{
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   "cell_type": "markdown",
   "id": "e46397ed-22f3-4cac-be17-484c6396f5ba",
   "metadata": {},
   "source": [
    "# Modeling photon transfer from silicon nitride waveguide to hexagonal boron nitride nanowaveguide and niobium-titanium-nitride nanowires.\n",
    "### Authors: Kristina Malinowski, Caltech; Amir Targholizadeh, Syracuse\n",
    "\n",
    "> **Note: running the full notebook costs over 39 FlexCredits.**\n",
    "\n",
    "Many exciting frontiers in nanophotonics require the incorporation of materials beyond silicon or silicon nitride-based photonics, such as materials with specialized thermo-optic, electro-optic, photon emission, or photon absorption effects. When it is impractical to use these materials for homogeneous integration, we turn to hybrid nanophotonics. Hybrid nanophotonics often requires integrating these heterogeneous components with high coupling coefficients. We can use FDTD to model how these materials interact and optimize for the greatest possible coupling coefficients.\n",
    "\n",
    "This notebook explores the design and optimization of an emitter-containing hexagonal boron nitride (hBN) nanowaveguide as a photon source and NbTiN as a superconducting photon detector, both integrated on a silicon nitride waveguide. In the work `Malinowski, K., Targholizadeh, A. et al. Overcoming the Classical Signal to Noise Ratio Limit Through On-Chip Photon Addition. APL Quantum 3, 026107 (2026)` [DOI: 10.1063/5.0314599](https://doi.org/10.1063/5.0314599), we use FDTD to investigate the parameters driving maximal coupling between an hBN nanowaveguide and a silicon nitride waveguide and find the optimal nanowaveguide taper to couple a single-photon emitter in hexagonal boron nitride. Similarly, we study the parameters driving photon coupling from the silicon nitride waveguide to the NbTiN detector. The paper explores how a waveguide-coupled single-photon source and detector can be leveraged through single-photon addition for signal-to-noise amplification.\n",
    "\n",
    "In this notebook, we reproduce the results presented in Fig. 2, Fig. 4, Fig. S2, and Fig. S3 of the paper and discuss the robustness of the nanowaveguide to deviations between the designed and fabricated devices.\n",
    "\n",
    "<img src=\"img/NanowireIntegration.png\" alt=\"diagram\" width=\"550\"/>\n"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "4812c982",
   "metadata": {},
   "source": [
    "First, we import the libraries needed for the simulations."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "835923fe-ae93-4798-a838-0a0cf493280f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">10:47:53 -03 </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Using canonical configuration directory at                </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'/home/filipe/.config/tidy3d'</span><span style=\"color: #800000; text-decoration-color: #800000\">. Found legacy directory at           </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'~/.tidy3d'</span><span style=\"color: #800000; text-decoration-color: #800000\">, which will be ignored. Remove it manually or run      </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d config migrate --delete-legacy'</span><span style=\"color: #800000; text-decoration-color: #800000\"> to clean up.               </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:47:53 -03\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Using canonical configuration directory at                \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'/home/filipe/.config/tidy3d'\u001b[0m\u001b[31m. Found legacy directory at           \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'~/.tidy3d'\u001b[0m\u001b[31m, which will be ignored. Remove it manually or run      \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'tidy3d config migrate --delete-legacy'\u001b[0m\u001b[31m to clean up.               \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/filipe/anaconda3/lib/python3.11/site-packages/trimesh/grouping.py:15: UserWarning: A NumPy version >=1.26.4 and <2.7.0 is required for this version of SciPy (detected version 1.26.1)\n",
      "  from scipy.spatial import cKDTree\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\">10:47:54 -03 </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">ERROR: Failed to apply Tidy3D plotting style on import. Error:     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d.style'</span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\"> not found in the style library and input is not a   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">valid URL or path; see `style.available` for list of available     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">styles                                                             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:47:54 -03\u001b[0m\u001b[2;36m \u001b[0m\u001b[1;31mERROR: Failed to apply Tidy3D plotting style on import. Error:     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'tidy3d.style'\u001b[0m\u001b[1;31m not found in the style library and input is not a   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[1;31mvalid URL or path; see `style.available` for list of available     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[1;31mstyles                                                             \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import tidy3d as td\n",
    "import tidy3d.web as web\n",
    "from tidy3d.plugins.mode import ModeSolver"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "3e23ed0d-1a5f-4a7a-bfd2-ec7a5e3b975e",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "from tidy3d.plugins.dispersion import FastDispersionFitter, AdvancedFastFitterParam\n",
    "\n",
    "\n",
    "from pylab import *"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "35762762-3dcb-4f44-9ee6-eee60fff9ec2",
   "metadata": {},
   "source": [
    "## hBN Nanowaveguide Simulation\n",
    "\n",
    "We start by defining the parameters that remain constant across the hBN nanowaveguide simulations."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "f3f47a94",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define source wavelength in um and frequency in Hz\n",
    "lambda_beg = 0.584\n",
    "lambda_end = 0.586\n",
    "freq_beg = td.C_0 / lambda_end\n",
    "freq_end = td.C_0 / lambda_beg\n",
    "freq0 = (freq_beg + freq_end) / 2\n",
    "fwidth = freq_end - freq0\n",
    "\n",
    "# Constant waveguide and nanowaveguide paramters in um\n",
    "waveguide_width = 0.4\n",
    "nwg_straight = 10\n",
    "nwg_width = 0.31\n",
    "sub_thickness = 5\n",
    "dipole_height = 0.005  # measured from the waveguide-nanowaveguide interface\n",
    "\n",
    "# Initial values for variable waveguide and nanowaveguide paramters\n",
    "taper_length = 12  # um\n",
    "taper_slope = (\n",
    "    11 * 1e-3\n",
    ")  # nm/um (for every 1 um along the length of the taper, the width of the taper decreases by x nm)\n",
    "waveguide_thickness = 0.12  # um\n",
    "nwg_thickness = 0.09  # um\n",
    "\n",
    "# Import materials from Tidy3D library\n",
    "SiO2 = td.material_library[\"SiO2\"][\"Horiba\"]\n",
    "Si3N4 = td.material_library[\"Si3N4\"][\"Philipp1973Sellmeier\"]\n",
    "vacuum = td.Medium(permittivity=1)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "078d8f00",
   "metadata": {},
   "source": [
    "To model the anisotropic hBN, we use the dielectric functions and fitting parameters from `Segura, A. et al. Natural optical anisotropy of h-BN: Highest giant birefringence in a bulk crystal through the mid-infrared to ultraviolet range. Phys. Rev. Materials 2, 024001 (2018).` [DOI: 10.1103/PhysRevMaterials.2.024001](https://doi.org/10.1103/PhysRevMaterials.2.024001). The extraordinary refractive index is described by a simple Phillips-van Vechten model, and the ordinary refractive index by a Phillips-van Vechten model with an additional Lorentzian term that captures the excitonic transition contribution.\n",
    "\n",
    "We fit the ordinary and extraordinary indices separately with the [FastDispersionFitter](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.dispersion.FastDispersionFitter.html) and then assemble them as the diagonal terms of an [AnisotropicMedium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.AnisotropicMedium.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "2cf40fbf",
   "metadata": {},
   "outputs": [
    {
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       "model_id": "c9b32abee1524779a308b2182a40f84e",
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
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     "data": {
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      "text/plain": [
       "\n"
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     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4de15da5606b4d90a5ff694871380c1f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Custom anisotropic hBN medium for 585 nm wavelength\n",
    "\n",
    "# Initialize wavelength and wavenumber points\n",
    "wavelengths = np.linspace(0.25, 1, 1000)  # Wavelength range in um\n",
    "wavenumber = 1e4 / wavelengths\n",
    "\n",
    "# Extraordinary Axis\n",
    "\n",
    "# Define fitting parameters from paper\n",
    "A = 110000  # sigma P0 para\n",
    "B = 90000  # #sigma 0 para\n",
    "\n",
    "# Generate data points\n",
    "n_data = np.array((1 + A**2 / (B**2 - (wavenumber**2))) ** (1 / 2))\n",
    "\n",
    "# Fit\n",
    "advanced_param = AdvancedFastFitterParam(weights=(1, 1), num_iters=100)\n",
    "fitter = FastDispersionFitter(wvl_um=wavelengths, n_data=n_data, wvl_range=(0.25, 1))\n",
    "hbn_zz, rms_error = fitter.fit(\n",
    "    max_num_poles=3, tolerance_rms=5e-2, eps_inf=1.0, advanced_param=advanced_param\n",
    ")\n",
    "\n",
    "\n",
    "# Plot\n",
    "fitter.plot(hbn_zz)\n",
    "plt.xlabel(\"wavelength ($\\mu m$)\")\n",
    "plt.ylabel(\"n\")\n",
    "plt.title(\"Extraordinary Refractive Index Data\")\n",
    "plt.legend()\n",
    "plt.show()\n",
    "\n",
    "# Ordinary Axis\n",
    "\n",
    "# Define fitting parameters from paper\n",
    "C = 124100  # sigma P0 perp\n",
    "D = 75100  # #sigma 0 perp\n",
    "E = 53200  # sigma P1 perp\n",
    "F = 49200  # sigma 1 perp\n",
    "G = 1560  # gamma 1 perp\n",
    "\n",
    "# Generate data points\n",
    "n_data = np.array(\n",
    "    (\n",
    "        1\n",
    "        + (C**2 / (D**2 - (wavenumber**2)))\n",
    "        + (\n",
    "            (E**2 * (F**2 - wavenumber**2))\n",
    "            / ((F**2 - wavenumber**2) ** 2 + (G**2 * wavenumber**2))\n",
    "        )\n",
    "    )\n",
    "    ** (1 / 2)\n",
    ")\n",
    "\n",
    "\n",
    "advanced_param = AdvancedFastFitterParam(weights=(1, 1), num_iters=100)\n",
    "fitter = FastDispersionFitter(wvl_um=wavelengths, n_data=n_data, wvl_range=(0.25, 1))\n",
    "hbn_xx, rms_error = fitter.fit(\n",
    "    max_num_poles=3, tolerance_rms=5e-2, eps_inf=1.0, advanced_param=advanced_param\n",
    ")\n",
    "\n",
    "fitter.plot(hbn_xx)\n",
    "plt.xlabel(\"wavelength ($\\mu m$)\")\n",
    "plt.ylabel(\"n\")\n",
    "plt.title(\"Ordinary Refractive Index Data\")\n",
    "plt.legend()\n",
    "plt.show()\n",
    "\n",
    "hBN_ani = td.AnisotropicMedium(name=\"hBN_ani\", xx=hbn_xx, yy=hbn_xx, zz=hbn_zz)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "bc7e6b16",
   "metadata": {},
   "source": [
    "### Design Simulation for a Tapered hBN Nanowaveguide with Variable hBN and Si3N4 Thickness\n",
    "\n",
    "We build the simulation used to sweep the hBN and Si3N4 film thicknesses. The structure combines a [Box](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Box.html) for the Si3N4 waveguide and substrate with a [PolySlab](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PolySlab.html) for the tapered hBN nanowaveguide, excited by a [PointDipole](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PointDipole.html) source. Two [ModeMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeMonitor.html) planes capture the power in the nanowaveguide mode and the Si3N4 waveguide mode, while a [FluxMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FluxMonitor.html) normalizes by the emitted dipole power."
   ]
  },
  {
   "cell_type": "code",
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   "id": "7eb43d86-4e2b-43b4-93ab-ce0ce0be6cc8",
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   "source": [
    "def Nanowaveguide_sim_thick(waveguide_thickness, nwg_thickness):\n",
    "\n",
    "    # Set up simulation region size\n",
    "    x_domain_size = (nwg_straight / 2 + taper_length + 2) * 2\n",
    "    y_domain_size = 4 * waveguide_width\n",
    "    z_domain_size = 1\n",
    "\n",
    "    # Set up dipole source with TE polarization\n",
    "    dipole = td.PointDipole(\n",
    "        name=\"dipole\",\n",
    "        center=(0, 0, waveguide_thickness / 2 + dipole_height),\n",
    "        source_time=td.GaussianPulse(\n",
    "            freq0=freq0,\n",
    "            fwidth=fwidth,\n",
    "        ),\n",
    "        polarization=\"Ey\",\n",
    "    )\n",
    "\n",
    "    # Set up flux monitor for dipole power normalixation\n",
    "    flux_dip = td.FluxMonitor(\n",
    "        center=(0, 0, 0),\n",
    "        size=(0.8 * x_domain_size, 0.8 * y_domain_size, 0.8 * z_domain_size),\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        name=\"flux_dip\",\n",
    "    )\n",
    "\n",
    "    # Set up mode monitor to measure power emitted into fundamental mode shared nanowaveguide and waveguide\n",
    "    Nwg_mode = td.ModeMonitor(\n",
    "        name=\"Nwg_mode\",\n",
    "        center=[(nwg_straight / 2) - 1, 0, 0],\n",
    "        size=[0, td.inf, td.inf],\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        mode_spec=td.ModeSpec(num_modes=1),\n",
    "    )\n",
    "\n",
    "    # Set up mode monitor to measure power coupled into fundamental waveguide mode\n",
    "    Wg_mode = td.ModeMonitor(\n",
    "        name=\"Wg_mode\",\n",
    "        center=[nwg_straight / 2 + taper_length + 1, 0, 0],\n",
    "        size=[0, td.inf, td.inf],\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        mode_spec=td.ModeSpec(num_modes=1),\n",
    "    )\n",
    "\n",
    "    # Set up waveguide structure\n",
    "    Waveguide = td.Structure(\n",
    "        name=\"Waveguide\",\n",
    "        geometry=td.Box(size=[td.inf, waveguide_width, waveguide_thickness]),\n",
    "        medium=Si3N4,\n",
    "    )\n",
    "\n",
    "    # Set up substrate structure\n",
    "    Substrate = td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center=[0, 0, -sub_thickness / 2 - waveguide_thickness / 2],\n",
    "            size=[td.inf, td.inf, sub_thickness],\n",
    "        ),\n",
    "        name=\"Substrate\",\n",
    "        medium=SiO2,\n",
    "    )\n",
    "\n",
    "    # Set up nanowaveguide structure. NOTE: If the taper length and slope are such that the nanowaveguide end in a single point, an error will occur.\n",
    "    Nanowaveguide = td.Structure(\n",
    "        geometry=td.PolySlab(\n",
    "            slab_bounds=[\n",
    "                waveguide_thickness / 2,\n",
    "                waveguide_thickness / 2 + nwg_thickness,\n",
    "            ],\n",
    "            vertices=[\n",
    "                [\n",
    "                    -nwg_straight / 2 - taper_length,\n",
    "                    nwg_width / 2 - taper_slope * taper_length,\n",
    "                ],\n",
    "                [-nwg_straight / 2, nwg_width / 2],\n",
    "                [nwg_straight / 2, nwg_width / 2],\n",
    "                [\n",
    "                    nwg_straight / 2 + taper_length,\n",
    "                    nwg_width / 2 - taper_slope * taper_length,\n",
    "                ],\n",
    "                [\n",
    "                    nwg_straight / 2 + taper_length,\n",
    "                    -(nwg_width / 2 - taper_slope * taper_length),\n",
    "                ],\n",
    "                [nwg_straight / 2, -nwg_width / 2],\n",
    "                [-nwg_straight / 2, -nwg_width / 2],\n",
    "                [\n",
    "                    -nwg_straight / 2 - taper_length,\n",
    "                    -(nwg_width / 2 - taper_slope * taper_length),\n",
    "                ],\n",
    "            ],\n",
    "        ),\n",
    "        name=\"Nanowaveguide\",\n",
    "        medium=hBN_ani,\n",
    "    )\n",
    "\n",
    "    # Create simulation\n",
    "    min_steps_per_wvl = 8\n",
    "    run_time = 1e-11\n",
    "    shutoff = 5e-5\n",
    "\n",
    "    sim = td.Simulation(\n",
    "        size=[x_domain_size, y_domain_size, z_domain_size],\n",
    "        center=(0, 0, 0),\n",
    "        run_time=run_time,\n",
    "        shutoff=shutoff,\n",
    "        grid_spec=td.GridSpec.auto(\n",
    "            min_steps_per_wvl=min_steps_per_wvl, wavelength=td.C_0 / freq0\n",
    "        ),\n",
    "        medium=vacuum,\n",
    "        sources=[dipole],\n",
    "        monitors=[Nwg_mode, Wg_mode, flux_dip],\n",
    "        structures=[Waveguide, Substrate, Nanowaveguide],\n",
    "    )\n",
    "\n",
    "    return sim"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "20af0a05-dd59-49a6-8ae3-272ffdd3d61d",
   "metadata": {},
   "source": [
    "### Run the Thickness Sweep\n",
    "\n",
    "We launch the thickness sweep as a [Batch](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.web.api.container.Batch.html) and analyze the data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "ba01f6dc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">10:58:24 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">40.761</span> for the whole batch.               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:58:24 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m40.761\u001b[0m for the whole batch.               \n"
      ]
     },
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     "output_type": "display_data"
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    {
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       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">10:58:31 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">117</span> tasks.                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m10:58:31 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m117\u001b[0m tasks.                     \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\">11:01:58 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">40.761</span> for the whole batch.               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:01:58 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m40.761\u001b[0m for the whole batch.               \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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:09:13 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:09:13 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">11:11:13 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">7.831</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:11:13 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m7.831\u001b[0m.                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Define the sweep\n",
    "waveguide_thickness_sweep = np.linspace(0.08, 0.14, 13)\n",
    "nwg_thickness_sweep = np.linspace(0.04, 0.12, 9)\n",
    "\n",
    "# Define the path to save data\n",
    "path = \"data/20260122 thickness sweep/\"\n",
    "\n",
    "# Build the simulation batch\n",
    "sims_thick = {\n",
    "    f\"wg_thickness={wgt * 1e3:.3f}nm;nwg_thickness={nwgt * 1e3:.3f}nm\": Nanowaveguide_sim_thick(\n",
    "        wgt, nwgt\n",
    "    )\n",
    "    for wgt in waveguide_thickness_sweep\n",
    "    for nwgt in nwg_thickness_sweep\n",
    "}\n",
    "\n",
    "# Run the simulation batch\n",
    "batch_thick = web.Batch(simulations=sims_thick)\n",
    "est_fc = batch_thick.estimate_cost()\n",
    "batch_thick_results = batch_thick.run(path_dir=path)\n",
    "real_fc = batch_thick.real_cost()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "7194ef19",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Zsq5ueoFza99x8OBBOXnypCQlJcmNGzckMDBQSpYsKbVr15bWrVtLw4YNubvbRidOnJClS5fKli1b5MCBA3LhwgVJSkoSDw8PKVy4sJQrV05q1aolbdu2lV69eknFihVd0s7s7GzZvHmz7NixQ44cOSJXr16VtLQ0CQgIkODgYKlWrZrUq1dPwsPD3fLcSEtSUpJ8+umnmuU+Pj4yY8aMAvf9z87OltjYWNmwYYPs2rVLjh8/LvHx8ZKamiqZmZkSEBAgRYoUkUqVKkmNGjWkVatW0qFDB6lWrZqrmy4ZGRmyceNG2bhxo+zevVtOnjwp586dk9TUVElPTxd/f38pUqSIVKxYUapXry6tW7eWqKiofNF2mJebmys7duy4vT86efKknD59+j/jZ0FBQbfH/mvXri21a9eW++67T1q1aiXe3u55udMdz4lNSUlJkb///ltWrVol+/fvlxMnTsj169clIyNDAgICpESJElK1alVp3ry53H///bdvAAKgQeVDQ4cOVSJi8vHuu+/eft2TTz6p+bpSpUqplJQUu9rx/fffa8aPjIy0920qpZQ6ceKEmjJliurRo4cqUqSIZn3mHh4eHqpVq1Zqzpw5KjMz05C23WndunWadY8fPz7P63Nzc9WPP/6omjZtatX78PLyUo888og6ePCg4e9By8WLF9WYMWNUuXLlbPrsa9WqpT788EOVlJRkd1sWLVqkWc9XX31lV+xr164pT09P3fdy5MgRu+r4/fffNWNPmzbN6ng5OTlq7dq16uWXX1ZNmzZVXl5eNv9GAgMD1dChQ9X27dvteo9KKZWRkaFCQ0M169qzZ4/ddZjz0ksvadb/1FNP2R0/NzdX/frrr6pr167Kx8fH6s/b29tbdevWTa1Zs8aAd2uZzMxM9e2336r77rvP4nZWrlxZTZgwQV25csVkzEcffVR17tw5z+PRRx+1qY1a7YiIiLDjnZumdwz7/vvvbYqpd3w+efKkoe0/deqUGj58uPL397fqu9e8eXP1yy+/mIxZsWJFk/9TsWJFQ9t+S0JCgpo4caKqXbu2TfutEiVKqBdffFGdPXvWIe0zgt73zMjHunXr7GrnsmXLVOfOnZW3t7fVdRcqVEj17dtXbdq0yZgPzUmio6N139fWrVvtit+oUSOTcbdt23b7NR9//LHJ10ycONGuul999VXN91W8eHGVm5trcaz82hcfOXKkZl3PP/+83fHN2b9/v2b9ISEh6saNG3bXcfjwYfXss8+qkiVL2vSZ16pVS02dOlWlpqYa8I4ts3XrVjVo0CCLj02BgYGqX79+//ld3GnevHkm+xmdO3dWe/futbp9zjxOK2V8v8bac057ZGZmqmnTpqnKlStb9b0rXry4mjBhgrp27VqemOPHj3fYccwUd+yv479eeeUV3W30/vvvu7qJhtq3b58aOnSoCgoKsuk4Gx4erhYuXKhycnIMbZezf7tGn5NY2/6cnBz1008/qYiICIvHWMqWLavGjRunLly4YN+bN6D9ljD6eHjy5EnNeEOHDjX5P3///bfq0KGD1d/zzp07q82bN9v0vm1x6NAh9dRTT1ncD/b19VXdu3dXq1at0nzfWn2bv//+22nvy1IzZszQfb9PPvmkq5toqBMnTqhnn31WFS9e3Or9sIiopk2bqlmzZqmMjAynt33nzp1q2LBhKjg42Oa2f//993adq2ntv4163OrvOmOcRY+zj4tK3dwXjRw5UoWFhdn8nooUKaJ69+6tFixYoNLT061ugyPGUc3Jr+fEERERVn13zpw5o0aNGqUCAwOtan/FihXVjBkzVFZWls1tdfRvRUT7WA84mlsncJw9e1Z38MzewWFHJXBcvXpVTZ06VbVo0cIhO5SqVauq3377za73fjdrBtOOHj2q2rdvb9d78PX1tXv7mZOenq7eeustqy8Oaj1CQ0PVzJkzrbpocLdLly4pDw8Pk/H79etn1/v95ZdfzL6HL774wq46nnvuOc3YBw4csDjOrl271OjRo1Xp0qUd8ht54IEH1KlTp+x6r3oXVl544QW7YpuTnZ2t26HdsmWLXfFXrFhh8wVnU4+OHTuqf//916B3b9ry5ctV9erVbW5jYGCgmjZtWp7BQKMH17TqJ4Hj/+Tm5qrJkyerQoUK2fW969y5szpz5sx/YjsrgePGjRtq3LhxqnDhwob8hvz8/NSbb75pyAVTo+X3BI7t27dbnUyq9+jatas6fvy4sR+ig6Snp+v+jiZPnmxz7ISEBJNJoUFBQSo7O/v267Zt22ay7k6dOtn13vT60A899JDZ/3eHvvj27ds145csWdKuAQ5LvPzyy5r125soeu7cOTVgwACzicWWPkqVKqXmz59v0Ds3LT4+XvXt29eudj744IMqPj7+P3GNHhwlgcMyW7duVTVq1LBre5YuXVr9/vvv/4nrzMFud+yv478yMzNViRIlNLdJUFCQyUQhdxQfH6/69eunOdZh7aNWrVpq7dq1hrXvXkrg2LFjh2rQoIHNn31QUJD68MMPDU2iKWgJHBcuXFAPPfSQXd9xDw8P9dxzzznkBr1brl+/rkaMGGHXjVIRERHq6NGj/4nrigug9mjYsKFmez09Pe2+0S2/uH79unrmmWdsuqHB1KNcuXJq8eLFTmn7v//+q7p06WJIu0VunqutWLHCpraQwGH8cfHIkSOqV69ehvURbj1CQ0P/cx3REs7cf+X3c2JLEzhyc3PVtGnT7B7/bNSokc37W0f/VkRI4IDruHUCh1L6dyyEhISohIQEm9vhqASOefPmOWXH8tRTTxk2uGvpYNrff/+tQkJCDHsPQ4YMMfzuCqVuZjfWqVPHIZ97+/bt1aVLl2xum9bJdIkSJexKDtFLOLj1sOSih566deuajBsWFmZVnMjISIf/PkJCQtQff/xh83t15YWVZcuWadZdu3Ztm+MmJyerQYMGOeTz9vf3V3PmzDHwU7gpJydHvfTSS4Z19Lt06aKSk5NvxyeB478cfWEoJSVFdevWzbDvXenSpdXu3btvx3dGAsf27dtV1apVHfI7atCggTp27JhhbTVCfk3gyM3NVe+8845dA5JaD39/fzV79mzHfKAG07vrr2vXrjbH/e233zT3oXfKzs42eZdtYGCgzQPSycnJugOP06dPNxvDXfri9erV04y9dOlSm+Oa48hE0Tlz5th057Ulj379+tk9A6Mpq1ev1r3Ias2jePHi/7mrlgSO/3JGAsdXX31l02wVph4eHh5q0qRJt2M7Y7DbHfvrMG3lypW62+Pxxx93dRMN8ccffxg6RnTn47nnnjPkvPteSeD48ssvDbt426FDB7vGvWxpvzVclcCxa9cum2f3NfWIjIx0SBL/7t27VZUqVQxpY0BAwH8SGt0pgePw4cO6761jx46ubqIhtmzZosqWLeuQ/XDfvn0d0v9W6v9u7vH19XVI20ePHm31MYQEDuOOi7m5uWrixIkO274ioho2bGhVm5y1/3KHc2JLEjjS0tLUww8/bFjbixYtatNMsY7+rYiQwAHXcfsFhl5//XUJDg42WZaYmCgffPCBk1uUf8yaNUseeOABycrKckp9y5Ytk27dukliYqJhMefNmycvvfSSYfFERDZs2CAtWrSQQ4cOGRr3lujoaGnWrJkcPXrUpv+PjIw0+fzly5dl3759NrdrzZo1Zl+zbt06yc3NtSn+hQsX5ODBgybLOnbsaFNMR0pMTJQ+ffrorjmsp1mzZlKvXj2TZZcuXZLly5fb0zxdc+bM0SwbOnSoTTHj4uKkRYsWsmDBAlubpevGjRsydOhQee+99wyLmZ2dLf3795cpU6aIUsqQmCtWrJCOHTtKamqqIfFguZSUFOnUqZP89ddfhsWMj4+XDh06yD///GNYTD3z5s2Ttm3byvHjxx0Sf9++fdKiRQvZs2ePQ+IXFNnZ2TJgwAAZN26c5OTkGB7/xo0bMmzYMHnjjTcMj2209u3ba5bFxsba/PnExMSYfD4iIuI/f3t5eUnr1q3zvC41NVW2b99uU92xsbGSnZ2tWa73np3N3r643jF99uzZNrbKvJUrV8qFCxdMltWuXVtatGhhdczc3FwZNWqUDB06VJKTk+1tokk//vijtG/fXq5du2ZYzJ9++km6desmly9fNiTelStXJDIyUvM3BMf6+OOP5cknnzTs/FgpJW+88YbTxhzcsb8Obeb6vP3793dSSxxn2rRp0rt3b0PHiO702WefSZcuXSQtLc0h8QuSjz/+WEaMGKHbh7LGunXrJDw8XM6ePWtIvIJg+/btEhERYehnsmbNGhk4cKBh8URujolGRETIiRMnDImXlpYmDz74oCxcuNCQeM50L+yHf/rpJ4mIiJBz5845JP6SJUukTZs2cunSJUPjpqeny8MPPyyvvfaaZGZmGhr7llvHqIyMDIfEh7aUlBTp1q2bjB071mHbNz9y13NiU9LT06Vbt27y008/GRbz2rVr0rVrVzl58qRhMQF35+3qBtgrNDRUXnnlFXnzzTdNln/++ecyevRoKVOmjJNbZr+iRYtKaGioBAcHS3BwsGRnZ0tiYqJcuXJF4uPjLYqxbNkyefbZZ+XLL790aFs3bdokffv21TwZ9PPzk9KlS0vJkiUlMDBQLl++LGfPnrXoRH7q1KkSFRUl3bt3t7udW7dulW7duklKSopFry9XrpxUrFhR/P39JSUlRU6ePCkXL140+3+nT5+WDh06yIYNG6Ry5cpWtTEyMlI+/fRTk2Vr1qyRhg0bWhVPROT8+fPy77//mn1dQkKC7NmzR5o0aWJ1HWvXrtUs00pKsYeXl5eULFlSgoODJSQkRAIDAyUlJUUSExPl3LlzFm3jnJwcefzxx6V8+fJ5LjpZYujQofLKK6+YLJszZ4707NnT6pjmXLt2TZYuXWqyzMvLS4YMGWJ1zOPHj0vHjh3l9OnTFr0+KChIwsLCpFixYuLv7y9Xr16VixcvWvTbeOutt6RQoULy8ssvW93Ou40YMUKWLFlid5y7bd++XQYNGiS//vqr4bFhWk5OjjzyyCOyefNmi14fGhoq1apVkyJFikh6erqcOXNGTp8+bTKRJzExUXr06CG7du0yutn/8dVXX8lTTz1lcTJR6dKlpVixYlKsWDHJzs6Wy5cvy7lz58wmD129elUiIyNl8+bNUqNGDSOaXqAopWTQoEGyePFii14fEBAg1atXl9DQUMnNzZXLly/LsWPHLBpE+OCDD8TDw0Pef/99e5vtMHrJDMnJybJz505p3ry51XGjo6NNPm/qWBoeHi4rV640GcNUcoetdYuIlCxZUurWrWt1TC2u7osPHjxY3njjDZP962XLlklCQoKEhoZaHdccveQQWxJFc3NzZdiwYTJv3jyLXu/l5SXlypWT0NBQKVq0qKSkpMilS5fk7NmzZi887dixQzp37iwxMTHi7+9vdVvvtHr1ahk4cKDhyfC3LnRs3brV0LjQ98MPP8irr75q0Wt9fX2levXqUqJECfHw8JCrV6/KkSNHJD093eTrx4wZI7Vr1zayuXm4a38d2lasWKFZFhAQkK8SEm0xY8YMef755y16rbe3t1StWlVKlSolPj4+cu3aNTl27JgkJSWZ/d81a9ZIjx49ZPny5eLn52dnqwumn3/+2eL9nzX+/fdf6dKli2zcuFHzxrp7xdGjR6Vr166aF+S8vb1vj4kGBwfLlStX5Pz583LlyhWzsX/99VeZOXOmPPPMM3a3c//+/dKzZ0+LflvWyMnJkccee0wqVqxoaFxH09sPi4h069bNSS1xjN9//10GDBhgUeKWp6enVKxYUcqWLSt+fn6SlJQkx48fl4SEBLP/u3fv3tsJykacm9y4cUN69eolq1evtuj1vr6+UrZs2dvnbdevX7993cHcTYp//fWXPPLII/Lrr7+Kp6fb3+fsFhITE6VLly5WnQsFBwdLpUqVJCQkRLy8vCQxMVGuXbsmFy5ckBs3bjiwtcZx13NiU5RS0r9/f92xmRIlSkjJkiWlRIkScuPGDbl06ZKcOnXK7G8yISFBBgwYIJs2beI3CUgBSOAQEXn++efls88+M5nteePGDXnnnXdk1qxZLmiZ5Xx9faVjx47SoUMHadiwoTRs2FDCwsI0X3/p0iXZtm2bLFq0SH7++WfNwSSRmxeVunbtKn369HFAy29eTOrXr1+eNhQqVEgef/xx6dWrl0REREihQoX+U56bmytbt26V2bNny7fffqt7F+jo0aOlU6dO4uvra3M74+PjpU+fPmYv7NepU0dGjRolffr0MbkNTp48KT/99JN8/vnncubMGc04586dkz59+sjmzZslICDA4naGh4eLt7e3yYPx6tWr5cUXX7Q41i2WzL5xZx22JHDo1WFEAkepUqWkV69e0rx5c2nYsKHUq1dPsxOSm5sr//zzj8TGxsq3336re5dvVlaWDBkyRA4ePChBQUFWtUnvwsoff/zhkAsrixYt0swO79Spk9XJagkJCdKlSxezg8GNGjWS4cOHS3h4uNSrV89kJ+r48eOycuVK+fzzz3UThl577TWpX7++dO7c2aq23umzzz6T7777zuzrwsPD5eGHH5Y2bdpIlSpVJCgoSNLT0+X8+fOyd+9e+fPPP2Xx4sV57tr6/fff5YsvvrC5fbDOO++8Y3bWmqJFi8rTTz8tAwcONHmB9sqVK/L777/L559/Lnv37v1P2YkTJwyfzelOv//+u9nkDR8fH+nbt6888MAD0q5dOylVqlSe12RlZcnmzZvl999/l1mzZmneTZiQkCC9e/eW7du3S+HChQ17H7YoW7Zsnt/yuXPn5MCBAyZfX69ePSlbtqzV9Vi6L3377bfNJm/4+vrKkCFDZNiwYdKqVSvx8vL6T3lGRoZER0fLN998Iz///LPudp00aZLUrVtXBg0aZFH7nK1ly5bi7++vOagRHR1tdQJHYmJint+YyM2LTc2aNcvzvFaCZHR0tIwZM8aqukW0Z/8QsW/2jfzYFw8LC5POnTvLn3/+macsMzNTFi5cKCNHjrQqpjmOSBR9+eWXzQ5UFS1aVB5//HHp3LmztGrVyuS+LSkpSdauXSsLFy6UJUuWaP42t2/fLk888YTNs6yJ3EzG7tu3r9nkjbJly8rgwYMlKipKateuLcWLFxcPDw9JSEiQw4cPy7p162T+/Pl5ZmZKSEiQIUOGSKdOnWxuIyx36NAh+d///mc2ybJ3794yYsQI6dixY54LwVlZWRIbGyvffPONLFq06D+Dj0opefLJJ+WRRx5xSPvdtb8ObdevX5cjR45olrdu3Vp8fHyc2CJjrVmzRkaPHm32dffff7889dRT0qlTpzz7faWU7Nq1S+bNmyfffPONbpLzunXr5Nlnn5Wvv/7a7rYXNOfOnZORI0ea3P/VqVNHBg8eLBEREVKjRg0JCQmRjIwMiY+Pl127dskff/whS5Ys0b07/eDBg9K/f3/566+/xMPDw5FvJd/KyMiQRx55RK5evfqf5728vGTgwIHy4IMPSmRkpMnxpj179sjChQvls88+0+1Ljh07Vvr16yfFihWzuZ1JSUnSq1cvuX79uu7rQkNDZeDAgdKlSxepV6+elCxZUnx8fCQxMVGOHj0qGzZskB9++CHP+UBGRoYMGjTIrZL/tm3bpllWrVo1m85b84uDBw/KoEGDzF7obdGihTz77LPSvXt3KVq0aJ7yQ4cOyaJFi2TmzJl5vuN3OnDggAwcOFD++usvuy66KqVkyJAhZpM3ypQpI0888YRERkZK8+bNTSbwXb16VVatWiXff/+9/P3335qxli5dKuPGjbNoBrKIiAiTybBGjYFUq1ZNREyPs9wSExNjcn9RqFAhm25OdKasrCyLE9nbtWsngwYNkqioKKlatarJ1+Tk5MjBgwdlx44dsmbNGlm6dKnFN+06mzueE2v58MMP5ffff8/zfJMmTeTxxx+Xrl27SpUqVfKUX758Wf788095//33dWeu37p1q3z//fcyfPhwi9pj6rdi6iYikZufsS03MdWvX9/q/wEM4YJlW8zSW6vw3XffNfk/n332meb/eHt7q6NHj1rdDr11ryIjI21+f3euu92lSxc1f/58lZiYaHO8K1euqGHDhumu01SuXDmVnp5ucx166xGbWkNz4MCB6syZMxbH3717t9n1+Oxdb75Tp0668f38/NTUqVNVdna2RfHS0tLUyy+/rDw8PHTjPvXUU1a3tXXr1iZj2bpmvN5v6u7H/fffb3V8pbTXAaxatarVsSIjI5WIqCJFiqjRo0erDRs2qJycHJvapZRSsbGxqnbt2rrv++WXX7Ypdvfu3TVjTp8+3eY2a2nevLlmfYsWLbIqVm5urtnfRZ06ddSaNWusipudna2+/vprFRAQoBm3TJkyNu/3Dh48qAoVKqTb7oYNG6pNmzZZFO/y5cvqiSeeyBMjKChIBQcHm4xv6/rEWu21da14PY5Yu9HotYSVUmrbtm3Ky8tLd3s+/PDD6vLlyxbFy8nJUZ9//rny8/PLE0drzXtbt6dSSv3777+qcOHCuu0fPny4Onv2rFVx4+Pjza5x/8wzz9jcbkdy1brH69evN3tMbtWqlTpy5IjFMbds2aKqVaumGzMgIECdOHHCYe/LXh07dtRse9euXa2Ot3TpUpOxoqKiTL4+IyND+fv753m9LX2alJQU3bXbZ86caVEcd+qLL1myRDNms2bNbG6zlpkzZ2rW16VLF6vjzZ8/X/dzKVSokPrwww+tXqd39+7dqmnTprqxFy9ebHV7lbrZPwoPDzf7u586dapF3+Hc3Fw1e/ZsFRoamidO+fLlNeuwZX1pRxyn9WjVZWu/Ru+c89aa4NbKzs5WjRs31t2e5cuXVzExMRbH3L17t8lzC701vG1dL9xd++vQt3btWt1t+tZbb7m6iTZLSEhQJUuW1H1/ZcqUUStXrrQ45tmzZ1WXLl10Y4pYfz58y/jx4w3/7erRGjux9ZxEr/2mxtlKlSpl8Wd1/vx59cgjj5j97D/77DOb2m6u/bZ+/kYfD0+ePKkZz1Tf9P7771f//POPxfFPnDih6tWrp/sZT5gwwep232nIkCG68b29vdWbb75pcZ/sjz/+UBUqVDB5TNWqw5HngtY6ceKE7ucxZMgQVzfRZhkZGapOnTq67y84OFgtWLDA4pgJCQlmv0Mioj744AO72v7ee+/pxg8JCVHffPONysjIsCpudHS0qlKlimZcT09PtXnzZpvb7cwxEKOPIaY46rj47LPPmv0ONWvWzOZtkZaWppYsWaLat2+vRG6ODVvDUdvRHc+JIyIiLD7uhYWFqQULFqjc3FyLYmdkZKgXXnhBt91Vq1a161qQVlxHjL8DjlRgEjgyMjJUpUqVNP+vf//+VrfDUQkcixYtUgMHDlR79+61OYZWXL2LYJYOapuiN5h258PDw0NNmjTJpjqOHj2qihcvrhm7RYsWNrd/wYIFuu0OCgpSGzZssCn2/PnzdT93Dw8Piy8k3/LWW29pxlu/fr3VbSxXrpzJg62pzzsgIMDqCwzHjh3TbO+TTz5pdXsHDx6sJk2aZOiAYXp6unr44Yc12xkQEGDxBeI76V1Yue+++wxrv1JK/fPPP5p1hYSEWL3dvvjiC93fxf/+9z+VlpZmc3t37dqlypQpoxl/9OjRNsW9leCj9XjkkUfUjRs3rI67YMEC3QuDdz5I4Mj7sPXCUKtWrXQ/61dffdWmuDExMWYTK+zdnjk5OZoJdyI3k9B+/vlnm2Lf8sEHH+geX3bu3GlXfEdwRQJHZmam2UGqRx55xKYkyMTERNWyZUvd2LZc2HaWd955R7PdQUFBFieu3vLiiy+ajKXVR1dKqQ4dOpj8n40bN1pV94oVK3S3g6UD5e7UF8/IyDB54f/W4+DBg4a+hxYtWmjWZe2FsfPnz6uiRYtqxqtVq5bav3+/zW1NTU1VDz30kGb8sLAwm/oxdyb4mHqUKVPGpnafPn1a1apVy6LjkggJHHc/bE3gMNffrVevnrp48aLVcZOSklTbtm0duj0taX9+7a9D37Rp03S368KFC13dRJuZSoy/81GnTh11/vx5q+Pm5uaqZ555Rjd2WFiYTWMIBTmB4+5Hw4YN1blz56yuY+rUqbqJ0kFBQSo+Pt7w9rtDAsfdj5EjR9p00enSpUuqevXqmnFLly5t88WsDRs26La5SJEiKjo62uq4CQkJVh0L81MCx++//67bVlvHtvODiRMn6r63MmXKqEOHDtkUe9KkSbqx/f39bb65Ye/evZo33YjcvBnj1KlTNsVW6mbSvd73tVGjRhZfgL4bCRzm/f3332ZvuHnppZesHp/QsnHjRvXKK69Y9T+O2I7uek6sl8Bxd/vj4uJsavvzzz+vG3v58uU2xVWKBA4UHAUmgUMppebMmaP5fx4eHmr37t1WtcNRCRyONHv2bM02N2jQwOa4liZwfPjhh3a1X+8zFxGbDghZWVmqcuXKmjG9vb3VqlWr7Gr3jBkzdNvdvn17q+JFR0drxrJ28PLff/81GadNmzZqwIABhnTGZs2apdneH3/80apYjpSZmanuv/9+zbZ+8sknVsc0d2HF1pMiU1577TXNeqyd6eXq1auas0uIiBoxYoQhbd65c6fmbBmFChWyelaClStX6v7WunXrZldnf+7cuRbt60jgyPuwZSDM3KDJ4MGDbWrnLcuWLVOenp4O257ffPONZkw/Pz/DBnxfffVVzXp69uxpSB1GckUCh962ELnZb8vKyrI5fkJCgqpRo4ZuHbYMejqDuQHbrVu3WhWvSZMmJuPoJZhqDQBNnDjRqrpff/11zfcRFhZmVSxHcURffOTIkZoxbU1yM8XoRNHBgwdrxqtUqZJNF/DulpmZqdq0aaNZz5QpU6yKl5WVZfJu0js/B2vuqL3b+fPnTSZWm3qQwPHfhy0JHOnp6SosLEx3v2FtX/RO165dM3tssGd7umt/HeZpJUPeelg7dpVfHD58WLfvXaZMGZuSB27Jzc1Vffv21f3sbJml4F5J4Khataq6cuWKze3+6KOPdOPbcvOOufa7WwKHvTMkmht7tWa2qDvp3TTh6+trc1ylbs6Q17BhQ4s+n/yUwKE3k7eIqF9//dXVTbRJQkKCCgoK0nxfhQsXVvv27bOrjldeeUX3sxs2bJhNcfWSK5o2baqSk5PtardSN2/O0EuUsvUGHBI49GVnZ6uaNWvqfm/ef/99w9pvK0dsR3c8J1bKsgSOChUq2NWvyMjI0D2Xeuyxx2yOrRWTBA64G9sXJcuHBg8eLHXr1jVZppSyaZ1tdzN06FDp0qWLybJ9+/bJwYMHHVZ3ly5d7F7rcOjQoZrbUOTmWqrWWrhwoZw8eVKzfPTo0RIVFWV13Ds988wz0rVrV83y6Oho2bx5s8XxWrVqJQEBASbLrP0MtF4fGRmp+b6NqsPDw0M6dOhgVSxH8vHxkS+//FIKFSpksvyHH36wOqavr68MGDBAs3z27NlWxzQlNzdXd926YcOGWRVv8uTJmmufRkZGyowZM6yKp6VJkybyySefmCxLT0+Xr776yqp4H330kWZZsWLFZN68eeLl5WVVzDsNGTJEhgwZYvP/wzoff/yxZllYWJjMnDnTrvjdu3e3eM1Ea2VmZso777yjWf7ll19K+/btDanr/fffl9atW5ssW7ZsmZw4ccKQetyVUko++OADzfKgoCCZN2+eeHt721xH0aJFZe7cubpre0+cONHm+I7UvHlzzT6FyM01dC11/fp12bNnT57nCxUqpLuOaHh4uN11m3u9Ub83ezmiL653jJ8/f77k5ORYHdOUOXPmaJb179/f5NrSWg4ePKjZrypUqJAsX75cSpcubXUb7+bj4yOLFy+WkJAQk+Wff/655rrApvz4449y+vRpzfJp06ZJrVq1rG3mbaVLlzasbwjzFixYIBcuXNAs/+yzz+xa3z4kJES+//57m//fHHftr8O8s2fP6paXKVPGSS0x1uTJkyU3N1ez/Msvv7TrvXl4eMg333wjYWFhmq+ZNm2apKam2lxHQeXp6SlLliyRYsWK2Rzj5Zdflh49emiWz5kzRy5evGhzfHfXoEEDzX2ppdq3by/dunXTLF+9erXVMTdu3Kg7Hjl27FjNvrolAgMDZdGiReLj42NzDFcoqPvh6dOnS3Jysmb5pEmTpH79+nbVYS7G/PnzdfvTpixfvlxiY2NNlpUsWVL++usvKVy4sFUxTQkODpaff/5Zc2xg2rRpdteBvObMmSOHDx/WLH/ooYfkjTfecGKLnMNdz4kt4eXlJQsWLLCrX+Hr6yvvvfeeZrktxzygoClQCRyenp66g+fLly+XDRs2OLFFrqF3QWnVqlUOqdPLy0tmzZqle2HDEh4eHjJ48GDNcmuSIG755ptvNMtKly4t48ePtzqmKZ999pnuwPbXX39tcSxfX19p27atybKtW7dKSkqKxbG0kiuioqIkMjLSZJk1B0illKxbt85kWYMGDaREiRIWx3KGSpUqyeOPP26ybNeuXZKQkGB1TGdcWFm9erWcO3fOZFnt2rWlRYsWFsdKS0uTWbNmmSzz8fGRGTNm2JUEcbcnnnhCKleubLLMmosYJ06c0P1uvvfeexIaGmpt8/KYPHmyBAUF2R0H+o4ePap7TJ40aZIh2+H999/XPImxx+LFizUHJcLDw2Xo0KGG1eXl5SXvvvuuyTKl1D1/MTA6OlqOHTumWT5+/HhDTopbtGghjz32mGb56tWr5dSpU3bXYzRfX19p1aqVZnl0dLTFsTZs2GDywkzLli11+0CtWrUSX1/fPM9v3LhRsrOzLao7NTVVduzYoVmeXxI4RIzvizdr1kzq1atnsuz8+fOG9O/NJYrqffdN+fTTTzUv4r3yyit2JUHcrUyZMjJq1CiTZXFxcZr9VFP0LlS3atXKkCTPyMhIeeihh+yOA/O+/fZbzbKIiAjp27ev3XW0bt1aBg0aZHecu7lrfx2WiY+P1yzz8vKS4sWLO7E1xkhJSZEff/xRs7xHjx66F/8tVaRIEfnwww81y69duyY///yz3fUUNP/73/+kcePGdsf59NNPTfbpREQyMjKsGvcqaGbOnGlVsqsWvb6GLWOien2bSpUqyauvvmp1zLvVqlVLnnvuObvjOJPeflhEdBPF8iullHz33Xea5Q0bNpSnn37a7nq8vLxk+vTpmuXZ2dlW9x2mTJmiWTZp0iQpWbKkVfH01K9fX/NGvPXr18vx48cNqws3TZ06VbOsdOnS8uWXXzqvMU7krufElnjsscc0r11Zo1evXhIcHGyy7MyZM5rXQoB7RYFK4BAR6d27t7Rs2VKzvCBm892tWbNmmpnCWtms9nrooYekYsWKhsTq06ePZpm1dy2eOXNG9wLh2LFjDbtQW61aNXniiSc0y5csWSIZGRkWx9NKrsjKypL169dbFCM3N9fkATowMFBatmwpFStWlKpVq+Yp3759uyQlJVlUx969e+XKlSsmy7Teg6v17t3b5PO5ubmyadMmq+OZu7BiRMao3smPtbNvLF68WHP7Dh8+XGrWrGlVPHO8vb3lxRdfNFl2+vRp2bt3r0Vx9AYEK1euLE8++aRN7btb6dKl3W7wwR0tWrRIs6xq1aqGJUAUL15cRo8ebUisO+klB+oNKtuqY8eO0rRpU5Nlf/zxh+H1uZMFCxZolhn9e544caLm3TpKKd22uJLebFixsbEWJxpqJXtERETo/p+/v780a9Ysz/Opqamyfft2i+reuHGjZGVlaZbnpxm/HNEX19sn6s2cYanVq1dr3olYp04d3RlW7qZ3ES80NFRef/11m9qoZ/To0ZoXlCzdR547d073vOH999+3O1n9Fr1Zg2CM06dP617o0kqMtMU777xj2HfjFnftr8MyejNEFClSRDw93W+o7rffftN9X0bu94YMGWL27m/8n4CAAN07XK1RrVo1GTlypGb5woULDanH3TRv3lzatGljSKyePXtq7gOsHRPNyMiQ3377TbN8/PjxmjPUWmvcuHG6s/7lN+Zm6nHETSCOtnHjRomLi9MsnzhxomHJn+Hh4bpJedbsh0+cOCFr1641WVanTh2rE8ktoZe4tGzZMsPru5dt3bpV9u/fr1k+ceJEu2ZxyK/c9ZzYEh4eHvLCCy8YEsvPz09zBlMR6497QEHjfmeFFpg0aZJm2caNGwv8gdjDw0NzqnW9A6Y9jLpwKiJSo0YN8ff3N1lmbRbsypUrNaeIMrf0hS30LqSnpKTIxo0bLY6ll/xg6RInu3fvlmvXruV5Pjw8/Pb0hqbqycnJsXhac7225NcEDr0Ta1t/I3oXVuy9ay0pKUnzpNvLy8vqu0GXLFmiWfboo49aFctSep0xSxNc/vrrL82yQYMGGTrQ6ajPAf9nxYoVmmUDBw409EKI3sxOtrh06ZJmIl2NGjWsmhHHGlq/I71EunuB3ndp0KBBhk7nGxYWprs/02uLK+nNTpGUlCS7du2yKI5W38BcAoeI9jIqls4Aove6MmXKSI0aNSyK4wyO6IsPHjxYM3not99+01xmwVJ6SSDWJtQtX75cc7a4hx9+2CGD+8WKFZP77rvPZJml/YwVK1ZonjdUqFDBou+5papVq6Y7Mw7sp3ceWLFiRUPuGLulSpUqmr95W7lrfx2WuXHjhmaZEXfwu4JeH6hZs2a6S+XaQu/YtH79et3P+F7Tq1cvQ2dG/d///qdZdujQId1p8gsqI8dEAwMDpVq1aibL4uPjrfpux8bGaiYD+vv7GzojWJEiRTRvlsqPzH2O7rgv1tsPmzuPtYXeGPjRo0ctXur1559/1uyzDR482PAkWRGRevXqSbly5UyW0ecx1q+//qpZVqxYMcOvzeQX7npObIk2bdpInTp1DIvXsGFDzTJmxMG9rkAmcLRv317uv/9+zfKxY8fqrstZEJQqVcrk88ePHzdsnexbfHx8DB2w8vT0lNq1a5ssu3LlilXt18rgFRHp3r27Icst3Klp06a6AxOWJl6IiDRu3FiKFi1qsszSg65WfXcmVkRFRTmkDm9vb7vW0XSkwMBACQwMNFlm62CDIy+s/Pjjj5onl/fff79VSwOkp6drTptWoUIFh11MqFatmuYa4zt37jT7/2lpabJt2zbN8oEDB9rcNlNq1Khh8m5xGMPcXfdGb89q1apZdfe4OXoX+fr162dYPXfTugivlLL4AnxBc+TIEd0pFY1Y7uBuehcMtmzZImlpaYbXaa/mzZtrHvdELEuiSEpKkt27d+d53s/Pz6Jjh9bFb0sTOPQSS/PT8im3GN0XDwsLk86dO5ssS09P152lypykpCTNgTVbEkWXL1+uWeaKfeQ///xj0cUOvWll+/fvb/jgsSOW3cD/ceft6a79dVhOb2ZOrTsn8zu9sRdH9McGDRqkeSd5RkaGw2afdUdGn1vVqVNH92KL0dO0uwMjkzxFRHOGVxGRixcvWhxHb1v07NnT8KVj3alvY26GZHfcF+vthwcMGGDo0msiN79DeuPqlo6Bu+rcQet3S5/HWHrb9/HHHzdsFqD8xl3PiS2RX495QEFUIBM4RG7OwqE1KLNv374CP62f1tRTOTk5cunSJUPratKkieaMGbbSan9ubq5VF8L1Lmh16tTJ6nZZQmtwXURMXvjQ4unpqXnQ3b9/v1y+fNlsDK3O8p1JGx06dDD5W7Gko623nEvz5s2lcOHCZmO4itZ3zNw6mFrMXVhZvHixTXFF9O+KtXb5lF27dml22LSydI2ita62JXcj79u3TzIzM02WlS5dWjPpyx75dQaZgmDfvn2aSyGULl3a0HUgbzFyeQW9AWEjE0XupvUbEnHcDFv5nd5xvmTJktKgQQPD67z//vs1+5hZWVly4MABw+u0l7lkW0uSKDZs2GAy8aB58+YWDbq0adPG5KDhxo0bJTs7W/d/09LSdJO+8mMChyP64nrHfHuWUVm8eLFhiaIi+vtIR/Y1tPaROTk5cujQIbP/v2PHDs0yR/QJ6Gc4lt7ge8eOHQ2vz8h+hrv212E5rcR/ETF7TMyPLly4oHse7Yixl7CwMN0kAmvGXgqyQoUK6Y5R2eqBBx7QLLNlWVp3VqpUKc0ZM2ylt5xAQkKCxXGc3bfp0KGD2ywBpbcfFnG/fXFubq7ucmeO2A/7+vrqnodZsh/OycmRLVu2mCwrVqyYVKlSxdbmmaXV54mPj5erV686rN57SWpqqu74SPfu3Z3YGudy13NiSxg5k6GIccc8oCByj16VDZo0aSIPP/ywZvm4ceN019F2laysLNmyZYt89tln8tRTT0lUVJTUrVtXSpUqJYGBgeLj4yMeHh5mH++8845mHZZc+LeGIzpTRYoU0SxLT0+3KEZ6erocO3ZMs7xx48ZWt8sSenGtHfjSOqFSSplNsMjMzDTZWShevPh/LmgVL17c5MDHwYMH5cKFC7p1bN26VXPdSEcNSl+5ckWWLVsmEyZMkIEDB0rLli2latWqUrRoUfH39xdPT0+LfiOnT582Gd+e34fehRVbl1E5duyY5tI7RYsWtXqKSr2LnUZPa3s3rQ7ZmTNnzP6v3pp3egN39nBUXLj/9nTV70jvpMaS31FBpDcY4KjjfJEiRXT7Pvn1Ipfe4FpsbKzZWSHsWT5FRCQoKMjkNjE3I4/IzSQPvX67kRdO83NfvFevXpp3uW3atEmOHj1qU1y9Poq1iaLJycma/e8KFSoYfqfnnezZR2ZkZOieNzji2FS9enXDk+BxU0ZGhu50u/l9e7prfx2W0/uumLsrPD/S648FBARIzZo1HVKvkWMvBVXdunUdMpMAn/3/ya9joiLOP+8OCAgwPJnFUcwds91tX3zixAndmSDz6xi43qwArurziNDvMcrevXs1Z8H38vIqsDMfu+s5saWMPu4ZdcwDCiL9dFM3995778kvv/xickD6xIkT8vXXX8szzzzjgpb9l1JKVq9eLd99950sX77c7jWszTF6LVCtZT7soTfNt6WJN2fPntW8GOHp6emQu3JF9Duv58+fl+zsbLOZ3rfoJUGsWbNG+vfvr1m+adMmk533jh075rlzODIyUvbs2WOyDr0pEPWWWTEygeP69esyb948WbhwoWzZssWhSyDZ8/u4dWHFVHborQsr1atXtyqm3h21/fv3t3pdzn///Vez7Oeff5atW7daFc8aWidv169flxs3buieQOutnekOF/zxXydPntQsa9SokUPqNDKu3u/oqaeecsgarebYOnuQu4uLi9Msc9Qg1a3YWhcHT5065bB67aGX5JCUlCS7du3SvRNEa5YOa6bPDA8PN3knYHR0tO6SAHozhJQrV87ugWJ36Yv7+vrKgAEDZMaMGSbL58yZI++9955VMY1OFD18+LDmElNJSUmGr719J727c8ztI0+fPq153lCqVCnNJXHs4eXlJfXq1TObwATr6W3PsLAwh23P+vXr6y75Zyl37a/Dcnqfo9YNEvmZXn+sQYMGDrsjX6+vl1/7Y87minNlW5eldVf5dUw0MzNTc6lJT09PqV+/vk1tM6dhw4Zy5MgRh8Q2krnjWWpqar6eVfhuevvhsLAwCQsLc0i99u6H9fo8R48edei5g95SrPHx8Q4bm7qX6CVU16tXT3df587c9ZzYUkYf94w45gEFVYFO4KhRo4Y89thj8s0335gsf/fdd2XYsGESEBDg5Jb9n+XLl8trr73m1Ax1o7OIHXGyonfxS+sAeLfz589rlpUsWdJh210vCzE3N1cuXLgg5cqVsyhWrVq1pEyZMibfi7kZOCxZPuXO56ZMmWIyhl4Ch1YdAQEBhqzNfOPGDfnwww9lypQpkpycbHc8S9jz+zB3YWXu3Lny7rvvWhxPKSVz587VLLf2rlgR/WzbgwcP6t6h4Uipqam6J9B6s8FUrFjREU2SSpUqOSQu9E8aKlSo4JA6jfqeXLt2TXdg/e+//zakHmu542C/EfSO9Y78Desd6/Xa5Er33XefBAYGan5XoqOjNRM4kpOTTd4Rbm5plruFh4fLJ598YrLuN954Q/P/tGb/ELF/+RR364sPGzZMs58xb948effdd61KIjM6UVSvn5GYmCgrV660Kp5RzO0jXdHPELm5nyKBw3iu6GeI3PyuGJHA4a79dUdatWqVyfNVW7300ksOW1LVEiVKlNAsS09Pl+vXr0twcLATW2Qf+mP5V506dRwSt2LFipr9yhs3bkhiYqKEhIQ4pO78Jr+OiV68eFHztcWLF3fYmKi7jKPo7YdFbvYNHZHw6Sj5cT984cIFUUrpfp/1+jzx8fEuu1HlXh1fMZre9q1ataoTW+Jc7npObCmjj3tGHPOAgqpAJ3CIiIwfP17mz59vcrqdCxcuyLRp03QHjB3lxo0b8tRTT+lenHUUo2cvsHQ2CWe7du2aZpkjB0P8/f3Fx8dHM0MwISHB4gQOkZszWcybNy/P8ydPnpQTJ05odpa1kitMzYzRrl07k23WSxJJTU3VvPurbdu2dk/TuXv3bunfv7/TM/ft/X3oXViZO3euvPPOOxZfWFm3bp3mUi916tSR5s2bW92+/HqXvrm7kfXWn9Sbas0eAQEB4uXlZXZZAVhPLyM8v29Pd/0NFVSuOtbrxc6va3R6e3tLmzZtNJOMoqOj5ZVXXjFZprXESrNmzawa/G3Xrp14eHjkOQnfuHGj5gxlaWlpuhe4bU3gcNe+eLNmzaRevXomp6s/ffq0rF271uJZ0JRSJvuYt9iSKOqu+0hX9DNExKHT597LXNHPEDFue7rr78iRzp07Z+hgt95Mls5gbjzgwoULbpXAQX8s/3JEcsEtISEhmheDLly4cM8kcOTXMVH6Nvos2Q+706ys+XE/nJWVJcnJybrfN/o8BduVK1c0yxx5fHK1gv69zq/HPaAgcsw8hvlIuXLlZOTIkZrlH374oW4nxxGSkpKkQ4cOLhkwvpfoHZQcebIiot+BtfZgaW4ZFVOSk5NNXuyoXLmyyYSPwMBAadmyZZ7nT58+rbme+vr16zWTVOxdPmXt2rXSrl07t5h28W63LqyYcvr0aVm3bp3FsfTuih06dKjVbRPJv1nk5i6qu+r37C6DD+7Gnbenu/6GCipXfZeMPM47k94yKlpJGiLGLJ8iIhIaGmryGJmamqqZpLFp0ybJzMzUjKn3nrS4e19crw+g13e4W3R0tObUxrYmirrrPtJV+xJHn5Pcq9x9e7rr7wiWK1++vG651rrp+RX9sfzLVfu8lJQUh9ULy7j7sdDR2A8bw1xyiLl9MX2egk1v+xfkJD++1wCMck+kS73xxhvy9ddfS1JSUp6yxMREmTx5snzwwQdOaUtubq48+OCDVq9b6+fnJyVKlJBixYpJ4cKFxdfXV3x8fDTv5D927JjuOmP3Ar3BfkevsRYYGKiZZarXLlPMJXA88cQTeZ6PiYmR7Oxsq2JFRkbKhg0bTNZRvXp1k8/rxbLVgQMHpE+fPlZ3doKDg6VkyZJSpEgRKVy4sHh7e+tmhMbExJicmccIQ4cO1byLec6cOdKxY0ezMVJSUuTnn382Webl5SVDhgyxqW1GL6HkLHpr3jlyGazChQtLYmKiw+Lfq1y1PQMDA+3enu76GyqoXHWs14tt7XHemfRmq0hKSpJdu3aZXEbFqASOW/9jarmS6Ohok8uvadUtcnMpBL1pe00pCH3xwYMHyxtvvGGyr/fLL7/IzJkzLVqze/bs2Zpltsy+IeK++0hX9jNgPFf2M4zgrr8jWK527dq65QcPHpTu3bs7qTX2oz+Wf7nqwq2jxlpgOfo2+izZD7sTV+2HzX2XzO2L6fMUbHrbtyDfMMf3GoBR7okEjmLFisnLL78s48aNM1n++eefy+jRo6V06dIOb8snn3yie+Fb5ObF2Q4dOkhUVJQ0b95catWqJWFhYVatZz1hwgR5++237W2uW9NbwiMtLc2hdeslH1i7tEi5cuWkRo0aJmejWLt2rcn1BLW+Y1FRUZr1REVFyYQJE/I8v3r1annqqafyPK9VR9GiRaVx48aa9ejJycmRwYMHS3Jysu7rihcvLj169JDw8HBp3LixVK1a1eqOX6VKlTTvOrWX3oWVn3/+WWbMmGH2pPann37S/B517tzZ5v2Vp6d7Trzk4+OjWebI33N+zZp2d+68Pd31N1RQuepYb+Rx3pmaNWsmhQsX1rwrMiYmJk8CR0pKiuzatSvPa728vKRNmzZWtyE8PFymT59usm5TyxrGxMRoxrJl+ZSC0BcPCwuTzp07y59//pmnLDU1VZYsWSKPPfaYbgxHJYq66z7SnY9LyMvdt6e7/o5guSZNmuiWmzru5mf0x4D8x92PhY5Wt25d8fPz07zQyn7YMuZim9sX0+cp2Pz8/DTLCvJMTXyvARjlntmbvPDCC1KyZEmTZWlpafLuu+86vA3Xrl2T9957T/c1Tz31lJw5c0ZWrVolr732mnTo0EFKly5t1YCxCHcbiIj4+/trll2/ft2hdZua7eUWvXZp0ZrR4vLly7Jv3748z5u6MOHh4aE780Pz5s1NJhWsW7cuz1rtV65ckb1795qM06FDB5s7KnPmzNGMK3IzGWv27Nly/vx5+f777+Wxxx6TRo0a2ZS168jfyK0LK6akpqbKTz/9ZDaGI+6KFdH//s2cOVOUUi55VKpUyeZ26/3e7GUumQi2ceftaW4fnpaW5pLfkN4sBQWZq471Rh/nncXb21vatm2rWW7qexQbG2syIbFJkyY2HX/Dw8NNPr9x48Y89dy4cUO2bdumGcvaBI6C1BfX6wtYsoyKuUTRsLAwm9ql9/1v3ry5y/oZppKULW23I49Ljox9L3P37emu/XVYrkKFClKiRAnNcr3kxfyI/lj+5ch9nt62LVSokMPqhWXc/VjoaD4+PlK/fn3N8p07d7rVBeb8uB8WMb8v1it/5JFHXNbnsWfcFf9Hb/teu3bNiS1xLnc9JwaQ/9wzCRyFCxeWsWPHapZ/8803Dl9yZPbs2ZqdJi8vL1m0aJF88cUXhswEkpCQYHcMd1e0aFHNMkeeUKSnp+sO2oeGhlodU29JktWrV//n70uXLsmBAwfyvK5Bgwa6g0Q+Pj4mL6okJCTI7t27//PcunXrRClldVvNmTZtmmZZnTp1ZNeuXTJ06FDdOwks5eiOoj0XVuLi4mT9+vUmy0JDQ6VXr142t0tvjcH8vN/Q+9046veclpZm8qKlu8jPbXfV9jRivUdz63Tm599RQeSqY73eIJgtx3ln0kt6iI2NzfM70bqIZMvyKSIipUqVkpo1a+Z5PiUlRXbs2PGf5zZt2qTbp+rQoYNVdRekvnivXr00v2vr16+XuLg43f/X64vYM2BJP8M67nKRwxT6GXkZlfjrrr8jRxo2bFiBuzCjd9584cIFkzdq5Ff0x6zjzP2nq45h7rKMRkFG38Y8vVmKs7OzZe3atU5sjX3y437Yx8fHbMI/fZ6CrXjx4pplBXm5ar7XAIxyzyRwiNy8o65ixYomy7KysjSXWDHK4sWLNcvGjBkj/fr1M6wuDgYiZcqU0Sy7dOmS3LhxwyH1njx5UrPM09PTpjsa9Wa1uHu2jTVr1phMrrAksULrNXfXcXfSiLX1mHL48GHNQapChQrJ4sWLpUKFCjbFvltaWprD12TVu7ASExOje2Flzpw5mgky/fv3152Czhy9zzA/7zf0LqadPn3aIXU6aokdZ2F7/pdR27NcuXK6swzl58+9INI71pu7gG0PvWO9XpvyA72kh+vXr+dJ2tSa3cXWBA4R7Vk47q5L7w7kihUrWn03eEHqi/v6+sqAAQNMlimldBM04uLiND9bexNF6WdYx+i+hrUzxdiD7ZmXUdvTXX9HsE737t11y3/88UcntcR+7t4fc+a+U8S5v2NH3riid/HN1pm8YBy9bXDlyhWHLavhTuMo7Iftp7cftmQJSvo8BVv58uU1yxx9I7Ur8b0GYJR7KoHD19dXdy3qhQsXOuwuh9TU1Dx3Fd4SFBRkcs1ve7hTh9lRypcvL15eXibLcnJyHLat777wcaeyZcuKt7e31TFDQ0OlUaNGJsvWr18vWVlZt//WWtddL7Pc3GtMJYmYUrZsWZN31VpC7yLN4MGDpW7dujbFNcUZvw9zF1bmzp1rdZmIfXfFiohUqVJFs8yRA9r2qly5smaZ3rI79nBEXK1p9ByxTmx+PinQ25579uxxSJ1GxfXx8ZFy5cpplufn31FBpHcBX+94bC+92Pl9ivmmTZvq3gl1ZxKFVv/V09NTdykWc7SSP+5O4NBbGsja2TcKYl9cr08wd+5czWRQvTJ7E0X1+hmJiYn5dmmyChUqaJ43XLhwQS5dumR4nbm5uSZnzbOH3nS9Rvc18nM/w923p7v212Gdbt26ia+vr2b5Dz/8YMjscc6g1/fZt29fniVZjWJUf8yZ+8709HSH3UxkyqFDhxwS99SpU5qfjb+/v9lZC+F4vr6+UrZsWZNljuiD3OKo8RlHaNWqlZQqVUqzfOnSpQ5fgtsoevu8+Ph4uXjxokPqtXc/rNfnOXPmjC1NQj5SrVo1zbL9+/c7LJHM1dz1nBhA/nNPJXCIiAwZMkTq1KljskwpJWPGjHFIvYcPH9acJrFHjx6Grs9548YNh160cBd+fn5SvXp1zXJHfUZ6cfXWVzRHa2aL1NRU2bJly+2/TSVXaC2PYqp9ppZZiY2NlYyMDBG5eaKulSVrz/IpeiePffv2tTmuKRs3bjQ0nhZzF1ZM2bBhg5w4ccJkWd26deW+++6zq01NmzbVLNuwYYNdsR1JL4HHnRI4goODTT7viM67I++ysJe7b0+935HW8kdwDL3jqqOO88nJyXLs2DHNcnuO9c7g5eWlm3xxZ9LExo0bTfZfGzZsaNfAvFaf5M76bty4Idu2bdOMobcUjCkFsS/erFkzqVevnsmyEydOSGxsbJ7nHZ0oWrlyZc0ZyHJzc022KT/w8/OTqlWrapY74th09OhRwwcttfoZIsb3NfJzP8Pc9nREsuiRI0cM257u2l+HdUJDQ6VPnz6a5XFxcfLTTz85r0F20Ov7pKamypEjRxxSr1FjLwV53+mKcytbb+qB8Zx93p2WliZHjx41PK6jeHl5ydChQzXLU1JSZNasWU5ske2qVKkigYGBmuX5dQy8SZMmmrN0XL58Wf755x+b2wbXa9iwoe7Ntdu3b3dyi5zDXc+JAeQ/91wCh6enp7z33nua5X/++adDdqJ6WaO1a9c2tK5t27b9Z0aGe1mTJk00y/SWAbHHqlWrNMv02mNOx44dNctuJW2cOHHC5IBAy5YtdTvyt3h4eJisJy0tTTZv3vyfuqxtoznO/I04K4FD78LK8ePHTQ7A6k15rndiaamWLVtqnhxdvHgx354cNWzYUHx8fEyWnT9/3iHtdsQ+Qmtw8MqVK4bXlZ9PCBo0aKC5PePj4+Xw4cOG17lu3TrDYrVq1UqzTG/GgHuFM6eh1juuXrx40SF3lmktVSZyM2FSa7+fn+jNXhEbG3v7jl+t77O1yRN3K1++vMk7slJSUm7PkrF58+bbyaOmWDsDR0Hti+v1DWbPnp3nudjYWM1EXCMSRUVu9jW05Od9ZLNmzTTLHNEncGY/Q8T4vkZ+TyTQS4Iwsk/giJju2l+H9UaMGKFb/u6772omH+YnpUqV0p2+3xH7u8uXL+smY1kz9lKQ950HDx50SJ/EUTcuwVjO7tusW7fOYTPuOMqTTz6pe/76ySefuMUsHJ6entKwYUPNckds76ysLN2+vSX74eDgYN1zsfx87gDzAgICdI8Jf/31lxNb41zuek4MIH+55xI4REQeeOABadGihWa50VMoi9wckNaiN12bLX744QdD47kzvYSCZcuW6a7ZaYu9e/fqZrHbk+DQrl07zQuet5IqtJIrrJkZQ+u15uqwtp67Oes3kpqaKr///rth8czRu7Byd7JGWlqaLFmyxORrvby8ZMiQIXa3p2TJkroXZ7Tqd7WAgABp3ry5ZrnR+70jR45oTrVvD6071q9evSoXLlwwrJ7jx4/LuXPnDItntMDAQN3vodHb89ixY7p38lurR48emmU7d+7UXQf2XqC3VJjRU0ZXr15dd13V+fPnG1qfiH6iXatWrQydycFR9BIwrl+/fntQXmtgQWsJFGuYW0ZFb2m1ypUr664ra0pB7YsPHjxY8ze3ZMmSPDMCODpRVER/H/nLL7/k24F9vaSgRYsWaSZu2WrBggWGxhPR7meI6M92Z4v8PuOUO29Pd+2vw3odO3bUHZs6ePCgTJ8+3Yktsp3eWIcj+mM//PCDZnKLn5+ftG7d2uJYBXnfmZ6eLitWrDA87m+//aZZZs1nD8fSOxb+8ccfhs8w44i+jaNVrVpVd9bfS5cuyfjx453YItvp7YcXLlxoeB/8r7/+0k1ys3QMXO/cgT6P++vWrZtm2XfffSfp6elObI3zuOs5cUGhNUbizGXsACPckwkcIiLvv/++ZllsbKz8+eefhtant7apkWtqXr16VebNm2dYPHfXuXNnzUzqjIwM+fHHHw2tT29QvEiRInadyAYGBmpmb27dulVSUlI0kyuioqIsrkfrtbeytdeuXWuyvEaNGlKuXDmL67mbs34jc+bMkWvXrhkWzxxzF1bu7Dj88ssvmifQnTt3lrCwMEPa9PDDD2uWffbZZ7oXuVxJr9O/YMECQzu/etPL26NWrVqaZUZO5/3VV18ZFstRunTpoln2ww8/GHphxehB49q1a2sux5aTkyMffPCBofW5m0KFCmmWOWKNU73v0oIFCwxdP/7y5cu6d4l07drVsLocqUmTJlKkSBHN8ujoaElLSzOZyObh4SHt2rWzuw1ay6jcSuDQuyvF2tk3RApuXzwsLEw6d+5ssiw5OVl+/fXX2387I1FURKRPnz6aU+UeO3bM8P63Ubp06aJ53nD69GndpCJrHTt27PbsdkZyVj/j0KFDTpvRzlZ654FxcXGGtv/kyZOyadMmw+KJuG9/HdbTG5sSERk7dqwcPHjQSa3Ja9euXRYt+6HXB9q6davhM+zpjb20b9/eqoRaZ+07r169Kr/88oth8Sy1cOFCQ+P9888/up+LLf00OEbbtm0lKCjIZNmNGzfk559/NqyupKQkp94sZaR3331Xs+8qIvL555/r3szmaCdPnrRoCRS9/fD58+d1Z4y2hd5+uGbNmlK5cmWL4uj1edatW/efZcPhfh566CHNsitXrsiiRYuc2Brncddz4oJCa1zSEWOSgCPdswkcHTt2lE6dOmmWjx071tCLRyVKlNAsM/JO3cmTJ5NJdody5crp3iU6ceJEw3bccXFx8sUXX2iW9+3bV/z8/OyqQ2uGi6ysLImJiTGZXFG4cGHdu3ruVrlyZZOd7O3bt8vmzZs1ZwmwZ/YNEef8RlJTU+Xjjz82JJal9C6sJCUl/WcAR+/k57HHHjOsTcOGDdP8Ll69elWmTZtmWF1G6tevn2bZyZMnDUtaiI+Pl88++8yQWHfTm87bqMGOlJQUt0jg0Nuex44dM+wC6NWrVx2yPZ966inNstmzZ8uJEycMr9NdFCtWTLPs7Nmzhtc3aNAg3fpmzJhhWF1vvfWWZGZmmizz9PSUgQMHGlaXI3l5eekmYURHR8vGjRtNTrldv359zfVcraHVP9u4caMkJyfL1q1bNf/XliVcCnJffNiwYZpldy6j8uuvv0pSUpLJ13Xp0sWwRNHSpUtL7969Ncvfe+89zd+RK5UrV07atm2rWT5mzBjDzg9ff/11Q+LcTW8d8ZUrV+ouS2SNTz75xPAZLIxWoUIF3amLx40bZ1hd48ePN/zzcNf+OqzXsWNH6dWrl2Z5WlqaPPTQQ3L16lUntuqm5cuXS0REhEUzl/bu3VsKFy6sWW7kTLeLFi3SvZg5ePBgq+JVqlRJs2+zfft2OX/+vFXxtHzxxRcuuXCwdOlSQ5eC+eabbzTLateuLTVr1jSsLtinUKFC0qdPH83yt99+27C739955x23vTBWo0YNGTlypGZ5bm6uDBw40CXn+Dt27JBWrVrJqVOnzL62VatWukkTb775pmE3Pm3evFl3Jh5r9sP33Xef7nIr48aNy/f9Tmhr0qSJ7vYdO3asJCQkOLFFzuGu58QFhda4ZH6erRow5Z5N4BC5eaeD1gDX3r17Dc0ALFmypGaZUbN9xMTEyJQpUwyJVZA88cQTmmVnzpyR9957z5B6nn/+ed0TH712WEovSeLTTz+Vy5cv53k+IiJCdzp7S+vJycmRt956y6a2WcIZv5HnnnvOJUsb6F1YuZW0cebMGc3ZTUJDQ3UH9axVokQJ3WnSJ0yY4JC1we1VtWpV3e/Zm2++acjsKq+99prhU4neopfAsWTJEkMurLz00kuGLw/lCDVq1NC9gPz6668bcnfp2LFjHTLrzrBhwzRPCDIzM+WBBx4w9K5+d6I3G9O///5reH3h4eFSo0YNzfLx48fLpUuX7K5n586d8vXXX2uW33///VYv6+FKekkQsbGxmneZGbF8isjNfXrZsmXzPJ+SkiLTp0/X3R/acmdnQe6L9+rVS/PC09q1a28nTt2ZzHE3vb6KLV566SXNskOHDskzzzxjaH1GefLJJzXLNm/ebEhy4dq1aw294/VORYoUkWrVqpksS0xMlD/++MPuOmJjY3W/S/nJ//73P82ydevWGbIdNm/e7JDlIdy1vw7bzJo1S4oWLapZfvjwYbn//vud1sfPycmRcePGSY8ePSzujwcGBsqAAQM0y3/99VdD7v5OSUmRl19+WbO8WLFi8uCDD1odV+s8LTc315Cl0Y4ePSqTJ0+2O44tUlNTdcdyrHH8+HHd5Gi97wBcQ69vExcXJx9++KHddfz7778OuwnGWSZNmiRVq1bVLL906ZJERkbK6dOnndamGTNmSLt27eTixYsWvd7Dw0O377Njxw7dBCxL5ebmyrPPPquZVOHj42P1uYXefn3VqlWGjd3DNZ5//nnNsvPnz8vTTz/tvMY4kbueExcEWuOS165ds3ifCuQH93QCR7NmzXSncfr7778Nq6tGjRoSHBxssuzEiRN2T5t06tQpGTJkCOtnmdCvXz/dTvjHH39s9zqk33zzje7d85GRkVbNgqGlRYsWEhgYaLJM60KLLYkVWv+jVYenp6fd02Q2b95cs2z69Omad4xa6rvvvpPvvvvOrhi20ruwsmbNGjl37pzMmzdP8/c7YMAA3anfbTFhwgTNO6Sys7Olb9++cujQIUPrvNvly5etnj78lVde0Sy7evWq3fvB+fPnO3Tq+yZNmmgeC65evWr3oN7ixYvdYvaNW/RO0uPj42XUqFF2xV+xYoXuBXd7BAUFyYQJEzTL9+3bJ4MHD3Z4Rv3WrVvz3clHpUqVNPdZ69evN/zOLA8PD927OhMTE+Wxxx6za9+QlJQkjz76qG6MsWPH2hzfFfSO29evX9cc3DMqgUNENJO49JIgqlatatOSbQW5L+7r66t5wSQ3N1fmzZsnZ8+edVqiqIhI69atdc+zvv32W0MuGOjJzc21OjmnX79+Ur58ec3y0aNH27UMwIULF3QvyhtBb73xN998067j0pUrV2TgwIGGLk3lSIMGDdKdWWbUqFESHx9vc/ykpCQZPny4w+4Kddf+OqxXunRp+fLLL3Vfs2vXLmnRooXhS5Hc7cCBAxIeHi7vvvuu1ce0V199VXcZgv/97392J9U+/fTTundPPv/88xIQEGB1XL195+TJk+26Ozg9PV369+/v0qWPvv76a9m7d6/dcV588UXNJFs/Pz/dZAG4Rtu2bXVnpJo4caJs2LDB5vipqanSv39/kzP3uZOAgACZO3eu+Pj4aL4mLi5OWrRo4fDj4unTp6VXr17y7LPPWj1DysiRIzXPeURu7qftPY6MGzdOdu3apVn+6KOPWn2+1r9/f2nWrJlm+fjx4x2+1EZGRoasXLnSoXXcqwYNGiR169bVLF+8eLHDzw1dwV3PiQsCvdnAVqxY4cSWAPa5pxM4RMyvc2cUb29v3Qvpo0ePlmPHjtkU+9ChQ9KmTRs5c+aMrc0r0Ly8vGTixIma5VlZWdKnTx/Ztm2bTfGXLFmimzHp6elpdl1bS/n4+GiuGa8lKirK6noiIyM1Z6cxpVGjRnZPpx4VFaX5W7x06ZL873//s/miyLRp03Sz0B3N3IWVuXPn6i6fYvRdsSI3Bwn1fhdXr16VFi1ayJIlSwyv+9ixY/LMM89IxYoVrb5g1rlzZ93BtT///FMGDhxo00wWCxculMcff9zq/7NGoUKFdJdYmDRpku6yAXrmz59v9XTBrtazZ0/d5LbZs2fbfFF848aN0q9fP4deTH3qqafkvvvu0yz/7bffpG3btobfpaOUkj/++EPCw8OlZcuWdl18cgRvb2/NuxjT0tLko48+MrzOwYMHS7169TTL//rrL3nsscdsuuiYnJwsPXr00L1I1qNHD92lF/Kjxo0b6w7uaU3Vbm0/RI9WMojeNPG2JowW9L64udm+5s6d69REUZGby2yEhIRolr/22msybNgww5ecSUtLk5kzZ0qNGjV0l1gyxcfHR7d/lJiYKJGRkXLw4EGr23XmzBnp2LGjQ5aSupNeX+bw4cM2L99y6tQpadeunVudc/r5+ekulRIfHy9du3Y1OYuhOSkpKdKrVy/5559/7GmiLnftr8M2ffv2lfHjx+u+5siRI9K0aVOZOnWq4YlUFy9elBdeeEEaN24smzZtsilGtWrVdGcePX36tHTu3Nmm35xSSl544QXdGW/KlCkjzz33nNWxRW5ecNQaj7hy5YqMGDHCps88ISFBoqKidC92OkNOTo488sgjds1MOHXqVFm6dKlm+aOPPiqlSpWyOT4cR+9GkczMTOnRo4fExMRYHffatWvSpUsXQ5KD8oPWrVubvSHmwoULEhERIWPHjjVs+Zlbrl+/Lu+++67Url3b5lnTgoODdW9uuH79unTu3Nnm856pU6fq9k0CAwNtmvHHw8NDZs2apZlAo5SSgQMHyhtvvGH48e/atWsyadIkqVSpkrz22muGxsZNnp6eMmPGDN1rDa+99pq88cYbhi7zkx+2pzueExcEemPNkydPNnz/DTiMyoeGDh2qRMTk49133zW8vscff1yzPq1HZGSk1fUsXLhQN2a5cuXU+vXrLY6XmZmpPv30UxUcHJwnVqFChTTrWbdundVtX7dunWa88ePHWx3PHL3vwMmTJ22K2blzZ93P39/fX82cOVPl5ORYFC89PV2NGTNGeXh46MZ99tlnbWqvlo8//tji72nJkiVVbm6uTfU0aNDA4npeeeUVQ96buW30wAMPqKtXr1oc79SpU6p///554nh4eCg/Pz+TdVSsWNGQ93K37du3a74vU7/hW4969eo5pD1KKZWbm6u6detmdvv2799f7dmzx666Ll68qGbNmqWioqKUp6fn7dijR4+2OtaBAwc0t9+tR8OGDdXmzZstinflyhU1YsSIPDGCgoI0t4093xO978Kt78OaNWssjnf16lU1evToPPsib29vzTq+//57m9ruiH3z1q1blZeXl+5n0q9fP3XlyhWL4uXm5qqZM2eaPA76+PgYvj2PHTumgoKCdNsfGhqqJk2apBITE22uRymldu7cqd544w1VtWrV/8TfvXu3XXEd4e2339b9TJ544gm1Z88em49RpmzcuPE/+xdTj4iICHXixAmLY+7YsUPVqlVLN2ZgYKCKi4sz7H04U48ePcweA+581KlTx9D6Dx48aFX9IqLmz59vc33u3Be3RL169XSPLVpl27dvd0h7lFLqxx9/NLtNa9WqpRYsWKCysrJsriczM1OtWLFC/e9//1OhoaH/ed/Wys3NVe3atTP7u582bZrKzMy0KN7cuXNVsWLF8sQpX768Q74ndevW1W3/iy++aFHbb7X/hx9+UGFhYf+JodfPiIiIsKndjjjnzM7OVo0aNdL9PCpWrKhiY2Mtjrl3716Tn7Gvr6/h29Nd++uwnaXjUzVr1lTffvutunHjhl317dy5Uz399NO6xy1r+prXrl3Ls7+4+1GhQgWrfhPx8fGqZ8+eZj+Tn376yfoP4A7du3c3+ztLTk62ON7y5ctV9erV88TR2n/aek4yfvx4i74zIqIaN26s4uPjra5j+vTpumNfhQsXtimuufbbuu80+rz15MmTmvGGDh1qUxv1OOIzGTx4sO53w9vbW7311lsqNTXVonjLli1TFStWzBNHr29j6ziEs5k7l731KFeunPrkk0/U9evX7arv33//Va+99ppuf/3XX3+1OF5mZqaqX7++bttDQ0PVkiVLLI6ZmJiohg8fbvYz+fjjj234BP7Phx9+aLaO5s2bqz/++MOusYS0tDT1888/qwEDBqjAwMDbsRs2bGhTvO+//95p33tTvzt7jiGmOGIfpJRSzz//vNnt26JFC7V161ab4qelpamffvpJdejQwabt6ajt6I7nxBEREZptNZojjrFxcXG6n3fDhg3Vr7/+anc/GnA0EjiUUqdPnzZ7MfDuhy0JHDk5OWYH0zw9PdUjjzyi1qxZo9LT003GOXDggHr//fdVjRo1NA/YL7zwgqEH2oKQwHHhwgVVpkwZs9u2fv366uuvv1YXL140GScuLk59/PHHmh2mOx+NGjVSaWlpdnwSee3evdvi7+mAAQNsrkfvO3T3Y8WKFYa8ty1btpitq2TJkmr8+PHq8OHDJmOkp6erv/76S40YMUL5+/ubjPHCCy84pcN7N70LK1qPjz76yGHtUUqp69evmx3UvvW4//771bRp09SePXt0E51yc3PVsWPH1JIlS9SYMWNURESE5gV6WweEp02bZlGbIyIi1PTp09XOnTtVYmKiys7OVmlpaerYsWPqp59+Uo899th/TtbufMyYMcNh3xNzyUoiN5MW1q5da7LznpWVpdavX69effVVkyf5QUFBauzYsZqx81MCh1JKvfXWW2Y/j6JFi6o333xTHTp0yGSMK1euqO+++07z+zx8+HCHbc9Vq1bpXrS59ShSpIgaMWKE+vHHH80OcKalpamtW7eqWbNmqREjRqjKlStrxs2PCRzHjh0zm0whcnOwt1GjRio8PFx17txZ87F3716L6n3nnXfM1unn56dGjBihNm3apLKzs/PEyMjIUKtWrVKPPPKIRe9h4cKFRn98TjNlyhSrjklPP/204W0oUaKEVW04d+6czXW5c1/cEh999JFVn6WIYxNFb7HkdykiqlKlSmrMmDFqxYoVZi+QXb16Va1Zs0Z9/PHHqn///qpo0aImY9oyWKXUzf5+SEiI2TaXLVtWvf7662rVqlXq/PnzKiMjQ2VmZqqLFy+qmJgY9fbbb6tq1aqZ/N+WLVvqHv/s+Z6YS1YSEVWjRg31/fffq8uXL5uMcfz4cTV9+nTVuHFjk/8/efJkzdj5KYFDqZvJYnoXp0VuJng/8MADauXKlSZ/+1lZWSo6OloNHjzYZL+2ZMmS6tlnn3XI9nTX/jpsk5ubq55++mmL9+NBQUFq8ODB6vvvv1eHDx822be507lz59Rvv/2mXnzxRVWzZk2L6rC2r7l27VqzCdoiorp166aWLl1q8oJxbm6u2r17t3rxxRdV4cKFzcYaMWKEVW00JTY21uwNOqVLl1aff/65Onv2rMkY586dU99++61q3769yf9/+umnDT8n0bvQVrZs2TzPhYWFqcWLF1sUOz4+Xg0YMMDs5z9t2jSb2m6u/SRwGPeZJCYmqkqVKpndlqGhoeq5555Tf/75pzp9+rS6ceOGysrKUleuXFGbN29WH374oeYxqVKlSmr69Omasd0lgUMppSZNmmTxfrhQoULqgQceULNmzVL79u0zmyR76dIltWLFCjVmzBjVpEkTi+qwJoFDKaUOHTpk0b6zTZs2auHChZo3m/z7779q/PjxFp2zde3a1ZAbNCxJFBERVbduXfX222+r6OhosxdhL1y4oJYvX67ef/999cADD2iOA5LAcZOjEjiysrJUZGSkRds3IiJCffXVV7o34GRnZ6t9+/ap7777Tg0aNCjPdz6/JHAo5X7nxO6ewKGUUuHh4WY/by8vL1W9enXVunVr1alTJ80xSXuT0wBbkcDx/1lzsVrEtgQOpZT6888/zZ4Q3nr4+vqqunXrqnbt2qmIiAhVu3ZtzR3xrYefn5+KjY01/EBbEBI4lFJq27ZtZu+UvvXw8PBQFSpUUG3btlWdOnVSrVu3tigB5NajfPnyDrkjNzc3VxUvXtyiNnzzzTc217Ns2TKLv6eWZuhbol+/fhZ/xsWLF1dNmzZVHTt2VC1atFCVKlUym4zVrFkzlZ6e7pIEDmsvrHh7e9t8F4s1Lly4oBo2bGhV2wIDA1WlSpVUkyZNVGRkpGrTpo2qW7euKlu2rGbijKmHPQPCjz32mFVttubRu3dvlZubq/k9qVKlil2feVxcnEUn0yI3B2Xr1q2r2rdvr1q3bq2qVaumAgICNF/v6empfvrpJ4eceDhq35ydna26du1q8fYpVqyYatGihYqKilLt2rVTlStX1j22Vq5cWV27ds2hv/tff/3V7MWhux/FixdXNWvWVK1atVKRkZHqvvvuU9WrV1clSpSwaND71iM/JnAopdSQIUMM+01a2nfJzc21aJD51iMwMFA1btxYdezYUXXo0EHVr1/fqu341ltvOfZDdLCdO3datR0WLVpkeBsefPBBi+uvXr263fW5a1/cEvHx8bqzIph6ODpR9JbXXnvNqnZ5eXmp0qVL3/78O3TooBo3bqwqV65sdhvc+bA1gUOpm8l5WjM32fsIDQ1VR48e1f2eWDMbjCmW3K0ucrPfULVqVdWyZUvVoUMHVa9ePVWyZEnd/+nTp4/Kzc3VLM9vCRxKKTV//nyLt4+fn5+qV6+e6tChg+rYsaNq2LChbv/Ww8ND/fbbbw793btrfx22mzRpklX9wVsPHx8fVaVKFdW8eXPVvn17FRUVpVq1aqXq1q2recHK3MOWvuYXX3xhVZtr1aqlIiIiVFRUlLrvvvssSqK79YiMjFQZGRmGfO6jRo2yuN6KFSuq5s2b395PlC5dWvf1zZs3d8hYhN6+Z/78+apIkSImy+rWras++OADtXnzZnX16tX/3OywZMkSNWTIEIv6xV26dLHroi0JHHk56niyb98+ze+DvQ8/Pz+1adMm3XGIuXPnGvchOcGcOXN0x160Hl5eXqpChQrqvvvuUxEREbfHlBs0aKA7y4bew9oEDqWUWrp0qcV92Vv9wfDwcBUVFaVatmxp8diziKgGDRqohIQEQz737OxsNWjQIKs+Hx8fH1W2bFlVv3591b59exUREaEaNmyoKlasaNVnTgLHTY7s0yYmJqoWLVpYtX1DQkJU48aNVfv27VVkZKRq2rSpqlKlitn+bH5K4FDKvc6JC0ICx+rVq23a3xrdDsAeJHD8f5cvX7b4wr6I7QkcSlk+FZu1j1sX7ZQy/kBbUBI4lLp5V4U1gwG2PCpWrKiOHj1qzIdhQt++fS1qhz0JJMnJyRZ19MPDww18ZzfrtWb5Fmse1apVuz2ziisSOKy9sNK9e3eHteVu169ft2hWCKMf9gwIZ2VlWfxbsObRokULlZKSopTS/p7Url3b7s/8q6++cshn+sUXXyilHHPi4ch9c3JysmrZsqXhn0dwcPDtWTsc/btfv3691bMJGPHIrwkcly5dsmi2Kkse1vRdsrKyTC6fZfRjzJgxjvvwnCQnJ8eqPpEjkgqnTp1qcf1PPvmkIXW6Y1/cUuamf7/z4axE0Vs+//xzhyVEaD3sSeBQSqnFixdbNMOSNY+AgAAVExOjlNL/ntg6dfAt586dc8gxqX379rfvctR6TX5M4FDKsmm5bXm8//77SinH/+7dsb8O+8TExOguR+DoR1BQkProo49sns77s88+s2g2M3seUVFRht5QkpKSojnDlj2POnXq3F4S0pkJHOvWrVOLFy+2OHnV2kft2rXVtWvX7PrMSeDIy5HHk5iYGMOTOLy8vG4neuuNQ/z4448GfDrOtX//frMz+Dny4evrq15//fXbY1TW+umnn6yeddzaR8OGDdWlS5cM/dxzc3PV66+/7rB9l957sQUJHNZJSkpSnTp1ynfb0xnb0V3OiQtCAodSSj3zzDOGfIYkcMBVPAUiIlK8eHF56aWXnFLXuHHjZOTIkYbGDAoKkt9//10eeughQ+MWRG3atJGtW7dKnTp1HBK/ffv2sn37dqlWrZpD4ouIREZGmn1N1apVpWLFijbXUbhwYWnevLkhbbG23mXLlkmtWrUMjduyZUuJjY2VkiVLGhrXGmFhYdK5c2eLXz9s2DDHNeYuRYoUkeXLl8vHH38shQoVclq9/v7+Nv+vt7e3LFq0SF588UXD2tO1a1dZs2aNBAYGiohIUlKSydcZ8Rk98cQT8vbbb9sd5xZfX1+ZM2eOPPXUU4bFdKbChQvL6tWrpWvXrobFDAsLk3Xr1knt2rUNi6mnXbt2sn//funevbtT6hMR8fT0FF9fX6fVZ40SJUrI2rVrpV69ek6t19vbW3744Qd55513xMvLy/D4AQEBMmfOHJk4caLhsZ3N09NTwsPDLXptjRo1JCwszPA2REREWPza9u3bG1JnQe6LW9N36Ny5s0O2qZZnn31WNm3aJDVr1nRanfb0M0RE+vbtK3/++acUL17ckPbc2i/e+t1p9TNE7O9rlClTRlauXCnFihWzK86dHnroIfnzzz+d2lc00iuvvCKzZs0Sb29vw2K+99578sYbbxgWT4879tdhn/DwcPnnn3/k9ddfd2p/r1ChQjJq1Cg5cuSIvPzyyzb/ZkaNGiW///67hISEGNvA/++5556T5cuXS0BAgGExAwMD5e+//5bKlSsbFrNdu3YSExNj6P7YGn379pVJkyYZHrdmzZqycuVKh21fOEZ4eLjExMQY9h0PCAiQX3/9Vfr16yciju3buEK9evVk9+7d8tFHH0lQUJDT6vXy8pIhQ4bIoUOHZNKkSbfHqKz10EM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      "text/plain": [
       "<Figure size 1800x5400 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Analyze the results\n",
    "\n",
    "# Uncomment below to load from file\n",
    "# batch_thick = web.Batch.from_file(\"data/20260122 thickness sweep/batch.hdf5\")\n",
    "# batch_thick_results = batch_thick.load(\"data/20260122 thickness sweep/\")\n",
    "\n",
    "# Define arrays\n",
    "Nwg_mode_thick = np.zeros([len(nwg_thickness_sweep), len(waveguide_thickness_sweep)])\n",
    "Wg_mode_thick = np.zeros([len(nwg_thickness_sweep), len(waveguide_thickness_sweep)])\n",
    "\n",
    "# Populate data arrays with coupling coefficients averaged across simulated frequencies and normalized by the dipole source power\n",
    "for i in range(len(waveguide_thickness_sweep)):\n",
    "    for j in range(len(nwg_thickness_sweep)):\n",
    "        wgt = waveguide_thickness_sweep[i]\n",
    "        nwgt = nwg_thickness_sweep[j]\n",
    "        dipole_power = np.mean(\n",
    "            batch_thick_results[\n",
    "                f\"wg_thickness={wgt * 1e3:.3f}nm;nwg_thickness={nwgt * 1e3:.3f}nm\"\n",
    "            ][\"flux_dip\"].flux\n",
    "        )\n",
    "        norm_coup_nwg = (\n",
    "            np.mean(\n",
    "                np.abs(\n",
    "                    batch_thick_results[\n",
    "                        f\"wg_thickness={wgt * 1e3:.3f}nm;nwg_thickness={nwgt * 1e3:.3f}nm\"\n",
    "                    ][\"Nwg_mode\"].amps.sel(direction=\"+\")\n",
    "                )\n",
    "                ** 2\n",
    "            )\n",
    "            / dipole_power\n",
    "        )\n",
    "        norm_coup_wg = (\n",
    "            np.mean(\n",
    "                np.abs(\n",
    "                    batch_thick_results[\n",
    "                        f\"wg_thickness={wgt * 1e3:.3f}nm;nwg_thickness={nwgt * 1e3:.3f}nm\"\n",
    "                    ][\"Wg_mode\"].amps.sel(direction=\"+\")\n",
    "                )\n",
    "                ** 2\n",
    "            )\n",
    "            / dipole_power\n",
    "        )\n",
    "        Nwg_mode_thick[j][i] = norm_coup_nwg\n",
    "        Wg_mode_thick[j][i] = norm_coup_wg\n",
    "\n",
    "\n",
    "# Coupling through the taper between light in the nanowaveguide mode and the waveguide mode found using the ratio of the total coupling in the two modes\n",
    "Nwg_Wg_coup_thick = Wg_mode_thick / Nwg_mode_thick\n",
    "\n",
    "# Redefine ticks in nm for plotting\n",
    "wg_tick = np.linspace(80, 140, 7)\n",
    "nwg_tick = np.linspace(40, 120, 9)\n",
    "\n",
    "# Initialize figure\n",
    "fig, axs = plt.subplots(3, 1)\n",
    "fig.tight_layout()\n",
    "fig.set_size_inches(6, 18)\n",
    "fig.set_dpi(300)\n",
    "c_map = cm.get_cmap(\"plasma\")\n",
    "\n",
    "# Plot data arrays\n",
    "im1 = axs[0].imshow(\n",
    "    Nwg_mode_thick,\n",
    "    interpolation=\"none\",\n",
    "    cmap=c_map,\n",
    "    aspect=\"auto\",\n",
    "    extent=[77.5, 142.5, 125, 35],\n",
    ")\n",
    "im2 = axs[1].imshow(\n",
    "    Nwg_Wg_coup_thick,\n",
    "    interpolation=\"none\",\n",
    "    cmap=c_map,\n",
    "    aspect=\"auto\",\n",
    "    extent=[77.5, 142.5, 125, 35],\n",
    ")\n",
    "im3 = axs[2].imshow(\n",
    "    Wg_mode_thick,\n",
    "    interpolation=\"none\",\n",
    "    cmap=c_map,\n",
    "    aspect=\"auto\",\n",
    "    extent=[77.5, 142.5, 125, 35],\n",
    ")\n",
    "\n",
    "# Figure formating for emitter to nanowaveguide coupling analysis\n",
    "axs[0].set_title(\"Emitter to Nanowaveguide - Coupling Coefficient\", fontsize=18)\n",
    "axs[0].set_ylabel(\"hBN  Thickness (nm)\", fontsize=18)\n",
    "axs[0].set_xlabel(\"Si3N4 Thickness (nm)\", fontsize=18)\n",
    "axs[0].set_xticks(wg_tick)\n",
    "axs[0].set_yticks(nwg_tick)\n",
    "axs[0].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "axs[0].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "axs[0].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "axs[0].set_ylabel(\"hBN  Thickness (nm)\", fontsize=18)\n",
    "axs[0].set_xlabel(\"Si3N4 Thickness (nm)\", fontsize=18)\n",
    "\n",
    "cbar1 = plt.colorbar(im1)\n",
    "cbar1.set_label(\"Coupling Coefficient\", fontsize=18)\n",
    "cbar1.ax.tick_params(labelsize=18)\n",
    "\n",
    "# Figure formating for emitter to nanowaveguide coupling analysis\n",
    "axs[1].set_title(\"Nanowaveguide to Waveguide - Coupling Coefficient\", fontsize=18)\n",
    "axs[1].set_xticks(wg_tick)\n",
    "axs[1].set_yticks(nwg_tick)\n",
    "axs[1].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "axs[1].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "axs[1].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "axs[1].set_ylabel(\"hBN  Thickness (nm)\", fontsize=18)\n",
    "axs[1].set_xlabel(\"Si3N4 Thickness (nm)\", fontsize=18)\n",
    "\n",
    "cbar2 = plt.colorbar(im2)\n",
    "cbar2.set_label(\"Coupling Coefficient\", fontsize=18)\n",
    "cbar2.ax.tick_params(labelsize=18)\n",
    "\n",
    "# Figure formating for emitter to nanowaveguide coupling analysis\n",
    "axs[2].set_title(\"Total Waveguide - Coupling Coefficient\", fontsize=18)\n",
    "axs[2].set_xticks(wg_tick)\n",
    "axs[2].set_yticks(nwg_tick)\n",
    "axs[2].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "axs[2].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "axs[2].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "axs[2].set_ylabel(\"hBN  Thickness (nm)\", fontsize=18)\n",
    "axs[2].set_xlabel(\"Si3N4 Thickness (nm)\", fontsize=18)\n",
    "\n",
    "cbar3 = plt.colorbar(im3)\n",
    "cbar3.set_label(\"Coupling Coefficient\", fontsize=18)\n",
    "cbar3.ax.tick_params(labelsize=18)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "2d5ab985",
   "metadata": {},
   "source": [
    "We pick the nanowaveguide and waveguide thicknesses that maximize the total coupling and use them in the following simulations."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "d0e615c8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Maximum total coupling of 0.349 with 100 nm thick waveguide and 100 nm thick nanowaveguide\n"
     ]
    }
   ],
   "source": [
    "max_flat_index = np.argmax(Wg_mode_thick)\n",
    "nwg_ind, wg_ind = np.unravel_index(max_flat_index, Wg_mode_thick.shape)\n",
    "\n",
    "max_wg = waveguide_thickness_sweep[wg_ind]\n",
    "max_nwg = nwg_thickness_sweep[nwg_ind]\n",
    "max_coup = Wg_mode_thick[nwg_ind][wg_ind]\n",
    "\n",
    "print(\n",
    "    f\"Maximum total coupling of {max_coup:.3f} with {round(max_wg * 1e3)} nm thick waveguide and {round(max_nwg * 1e3)} nm thick nanowaveguide\"\n",
    ")  # Output: 89\n",
    "\n",
    "waveguide_thickness = max_wg\n",
    "# for these simulations we choose to overide the optimal waveguide thickness, for a slightly thicker waveguide because it benefits racetrack resonator coupling for the full device investigate in the companion paper\n",
    "waveguide_thickness = 0.12  # um\n",
    "nwg_thickness = max_nwg"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "b3107cad",
   "metadata": {},
   "source": [
    "### Design Simulation for a Tapered hBN Nanowaveguide with Variable Taper Length and Slope\n",
    "\n",
    "We now build the simulation that sweeps the taper length and slope of the nanowaveguide."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "95dea477",
   "metadata": {},
   "outputs": [],
   "source": [
    "def Nanowaveguide_sim_tap(taper_length, taper_slope):\n",
    "\n",
    "    # Set up simulation region size\n",
    "    x_domain_size = (nwg_straight / 2 + taper_length + 2) * 2\n",
    "    y_domain_size = 4 * waveguide_width\n",
    "    z_domain_size = 1\n",
    "\n",
    "    # Set up dipole source with TE polarization\n",
    "    dipole = td.PointDipole(\n",
    "        name=\"dipole\",\n",
    "        center=(0, 0, waveguide_thickness / 2 + dipole_height),\n",
    "        source_time=td.GaussianPulse(\n",
    "            freq0=freq0,\n",
    "            fwidth=fwidth,\n",
    "        ),\n",
    "        polarization=\"Ey\",\n",
    "    )\n",
    "\n",
    "    # Set up flux monitor for dipole power normalixation\n",
    "    flux_dip = td.FluxMonitor(\n",
    "        center=(0, 0, 0),\n",
    "        size=(0.8 * x_domain_size, 0.8 * y_domain_size, 0.8 * z_domain_size),\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        name=\"flux_dip\",\n",
    "    )\n",
    "\n",
    "    # Set up mode monitor to measure power emitted into fundamental mode shared nanowaveguide and waveguide\n",
    "    Nwg_mode = td.ModeMonitor(\n",
    "        name=\"Nwg_mode\",\n",
    "        center=[(nwg_straight / 2) - 1, 0, 0],\n",
    "        size=[0, td.inf, td.inf],\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        mode_spec=td.ModeSpec(num_modes=1),\n",
    "    )\n",
    "\n",
    "    # Set up mode monitor to measure power coupled into fundamental waveguide mode\n",
    "    Wg_mode = td.ModeMonitor(\n",
    "        name=\"Wg_mode\",\n",
    "        center=[nwg_straight / 2 + taper_length + 1, 0, 0],\n",
    "        size=[0, td.inf, td.inf],\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        mode_spec=td.ModeSpec(num_modes=1),\n",
    "    )\n",
    "\n",
    "    # Set up waveguide structure\n",
    "    Waveguide = td.Structure(\n",
    "        name=\"Waveguide\",\n",
    "        geometry=td.Box(size=[td.inf, waveguide_width, waveguide_thickness]),\n",
    "        medium=Si3N4,\n",
    "    )\n",
    "\n",
    "    # Set up substrate structure\n",
    "    Substrate = td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center=[0, 0, -sub_thickness / 2 - waveguide_thickness / 2],\n",
    "            size=[td.inf, td.inf, sub_thickness],\n",
    "        ),\n",
    "        name=\"Substrate\",\n",
    "        medium=SiO2,\n",
    "    )\n",
    "\n",
    "    # Set up nanowaveguide structure. NOTE: If the taper length and slope are such that the nanowaveguide end in a single point, an error will occur.\n",
    "    Nanowaveguide = td.Structure(\n",
    "        geometry=td.PolySlab(\n",
    "            slab_bounds=[\n",
    "                waveguide_thickness / 2,\n",
    "                waveguide_thickness / 2 + nwg_thickness,\n",
    "            ],\n",
    "            vertices=[\n",
    "                [\n",
    "                    -nwg_straight / 2 - taper_length,\n",
    "                    nwg_width / 2 - taper_slope * taper_length,\n",
    "                ],\n",
    "                [-nwg_straight / 2, nwg_width / 2],\n",
    "                [nwg_straight / 2, nwg_width / 2],\n",
    "                [\n",
    "                    nwg_straight / 2 + taper_length,\n",
    "                    nwg_width / 2 - taper_slope * taper_length,\n",
    "                ],\n",
    "                [\n",
    "                    nwg_straight / 2 + taper_length,\n",
    "                    -(nwg_width / 2 - taper_slope * taper_length),\n",
    "                ],\n",
    "                [nwg_straight / 2, -nwg_width / 2],\n",
    "                [-nwg_straight / 2, -nwg_width / 2],\n",
    "                [\n",
    "                    -nwg_straight / 2 - taper_length,\n",
    "                    -(nwg_width / 2 - taper_slope * taper_length),\n",
    "                ],\n",
    "            ],\n",
    "        ),\n",
    "        name=\"Nanowaveguide\",\n",
    "        medium=hBN_ani,\n",
    "    )\n",
    "\n",
    "    # Create simulation\n",
    "    min_steps_per_wvl = 6\n",
    "    run_time = 1e-11\n",
    "    shutoff = 5e-5\n",
    "\n",
    "    sim = td.Simulation(\n",
    "        size=[x_domain_size, y_domain_size, z_domain_size],\n",
    "        center=(0, 0, 0),\n",
    "        run_time=run_time,\n",
    "        shutoff=shutoff,\n",
    "        grid_spec=td.GridSpec.auto(\n",
    "            min_steps_per_wvl=min_steps_per_wvl, wavelength=td.C_0 / freq0\n",
    "        ),\n",
    "        medium=vacuum,\n",
    "        sources=[dipole],\n",
    "        monitors=[Nwg_mode, Wg_mode, flux_dip],\n",
    "        structures=[Waveguide, Substrate, Nanowaveguide],\n",
    "    )\n",
    "\n",
    "    return sim"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "7300b0c5",
   "metadata": {},
   "source": [
    "### Run the Taper Sweep\n",
    "\n",
    "We launch the taper sweep as a batch and analyze the data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "19808c1a",
   "metadata": {},
   "outputs": [
    {
     "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\">11:57:10 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">97.690</span> for the whole batch.               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:57:10 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m97.690\u001b[0m for the whole batch.               \n"
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       "Output()"
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      "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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     "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"
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       "\n"
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     "output_type": "display_data"
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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: #7fbfbf; text-decoration-color: #7fbfbf\">11:57:42 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">472</span> tasks.                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:57:42 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m472\u001b[0m tasks.                     \n"
      ]
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     "metadata": {},
     "output_type": "display_data"
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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: #7fbfbf; text-decoration-color: #7fbfbf\">12:11:12 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">97.690</span> for the whole batch.               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:11:12 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m97.690\u001b[0m for the whole batch.               \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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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: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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       "Output()"
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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\">12:33:14 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:33:14 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
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     },
     "metadata": {},
     "output_type": "display_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\"></pre>\n"
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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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">12:41:17 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">24.278</span>.                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:41:17 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m24.278\u001b[0m.                             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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   ],
   "source": [
    "# Define the sweep\n",
    "taper_length_sweep = np.linspace(1, 50, 50)\n",
    "taper_slope_sweep = np.linspace(1e-3, 30e-3, 30)\n",
    "\n",
    "# Define the path to save data\n",
    "path = \"data/20260126 taper sweep/\"\n",
    "\n",
    "# Build the simulation batch. We include an if statement to filter out invalid cases where the taper length is too long for larger taper slopes resulting in invalid polygons.\n",
    "sims_tap = {\n",
    "    f\"taper_length={tl:.3f}um;taper_slope={ts * 1e3:.3f}\": Nanowaveguide_sim_tap(tl, ts)\n",
    "    for tl in taper_length_sweep\n",
    "    for ts in taper_slope_sweep\n",
    "    if (nwg_width / 2 - ts * tl) > 0\n",
    "}\n",
    "# Run the simulation batch\n",
    "batch_tap = web.Batch(simulations=sims_tap)\n",
    "est_fc = batch_tap.estimate_cost()\n",
    "batch_tap_results = batch_tap.run(path_dir=path)\n",
    "real_fc = batch_tap.real_cost()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "73e2cdf1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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5/NY/PPPMM8/kOjNIeHi46tatq1KlSik4ONjtPlWqVLGMsWrVKo0fP95yH5fLpRo1aqhixYoqWbKk2/PHF7NDAoXBBx98oP379+fYHh0dTQEEAEASBRAAADhOfHy8Jk6c6LbNF0UI69ev15kzZ3Ldb/fu3Tp8+HCuF3Pya/HixaZtHTt2tLUvAAD8Zc+ePbr99tu1fv36As2hV69emjNnjq677roCywMACkJSUpL69+/v09l3cnP8+HENHjxYGRkZeuihhwosD+Rux44dlkufdu3aVS+//LLatm2rgIAAr/oym8VT+rPA4tVXX9XAgQNVpkwZr/oBAAAoqiiAAADAYTp27GhaALF9+3YdP37c1l965Keowu5lMLZs2aITJ06Ytue2JAgAAIXRihUrdP311+v06dN52j8yMlIdOnRQu3bt1LBhw79+8RkaGqrg4GClpaXp3Llz2r9/v3bv3q21a9dq0aJFSkhIyNM03ZmZmd4+JQBwlF27dqlLly46cOBAnvYvUaKE2rdvr7Zt26pp06aqUaOGKleurLCwMBUvXlzp6elKS0vTwYMHtWvXLm3cuFGLFi3S2rVr8zTDD+/Dhd/XX39t+n/qLbfcoqlTp9oyi0d6erqmTp3qti0oKEgLFixQy5Ytve4HAACgKKMAAgAAh8ntpr/dy2AsWrQoz/vaXQBhVXzhcrkUFxdnW18AAPjDokWLdMMNNyg1NTXXfbt27apHHnlEPXr0UPHixU33i4iIUEREhKpUqaK2bdvq7rvvliQdOXJE3377rcaNG6fNmzfb9hwAwMm2bNmiLl266NixY7nu26pVKw0dOlS9evVSeHi46X4lS5ZUyZIlVbFiRV199dXq16+fJCk5OVnfffedxo8frxUrVtj2HOB/y5cvd7vd5XJp5MiRti1hsmbNGl28eNFt24ABAyh+AAAAyAPv5uMCAJvFx8fLMAzb/qxujg4cONDWvgB/qVWrlqpXr27abucyGNnZ2VqyZEmO7S6XS8WK5ayjtHsJDqt4jRs3VlRUlK39AfCtGjVqmP4/Om7cuIJOD/C5TZs26cYbb8y1+KFFixZauXKl5s+fr5tuusmy+MFK5cqV9dRTTykhIUGzZs1S69atPYoDFDbDhw83/f+EGcJg5fDhw+rWrVuuxQ9169bVvHnztHLlSvXr18+y+MFKVFSUHnzwQf3xxx9asmSJunfv7lEcFKzs7GytWbPGbVvz5s0VHR1tW18rV640bbv55ptt6WPQoEGm76GDBg2ypY/CyOqa4/Dhwws6PQAAYCMKIAAAcCCrC7t2FiFs2LBBKSkpObY3btxYzZo1y7F99+7dOnz4sG39L1682LStY8eOtvUDAICvJSUl6cYbb9S5c+dM93G5XHrttde0cuVKtWrVyra+XS6XbrjhBi1fvlzjxo2zdaksAHCK9PR03XTTTTpy5Ijlfg899JASEhJsL1a49tprNW/ePM2ePVu1a9e2NTZ868SJE6b/fzdq1MjWvhITE03b7O4LAACgqKIAAgAAB7IqgNi+fbuOHz9uSz9my1/ExcWZzrBiVwHG1q1blZSUZNrOr/sAAE5yzz33aP/+/abtwcHBmj59ul566SUFBgb6JAeXy6WBAwdq8+bNuuGGG3zSBwAUVs8++6zWrl1r2u5yufTJJ59ozJgxCgkJ8VkePXv2VEJCgoYMGeKzPmAvdz8KuKxs2bKO7QsAAKCoogACAAAHyu3mv11FCGZx4uLi1KFDhwLpW5ICAgJM+wcAoLAZN26cZs+ebdoeGBioyZMnq3fv3n7Jp2zZspo1a5ZGjBhh25rlAFCYLViwQGPGjLHc58MPP9Qjjzzil3xCQ0P13//+VxMnTvR4mSP4z5kzZ0zbQkNDHdsXAABAUZVz8W4AAFDo1axZU9HR0aa/JF24cKH69u3rVR/Z2dlasmRJju0ul0sdOnRQsWLFFBAQoOzs7Bx928EqTpMmTVS6dGlb+gEAwJfOnj2rp59+2nKfN954w7Z1vfPjmWeeUc2aNVWiRAm/9w0A/pKVlaVHHnlEhmGY7vPAAw/oscce82NWf+rfv7+qV6+uvXv3+r1v5F1GRoZpm92FhP7sCwAAoKhiBggAABzKahYIs6Ur8iMhIUGnT5/OsT02NlZly5ZVqVKl3K5Bunv37lzX1c2LxYsXm7Z17NjR6/gAAPjD+++/r1OnTpm2d+7cWc8995wfM/qn2267zfZ17gGgMJkwYYK2bdtm2h4bG6sPP/zQjxn9U/v27XX33XcXWP/InVXxjJP7AgAAKKqYAQIAbHbixAn9/vvvWrZsmbZu3arExEQlJycrPT1dLpdLYWFhKlu2rGrVqqVGjRrp2muvVadOnVSyZMmCTt0vDMPQli1btHbtWm3fvl3bt29XYmKiUlJSdPbsWZ07d07FihVTiRIlVK5cOVWpUkX169dXixYt1LlzZ9WoUaOgn0KhER8fr/Hjx7tt27Ztm5KSklS+fHmP45vNwPD3wosOHTpo48aNbh/br18/j/vetm2bjh8/btqe2xIgZjj/CoZhGFq3bp2WLl2q1atXa8+ePTpw4IDOnTun9PR0BQUFKTw8XFWqVFHt2rXVqlUrxcfHq1WrVgX2K6dLly7pjz/+0Jo1a7Rz506dOnVK6enpCg0NVWRkpOrUqaOGDRuqQ4cOV8z7t5OtXr1ac+bM0cqVK7V9+3adPHnyH8ezdu3aatiwobp27aquXbsWyumFU1NTtXjxYi1btkybNm3S3r17dezYMaWlpenChQt/PZcaNWooJiZGbdu2Vbdu3VSlSpWCTv2KdvbsWY0aNcq0PSgoSKNHjy5yv+i8dOmSli5dqiVLlmjdunXas2ePjh49+o/zNSIiQjVq1FC9evXUpk0bdezYUXXq1Cno1Iucy+8dmzZt0u7du3XmzJm/3v/KlCmjmJgYtWrVSq1atVJgYGBBp+tIR48e1axZs7RkyRJt3rxZhw8f1tmzZ5Wdna2wsDBVrlxZ9erVU9u2bXXjjTcqJiamQPLMzs7WunXrtGLFCu3YsUMnTpxQamqqQkJCFBERoVq1aqlBgwbq0KGDypQpUyA5+kJ2drZee+01y30+/vjjIrcMhWEYWrlypZYsWfLX5++DBw8qLS1NmZmZCgkJUcmSJVW9enXVrVtX11xzjeLj490WuPtbVlaWVqxYoWXLlmnt2rVKTEzUoUOHlJqaqoyMDBUvXlzh4eGqVq2a6tSpo9atW6tz586FInfkTUJCgpYvX/7Xubl//36dPn1aGRkZMgxDJUuWVEREhMqXL6/69eurfv36at68udq3b6+QkJCCTt8jTvxO7E5mZqZ+//13/fzzz0pISNCuXbuUkpKijIwMhYSEqEyZMqpZs6Zatmypzp07q0uXLgoKCirotAEAVyIDAIqwuLg4Q5Lbv4EDB9ra1+zZs43u3bsbxYoVM+3T7C8kJMS4/fbbjeXLl3uVw969e/Pdtyd/r7zySr7yOnr0qDFmzBjjtttuM8qWLetV340aNTI+/vhjIzU11avXyozVOVPY7Nu3z/K1mjJlilfxe/fu7Tbud99999c+U6dOdbvPfffd51XfY8aMMX1egYGBRkpKSp5jFdbz79133zXtp3fv3l7Hz82pU6eM4OBg09f48OHDXvdx6NAh4/nnnzeio6M9er2rV69uvPrqq0ZycrINzzhvtm7dajz44INGREREnnIMDg42evbsafzyyy9u482fP9/o3r2727/58+fnO79XXnnFNJcFCxZ4+exzMjt20dHRHsWz+n/K7v+Xs7OzjQkTJhgNGzbM13kXHh5uDBs2zDhy5EiOmF999ZXp47766itb87/s999/N2677TajRIkS+R5DLpfLiIuLM6ZPn25kZ2f7JD9YGz16tOUxuv/++ws6RVslJiYajz76qMf/37Zo0cIYO3askZmZaWte/h67dn+e9CT/X375xejZs6fp//X/+1emTBlj2LBhRmJiohfP3L78c+OL/w/N4sXFxbndf+XKlUbv3r2NgICAfJ3nrVu3NubOnetRjp44cOCA8cwzzxjly5fPU36BgYFGXFycMXXqVCMrKytHvI0bN5p+tvn666/99rzy6qeffrJ8vt26dSvoFG11/Phx41//+pdRtWpVj96HY2JijBEjRhhnz571e+47duwwHn300Tyfq+5y/+CDD4y0tDSPc7B6/7bj7/Ln3QULFvi0H0nG3r17TZ9nQXym3b9/v/Hcc88ZNWrU8Pg5lShRwujWrZvx6aefenSOWr3u+b3OlVeF9TvxwIED83XunDp1ynjxxReNqKiofOVfrlw544033vBqXHr62uXnz+z/egCAcxW+uzkAYCN/FECsXr3aaNGihW0fuq+77jpjz549HuVSmAog0tLSjM8//9zo1KlTvi8K5uWvYsWKxhdffOHR62TFSQUQhmFYXjx46KGHPI6bnZ1t+sX22LFjf+2XlJTkdp+6det69bz69u1r+rxatGiR6+OdcP4dPXrUtGAqKCjIOHHihFfxc/PJJ5+YPr8ePXp4Ffv06dPGI488kuebLrn9RUREGB988IFx6dIlm559TmfOnDEeeOABIzAw0OM84+LijF27dv0jrt0XFymAyJudO3carVq18uq8i4yMzDHO/XmxeOXKlcY111xj2/tWs2bNjJUrV9qaI3LXpEkT02MSEBBg7Ny5s6BTtMWZM2eMhx9+2KNCYHd/VatW/UfBpbeupAKIXbt2eXUDLzg42HjuueeMjIwMG16J/OefVwVZAHH27FnjgQceMFwul1fned++fY1z5855lGteZGZmGv/+97+NkJAQj3Ns3LixsWbNmn/ELYgbiN646aabLJ/jb7/9VtAp2uL8+fPGSy+95FHBpLu/qKgoY8yYMX4poDx8+LBx55132va9rUKFCsbEiRM9yoUCCPv/Xzxy5IgxcOBAr75nufsLDw83Hn744Xzl4s/3r8L+nTg/BRCTJk0yypUr51X+tWrVMlasWOFRrhRAAAA8ESAAgEcMw9Drr7+u1q1ba+3atbbFnTt3rho2bGi6tIFTrFu3Tvfdd59+//13ZWdn2x7/2LFjuvfee3XzzTcrNTXV9vhO0bFjR9M2syUs8iIhIUHJyck5tsfExKhChQp//btcuXKqX79+jv127dqlI0eOeNz/okWLTNusnvNlTjj/KlasaLrm+sWLF/Xtt996k2Kuxo0bZ9o2aNAgj+P+/PPPiomJ0ejRo3XhwgWP4/zd2bNn9cQTT6hLly46ceKELTH/bsOGDWrWrJk+/fRTZWVleRxn0aJFatKkiWbOnGljdsivWbNmqXnz5lq1apVXcc6cOaN7771Xjz76qE/eR8xcvHhRTz75pNq0aaOVK1faFnf9+vVq27at3nnnHdtiwtrOnTvdLhN1WXx8vOrWrevHjHxj5cqVio2N1ZgxY3Tp0iVbYh46dEh9+vRRnz59lJaWZkvMK8Hs2bPVtGlTy89Rublw4YLeeecdtW7dWnv27LExu6Jh7969atOmjT799FMZhuFVrClTpqhdu3Y6deqUTdn9//bv36/WrVvrzTff1Pnz5z2Ok5CQoGuuuUaffvqpjdn5T2pqqubOnWvaXrt2bXXq1MmPGfnGzp071bx5c73++uvKyMiwJWZycrIefvhhderUySefvy+bMGGCYmJi9O2339r2eev48eO66667dMcdd/B/SAH78ssvVa9ePY0fP96r71nupKam6ptvvrE1pl2c+J3YnaysLA0dOlT9+vXzus/ExETFx8dr1qxZNmUHAIA1CiAAwAOXLl3SnXfeqZdfftn2L3GSlJGRoUGDBumFF16wPXZR8+OPP6pz5846e/ZsQadSIOLj403btm3bpqSkJI/iml04j4uLy7GtQ4cObvf1tABj+/btOnbsmGm71XP2N2/PP6tCA6sCBW9t3bpVa9ascdtWqlQp9e7d26O4b7/9tq6//nodP37ci+zMLVy4UK1bt9aBAwdsi7lkyRLFxcUpMTHRlnjp6em65ZZbfF7AAvemTJmiW265xdbCuNGjR+vhhx+2LZ6V5ORkderUSaNGjfJJ0UVWVpaef/553X///V7fuEPu5syZY9l+xx13+CkT35k6dari4uJ0+PBhn8T//vvv1a5dO48/z1xJpkyZot69e9t2s2/jxo269tprtXnzZlviFQWJiYlq166dtmzZYlvMhIQEXX/99bbdIJP+/A7Qtm1brV+/3pZ4WVlZevDBBzVixAhb4vnTr7/+avna9u3b14/Z+MaSJUt0zTXXaOvWrT6Jv3DhQrVs2VK7du2yNW52drYee+wxDRw4UOfOnbM19mVTpkxRfHy8Tp8+7ZP4MHfp0iUNHjxY99xzzxX3gxUnfid2Jzs7WwMGDNBHH31kW8zz58+rT58+thZ5AwBgplhBJwAATmMYhvr376/vvvsuT/uHhoaqbt26ioqKUnZ2tk6cOKHdu3fn6SLX22+/LZfLpf/7v//zNu1CKyIiQmXKlFFkZKQiIyMlSSkpKUpOTtbBgwfzFGPVqlXq27evfvrpJwUEXFm1fbkVAyxcuFB9+vTJd1yz4gWzAgh3vwpbuHCh+vXrZ1vfkhQYGKj27dvnO6aZgj7/evXqpaioKLezbaxbt06bN29Ww4YN8xUzL6yKK+644w4VL1483zH//e9/5/m9yuVyqUqVKoqKilKZMmWUkZGhEydO6NChQ8rMzLR87OVfjqxcuVLlypXLd55/t2nTJt144422F1BlZWVp8ODBio6OtjUurC1cuFB33313nn6BHhgYqNq1a6tixYoKCgrS6dOntXPnTtMLtJ9++qkaNGigkiVL2p32X06ePKkuXbpYzhjwd6GhoapUqZKioqJUsmRJJScnKykpKU+z73z++ecKDg7WJ5984m3asDBv3jzL9uuvv95PmfjGjBkzdOedd+ZpzAUEBCg6OlpVqlRR8eLFdfbsWe3Zs8ft/3//a+PGjercubMWLVqkqKgoO1Ivcv744w8NHDjQ9sLsY8eOqVu3blqxYoWqV69ua2ynOXnypLp27aqjR4+6bQ8ICFClSpVUrlw5RUVF6fTp0zp27Jjp/n+3atUqvfjii7YUGBw+fFjdunXzaiY2M88//7xq1aqlsmXL2h7bV4r6+/DKlSt1/fXX5/kGc9WqVRUdHa0SJUooNTVVe/fuzdNN2gMHDqhjx45asmSJatas6W3ays7O1qBBg/T111/naf/AwEBVrVpVUVFRKl26tFJTU5WUlKRDhw7l+n/QmjVr1L17dy1atEglSpTwOnfk7sKFC7r11ls1e/bsPD8mLCxMNWrUUFRUlIKDg3XmzBmdPn1ax48fd1QBhRO/E5sZNmyYZVF/6dKlVaFCBZUvX14XL15UUlKSDhw4oIsXL1rGPX/+vO644w5t3rxZYWFhdqcNAMBfKIAAgHx69dVXcy1+CA4O1oABAzRo0CC1adNGgYGB/2jPzMzUwoUL9cUXX2jatGmWv8J866231KBBA/Xv3z/X3EqUKJFjSv2MjAwtXrzY7f6VK1dWo0aNco37v+rUqZPvx0h/Xhhs166dunXrpiZNmqhJkyaWF1NPnz6ttWvXatq0aZo0aZLlTcp58+bpww8/1LBhwzzKzamqV6+uWrVqmf563ZMCCMMwTM8ZdwUQ7rZd7tsTVtM2t2jRQhERER7FLYznX3BwsO68806NHj3abfv48eP17rvv5itmbrKysjRx4kTTdk+Wv/joo49yvdATGhqqAQMGqGfPnrr22mtVunTpHPtcfr+aOnWqxo8fb3rxZO/evbr99tv122+/5Xh/zauzZ8+qV69eOnPmjOV+UVFR6tevn3r06KGGDRuqfPnyCgoKUkpKinbt2qUlS5Zo0qRJOW5aZ2Zmqn///nr66ac9yg/5c/z4cfXp0yfX4sL4+Hg98sgj6tGjh8LDw//Rlp2drdWrV2v8+PH68ssvc1x4fO6553z2f0xmZqZ69eqVa/FDnTp1dN999yk+Pl7NmzdXsWI5v84dPnxY8+fP19ixYy2XARk9erSaNm2qe++91+v84Z7V61+nTh1VqVLFj9nYa8uWLerfv3+uN56uueYaPfroo+rZs6fb9/2tW7dq8uTJGjNmjOUyAJs3b1a/fv00Z86cK67YNTepqanq16+f25sl0dHRGjBggDp37qz69esrKipKly5d0vHjx5WQkKA5c+Zo0qRJlr++Pnr0qHr16qWVK1d6VCBZFBiGoYEDB7r9vN27d2/16dNH3bp1U5kyZXK079y5U1OnTtWIESMsP3OMGjVKQ4YMUUxMjMd5Xrp0SbfccosOHTpkuV9YWJj69Omjnj17qkmTJqpcubKCg4N17tw5JSYmatmyZfr++++1dOnSfzzOMAzde++9GjNmjMc5+pvVr4xDQ0PVqlUrP2Zjr6NHj6p379653hyOjY3VY489pt69e6tixYo52vfu3aupU6fq448/tiwAP3z4sHr37q0//vhDoaGhXuX+9NNP51r8ULp0aQ0ZMkTdu3dXmzZtcnxuk/78PP/777/r22+/1ffff296XWX16tW67777LL8DXdaqVSuFhITk2J6cnKzVq1e7fUzt2rXzfI3k8vWXqKgo0+UQV61aZTprhdlj3Cmogo8hQ4bkqfihadOmuvvuu9WtWzfFxsbK5XLl2McwDO3YsUNr1qzR4sWLNX36dJ8sG2QHJ34nNjNlyhS3Mz/UrVtX999/v6677jo1aNAgR/uZM2c0f/58vfPOO5ZLBe/bt09vv/22Xn/99TzlExcXl6NYa9GiRW6XeAoJCTG9RmWlcePG+X4MAKCQMwCgCIuLizMkuf0bOHBgvuMtXrzYcLlcpjElGW3atDF27tyZ55grVqww6tSpYxkzNDTUSExMzHe+hmEYe/futfU1yKslS5b81U/btm2Nzz77zEhKSvI4XmpqqvHMM88YgYGBps8nLCzMOH78uFd5W50zhdWQIUNMc65fv36+4yUkJLiNVadOHdPH1KpVy+1jDh8+nO/+K1WqZPp8nn322TzFcNL5t3r1atOYFStWNC5duuRx3u7MmTPH1vNl0aJFlq9LQECA8dxzzxmnTp3KV9zdu3cb3bp1s3xvHDFiRL7zvWzAgAGWsYsVK2a8+OKLRmpqap7izZo1y6hevXqOONWqVTPt46uvvsp33q+88oppvAULFuQ7Xm6io6Pd9hUdHe1RPF/9n9SrVy/L4xkVFWVMnz49z/H27NljtG3bNkec4OBgW4/nZffee69l/lWrVjWmTZtmZGVl5Svu9OnTjXLlylm+b+3du9fjvGEuMTHR8pgOGDCgoFP0WGZmphEbG2v5/CIjI41vvvkmzzGTk5NzfV+WZLz99tse5fzVV1/5ZOyasfvzpFX+VapUybEtPDzcGD16dJ4+Q5w+fdp45JFHcn3tn3zySY9yzy1/T19/X/x/aPWZ4H+3XX311caKFSvyHPv48eNGfHy85Ws8aNAgj/K+7KWXXsr1OD744IPGyZMn8xRv6dKlRqNGjXLEsPps88orr3j1HOyUmZlpBAUFmebavn37gk7RK127drU81sWLFzc++OCDPH+XSE9PN55++ulcr3f8f+zdd3gU5drH8d+m99B7711EpKgUBSlKs3Cw0KyIDY8VC+rBo1gPHDvYAFGPCIKogChNQECRIhB6h4C0JJCEQEjm/UPxRdiZJJuZ2Wz2+7muvS7IPXnue0tmZ3fueZ677rqrUHVPmjTJcvyoqCjj5Zdfzvcx+BmrVq0yLrroIsuxJ0+e7HPd8+fPd+1178Z3Ek69L7766qt57ofq1q1rzJw506fxT506ZcycOdPo3bu34fF4jMTExAL9vlPPYyB+Jh40aFC+3/fi4+ONN9980zh16lS+xs7JyTFeeeUVy7oTEhKMY8eO+VS7Ydj/ORUAUPwU3bM5AGADOxsgTp06leeXvf/4xz/y/YHgbKmpqUabNm0sx+7WrVuBxzUM/zVALFmyxLj66quNH3/80dZxFy5caMTGxprep/yeIDcTiA0QEydOtHztFPSk/Ouvv+51nNtuu830d2655Ravv1OQkx+GYRgbN260vC+zZs3K1ziB9vpr0qSJ6ZjffvutrfehX79+prkKemIpIyPDtPlFklGxYkVj4cKFPtd6+vRp49577zUdPzo62qcmm7MbZMy+jFmwYEGBxz169Khx2WWXWY599o0GCHvek2bPnm35OFeuXNnYtGlTgcc9deqUcd111zn6fBqGYcyaNcty3J49exb4y9Kzbd++3fL4pXfv3j6PDXNfffWV5fM6atQof5fos+eff97yvlWqVMlISkryaexRo0ZZjh0dHe1TU3BxboA491atWjVjw4YNBc7xxRdfWDZ5hYaGGr/99pvt9QdCA8S5t2uuucY4ceJEgcfPyMjw2lx35hYZGWmkpqb6VPvWrVstn7/w8HDjf//7X4HHPXHiRIHeC4tSA8SaNWssax0yZIi/S/TZJ598Ynnf4uPjjUWLFvk09qRJkyxP5Ho8HuOnn37yaezk5GSjZMmSpmM3aNDAWLt2rU9jG8Yff2NWr9cKFSoYmZmZPo1NA0Te1q1bZ0RGRlq+Nm+66Safn4NzrV27tsB/x048j4H6mdiqAeLc+letWuVT7WPGjLEc+5133vFpXMOgAQIAkDfmjgSAfJo4caKSkpJM4506ddInn3yi8PDwAo+dmJiomTNnql69eqbbzJ4923JpgKLmkksu0TfffKN27drZOm779u01Y8YM0yn+PvzwwzzXHCxuLr/8cst4QZeiMNveahrB9u3bO5pbksLCwnTZZZfla5xAe/0NGjTINDZhwoQCj2cmNTVVX331lddYaGioBgwYUKDxRo0aZbr8SsmSJfXDDz+YvjbyIzQ0VG+88YbpMi4nTpzQiy++WOBxH330UdNYRESEvv76a5+mzSxZsqRmz56tCy64oMC/C9898cQTprHY2Ng831/NhIeH67PPPsv3fscX2dnZuueee0zjV199tb788kuVKlXK5xw1a9bUrFmzTNds/+qrryynqIVvdu3aZRkvzDT3/pSSkmK5342Li9Ps2bPVsGFDn8YfPny4HnnkEdP4iRMnNHLkSJ/GDgalS5fW/PnzfXp9XX/99Zo0aZLXKcilP5bQYlknqUePHpoyZYrXKfLzEhMTo48++kgRERFe4ydPnjQ9TsvLiBEjLJeBmjBhgvr161fgcaOiovT5558XaNr9oqK47odPnz6tp556yjQeFhamL7/80ufjl5tvvtnr1PdnGIZheexl5dFHHzVd2qFGjRqaN2+emjRp4tPY0h9/Y5999pkuvfRSr/EDBw7onXfe8Xl8WBs2bJjX5ZjOuPPOO/XJJ5/YtjRHkyZN9O6779oyVmEE6mfi/EhISNCPP/6o5s2b+/T7w4YNU8eOHU3jeS0vDABAYdAAAQD5YBiG5QeK+Ph4ffzxx17X4s6vkiVLauLEiaZfOkrS888/7/P4xckVV1yhO+64w2vs8OHDmjNnjssV+VeVKlVUu3Zt03hBGmcMw9CPP/7oNeZLA0RBm3astm/ZsqXXtV/d5sTrr3///qb7j6+++kqpqakFHtObzz//3Os6mZJ05ZVXqlKlSvke69ChQxozZozXmMfj0ZdffqlGjRr5UuZ5PvjgA9WqVctr7KOPPspz7eOzLVmyREuXLjWNP/nkk4X6gio2Nlb/+9//fGqGQ8HNmzdPK1euNI0/88wzhVrPNTw8XBMmTHBs3fv333/f9AvTxo0ba/LkyYU6tjijWrVqmjhxomnc6kQHfLN3717LeEH2t0XJm2++qePHj5vGR40a9df65r7Ka4xJkyZp9+7dhcpRXFm9X+ZH3759LZuy5syZozVr1vg8fqCrVKmSxo8fr5AQ379Kq1evnm6//XbT+A8//FDgMXft2mV5EumWW27RjTfeWOBxzwgNDdWkSZO8rlVflBXX/fBnn32mHTt2mMaHDRumzp07FyrH3Xffre7du5vGFyxYYHk87c369ev16aefeo1FRUVp1qxZqlixYoHG9CY8PFyTJ09WiRIlvMbfeOMNGYZR6Dz4u3nz5mnu3Lmm8datW+vtt992sSJ3BOpn4vx69913VadOnUKN8fLLL5vGlixZYvr9BAAAhUUDBADkw4IFC7R161bT+DPPPGPLh/XWrVvrlltuMY3/8MMPeV7JEiyeeeYZ0y8fv//+e5er8T+rrvqCzMKwfv16HT58+Lyf16hRQ9WqVTP9vVq1aqlKlSrn/Xzz5s3av39/vvNbNUBY3Ue32f36q1ChgumVdSdPntT//ve/Ao/pjdVsElb7Hm/Gjh1r+iVL//79bX2+4uLi9OSTT3qNpaenF+jKkXHjxpnGatSoYTk7RH41aNBA999/f6HHQd4++OAD01jdunU1bNiwQueoVauWI1c9G4ah0aNHm8Zff/11xcTE2Jave/fuprPiTJkyxZEvTYNZXu99FSpUcKkS+xiGoQ8//NA0fsEFF2jo0KGFzhMaGqo333zTNH769GmNHz++0HmKmy5duqh3796FHmfkyJEqXbq0afyNN94odI5A9fLLL1s+NvllNeNWQU8qS3/MQJaTk+M1lpCQoFGjRhV4zHOVKVMm4GZfKY77YemP5kkzFStW1DPPPGNLntdff92yAfS9994r0HijR49Wbm6u19gjjzxi64wclSpV0n333ec1tnPnTs2fP9+2XPiDWROA9EeD+Mcff2w6i2IgC9TPxPnRuXPnQjXPnXHxxReb/n2fOnWKmegAAI6hAQIA8uGTTz4xjVWsWNHWE13PP/+86dWehmFY1hJMKlSooNatW3uNLV682OVq/M9qGYykpCQdOnQoX+P4svzFGYVdBmPz5s1KTk42jee11IebnHj9DR482DRmxzIYmzdvNv1SvWTJkgU6aWIYhumJ59DQUFu+aD/XgAEDTL+o/vrrr/M1xsmTJzV9+nTT+DPPPOPTlNbePP3007aevMb5Tpw4oRkzZpjGR4wYYTrNeEENHz5csbGxtox1xsKFC7VlyxavsW7duumKK66wNZ9kvvxLZmam5VV7KLiMjAzLuNmVqUXZkiVLtHPnTtP4888/b9vJjfbt26tHjx6m8UmTJtmSpzh57bXXbBmnZMmSevrpp03jU6dOtVxqobiqXLmy6fTjBdWmTRvTY5rt27cX+GpYq0bZf/7znypfvnyBxjMzdOhQVa9e3Zax3FAc98N79uzRokWLTONPPvmk4uPjbclVp04d01nvJOmLL76wXO7gbOnp6fr888+9xkqVKqXhw4f7VKOVYcOGmR4H5vezA/InOTlZM2fONI0/9NBDqlu3rosVuSNQPxPn14MPPmjbWFbfNaxfv962PAAAnI0GCADIh9mzZ5vGbr75ZlunOq9QoYK6devmUy3Bxmxtz6SkJNOrS4qrvK4syG8TgtkMDG40QFhtFx4ebvp8+4vdr79evXqpVKlSXmPLli3Tpk2bCjzm2ayaKG644YYCTfG/YsUK05NgnTp1UuXKlQtaXp7Cw8PVqVMnr7F58+blayrbxYsX69ixY15j0dHRuu666wpV49kSEhJsuRIX5hYvXmx6xVVMTIyuueYa23LFxcWpT58+to0n/XHiwMzAgQNtzXXGFVdcYXoywJdp12HuxIkTlnGnllVxktUxaF7Hr76wagzcsmWL6fIxwahNmzZq0qSJbeMNGDDAdF+RmpoalFdP33LLLbZ+5jNbnik3N9dyeYNzbdu2TZs3bzaN9+/fv8C1mQkNDdVNN91k23hOK4774e+++870mDciIsKWq7XPZrUfTk9P15IlS/I1zqxZs0yP2a6//npHmoZLly6tiy++2GuMYx57zZgxw3QWmvDwcA0ZMsTlitwRqJ+J86Nq1aq2HtddcMEFprFt27bZlgcAgLPRAAEAedi8ebP27dtnGreawtRXgwYNMo0tW7ZMmZmZtucMRGZXM504cSLo1oauXLmy5VUVhW2AyM/UjWZNEoXNLf0xbaLdV18Xlt2vv7y+tCzMLBC5ubn6+OOPTeNWX256M2vWLNNYv379CjRWQZi9Do8dO2Z6Jf3ZrE7Y9OzZ07Yr5s64+eabbR0Pf5fX8xkXF2drPrufT7O/o6ioKPXq1cvWXGfExMSYngxg+ll75XVVrF2zk7hp3rx5prEbb7zR9qmte/bsadoYKIlZS85i90npkiVLqnv37qbxYGyAyE8zcEFYNaz8/vvv+R7H6rlo1apVodduP1cgHdsE23746quvttxn+uKiiy5S48aNTeP53Q8Xtc8OGzZsyLNBBvln9fz26dNHlSpVcrEa9xS113V+PxPnR/v27eXxeGwZS7LvPQ8AgIKgAQIA8rBy5UrTWLly5Uyv3imMLl26mH7YyM7O1rp162zPGYis1uDNa83X4siqSSE/TQjr16/3ulRG1apVVbNmzTx/v0GDBipXrtx5P9+8eXO+ng+rBgg71860ixOvP6tGhI8//tjnmU3mzZunPXv2eI01atRIrVq1KtB4Vst8FHSsgrB6Ha5duzbP31+xYoVpzOxKmsK4/PLLFRLC4bZTrE7YO7F8RIcOHWx7PpOTk02v8G3cuLGjDV9mf0f5+RtC/pktZ3bG6dOnXarEHrm5uVqzZo1p/Morr7Q9Z0REhOX7/6pVq2zPGajsnqFGkuUsOj/99JPt+Yqy0NBQtWnTxtYxrY4jjx49mu9x3D62ady4sW1LajituO2HJevvJpzYD0tS165dTWP53Q9bfXYwa8y0g9kxT05OjpKSkhzLG2yWL19uGrv66qtdrMRdgfqZOD8uu+wyW8Y5w673PAAACoJvZAEgD1bNBhdeeKEjORMSElSrVi3TeKCfpMjNzdXq1as1duxY3XvvverWrZuaNm2qihUrKi4uTuHh4fJ4PHnebr31VtMc3k7kF3dWJwmSkpLyfEwKs/zFGb4ug7FlyxbLmVYuv/zyfNeQl6L8+mvZsqXp1RF79+71+WrX8ePHm8asZpwxY/ZlZ1hYmOrVq1fg8fLL6osTswaPs1mtL2o1LaevYmJibL/yEv8vkJ9PqxMYVlda2sHs7yg9PV2pqamO5g4m0dHRlvH8rpteVGzfvt1yBjKnjomtxg3042G7lC5dWlWrVrV9XKvHPtiascuVK2f7rEIJCQmmsaysrHyP4/Z7oZPj2q247YezsrK0detW03hR3Q8fP37ctO5q1arZPgPb2Qr72QF5S05OtryCv3Xr1i5W465A/UycH1bfR/rCrvc8AAAKwrodGgBguqaf5NyXDGfGNlsLb9euXY7lddKyZcv0wQcfaMaMGTp48KCjuYJxSsu8mgQWLFigvn37Wsa9KWgDxJQpU7yObbW8g1WDREREhC655JJ812AmUF5/gwYN0iOPPOI1NmHChAJf3XX8+HFNmzbNayw0NLTAy/gcPnxYhw8fNh3Pqan7JevHNa9ZN06dOmXaZBMSEqKmTZsWqjYzF1xwgeXa3PCNv57P5s2b2/J8bty40TS2ePFiW9fcPZfVyZP9+/erRIkSjuUOJnmdeMvIyLD9hKqTrI6HK1SooAoVKjiS1+pYO1CPh+3m1Mnohg0bKiIiQqdOnTovlpKSooMHD3qd+as4KlmypO1jWs30k52dne9xtm/fbhpzsgFizpw5joxtp/zshwPJ3r17lZOT4zUWEhLiyMyUkvV+ODk5WadPn7acbWPTpk0yDMNr7NixY44e81hdWR6MM0Y6wew7K0kqUaKE6tev72I17gnUz8T5Zff7nl3veQAAFAQNEACQh+TkZNNYjRo1HMtr1XFtVVNRtGzZMj3yyCOWUwTaLdCu6LFDxYoVVa9ePdOTc3k1QPhzBgir5S9atWqlmJiYfNdwrkB7/fXv31+PP/6412l5p02bpuPHjxfoSqnJkyebXrXbpUsXVaxYsUD1WV1VcvLkSX333XcFGs8ueX2J/fvvv5t++VqmTJlCvcasOPk+EcwOHDhgGnPy+axevbot41j9HW3fvt3yhJaT/Hky6LffftOjjz5q23j9+/dX//79bRuvoMqWLWsZP3DgQMBMIy8VzePhAwcOyDAMW9eoDkSNGjVyZNzw8HDVqVPHdJr45ORkGiAKwep1a3a84m07q6Zeu96zzhUoxzb52Q8HEqv9cLly5Rw79rHaD+fm5urAgQOqUqWK6TZWxzypqalF9rMD8sfq+a1Vq1axfY8O1M/E+WX3+54d73kAABQUDRAAkIeUlBTTWGJiomN5rcYOlDXycnJy9MQTT+jVV19Vbm6uq7ndzldUdOzY0bIBwsyGDRu8foFasWJF1a1bN9/5mzZtqpIlS573d7N582bt37/f9GS7VQOE1dIeVgL19VehQgV17dpV33777XmxzMxMTZ48Wbfddlu+x5swYYJpbPDgwQWur6heLZXXrBtHjhwxjVlNyVlYTk7rG8ys3gcD4fkM1L8jJx09etTWL4vbtGlj21i+sDoZJP1x4i1QppGXiubxcHZ2to4fP+7o33wgcOLkfH7GDrSTx4VhdXW7P6WlpXltmJX+aGDJawYEXwXKsU1+9sOBxF/74ejoaIWHh5tepX306FHLx5pjnuLNbBYEydn3J38r7q/rovq+BwBAQYT4uwAAKOqsPkA4+YWr1ZcYgfBhPTs7W9dee61efvnloG1G8AerZTCSkpJ06NAhrzE7lr+Q/ph+9bLLLitQjq1bt2rv3r2mY+a1tIc3gf76s2pMsGpoONf27dtNZ74oWbKkevfuXdDSiuzVUmZTAp/hr315sJ+Yc0qgP5+B+neE/Ktatapl3GopkqKoKB4PS4FxTOw0f+3z0tPTHcuL/LF6/TvZpBAoxzbsh+1TmO8mOOYp3qye/+K8rBqvawAAij7a+QAgD97WvT3Dah27wrIa26qmomLIkCGaMWNGgX4nPDxcZcuWVenSpRUfH6/IyEiFh4ebTpe3b98+rVu3zo5yi428ZkswWwbDrgaIM7/z9ddfe81x44035ju3JEVGRqpt27YFriHQX3+9evVSqVKlvF7lvnjxYm3fvt1yOtozJkyYYDql5I033qjIyMgC1xaoy8tYrS3q1JTBkhQXF+fY2MHMX8+nXe/7gfp3hPxr2LChZXz9+vUuVWIPfx0P5/X3HAjHxE7zVwNKVlaWY3mRPxzbWGM/bJ/Y2FjTK/3z2g9zzFO8WT2/gTJbjC94XQMAUPTRAAEAeYiIiDCNZWZmOpbXqqPcqqaiYMqUKfroo48st/F4PGrbtq26du2qVq1aqXHjxqpcubJCQvI/OdH48eN1yy23FLbcYqVChQpq0KCBNm7c6DW+cOFCrw0QP/74o9ftfWmAaN++vWnugvxcklq3bl3g6XuLw+svIiJCN954o956663zYoZhaMKECfrXv/5lOYZhGJo4caJp3JflLyQV6DEqSsLDw01j/tqXw3eB/nwG6t8R8q9x48aKjIw0/YJ85cqVLldUOP46Hs5r7KJ+TAw4KdDfC51WokQJ1axZUzt27PAaZz+cf4X5boJjnuLNqqG+OM8UxOsaAICijwYIAMiD1cnXtLQ0x/IeO3bMNObUeq52OH36tB577DHLba677jq9+OKLqlOnTqFycdWfdx07djRtgPA228LGjRu9roFbrly5PK+c8qZFixaKi4s77wuPTZs26cCBA6pQocLffm7VAJHXjBbnKk6vv8GDB3ttgJCkiRMn6tlnnzWdnUL643HduXOn11jjxo118cUX+1SX1f6nXLly+v33330a12lWdVvtbwvLybGDWaA/n1b1P/roo3rppZdsyQP/CQ8PV9OmTbVixQqv8V9//VXp6ekBcyV1UTwelor2MbFbnNznWT23UVFRjuVF/li9/o8fP+5Y3kA6trnoootMGyB+//13bdy4UQ0aNHC5Kt/4az8sFe67Cat4q1attHz5cp/rgv9ZPb8pKSkuVuKuQP1MDABAMKFdEQDyULJkSdOYv75wLFWqlGN5C+vrr7/W9u3bTeOvvPKKpkyZUuiTz5K8Lg8A66aBpKQkHTp06G8/M2tAMJvJIS+hoaG69NJLvcbObcDYtm2b9uzZYzrW5ZdfXqDcxen117JlSzVp0sRrbOfOnaazdpwxYcIE09igQYN8rstqLdei/CWX1X4zEE6Y+8vp06f9XYJX/no+7TqhZPV3FKzvbR07dpRhGLbdnn32WX/fJXXu3Nk0dvr0ac2bN8/FagqnKB4Ph4eHF9nptd3cd/rrPSxQmneKs4SEBIWGhnqNZWdn68SJE47kDaRjG6v9sCTNmTPHpUoKz1/74aysLMvG77y+m+CYp3grU6aMaSw1NdW9QlwWqJ+JAQAIJjRAAEAeKlWqZBozu7raDmZXqkjWNfnb5MmTTWMDBgzQww8/bFsuvjDxzqoBwjCM8xoevM0KIfm2/MUZZs0T5+aymv0hMjJSbdq0KVDe4vb6s2pUGD9+vGksIyNDU6ZM8RoLDQ3VgAEDfK6pWrVqprHs7GxHrzgsjHNnHjnb4cOHHZs6eNeuXbaOZzXrhxOK6n420J9Pq7+jovqYo+Cuvvpqy/jnn3/uUiWFVxSPhytUqJDvfWJx3nc6eaLFamyr/TDcERISovLly5vGd+/e7Uheu49tnHTVVVdZxovLfvjgwYOONbxY7YdDQkLy3BdwzFO8Va1a1TS2fft2GYbhYjXuCdTPxAAABBMaIAAgDzVq1DCNrVq1yrG8VmNb1eRvZie0PR6Pnn/+eVtzBdKXb24qX7685dIV+W1CKEwDhNnvnpvbrPlCktq2bVvg6ZWL2+uvf//+CgvzvmLZlClTTNfjnTp1qumaq127di3USYuqVaua1iQ592V7YUVERKhy5cpeY7m5uVq3bp0jedesWWPreFbTrdq9JndWVpZjX6YXVl7P59q1ax3Ju3r1alvGqVWrlmmsqP4NoeDatm1reXJyxowZjk9bbherY8/9+/c7NtWzXcfDbu47JXdP6iUlJTkybnZ2trZu3WoaL8oN2cGkZs2apjG7j0GcHtcJVatW1UUXXWQaX7p0qeXrvCipWrWq6YwfOTk5+u233xzJa7Ufrly5suXnAsn6mCc1NZUTxQHOambFlJQUbd682cVq3BOon4kBAAgmNEAAQB6aNm1qGnOqAeL48eOWX8RY1eRPR48e1f79+73G2rRpY3l1gC9++uknW8crTqxmgTi76WDz5s1en7PSpUubLr+QHxdffLHXkw2bNm3SgQMH/vq/1QwQVvfBm+L4+qtQoYK6du3qNZaenq4vv/zSa8xqdojBgwcXqqaIiAjLfVBeS3P4U+PGjU1jTnyZn5mZqS1bttg6ZmJiomnM7i+Qnbyq2w7+eD7tOklidTJm9erVnAwoJkJDQy1n8klPT9e7777rYkW+q1WrlmJjY03jTh0TW41bkONhN/ed6enpOnz4sK1jWnHqZPSGDRtMp70vWbKkypUr50heFIzb74VOjuuU2267zTRmGIZee+01F6vxXWRkpOrWrWsaL6r74Zo1a5ouk5Gbm6vFixf7XBv8r2LFipbN9cuWLXOxGvcE8mdiAACCBQ0QAJCHFi1amMZ+//13R64anjt3rulUgeHh4QU6Me3mlL979uwxjVnNSOCLXbt2ae/evbaOWZxcfvnlprGkpCQdOnRIkvkMDO3bty/UayciIkKtW7f2GjuTc/v27ZZXRljdB2+K6+vPqmHBW6PDrl27TJ/XUqVKqVevXoWuqW3btqYxq1k9/K1ly5amsR9++MH2fPPnz1dubq6tY1qdxLP7hNuiRYtsHc9uVk0E8+fPtz3fwoULbXs+GzdurPj4eK+x06dPczKgGLnzzjst30//85//BMQsECEhIbrgggtM407sQ7Ozsy3fU6yO0c/l5r5z6dKlysnJsXVMK0eOHLE8BvKV1UnPwjTJwl5uH9usX7/+b83MgeDmm2+2bOAaP358kW/6PMNqv+fE8y1J33//vWksv/thq2UNi/JnB+SP1fM7c+ZMFytxV6B+Ji4u3F7eDAAQeGiAAIA81K1b1/LK8UmTJtmec8KECaaxtm3bWk7jey6rafnsntrcbMp9SZZTQPvi008/tXW84sZq9gTDMP6aecHsg3lhlr/Ia4wzOa1mf4iOjjZtoDBTXF9/vXr1Mr1qav78+ec1kXz88cemDVQ33HCDIiMjC11Tjx49TGPfffedjh07VugcTrBqqvn6669tvwr4k08+sXU8SSpRooRpzO6GvKJ+5ZLV8zljxgzbp7W38/kMDQ1V9+7dTeNffPGFbbngX7Vr11bfvn1N4wcPHtQzzzzjYkW+u+KKK0xjn332me0NXzNnzrRsTrCq51zFfd85ffp0V8e85JJLbM8H31i9F/7888/atm2brfmcOLZxWkJCgu655x7TeFZWlh544AH3CioEq/3eN998o9TUVFvzrVmzxnLGj/zuh60+O3z55Ze2v3/AXVdddZVpbNq0aaazNAa6QP1MXFyYfddZVJdwBAC4jwYIAMiHbt26mcY++eQTW6/yOnTokGWXvNUJE2+ioqJMY5mZmQUaKy8RERGmMTtPRGVnZ+vNN9+0bbziqGzZsmrUqJFpPK8mBDsaINq3b2+Z2+qqiLZt2xb4RH1xff1FREToxhtv9BozDEMff/zx335m1UBV2OUvzujUqZPpyaS0tDS99dZbtuSx22WXXWZ61f2JEyc0depU23IdO3ZMX331lW3jndGgQQPT2OrVq23Lc+TIEdMlVoqKyy67THFxcV5jmZmZmjZtmm25MjIybD/BeP3115vGJk2axNrBxchzzz1num67JL3xxhuaO3euixX93Y4dO/I1dbrVMWhycrLlVcK+sHo/q1+/vmrWrJnvsWrVqmV6nGDnvjM7O1sfffSRbePl12effWbreKmpqZafRwo6SxecU6dOHctlEc49TiyMnJycgG1Cf+yxxyxngvnqq6/88rd7xpEjR/LVPNW1a1fTq55Pnjypzz//3Na6rPbDCQkJ+W6G6tOnj+n74NatW22vG+7q1auX6cno7OxsjR071uWK3BGon4mLC7PvOu3+nhMAELhogACAfLj55ptNY3v37rX1g82IESNM19sNCQnRTTfdVKDxSpYsqZAQ77t7u6fwL1u2rGlsx44dtuV57733lJycbNt4xZXVl9MLFizQli1bvD6OJUqUULNmzQqdv23btl5PNmzatEkHDhywnAHCagYLM8X59WfVuHD2F5NLlizR1q1bvW7XuHFjXXzxxbbUExERoVtvvdU0Pnr0aKWkpNiSy05RUVHq06ePafxf//qXsrKybMk1cuRIR758qVGjhumMIL/88ottr8133nmnyH95FB0drZ49e5rG//3vfys7O9uWXC+99JLtM0r06dPHdM3k7OxsPffcc7bmg//Uq1fP8urj3Nxc3XTTTdq+fbuLVf1hxYoVatu2rXbt2pXntm3btrVsOnjqqadsu4p36dKllk1H/fv3L9B4ERERpss2/P7771q+fHmBxjPz+eefa9++fbaMVRBLly5VUlKSbeN9/PHHpp9HSpQoQQNEEXPDDTeYxsaMGaODBw/akuedd97J176iKCpVqlSes+3cc889+uWXX1yq6P9t27ZNbdu21cqVK/PctkqVKpaN6s8//7xtx287d+7UO++8Yxrv27dvvhvWK1asqN69e5vG//3vf5vuc1D0lS9f3nKZxVdffdX22WiKgkD9TFxclC5d2uvP09PTA2J5OQCA82iAAIB8aN++verVq2caf+aZZ2z5YunXX3/Ve++9Zxrv0qWLqlWrVqAxQ0JCVLFiRa+xrVu32jp7hdUJ6Hnz5tkyFd2mTZv0yCOPFHqcYGDVRJCUlGQ6xXq7du1Mm2YKIjo62nRd4o8++sjyC1Rfvlgvzq+/li1bmp642bJli3766SdJf6xhbMau2R/OuO+++0yvpj106JBuuOEGV9dAz68777zTNLZz5069/PLLhc6xceNGvf7664Uex8xFF13k9ee5ubm2XJm5ZcsWvfTSS4Uexw233367aWzTpk22PA87d+7UK6+8UuhxzhUeHq7777/fNP7+++/beuUu/GvUqFGqXbu2afzgwYPq1KmTqzN/vPXWW2rXrp1+//33fG3v8Xgs/+ZWrFih999/v9B15ebm6t577zVdzik8PNyn9zSzfadkz1Xyhw8f1mOPPVbocXz10EMP2TJOamqqRo4caRq/9tprLWfdgvtuvfVW06vr09LSNHz48ELnOHz4sJ5++ulCj+NPw4YNs5yx4MSJE+ratauts8LkZcqUKWrZsqW2bNmS79+54447TGN79uzRv//9bztK0wMPPGDZGGxVhzdW+6ikpCTdfffdBRoPRYvVMjIZGRkaMGBAkfxsWFiB+pm4OKhSpYppbOPGjS5WAgAoqmiAAIB88Hg8evzxx03jqampuuWWWwp11duxY8c0cOBAyzGefPJJn8auX7++15+np6dr8eLFPo3pTWxsrBo3buw1lpGRUegTUSkpKerXr1+Rvyq5qOjYsaPpFKmGYeg///mP15gdy1+cYbYMxmuvvWb6OzExMWrVqlWBcxX319+gQYNMYxMmTNCJEyc0efJkr/GwsLACXy2blxo1aui+++4zjc+ZM0fDhg0zPYFll++//75AszZcdtllatOmjWn8+eef16JFi3yuJyMjQzfccINtMw94Y7Xe8ksvvaSjR4/6PHZWVpZuuOEGpaen+zyGm6644gpdeOGFpvFnn31W69ev93n87OxsDR482LaZQc71wAMPqGrVqqbxO++8M19TYhfG8ePHNX/+fEdz4I/3tokTJyo8PNx0m507d6p169ZaunSpo7Xs3r1bvXr10r333lvg1/Y999xjOY38o48+qk2bNhWqvqefftrySuiBAwdafultxmrf+f777xfoBOS5cnNzdcstt/h1hrLZs2frm2++KfQ4zzzzjA4fPmwat3rvh3/UqFFDffv2NY1/9NFH+t///ufz+Dk5ORowYEDAX8kcEhKiCRMmmE5ZL/1xvN++fXvNmDHD0VqOHDmi2267TX379lVqamqBfrdfv36WDXWvvvpqoY8d3n//fcul3Dp16qTWrVsXaMxLLrlE1113nWn8gw8+sKUR2Upubq6+/fZbR3MEq3bt2lkuHbt06VLLxt9AFaifiYsDs+85pT+OiQAAoAECAPKpf//+pldgS9LMmTN1yy23+NTdffz4cfXo0cNy6toePXrosssuK/DYkiy/nBg5cqRt0xVLf6xLaua5557TsmXLfBo3OTlZ7du315o1a3wtLeiUKVPGtCFA+uOLN2/sbIAwG8sst/THl2O+XllYnF9//fv3N11b9fPPP9dnn32mY8eOeY137drVdKr9wnj66adVo0YN0/hbb72lq6++ulAn5L05ffq0Jk2apObNm6tLly4F/rLHanaDU6dOqUePHpZLtJhJSUlRt27dHH+dDBw40PRKz8OHD2vIkCE+vRcdPXpUnTt3ztcUzEXJ888/bxpLT09X9+7dfZp29/Tp0xowYIBPr4X8io6O1ptvvmkaz8rKUufOnR2ZUSQ5OVnDhw9XtWrV9N///tf28XG+Sy65ROPGjbPc5sCBA+rQoYOefPJJ27/ITktL03PPPaeGDRvq66+/9mmMxMREy6bgtLQ0de3a1XQ5pryMGTPG8m86NjZWI0aM8GnsPn36qGTJkl5jJ0+e1C233OJTk2NWVpauv/56W5oPCuvWW2/Vzp07ff79L7/8Um+88YZp/Morr1Tz5s19Hh/Oee655yyPnwcNGmTaKGslKytL/fr1KzYnk+rUqaPJkyebHlNLf3w279Onj4YMGVLg5oS8ZGVl6c0331S9evX04Ycf+jRGaGio5X4yOztbffr00c8//+zT+F988YXlbAwhISF64YUXfBr7P//5j2UDymOPPabBgwfbMnPf2TIzM/X222+rXr16lsubonDGjBmj6Oho0/jbb7+tQYMG2XZ8s27dOg0dOtSWsQojUD8TBzqr7znfeustHTp0yMVqAABFEQ0QAJBPYWFhGjt2rOXSABMnTlSnTp20Y8eOfI/766+/qlWrVpZXHMfGxlqeIMmLVSf+vHnzdMUVV+j777+35Yplq6uPMjIy1L17d02bNi3f4xmGoYkTJ6ply5Zat27d32JRUVE+1xksrJbB8CY+Pt7yauqCuvTSS01P1JopaM1nK86vvwoVKpg2eKSlpenBBx80/V27l784IyEhQZ988onll8izZs3SBRdcoHfeeadQX8rk5uZq0aJFGjZsmKpXr64BAwb43GjQvn17yxkxjh07ps6dO+vpp5/O98mwb7/9VhdeeOF5s+pYXd3vq0qVKlnu16dMmaL+/fsXaBaH2bNnq02bNlqyZMnffm713BYV3bt3V8+ePU3je/bsUevWrS2vZDzXzp07dcUVV+jzzz//28+dmPa9V69elicasrOzNWzYMHXt2rVQs5NIf+wrJk2apD59+qhmzZp66aWXbD+5A2uDBw/Wv/71L8ttsrOz9cILL6hu3boaPXq0aXNbfm3atEnDhw9X9erVC7RfM/Pggw+qadOmpvFdu3apdevWmjJlSr7HTEtL0+23365//vOfltv961//UvXq1fM97tmioqJ00003mcaXLFmiHj16FOgL8+XLl6t9+/bnHVv4a9956NAhdezYUZs3by7w706bNk033XST6VWqISEhjiwHBHvUqVNHjz76qGn81KlT6tevn+6+++58n4T76aef1KpVK02dOvVvP3fi2MZNV155pcaNG2f5ud4wDI0bN061a9fWs88+W+jlLvfs2aMXXnjhr6vFC3sitF+/fpaN3ykpKerYsaPeeeedfF/scPLkST355JPq16+f5fcCd999t0+z9UlStWrVNHbsWMttJkyYoBYtWujTTz/V6dOnfcoj/fFe+t133+mOO+5Q1apVdc899/jUEIv8q1+/vkaNGmW5zcSJE9W8eXPNmTPHpxynT5/W7Nmzdc0116hZs2b67LPPfBrHToH6mTjQtWvXTrGxsV5jhw4dUqtWrfTxxx8X+jgaABDADAAoxjp06GBI8nobNGiQT2OOHDnSdMwzt8jISGPIkCHGTz/9ZJw+ffq8MU6ePGl8//33xj/+8Q8jJCQkz/E+++yzQj0OOTk5Rs2aNfPMEx4ebjRs2NC49NJLjS5duhhdu3b1evv4448t83Xr1i3PXN26dTNmzJhhHD9+3OsY27ZtM0aPHm20aNHC6+8nJiYa//rXv0zH/+ijj3x6rKxeM4Fo6tSpeT4XZ9+6d+9uew0tW7YsUA1LliwpVL5Afv3l5YsvvijQYynJKFWqlHHy5ElH6jljwoQJhsfjybOWcuXKGf/85z+N6dOnG0eOHLEc89ixY8aiRYuM119/3Rg8eLBRoUIF03FTUlIKXHNqaqpRo0aNfD1+999/v/Htt98au3fvNk6cOGFkZ2cbhw8fNpYuXWq8/PLLRvPmzb3+bo0aNYw333zTkdfJ4sWL83zMK1asaLzxxhvG3r17vY6xb98+44MPPjA6duzo9feHDh1qVK9e3WusevXqPtW9Y8cO03p9fV82DMM4cOCAUbZs2TyfzyuuuMKYOnWqkZ6eft4YOTk5xs8//2zcc889RlRU1Hm/Gx0dbTzxxBOOPJ+nTp0yunbtmq+/6TZt2hgvvfSSsWzZMiM7O9ty3N27dxtfffWV8eyzzxrdunUzIiIivI7Zu3dvn2uHb0aNGpXv/XhUVJRxzTXXGO+++67x22+/GadOnbIc++DBg8bs2bONJ554wvR97NzbtGnTClR/UlKSERcXl+e4l156qfHZZ58ZqampXsfZuHGj8cwzz+Tr77d79+5Gbm5ugeo819atW43o6GjLPCVKlDBeeOEFY8uWLV7HOHLkiPHZZ58ZvXv39vr7V111ldG+fXvT8X3x0UcfmY5XuXLl836WkJBgvPvuu14/h5wrNTXVuP/++/N8T/nnP//pU+151e/rvvOZZ54xHXP+/Pk+jWk2XocOHXwaz4oTj8mpU6eMVq1a5fm3FBsba9x2223G1KlTjW3bthmZmZnG6dOnjZSUFOPXX3813njjDaNdu3ZefzcxMdH45JNPTMd+5plnbH2cnDRp0iQjNDQ0X/vIsLAwo0uXLsZ///tf4+effzaysrIsx05JSTEWLFhgjBw50mjXrl2+jpNHjx5doPoPHDhgVKpUKc9xmzZtarz33nvG77//7nWcnTt3Gq+++qrpMd/Zt+bNmxuZmZkFqtOb/HynIv1xLP3EE08Ys2fPNv3cdsaRI0eMuXPnGq+++qpxww03GCVLljR9Dfti/vz5rr3u3fhOwol90BmDBg3K1/PbokULY8yYMUZSUpLp+3tubq6xceNGY9KkScYdd9xhlC5dulDPp5PPY6B9JrZ6nnbs2OH7A2HCLFdh3mMHDhyY5+Pt8XiMGjVqGG3btjU6d+5s+j3nI488Yt+dBQAUCUX/ki4AKGKeeuopbdiwwbLT/OTJkxo7dqzGjh2r2NhY1atXTyVLlpRhGDp8+LC2bNmS767vESNG6IYbbihUzSEhIXrqqad02223WW6XnZ2tDRs25DlemzZtLOMvvvii5s2bp1OnTpluM3v2bM2ePVuhoaGqW7euSpcurYiICB06dEgHDhywXHvY4/HovffeU0ZGRp61BrsOHTrI4/Hke81JO5e/OKN9+/ZasWJFvraNjY3VxRdfXKh8xfn116tXL5UqVapAV43deOONjly1fraBAwcqPT1d9913n+VVZgcPHtTo0aM1evRoeTwelStXTqVKlVKpUqUUGRmptLQ0paamKjU1VUePHnV0rdTExETNmDFDl112meVVIUePHtXrr79e4CUIIiMj9emnn2rTpk2m2xR0dpSzXXrppbr33nstpyrfv3+/7rvvPt13332qXr26ypcvr7i4OB05ckQHDx7U/v37TX+3VatWGj16tGbOnOlzjW4qX768Jk+erK5du1r+7c+bN0/z5s1TWFiY6tSpo/LlyyssLEypqanavHmzjh8/bvq7L774ohISEpwoX+Hh4Zo6dap69+6tuXPnWm67bNmyv5bziYqK+tvfUXZ29l9/QykpKQWaBQTuGj58uCpVqqShQ4fmOSNDVlaWpk2b9tcsA6GhoapcubLKly+vmJgYRUREKCMjQ+np6dq1a5fS0tIcr79hw4b69NNPdd1111leKbxkyRItWbJEISEhqlmzpipXrqyIiAilp6dr69atlu+3Z2vWrJk++eQTeTyeQtVdu3Zt/fvf/9ZDDz1kuk1qaqqeeOIJPfHEE6pcubIqVKigxMREpaam6uDBg0pOTjZ9r6tVq5YmTpxouc693YYPH65XX31Vu3bt+utnx44d01133aUXX3xRAwcOVKdOndSgQQOVKlVKOTk5+v3337VmzRrNnDlTn376aZ5XRzZr1izPq3rhf+Hh4fryyy/Vpk0b7d2713S7jIwMffDBB/rggw8KNL7H49EHH3yg0qVLm25TmGMbt918880qXbq0+vfvb7k8n/THVedz5sz566p1j8ejihUrqlKlSoqJiVFkZKROnDih9PR07d27N9/7tsIoX768pk+frk6dOlkev6xdu1Z33HGH7rzzTlWtWlXVqlVTdHS0MjIytHPnTiUnJ+crX9WqVTV9+nTLJQ7ya8SIEcrIyLBclk76Y0auF154QS+88IJCQ0P/dsxz5vjt7OMeFA3jxo1TSkqKZsyYYbndypUr/1p6Ly4uTjVr1lTJkiUVERGhtLQ0paSk6MCBAwFzPBuIn4kD3eOPP67PPvvM8ljUMAzt3LkzzyXCgm0JEQAICn5tvwAAhzkxA4RhGEZ2drZxww035KurvTC3J554wrbHIjc317j66qttqSs/nfETJkxw7HH5z3/+YxiGM1ctFLcZIAzDMJo2bZrvx3bp0qW2558+fXq+83fp0sWWnIH6+suPe+65p0D1/vLLL47Vcq4pU6YYsbGxjj32ZjdfZoA4Y+HChUZCQoKt9YSGhhr/+9//DMOwfp18/vnnhXq809PTjXr16tn+eDZq1Mg4fPiwYRhGwMwAccZnn31mhIWF2f6Y3HnnnYZhOP93f/LkyXxdyWT3jRkg/Gft2rVG48aNXX/Oz9wiIiKM4cOHe50VJT+mTJliREZGOlrjBRdcYBw8eNC2xzwnJ8f06vbC3CpWrGhs377dMAz7jyfz2vcsXrzYseehQoUKxs6dOwv1mDMDxPmcfD9Zv359vmYGKOjtlVdeMQzD+grql156yYZHx127d+82LrvsMkf3Y1a3kJAQ44477vjr2KugFi9ebJQoUcLRGqtXr246K05hvPHGG0Z4eLirjzczQPzB6WPaU6dOGQMGDChyz6cbz2OgfCYuDjNAGIZhvPzyy7Y8fk681wMA/Mt8wTsAgKmwsDB9+umnGjlypCNXucTExGjChAl6/vnnbRvT4/Fo8uTJ6tu3r21jWhk4cKBefPFFy7VVCyo8PFzjxo3Lc31o/N3ll1+er+1iY2PVsmVL2/O3a9cu31dsduzY0Zacxfn1N3jw4Hxv26RJE0eeUzPXXXedVq9enecsMXaKiIgo1H64ffv2WrhwoWrWrGlLPTExMZo2bZr69esnSZZX1UZFRRUqV2xsrObMmWNb7dIff68LFy60vLqzKLvhhhv05Zdfmq4H64uhQ4fqnXfesW08KxEREZowYYImTpyoEiVKuJJTki1Xc8I3TZo00apVq/TKK68oPj7etbyhoaEaMGCAkpKSNGrUKJ//Zq677jotXLhQVapUsbnCP/zjH//QkiVLVLZsWdvGDAkJ0VdffaWLLrrItjEbNWqkJUuW2Lo/LohLL71UH374oa3HPZJUoUIFzZkzR9WrV7d1XDirUaNG+umnn3ThhRfaMl5YWJjGjh2rhx9+WJKzxzb+ULVqVf3444/68MMPVa5cOVdz9+zZU7/++qvGjRvn87HXpZdequXLl6tRo0Y2V/eHjh076pdfflGdOnVsH/vee+/VTz/9pPr169s+thmOedwRHh6uiRMn6u2331ZMTIy/y3FVIH4mDmSPPPKIRo0aFbT3HwBgjgYIAPCRx+PRiBEjtGzZMlu/QO3WrZvWrl2rgQMH2jbmGTExMZo8ebJmzJihSy65xPbxz/XYY49p5syZtpxIa9asmX788UfdcccdNlQWXPLbVHDJJZcoLMz+1bFKlSqlJk2a5Gvb/DZr5Edxff21bNky34/noEGDHK7mfHXq1NFPP/2kiRMnqkaNGo7ladmypd544w0lJycX+qRh8+bNtXr1at15552F+uKkQ4cOWrNmjXr27PnXz1JTU023L1WqlM+5zqhevbp+/vlndevWrVDjhIWFafjw4frhhx9UpkyZQtflT2dOJhS2+Sc+Pl7vvvuu3n77bdtPKuZlwIAB2rJli+677z7HTiZFRUWpX79+mjlzpiZNmuRIDuRPeHi4Hn74YW3fvl3PPvusoyfgSpUqpX/+85/atGmTJk6cqNq1axd6zNatW2v9+vUaOnSobccRVapU0eTJk/X555/b2tB0RsmSJfXjjz8W+njb4/Hotttu09KlS/3W/HDGTTfdpKlTp9p2cq9Zs2ZavHixmjZtast4cFf16tW1bNkyPf7444V6H2nWrJmWLVumO++886+fOX1s4w8ej0e33HKLtm3bptGjRzt6DBsbG6vbb79dq1ev1owZM9S8efNCj1mvXj2tXLlSI0aMsG0fUKpUKb311luaN2+erU1o52rZsqXWrl2rMWPGOPb+5/F41LFjR3300UfasmWLIzng3dChQ5WUlKTrrruu0MtYnats2bK67777bB3TLoH4mTiQDR8+XKtWrVLfvn0VHh7u73IAAEUEDRAAUEgtW7bUihUr9M0336hr164+nTyLiopS3759tXTpUs2aNUu1atVyoNL/17NnTy1ZskQ7d+7Ue++9pzvuuEMdOnRQrVq1lJiYaOsHhq5du2rTpk165plnfDoR3bx5c3344Yf69ddfz+ugj4qKUunSpb3eAvHqI6d06NAhX182dOjQwdEa8hIXF2f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",
      "text/plain": [
       "<Figure size 1800x5400 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Analyze the results\n",
    "\n",
    "# Uncomment below to load from file\n",
    "# batch_tap = web.Batch.from_file(\"data/20260126 taper sweep/batch.hdf5\")\n",
    "# batch_tap_results = batch_tap.load(\"data/20260126 taper sweep/\")\n",
    "\n",
    "# Define arrays\n",
    "Nwg_mode_tap = np.zeros([len(taper_slope_sweep), len(taper_length_sweep)])\n",
    "Wg_mode_tap = np.zeros([len(taper_slope_sweep), len(taper_length_sweep)])\n",
    "\n",
    "# Populate data arrays with coupling coefficients averaged across simulated frequencies and normalized by the dipole source power\n",
    "for i in range(len(taper_length_sweep)):\n",
    "    for j in range(len(taper_slope_sweep)):\n",
    "        tl = taper_length_sweep[i]\n",
    "        ts = taper_slope_sweep[j]\n",
    "        if (nwg_width / 2 - ts * tl) > 0:\n",
    "            dipole_power = np.mean(\n",
    "                batch_tap_results[\n",
    "                    f\"taper_length={tl:.3f}um;taper_slope={ts * 1e3:.3f}\"\n",
    "                ][\"flux_dip\"].flux\n",
    "            )\n",
    "            norm_coup_nwg = (\n",
    "                np.mean(\n",
    "                    np.abs(\n",
    "                        batch_tap_results[\n",
    "                            f\"taper_length={tl:.3f}um;taper_slope={ts * 1e3:.3f}\"\n",
    "                        ][\"Nwg_mode\"].amps.sel(direction=\"+\")\n",
    "                    )\n",
    "                    ** 2\n",
    "                )\n",
    "                / dipole_power\n",
    "            )\n",
    "            norm_coup_wg = (\n",
    "                np.mean(\n",
    "                    np.abs(\n",
    "                        batch_tap_results[\n",
    "                            f\"taper_length={tl:.3f}um;taper_slope={ts * 1e3:.3f}\"\n",
    "                        ][\"Wg_mode\"].amps.sel(direction=\"+\")\n",
    "                    )\n",
    "                    ** 2\n",
    "                )\n",
    "                / dipole_power\n",
    "            )\n",
    "            Nwg_mode_tap[j][i] = norm_coup_nwg\n",
    "            Wg_mode_tap[j][i] = norm_coup_wg\n",
    "\n",
    "# Redefine ticks in nm for plotting\n",
    "len_tick = [1, 5, 10, 15, 20, 25, 30, 35, 40, 45, 50]\n",
    "slope_tick = np.linspace(2e-3, 30e-3, 15) * 1e3\n",
    "\n",
    "# Initialize figure\n",
    "fig, axs = plt.subplots(3, 1)\n",
    "fig.tight_layout()\n",
    "fig.set_size_inches(6, 18)\n",
    "fig.set_dpi(300)\n",
    "c_map = cm.get_cmap(\"plasma\")\n",
    "\n",
    "# Set invalid taper length and slope combinations to NaN in array and white on plot\n",
    "c_map.set_bad(\"white\")\n",
    "Nwg_mode_tap_copy = Nwg_mode_tap.copy()\n",
    "Nwg_mode_tap[Nwg_mode_tap == 0] = np.nan\n",
    "Wg_mode_tap_copy = Wg_mode_tap.copy()\n",
    "Wg_mode_tap[Wg_mode_tap == 0] = np.nan\n",
    "\n",
    "# Coupling through the taper between light in the nanowaveguide mode and the waveguide mode found using the ratio of the total coupling in the two modes\n",
    "Nwg_Wg_coup_tap = Wg_mode_tap / Nwg_mode_tap\n",
    "\n",
    "# Plot data arrays\n",
    "im1 = axs[0].imshow(\n",
    "    Nwg_mode_tap,\n",
    "    interpolation=\"none\",\n",
    "    cmap=c_map,\n",
    "    aspect=\"auto\",\n",
    "    extent=[0.5, 50.5, 30.5, 0.5],\n",
    ")\n",
    "im2 = axs[1].imshow(\n",
    "    Nwg_Wg_coup_tap,\n",
    "    interpolation=\"none\",\n",
    "    cmap=c_map,\n",
    "    aspect=\"auto\",\n",
    "    extent=[0.5, 50.5, 30.5, 0.5],\n",
    ")\n",
    "im3 = axs[2].imshow(\n",
    "    Wg_mode_tap,\n",
    "    interpolation=\"none\",\n",
    "    cmap=c_map,\n",
    "    aspect=\"auto\",\n",
    "    extent=[0.5, 50.5, 30.5, 0.5],\n",
    ")\n",
    "\n",
    "# Figure formating for emitter to nanowaveguide coupling analysis\n",
    "axs[0].set_title(\"Emitter to Nanowaveguide - Coupling Coefficient\", fontsize=18)\n",
    "axs[0].set_ylabel(\"hBN  Thickness (nm)\", fontsize=18)\n",
    "axs[0].set_xlabel(\"Si3N4 Thickness (nm)\", fontsize=18)\n",
    "axs[0].set_xticks(len_tick)\n",
    "axs[0].set_yticks(slope_tick)\n",
    "axs[0].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "axs[0].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "axs[0].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "axs[0].set_ylabel(\"Taper Slope (nm/$\\mu m$)\", fontsize=18)\n",
    "axs[0].set_xlabel(\"Taper Length ($\\mu m$)\", fontsize=18)\n",
    "\n",
    "cbar1 = plt.colorbar(im1)\n",
    "cbar1.set_label(\"Coupling Coefficient\", fontsize=18)\n",
    "cbar1.ax.tick_params(labelsize=18)\n",
    "\n",
    "# Figure formating for emitter to nanowaveguide coupling analysis\n",
    "axs[1].set_title(\"Nanowaveguide to Waveguide - Coupling Coefficient\", fontsize=18)\n",
    "axs[1].set_xticks(len_tick)\n",
    "axs[1].set_yticks(slope_tick)\n",
    "axs[1].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "axs[1].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "axs[1].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "axs[1].set_ylabel(\"Taper Slope (nm/$\\mu m$)\", fontsize=18)\n",
    "axs[1].set_xlabel(\"Taper Length ($\\mu m$)\", fontsize=18)\n",
    "\n",
    "cbar2 = plt.colorbar(im2)\n",
    "cbar2.set_label(\"Coupling Coefficient\", fontsize=18)\n",
    "cbar2.ax.tick_params(labelsize=18)\n",
    "\n",
    "# Figure formating for emitter to nanowaveguide coupling analysis\n",
    "axs[2].set_title(\"Total Waveguide - Coupling Coefficient\", fontsize=18)\n",
    "axs[2].set_xticks(len_tick)\n",
    "axs[2].set_yticks(slope_tick)\n",
    "axs[2].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "axs[2].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "axs[2].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "axs[2].set_ylabel(\"Taper Slope (nm/$\\mu m$)\", fontsize=18)\n",
    "axs[2].set_xlabel(\"Taper Length ($\\mu m$)\", fontsize=18)\n",
    "\n",
    "cbar3 = plt.colorbar(im3)\n",
    "cbar3.set_label(\"Coupling Coefficient\", fontsize=18)\n",
    "cbar3.ax.tick_params(labelsize=18)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "4e63e3b7",
   "metadata": {},
   "source": [
    "As before, we pick the taper length and slope that maximize the total coupling and use them in the following simulations."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "41307857",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Maximum total coupling of 0.339 with 9.0 um taper length and 17.0 nm/um taper slope\n"
     ]
    }
   ],
   "source": [
    "max_flat_index = np.nanargmax(Wg_mode_tap)\n",
    "ts_ind, tl_ind = np.unravel_index(max_flat_index, Wg_mode_tap.shape)\n",
    "\n",
    "max_tl = taper_length_sweep[tl_ind]\n",
    "max_ts = taper_slope_sweep[ts_ind]\n",
    "max_coup = Wg_mode_tap[ts_ind][tl_ind]\n",
    "\n",
    "print(\n",
    "    f\"Maximum total coupling of {max_coup:.3f} with {max_tl} um taper length and {max_ts * 1e3:.1f} nm/um taper slope\"\n",
    ")  # Output: 89\n",
    "\n",
    "taper_length = max_tl\n",
    "taper_slope = max_ts"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "f63f0e1e",
   "metadata": {},
   "source": [
    "### High-Resolution Simulation\n",
    "\n",
    "With the nanowaveguide geometry optimized, we run a single high-resolution simulation to inspect the mode profiles and the mode transformation along the taper. We add two [ModeSolver](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.mode.ModeSolver.html) monitors at the input and output planes and a [FieldMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldMonitor.html) along the taper after the dipole."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "7c85eaa0",
   "metadata": {},
   "outputs": [],
   "source": [
    "def Nanowaveguide_sim_hires():\n",
    "\n",
    "    # Set up simulation region size\n",
    "    x_domain_size = (nwg_straight / 2 + taper_length + 2) * 2\n",
    "    y_domain_size = 4 * waveguide_width\n",
    "    z_domain_size = 1\n",
    "\n",
    "    # Set up dipole source with TE polarization\n",
    "    dipole = td.PointDipole(\n",
    "        name=\"dipole\",\n",
    "        center=(0, 0, waveguide_thickness / 2 + dipole_height),\n",
    "        source_time=td.GaussianPulse(\n",
    "            freq0=freq0,\n",
    "            fwidth=fwidth,\n",
    "        ),\n",
    "        polarization=\"Ey\",\n",
    "    )\n",
    "\n",
    "    # Set up flux monitor for dipole power normalixation\n",
    "    flux_dip = td.FluxMonitor(\n",
    "        center=(0, 0, 0),\n",
    "        size=(0.8 * x_domain_size, 0.8 * y_domain_size, 0.8 * z_domain_size),\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        name=\"flux_dip\",\n",
    "    )\n",
    "\n",
    "    # Set up mode monitor to measure power emitted into fundamental mode shared nanowaveguide and waveguide\n",
    "    Nwg_mode = td.ModeMonitor(\n",
    "        name=\"Nwg_mode\",\n",
    "        center=[(nwg_straight / 2) - 1, 0, 0],\n",
    "        size=[0, td.inf, td.inf],\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        mode_spec=td.ModeSpec(num_modes=1),\n",
    "    )\n",
    "\n",
    "    # Set up mode monitor to measure power coupled into fundamental waveguide mode\n",
    "    Wg_mode = td.ModeMonitor(\n",
    "        name=\"Wg_mode\",\n",
    "        center=[nwg_straight / 2 + taper_length + 1, 0, 0],\n",
    "        size=[0, td.inf, td.inf],\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        mode_spec=td.ModeSpec(num_modes=1),\n",
    "    )\n",
    "\n",
    "    # Set up waveguide structure\n",
    "    Waveguide = td.Structure(\n",
    "        name=\"Waveguide\",\n",
    "        geometry=td.Box(size=[td.inf, waveguide_width, waveguide_thickness]),\n",
    "        medium=Si3N4,\n",
    "    )\n",
    "\n",
    "    # Set up substrate structure\n",
    "    Substrate = td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center=[0, 0, -sub_thickness / 2 - waveguide_thickness / 2],\n",
    "            size=[td.inf, td.inf, sub_thickness],\n",
    "        ),\n",
    "        name=\"Substrate\",\n",
    "        medium=SiO2,\n",
    "    )\n",
    "\n",
    "    # Set up nanowaveguide structure. NOTE: If the taper length and slope are such that the nanowaveguide end in a single point, an error will occur.\n",
    "    Nanowaveguide = td.Structure(\n",
    "        geometry=td.PolySlab(\n",
    "            slab_bounds=[\n",
    "                waveguide_thickness / 2,\n",
    "                waveguide_thickness / 2 + nwg_thickness,\n",
    "            ],\n",
    "            vertices=[\n",
    "                [\n",
    "                    -nwg_straight / 2 - taper_length,\n",
    "                    nwg_width / 2 - taper_slope * taper_length,\n",
    "                ],\n",
    "                [-nwg_straight / 2, nwg_width / 2],\n",
    "                [nwg_straight / 2, nwg_width / 2],\n",
    "                [\n",
    "                    nwg_straight / 2 + taper_length,\n",
    "                    nwg_width / 2 - taper_slope * taper_length,\n",
    "                ],\n",
    "                [\n",
    "                    nwg_straight / 2 + taper_length,\n",
    "                    -(nwg_width / 2 - taper_slope * taper_length),\n",
    "                ],\n",
    "                [nwg_straight / 2, -nwg_width / 2],\n",
    "                [-nwg_straight / 2, -nwg_width / 2],\n",
    "                [\n",
    "                    -nwg_straight / 2 - taper_length,\n",
    "                    -(nwg_width / 2 - taper_slope * taper_length),\n",
    "                ],\n",
    "            ],\n",
    "        ),\n",
    "        name=\"Nanowaveguide\",\n",
    "        medium=hBN_ani,\n",
    "    )\n",
    "\n",
    "    # Set up field monitor\n",
    "    field_monitor = td.FieldMonitor(\n",
    "        center=(x_domain_size / 4 + 0.1, 0, 0),\n",
    "        size=(x_domain_size / 2, 0, td.inf),\n",
    "        freqs=[\n",
    "            freq0\n",
    "        ],  # NOTE: small offset in the center x-coordinate prevents dipole source from drowning out the field in the taper\n",
    "        name=\"field\",\n",
    "    )\n",
    "\n",
    "    # Create simulation\n",
    "    min_steps_per_wvl = 20\n",
    "    run_time = 1e-11\n",
    "    shutoff = 5e-5\n",
    "\n",
    "    sim = td.Simulation(\n",
    "        size=[x_domain_size, y_domain_size, z_domain_size],\n",
    "        center=(0, 0, 0),\n",
    "        run_time=run_time,\n",
    "        shutoff=shutoff,\n",
    "        grid_spec=td.GridSpec.auto(\n",
    "            min_steps_per_wvl=min_steps_per_wvl, wavelength=td.C_0 / freq0\n",
    "        ),\n",
    "        medium=vacuum,\n",
    "        sources=[dipole],\n",
    "        monitors=[Nwg_mode, Wg_mode, flux_dip, field_monitor],\n",
    "        structures=[Waveguide, Substrate, Nanowaveguide],\n",
    "    )\n",
    "\n",
    "    mon_plane_nwg = td.Box(\n",
    "        center=[(nwg_straight / 2) - 1, 0, 0],\n",
    "        size=[0, 4 * waveguide_width, 4 * (waveguide_thickness + nwg_thickness)],\n",
    "    )\n",
    "    mode_spec = td.ModeSpec(num_modes=1)\n",
    "    ms_nwg = ModeSolver(\n",
    "        simulation=sim, plane=mon_plane_nwg, mode_spec=mode_spec, freqs=[freq0]\n",
    "    )\n",
    "    modes_nwg = ms_nwg.solve()\n",
    "    modes_nwg.to_dataframe()\n",
    "\n",
    "    mon_plane_wg = td.Box(\n",
    "        center=[nwg_straight / 2 + taper_length + 1, 0, 0],\n",
    "        size=[0, 4 * waveguide_width, 4 * (waveguide_thickness + nwg_thickness)],\n",
    "    )\n",
    "    mode_spec = td.ModeSpec(num_modes=1)\n",
    "    ms_wg = ModeSolver(\n",
    "        simulation=sim, plane=mon_plane_wg, mode_spec=mode_spec, freqs=[freq0]\n",
    "    )\n",
    "    modes_wg = ms_wg.solve()\n",
    "    modes_wg.to_dataframe()\n",
    "\n",
    "    fig, axs = plt.subplots(\n",
    "        2,\n",
    "        1,\n",
    "    )\n",
    "    fig.tight_layout()\n",
    "    fig.set_size_inches(8, 10)\n",
    "\n",
    "    Ex1 = modes_nwg.Ex\n",
    "    Ey1 = modes_nwg.Ey\n",
    "    Ez1 = modes_nwg.Ez\n",
    "\n",
    "    E1 = (abs(Ez1) ** 2 + abs(Ex1) ** 2 + abs(Ey1) ** 2) ** (1 / 2)\n",
    "    E1 = E1 / np.max(E1)\n",
    "\n",
    "    Ex2 = modes_wg.Ex\n",
    "    Ey2 = modes_wg.Ey\n",
    "    Ez2 = modes_wg.Ez\n",
    "\n",
    "    E2 = (abs(Ez2) ** 2 + abs(Ex2) ** 2 + abs(Ey2) ** 2) ** (1 / 2)\n",
    "    E2 = E2 / np.max(E2)\n",
    "\n",
    "    im1 = E1.plot(x=\"y\", y=\"z\", ax=axs[0], cmap=\"jet\")\n",
    "    im2 = E2.plot(x=\"y\", y=\"z\", ax=axs[1], cmap=\"jet\")\n",
    "\n",
    "    axs[0].set_title(\"Mode x=0\", fontsize=18)\n",
    "    axs[1].set_title(\"Mode x=30\", fontsize=18)\n",
    "    axs[0].set_ylabel(\"Z ($\\mu m$)\", fontsize=18)\n",
    "    axs[0].set_xlabel(\"Y ($\\mu m$)\", fontsize=18)\n",
    "    axs[1].set_ylabel(\"Z ($\\mu m$)\", fontsize=18)\n",
    "    axs[1].set_xlabel(\"Y ($\\mu m$)\", fontsize=18)\n",
    "\n",
    "    # axs[0].yaxis.set_minor_locator(AutoMinorLocator())\n",
    "    axs[0].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "    axs[0].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "    axs[0].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "    axs[0].set_ylim(-0.2, 0.2)\n",
    "    axs[0].set_xlim(-0.3, 0.3)\n",
    "\n",
    "    # axs[1].yaxis.set_minor_locator(AutoMinorLocator())\n",
    "    axs[1].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "    axs[1].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "    axs[1].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "    axs[1].set_ylim(-0.2, 0.2)\n",
    "    axs[1].set_xlim(-0.3, 0.3)\n",
    "\n",
    "    cbar1 = im1.colorbar\n",
    "    cbar1.set_label(\"|E|\", fontsize=18)\n",
    "    cbar1.ax.tick_params(labelsize=18)\n",
    "\n",
    "    cbar2 = im2.colorbar\n",
    "    cbar2.set_label(\"|E|\", fontsize=18)\n",
    "    cbar2.ax.tick_params(labelsize=18)\n",
    "\n",
    "    plt.tight_layout()\n",
    "    plt.show()\n",
    "\n",
    "    return sim"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "febe13be",
   "metadata": {},
   "source": [
    "We plot the modes at the two monitor planes and run the high-resolution simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "2994fa29",
   "metadata": {},
   "outputs": [
    {
     "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\">13:00:13 -03 </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Use the remote mode solver with subpixel averaging for    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">better accuracy through </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d.web.run(...)'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or the deprecated    </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d.plugins.mode.web.run(...)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                </span>\n",
       "</pre>\n"
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       "\u001b[2;36m13:00:13 -03\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Use the remote mode solver with subpixel averaging for    \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31mbetter accuracy through \u001b[0m\u001b[32m'tidy3d.web.run\u001b[0m\u001b[32m(\u001b[0m\u001b[32m...\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m or the deprecated    \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'tidy3d.plugins.mode.web.run\u001b[0m\u001b[32m(\u001b[0m\u001b[32m...\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                \u001b[0m\n"
      ]
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    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/filipe/anaconda3/lib/python3.11/site-packages/scipy/sparse/_construct.py:543: FutureWarning: Input has data type int64, but the output has been cast to float64.  In the future, the output data type will match the input. To avoid this warning, set the `dtype` parameter to `None` to have the output dtype match the input, or set it to the desired output data type.\n",
      "Note: In Python 3.11, this warning can be generated by a call of scipy.sparse.diags(), but the code indicated in the warning message will refer to an internal call of scipy.sparse.diags_array(). If that happens, check your code for the use of diags().\n",
      "  A = diags_array(diagonals, offsets=offsets, shape=shape, dtype=dtype)\n",
      "/home/filipe/anaconda3/lib/python3.11/site-packages/scipy/sparse/_construct.py:543: FutureWarning: Input has data type int64, but the output has been cast to float64.  In the future, the output data type will match the input. To avoid this warning, set the `dtype` parameter to `None` to have the output dtype match the input, or set it to the desired output data type.\n",
      "Note: In Python 3.11, this warning can be generated by a call of scipy.sparse.diags(), but the code indicated in the warning message will refer to an internal call of scipy.sparse.diags_array(). If that happens, check your code for the use of diags().\n",
      "  A = diags_array(diagonals, offsets=offsets, shape=shape, dtype=dtype)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x1000 with 4 Axes>"
      ]
     },
     "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\">13:00:15 -03 </span>Created task                                                       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'Nanowaveguide_TL_9um_TS_17_wgT_120nm_nwgT_100nm_hires'</span> with       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>resource_id <span style=\"color: #008000; text-decoration-color: #008000\">'fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f'</span> and        \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:00:15 -03\u001b[0m\u001b[2;36m \u001b[0mCreated task                                                       \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'Nanowaveguide_TL_9um_TS_17_wgT_120nm_nwgT_100nm_hires'\u001b[0m with       \n",
       "\u001b[2;36m             \u001b[0mresource_id \u001b[32m'fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f'\u001b[0m and        \n",
       "\u001b[2;36m             \u001b[0mtask_type \u001b[32m'FDTD'\u001b[0m.                                                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79e</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">c-40ce-a772-ef15b20ae05f'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=315500;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=183452;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=315500;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=403111;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=315500;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[32m-2da1ca7b-79e\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=315500;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[32mc-40ce-a772-ef15b20ae05f'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/folder-431883bc-afbb-4cc8-a95f-ddfeaeeb059a\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=610502;https://tidy3d.simulation.cloud/folders/folder-431883bc-afbb-4cc8-a95f-ddfeaeeb059a\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "3537a11399a446b1996bf88d3293a1a5",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:00:20 -03 </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.396</span>. Minimum cost depends on task     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:00:20 -03\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m4.396\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:00:22 -03 </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.396</span>. Minimum cost depends on task     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:00:22 -03\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m4.396\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:00:26 -03 </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:00:26 -03\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>To cancel the simulation, use <span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or              \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete the task in the web UI.      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Terminating the Python script will not stop the job running on the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>cloud.                                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or              \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.      \n",
       "\u001b[2;36m             \u001b[0mTerminating the Python script will not stop the job running on the \n",
       "\u001b[2;36m             \u001b[0mcloud.                                                             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "2eb973da2c9c41de8bb63c01a2f29eb2",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:00:30 -03 </span>status = preprocess                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:00:30 -03\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:00:35 -03 </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:00:35 -03\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:00:36 -03 </span>running solver                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:00:36 -03\u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4e0838315c3f4b88be24feb4f324e6da",
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       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:03:00 -03 </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">16</span>%, exiting.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:03:00 -03\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m16\u001b[0m%, exiting.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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>status = postprocess                                               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                               \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "252e2e06b5474bd0960e452c5b7d2c4c",
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       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:03:04 -03 </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:03:04 -03\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:03:06 -03 </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79e</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">c-40ce-a772-ef15b20ae05f'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:03:06 -03\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=566885;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=759671;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=566885;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=635732;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=566885;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[4;34m-2da1ca7b-79e\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=566885;https://tidy3d.simulation.cloud/workbench?taskId=fdve-2da1ca7b-79ec-40ce-a772-ef15b20ae05f\u001b\\\u001b[4;34mc-40ce-a772-ef15b20ae05f'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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       "model_id": "ee3b143a8bca4f27897db9105be95dec",
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       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:03:11 -03 </span>Loading simulation from data/<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">20260126</span> field                        \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>profile/Nanowaveguide_TL_9um_TS_17_wgT_120nm_nwgT_100nm_hires.hdf5 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:03:11 -03\u001b[0m\u001b[2;36m \u001b[0mLoading simulation from data/\u001b[1;36m20260126\u001b[0m field                        \n",
       "\u001b[2;36m             \u001b[0mprofile/Nanowaveguide_TL_9um_TS_17_wgT_120nm_nwgT_100nm_hires.hdf5 \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\">13:03:14 -03 </span>Billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.712</span>.                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:03:14 -03\u001b[0m\u001b[2;36m \u001b[0mBilled flex credit cost: \u001b[1;36m0.712\u001b[0m.                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Note: the task cost pro-rated due to early shutoff was below the   \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>minimum threshold, due to fast shutoff. Decreasing the simulation  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'run_time'</span> should decrease the estimated, and correspondingly the  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>billed cost of such tasks.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mNote: the task cost pro-rated due to early shutoff was below the   \n",
       "\u001b[2;36m             \u001b[0mminimum threshold, due to fast shutoff. Decreasing the simulation  \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'run_time'\u001b[0m should decrease the estimated, and correspondingly the  \n",
       "\u001b[2;36m             \u001b[0mbilled cost of such tasks.                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "path = \"data/20260126 field profile/\"\n",
    "\n",
    "sim = Nanowaveguide_sim_hires()\n",
    "\n",
    "name = (\n",
    "    \"Nanowaveguide_TL_\"\n",
    "    + str(int(taper_length))\n",
    "    + \"um_TS_\"\n",
    "    + str(round(taper_slope * 1e3))\n",
    "    + \"_wgT_\"\n",
    "    + str(round(waveguide_thickness * 1e3))\n",
    "    + \"nm_nwgT_\"\n",
    "    + str(round(nwg_thickness * 1e3))\n",
    "    + \"nm_hires\"\n",
    ")\n",
    "job = web.Job(simulation=sim, task_name=name)\n",
    "FC = web.estimate_cost(job.task_id)\n",
    "path = path + name + \".hdf5\"\n",
    "sim_data = job.run(path=path)\n",
    "\n",
    "time.sleep(2)\n",
    "real_fc = web.real_cost(job.task_id)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "69e25f85",
   "metadata": {},
   "source": [
    "Next we plot the magnitude of the electric field along the taper. The largest-magnitude portion of the field transforms from the mode shared by the nanowaveguide and waveguide (Mode x=0 above) into the pure waveguide mode (Mode x=30 above)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "237aec8e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 3600x2100 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "For a nanowaveguide with 9 um taper length, 17 nm/um taper slope, 120 nm thick waveguide and 100 nm thick nanowaveguide: \n",
      "Coupling from emitter to nanowaveguide: 0.344 \n",
      "Coupling from nanowaveguide to waveguide: 0.974 \n",
      "Maximum total coupling from emitter to waveguide 0.335\n"
     ]
    }
   ],
   "source": [
    "# Taper Field Profile\n",
    "# Uncomment to load from file\n",
    "# sim_data = td.SimulationData.from_file('data/20260122 field profile//Nanowaveguide_TL_9um_TS_15_wgT_120nm_nwgT_100nm_hires.hdf5')\n",
    "\n",
    "Ez = sim_data[\"field\"].Ez\n",
    "Ex = sim_data[\"field\"].Ex\n",
    "Ey = sim_data[\"field\"].Ey\n",
    "\n",
    "E_tot = (abs(Ez) ** 2 + abs(Ex) ** 2 + abs(Ey) ** 2) ** (1 / 2)\n",
    "E_tot = E_tot / np.max(E_tot)\n",
    "\n",
    "fig, ax1 = plt.subplots()\n",
    "fig.set_size_inches(12, 7)\n",
    "fig.tight_layout()\n",
    "fig.set_dpi(300)\n",
    "\n",
    "im = E_tot.plot(x=\"x\", y=\"z\", cmap=\"jet\", ax=ax1)\n",
    "\n",
    "ax1.set_title(None)\n",
    "ax1.set_ylabel(\"Z ($\\mu m$)\", fontsize=18)\n",
    "ax1.set_xlabel(\"X ($\\mu m$)\", fontsize=18)\n",
    "\n",
    "ax1.set_ylim(-0.3, 0.3)\n",
    "ax1.tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "ax1.tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "ax1.tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "\n",
    "cbar = im.colorbar\n",
    "cbar.set_label(\"|E|\", fontsize=18)\n",
    "cbar.ax.tick_params(labelsize=18)\n",
    "\n",
    "plt.show()\n",
    "\n",
    "# Coupling coeffiecient summary\n",
    "\n",
    "dipole_power = np.mean(sim_data[\"flux_dip\"].flux)\n",
    "\n",
    "norm_coup_nwg = (\n",
    "    np.mean(np.abs(sim_data[\"Nwg_mode\"].amps.sel(direction=\"+\")) ** 2) / dipole_power\n",
    ")\n",
    "\n",
    "norm_coup_wg = (\n",
    "    np.mean(np.abs(sim_data[\"Wg_mode\"].amps.sel(direction=\"+\")) ** 2) / dipole_power\n",
    ")\n",
    "\n",
    "print(\n",
    "    f\"For a nanowaveguide with {taper_length:.0f} um taper length, {taper_slope * 1e3:.0f} nm/um taper slope, {round(waveguide_thickness * 1e3)} nm thick waveguide and {round(nwg_thickness * 1e3)} nm thick nanowaveguide: \\nCoupling from emitter to nanowaveguide: {norm_coup_nwg:.3f} \\nCoupling from nanowaveguide to waveguide: {norm_coup_wg / norm_coup_nwg:.3f} \\nMaximum total coupling from emitter to waveguide {norm_coup_wg:.3f}\"\n",
    ")\n",
    "\n",
    "ideal_total_CE = norm_coup_wg"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "f7d9bb2e",
   "metadata": {},
   "source": [
    "### Fabrication Robustness Simulation\n",
    "\n",
    "We have designed our optimized nanowaveguide. However, during fabrication, some parameters will differ from the design due to fabrication defects, so it is important to consider how robust our coupling is to deviations from our design. Based on our simulation sweeps, we already have the tools to see how deviations from our design will affect coupling. We do not know how deviations from the ideal emitter position and polarization will affect our coupling. First, we will replot our simulation sweep data in terms of coupling loss due to parameter deviation. Then, we will simulate our nanowaveguide with deviations in the emitter position and angle. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "423f168b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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iiy9EmTJldHoMnp6e4v333xeJiYmKPwZjkts/Ss+VO3fuyO7DV155RdHxbGlexsXFiZEjRwpnZ2edHkP9+vXFxo0bFa3d1Mcgpd+jv+jmzZvio48+EhUrVjT4tdnf31/069dPbN68WWRmZmoc29jHCkC778F0PV5cuXJFDB06VDg6OupUS40aNcTatWt1/AsZJjc3V/z000+iVatWws7OTuf95+rqKvr16ydOnz5t1DrNOQ+tuTYiIiIiU7LMM4ZEJIQwTYPIyZMnRf369RX7wN65c2dx/fp1vWqxpAaRp0+fihUrVoi2bdvq9cFb0y0gIECsXLlSr/0kx5oaRHJzc4Wvr69kvZ6enoqfADOX+/fvi379+un1Za66W1BQkDhw4IBi9RWlBpFTp06JOnXq6L3vPT09xeeff65ok46tNYg8ePBAvPbaawbNcZVKJcaPHy9yc3P1evzaSE1NFaNHjzboRGxYWJiIjY39T165E6qrVq0y2uMxhKU1iFjjMViX58ixY8dE9erVDXoMJUuWFBs2bFCsfm1fhwoKCsTcuXOFm5ubTvVaSoNIcnKymDhxonBxcVF0Tjk5OYl+/fqJ7Oxsneo5c+aMmDBhgihVqpTi8xyA6NWrl7h586be+6soNojs2bNHVK1aVZHHpVKpxMCBA8XDhw8Vq0+X9wx79uwRgYGBBj0GPz8/sWPHDsXqNzZTNohkZWXJ7rt27dopNpatzMtnxxBDX4NbtmypSDOFELbTIJKTkyPmzJkjXF1djfI67e7uLq5evSpbgzHGffGmZINITk6O+PDDD3VuDHnx1rZtW6P8iOBFERERoly5cortyz59+oi7d+8qWqMlzENrrI2IiIjIHOxAREWSEAJz5sxBkyZNcPr0acXy7ty5E7Vq1cJPP/2kWE5zOHPmDEaNGoUDBw6gsLBQ8fwPHjzAyJEj0atXL2RkZCie3xocPHgQjx8/loz36dMHxYoVM11BRrJjxw4EBwdj48aNEEIokjMmJgZt27bFhAkTkJ+fr0jOomD58uVo0qSJQdeET09Px5QpU9CuXTvZ+VtUnT17Fg0aNMCWLVsMyiOEwDfffIPOnTsjOztboer+v3PnziE0NBTLli1DQUGB3nkOHz6MunXrYvv27QpWR7Z8DI6IiEDr1q1x9epVg/I8efIE/fv3xzvvvGOUfaROWloaXnnlFUyfPh2ZmZkmGVNJO3bsQLVq1bBw4ULFX1dyc3OxceNGZGVl6XS/999/H4sWLcL9+/cVreeZrVu3om7dutixY4dR8tuSvLw8jBs3Dh06dEBsbKwiOYUQWLt2LYKDg7F7925Fcmrr888/R6dOnZCQkGBQnkePHqF79+5YtmyZMoXZEE2vvU5OTgaPYUvzMjs7G3369MH06dMNfg0+cuQIQkJCsHfvXoWqs243b95EgwYN8NFHH+l8HNLW06dPrfLYLyUxMRHt27fHJ598gry8PINyHThwAA0bNkR8fLxC1f3Xo0eP0KFDBwwaNAi3b99WLO/mzZtRu3Zt7NmzR5F8ljwPLbk2IiIiInNhgwhREZSfn4/XX38dM2bMMOjEmJSsrCwMGzYM06dPVzy3rdm2bRvCw8ORlpZm7lJM7s8//5SN9+/f30SVGM+iRYvQo0cPpKSkGCX/N998g06dOvGLCC18+eWXGD16tGINNQcPHkSrVq1w584dRfLZgpMnTyIsLEzRfbJ//34MGDBAsXzAPycVwsLCFPsSNzMzE6+++irWr1+vSD4yHVMfg9evX48hQ4YYfCLieYsXL8agQYOM3iSSlZWFLl26aDx2W6oPP/wQ3bt3L5KNfSkpKejZsyciIiLMXYrFysjIQPv27bF06VKj5E9KSkKXLl2Mlv9F06ZNw9SpUxV7XSgsLMTYsWOxdetWRfLZisTERNm4oY3utjQvCwoK8Nprr+HXX39VLGdqaiq6deuG3377TbGc1ujevXsICwvDxYsXzV2K1UhMTERYWBj++usvxXLevn0b7du3R3JysmI5gX+a7+vVq2e0ZqikpCR07tzZ4B94WfI8tOTaiIiIiMzJwdwFEJFpCSEwcOBAbNq0Savt3dzcULVqVfj4+KCwsBCPHz9GXFwccnNzNd533rx5UKlU+Oyzzwwt22J5eXmhRIkS8Pb2hre3N4B/vohPSkrS+tcdJ06cQL9+/fDHH3/Azq7o9O3t2rVLMubm5obWrVubrhgjWLJkCSZOnKjVtg4ODqhcuTL8/f3h6OiI5ORkxMXFaXXScv/+/ejWrRt27twJZ2dnA6u2TVu2bMGUKVMUzxsTE4NOnTrh2LFj/z7/i6rY2Fh07twZ6enpauMODg4oVaoU/Pz84O3tjSdPnuDevXt48uSJxtxbt27Fd999h3Hjxhlc58WLF/HKK68o3hBQUFCA4cOHo0KFCormJXnWdAw+efIkhg8fLrmSlKOjI6pUqQI/Pz/Y29sjOTkZ165dw9OnTzXmXr9+PXx9fbFo0SKly/7XsGHDcOzYMcm4h4cH/P394e/vDxcXF6SmpiI2NtbsDbBCCIwdO1an1Q9cXFxQoUIF+Pr6wsXFBWlpaUhOTsbjx4+N1vApx97e/t/XzmLFisHd3R0ZGRlISUnB3bt3tVoFp6CgACNGjEC5cuUQFhZmgqqtR3Z2Nrp06YIjR45otb2XlxeqVq2KYsWKITc3Fw8fPkR8fLzGBtTCwkKMGzcO9vb2ePPNN5UoXa2vv/4a8+fPl4x7eXkhICAAvr6+sLOzw8OHD3Hr1i2NKzoIITBixAg0atQIZcqUUbpsq3T37l3ZuL+/v965bW1evv/++7INht7e3qhatSq8vb2Rm5uL+/fvIz4+XmOTU25uLvr3748DBw6gadOmSpdt8QoLC9G/f3/cvHlTq+3d3NwQGBgILy8vuLu7Iy8vD2lpaUhNTcXDhw+LxI8Onj23oqOjJbcpVaoUfH19UaJECaSnp+Phw4dava+Mj4/H6NGjtf6uTZOTJ0+iQ4cOWr/3KF68OPz9/eHj4wMnJyc8fvwY9+/fR1JSkuz9CgsLMWLECLi6uqJv374612nJ89CSayMiIiIyNzaIEBUxH3/8scYPrE5OThg8eDCGDRuGpk2bwt7e/j/xnJwcHDp0CCtXrsSWLVtkL5sxd+5c1KxZEwMHDtRYm6urKzp27Pif/8vKypL8ZUfp0qVRu3ZtjXlfVKVKFZ3vAwB2dnZo3rw5OnTogLp166Ju3booX7685PbJyck4ffo0tmzZgnXr1smeJNm1axcWLVqEd999V6/arE1qaiquXbsmGW/WrBkcHR1NWJGy9u/fjwkTJmjcrkOHDhgzZgzat28PDw+P/8SEEDhz5gx+/vlnrFy5UvYk4cGDB/H2229jxYoVBtdua+7evYu33npL7etUjRo1MGjQIISFhaFatWooVqwYcnJycP/+fZw5cwa///47Nm/ejJycHMn80dHR6N+/P/7880+oVCpjPhSLlZOTg759+770S1p7e3sMGDAAr776KsLDw+Hp6fnSfc+dO4f169fjm2++kT059cEHH6Bfv34oUaKE3nWmpaWhe/fuSE1Nld3Ox8cHAwYMQKdOnVCrVi34+fnB0dERKSkpiI2NxZEjR7Bu3TqcP3/+P/fLycnBwIEDMXnyZL1rJGnWfAzOycnB0KFD1b6WdOnSBaNHj0a7du3g5ub2n1hhYSH+/vtvrF69GqtXr5Ztzv3mm2/QtGlTo6y+FRERofa9o7+/P0aOHIlu3bqhUaNGahtsLly4gLVr18LLy0vxurTx4YcfatUcUrVqVQwePBhdu3ZF3bp1X3rv+8yNGzdw6tQpHD16FFu2bNF4glgf/v7+6N69Oxo1aoS6deuiVq1acHV1VbttYWEhrly5gqNHj+KHH37AyZMnJfPm5eVh8ODBiI6OVvt6rE6ZMmVeem9+9+5dXLp0Se32tWrV0qt5wMfHR+f7KGXMmDEaT8J7eHhg5MiRGDx4MEJDQ1863mdkZGDv3r347rvvsG/fPtlcb731FqpXr26URp1jx45h1qxZL/1/qVKlMGbMGHTu3BkNGjR4qf6srCzs378fixYtkq0/JSUF06ZNw88//6x06Vbp6NGjsvHQ0FC9c9vSvPzrr7+wcOHCl/7fy8sLb775JgYNGoS6deu+FE9NTcWff/6JxYsX4/jx45L5s7Oz0bt3b1y4cMGg94nW6Oeff9Y4Tzp06IB+/fohPDwc5cuXl/y8UlhYiPj4eFy4cAEnT57Ejh07JF/rpbx4vAAgeRmj4sWLo1GjRjrlB6DX9z/Pe/fdd3HixImX/r9NmzYYNGgQOnXqhNKlS78Uv337NrZt24a5c+fKXhZu8+bN2L9/P8LDww2q88aNG+jSpYvG5pBWrVphyJAhaNGiBapXr652m0uXLmHnzp345ptvJFd6LCwsxPDhwxEUFIQ6deroVKulzUNrqY2IiIjI7AQRWaywsDABQO1t6NChOuf766+/hEqlkswJQDRt2lRcu3ZN65xRUVGiSpUqsjnd3NxEfHy8zvUKIcSNGzcU3QfaOnLkyL/jNGvWTCxfvlw8evRI73wZGRni/fffF/b29pKPx93dXTx8+NCguuXmjCU5cOCA7Jz56KOPzF2i3pKSkoSfn5/s4ytdurTYvXu31jnv3LkjOnXqJJsTgNiwYYNeNc+cOVMy58GDB/XKKadChQpqx6pQoYJe+eTqL1OmzEv/5+/vr/W+unfvnujbt6/Gff/NN9/oVbum+vXd/0OHDpXMeePGDZ3zyb0WOzg4vPR/HTp0EFeuXNE6f3x8vKhVq5bsPp41a5bOdT9v8ODBsvkdHBzEhx9+KDIyMrTK9/vvv4vy5cu/lKdcuXKSY6xatcqgx2AscvMlLCzM5PVY4zFY7jni5OSk9jiwd+9erfPHxsaKxo0by85hb29vcffuXb3ql3sdevFmb28vJk+eLFJTU/Ua60UHDx6UHGvmzJl65928ebPGxxIQECDWrl0rCgoKdM5fUFAgDh8+LIYOHfrv62BycrJOOcLDwwUA4eXlJSZMmCCOHDmiVy3PHD16VAQHB8s+5smTJ+udXwghVq1aZZbXOKXfOwghREREhMY58sorr4h79+5pnfOPP/7Q+D4wICBA57nyjNxz9cXjsaOjo5g9e7Z4+vSp1vkjIiKEo6Oj5Bh2dnbi+vXretVuCnL7x5C5os6z56/ULSYmRq+8tjYv1R0Du3fvLh48eKB1/oiICOHl5SVbf58+ffSq3VjHIClKvkeXe+9csWJFERUVZVCtCQkJ4osvvvj39ffs2bM655Cqz5jvL6WOF+o+s1StWlXs3LlT69xpaWmiX79+snOxdevWBtWfnZ2t8XNR8+bNxalTp3TKm5WVJebOnat2Pzy71a1bV+Tl5emU15LnoSXXRkRERGRulnXGkIj+Q8kGkdzcXFGjRg3ZD5l9+/YVubm5OteZkpIimjRpIpu7U6dOOucVwnwNIseOHRNdu3YVf/31l6J5Dx8+LNzd3SUf05QpUwzKby0NIosWLZKdL+vXrzd3iXobNWqU7GOrUaOGTl/oPlNYWCjGjRsnmzsgIECkpKTonNuWG0TUfemlzwnUhQsXyjbYeXp6ivv37ytevzU0iLx4e+utt/Q6wfno0SNRtWpVybylSpXS+8Tp8w0H6m5eXl7i0KFDOudNSkoSLVq00HrfsEFEO9Z4DNblORIUFKTX61BOTo7o2bOnbO4hQ4boVb+2r6OOjo5i06ZNeo0hxRgn5x48eCBKlCgh+1jCw8NFYmKiIo/hxo0bYsyYMSItLU2n+w0aNEjMnTtXr2O3lOzsbNG7d2/Jx+3m5iYeP36sd35baRDRpqF30qRJorCwUOfct27dkj2eARBjxozRq25tn6uenp46NaE9b+vWrbLveaZOnapXXlMwVYPIqVOnZPd/3bp19cpr6/MSgJgwYYJe9V+8eFHjvjlw4IDOea21QeTKlSuSeQICAnRqwNEkPz9fbN68Wdy+fVvn+0rVaI4GkRdvzZs31+t9QH5+vnjttddkc+vSKP+iqVOnyub+6KOPRH5+vt759+zZI9tw9fXXX2udy5LnoSXXRkRERGQJjHehbSKyKGvWrMHly5cl4+Hh4Vi7dq1el/Xw9vbGn3/+iWrVqklus2vXLhw+fFjn3ObSrFkz7NixAy1btlQ0b6tWrbB9+3bJpct//PFH5OXlKTqmJdJ0DdigoCATVaKsa9eu4YcffpCMly5dGnv37kWpUqV0zq1SqbB48WL06dNHcpsHDx6oXcKZ/lG5cmXs379f7bLBmkyYMAGff/65ZDw9PR0zZ840pDybMG7cOCxevFjtpSY08fX1xfLlyyXj9+/f17icu5QpU6ZIxpycnPD777/rtax68eLFsWvXLrVLo5P+bPkY7Ofnh927d+v1OuTk5ISNGzeiadOmktv8/PPPsu/3DLV27VrZ45Cl+OCDD1667NXzunbtip07dyp2aZPAwEAsXbpU60u3PPPzzz9j2rRp8Pb2VqQOAHB2dsa6devQoUMHtfHMzExeIgTAV199hUePHknGhw4digULFuh1+bhy5cphz5498PX1ldxmxYoVuH79us65teHg4IBdu3ahXbt2et2/Z8+eGDJkiGRc0+VKbV1eXh4mTpwou82IESP0ym3L8xIA+vfvj4ULF+pVf61atbBjxw64uLhIbjN9+nRDyrMqcu+J586dC39/f8XGsre3R+/evVG2bFnFcppbvXr1sG/fPr3eB9jb22PZsmWylzTS93Xy6tWr+PLLLyXjn332GWbPni35XlYb7du3x7p16ySfh/PmzUNmZqZWuSx5HlpybURERESWgA0iREWAEALz5s2TjHt6euLnn3+Gg4OD3mMUL14ca9askf2y59NPP9U7vy1p27YtRo0apTb25MkT7Nmzx8QVmZ7UtW+f0efEmSWYP38+CgsLJePLli0z6LGpVCqsXLkSAQEBktssWrQIT58+1XsMW2VnZ4fNmzcbdG3yyZMno1u3bpLxn376CQ8fPtQ7v7WrU6cOvvrqK4NytG7dGl26dJGM79u3T+ecx44dQ2RkpGT8gw8+QKtWrXTO+4y7uzs2bNigV4OlNbhw4QI6deqk+G3btm1meTzmPgYvXLgQ5cuX1/v+Tk5OWLNmDZycnNTGhRBYsGCB3vnlDBgwwCqaQ65du4bVq1dLxitWrIj169fb7HMWABwdHbFs2TLJE6nr1q0zcUWWJSMjA99++61kvHz58vjuu+8MGiMwMBCLFy+WjBcUFGD+/PkGjSFl9uzZaNasmUE55s6dK3kC8saNG4iPjzcov7UqLCzE2LFjZU88VqxYEaNHj9Y5t63PS19fX3z//fcG5WjYsKFsE8jff/+NI0eOGDSGtYiNjVX7/yqVCr179zZxNdbFw8MDGzZskG020qREiRKYOnWqZFyfzywAMGPGDBQUFKiNDRs2TLEmqK5du+L9999XG3v48CE2btyoVR5LnoeWXBsRERGRJWCDCFERcOjQIcTFxUnGZ86cqdeKBi9q3Lgxhg8fLhnft2+fxpUjioqZM2dK/sJ+7969Jq7G9O7fvy8Zs7e3R8mSJU1YjTIyMjJkv0jp1q2bbHOBtry8vGRXskhOTsaWLVsMHsfWjBw5EqGhoQbn+frrryVPzObk5GDFihUGj2GtvvvuOzg7OxucZ/DgwZIxuUYPKXKrkgQGBsquLqKtoKAgjB8/3uA8lig5ORm7d+9W/JaQkGC2x2SuY3CLFi3w+uuvG5ynSpUqePfddyXjGzZsULxR0NPT02pWqFq8eLHkyRU7OzusWbNG55U+rFFgYKDkKgZnzpxBUlKSiSuyHJs3b0Zqaqpk/KuvvoKbm5vB4/Tt2xdt27aVjK9fv17x52q1atVkT1pqq1SpUrIrkOhzPLZ2t2/fRrt27WRXC1SpVPj222/1ej9ky/MS+GflAyVWS5oyZQoCAwMl4ytXrjR4DGuQnJys9v99fX3h4eFh4mqsy7Rp01C1alWD8wwcOFDy/eTJkycl34tIuXXrFn755Re1seLFi8uuLKKP6dOnw8vLS21s1apVWuWw5HloybURERERWQI2iBAVAWvXrpWMlSpVStGTWp9++qnkSiRCCNlaipKAgAA0btxYbUzfSyhYE7kvHb28vPS6PIW5bdu2TfZxya3io6vBgwejdu3akvGIiAjFxrIFbm5u+OSTTxTJVaVKFbz11luS8fXr1ysyjrVp1KgRmjdvrkiuV155RfI1IDo6WqdcOTk5sitVzJw506BfDz5vxowZipy4IeMz1zF4zpw5iuX63//+JznfMjMz8dtvvyk2FvDPZQHkLktgKXJycrBmzRrJ+KBBg9CiRQsTVmRePXr0UPv/hYWFOH78uImrsRxyn0caNmyI1157TbGx5Jp6MzIyFH+uTpw4UbH30T179pSM6Xo8tlYpKSnYuXMnBg0ahMqVK+PgwYOy23/66afo2rWrXmPZ8rysWLGi3pfdeZGLiws+/PBDyfjWrVuRnZ2tyFiWTGqFn5ycHBNXYl3c3NwwZswYRXKVLl0aDRs2VBvLzs7W+XJNP/74o+RqpFOnTjVoJUx1ihUrJrmq3vHjx7VqJLXkeWjJtRERERFZAus7A0dEOtu1a5dkbODAgYousR0QEIBOnTrpVUtRI3Uy9fLly7KXKbEFWVlZkjElViAwB7m53aBBA9SsWVPR8YYOHSoZ++uvv2T3cVHTvXt3RU9sjhw5UjJ2+fJlXL16VbGxrMWbb76pWC53d3dUqVJFbez+/fs6ze2jR48iLS1NbczV1VXRky1eXl6SJ2PJ8pj6GFy+fHmEhYUpls/Lywvdu3eXjCv9fkupE3vGdvDgQdlf4L/99tsmrMb85Br3Ll68aMJKLEdmZqbsJSjk3l/po379+qhVq5ZkXMnnqrOzs6L1161bVzKm64lPS/Dw4UOtLoEWHh6O+vXro2LFivDx8UGXLl2wdu1a5OXlSea2s7PD3Llz9b78gy3PS0B+pQV99O7dW7LBNz09vUg0wEk1C6SmpuLSpUsmrsZ6vPrqq4o2Wij5Orl582a1/29nZ4dBgwbplEtbUt/dFRQUaGyIAyx7HlpybURERESWgA0iRDbu2rVruHv3rmRcbil/fcl9gRUVFYXMzEzFx7RG/v7+av8/KysLt27dMnE1piX3qw2py3dYugMHDkjGjPE8GzhwoOyvYorCSjTaGjBggKL5atSoIftloDZfptkaJU98A5A9afHw4UOt88j9LV555RXFLzMxcOBARfOR8Zj6GNy/f3+oVCpFc8qdLFDydahkyZJo0qSJYvmMaefOnZKxhg0bSv7S11a5u7vD3d1dbawoNjMC/zQO5ubmqo05OjqiX79+io8p99lo//79io3ToEEDRVeyUupYbCmys7O1ugTagQMHcObMGSQkJEAIoTFv1apVsXPnTkybNk3v2mx5XgLKvxf39vaWvXRnUXgvXrFiRcnY9OnTtZq7RZGlfma5desWLl++rDbWvHlzlClTRufatNG8eXPJH4ydPn1a4/0teR5acm1EREREloANIkQ27syZM5IxPz8/1KlTR/ExO3ToIHkSJC8vj936/0fulyv37983YSWmJ3UZIgDIz883YSXKePDggezfrH379oqPGRAQINukcPbsWcXHtEYuLi7o2LGj4nl79eolGSsKv1p8nr+/v+SKH/qSe33UZrnjZ06dOiUZCw8P16kmbbRp08YqL5FVFJn6GNy2bVvFc7Zu3Vpyvt25cwePHj1SZJz69esrkscU/v77b8mYvpd9sHZSc93W32tKkftsFBoaipIlSyo+ptz7kHv37uHx48eKjKP05ZM8PT0lG7d1ORbbqgYNGmDp0qWIjo5Ghw4dDMply/MyICAAwcHBiuR6ntxxVZsT29auTZs2krEdO3bg9ddfR2Jiogkrsg5Kv04q9ZlF7scdjRo10qkmXbi6uko2TWuz0pglz0NLro2IiIjIEvAbbCIbJ9eMERoaapQxvby8UKlSJcm4tS9pXVhYiHPnzmHZsmV4++230alTJ9SuXRulSpWCh4cHHB0doVKpNN7klmtX6gs5S+Xq6ioZs8Zrwso9z9zc3FC9enWjjCv3HLb255lSatasaZRVabjv/z+513t9eXl5ScZ0ua58dHS0ZEyuwUpfbm5uijfLmFtYWBiEEIrfJk6cqFc91noMNsZ8c3d3R+XKlSXjSjXk1qtXT5E8xlZQUIALFy5Ixhs3bmzCagz35MkT7NixA7NmzcKAAQPQpEkTVK5cGcWLF4erqyvs7Oy0mutSK+LY+ntNKeb4bBQcHCx7CUW5easLYxyPpVba0uVYbIuCgoLwySefYMyYMYpcrtWW56Uxjn+a8haFH6RUqlQJISEhkvGNGzeiatWqmDx5Mq5cuWK6wiyc0q+TSn1mkWsSU/pStS+SanK5ffu2xvta8jy05NqIiIiILIH0T7iJyCYkJCRIxoz1ZdOz3FLXXL1586bRxjWmqKgo/PDDD9i+fbtiv8qVkpWVZdT85ibXIPL06VMTVqIMuedZnTp1jLaigNxz2FqfZ0ozx5fSRW3Z/uLFiyueU+qSCMA/K1FpIzc3V/ISa3Z2dqhdu7ZetWlSt25dXLt2zSi5izJrPgb7+/sjICBA0ZzPhISEIDY2Vm3sxo0bioxRoUIFRfIY27179yT/diqVyioaRFJTU/Hzzz9j/fr1iIqKQmFhodHGsvX3mlLM8dnIwcEBtWvXllzVSqn3bMY6Hqv7hbW2x2JbFRMTg06dOqF///5YuXKl7PsWbdjyvJQ7QWuIOnXqQKVSqb1MxJ07d5CXl6dI844l++ijj/Daa69JxpOTk7FgwQIsWLAAQUFB6NatG9q0aYMWLVrINjbYKjc3N8V/OKDEZxbgn9cUKd999x02btyoU126kGok1XalMUueh5ZcGxEREZG5sUGEyMbdu3dPMhYYGGi0ceV+mSFXkyWKiorC+++/L7vsp9KscRUNXfj6+krGsrOzkZqaCm9vbxNWZBg+zyxXjRo1jJK3QoUKcHd3V9vQlJWVhZSUFBQrVswoY1saY5yQkrpMGQCtrxf98OFDyW1LliwJNzc3vWrTxJjP+aLIFo7B5cuXVzTf8+SaN5S6hIi1fEEu90vX4sWLG+W1SilZWVn4/PPPsWDBAqSnp5tkTFt/rynFnO/ZpE7EK/WezZTHY22PxbZuw4YNuHr1Kvbt2wcfHx+989jyvDTWMdDDwwMlSpTAkydPXooJIfDw4UOULVvWKGNbildffRV9+/bFpk2bNG4bExODmJgYfPnll7C3t0ft2rXRtGlTNGvWDC1btrSaZlBDWOpnFkD+PYzcJTONSdsf7ljyPLTk2oiIiIjMjZeYIbJxycnJkjFjnoCXy20t16wuKCjA1KlT0bx5c5OemAJg1F+MWgJNX9Y9ePDARJUog88zy2XME4JyDSDWNocN4eBgmf3GcteUNuYJb6nl+Ek3tnQMNuZ8k8ut1HXVraVhU91JwmcsuTnk7NmzCAkJwaxZs0zWHALY/ntNKbb8ns1Sj8eWokKFChovf5aZmYmHDx/i5MmTWLlyJV599VW4uLjI5j179iw6d+6MzMxMvWuz5Xlp7cdAS7dq1SqEhYXpdJ+CggKcO3cOS5cuxeDBgxEYGIjKlSvj7bffxoEDB2z2+GDJr5FKNfUqSZeVxix5HlpybURERETmxAYRIhsn96HOmF/WyH3ZZA1LWufl5eHVV1/F559/zg9/RlCuXDnZeFxcnIkqUQafZ5bLXF9KZ2RkGG1c0o65npfWstqCJbO1Y7C55lt2drYiYxhrtR2lyT3nLXVFpwMHDqBly5a8LJUJ8T0byXF1dYWfnx8aNGiAN954A1u2bMHNmzcxevRo2fudOHECb775pt7j2vK8tPZjoKVzc3PDvn37MHHiRIMuaxofH48lS5YgPDwcFSpUwOzZs/mDAxOyxMvs6vIe3JLnoSXXRkRERGROlts+TUSKyM3NlYwZeq1kOXK55WqyFKNHj8b27dt1uo+joyN8fX1RokQJeHp6wtnZGY6OjpLLjt69exeXLl1SolyrExwcLBuPjo5G165dTVSN4fg8s1zm+lK9qHwpbcnkrvttzBPeHh4eRstdVNjaMZjHAdOQu2SKJa7sc+nSJfTs2VPnk0Le3t7w8/ODl5cXPDw84ODgIPur6MOHD/OY9By+ZyNd+fn54fvvv0eLFi0wYsQIyfcXa9euRdu2bTFixAidx7DleWnt9VsDBwcHfP311xgxYgQ++OAD7Nixw6DLQN25cwczZ87EggUL8MEHH2DSpEkWvfqGLbCFy75Z8jy05NqIiIiIzIXvXohsnJOTk2TMkGVwNZH7sluuJkvwyy+/YNWqVbLbqFQqNG3aFB07dkSjRo1Qs2ZNlClTRqdfJKxevRrDhw83tFyrVK9ePdn4mTNnTFSJMvg8I7I8jo6OkjFzPS9JM1s8BhtzTvA48P85OztLxixtVaeCggIMGjRI4yVlSpYsiW7duqFVq1YIDQ1F5cqVdW52CQwMxM2bNw0p16Y4OTlJnojjezaSM2jQIOTl5ck2gEyaNAkdOnTQeDnNF9nyvOQx0HRq166N7du3IyEhAWvWrMGmTZsQHR2td760tDRMnToVW7duxdatWxEQEKBgtfQ8Ozs7FBQUmLsMRVjyPLTk2oiIiIhMjZeYIbJxrq6ukrHU1FSjjZuWliYZk6vJ3PLz8zF16lTZbV577TVcu3YNx44dw4wZM9CpUyeUK1dO5+Uqi9Kvml5Uvnx5+Pr6SsYPHz5swmoMx+eZ5ZLbR4aS+9tqul49GZ/cc8CY88KYuW2drR6DzTXfitrrkNxzPjk52YSVaPbTTz/h/PnzkvESJUpg9erVuHfvHlatWoXhw4cjJCREr5VQivL7TXX4no0MMXz4cLz99tuS8dTUVLz33ns657XlecljoOkFBgZixowZuHTpEh48eIANGzZg7NixqFmzpuTKanKioqLQvn17vsc1Irnn259//gkhhFluhrDkeWjJtRERERGZChtEiGxc8eLFJWPmOnHq4+NjtHEN9fvvvyM+Pl4y/sUXX+CXX35BlSpVDB6rqF+vNDw8XDL24MEDXLhwwYTVGIbPM93k5+ebbCxzfSnNy4yYn9xzgA0ilslWj8Hmmm8lSpQw2riWqGTJkpKxlJQU0xWihUWLFknGatSogTNnzmDo0KGyKyFpy9KaY8yN79nIUPPnz0elSpUk45s2bcKRI0d0ymnL85LHwP8y5ecgAPD390e/fv3w3Xff4dKlS3jy5Al+//13TJ06FQ0bNtS6wfbSpUsYOnSokastuooVKyYZs4XvjSx5HlpybURERETGxAYRIhtXunRpyVhCQoLRxr1x44ZkTK4mc9u0aZNkbPDgwZg8ebJiY9nCB31DdO3aVTa+ceNGE1ViOGt/nunzKxlDmHLuG/PEmNwJRy4va35yf4MnT54Ybcl2XspBf7Z6DL5165bRcsvNt1KlShltXEtUrlw5yVhSUpLFNIlcvXpVsgnWxcUFmzZtQvny5RUZKzMzE9nZ2YrkshXW/p6NzM/NzQ3ff/+97DbTpk3TKactz0tjHQMzMjKQmJioNqZSqeDv769VHlv+HKSOj48PunXrhnnz5uHEiRN48OABVqxYgRYtWmi877Zt23RufiLtyB33zT1njMGS56El10ZERESkJDaIENm4wMBAydjZs2eNNq5cbrmazE3q0iYqlQqffvqpomMV9ZOIXbp0kb029Lp166zmOrxyc/rChQsoLCw0yrhKPc/klrRV+rrh2dnZyMrKUjSnnMuXLxsl782bNyX3jaurq+yvwMg0nJycUKZMGbWxwsJCXLp0ySjjyl02guTZ6jH44cOHePDggVFynzt3TjJmye+3jKF06dKSxzMhBP7++28TV6Se3GX0Bg0ahJo1ayo2VlF/r6mOOT4bFRQU4OLFi5LxovZctQXt27dHp06dJOPHjx/Hn3/+qXU+W56XcscpQ1y4cEHyEhhlypTRegUmU34OAizvZL+vry9GjhyJI0eO4MSJE2jcuLHs9l999ZWJKita5FYlMmajsaWw5HloybURERERGYINIkQ2rnbt2pIxY33ZlJ6ejri4OMm4XE3mlJSUhPv376uNNWnSRPaXqfo4fvy4ovmsjY+PD3r27CkZT0hIwC+//GK6ggwgN6efPn2Ka9euGWVcueewLs8zb29vyVh6erpONWlizF9BqmOsk/VyeatXr26UMUl3cidajTE3MjMzERsbq3jeosDWj8HGmG9Pnz7F9evXJeOW+n7LWOzt7VG3bl3JeFRUlAmrkSbXnNanTx9Fxzp27Jii+WyBOT4bxcTEyDbHFrXnqq2YO3eu7OoTs2bN0jqXLc9Lc7wXt9TPQYDpPwvpomHDhjh06JDspWAPHDhg8svkFAX169eXjP31118mrMT8LHkeWnJtRERERLpigwiRjatXr55k7OHDh0b5BfX+/fslf83j6OiIWrVqaZ3LlEu+3r59WzIWHBys6Fg3b97EnTt3FM1pjUaPHi0bnzNnjlV8uPb395ddhnnfvn2Kj/n48WPZX+TJPfdfJPfF6JMnT3QpSyNTL7kaHR2NvLw8xfMq1ZxDxtWgQQPJmDGelwcPHjTaikG2ztaPwQcPHlQ85+HDhyXnW9myZeHn56f4mJauSZMmkjFdfs1vTKac68ZoEDH15RiUJvf+6OzZs0b5df/evXslY2XLloWvr6/iY5LxhYSEoG/fvpLxkydP4o8//tAqly3PywcPHiAmJkaRXM+TO67KnWx/kSk/B8XGxuLhw4eK5lSai4sLVq9eDWdnZ7XxtLQ0o63CV5Q1bdpUMnbmzBmjNCtZMkueh5ZcGxEREZEu2CBCZOOqVq0q+6vbiIgIxcf86aefJGNNmzaVXcb1RQ4ODpIxpS9TkZGRIRnT9hrG2lq3bp2i+axV27ZtZZfojI6OxuLFi01Ykf7atm0rGTPG82zdunWSzTPOzs5o1qyZ1rnkLoei9Jcbpv4FVHZ2Nnbt2qV43m3btknGdNn3ZFxt2rSRjP3++++Kf9m6du1aRfMVJbZ+DF6/fr1k86y+5I4tcnPflnXp0kUyduLECZw+fdqE1ahnqrn+9OlT/Pbbb4rle8aU782NoXnz5pIndXJzc7Fp0ybFx5T7bCT3/pEs34wZM2BnJ/212scff6xVHlufl0q/P0pLS8Pvv/8uGdflGCjXIGLtn4P0VbZsWdk5oEuTi9QxwxqOF6ZUv359BAQEqI3l5+dj69atJq7I/JSch0qz5NqIiIiItMUGEaIiQO76yGvXrkVBQYFiYz1+/Fj2F5qdO3fWKZ+Li4tkLDMzU6dcmjg5OUnGlLz+cF5entU0PZjCZ599Jhv/4IMPEB0dbaJqXnbmzBmtlgKWm9t///03rl69qmBV8l/qtm7dWqdGrKCgIMmYktcNT0xMxK+//qpYPm2tX79e0XxXrlyR3S9F9cSsJWrRogU8PT3VxrKysrBlyxbFxkpLSzPKydiiwtaPwbdu3VL0xFB6errsfJN772fLwsLCUKJECcn4t99+a8Jq1DPVXP/pp5+QnJysWL5nTPne3Bjc3NzQqlUrybjc+yt9XLhwQfY9g66fjciy1KhRQ/bSUCdPntRq9SJbn5fr1q1TtEnyl19+QXZ2ttqYp6enTs3arq6uqFChgtpYbGysoq/Ly5cvVyyXscl9PkxMTNQ6j9QxwxqOF6ZkZ2eHV199VTI+b968IrlKoVLz0BgsuTYiIiIibbBBhKgIGDhwoGTszp07WLJkiWJjffTRR8jNzVUbs7Ozw4ABA3TKV7x4cclfZSm9PLzcMro3btxQbJwVK1bg3r17iuWzdm3btkX37t0l45mZmXjttdfM8iF7586dCAsLQ0pKisZte/ToAQ8PD8n49OnTFatrw4YNspc4GTRokE75AgMD4ePjozZ28uRJxebr0qVLzfJl4Pbt2xVdInrlypWSseDgYFSvXl2xscgwLi4u6Nmzp2T8448/ljzBoKvZs2fzy24DFIVj8MyZMxXLNXfuXMn55ubmhh49eig2ljVxcnLC0KFDJeMRERE4fvy4CSt6mSnm+tOnT/Hll18qkutFcg041nL5RLnPRlFRUdi+fbtiY02dOlUy5uXlJfsemKyDUquI2PK8jI+Px+rVqxXJlZOTg08//VQy3qtXL9lGNnWkLklTWFiIHTt26JRLytGjR3HixAlFcpmC3JyWa3R8kdQx4+7duzrXZOvGjBkjGbty5YriP3qwBkrNQ2Ow5NqIiIiItMEGEaIioFWrVqhWrZpkfObMmXj06JHB45w+fRorVqyQjHfo0AHly5fXKaednR1KlSqlNhYXF6fo6idyX9gfOHBAkWVQr169ivfff9/gPLbm+++/R/HixSXjV69eRYcOHbRq1FBCQUEBZsyYgW7duskuBf88d3d3vP7665LxrVu3yl7rW1sZGRmYPHmyZLxEiRKyvz6SIvfFqBKXY4iNjcX8+fMNzqOPp0+f4qOPPlIk1/Xr12Wb6uTmAJnHm2++KRlLSEjA559/bvAYMTEx+OabbwzOU5QVhWPw4cOHsXHjRoPzxMfH46uvvpKM9+vXD+7u7gaPY63eeustODo6qo0VFBRg8ODBWh/bjcHPz08y9scffygyxvjx4xVtrHpe2bJlJWMxMTFGGVNpvXv3ln3f+e677yrSPLht2zbZy9wNGDAAbm5uBo9D5qVpFZETJ05otYqIrc/L6dOnIy0tzeA8X375JeLj4yXjb7zxhs45pT4HAcDPP/+sc74XZWdn46233jI4jynJrX5ZunRprfNIHTOSk5N5GY4X1K5dGx06dJCMjx07FpcvXzZhRean1Dw0BkuujYiIiEgbbBAhKgJUKpXs6gUpKSkYPny4QUtWpqWlYciQIbI5PvjgA71yS/0aPyMjA0ePHtUrpzru7u6oWbOm2tjTp08NPvmXnJyMfv368RfmapQqVQrLli2T3ebMmTNo3Lix4pdqedGlS5fQqlUrzJkzR+fnxJQpU2Bvby8ZHzlypMHNWGPHjpX9xdXEiRP1+lJX7hq68+fPR1JSks45n8nOzkb//v3NekJuxYoVOH/+vMF5Jk2ahJycHLUxZ2dn2WYEMo8WLVqgSZMmkvFPP/0UR44c0Tv/06dP0b9/f+Tl5emdg4rOMXjChAkGrbKQl5eHoUOHSr4OqVQqvPfee3rntwWVKlWSPUEYHx+PgQMHIj8/34RV/X+NGjWSjC1evNjgE6g//vgjfvzxR4NyyAkMDJT8Zexff/1l9ueYNtzd3TF+/HjJeHx8PCZOnGjQGHfu3MHYsWMl4w4ODpgyZYpBY5DlUGIVEVuflw8fPjS4SeLMmTOyq4c0atRI9lI9UuQ+B/3xxx84fPiwzjmfN2nSJFy4cMGgHC/auHGj5Mqthrp37x52796tNmZvb49atWppnUtuZUW5RqWi6vPPP5d8LUlPT0ePHj2MvhLerVu3tL7MrCXPQ0uujYiIiMgSsEGEqIgYNGiQ7IeUP//8E8OHD9drRY709HR069ZN9tcM3bp1Q4sWLXTODQCNGzeWjM2ePVvRa7F27NhRMjZnzhxERUXplffevXto1aqVIieobVWfPn00Lr9/7do11K9fHwsXLlR09Rjgny8t3333XYSGhuq9/HyVKlUwatQoyfitW7fQsWNHPH78WOfcQgi8++67iIiIkNymdOnSsl8syxkyZIhkc8uTJ08wevRovfZ5UlIS2rVrhzNnzuhVl1IKCgrQt29fJCcn651j4cKFsst7DxkyBP7+/nrnJ+ORW70mNzcX3bp10+vL/+TkZHTq1Imv7QopCsfghw8folOnTnjw4IHO983Ly8OAAQNkm2MHDRok2WhTlMyZM0d2pY7t27ejW7duBh0TnpeQkIBx48YhPT1d47bt2rWTPN4+evQII0eO1Pu97aJFizBy5Ei97qstBwcHyV/bZ2Zm4osvvjDq+Ep59913ZY/Zy5Yt07u5/f79++jQoYPs83zMmDGoWLGiXvnJ8mizisjOnTs15rH1eRkRESG7EqKcK1euoGvXrrIris2dO1ev3E2aNEFwcLBk/M0339Tr81thYSHefvttLF26VK+65IwePRoVK1bEvHnzFF1lMy8vD0OGDJFsfG7WrBm8vLy0zif3Xc78+fMVu9Sjrahbty4mTJggGY+Li0O9evVw6NAhxcc+e/YsBg4ciMqVK2ud35LnoSXXRkRERGQJ2CBCVEQ4ODhg2bJlsr9sWrNmDcLDw3Vakvr06dNo1KiR7K+v3d3dsXjxYp3qfV6nTp0kYwcOHEDbtm2xd+9eRX69LffF3tOnT9G5c2ds3bpV63xCCKxZswYNGjTApUuX/hPT9drIRcGsWbMwYsQI2W2ePn2Kd999FzVr1sSPP/5o8JdKZ86cwbhx4xAYGIiFCxca/IviuXPnIiAgQDJ+7tw5NGjQQKcvdR48eIAePXpg4cKFstt98803en8ZUbp0adnn2i+//IJBgwbptArIrl270KRJExw7duw//+/g4KBXjYa6du0awsPD9Toxu2TJEkyaNEky7uHhgdmzZxtSHhlRq1atMGjQIMl4Wloa2rVrhxkzZmj96/c//vgDoaGhL52sL1eunEG1FmW2egx+cbWF6OhoNGzYEAcPHtQ6x/Xr19G6dWv88ssvktt4e3tj3rx5etdpS0qWLKlxZbLdu3ejVq1a2Lhxo14NGUIIHDlyBMOGDUPVqlWxdOlSrRopixUrhnbt2knGN2/ejN69e+u0ctetW7fw+uuvY+LEiRBC/Pv/KpUKzs7OWufRltz7hVmzZuHNN9/E+fPn/1OLpfH29tb4vuqzzz5D7969dVr9be/evWjQoAGuXLkiuU3p0qVlV0Eg66TEKiK2OC9fPAYuWLAAvXr10qn+jRs3omnTprLv4Xv37i27Eogmcp9Bn32GSEhI0DpfTEwMunTp8tKlKZX8HHTv3j1Mnz4dZcuWxYABA/Drr78adEm+uLg4tGnTBvv375fcZsyYMTrllGv+vXLlCpo0aYJt27axUeQ5c+fORWhoqGT84cOHaNeuHcaOHSt7uSVt3Lp1C19//TWaNWuGevXqYd26dTp/H2LJ89CSayMiIiIyO0FEFissLEwAUHsbOnSoXjlnz54tmfPZzdnZWYwePVocP35c5Ofnv5QjJydH7N27V/Tt21fY2dlpzLd+/XqD9kNBQYGoWLGixnEcHR1FcHCwaN68uejQoYPo2LGj2tvPP/8sO16nTp00jtWpUyexfft2kZ6erjbH9evXxddffy3q1aun9v7e3t7i448/lsy/atUqvfaV3JyxFoWFhWLs2LEa/wbPbp6enmLQoEFi1apV4urVq2rn7PPu3r0rtm3bJiZNmiSqV6+u1Rhnz57V6TEcOHBA2Nvba8zbpUsXsX37dvH06VO1++Hs2bNi0qRJwsPDQ2Ou0aNH61SjOkePHhUqlUp2nFKlSolvv/1W3LlzR22Ou3fvih9++EG0bt1a7f3Hjh0rKlSooDZWoUIFveqeOXOmZL1lypR56f8CAgLEpk2btMp9//598frrr2vc/4sWLdKrdk31Hzx4UK+cQ4cOlcx548YNnfPduHFDMp++xyM5xtgnKSkpIjAwUOPf0sfHR4wfP1788ccf4tatWyIrK0vk5eWJJ0+eiMjISPH555+LkJAQtfcNDAwUixcvVvy13djk5ktYWJhJa7HWY7Dcc6R///4iODhYbaxr165ix44dIjMz86WcBQUFIioqSowZM0Y4Oztr3C/r1q3Tue5njPGc09bBgwclx545c6ZBuWfMmKFxvwEQ1apVE59++qk4e/as7PuIGzduiM2bN4sJEyaoPb4kJydrVVdUVJTGmvz8/MTMmTPF1atX1ebIzs4Wf/75pxg9erRwdXVVm+Pdd99V/JgrhBBxcXFafQbw8PAQISEholWrVpLvyzt27CjOnz+vcUxjPA4hhBgxYoTGx+Hl5SXef/99ce7cOVFYWPhSjoyMDLFt2zbRsWNHjbkcHBzEkSNH9K7X1M9VY+13Y5HbP6aouV+/frJ//z///FOrPLY0L2fNmqX284WXl5eYMmWKuHDhgtqcqampYsOGDaJ58+Ya6y9durR48uSJ3vULIURSUpIICAiQHcfFxUVMnTpV8jUrPT1dbNu2TQwePFjtZ8GQkBDRv39/yfy6vEf39vZWm8Pd3V306tVLzJ07V+zdu1ckJSXJ5nny5In45ZdfxOuvv67x82toaKgoKCjQZbcKIYRo1aqVxr+hvb29qFq1qmjWrJlo37695PHiyy+/1DieKV+3jPUe5vbt26J8+fJa7bdevXqJZcuWiStXrsjmzM/PF9HR0SIiIkK89957omHDhpJ5v/76a63qtOR5aMm1EREREVkC6zljSFQEGaNBpLCwUKuTnc9/eAoNDRVt27YVbdq0EbVr1xYuLi5a3/+jjz5SZF/88MMPWo+p6abpg/q5c+eEk5OTVrns7e1FUFCQaN68uWjTpo2oVauWKFmypOx9VCqV2LRpk1i1apXkNkW5QeSZuXPnatVk8eLN0dFRVKpUSTRq1Ei0bt1atGvXTjRt2lTUrFlTuLu76zVndG0QEUKIpUuX6lRzUFCQCAsLE+3atRMNGzYUxYoV0/r+4eHhIicnR5H9/s4772g9boUKFUSjRo1E27ZtRd26dUWpUqVkt2/UqJHIzs42aYNIRESE8PLyUhurWbOmmDdvnoiMjBSJiYkiPz9fZGZmiri4OLF582YxePBgrV7vOnXqpPaLeSXqZ4OIcvtECCEuXLggOR8MvTk7O4vjx4/LvravWbNGuZ2kIEtqELHWY7Cm58jff/8t2+Th6OgoatSoIVq3bi3Cw8NFvXr1tGoOfHYbP368QfvdVhtECgsLxZgxY3R6Lru6uorg4GDRsmVL0a5dO9G4cWNRrVo1rY7L2jaICKH5RPLzt5IlS4r69euLtm3bisaNG4vAwECNTUMNGjQwyjH3mcGDByv2+qnNHDPW48jKypJsalV38/b2Fg0aNBDt2rUTYWFhIjg4WDg6Omp1X5VKJVasWGFQvWwQkWfuBpHo6GjZ5qnGjRtrlcfW5uW7774rW0Px4sVFw4YNRbt27USrVq1E1apVtf4c6OLiIo4dO2ZQ/c9s2bJF633u6+srQkJCRNu2bUWDBg1EhQoVZPd5iRIlRGxsrGLv0aVOfqu7+fj4iMqVK/+7j1u2bClCQ0M1vmd6/ubu7i6io6P12q/79u3TehxNN20+d9hCg4gQQly9elWrJpHnb15eXqJSpUqiQYMGIjw8XDRt2lQEBweLUqVKadVs/OxmaIOIJcxDS66NiIiIyBKYZ413IjIblUqFNWvWQAiBDRs2aNz+6dOnOHv2rF5j/e9//1PskgvDhw/Hr7/+ij/++EORfHLq1q2LFStWYOjQoRq3LSgoQExMjE75FyxYgD59+mD16tV6Vlg0TJs2Dc2aNcOgQYNw+/Ztre+Xl5eH+Ph4g5dbBQBPT0/MmDEDtWrV0vm+Y8aMQV5eHiZOnKhx6fq8vDzExMToPJcAoF27dvjtt99eWr5ZX3PnzsXu3btx7do1jdvevHkTN2/e1CpvjRo18OeffxplqXs5ZcqUwcqVK9GvX7+XlrqPjo7GtGnTDMofHByM9evXQ6VSGZSHTKN27dr4/fff8corryAtLU2xvPb29vjpp5/QtGlTXL16VXI7U89/a2Srx+BGjRrhxx9/xMCBA9XG8/LycPnyZVy+fFnn3P3798fXX39taIk2SaVSYenSpShWrJjWl9/JysqSvQyDUlauXIkrV67gwoULGrd98uQJnjx5onXuKlWq4I8//jDqa86CBQvw119/af0+wFK5uLhgx44d6Natm1aX/0tNTcWpU6d0Hsfe3h6LFy/GyJEj9aiSrEWNGjXQp08fbNy4UW3877//xq5du2Qv0wTY3rz84osvEBMTg507d6qNJycn4+TJkzrndXJywvr169GsWTNDSwQAvPrqqxgwYADWrVuncdvHjx/j8ePHWuX18PDAzp07UaVKFUNL1EtSUhKSkpJw/fp1ve7v6uqK7du3o0aNGnrdPzw8HOPGjcN3332n1/2LqmrVqiEyMhLdu3fH6dOntbpPWloa0tLSFPkuRGnmnodyLLk2IiIiImORvkAqEdksBwcHrFu3DrNnz4a9vb3i+d3c3PDTTz8peg1jlUqFTZs2oU+fPorllDNkyBDMmzdP9jrSunJ0dMTy5cvx7rvvKpbT1rVq1QpXrlzBtGnTFGuA0IaLiwveeecdXLt2DZMnT9b7WtHvvPMOfvvtNxQrVkzZAv/P+PHjsXPnTri5uSmW093dHXv27EHFihUVy9myZUscPnwYJUqUUCynLvr06YO5c+cqnrd69erYvXu30f6+ZBytWrXC4cOHFZvjbm5u2Lp1K/r16wcAso0nLi4uioxp62z1GDxgwAD89NNPcHR0VCznuHHjsHbtWkX3lS2aO3cufv31V/j4+Ji7lH95eHhgx44dCAoKUjRvkyZNcPToUfj5+Sma90W+vr44cOCAXk20lubZe5+xY8caJb+Pjw/++OMPjBkzxij5ybLMmDFD9jX5448/1iqPLc1Le3t7bNmyBT179lQsp7e3N37//XdFcwLAjz/+iM6dOyuWr0yZMjh8+DAaNmyoWE5TqlSpEo4cOYK2bdsalOebb77BO++8o1BVRUfp0qVx/PhxvP/++0b57k6Kq6urycbShlLz0BgsuTYiIiIiOVxBhKiIUqlU+Oijj9C5c2eMGTNG618kaNKpUycsWbIElSpVUiTf89zc3LBp0yb8/vvvmDdvHo4fP674GM+bOnUqQkJCMHDgQCQmJhqUq06dOli2bBmaNGmiUHVFh7u7O+bOnYuxY8di0aJFWLlypaK//H9e6dKlMXLkSIwZMwalSpVSJGe3bt1w5coVTJw4EZs2bXppFQt9BAUFYcmSJUb7EqJChQo4ceIEBg8ejF27dumdx8HBAZMnT8bHH39s0gYfdaZOnQpPT0+MHz8eBQUFBudr3bo1Nm3aBF9fXwWqI1MLCQnBuXPn8P777+OHH37Qe06EhYVh5cqV//lFaEpKiuT2lnRy2tLZ6jF4yJAhqFSpEoYPH464uDi985QoUQKLFy9G//79FazOtvXq1QstW7bE//73P6xatQr5+fmK5fby8sLAgQPh7u6u0/3KlSuHkydPYtSoUVqt7CfH0dERkyZNwqxZs0zWjFapUiWcOXMG3333HRYtWoQbN26YZFxjcHR0xHfffYdevXrhrbfeQmxsrME5VSoVBgwYgK+++sroDTtkOTStIhIVFaXVKiKAbc1LV1dXbNmyBXPnzsXs2bORm5urd67mzZvj559/VrSh/RlnZ2f8/vvvmDZtGr766iuNK0HK6dGjB5YuXarY58rnjR8/Hlu2bNFr5TFtuLm5Yfr06Xj//fcVWY3K3t4e33zzDfr27YtPPvkEe/fuNWjfFiVOTk74/PPPMXToUEydOtVoq+r6+vpiwIABGDp0KEJDQ7W6jyXPQ0uujYqO/Px8/P333zh//jxiYmKQmJiI9PR02Nvbw8vLC6VKlUJwcDAaNGiAmjVrmrtck0tMTMTRo0dx+fJlxMfHIzU1FZmZmXBzc4O3tzcqVaqEGjVqoGXLlhb5Xcr169fx999/4/Lly7hz5w7S09ORm5sLT09PFC9eHNWqVUPt2rXRvHlzi3udEELgzJkzOHPmDK5cuYLHjx//+127l5cX/Pz8EBwcjNDQUNSrV8/iVk3Ozs7G8ePHcfHiRVy7dg3JyclIT0+Hk5MTPD09UbZsWdSoUQNNmjQxyjkqIpth3ivcEJGcsLAwg669qosdO3aIjh07an2t3+dvLi4uok+fPiIyMlLRmjRJSEgQK1asEKNGjRJhYWGiUqVKwtvbW+P1lnW9FuyTJ0/EzJkzRYkSJXTeNyEhIeLHH38UeXl5L+Vdv369KFGihNrb+vXr9doncnPGVqSlpYmff/5Z9OjRQ7i6uur8N3nxVr58eTF69GixZ88etX8nJV24cEEMGzZMeHp66lynSqUSLVu2FBs2bBAFBQVGrfN5mzdvFiEhITrV6uDgIF5//XVx6dIltTmVvi60puuePy8qKkrUrFlT7/ni4eEh5s2bp+jfQJf6taXU9c2fuXHjhsmOR0IYZ59IuXz5shg9erTw8vLSag44OTmJLl26iD179qjNN3HiRMn7Xrt2TdHalSI3X8LCwsxam7Ucg3V9jmRmZoovv/xSlC1bVqfH5OPjI6ZNmyaSk5P12JvSTPmce9HBgwclx9b1PZu2bt26Jd5//31Rrlw5vY8Hbm5uonPnzmLFihUiIyPD4Jr27t0rwsPD9arjzTffFFevXlWbNzQ0VO08Dw0NNbjmF506dUp8+eWXYuDAgaJx48aiXLlywsPDQzg4OMg+Bm3mmNLvHeTk5+eLtWvXiubNmwuVSqXz38TLy0uMGDFCREdHK16bqZ+rptzvSpDbP6asOTo6WtjZ2UnW0qRJE51z2tK8vHr1qhg2bJhwcnLS6THUq1dPbNiwQfH6pZw6dUp069ZN5/3dokUL8ccff6jNaYz36IsXLxavvfaaKF26tN7HtGe3unXrii+++ELcv3/fwL0n78GDB2LNmjXirbfeEuHh4aJatWrCx8dHODk5ye5vbT53mPJ1yxzvYa5cuSImTJig83vIF28qlUqEhISIyZMni927dxv0XYglz0NLro1s199//y0GDRokvL29tZ5b5cuXF1OmTBE3b940d/lGlZ2dLVatWiWaN28u+17p+Zu9vb1o3ry5WLVqlcjOzjZr/Y8ePRJz5swR1atX1/pv6+bmJnr16iX27t1r1tqF+Of7r7Fjxwo/Pz+t6/f39xdjx44Vly9fNnf5Yu/evaJXr17Czc1N6/qrV68u5syZIx4/fmzu8oksjkoIBX7KTERGsXr1aiQkJKiNhYSEKL6cKgA8evQI+/fvx7Fjx3D58mXcuHEDiYmJyMrKAvDPag6+vr6oWLEi6tSpgxYtWqBt27bw8vJSvBZLk5mZiUOHDuHQoUOIjIzEgwcPkJiYiLS0NLi4uMDDwwPlypVD9erV0ahRI3To0EHxZcPpv/Ly8nD27FlERUUhOjoaCQkJuHnzJpKTk5GZmYmsrCyoVCq4uLj8251frlw5BAcHo1atWmjatKlRfnmmSVZWFg4ePIijR4/i/PnzuH79Oh49eoSnT5+ioKAArq6uKF68OAIDAxEUFIRmzZqhXbt2KFu2rMlrfebcuXP4448/EBUVhdjYWNy7dw+ZmZlwcHCAl5cXypUrh9q1ayMsLAzdunUz6coas2bNklyu++DBg2jduvV//q+goAC//PILFi9ejOPHj2v167XSpUvjjTfewFtvvQV/f38lyiYLk5eXh8jISJw8eRLXrl3799j37NcrVapUQe3atdGqVSt4enpK5unUqRN279790v/b2dkhIyPD4pZstha2egwuKCjA8ePHsWvXLpw9exYxMTFISkpCRkYGHB0d/517ISEhaN++PTp27MhLFSlI/N8vp44ePYqTJ0/i+vXruHXrFtLS0pCVlQVHR0d4eHjA09MTAQEBCAoKQnBwMOrVq4cWLVoY5ZdgV69exf79+3H48GFcuXIFiYmJSEpKQkFBATw8PODj44OqVauiRo0aaNu2LVq3bq3zyiWkvdu3b2Pfvn04fvw4YmJikJCQgJSUFGRlZcHe3h7u7u7w9/dH5cqVUbduXbRs2RKtW7fm85SMylbmZXJyMnbu3IlDhw7h0qVLuHHjBtLS0pCTkwM3Nzf4+voiKCgITZs2RdeuXbVe1UBpd+7cwW+//YajR4/iypUruH37NtLT0yGEgKenJ/z9/VGzZk00adIE3bt3R7Vq1cxSJwDcvHkTJ06cwNWrVxEXF4fr16/j/v37SE9PR0ZGBnJycuDu7g4vLy94eXmhdOnSqFu3LkJCQtCoUSOz1k66EULg3LlziIqKwunTpxEXF4dbt24hKSkJWVlZ/75v8PT0/HeeVq9eHUFBQQgKCkLDhg2NdglYS56HllwbWb9r167h7bffxt69e/XOYW9vj7Fjx+KTTz6Bt7e3gtWZ3/r16/Hee+/h/v37eucoVaoUFixYgNdff13ByjTLzs7GvHnzMH/+fGRnZ+udp0GDBli6dCkaNGigYHWa3bt3D++9957Bq1b2798fX331lVFWR5Nz8uRJjBs3DqdOndI7h4uLC6ZOnYpp06ZZ3HtiInNhgwgRERFZNV0bRJ735MkT/PXXX2q/lPbz8/u3QSc0NNTillQkyyOEgI+Pj9rLzFSqVAnXr183fVFEREREREREZDTLly/H+PHjkZOTo0i+0qVLY8uWLRZxmVRDpaWlYciQIfjtt98Uy9mzZ0+sWbNG9sc7Srl69Sp69uyJmJgYRfLZ2dlh5syZ+Oijj0zyPePvv/+OwYMHIzU1VZF83t7eiIiIQLdu3RTJJ0cIgdmzZ2P27NmKXZouODgY27ZtY8MfEdggQkRERFbOkAYRIiVdvHgRderUURvr2bMntm7dauKKiIiIiIiIiMhYJk2ahK+//lrxvM7OzoiIiEDv3r0Vz20q9+/fR3h4OK5cuaJ47ho1amD//v0ICAhQPPczf/31F1555RWkpaUpnrtv375Yu3YtHBwcFM/9zNdff4333nsPSp8CVqlU+PrrrzFhwgRF8z4vPz8fAwYMwObNmxXP7e3tjd9//x0tW7ZUPDeRNbEzdwFERERERLZg+fLlkrFWrVqZsBIiIiIiIiIiMqZp06YZpTkEAHJycjBgwADs2LHDKPmNLTExEe3btzdKcwgAXL58Ge3bt0diYqJR8p84cQLdunUzSnMIAGzatAlDhw5VvHnjmaVLl2LSpElGyS+EwMSJE7Fs2TLFcwNAYWEhhgwZYpTmEABITU1Ft27dcPLkSaPkJ7IWbBAhIiIiIjJQamoqVq9eLRlv166d6YohIiIiIiIiIqNZu3Yt5s+fL7uNu7s7Ro0ahT/++AN3795FTk4OMjIycO3aNfz888/o2rWr7GVG8vLy8Prrr+Pq1atKl29UhYWFGDBgAKKjo2W3q1atGubOnYuoqCgkJycjLy8PSUlJiIyMxGeffYYqVarI3v/SpUsYMGCA4k0Qjx8/Rq9evZCeni67XVhYGFasWIHLly8jPT0dubm5ePDgAfbu3YsJEyagePHisvdft24dPvvsMyVLBwAcPnwY77zzjuw2jo6OeP3117FlyxYkJCQgKysLmZmZuHHjBn755Rf0799f4+omb731Fv766y8lSwcAfPbZZ1i/fr3sNiVKlMDEiROxb98+PHjwALm5uUhLS8OlS5ewfPlyjauDpKWloWfPnnj8+LGSpRNZFV5ihoiIiKwaLzFDlmDkyJH44Ycf1MaCg4Nx+fJlE1dEREREREREREqLi4tDaGgoMjIyJLfp1asXlixZglKlSsnmOnXqFIYMGSK70kadOnVw6tQpODo66l2zKc2bNw/Tp0+XjLu4uOCLL77A2LFjYW9vL7ldfn4+vvvuO0yZMgU5OTmy402dOtWgmp/XuXNn7Nq1SzJetmxZrFq1SuMPgVJSUjBlyhSsWLFCcht7e3scPnwYzZs317ve5yUlJaF27dq4d++e5DYtW7bEDz/8gKpVq8rmunbtGkaMGIFjx45JblO6dGlcvHgRPj4+etf8vGPHjiEsLAwFBQWS24wePRrz58+Ht7e3bK49e/Zg+PDhsvuiU6dO2Llzp971ElkzriBCRERERGSANWvWSDaHAMDw4cNNWA0RERERERERGcv48eNlm0OmTJmCX3/9VWNzCAA0aNAAJ06ckL0s7YULF7Bw4UJ9SjW5mzdvYvbs2ZJxLy8vHDx4EG+//bZscwgAODg4YPz48di/fz88PDwkt/v4449x69YtvWt+3qZNm2SbQ2rWrInTp09rtUpssWLFsHz5cixatEhym4KCAowbN062IUIXH374oWxDxIABA3DgwAGNzSHAPyu8HDx4EP369ZPc5t69e/joo4/0qvVFBQUFGDt2rOy+WLx4Mb7//nuNzSEA0KFDB5w5cwbBwcGS2+zatctol7IhsnRsECEiIiKiIuH8+fP4+eefkZeXp1jOb775Bm+88YZk3NvbG6NHj1ZsPCIiIiIiIiIyj507d8quODBo0CCNl555kYeHB3bs2CF70n7OnDlWcTmMKVOmICsrS23Mzs4Ov/zyC5o0aaJTzubNm2PTpk2Sl+PJyspSZAWR3NxcTJ48WTLu5+eHPXv2wM/PT6e848ePx7Rp0yTjFy5cwMqVK3XKqc6lS5ewbNkyyXjr1q2xZs0ajZeOeZ6joyMiIiJkL9mybNkyjZcT0sby5ctx8eJFyfiHH36It956S6ec/v7+2Lt3L0qWLCm5zeTJk5Gbm6tTXiJbwAYRIiIiIioS7t+/jyFDhqBSpUqYP3++Qb8wuXz5Mvr06YMJEyYgPz9fcrsPP/wQXl5eeo9DRERERERERJbh008/lYyVL18e33//vV55PT09sW7dOtjZqT9ll56ejm+//Vav3KZy7do1/PLLL5LxiRMnon379nrl7ty5M9555x3J+KZNmxAbG6tX7mfWrFmD27dvS8ZXrlyJ0qVL65V7zpw5qFevnmR8/vz5Bq8iMm/ePBQWFqqNeXp6Yu3atRpXbVHHwcEBa9euhbu7u9p4QUGBzk1RL8rPz5fN0bBhQ8yaNUuv3GXKlMHy5csl47du3UJERIReuYmsGRtEiIiIiKhIuXPnDqZNm4YKFSqgYcOG+OSTT7Bnzx48evRI9n5Xr17FypUr0b17d9SqVUv2iw8AqFevHiZOnKhg5URERERERERkDlFRUTh27JhkfP78+ZIn0bXRoEEDDBs2TDK+ZMkSydU5LMFXX30l2aDg6+uLmTNnGpT/448/ho+Pj9pYYWEhvvrqK4Pyf/nll5KxDh064JVXXtE7t4ODg+xlgm7cuKHxOyY5t2/fxsaNGyXj//vf//RubgGAcuXKya7Ssn79ety5c0fv/L/88gtu3rwpGV+0aJFezS3P9OrVC23btpWMy/3tiWwVG0SIiIiIqMg6deoUPvroI3Ts2BH+/v7w8/NDjRo10KxZM7Rr1w6NGjVC1apVUaxYMQQFBWHUqFH4/fffIYSQzVuyZEn8+uuvOi3dSURERERERESWadWqVZKxypUro2/fvgaPMW3aNMlVRJKSkrB9+3aDxzCG7OxsrF+/XjL+9ttvG7y6arFixTBu3DjJ+IYNG5CTk6NX7sjISFy9elUy/sEHH+iV93ktW7ZEixYtJOOrV6/WO3dERITk6rbe3t46X5pFnXfeeQceHh5qY/n5+Vi7dq3eueWeW23atEHTpk31zv3M//73P8nYlStX8Pfffxs8BpE1YYMIEREREdH/efz4Ma5cuYLIyEjs378fJ0+eRFxcHFJTU7XO4evri3379qFChQpGrJSIiIiIiIiITCE3NxebN2+WjI8ZM0aysUMXVatWRbt27STjhpyEN6YdO3YgLS1Nbcze3h5vvvmmIuPI7eeUlBT88ccfeuWV2681a9ZEq1at9Mr7IrkGl3379mlc2VaKXP2DBg2Cp6enXnmfV6xYMQwYMECvGuQ8fPgQ+/fvl4zL7TNdhIeHo1q1apJxS31uERkLG0SIiIiIiBQSGhqK48ePo27duuYuhYiIiIiIiIgUcOTIESQnJ6uNqVQq9OvXT7GxXn/9dcnYnj17LPIyM7/99ptkrHXr1ggICFBknDJlyqBly5Z61SFH7n79+/fXK6c63bt3h5ubm9pYfn6+Xg0u169fR3R0tGRcyfrl5ubFixdx48YNnXPu2LEDBQUFamMeHh7o2rWrzjmlyNWv79whslZsECEiIiKiIsHT0xNOTk5Gy/3ZZ58hMjISVapUMcoYRERERERERGR6e/fulYzVrl0b5cqVU2ysLl26QKVSqY3l5OTgyJEjio2llH379knGlDzBrymfXB1SYmJicOfOHb3G05W7uztat24tGZebZ/rcp3jx4mjWrJnOOaW0bNlS9lJBStfftm1buLq66pxTitzf8tatW7h27ZpiYxFZOjaIEBEREVGR0Lx5czx69Ahr1qxBz549Ubx4cYNz1qxZE1988QUSEhIwffp0ODs7K1ApEREREREREVmKgwcPSsbkLgmjDz8/P9SuXVsyLnc5DnO4cuUKHjx4IBlXev/I5bt37x6uXLmiUz65v23JkiUREhKiUz5N5Oo/cOCAzvnk6m/Tpo0ilz56xt7eXrbBRZ+5acrnVv369WW/C7S05xaRMTmYuwAiIiIiIlPx9vbG4MGDMXjwYAghcPXqVURGRuLKlStISEjAjRs38OjRIzx9+hSZmZnIycmBo6Mj3NzcULJkSZQrVw5BQUGoV68e2rRpg0qVKpn7IRERERERERGRkeTn5+P8+fOS8caNGys+ZpMmTXDhwgW1sdOnTys+niFOnTolGfPw8EDNmjUVHa9OnTpwdXWVvNTO6dOnERwcrHU+ufobNmwouZqLvpo0aSIZe/jwIe7cuYOyZctqnU+ufmPNze3bt6uN6To3b9++jUePHknGla7fzs4ODRs2xJ49e9TGLe25RWRMbBAhIiIiqzZr1izMmjXL3GWQFVKpVAgKCkJQUJC5SyEiIiIiIiIiCxQdHY2cnBzJeL169RQfs379+pKxs2fPKj6eIc6cOSMZq1u3rqIrWAD/rGIREhKCyMhItfGzZ89i0KBBWueTq98Yf9uQkBDY29ujoKBAbfzs2bNaN4ikpqbixo0bknFTz834+HikpaXJXobmeXL73sHBAXXq1NG5Pk3q168v2SBiac8tImPiJWaIiIiIiIiIiIiIiIiIXnDp0iXJmLOzs1FWFpX7IUtSUhLu3bun+Jj6kts/uqzkoQu5/XPx4kWt8xQWFuLy5cuScWPU7+rqivLly0vGdan/0qVLEEJIxo1Rv9y+F0LIzocXyW0bGBgIFxcXnWrThlz90dHRsvuTyJawQYSIiIiIiIiIiIiIiIjoBfHx8ZKxihUrKr5CBgBUrVpVNi63aoSpye2fKlWqGGVMuf2jy765e/cucnNzJeOWXr/cvnd1dUXp0qV1qksb5cqVk23cUKp+c+z7nJwci2q+IjImNogQERERERERERERERERvSAhIUEyJrcShCECAgLg6OgoGZeryZQKCwtx+/Ztybix9k+5cuUkY7du3UJhYaFWeTTtR3PUr8vfVm7bcuXKQaVS6VCVdlQqFcqUKaNXTbpsa459D1jOc4vI2NggQkRERERERERERERERPSCO3fuSMb8/f2NMqZKpYKfn59kXK4mU3r48CHy8vIk48baPwEBAZKx3NxcPH78WKs8cvvRzs4Ovr6+OtemDbn6dfnbmmNuAtZdv7+/v2zjjKU8t4iMjQ0iRERERERERERERERERC9ITEyUjMk1cRhK7gS5XE2mpKkOY+0fTc0D2u4fue2KFy8OBwcHnerSllJ/W2ufm+ao39HREcWLF5eMW8pzi8jY2CBCRERERERERERERERE9IKkpCTJmJeXl9HG9fT0lIzJ1WRKmuow1v6R2zeA9vvHEv+2ycnJWuexxPq13fdCCKSkpEjGLb1+ImtnnPY3IqLnpKSk4PDhw//+u1y5cnB2djZjRURERERERERERKSvnJwc3L59+99/h4WFoVixYuYryMpkZ2fj+vXr5i7DYiUmJiI5OVmv75F9fX0VXX0gNTVVMmbMk9hyueVOrJuS3L4BjLd/NOXVdv9Y4t82Pz8fGRkZ8PDw0JjHEuvXdt9nZGSgoKBArzEMZQ3PLSJjY4MIERnd4cOH0bNnT3OXQUREREREREREREawbds29OjRw9xlWI3r16+jVq1a5i7DJs2cOROzZs1SLF9OTo5kzMXFRbFxdMktV5MpaarDWPtHU15t948l/m2Bf+rSpkHEEutXYt9rGsNQ1vDcIjI2XmKGiIiIiIiIiIiIiIiI6AW5ubmSMQcH4/0G29HRUTImV5MpaarDWPtHbt8A2u8fS/zbAtZdvxK1A5ZfP5G1Y4MIERERERERERERERER0Qvy8/MlY8Y8iS2XOy8vz2jj6kJu3wDG2z+a8mq7fyzxbwtYd/1K1K5pDENZw3OLyNh4iRkiMrpy5cr959/btm1DlSpVzFQNERERERERERERGSIuLu4/l5R+8fs/0s3azX6oVEV+VYGiID4uDwP7PPr33/p8j+zr66toTXZ2digoKFAbk/p/JcjlNubJc13Y2cn/Br2goAD29vaKj6tpv2u7f+TqN9ffFrDu+pWoXdMYhrKG5xaRsXGmE5HROTs7/+ffVapUQc2aNc1UDRERERERERERESnpxe//SDeVqjgiuIaTucuwOJbwPbKTkxOysrLUxjStgmAIudxOTpYxVzTVkZ+fb5QGEU37Xdv9I7eduf62gHXXr0TtmsYwlDU8t4iMjZeYISIiIiIiIiIiIiIiInqB3AljY16OIjc3VzLm6GgZq81oOplurP0jt28A7fePJf5tAeuuX4naAcuvn8jacQURIiIiIiIiIiIiIiIicym0AwqVX2nB6hRa3m+aPTw8kJqaqjaWnp5utHHlcnt6ehptXF14eHjIxtPT0zVuow9N+13b/SNXm7n+tiqVSut9Zon1K7HvNY1hKGt4bhEZm+UdbYmIiIiIiIiIiIiIiIjMzMfHRzKWlpZmtHHlTmLL1WRKmuow1v7R1Dyg7f6xxL+tl5eX1pflscT6td33Dg4Oss0Yll4/kbVjgwgRERERERERERERERHRC0qUKCEZS0xMNNq4T548kYzJ1WRKmuow1v6R2zeA9vtHbrukpCSdatKFUn9ba5+b5qhfCCH7t7WU5xaRsbFBhIiIiIiIiIiIiIiIiOgFAQEBkrEHDx4YbVy53HI1mZK/vz9UKpVk3Fj75/79+5IxlUoFPz8/rfLI7cfc3FyjNYnI1a/L39Zcc9Oa63/y5Any8vIk45by3CIyNjaIEBEREREREREREREREb2gYsWKkrF79+4ZZczU1FQ8ffpUMi5Xkym5uLjInlA31v6Ry1u6dGk4OztrlUfTfjRH/br8bc0xNzXltvT6NeW1lOcWkbGxQYSIiIiIiIiIiIiIiIjoBXInjOPi4owypqa8lnQS29L2jy77pkKFCrIroFh6/XLbJiYmIiUlRZeytKIpr1L1m2Pf29nZoXz58kYZl8jSsEGEiIiIiIiIiIiIiIjITFSFKt7+72ZpgoKCJGOpqal49OiR4mPGxsZKxpydnVGhQgXFx9SX3P65du2aUcaU2z/Vq1fXOo+zs7Nsk4Ix6i8sLMT169cl47rUL7fvAePUL7fvAeXqj42NhRBC61zakqu/YsWKcHJyUnxMIkvEBhEiIiIiIiIiIiIiIiKiF4SEhMiuMnH27FnFxzxz5oxkrHbt2nBwcFB8TH2FhoZKxoyxbzTllatH1+2NUX9MTAyysrL0qudF5cqVQ8mSJSXjpp6bvr6+KFu2rNa55B5rZmamURpc5OrXde4QWTM2iBARERERERERERERERG9wNPTE1WrVpWMnzp1SvEx5XLWq1dP8fEMUb9+fcnYgwcPcPfuXUXHu3XrluyqLbruH7n6Tf23dXV11bgqyIvkHq+p69e1wSI4OBiurq56jaUva3puERkTG0SIiIiIiIiIiIiIiIiI1GjZsqVk7ODBg4qOlZ2djcjISMl4WFiYouMZqn79+nBzc5OMK71/Dhw4IBlzd3eXbfhQR+5vGxcXhzt37uiUTxO5+lu0aAF7e3ud8plybgLy9es6N+3t7dGsWTPJuNL1JyQk4MaNG5JxS3tuERkTG0SIiIiIiIiIiIiIiIiI1Gjfvr1k7OjRo8jIyFBsrEOHDiE7O1ttTKVSoV27doqNpQQnJye0atVKMr5r1y5Fx5PLFxYWBicnJ53yNWnSBJ6ennqNpyshBPbs2SMZl5tn+tzn+vXriIuL0zmnlJiYGNy8eVOvWvS5z+7duyGE0DmnFLm/pZeXFxo1aqTYWESWjg0iRERERERERERERERE5iJUvD27WaD27dvDwcFBbSwnJwe//fabYmNt3LhRMlavXj34+fkpNpZSunTpIhnbvn27ZMOLrjIzM7Fjxw7JeOfOnXXO6eDgINukIPf30NVff/2F+/fvS8b1qb9Bgwbw9fWVjCtZv1wuPz8/nVdvAeTnzp07d3D8+HGdc0qRq1/uOU5ki9ggQkRERERERERERERERKSGj48POnbsKBn/4YcfFBknNTUVW7ZskYwPGDBAkXGU1rdvX8lLo6Snp2PTpk2KjLNhwwY8ffpUbczBwQF9+/bVK+/rr78uGTt48CASEhL0yvsiuXlSu3Zt1KpVS+ec9vb2so979erVKCws1DnviwoKCrB69WrJeL9+/WBnp/sp59q1a6NmzZqScaWeW3Fxcfjrr78k45b63CIyFjaIEBEREREREREREREREUkYMmSIZOzgwYM4ffq0wWMsXboU6enpamMODg6yjQzm5O/vjw4dOkjGFyxYYPClQgoLC7FgwQLJeIcOHfReXeWVV15BsWLF1MYKCgpkx9XW7du3sWHDBsn44MGD9c4tNzfj4uKwdetWvXM/s3nzZtlGGWPVv27dOty7d0/v3M98+eWXko0yxYsXR9euXQ0eg8iasEGEiIiIiIiIiIiIiIiISMKrr76KcuXKScbfe+89g/I/fvwY8+bNk4z37dsXpUqVMmgMY5owYYJk7MKFC/jpp58Myv/DDz/g8uXLkvGJEyfqndvZ2RljxoyRjC9btgzXrl3TOz8ATJs2DXl5eWpjHh4eGDlypN65GzVqhCZNmkjGp0+fjtzcXL3z5+Tk4IMPPpCMN2vWDA0bNtQ7/8iRI+Hu7i459v/+9z+9cwPAlStXZFciGTt2LJydnQ0ag8jasEGEiIiIiIiIiIiIiIiISIKDg4NsE8jhw4exZMkSvfO/+eabSE1NVRtTqVSYMmWK3rkB4NChQ1CpVJK3WbNmGZS/Y8eOCAkJkYy/9957uH37tl65ExISZB9/vXr10L59e71yPzNhwgS4uLiojeXl5WHYsGHIz8/XK/e2bduwbt06yfioUaNQvHhxvXI/M23aNMlYbGysbIOHJlOnTkV8fLxs3BA+Pj4YNWqUZHzNmjXYsWOHXrnz8vIwdOhQyb+di4sLxo8fr1duImvGBhEiIiIiIiIiIiIiIiIiGWPGjEHlypUl45MmTcLu3bt1zvvBBx9g27ZtkvHBgwejbt26Ouc1tS+//FIylpSUhFdeeQXJyck65UxMTET37t2RkpIiuc0XX3yhU051AgICMHnyZMl4ZGQkRo0apfOlck6dOoVhw4ZJxn18fAxq3nimR48eaNmypWR8wYIF+PHHH3XOu3z5cixatEgy3qpVK3Tv3l3nvC/64IMPJJtkhBAYPHgwzp49q1POwsJCjBgxAidPnpTcZsqUKfD399cpL5EtYIMIERERERERERERERGRmaiECqpC3lRCZe4/hSxnZ2d88803kvHc3Fz06NEDy5cv1ypfdnY2Ro8ejc8++0xyG29vb8yfP1/nWs0hPDwcffr0kYyfP38eLVq0wJUrV7TKFx0djRYtWuDixYuS2/Tt2xdt27bVuVZ1pk+fjgoVKkjGV69ejddee022WeV5W7duRbt27SRXhgGATz75BCVKlNC1VLW+/fZbODg4qI0JITBq1CjMnj0bBQUFGnMVFBRg1qxZspfecXBwwLfffqt3vc8rWbIkPvnkE8l4SkoK2rZti99++02rfMnJyejVqxciIiIktwkMDJRdeYXIlrFBhIiIiIiIiIiIiIiIiEiDLl26YOzYsZLxnJwcjB49Gi1atMC2bduQk5Pz0jZPnjzBkiVLUK1aNY3NJCtXrkRAQIDBdZvK0qVLUa5cOcn45cuXERISgnfeeQcXLlxQu825c+fw1ltvITQ0FDExMZK5ypcvj6VLlxpc8zNubm5Yt26dZJMF8E/TR9WqVfH555/j7t27L8Xz8/OxZ88edOnSBa+++qpsc0i3bt1kGzB0VbduXXz66aeS8cLCQsycORMhISGIiIhARkbGS9ukp6djzZo1qFOnDj7++GPZFVPmzp2LOnXqKFI7AIwdOxZdu3aVjKekpKBnz5545ZVXsHfvXrWXjblz5w7mzZuHqlWrYvv27ZK5HBwcsG7dOri6uipSO5G1UQld10MiItJRdHQ0atWq9e+/L126hJo1a5qxIiIiIiIiIiIiItIXv+8zzIv77++/AxEc7GzGiizDlSs5aNw44d9/W+q8ysnJQdu2bXH8+HGN2zo5OSEoKAglS5ZEXl4e7t27h/j4eK0uVTJ58mRFLp8CAIcOHUKbNm0k4zNnzsSsWbMUGSsqKgrh4eHIzMzUuG2JEiVQtWpVeHh4ID09HbGxsUhKStJ4Pzc3Nxw4cACNGzdWouT/+PbbbzF+/Hittq1QoQLKlSsHZ2dnJCUlISYmBllZWRrvV61aNURGRsLHx8fQcv9DCIE+ffpgy5YtGre1t7dH9erV4efnByEEHj16hKtXr6KwsFDjffv06YONGzdCpVJ21Z/ExEQ0bdoUsbGxGrd1dXVFcHAwihcvjuzsbNy+fRu3bt3Sapxvv/0Wb7/9tqHlElkt6TY4IiIiIiIiIiIiIiIiIvqXs7Mz/vzzT7Rt2xZnzpyR3TY3N1dypQw5o0aNUqw5xNSaNGmCbdu2oXv37sjOzpbdNjExEYmJiTrld3Fxwfbt243SHAIA77zzDlJTU/HRRx9p3PbmzZu4efOmTvkrVqyI/fv3K94cAgAqlQrr1q1Dz549sXPnTtltCwoKcPnyZVy+fFmnMbp06YKIiAjFm0OAfxqG9u/fj1atWiEhIUF226ysLI3PP3U++eQTNodQkcdLzBARERERERERERERERFpydvbG4cOHUKPHj0UzatSqTBnzhwsW7ZM0bym1r59exw6dAilS5dWNG/p0qVx+PBhhIeHK5r3RR9++CFWrFgBJycnRfM2b94ckZGRKFu2rKJ5n+fk5ITffvsNo0ePVjz32LFjsW3bNsX3y/PKlSuHyMhINGvWTNG8zs7O+OGHH/DBBx8ompfIGrFBhIiIiIiIiIiIiIiIyExUhbw9u1kTT09PbN26FUuWLEGxYsUMzhcUFIT9+/fjww8/NMrqDKbWuHFjnD17FgMHDlQk38CBA3H27Fk0atRIkXyajBw5ElFRUYqM5+rqitmzZ+PgwYPw9/dXoDp5jo6O+P7777Fx40aUKVPG4HxlypTBpk2b8N1338HR0VGBCuUFBATg4MGD+Pjjj+Hq6mpwvsaNGyMqKgojRoxQoDoi68cGESIiIiIiIiIiIiIiIiIdqVQqjBs3DrGxsZgxYwb8/Px0zlGrVi2sWLEC58+fR5s2bYxQpfn4+fkhIiICUVFR6N27N+zt7XW6v729PXr37o2oqChERETotX8NERoaiqioKGzcuBFNmzbV+f5eXl6YOHEiYmJi8NFHH5mkueJ5ffv2RUxMDL788ksEBgbqfP/AwEB8+eWXiImJQZ8+fZQvUIaTkxNmzJiBmJgYTJw4EV5eXjrnaNq0KTZu3IjIyEiEhIQoXySRlVIJIYS5iyAi2xYdHY1atWr9++9Lly6hZs2aZqyIiIiIiIiIiIiI9MXv+wzz4v47ERmI4GBnM1ZkGa5cyUGjpgn//tsa51V+fj6OHTuGPXv24Pz587h69SoSExORnp4Oe3t7eHp6olSpUggODkaDBg3QuXPn/8wFW5eUlIRdu3bh8OHDuHz5MuLj45GWlobMzEy4ubnBy8sLlSpVQo0aNRAWFoZOnTrBx8fH3GX/Kz4+Hn/++SeioqJw+fJl3L17F+np6cjNzYWHhweKFy+OatWqoXbt2mjfvj1at24NZ2fLeG4LIXDq1Cns2rULZ86cQUxMDB4/foz09HQA/6yI4+fnh6CgIISGhqJTp05o0KCBxaxmk52djUOHDmHfvn24ePEirl27huTkZGRkZMDJyQmenp4oU6YMatSogSZNmqBLly6oVKmSucsmskhsECEio+MHRiIiIiIiIiIiItvB7/sMwwYR9WyhQYSIiMjS8RIzRERERERERERERERERERERDaODSJERERERERERERERERERERENs7B3AUQEREREREREREREREVWYX/dyvquA+IiIiMjiuIEBEREREREREREREREREREdk4NogQERERERERERERERERERER2Tg2iBARERERERERERERERERERHZODaIEBEREREREREREREREREREdk4B3MXQEREREREREREREREVJSphLkrICIioqKAK4gQERERERERERERERERERER2Tg2iBARERERERERERERERERERHZODaIEBEREREREREREREREREREdk4NogQERERERERERERERERERER2Tg2iBARERERERERERERERERERHZOAdzF0BERERERERERERERFRUqQr/uRV13AdERETGxxVEiIiIiIiIiIiIiIiIiIiIiGwcG0SIiIiIiIiIiIiIiIiIiIiIbBwbRIiIiIiIiIiIiIiIiIiIiIhsHBtEiIiIiIiIiIiIiIiIiIiIiGycg7kLICIiIiIiIiIiIiIiKrIKxT+3oo77gIiIyOi4gggRERERERERERERERERERGRjeMKIkQWLj09HUePHkV0dDRiY2ORmpqKjIwMuLq6wtPTE4GBgQgODkbz5s1RunRpc5dLREREREREREREREREREQWiA0iVORlZ2ejTp06iI2Nld0uLCwMhw4dMklNBQUF+O233/D999/j8OHDyM3N1ep+oaGhGDZsGIYPHw5PT08jV0lERERERERERERERERERNaCl5ihIm/WrFkam0NMac+ePahRowZee+017N27V+vmEAA4e/YsJkyYgPLly2Px4sUoLCw0YqVERERERERERERERERERGQt2CBCRdrZs2exYMECc5cBAMjNzcWYMWPQsWNHXLt2zaBcKSkpeOedd9CqVSs8ePBAoQqJiIiIiIiIiIiIiIiIiMha8RIzVGTl5+fjjTfeQH5+vrlLQUZGBrp06YIjR44omvfYsWOoX78+9u/fj6CgIEVzExEREREREREREZHhVOKfW1HHfUBERGR8XEGEiqwFCxbg7Nmz5i4D2dnZeOWVVxRvDnnm3r17CA8PR3x8vFHyExERERERERERERERERGR5WODCBVJsbGxmDVrlrnLAAC8/fbbOHTokOw2ZcuWxYcffoi//voLT548QV5eHlJSUnDmzBksXLgQISEhsve/d+8eevXqhezsbOUKJyIiIiIiIiIiIiIiIiIiq8EGESpyhBAYNWqU2mYJb29vk9ayYcMG/PDDD5JxOzs7zJgxA7GxsZgzZw5atmyJEiVKwMHBAd7e3ggNDcWECRNw9uxZrF27Vrb+Cxcu4N133zXGwyAiIiIiIiIiIiIiIiIiIgvHBhEqclasWIHDhw+/9P9NmzZFjx49TFZHWlqabMOGo6Mjfv31V3z88cdwcXHRmG/AgAH4+++/UapUKcltli1bhhMnTuhVLxERERERERERERERERERWS82iFCRcu/ePUyZMuWl/3d0dMTy5cuhUqlMVsunn36KBw8eSMaXLl2qc8NK9erVsXPnTsmGEiEEJkyYoFNOIiIiIiIiIiIiIjIiAaCQNwhDdyQRERFpwgYRKlLGjRuH1NTUl/7/vffeQ61atUxWR3JyMr777jvJ+Kuvvoo33nhDr9x169bFZ599JhmPiorCgQMH9MpNRERERERERERERERERETWiQ0iVGRs3rwZv/3220v/X6lSJcyYMcOktSxbtgwZGRlqY05OTvjqq68Myv/OO++gevXqkvEvvvjCoPxERERERERERERERERERGRd2CBCRUJycjLeeecdtbGlS5fC1dXVpPWsWrVKMjZw4EBUqFDBoPwODg54//33JeN79uzBvXv3DBq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U48aNMzzn5Zdf1n333edUfua/73L32LsTc1+aOHGi1q1bl+N46dKlNWbMGC/06J+Y++7l6+PvTsx/17jzngyf+QEAAAIPBSIAAEsdPXpUTzzxhNq2bav9+/d7uztws6SkJNN4mTJl3NJubjehcusX/MvixYvVrFkz/d///Z/pzUnkdPDgQcNlyiUpNDRUQ4YMyXfe1NRUh99uvY657xvcNf6etH79erVv315PPPGEUlNTvd0dn5OZmakzZ85o586d+u677/TSSy+pevXquu2225SQkODwNTabTa+++qrp6k5mmP++wRtj70kFce4fOXJE//d//+cwNnbsWJUoUcLDPfon5r57+fr4e1JBnP9WsvqeDJ/5AQAAAg9bzAAA3GLNmjVq1qyZfvjhB3Xo0MHb3YGbJCcnm8YjIyPd0m6xYsVM47n1C/4nKytLo0aN0rp16zRr1iyVLFnS213yednZ2erfv7/S0tIMzxk0aJAqVKiQ79zemvsRERGy2Wyy2+0O48z9/8ed4+8NU6ZM0fr16zVv3jzdeOON3u6ORzVt2lR//PGHJbliYmL0+eefu/S3GfPfc3xt7L2hIM39gQMHOnwY3rFjRz366KNe6NE/Mffdy9fH3xsK0vx3B6vuyfCZHwAAIPBQIAIAyCE0NFQVK1ZUVFSUoqKiJP357YykpCSdPn06z0uVnj9/Xt26ddNPP/2k7t27u7PL8JILFy6Yxt11syi3vCkpKW5pF84rXry4ypQpo6ioKBUrVkypqalKTk7W2bNn8zVecXFxuu222xQXF1egvknpjLfeektxcXGG8XLlyunVV191Kre35r7NZlNERIQuXbrkMM7c/3/cOf75VaxYMZUrV05RUVGKjIxUZmbmX39XnDt3Ls95tm7dqltvvVWrVq1SlSpV3NjjwFO3bl0NHjxYffr0UUhIiEu5mP/+xcqxzy/mft5Nnz5dixYtynE8PDxckyZN8kKPcmLuu48/jH9+Mf9d40v3ZPjMDwAAEHgoEAEAqHLlyurWrZvatWunevXqqWbNmipUyPH/Ii5cuKDVq1crLi5OX331Va77vl69elX33Xef4uLi1KJFC3d0H150+fJl03h4eLhb2s0tb279gnsFBQWpRYsWuv3229WsWTPVq1fPdJWCffv2aeXKlfrll1/0008/5XrDc+vWrbr99tu1cuVKhYaGWt39gLB06VK9+eabpud8+umnTt/Q9dbcv57b6CERc/9P7h7/3DRo0EDdu3dXy5YtVa9ePcXExMhmszk899ixY1q5cqWWLFmimTNn5jqGx48fV8eOHbVp0yYVL17cHd0PKCVLltS7776rvn37Gv5tl1/Mf//gjrHPDXPfOWfPnjXc7uu1115TtWrVPNshA8x99/CX8c8N8981vnxPhs/8AAAAgSfI2x0AAHhHyZIlNWzYMG3dulWHDx/WpEmT9NBDD6lOnTqmN5GjoqLUvXt3jRkzRocPH9ZHH32U656zmZmZuv/++1kCNACZ7UMuyW0PJHL7Bmxu/YJ7NGnSRJMnT9aZM2e0du1avfLKK+rSpUuuW1hUr15d/fv316xZs7Rnzx4NGDDA8IbydevXr9fzzz9vZfcDxp49e/TAAw+YFtr069dPPXr0cLoNb819yXz+M/c9M/6O1KxZU2PHjtXx48eVkJCgd955R3feeaduvPFG0/l8ww036JFHHtHUqVN16NAhDR8+PNff8QcOHFDv3r0t7X+gSkpK0hNPPKHSpUvr2Wef1cGDB13Oyfz3D+4Ye0eY+64bPHiwkpKSchyvW7euhg0b5oUeOcbcdw9/GX9HmP+u8Zd7MnzmBwAACDwUiABAATRx4kQdP35cY8aMUd26dZ3OU7hwYT3zzDNKSEhQbGys6blHjx7ViBEjnG4LvunatWumcXfdLMot79WrV93SLhyrVq2aNmzYoE2bNmnAgAEqWbKkS7kmT56sefPm5bqFzMcff6y1a9c63VYgSk5O1p133mm65HKdOnX00UcfudSOt+Z+brkL+tz31Pj/XfHixbVs2TLt2rVLQ4cOzbUgzEy5cuX03//+VytXrlTlypVNz12wYIG+/fZbp9sqaFJSUjRx4kTddNNNeuaZZ5Senu50Lua/f7Fy7P+OuW+Nn3/+2eH7sdls+uyzzzy+LZAZ5r71/Gn8/4757zp/uifDZ34AAIDAQ4EIABRA3bt3V1hYmGX5ypcvr2XLlun+++83PW/KlCnasWOHZe3C+4KCzP+UyMrKcku7ueX11FLq+FOlSpXUrFkzS3Pecccd2rBhg+m34ex2O6uI/E1mZqbuuusu7dmzx/CcyMhIzZo1S0WKFHGpLW/N/dxyF+S578nx/7uoqCi1b9/esnyS1LJlS/3xxx+qUaOG6XkvvfRSgXg40Lp1a3Xp0iXHv86dO6tly5aqVatWngvzsrKy9PHHH6thw4batm2bU/1h/nuOr4393zH3XXfp0iU99dRTDmMDBw5Uq1atPNwjc8x9a/nb+P8d8991/nRPhs/8AAAAgYe/pAAAlggODta0adN07NgxrVu3zuE52dnZGjNmjL788ksP9w7uEhoaahq/du2agoODLW83t28x5dYv+Idq1app3rx5uu2225SRkeHwnPXr12vFihW5fmMu0GVlZenBBx/U6tWrDc8JDQ3VTz/9pFq1arncXl7mvruY5S6oc9/T4+8JpUqV0i+//KKWLVvq3LlzDs85evSoZsyYoT59+ni4d541fvz4PJ135MgRbdy4UT/99JNmzZqly5cvG567d+9etW/fXsuWLVO9evXy1R/mv+f42th7QkGa+y+99JKOHTuW43j58uX17rvveqFH5pj71vK38feEgjT/3cFd92T4zA8AABB4WEEEAGCZ8PBwffvtt6bfhPn+++8tW9oa3pfbTRl3fbsrt/2GfXU5ZuRfixYt9Nprr5meU9CLzux2u/r376958+YZnhMcHKxvv/3Wsm97emvuS+bzvyDOfW+Mv6dUq1ZNEyZMMD2noM//v6tcubJ69uyp6dOn68SJE3rxxRdNH9icPXtWnTt3NnwIZ4T573s8NfaeUhDm/qpVqzRp0iSHsQ8//FBRUVEe7lHumPvW8cfx95SCMP/dyR33ZPjMDwAAEHgoEAEAWComJsZwqVxJSk9P18KFCz3YI7hTRESEafzSpUtuaTe3vMWKFXNLu/COwYMHm+5tPnfuXLcua+7rhgwZomnTphnGbTabJk+erHvvvdeyNr0193PLXRDnvjfG35MefPBBNWrUyDC+atUqnTlzxoM98g8lSpTQ6NGjtW7dOtPfn6dOndKTTz6Zr9zMf9/mzrH3pECe+5cvX9YTTzwhu92eI9a9e/dct4jwFua+Nfx1/D0pkOe/J1h9T4bP/AAAAIGHAhEAgOWGDRtmGl+xYoWHegJ3K1GihGn84sWLbmk3t5tFufUL/qVw4cJ65plnDOMpKSlKTEz0YI98x6uvvprrFgTjxo1Tv379LG3XW3M/MzPTdLnpgjb3vTX+nmSz2Uz/rsjOzjbdWqega9asmZYtW6YyZcoYnvPjjz/qt99+y3NO5r9/cMfYe1Igz/0333xTu3fvznG8aNGimjhxohd6lDfMfWv46/h7UiDPf0+x8p4Mn/kBAAACDwUiAADLVaxY0XRP8w0bNniwN3CnkiVLmsaTkpLc0m5uS6Ln1i/4n65du5rGC+LvlTFjxujtt982PefNN9/U4MGDLW87OjpaQUHGHyWY++7nzfH3tM6dO5tebwVx/udHrVq1NH36dNNzxo0bl+d8zH//YfXYe1ogzv3ExESNHj3aYezNN99UTEyMh3uUd8x91/nz+HtaIM5/T7Lyngyf+QEAAAIPBSIAALfo3LmzYWz//v0e7AncqWzZsrLZbIbxU6dOuaXdkydPGsZsNpvpt2Xhnxo1aqRSpUoZxgva75WPP/5Yw4cPNz1n2LBhevXVV93SflBQkOk888bcl6Ry5cq5pV1f4+3x97RSpUqZLjVf0Oa/Mzp16qS7777bML5gwQKdPXs2T7mY//7FyrH3tECb+1lZWRowYIDD1TAaNWrk8wV9zH3X+Pv4e1qgzX9vsOqeDJ/5AQAAAg8FIgAAt6hSpYph7Ny5c8rMzPRgb+Au4eHhpjdlT5w44ZZ2zfJWqFBBYWFhbmkX3mOz2XTjjTcaxo8ePeq5znjZV199pWeffdb0nKeeekpjxoxxaz/Mfs97Y+4HBQUViG/e+sr4e5rZ9VaQ5r8rnnzyScOY3W7P13L9zH//YuXYe1ogzf0lS5Zo06ZNOY4HBQXps88+U3BwsBd6lT/MfecFwvh7WiDNf2+w6p4Mn/kBAAACTyFvdwAAEJhy+zbHpUuXFB4e7qHewJ2qVKli+O2effv2uaVNs7xmN8Lg38x+r+S2R3Wg+P777/X444/LbrcbntO7d2+P7GFfpUoVrVu3zmHMG3O/QoUKCg0NdUu7vsKXxt/TmP+uu+2221SsWDHDn9fvv/+ue+65J0+5mP/+xcqx97RAmvuXL192eLxYsWJ65ZVXLGlj69athrEtW7aYbtl3zz33aODAgab5mfvOC4Tx97RAmv/eYOU9GT7zAwAABBYKRAAAbhEdHW0aZwWRwFGrVi2tXbvWYWzPnj1uaXPv3r2GsZo1a7qlTXif2e+VgvA7Zd68eerVq5eysrIMz+nZs6e+/PJL02WgrVKrVi3DGHPfer42/p5W0Oe/FUJDQ1WrVi1t3LjRYTy3bRz+jvnvX6wce08rCHP/woULWrx4sdvbOX/+vGk7ZvM6L+cw953jT+PvaQVh/ruTlfdk+MwPAAAQWNhiBgDgFufPnzeNs3pI4DDbGzo+Pt4tbZrlNesP/JvZ75VA/52yZMkSPfDAAw73rb+uW7dumjFjhseWKDeba3v27FF6errlbW7evNmp/vg7Xxx/TyvI899KZcuWNYwlJSXlOQ/z3/9YNfaextz3Lcx9eBLz3zVW3pPhMz8AAEBgoUAEAOAWZ8+eNY1HRER4qCdwtyZNmhjGTp06pePHj1va3pEjR3TmzBnDeOPGjS1tD77D7PdKIP9OWblype6++27DpcklqV27dvrxxx89usy62dzPysqy/GbxlStXtGXLFsN4oM59Xx1/Tyuo899qZj+rq1ev5jkP89//WDX2nsbc9y3MfXgS8981Vt6T4TM/AABAYKFABADgFgcOHDCMlShRQoULF/Zgb+BOTZo0UZEiRQzjy5cvt7S93377zTBWtGhR05tX8F92u12HDh0yjN9www2e64wHrV+/XnfccYcyMjIMz2nZsqXmz5/v8d+r5cuXV7Vq1QzjVs/9tWvXmhZJtG3b1tL2fIEvj7+nmf1dEajz3x3MHrbk50ER89//WDX2nsbc9y3MfXgS8981Vt6T4TM/AABAYKFABADgFkuXLjWMmd1UhP8JDQ01vTm7aNEiS9szyxcbGxvQ36AvyOLj43Xu3DnDeCD+XklMTFS3bt106dIlw3MaNWqkhQsXeu3hXqdOnQxjnpz7tWvXVsWKFS1tz9v8Yfw95dy5c0pISDCMB+L8d5dTp04Zxsy2IHGE+e9frBx7T2Hu+ybmPjyB+e86K+/J8JkfAAAgsFAgAgCw3PHjx7V161bDeLNmzTzYG3jC7bffbhibN2+eMjMzLWknPT1dP//8s2G8W7dulrQD37Nw4ULTeKD9Xtm5c6c6depkund47dq1tWTJEkVHR3uuY//DbO6vXbtWx44ds6yt77//3jAWaHPfX8bfUxYvXqzs7GzDeKDNf3c5e/asdu3aZRivXr16vvIx//2H1WPvKYE29++++27Z7Xa3/uvTp49h+7Gxsaav/eCDD/L0Ppj7zgmU8feUQJv/nuaOezJ85gcAAAgcFIgAACw3ZswY03ibNm081BN4ygMPPKDg4GCHsUuXLpne3M2PmTNnKi0tzWGsUKFCeuCBByxpB74lIyNDH3/8sWE8IiJCDRs29FyH3OzAgQPq2LGj6b7h1atX16+//qpSpUp5sGc5denSRSVKlHAYs9vt+uKLLyxp57ffftPBgwcN44888ogl7fgCfxp/T7Db7Xr//fcN4zabTbfeeqsHe+S/fv75Z0sftjH//YfVY+8JzH3fxdyHuzH/XeeOezJ85gcAAAgcFIgAACx15MgRTZo0yTAeHh6u7t27e7BH8ISyZcuqc+fOhvH3339fdrvdpTays7NNbxR27txZZcqUcakN+Kbx48frxIkThvEePXooJCTEgz1yn+PHj6tjx46m7zcmJkbLli1T+fLlPdgzx0JDQ/Xggw8axidOnKj09HSX2xk9erRhrHbt2mrcuLHLbfgCfxt/T/j+++8VHx9vGG/VqlWB+Vm4Iisry/Tb4UWLFlWLFi3ylZP57x/cMfaewNz3Xcx9uBvz3zXuuifDZ34AAIDAQYEIAMAyly9f1iOPPKLLly8bnnPPPfeoWLFiHuwVPGXw4MGGsS1btuirr75yKf/nn3+uHTt2GMaHDBniUn74pg0bNuiNN94wPcdsOW1/cubMGXXo0MH027IVKlTQsmXLVLlyZQ/2zNygQYNks9kcxs6cOWP6gCcvli5dqsWLFxvGA2Xu++v4u9OBAwf03HPPmZ4TKPPf3SZMmKAtW7YYxnv27KmwsLB852X++z53jb07Mfd9H3Mf7sL8d42778nwmR8AACAwUCACAAVESkqKTp8+7bb82dnZ6tu3r9asWWN63vDhw93WB3hXly5dTLf5eOGFF3T06FGnch86dMj02mncuLE6derkVG44b9++fcrKynJb/oMHD6pHjx7KyMgwPKdhw4am32TzFykpKercubN2795teE7p0qX166+/qlq1ah7sWe5q1aqlu+66yzD+7rvvavPmzU7lTklJ0b/+9S/DePny5fXYY485lduX+OP4Hz582LK95h1JTk5W9+7dTbfaKVeunF+P/6lTp3Ty5Em3tzN37ly99NJLpuc8/fTTTuVm/jvHn8eeuQ+JuV9QMf9dEwj3ZPjMDwAAEBgoEAGAAuLQoUOqUqWKBg0apGPHjlma+/Tp0+rcubNmzpxpel7v3r1NbybA/7333nuGseTkZN155506f/58vnImJSWpR48eSklJMTwntz2W4R4fffSRatasqSlTpujq1auW5l64cKGaN2+e601UsyWI/UVaWpq6deumxMREw3OKFy+upUuX6uabb/Zgz/Ju1KhRhtv8XL58Wffcc48OHz6cr5yZmZm67777dOjQIcNz3nnnHZ/75nt++ev4//TTT6pSpYref/99w33inbVx40Y1bdpUu3btMj3vnXfeUXh4uKVte9KuXbtUtWpVDRkyxC3FAna7XZ9++qnuv/9+XblyxfC8Hj16uLTFCPM///x57Jn7uI65X/Aw/10TKPdk+MwPAAAQAOwA4GNiY2Ptkhz+69Onj7e757fi4+P/+jmGhobaH3zwQfuPP/5oT09PdzpnRkaGfdKkSfayZcsajtn1f+XKlbOfOXPGwneEv/OleXP//febXgu1a9e279ixI0+5tm3bZq9Vq5ZpvgceeMDN78i3eXPsBw8e/FdbN9xwg/3ll1+2//HHHy7lPHDggH3gwIF2m82W6++V/v37W/ROvCczM9PeoUMH0/dZrFgx+4YNG7zd1Vy9+OKLpu+jYsWK9tWrV+cp19GjR+2tW7c2zdeyZUt7dna2m9+Ve/nz+I8bN+6vPpYsWdL+3HPP2VeuXGnPyspyOuepU6fsI0aMsIeEhOQ6/zt06OD34798+fK/3k94eLj94Ycfts+ePduekZHhcu5Vq1bZW7VqlevPMSoqyn7kyBGX22P+548/jz1z37f16dPH8GcXGxtreXvMfd/i7vFn/rsmkO7J8JkfAADAv9nsdrtdAOBGw4cPN933+n9t2LDB8NsGFSpUUL169fKcq379+i7vfxwoEhIS1KhRoxzHixYtqm7duqlFixZq2LChGjZsqFKlShnmuXDhgtauXau4uDhNnTpVZ86cybXt0NBQ/fbbb7rllltceg8FiT/Pm6SkJDVq1Mh0adnQ0FD961//0hNPPKH69evniCckJGjy5MmaPHmy6coUlStXVnx8vEqUKOF0f32NP439kCFD9OGHH+Y4XrVqVXXr1k2NGzdWw4YNVadOHdNveu7fv1+rVq3SggUL9NNPP+Vp25omTZpo9erVfvsNwutGjx6d6/L/VapUUY0aNTzSF0fzMa8uX76sVq1aKT4+3vAcm82mXr166emnn1bLli1ls9n+Ed+7d6++/PJLjR8/3vSbqZGRkdq8ebPPbLfiLH8e/w8++EBDhw7Ncbx8+fLq3r27mjRpooYNG6p+/foqUqSIYZ7jx49r5cqVWrJkib799ltdvnw517ZjYmK0adMm079X/EFcXJxuu+22HMcjIiLUtWtXNW3aVI0aNVLDhg1VpkwZ01ynTp1SYmKi1qxZoxkzZmj//v25th8cHKzZs2erR48eTr+H65j/+ePPY8/c9219+/bVV1995TAWGxuruLg4S9tj7vsWd48/8981gXRPhs/8AAAA/q2QtzsAIPBt2LBBK1assCTXiRMndOLEiTyf7879cQNFWlqaZs2apVmzZv11rHjx4oqOjlZ0dLSioqJkt9uVnJyspKQknTp1StnZ2XnOHxoaqh9++IHikHzy53lTsmRJff/99+rQoYPS09MdnnPlyhV99NFH+uijj1SyZEnddNNNioiI0KVLl7R3714lJyfn2k6RIkX0/fffB9yNIn8e++sOHDigiRMn/vXfhQoVUqlSpRQVFaWoqChFRkYqNTVVycnJOnv2bL6XIK5Xr54WLlzo98UhkgznyN8dPHhQBw8edHtfXn75ZZdeHxYWph9++EGtWrUy3Dvebrdr+vTpmj59uiIjI1WzZk1FRUUpLS1NBw4cyNO+7MHBwZo2bVpAPCAKpPG/7uTJk5oyZYqmTJkiSQoKCvrH/I+KilJGRsZff1cYXStGbrjhBv36669+/YAoN6mpqTn+NouKivrH32YhISG6ePGiLl68qKSkJJ07dy5fbQQHB+uzzz6zpDhEYv5bxR/H/jrmfsHE3IfE/HeVP96T4TM/AACAf6NABACQw/nz5/P9wNaRUqVKaebMmerQoYMFvYI/admypebMmaMePXrkWnSQlJSkpKSkfOUPDw/XvHnz1KJFC1e6CQ+5du2aTp06pVOnTrmcq2PHjpo5c6ZKlixpQc9gtWrVqmnp0qVq3759rjd9L168qI0bN+Yrf1BQkL788kvdddddrnQTHpSdna0zZ87k6dutuWnUqJFmz56tG2+80fWO+ZkLFy7owoULOnz4sMu5oqKiNG3aNMsLBJj/7uEPY+8Ic7/gYO7jfzH/XecP92T4zA8AAOC/grzdAQBAYOratas2b95McUgB1qlTJ8XFxalChQqW5q1QoYJWrFjBtVXAhIeH65133tGiRYsoDvFxDRo00Lp161SrVi1L80ZFRWnevHnq3bu3pXnh+4KDgzVkyBCtWbOmwD0gslqHDh2UmJjotgIB5r/vcvfYuwNz338w92E15r/rPHFPhs/8AAAA/okCEQAoIMLCwhQSEuL2dq5/w2fhwoWqVKmS29uDb2vRooXi4+PVq1cvS/L16tVL8fHxat68uSX54JpixYq5vY1ChQrpscce07Zt2/R///d/Cg4OdnubcF2NGjW0YcMGDRo0yJIxu36Du3v37hb0DlaIiIhwexs2m009evTQpk2bNG7cOBUuXNjtbXpSpUqV1LFjR4WFhbm9rRYtWmj+/Pn69ddfFRMT49a2mP+58+exZ+7DCHM/8DH/XROo92T4zA8AAOB/KBABgALi5ptvVkpKipYsWaIRI0aodevWKlKkiCW5S5Uqpf79+ysuLk6bN2/WPffcY0leBIYyZcpo+vTp+v3333Xffffl+4ZxcHCw7rvvPv3++++aPn26ypQp46aeIr/eeustHTlyRF999ZX69eunGjVqKCjImj8v69Wrp3feeUcHDhzQV199xZ7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",
      "text/plain": [
       "<Figure size 1800x3600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Axes parameters\n",
    "wg_tick = np.linspace(80, 140, 7)\n",
    "nwg_tick = np.linspace(40, 120, 9)\n",
    "len_tick = [1, 5, 10, 15, 20, 25, 30, 35, 40, 45, 50]\n",
    "slope_tick = np.linspace(1e-3, 15e-3, 15) * 1e3\n",
    "\n",
    "# Initialize figure\n",
    "c_map = cm.get_cmap(\"plasma\")\n",
    "c_map.set_bad(\"white\")\n",
    "fig, axs = plt.subplots(2, 1)\n",
    "fig.tight_layout()\n",
    "fig.set_dpi(300)\n",
    "fig.set_size_inches(6, 12)\n",
    "\n",
    "# Find coupling loss with respect to ideal parameters\n",
    "# try:\n",
    "#     ideal_total_CE = ideal_total_CE.item()\n",
    "# except:\n",
    "#     None\n",
    "max_wg_thick = np.max(np.max(Wg_mode_thick))\n",
    "max_wg_tap = np.nanmax(np.nanmax(Wg_mode_tap))\n",
    "Wg_mode_thick_fab = np.subtract(Wg_mode_thick, max_wg_thick)\n",
    "Wg_mode_tap_fab = np.subtract(Wg_mode_tap, max_wg_tap)\n",
    "\n",
    "Wg_mode_thick_fab[Wg_mode_thick_fab < -0.02] = np.nan\n",
    "Wg_mode_tap_fab[Wg_mode_tap_fab < -0.02] = np.nan\n",
    "\n",
    "\n",
    "# Plot and format\n",
    "im1 = axs[0].imshow(\n",
    "    Wg_mode_thick_fab,\n",
    "    interpolation=\"none\",\n",
    "    cmap=c_map,\n",
    "    aspect=\"auto\",\n",
    "    extent=[77.5, 142.5, 125, 35],\n",
    ")\n",
    "im2 = axs[1].imshow(\n",
    "    Wg_mode_tap_fab,\n",
    "    interpolation=\"none\",\n",
    "    cmap=c_map,\n",
    "    aspect=\"auto\",\n",
    "    extent=[0.5, 50.5, 15.5, 0.5],\n",
    ")\n",
    "\n",
    "fig.set_size_inches(6, 12)\n",
    "fig.set_dpi(300)\n",
    "\n",
    "axs[0].set_title(\"Total Coupling Fabrication Robustness\", fontsize=18)\n",
    "axs[0].set_xlabel(\"Si3N4 Thickness (nm)\", fontsize=18)\n",
    "axs[0].set_ylabel(\"hBN  Thickness (nm)\", fontsize=18)\n",
    "axs[0].set_xticks(wg_tick)\n",
    "axs[0].set_yticks(nwg_tick)\n",
    "axs[0].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "axs[0].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "axs[0].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "\n",
    "axs[1].set_title(\"Total Coupling Fabrication Robustness\", fontsize=18)\n",
    "axs[1].set_ylabel(\"Taper Slope (nm/$\\mu m$)\", fontsize=18)\n",
    "axs[1].set_xlabel(\"Taper Length ($\\mu m$)\", fontsize=18)\n",
    "axs[1].set_xticks(len_tick)\n",
    "axs[1].set_yticks(slope_tick)\n",
    "axs[1].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "axs[1].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "axs[1].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "\n",
    "cbar1 = plt.colorbar(im1)\n",
    "cbar1.set_label(\"Coupling Loss\", fontsize=18)\n",
    "cbar1.ax.tick_params(labelsize=18)\n",
    "\n",
    "cbar2 = plt.colorbar(im2)\n",
    "cbar2.set_label(\"Coupling Loss\", fontsize=18)\n",
    "cbar2.ax.tick_params(labelsize=18)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "3cfc4e38",
   "metadata": {},
   "source": [
    "We define a simulation that lets the emitter position and polarization angle be varied."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "77f54bb6",
   "metadata": {},
   "outputs": [],
   "source": [
    "def Nanowaveguide_sim_fab(dipole_height, dipole_dX, dipole_dY, polarization):\n",
    "\n",
    "    # Set up simulation region size\n",
    "    x_domain_size = (nwg_straight / 2 + taper_length + 2) * 2\n",
    "    y_domain_size = 4 * waveguide_width\n",
    "    z_domain_size = 1\n",
    "    theta = polarization[0]\n",
    "    phi = polarization[1]\n",
    "\n",
    "    # Set up dipole source with variable polarization angles\n",
    "    dipole = td.PointDipole.sources_from_angles(\n",
    "        center=(dipole_dX, dipole_dY, waveguide_thickness / 2 + dipole_height),\n",
    "        source_time=td.GaussianPulse(\n",
    "            freq0=freq0,\n",
    "            fwidth=fwidth,\n",
    "        ),\n",
    "        component=\"electric\",\n",
    "        angle_theta=theta,\n",
    "        angle_phi=phi,\n",
    "    )\n",
    "\n",
    "    # Set up flux monitor for dipole power normalixation\n",
    "    flux_dip = td.FluxMonitor(\n",
    "        center=(0, 0, 0),\n",
    "        size=(0.8 * x_domain_size, 0.8 * y_domain_size, 0.8 * z_domain_size),\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        name=\"flux_dip\",\n",
    "    )\n",
    "\n",
    "    # Set up mode monitor to measure power emitted into fundamental mode shared nanowaveguide and waveguide\n",
    "    Nwg_mode = td.ModeMonitor(\n",
    "        name=\"Nwg_mode\",\n",
    "        center=[(nwg_straight / 2) - 1, 0, 0],\n",
    "        size=[0, td.inf, td.inf],\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        mode_spec=td.ModeSpec(num_modes=1),\n",
    "    )\n",
    "\n",
    "    # Set up mode monitor to measure power coupled into fundamental waveguide mode\n",
    "    Wg_mode = td.ModeMonitor(\n",
    "        name=\"Wg_mode\",\n",
    "        center=[nwg_straight / 2 + taper_length + 1, 0, 0],\n",
    "        size=[0, td.inf, td.inf],\n",
    "        freqs=np.linspace(freq_beg, freq_end, 11),\n",
    "        mode_spec=td.ModeSpec(num_modes=1),\n",
    "    )\n",
    "\n",
    "    # Set up waveguide structure\n",
    "    Waveguide = td.Structure(\n",
    "        name=\"Waveguide\",\n",
    "        geometry=td.Box(size=[td.inf, waveguide_width, waveguide_thickness]),\n",
    "        medium=Si3N4,\n",
    "    )\n",
    "\n",
    "    # Set up substrate structure\n",
    "    Substrate = td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center=[0, 0, -sub_thickness / 2 - waveguide_thickness / 2],\n",
    "            size=[td.inf, td.inf, sub_thickness],\n",
    "        ),\n",
    "        name=\"Substrate\",\n",
    "        medium=SiO2,\n",
    "    )\n",
    "\n",
    "    # Set up nanowaveguide structure. NOTE: If the taper length and slope are such that the nanowaveguide end in a single point, an error will occur.\n",
    "    Nanowaveguide = td.Structure(\n",
    "        geometry=td.PolySlab(\n",
    "            slab_bounds=[\n",
    "                waveguide_thickness / 2,\n",
    "                waveguide_thickness / 2 + nwg_thickness,\n",
    "            ],\n",
    "            vertices=[\n",
    "                [\n",
    "                    -nwg_straight / 2 - taper_length,\n",
    "                    nwg_width / 2 - taper_slope * taper_length,\n",
    "                ],\n",
    "                [-nwg_straight / 2, nwg_width / 2],\n",
    "                [nwg_straight / 2, nwg_width / 2],\n",
    "                [\n",
    "                    nwg_straight / 2 + taper_length,\n",
    "                    nwg_width / 2 - taper_slope * taper_length,\n",
    "                ],\n",
    "                [\n",
    "                    nwg_straight / 2 + taper_length,\n",
    "                    -(nwg_width / 2 - taper_slope * taper_length),\n",
    "                ],\n",
    "                [nwg_straight / 2, -nwg_width / 2],\n",
    "                [-nwg_straight / 2, -nwg_width / 2],\n",
    "                [\n",
    "                    -nwg_straight / 2 - taper_length,\n",
    "                    -(nwg_width / 2 - taper_slope * taper_length),\n",
    "                ],\n",
    "            ],\n",
    "        ),\n",
    "        name=\"Nanowaveguide\",\n",
    "        medium=hBN_ani,\n",
    "    )\n",
    "\n",
    "    # Create simulation\n",
    "    min_steps_per_wvl = 6\n",
    "    run_time = 1e-11\n",
    "    shutoff = 5e-5\n",
    "\n",
    "    sim = td.Simulation(\n",
    "        size=[x_domain_size, y_domain_size, z_domain_size],\n",
    "        center=(0, 0, 0),\n",
    "        run_time=run_time,\n",
    "        shutoff=shutoff,\n",
    "        grid_spec=td.GridSpec.auto(\n",
    "            min_steps_per_wvl=min_steps_per_wvl, wavelength=td.C_0 / freq0\n",
    "        ),\n",
    "        medium=vacuum,\n",
    "        sources=[dipole[i] for i in range(len(dipole))],\n",
    "        monitors=[Nwg_mode, Wg_mode, flux_dip],\n",
    "        structures=[Waveguide, Substrate, Nanowaveguide],\n",
    "    )\n",
    "\n",
    "    return sim"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "03a16e76",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:04:57 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m3.155\u001b[0m for the whole batch.                \n"
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       "Output()"
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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\"></pre>\n"
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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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:04:58 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">20</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:04:58 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m20\u001b[0m tasks.                      \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\">13:05:33 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.155</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:05:33 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m3.155\u001b[0m for the whole batch.                \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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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       "Output()"
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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: #7fbfbf; text-decoration-color: #7fbfbf\">13:06:48 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:06:48 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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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\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:07:10 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.662</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:07:10 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.662\u001b[0m.                              \n"
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     },
     "metadata": {},
     "output_type": "display_data"
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    {
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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\">13:08:50 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.155</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:08:50 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m3.155\u001b[0m for the whole batch.                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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       "Output()"
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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\"></pre>\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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:08:52 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">20</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:08:52 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m20\u001b[0m tasks.                      \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\">13:09:25 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.155</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:09:25 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m3.155\u001b[0m for the whole batch.                \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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
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       "Output()"
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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\">13:11:31 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:11:31 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
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     },
     "metadata": {},
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      "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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     },
     "metadata": {},
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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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:11:51 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.668</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:11:51 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.668\u001b[0m.                              \n"
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:13:32 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.155</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:13:32 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m3.155\u001b[0m for the whole batch.                \n"
      ]
     },
     "metadata": {},
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      ],
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       "\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\">13:13:33 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">20</span> tasks.                      \n",
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      ],
      "text/plain": [
       "\u001b[2;36m13:13:33 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m20\u001b[0m tasks.                      \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\">13:14:07 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.155</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:14:07 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m3.155\u001b[0m for the whole batch.                \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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5d42c1c4f0b24bd8b2698b51b1668d43",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:39:09 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:39:09 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:39:30 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.662</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:39:30 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.662\u001b[0m.                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:40:28 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.735</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:40:28 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.735\u001b[0m for the whole batch.                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "1ea6a05198414ffdbc717c7f503f7964",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:40:29 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">11</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:40:29 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m11\u001b[0m tasks.                      \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\">13:40:48 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.735</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:40:48 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.735\u001b[0m for the whole batch.                \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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "9421db1f2a624e30bed4a87c1ce214a2",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:43:33 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:43:33 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:43:44 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.364</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:43:44 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.364\u001b[0m.                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:44:40 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.735</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:44:40 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.735\u001b[0m for the whole batch.                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "145cf36f985e479482d7b0721e6b7477",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:44:41 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">11</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:44:41 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m11\u001b[0m tasks.                      \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\">13:45:13 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.735</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:45:13 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.735\u001b[0m for the whole batch.                \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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "1b7d10f62a8e4d4b84cb0c140506e022",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:47:05 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:47:05 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:47:16 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.364</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:47:16 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.364\u001b[0m.                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Start with dipole height simulation\n",
    "\n",
    "# Define the sweep\n",
    "dipole_height_sweep = np.arange(0.001, 0.1, 0.005)\n",
    "\n",
    "# Define the path to save data\n",
    "path = \"data/20260126 dipole height sweep/\"\n",
    "\n",
    "# Build the simulation batch.\n",
    "sims_dh = {\n",
    "    f\"dipole_height={dh * 1e3:.0f}nm\": Nanowaveguide_sim_fab(\n",
    "        dh, 0, 0, [np.pi / 2, np.pi / 2]\n",
    "    )\n",
    "    for dh in dipole_height_sweep\n",
    "}\n",
    "# Run the simulation batch\n",
    "batch_dh = web.Batch(simulations=sims_dh)\n",
    "est_fc = batch_dh.estimate_cost()\n",
    "batch_dh_results = batch_dh.run(path_dir=path)\n",
    "real_fc = batch_dh.real_cost()\n",
    "\n",
    "# Next: deviation in emitter x position\n",
    "\n",
    "# Define the sweep\n",
    "dipole_dX_sweep = np.arange(0, 2, 0.1)\n",
    "\n",
    "# Define the path to save data\n",
    "path = \"data/20260126 dipole X deviation sweep/\"\n",
    "\n",
    "# Build the simulation batch.\n",
    "sims_dX = {\n",
    "    f\"dipole_dX={dX * 1e3:.0f}nm\": Nanowaveguide_sim_fab(\n",
    "        0, dX, 0, [np.pi / 2, np.pi / 2]\n",
    "    )\n",
    "    for dX in dipole_dX_sweep\n",
    "}\n",
    "# Run the simulation batch\n",
    "batch_dX = web.Batch(simulations=sims_dX)\n",
    "est_fc = batch_dX.estimate_cost()\n",
    "batch_dX_results = batch_dX.run(path_dir=path)\n",
    "real_fc = batch_dX.real_cost()\n",
    "\n",
    "# Next: deviation in emitter y position\n",
    "\n",
    "# Define the sweep\n",
    "dipole_dY_sweep = np.arange(0, 0.199, 0.01)\n",
    "\n",
    "# Define the path to save data\n",
    "path = \"data/20260126 dipole Y deviation sweep/\"\n",
    "\n",
    "# Build the simulation batch.\n",
    "sims_dY = {\n",
    "    f\"dipole_dY={dY * 1e3:.0f}nm\": Nanowaveguide_sim_fab(\n",
    "        0, 0, dY, [np.pi / 2, np.pi / 2]\n",
    "    )\n",
    "    for dY in dipole_dY_sweep\n",
    "}\n",
    "# Run the simulation batch\n",
    "batch_dY = web.Batch(simulations=sims_dY)\n",
    "est_fc = batch_dY.estimate_cost()\n",
    "batch_dY_results = batch_dY.run(path_dir=path)\n",
    "real_fc = batch_dY.real_cost()\n",
    "\n",
    "\n",
    "# Polarization Sweeps\n",
    "dipole_theta_sweep = np.linspace(0, 1, 11) * np.pi / 2\n",
    "path = \"data/20260126 dipole theta sweep/\"\n",
    "sims_theta = {\n",
    "    f\"dipole_theta={t:.03}rad\": Nanowaveguide_sim_fab(0, 0, 0, [t, np.pi / 2])\n",
    "    for t in dipole_theta_sweep\n",
    "}\n",
    "batch_theta = web.Batch(simulations=sims_theta)\n",
    "est_fc = batch_theta.estimate_cost()\n",
    "batch_theta_results = batch_theta.run(path_dir=path)\n",
    "real_fc = batch_theta.real_cost()\n",
    "\n",
    "\n",
    "dipole_phi_sweep = np.linspace(0, 1, 11) * np.pi / 2\n",
    "path = \"data/20260126 dipole phi sweep/\"\n",
    "sims_phi = {\n",
    "    f\"dipole_phi={p:.03}rad\": Nanowaveguide_sim_fab(0, 0, 0, [np.pi / 2, p])\n",
    "    for p in dipole_phi_sweep\n",
    "}\n",
    "batch_phi = web.Batch(simulations=sims_phi)\n",
    "est_fc = batch_phi.estimate_cost()\n",
    "batch_phi_results = batch_phi.run(path_dir=path)\n",
    "real_fc = batch_phi.real_cost()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "b61ddcf2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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kk09Gjx498tAZAAAArF6XHPR59913r/g8lUpFJpOJVCoVxx57bFb5TjzxxGhoaFjpQOvj+Vcnk8msqLu8h7POOisOPPBAhyAAAECn9tnPfjYmT54cu+++e7z//vtZ5Whubo4xY8ZEnz594qtf/WqOOwQAAKArcGYHQKFJOuhzwYIFsWzZsigqKspTR3RH1dXVifZXVVW1qV5ZWVmi/csvLAYAAAAAnJnSPiZPnhy/+c1v4sEHH4wFCxasVcxWW20V3/zmN+P73/9+rL/++nnusHOor6+Pp556Kp5++ulobGxscd+JJ54Y6667bvs11ooXXnghrr766rj99tvX+kZgVVVV8fWvfz1+9KMfxYABA/LcIQB0Pscee2xcddVV8cYbbySKe/rpp+Pmm2+Oww8/PE+dAQAAwKq63KDPJUuWxJNPPrnKwVSfPn1in332SZzvqaeeijvvvHOVw6/VHYZ93MfXl3++ePHiOOmkk1Y6oAMAAOiMPv/5z8fkyZNj6NCh8eGHH2aVY+nSpXHwwQfHxIkTY/jw4bltEAAAgE7NmR0AhaikpCRxzPz586O0tDQP3dAdzZ8/P+bPn58oprKysk01k/79rK+vb1M9AAAAAOgunJmSb0888UQcd9xx8eSTTyaOfemll+JnP/tZXHjhhXHqqafGaaedFn369MlDlx1j/vz58fTTT8cTTzwRTz75ZDz55JPxyiuvtPjfyceNHTu2wwd9zp07N04++eS45ZZbEsdWV1fHtddeG9dee2184xvfiMsvvzw+9alP5aFLAOicevfuHb/4xS9i9OjRiWPPPPPMOOigg7rVz0UAAAB0bj06uoGknnnmmVi4cOGKr5cfQO2xxx5Z/UJ92WWXrZQrYuXDrZEjR8aECRPi3//+d8yaNStuu+222G+//VZ6wX95D5lMJu69997417/+le23BwAA0G6+8IUvxN/+9rdIp9NZ51i8eHGMGjUqpk6dmsPOAAAA6Oyc2QFQiLJ5LbWxsTEPndBd1dTUJI6pqqpqU82ysrJE+w36BAAAAID/cmZKvmQymTj33HNjp512ymrI58ctXLgwzj333Nhhhx3i5ZdfzlGH7WvRokUxY8aMuOaaa+Koo46KgQMHRllZWey2227x4x//OMaPHx8vv/zyWg357AwmTpwYn//857Ma8vlJt9xySwwYMCDuvffeHHQGAF3HoYceGl/84hcTx7311ltxzTXX5KEjAAAAWL0uN+jziSeeWO3jw4cPT5yrrq5upbvcpVKpFQdZqVQqrr/++pg4cWIccsghMWjQoNhmm23i61//etx7773x+9//fqWYj/vLX/6SuBcAAICO8KUvfSnuu+++WGeddbLO8dFHH8X+++8f06dPz2FnAAAAdGbO7AAoRCUlJYljDPokierq6sQxBn0CAAAAQMdwZko+LF26NA477LA455xzorm5OWd5X3jhhRg8eHBMmzYtZznbw9/+9rdIp9Px5S9/OX74wx/GH//4x3juuedi2bJlHd1aVq644oo44IADcvpae319fXzta1+LX/3qVznLCQCdXY8ePeKSSy7JKvaCCy6IDz74IMcdAQAAwOp1uUGfr7766mof/8IXvpA411133RWLFi2KiP/d5W754deJJ54Y3/72t1uMPfroo+Oss85a6S5fyw/P/vrXv3bZgwIAAKDwfOUrX4l77rknevfunXWOpqam2HfffWPmzJk57AwAAIDOypkdAIUonU4njmlqaspDJ3RXNTU1iWMqKyvbVNOgTwAAAADIjjNTcq25uTm+9a1vxa233pqX/PX19bH//vu3OKS2M1qwYEEsWbKko9vIiWuvvTZ+/OMfr/Tfaq5kMpk48cQT47e//W3OcwNAZ7XHHnvEfvvtlzjuww8/jHHjxuWhIwAAAFhVlxv0+eabb6728UGDBiXOdc8996z4/ON3q+vXr1/87Gc/W2P86aefHhtuuOEqj9fW1sY///nPxP0AAAB0lL322ivuuOOO6NWrV9Y56uvrY/jw4TF79uwcdgYAAEBn5MwOgEJUUlKSOKaxsTEPndBdVVdXJ46pqqpqU82kgz4XL168YuAAAAAAABQyZ6bk2i9+8Yu4+eabW91TUVERJ554YkyePDn+85//xOLFi6OhoSFmz54dv/vd72K33XZrNb6hoSFGjRoV8+bNy2XrrMHUqVPjRz/6Uat7evXqFaNHj47bb7893nzzzfjoo49iwYIF8cYbb8Rtt90W3/jGN6Jnz56t5vjBD34Qjz32WC5bB4BO7eKLL44ePZKPTLnqqqvirbfeykNHAAAAsLIuN+hzdb8wb7DBBrHeeuslyrNs2bJ4+OGHVzr4Wn6Xu8MOO2yt3sTep0+fOProo1d7B62nn346UT8AAAAdbb/99osJEyZEUVFR1jlqa2tj2LBh8dJLL+WwMwAAADobZ3YAFKJ0Op04pqmpKQ+d0F3V1NQkjqmsrGxTzdLS0sQx9fX1baoJAAAAAN2BM1Ny6R//+Eecc845re753ve+F6+99lpcccUVsddee0VVVVX06tUr0ul0bLPNNnHMMcfEY489Fg8++GD079+/xTxz586Nb33rWzn+DmjJBx98EGPGjIlly5a1uGe33XaL5557LsaPHx9f//rXY9NNN40+ffpE3759Y7PNNouDDjoobr755njuuedi1113bTHPsmXLYvTo0fHBBx/k41sBgE5n4MCBMXbs2MRxixcvXquB+gAAANBWXW7QZ21t7UqHVhER5eXlifPMnDkzGhsbIyJWOcD6xje+sdZ5vva1r6328WeeeSZxTwAAAB3twAMPjL/85S+r/N6VRHV1dey1117x+uuv57AzAAAAOhNndgAUomwGfS7/dw7WRnV1daL9vXr1yupnsI9bmyEBn2TQJwAAAAA4MyV3li1bFscee2yrgyB//etfx3XXXbdWr+kOHz48Zs6cGQMGDGhxzwMPPBC33nprVv12RmVlZbHHHnvET3/60zjjjDM6up2VnHXWWTF37twW18eMGRMPP/xwbLnllmvM9bnPfS4eeeSROOyww1rcM3fuXIPLACgo5557bvTt2zdx3I033mgoPgAAAHnX5QZ9LliwYMXnyw+usnnD+d///vcVn3/8QC2dTsfQoUPXOs92220XRUVFqzz+/PPPJ+4JAACgMxg9enTccMMNbcrx7rvvxl577RVz5szJUVcAAAB0Js7sAChEJSUliWOampry0AndVdJBn5WVlW26cVeEQZ8AAAAAkC1npuTK7373u5g1a1aL62eddVb84Ac/SJSzqqoqHnrooVh//fVb3POTn/wkFi9enChvZ1BSUhK77bZbnHTSSXHTTTfFSy+9FHV1dfHwww/HJZdcEnvvvXdHt7jC7Nmz47e//W2L60OHDo0///nP0bNnz7XO2atXr7jxxhtjt912a3HPb3/723juuecS9QoAXdXGG28cJ510UuK4TCYTp556ah46AgAAgP/p0oM+I/57eFVaWpo4z/Tp01f6OpPJRCqVij322GO1B1otKS4ujk033XSlfjKZTHzwwQeJewIAAOgsjjrqqLjmmmvalOPNN9+MvfbaK957770cdQUAAEBn4cwOgEKUTqcTxzQ2NuahE7qrmpqaRPsrKyvbXNOgTwAAAADIjjNTcmHp0qVx8cUXt7j+pS99Kc4555yscm+00Ubxu9/9rsX1t99+O2688cascreXPn36xM477xw/+tGP4k9/+lM899xzUV9fH4899lhcfvnlMWbMmPjc5z7X5pti5ctFF10Uzc3Nq11Lp9Nx0003JfrvfLmePXvGTTfdFP369Vvt+rJly1r9ewUA3c0pp5zS6oDzljz00EPxt7/9LQ8dAQAAwH91uUGfixYtWuWxpUuXJs7z+OOPr/bF+yR3uVtu/fXXX3HXveUaGhoS5wEAAOhMjjvuuLj00kvblOOVV16JYcOGxbx583LUFQAAAJ2BMzsAClFJSUniGIM+SaK6ujrR/qqqqjbXzGbQp5+xAAAAAMCZKblx2223xVtvvdXi+q9+9ausBkEud+CBB8aee+7Z4npb3yuebyNGjIjHH388rrrqqvjWt74Vn//856NHj65xWfScOXNiwoQJLa6fccYZ0b9//6zzb7LJJnHqqae2uH7zzTfHO++8k3V+AOhKysrK4uyzz84q9pRTTolly5bluCMAAAD4r67xivbHfPIOU5lMJubPn58oxxtvvBFz585dEf9xu+66a+KeVnchR319feI8AAAAnc3JJ58c559/fptyPP/88zF8+PCoq6vLUVcAAAB0NGd2ABSiXr16Re/evRPFNDU15akbuqOamppE+ysrK9tcs7S0NHGMn7EAAAAAwJkpufF///d/La7tsccesfPOO7e5xhlnnNHi2gsvvBD/+te/2lyDVd14440tDv8tKyuLH/zgB22u8aMf/ajFG9UtXbo0brrppjbXAICu4nvf+15sscUWieP+/e9/+zcTAACAvOlygz4//uby5XeqmzdvXqIcjz766Co5IiLWWWed2H777RP3tLo7dCxZsiRxHgAAgM7ozDPPjNNPP71NOZ555pkYMWKEu4IDAAB0E87sAChU6XQ60f7GxsY8dUJ3s2TJkqitrU0UU1VV1ea6ZWVliWMMBgAAAAAAZ6a0XXV1dUyZMqXF9eOOOy4ndfbaa6/43Oc+1+K6wVb50dqf6ze/+c3EZ06rs+6668aYMWOy6gEAupvi4uIYN25cVrFnnXVWfPTRRznuCAAAALr4oM/l5syZk+jAafLkySt9nclkIpVKxU477RRFRUWJe6qrq1vlsZbuggUAANDVpFKpuPDCC+PEE09sU54ZM2bE/vvvn/hu5QAAAHQ+zuwAKFRJ/21pamrKUyd0N0kHAEQY9AkAAAAAHcmZKW117733rnY4a8R/n7eRI0fmrNbo0aNbXLv77rtzVof/eu211+K5555rcf0b3/hGzmq19tzOmjUr3njjjZzVAoDO7uCDD47BgwcnjpszZ05cffXVeegIAACAQtflBn1usskmkclkVnqsubk5/v3vf69V/NKlS+P+++9f6Q53y+2+++5Z9VRXV7dKPgdgAABAd5JKpeLyyy+P733ve23KM23atBg1alQsXLgwR50BAADQEZzZAVCo0ul0ov2NjY156oTupqamJnFMZWVlm+v26dMniouLE8UY9AkAAAAAzkxpu4ceeqjFtT333DP69u2bs1qtDQ19++234+WXX85ZLVp/bsvLy2OXXXbJWa3ddttttYOH16YXAOhuUqlU/PKXv8wq9he/+EXU1tbmuCMAAAAKXZcb9Lnddtut9vEHH3xwreL/9re/xYcffhgRscpBWrYHYB//hX15zrKysqxyAQAAdFapVCp+85vfxLe+9a025Zk8eXIcfPDBsXjx4hx1BgAAQHtzZgdAoUp6QXRTU1OeOqG7qa6uThxTVVWVk9pJf2ZqaGjISV0AAAAA6MqcmdJWjzzySItrw4YNy2mtHXfcMcrLy1tcnzJlSk7rFbrWnts99tgjevTI3aXdRUVFMXTo0BbXPbcAFJohQ4bE1772tcRx9fX1ceGFF+ahIwAAAApZlx/0mUqlIpPJxA033BDNzc1rjL/uuutWil2uT58+sdNOOyXu57XXXosFCxas0tNmm22WOBcAAEBn16NHj7jhhhvi0EMPbVOeSZMmxZgxY2Lp0qU56gwAAID25MwOgEKVTqcT7W9sbMxTJ3Q3NTU1iWMqKytzUru0tDTR/vr6+pzUBQAAAICuzJkpbTFnzpxWXxf+8pe/nNN6PXr0iC996Ustrj/11FM5rVfonnzyyRbXcv3cRkSr/8/w3AJQiMaNG5fVYO1f//rX8cYbb+ShIwAAAApVlxv0+ZWvfGW1v1S/9dZbceWVV7YaO3369Jg0adJKB1+ZTCZSqVQMHTo0evXqlbifll7k3mKLLRLnAgAA6Ap69uwZN954YxxwwAFtynP77bfH2LFjY9myZSsey2Qy0dDQEO+//340NDSscodyAAAAOgdndgAUqpKSkkT7DfpkbVVXVyeOqaqqykntsrKyRPsN+gQAAAAAZ6a0zcyZM1tc69mzZ2y77bY5r7njjju2uPb000/nvF6hqq+vb3VA2A477JDzmq09t6+//no0NDTkvCYAdGaf//zn49vf/nbiuCVLlsSZZ56Zh44AAAAoVF1u0OdGG20UQ4cOXWnYy/K73Z1++ulx4403rjburbfeitGjR6+I++SwmCOOOCKrflq6s5YDMAAAoDvr1atXTJgwIfbZZ5825bnpppvi0EMPjdNPPz2GDRsWFRUVUVZWFhtssEGUlZVFRUVFDBs2LM4444yYPXt2jroHAACgrZzZAVCo0ul0ov1NTU156oTuJptBnxtssEFOahv0CQAAAADJOTOlLVp7X/Rmm20Wffr0yXnNrbfeusW15557bpW/i2Rn9uzZrf5ZDhgwIOc1W3tuM5mM9+EDUJDOOeecWGeddRLH3XzzzS0O0QcAAICkutygz4iVD6symcyKu9UtWbIkjjzyyNhzzz3juuuuiwcffDDuueeeOOWUU2LbbbeNt99+e8Vh2cfvdldWVhYHHnhgVr089thjq3180KBBWeUDAADoKnr37h133HFHDB06tE157rjjjrjoootiypQpUVdXt9JaXV1dTJkyJcaNGxeDBg2KIUOGxH333demegAAAOSGMzsAClHSQZ+NjY156oTupqamJtH+ioqK6NmzZ05qG/QJAAAAANlxZkq2Xn/99RbXPvvZz+al5pZbbtni2qJFi2Lu3Ll5qVtoWntu+/btG/379895zU022aTV4bBvvPFGzmsCQGfXv3//OPnkk7OK/elPf2oIOgAAADmRm3d7t7PDDz88Lrroonj55ZdXHGgtP9TKZDIxderUmDp16koxnzz0+vhjJ5xwQvTu3TtxH3PmzIkZM2askreoqCgGDx6c/BsDAADoYtZZZ52YOHFiDB8+PKZPn573etOmTYtp06bFmDFj4qqrroqKioq81wQAAGD1nNkBUIhKSkoS7W9qalrtv3/wSdXV1Yn2V1VV5ax2aWlpov0NDQ05qw0AAAAAXZkzU7L15ptvtrj26U9/Oi81N9lkk1bX33zzzdhoo43yUruQtPbcbrLJJnk5M0qlUrHRRhvFa6+9lrgnAOjOfvrTn8Z1110X8+bNSxT3yCOPxAMPPBD77rtvnjoDAACgUPTo6Aay0bNnz7jmmmtWexeMjx+Iffxj+YvfnzwIq6ysjJ/85CdZ9XH77bev9PXyfgYOHBjrrLNOVjkBAAC6mpKSkrj//vtjxx13bLea48ePj2233TZmzZrVbjUBAABYmTM7AApROp1OtL+5uTk++uijPHVDd1JTU5Nof2VlZc5ql5WVJdpfX1+fs9oAAAAA0JU5MyVb77zzTotrubzR0yfztjZksrWeWHsd8dxGRGy44YYtrnluAShU6XQ6zjnnnKxiTznllFi2bFluGwIAAKDgdMlBnxERe+65Z5xwwgkrDrQ+ece7T35ExCoHYUVFRfHnP/85+vXrl1UPt9566yqPpVKp2GWXXbL/xgAAALqgsrKyePDBB2PQoEHtVnPu3Lmx++67G/YJAADQgZzZAVBoSkpKEsc0NTXloRO6m+rq6kT7c3kxcNJBn/Pnz4+lS5fmrD4AAAAAdGXOTMlGbW1ti2u5vNHTx/Xq1SvKy8tbXG+tJ9ZeRzy3Ea2fG3huAShkxxxzTGy55ZaJ42bPnh1//vOf89ARAAAAhaTLDvqMiLj88svj29/+9oo7zH3ysOvjH8vXl6/16NEjrrjiith7772zqv3ss8/G9OnTVxy8fdw+++yT7bcEAADQZVVUVMRDDz0UW221VbvVrKurixEjRnjzEQAAQAdyZgdAIUmn04ljGhsb89AJ3Ukmk4mamppEMbm8GDjpoM+IiIaGhpzVBwAAAICuzpkpSWQymfjwww9bXC8tLc1b7dbOOT744IO81S0krf05em4BoP316tUrLrrooqxif/azn8WCBQty3BEAAACFpGdHN9AWqVQqrr/++hg8eHCcdtppUVdXt+Lx5YddH7f8oKqqqiquv/762H///bOufemll67Ux3K9e/eOYcOGZZ0XAACgK6uqqoopU6bEkCFD4vXXX2+XmnPnzo3jjz8+brrppnapBwAAwMqc2QFQSEpKShLHGPTJmtTV1cXSpUsTxVRVVeWsfjaDPuvr62O99dbLWQ8AAAAA0JU5MyWJpqamWLZsWYvr+RwG2Vru1oaPsvbq6+tbXCuU5/bVV19t13oft8EGG+T0ZmkAdA8HHnhg7LzzzjF9+vREce+++2786le/itNPPz1PnQEAANDddelBn8sdc8wxceihh8bvf//7uO222+LJJ59c5aCjV69esdNOO8VBBx0U3/3ud6NPnz5Z13v33XdjwoQJERGr3OVu9913j759+2adGwAAoKvbaKONVgz7nDNnTrvUHD9+fIwZMyZGjhzZLvUAAABYlTM7AApBOp1OHNPU1JSHTuhOqqurE8fkctBnNhcWNzQ05Kw+AAAAAHQXzkxZG4sWLWp1vS1/J9aktdxr6ou109qfY6E8t6NGjWrXeh/385//PM4555wOqw9A55RKpeKXv/xlfOUrX0kcO27cuDjssMOitLQ0iouLI51Or3aYPwAAAKxOtxj0GRFRVlYWJ598cpx88smxaNGieOONN6Kuri6KioqioqIiNtpoo5y9CP7qq6/Gcccdt9q1/fbbLyc1AAAAurLNNtsspkyZErvvvnu899577VLzkksuMegTAACggzmzA6C7y2bQZ2NjYx46oTupqalJHFNZWZmz+mVlZYlj6uvrc1YfAAAAALoTZ6asyeLFi1td79kzf5f99urVq8W1NfXF2mntz9FzCwAdZ9ddd40DDzww7rzzzkRxjY2NscUWW6z4ury8PHbYYYcYPHhwjBkzJgYOHJjrVgEAAOhGus2gz4/r3bt3bL311nnLv/vuu8fuu++et/wAAADdwZZbbhm/+c1v4sADD2yXeo899ljMnj3bASkAAEAn4cwOgO6opKQkcUxTU1MeOqE7qa6uThxTVVWVs/oGfQIAAABAfjgzZXWWLl3a6no+h0G2lnvJkiV5q1tIWnt+PbcA0LHGjRsX99xzTyxbtizrHHV1dTFlypSYMmVKjBs3Lnbbbbc47bTTDNoHAABgtbrloE8AAAA6hxkzZrRrvZtvvjkuvPDCdq0JAAAAABSOdDqdOKaxsTEPndCd1NTUJI6prKzMWX2DPgEAAACAjvb+++/HBhts0NFtZGXTTTeNN998c6339+jRo9X1tgyeWpPWcudzCGUhae35LZTn9q677orPfvaz7Vpzua76/xEA2sdWW20V3/3ud+Paa6/NWc5p06bFtGnTYsyYMXHVVVdFRUVFznIDAADQ9XnlHQAAgLxp70Gf7V0PAAAAACgsJSUliWMM+mRNqqurE8dUVVXlrL5BnwAAAAAA7ae4uLjV9aVLl+atdmu519QXa6e1P8dCeW4/+9nPxjbbbNOuNQFgbf385z+PP//5zzF//vyc5h0/fnw8+uij8cADD8SgQYNymhsAAICuq/VbfwEAAECWMplMzJw5s11rPvXUU5HJZNq1JgAAAABQONLpdOKYpqamPHRCd5J00GdJSUmss846OatfWlqaOKahoSFn9QEAAAAACsmahi4uWbIkb7UXL17c4lqvXr3yVreQtPb8em4BoONVVVXFT3/607zknjt3buy+++4xa9asvOQHAACg6zHoEwAAgLxobGyMurq6dq1ZV1fnonkAAAAAIG/69OkTPXoke7tNY2Njnrqhu6ipqUm0v7KyMqf1S0pKEv+9rq+vz2kPAAAAAACFoqSkpNX1fJ4rtJY7m5udsarWnl/PLQB0DieffHLOz92Xq6urixEjRkRtbW1e8gMAANC1GPQJAABAXrR2V+B8WrRoUYfUBQAAAAC6v1QqlfhiSDcnYk2qq6sT7a+qqspp/VQqFaWlpYliDPoEAAAAAMhOz549Wz1raGhoyFvt1oZBrrfeenmrW0ha+3P03AJA51BSUhKbbrpp3vLPnTs3jj/++LzlBwAAoOsw6BMAAIC8KC4u7pC6vXv37pC6AAAAAEBhSDros7ULKyEioqamJtH+ysrKnPdQVlaWaL9BnwAAAAAA2auoqGhxrba2Ni81M5lMfPDBBy2ut9YTa68jntuIiPfff7/FNc8tAKxs0qRJ8cQTT+S1xvjx42PSpEl5rQEAAEDn17OjG+is6urqYsqUKfH4449HdXV11NbWRnFxcfTv3z++8IUvxL777hubbbZZR7cJAADQaaXT6SgvL4+6urp2q1leXh4lJSXtVg8AAID8cmYHQGeU9DXIpqamPHVCd1FdXZ1of1VVVc57SDros6GhIec9AAAAAACrKpQz03XXXTemTZvW0W1kpU+fPoljNtxww3jzzTdXu/af//ynjR2t3vvvvx9LlixptSfarrU/x3w9txER7733XotrnlsAWNnFF1/cLnUuueSSGDlyZLvUAgAAoHMy6PMT3nnnnTj33HPjT3/6UyxbtqzVvcOHD49x48bFdttt1z7NAQAAdCGpVCp22GGHmDJlSrvV3HHHHSOVSrVbPQAAAPLDmR0AnVk6nU60v7GxMU+d0B3Mnz8/5s+fnygmH4M+S0tLE+2vr6/PeQ8AAAAAwP8U2plpz5494ytf+UpHt9FuNt988/jnP/+52rW5c+fmpeaa8m6++eZ5qVtoWvtzzNdzu6bcnlsA+J9Zs2a124D5xx57LGbPnh0DBw5sl3oAAAB0Pl120Oe4ceNi3rx5qzw+YsSIGD58eFY5J0+eHIccckg0NDREJpNZ4/4HH3wwJk+eHOecc06ceeaZWdUEAADozgYPHtyugz4HDx7cbrUAAABwZgdAYSopKUm036BPWlNTU5M4prKyMud9lJWVJdpv0CddQSaTicbGxli8eHEUFxdHOp12wzgAAAAg55yZko3WBi+++uqreanZWt4ePXrEpz/96bzULTStPbe1tbXx4YcfxrrrrpvTmsvzZtMTABSam2++ud3rXXjhhe1aEwAAgM6jSw76fPvtt+PMM89c7Ztuv/vd72aVc+LEiXHwwQfHkiVLIiLW6g29mUwmli1bFmeffXa899578etf/zqr2gAAAN3V6NGjY9y4ce1aDwAAgPbhzA6AQpVOpxPtb2pqylMndAfV1dWJY6qqqnLeh0GfdBezZs2Km2++OWbMmBEzZ86Murq6FWvl5eWxww47xODBg2PMmDExcODADuwUAAAA6A6cmZKtrbfeusW1V155JTKZTM5vWvPKK6+0uLb55ptHcXFxTusVqtae24iIl19+OQYPHpzTmq09txERW221VU7rAUBXNmPGjG5dDwAAgM6lR0c3kI1bb711xeeZTGbFx957773GF8FXZ86cOXHEEUfEkiVLIpVKrTgA+Xju1X0s35vJZOLaa6+Nyy67LGffIwAAQHcwaNCg2G233dql1qc//WkXZAIAALQjZ3YAFKqkgz4bGxvz1AndQU1NTeKYysrKnPdh0Cdd3aRJk2LIkCGx7bbbxrhx42LKlCkrDfmMiKirq4spU6bEuHHjYtCgQTFkyJC47777OqhjAAAAoDtwZkq2tt9++xbXFixYEC+//HLOa86cOTOrfkhmk002ifXXX7/F9aeffjrnNVt7bjfYYIPYeOONc14TALqiTCbT6r+b+fDUU09FJpNp15oAAAB0Hl1y0Ofdd9+94vPlh1WpVCqOPfbYrPKdeOKJ0dDQsMrB1/K8q/tYvm/5nkwmE2eddVa8/vrrWX9fAAAA3dGpp57aLnXefvvtuOWWW9qlFgAAAM7sAChcJSUlifY3NTXlqRO6g+rq6sQxVVVVOe8j6aDPhoYGFyPRKdTW1saYMWNi//33j2nTpiWKnTZtWowcOTIOP/zwqK2tzVOHAAAAQHfmzJRsDRgwIPr27dvi+pNPPpnzmq3l3GGHHXJer5C19ufZ3s+tIa4A8D+NjY2r3Cww3+rq6rxvBAAAoIB1uUGfS5YsiSeffHLFIdRyffr0iX322SdxvqeeeiruvPPO1R5qLT/YWtNd7pZbvHhxnHTSSW347gAAALqfkSNHxujRo9ul1lFHHRUzZsxol1oAAACFzJkdAIUsnU4n2t/Y2JinTugOOsugz9LS0kT7M5mMi5HocM8++2xsu+22cfPNN7cpz/jx42PbbbeNWbNm5agzAAAAoBA4M6UtioqKYpdddmlx/ZFHHslpvTfffDPeeOONFtd33333nNYrdLvttluLa7l+biMiHn744RbXPLcA8D+LFy/ukLqLFi3qkLoAAAB0vC436POZZ56JhQsXrvh6+WHUHnvsEX369Emc77LLLlspV0SsdBg2cuTImDBhQvz73/+OWbNmxW233Rb77bffSgdfy3vIZDJx7733xr/+9a9svz0AAIBu6eqrr47+/fvnvc7ChQtj1KhR8e677+a9FgAAQCFzZgdAISspKUm0f/HixR12sQidX01NTaL9vXr1inXXXTfnfZSVlSWOqa+vz3kfsLaeffbZGDp0aMydOzcn+ebOnRu77767YZ8AAADAWnNmSlvtvffeLa49+OCDKz23bfXAAw+0uFZaWhqDBw/OWS1af25fe+21ePXVV3NW68UXX4y33norq14AoNAUFxd3SN3evXt3SF0AAAA6Xpcb9PnEE0+s9vHhw4cnzlVXV7fSXe4+fve6VCoV119/fUycODEOOeSQGDRoUGyzzTbx9a9/Pe699974/e9/v1LMx/3lL39J3AsAAEB3VlFREQ888ECUl5fnvdZ7770XX/va12LBggV5rwUAAFConNkBUMjS6XTimKampjx0QndQXV2daH9lZeUqP/fkgkGfdCW1tbWx7777Rl1dXU7z1tXVxYgRI6K2tjaneQEAAIDuyZkpbbXffvu1uPbOO+/E448/nrNaEyZMaHFt7733jp49e+asFhFf/OIXY4MNNmhxvbXnI6nWclVWVsaOO+6Ys1oA0NWl0+l2ubbt48rLyxPfUBYAAIDuo8sN+mzpTlVf+MIXEue66667YtGiRRHxv7vcLT/8OvHEE+Pb3/52i7FHH310nHXWWSvdFW354dlf//rXWLZsWeJ+AAAAurNBgwbF1KlTo3///nmvNXPmzDjyyCOjubk577UAAAAKkTM7AApZNhdgNDY25qETuoOamppE+ysrK/PSh0GfdCU/+tGPYu7cuXnJPXfu3Dj++OPzkhsAAADoXpyZ0lbLh7a25IYbbshJnVdffTUee+yxFtfHjBmTkzr8T1FRURx66KEtrv/xj3/Myfvcly1bFn/84x9bXD/ssMOiR48udxk5AORNKpWKHXbYoV1r7rjjjnm5mScAAABdQ5d7hfbNN99c7eODBg1KnOuee+5Z8fnHfznu169f/OxnP1tj/Omnnx4bbrjhKo/X1tbGP//5z8T9AAAAdHeDBg2KZ599tl3eEHbbbbfFueeem/c6AAAAhciZHQCFLJ1OJ45pamrKQyd0B9XV1Yn2V1VV5aWPbAZ9NjQ05KETaN2kSZPi5ptvzmuN8ePHx6RJk/JaAwAAAOj6nJmSC9/61rdaXBs/fnxObnhz6aWXtjhUsry8PEaOHNnmGqyqtef21VdfjTvvvLPNNW699dYW/18UEXHEEUe0uQYAdDeDBw/u1vUAAADoXLrcoM+33nprlcc22GCDWG+99RLlWbZsWTz88MMrHXwtv8vdYYcdtlZvXu/Tp08cffTRK93tbrmnn346UT8AAACFoqKiIm666aa49957Y8iQIXmtdd5558Utt9yS1xoAAACFyJkdAIUsm0GfjY2NeeiE7qCzDPosLS1NHFNfX5+HTqB1F198cbvUueSSS9qlDgAAANB1OTMlF77zne9Ev379Vru2aNGiOOOMM9qU/4UXXogbbrihxfVjjz02evfu3aYarN7gwYNjp512anH99NNPj8WLF2edf9GiRXHmmWe2uL7LLrvEl770pazzA0B3NXr06G5dDwAAgM6lyw36rK2tXenQKuK/dw1LaubMmSsuovjkAdY3vvGNtc7zta99bbWPP/PMM4l7AgAAKCQjR46MqVOnxqxZs+KMM86IYcOGrfL7XXl5eey0005tegPZUUcdFTNmzGhruwAAAHyMMzsACllJSUnimKampjx0Qle3ZMmS+OCDDxLFVFZW5qWXtRkW8EkGfdLeZs2aFdOmTWuXWo899ljMnj27XWoBAAAAXZMzU3JhvfXWi2OOOabF9T//+c9x7733ZpV7yZIlceSRR8bSpUtXu96nT584/vjjs8q93B//+MdIpVItfvzxj39sU/6u7rTTTmtx7ZVXXml1UOeanHrqqfH666+3ug4ArGrQoEGx2267tUut7bffPgYOHNgutQAAAOicutygzwULFqz4fPnBVTZvNP/73/++4vOPH6il0+kYOnToWufZbrvtoqioaJXHn3/++cQ9AQAAFKKBAwfGhRdeGA899FDU1tZGQ0NDzJs3LxoaGqK2tjamT58ed955Z/Tokd2vsAsXLoxRo0bFO++8k+POAQAACpczOwAKWTqdThyz/CJt+Lh58+YljqmqqspDJwZ90jXcfPPN3boeAAAA0LU4MyVXzjzzzBaHxGYymTjiiCPi6aefTpSzubk5jj766HjiiSda3HPKKafk7TVn/uuAAw5odZDYZZddFn/4wx8S5/3d734Xv/rVr1pcHzJkSIvDfwGA9huI/c4770RNTU271AIAAKBz6tKDPiP+e3hVWlqaOM/06dNX+jqTyUQqlYo99thjtQdaLSkuLo5NN910pX4ymUx88MEHiXsCAAAodKlUKtLpdKy//vqRTqdXvGFx3333jcsuuyzrvO+9914ccMABMX/+/Fy1CgAAUNCc2QFQyEpKShLHNDU15aETurpsLuiprKzMQyeR1c9yBn3S3mbMmNGt6wEAAABdizNTcmX99dePCy64oMX1Dz/8MPbcc8+4++671ypfXV1dHHjggXHjjTe2uGezzTaL0047LXGvJHf11VdHz549V7uWyWTimGOOifPOOy+WLVu2xlzLli2Lc845J77//e+3uKdnz55x9dVXZ90vABSCkSNHxujRo/NeZ968eXHwwQfH4sWL814LAACAzmn1rw53YosWLVrlsaVLlybO8/jjj690h7vlktzlbrn1118/Xn/99ZXyNTQ0JM4DAABAy0444YR4/vnn4/rrr88qfubMmTF27NiYMGFC9OjR5e57AQAA0Kk4swOgkKXT6cQxjY2NeeiErq66ujpxTFVVVR46iSgqKoqSkpJEQ2n9rEV7ymQyMXPmzHat+dRTT60YrAEAAADwSc5MyaVjjz027rvvvpg0adJq1z/88MMYNWpU7L///nH88cfHHnvsscrwyHfeeSduvPHGuPTSS6O2trbFWj179ozx48dH3759c/o95Muzzz4bp5xyylrvX9Nw2yOPPDLR937JJZfEtttuu9b7P+kLX/hCXHjhhXHqqaeudr25uTl+/vOfx6233hqnnnpqjBo1apWbzjU2Nsadd94ZF198cTz//POt1hs3blyb+gWAQnH11VfH1KlTY+7cuXmtM23atDjhhBPi2muvzWsdAAAAOqcuN+izX79+K138kMlkYv78+YlyvPHGGzF37twVd6X7+MHVrrvumrinT75oHhFRX1+fOA8AAAAtS6VS8etf/zpefvnlmDp1alY5brvttjj33HPj3HPPzXF3AAAAhcWZHQCFbHX/5qyJQZ+sTmca9BkRUVpammjQp5+1aE+NjY1RV1fXrjXr6uqiqakpqwHPAAAAQPfnzJRcSqVS8ac//Sl23nnneOWVV1rcd++998a9994bffv2jQEDBkR5eXksXLgw5syZE2+//fZa1briiiti5513zlXreffBBx/Egw8+mLN8jz32WKL9p512Wptr/vSnP40ZM2bE7bff3uKe2bNnxxFHHBFFRUWx1VZbRWVlZWQymaipqYmXXnopmpub11jnkEMOiZNPPrnN/QJAIaioqIgHHnggdt9997yfQ1533XXxhS98Ib7//e/ntQ4AAACdT4+ObiCp0tLSFZ8vP7iaN29eohyPPvroKjkiItZZZ53YfvvtE/e0bNmyVR5bsmRJ4jwAAAC0rri4OG6//fb4zGc+k3WO8847L2655ZYcdgUAAFB4nNkBUMiyGfSZZHgihaOmpiZxTGVlZR46+a+ysrJE+w0IoD0tXry4Q+ouWrSoQ+oCAAAAnZ8zU3KtoqIipkyZEpttttka93700Ucxc+bMmDJlSvzjH/9Y6yGfF1xwQfzwhz9sY6cklUqlYvz48bHvvvuuce+yZcvi+eefj0cffTSmTp0aL7zwwloN+dxvv/3ixhtvXOn/JQBA6wYNGhRTp06N/v37573Wj370o5g2bVre6wAAANC5dOlBn8vNmTMn0YHT5MmTV/p6+d3udtpppygqKkrc0+ru0JHNRR0AAACsWUVFRUycOHG1vx+uraOOOipmzJiRw64AAAAKizM7AApZjx49ol+/foliGhsb89QNXVl1dXXimA022CAPnfyXQZ90ZsXFxR1St3fv3h1SFwAAAOj8nJmSD5tssklMnz49dtlll5zm7d27d9xwww1x5pln5jQva6+4uDjuvvvu+N73vpfz3Mcee2zcddddHfY6KgB0ZYMGDYpnn302xowZk9c6S5cujYMOOmitB7QDAADQPXS5QZ+bbLJJZDKZlR5rbm6Of//732sVv3Tp0rj//vtXe1eq3XffPaue6urqVsnnAAwAACB/Pv/5z8eECROiR4/sfq1duHBhHHDAAfHOO+/kuDMAAIDC4MwOgEKX9N+YpqamPHVCV1ZTU5Nof0VFRfTs2TNP3Rj0SeeWTqejvLy8XWuWl5f7nQIAAABokTNT8mXDDTeMRx55JM4999zo27dvm/N9+ctfjn/+859x9NFH56A72qJXr15x3XXXxYQJE2KjjTZqc76NNtoo/vrXv8ZvfvOb6NWrVw46BIDCVFFRETfddFPce++9MWTIkLzVmTdvXowaNSoWLFiQtxoAAAB0Ll1u0Od222232scffPDBtYr/29/+Fh9++GFExCoHadkegNXW1q74fHnOpG98BwAAIJkRI0bE5ZdfnnX8f/7znzjggANi/vz5OewKAACgMDizA6DQpdPpRPsbGxvz1AldWXV1daL9VVVVeerkv5L+7NTQ0JCnTmBVqVQqdthhh3atueOOO6520AYAAABAhDNT8qu4uDjOPvvsePHFF+PEE0+M0tLSxDl23nnnmDBhQkyfPr3Fv690jEMPPTRefPHFuPTSS2OzzTZLHL/ZZpvFpZdeGi+++GIccsghuW8QAArUyJEjY+rUqTFr1qw444wzYtiwYavcjLC8vDy23HLLrGs8/fTT8e1vf3uV3wEAAADonrr8oM9UKhWZTCZuuOGGaG5uXmP8ddddt1Lscn369ImddtopcT+vvfbaKnfMSKVSWb24DgAAQDLHH398HHPMMVnHz5w5M8aOHbtWv08CAADwP87sACh0JSUlifYb9MnqdLZBn0kvFK+vr89TJ7B6gwcP7tb1AAAAgK7FmSnt4dOf/nRcccUVUV1dHffff3+cfPLJMXz48Nhss82irKwsioqKom/fvlFZWRnbb799HH744XH11VfHa6+9Fo8//ngceuiheb2ZzdixYyOTybT4MXbs2DbXGDp0aKs18v0xdOjQNn8Pq1NSUhInn3xyvP766zFjxow477zzYtSoUbH11ltHRUVFFBcXR3FxcVRUVMSAAQPiwAMPjPPOOy9mzJgRr7/+epx88smJz6sAgLUzcODAuPDCC+Ohhx6K2traaGhoiHnz5kVDQ0PU1tbGSy+9FIcffnjW+W+55Za45JJLctgxAAAAnVXPjm4gqa985SvRo0ePVe5Q8dZbb8WVV14ZP/7xj1uMnT59ekyaNGmlg4lMJhOpVCqGDh0avXr1StzPU089tdrHt9hii8S5AAAASCaVSsWvf/3rePnll2Pq1KlZ5bjtttvinHPOifPOOy/H3QEAAHRfzuwAKHTpdDrR/qampjx1QldWU1OTaH9lZWWeOvmvsrKyRPvr6+tX/BwH7WH06NExbty4dq0HAAAA0BJnprSnPn36xIgRI2LEiBEd3Qo5lkql4ktf+lJ86Utf6uhWAIDVSKVSkU6nV3mfyPXXXx8vvvhiiz+Hr8npp58egwYNiv322y8XbQIAANBJ9ejoBpLaaKONVtyBa7nld7s7/fTT48Ybb1xt3FtvvRWjR49eEffJA7Qjjjgiq36efPLJ1T7uAAwAAKB9FBcXx+23396m38POP//8uOWWW3LYFQAAQPfmzA6AQldSUpJof2NjY546oatqbm5OPOizqqoqT938V9JBn0uWLImFCxfmqRtY1aBBg2K33XZrl1pDhgyJgQMHtkstAAAAoGtyZgoAAIWrb9++cdddd2V9jp/JZGL06NHx0ksv5bgzAAAAOpMuN+gzYuXDqkwms+JudUuWLIkjjzwy9txzz7juuuviwQcfjHvuuSdOOeWU2HbbbePtt99ecVj28bvdlZWVxYEHHphVL4899thqHx80aFBW+QAAAEiuoqIiJk6cGKWlpVnnOOqoo2LGjBk57AoAAKB7c2YHQCFLp9OJ9jc1NeWpE7qqDz/8MJYuXZooprKyMk/d/FfSQZ8REfX19XnoBFp26qmndqs6AAAAQNfmzBQAAArXxhtvHLfffnv06tUrq/iGhoY44IADnLsDAAB0Yz07uoFsHH744XHRRRfFyy+/vOJAa/mhViaTialTp8bUqVNXivnkodfHHzvhhBOid+/eifuYM2dOzJgxY5W8RUVFMXjw4OTfGAAAAFkbMGBATJgwIUaOHBnNzc2J4xcuXBgHHHBAPPHEE7HxxhvnoUMAAIDuxZkdAIUs6aDPxsbGPHVCV1VdXZ04pqqqKg+d/E82gz4bGhpiww03zEM3sHojR46M0aNHx80335y3GmPGjIn99tsvb/kBAACA7sOZKQAAFLZdd901rrnmmvjud7+bVfxLL70Uhx9+eNx9991RVFSU4+4AAADoaD06uoFs9OzZM6655prIZDKrrH38QOzjH8sPqT55EFZZWRk/+clPsurj9ttvX+nr5f0MHDgw1llnnaxyAgAAkL0RI0bE5ZdfnnX8f/7znzjggANi/vz5OewKAACge3JmB0AhKykpSbS/qakpT53QVdXU1CSOyfegz9LS0sQx9fX1eegEWnf11VdH//7985K7f//+cdVVV+UlNwAAAND9ODMFAACOOeaYOO6447KOnzRpUvzsZz/LYUcAAAB0Fl1y0GdExJ577hknnHDCigOtT97x7pMfEbHKQVhRUVH8+c9/jn79+mXVw6233rrKY6lUKnbZZZfsvzEAAADa5Pjjj49jjjkm6/iZM2fGkUceGc3NzTnsCgAAoHtyZgdAoUqn04n2z58/32uOrKS6ujpxTGVlZR46+Z+ysrLEMQZ90hEqKirigQceiPLy8pzmLS8vjwceeCAqKipymhcAAADo3pyZAgAAV155ZQwZMiTr+HHjxsWECRNy2BEAAACdQZcd9BkRcfnll8e3v/3tFXeY++Rh18c/lq8vX+vRo0dcccUVsffee2dV+9lnn43p06evOHj7uH322SfbbwkAAIA2SqVS8etf/zqGDh2adY7bb789zjnnnJz1BAAA0J05swOgEJWUlCSOaWpqykMndFXZDPqsqqrKQyf/Y9AnXcmgQYNi6tSp0bt375zk69+/f0ydOjUGDRqUk3wAAABAYXFmCgAAha1Xr15x2223xac//emscxx11FHx9NNP57ArAAAAOlqXHvSZSqXi+uuvj9/+9rex7rrrrnLYtbo73WUymaiqqoq77rorfvjDH2Zd+9JLL12pj+V69+4dw4YNyzovAAAAbVdcXBy33XZbbLHFFlnnOP/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      "text/plain": [
       "<Figure size 5400x1800 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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t6AEAAIBCwC0L8J6envn64eXl5eofEWxYudJ627d27drJ39/fbnvZKuYfP35cBw4csNte7qR06dI2xxMTEw2tu27dOqWkpFgc8/DwUNeuXQ2ta0mlSpVUu3Ztq+O2/j0DAAAAANhf89Y11KnbbYZijx29oHlz1uY4r1pgmB6p1s7QHseTLmg2regBAACAAs8tC/BmsznfP5B/rVmzxupYhw4d7LpXw4YNVaxYMavjtlrhF2TWOhBk8fTM/WkCyfZ7W79+fYWGhhpa1xpb/74U1vcWAAAAAFxp+NOdVKp0kKHYhd9u1u6dObeJH1i5tWoGlTO0xzfRG7SbVvQAAABAgeaWBXjpn/t75ccH8rcTJ07o3LlzVsebNGli1/08PDzUqFEjq+Pbt2+3637uIiYmxuZ4cHCwoXW3bdtmdcze760kNW3a1OrY33//rfR02+0LAQAAAAD2VaSon55/8S5DsWazNH3yYiVdsdxZLcs/rejvyUMr+h+UnJFqKEcAAAAA+Z/bFuCl/HcSHvnfjh07rI55eXnpttuMtaqzpWHDhlbHdu7caff93EFOr7ty5cp2X7dBgwaG1rTF1nubnJysvXv32n1PAAAAAIBt9RtWUp++jQ3FxpyJ0+x3c24Tn5dW9CeSLmr2wVWGYgEAAADkf25dgHf1iXZOv7ufyMhIq2OVKlWSn5+f3fesWbOm1bGoqKhC+eWNZcuWWR3z9/dX1apVc73mqVOndOnSJavjtWrVyvWaOalataq8vb2tjkdERNh9TwAAAABAzh5+rK0qVDR2G7Jfl+zS5g0Hc5xHK3oAAAAAlrh1Ad4ZJ9ltFdg5Be9+jhw5YnWsWrVqDtmzevXqVsdSUlJ0+vRph+ybX125ckU//fST1fHmzZvbLGpbY+u9lRzz/np6eto8rX/06FG77wkAAAAAyJmvr7fGTOglD09jByZmTFmquMtJNud4eXjq5br3yJtW9AAAAACu4+XqBIxo3bq1w06cp6enKzY2VrGxsbpw4YIyMjIkKVsR3mw2y9vbW82aNeP0uxuJjo62OnbLLbc4ZM8KFSrYHI+Ojla5csa+Me+O5s6dq8uXL1sd79Onj6F1bb23vr6+Kl26tKF1c1KhQgUdOHAg1zkBAAAAAByrRq2y6j+4lebPXZfr2EuxVzTzjWV66bV7bH7uUzUwTI9Ua68PD67I9R4nki7qwwMr9Uyt7rmOBQAAAJB/uWUBfu3atU7Z58qVK9q0aZPWrVunefPm6dSpUzf80pWenq7AwEDNnz9fxYoVc0pOyJuTJ09aHXNUgbZ06dIymUxWOyTYyqmgiY+P1+TJk62O+/v7q2/fvobWtvVzLFWqlKE1b0ZYWJjVscL03gIAAABAfvTgoBbavOGgDuw7k+vY9Wv36fcVkWrfua7NeQMqt9Las1HaG38q13t8e2yj2oaFq36xSrmOBQAAAJA/uXULekcrUqSIOnTooFdeeUVHjx7V/PnzVaZMGZnN5msF1WXLlqlJkyY6fvy4q9PFTbh48aLVMUcVab29vW1+QcNWTgXN2LFjdf78eavjQ4YMUWiosXv0ueK9lWx/caMwvbcAAAAAkB95eXlq9IRe8vExdgblvbd+0/lz8bb38PDUhLr3Gm5F/2rEQlrRAwAAAAUIBfib5OXlpf79+2v37t3q3r37DUX4Q4cOqUWLFhTh8zmz2Wyz9XlQUJDD9g4MDLQ6Fhsb67B985PVq1dr9uzZVscDAwM1fvx4w+vb+jny3gIAAABA4VWxUgkNebydodgriSma/toSZWZa7mqXpWpgaQ2t1t7QHieSLuqDAysNxQIAAADIf9yyBb0rhYaGavHixbrnnnv0888/XyvCnzp1Sj169NDGjRtVtGhRV6cJCxITE5WRkWF13JFFWltr2/pSQEFx9uxZ9e/f32obfkl66aWXbLZzz0lcXJzVMd5b4w4dOuSyvUuWLOnQ7gUAAAAACo+772ukTev3a9eOY7mO3bH1qJb8tF297rnD5rz+lVtpjcFW9N8d26i2pWvr9uKVcx0LAAAAIH+hAG+AyWTSN998o1atWmn79u3XivBRUVF69tln9dFHH7k6RViQkpJic9zPz89he9taO6e83F16eroefPBBxcTEWJ3TqFEjjRo1Kk/72Po58t4ad/fdd7ts75dfflkTJ0502f4AAAAACg4PD5Oef/EuDR0wR0lXcv+72sezVqlho8oqf4v126ZltaIfuHGW0szWDwBYYpZZkyN/1FctnpSfp0+u8wMAAACQf9CC3iBfX1+999571070ZhXh586dq7/++svF2cGS1FTb91Pz8nLc91G8vb2tjuWUl7t76qmntGbNGqvjAQEBmj9/vjw9c3+vvOvZ+jny3gIAAAAASoUFa8QznQzFpqSka9qri5WRnmlzHq3oAQAAAFCAz4MmTZqoV69eN7TVNpvNeu2111yYFaxJT0+3Oe7IIq2ttdPS0hy2r6u9//77+vDDD23O+eCDD1SzZs0872Xr/eW9BQAAAABIUseut6lF6xqGYvdFndK3X27McV7/yq1UO7i8oT2+O7ZRO2OPGooFAAAAkD/Qgj6PHnjgAS1atEjSv6fgf/nlF506dUrlypVzcXY5u3DhgkqWLOnqNAypWLGioqOjb3q+h4ft75vYuj98Xtla25HFYVdatGiRRo4caXPO0KFDNWjQILvsZ+v95b017ueff1a1atVcsre7/r8JAAAAQP5lMpk0cnQ3Rf19QpcvJ+U6/ou569SkWTVVqxFmdc4/rejv0YANtKIHAAAACiP3rw65WKdOneTh4ZHtFPySJUv02GOPuTAz/JePj+1fXHM6IZ8XttbOKS93tG7dOj3wwAM2i9Ndu3bVBx98YLc9bf0ceW+Nq1atmsLDw12dBgAAAADYTbHiRfT0mO6a+MKCXMdmZGRq2iuL9P6nQ+Tja/1jtSpFS2tY9Q56/8DyXO/xTyv6FRpVq0euYwEAAAC4Hi3o86hYsWIqW7Zstuvr1693QTawJadiqCPbhdu6F7ite4i7o507d6pnz55KTk62Oqd58+b64Ycf7HpC3Nb7y3sLAAAAALheiztrqGO32wzFRh89r88+XpvjvIcqtVS44Vb0m2hFDwAAALgpCvB2UKpUqWwn4KOiolyYESwpWrSozfGEhASH7W1r7cDAQIft62z79+9X586dFR8fb3VOvXr19MsvvyggIMCue9t6f3lvAQAAAAD/NeLpTipZOshQ7A/fbNbfO4/ZnOPl4amX6t4jb5Nnrtc3y6xXIxfqarr1L30DAAAAyJ8owNtBSEjItT+bTCZJ0unTp12UDazx8vKyWRC1VTTOK1tF2uLFiztsX2c6duyYOnTooPPnz1udU6NGDa1YseKG/2bsxdbPkfcWAAAAAPBfRYr66fnxPQ3Fms3Sm5MXK+lKis15Wa3ojTiZFKsPDua+hT0AAAAA16IAbwdxcXHZrjnyxC2MCw0NtTp28eJFh+xpNpsVGxtrddxWTu7izJkzat++vU6ePGl1TsWKFbVy5UqVKlXKITm44r2VpAsXLlgdKwjvLQAAAAAUZLffUVm9729sKDbmTJxmv7syx3l5bUW/g1b0AAAAgFux3w2YC7GYmJhrJ9+zZGZmuiib3AkJCXHb+9X7+fnlOiYsLEzR0dEWx2JiYvKYkWUXLlyweQ/ysLAwh+zrLBcuXFCHDh10+PBhq3PCwsK0atUqVahQwWF52Po5Ouq9lf758oE17v7eAgAAAEBhMOTxttq25bBOHMv9l7d/XbJLzVvXUNMW1a3OyWpFP2DDLKWZM3K9x6sRC/V1i6fk7+WT61gAAAAAzkcBPo8OHz6sU6dOZSvA53S/8fzCy8tLLVu2dHUaTlO5cmVt3rzZ4pijbhuQ07qVK1d2yL7OEBcXp06dOmnPnj1W54SGhmrVqlWqVq2aQ3Ox9XNMSEhQYmKiQ/67tPX+uvN7CwAAAACFha+vt8a81EtPPTpPmRnmXMfPmLJUH3/5qIJDAqzOyWpF//6B3LeUP3U1Vu8fWK7nahtrlw8AAADAuWhBn0cLFiy44bnZ/M8vauXKlXNFOsiBrYLooUOHHLKnrXU9PDx0yy23OGRfR0tMTFSXLl20c+dOq3OCgoK0fPlyhYeHOzyfnIrdjnp/bZ38pwAPAAAAAO6hRu2yemiQsQMKl2KvaOYby659JmRNXlrRf398k3bEHjEUCwAAAMC5KMDnwYULF/TGG29kO/1uMplUo0YNF2UFW2rWrGl17ODBgzn+smzEwYMHrY5VrlxZPj7u10Lu6tWr6tmzp9VuApIUEBCgZcuWqWHDhk7JqVKlSvL19bU6fuDAAbvvGRMTo4SEBKvj/H8AAAAAANxHv8EtVb1mGUOx69fu0+8rIm3O8fLw1IS698rHw1hDylcjftTV9FRDsQAAAACchwK8QcnJyerbt68uX74sSdkKt82aNXNBVsjJ7bffbnUsKSnJIUXaHTt2GMonv0pNTVXv3r21du1aq3N8fX21ePFitWjRwml5eXt7q06dOlbHbZ3UN8rWe2symVSvXj277wkAAAAAcAwvL0+NmdBL3j6ehuJnzViu8+fibc6pXLSUhlXrYGj9rFb0AAAAAPI3CvAGHD58WJ06ddKaNWtkMpksnpru1auXCzJDTmrVqiV/f3+r49u2bbP7nrbWbNCggd33c6T09HT17dtXy5db/4Xf29tbCxYsUPv27Z2Y2T9snbZ39ntbvXp1BQYG2n1PAAAAAIDjVKxUQo883s5QbGJCsqa/tiTnVvSVW6pOcAVDe9CKHgAAAMj/KMDnwtatW/XUU0+pbt262rBhww1jWYV4k8mk1q1bq2rVqi7KErZ4enqqefPmVsfXrFlj1/2io6N19OhRq+N33nmnXfdzpMzMTA0YMEA///yz1Tmenp768ssv1bNnT+cldp1WrVpZHdu4caNSU+3bqu/333+3OuZO7y0AAAAA4F9339dY9RpUNBS7Y+tRLflxu805niYPTah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      "text/plain": [
       "<Figure size 1800x1800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Analyze the results\n",
    "\n",
    "# Define arrays\n",
    "Wg_mode_dh = np.zeros([len(dipole_height_sweep), 1])\n",
    "Wg_mode_dX = np.zeros([len(dipole_dX_sweep), 1])\n",
    "Wg_mode_dY = np.zeros([len(dipole_dY_sweep), 1])\n",
    "Wg_mode_theta = np.zeros([len(dipole_theta_sweep), 1])\n",
    "Wg_mode_phi = np.zeros([len(dipole_phi_sweep), 1])\n",
    "\n",
    "# Populate data arrays with coupling coefficients averaged across simulated frequencies and normalized by the dipole source power\n",
    "# Dipole height\n",
    "for i in range(len(dipole_height_sweep)):\n",
    "    dh = dipole_height_sweep[i]\n",
    "    dipole_power = np.mean(\n",
    "        batch_dh_results[f\"dipole_height={dh * 1e3:.0f}nm\"][\"flux_dip\"].flux\n",
    "    )\n",
    "    norm_coup_wg = (\n",
    "        np.mean(\n",
    "            np.abs(\n",
    "                batch_dh_results[f\"dipole_height={dh * 1e3:.0f}nm\"][\"Wg_mode\"].amps.sel(\n",
    "                    direction=\"+\"\n",
    "                )\n",
    "            )\n",
    "            ** 2\n",
    "        )\n",
    "        / dipole_power\n",
    "    )\n",
    "    if i == 0:\n",
    "        max_dh = norm_coup_wg\n",
    "    Wg_mode_dh[i] = norm_coup_wg\n",
    "Wg_mode_dh_loss = Wg_mode_dh - np.max(Wg_mode_dh)\n",
    "\n",
    "# X Deviation\n",
    "for i in range(len(dipole_dX_sweep)):\n",
    "    dX = dipole_dX_sweep[i]\n",
    "    dipole_power = np.mean(\n",
    "        batch_dX_results[f\"dipole_dX={dX * 1e3:.0f}nm\"][\"flux_dip\"].flux\n",
    "    )\n",
    "    norm_coup_wg = (\n",
    "        np.mean(\n",
    "            np.abs(\n",
    "                batch_dX_results[f\"dipole_dX={dX * 1e3:.0f}nm\"][\"Wg_mode\"].amps.sel(\n",
    "                    direction=\"+\"\n",
    "                )\n",
    "            )\n",
    "            ** 2\n",
    "        )\n",
    "        / dipole_power\n",
    "    )\n",
    "    Wg_mode_dX[i] = norm_coup_wg\n",
    "Wg_mode_dX_loss = Wg_mode_dX - Wg_mode_dX[0]\n",
    "# Y Deviation\n",
    "for i in range(len(dipole_dY_sweep)):\n",
    "    dY = dipole_dY_sweep[i]\n",
    "    dipole_power = np.mean(\n",
    "        batch_dY_results[f\"dipole_dY={dY * 1e3:.0f}nm\"][\"flux_dip\"].flux\n",
    "    )\n",
    "    norm_coup_wg = (\n",
    "        np.mean(\n",
    "            np.abs(\n",
    "                batch_dY_results[f\"dipole_dY={dY * 1e3:.0f}nm\"][\"Wg_mode\"].amps.sel(\n",
    "                    direction=\"+\"\n",
    "                )\n",
    "            )\n",
    "            ** 2\n",
    "        )\n",
    "        / dipole_power\n",
    "    )\n",
    "    Wg_mode_dY[i] = norm_coup_wg\n",
    "Wg_mode_dY_loss = Wg_mode_dY - Wg_mode_dY[0]\n",
    "\n",
    "# Plot coupling loss as a function of emitter position deviation\n",
    "fig1, ax = plt.subplots(1, 3)\n",
    "fig1.set_size_inches(18, 6)\n",
    "fig1.tight_layout()\n",
    "fig1.set_dpi(300)\n",
    "\n",
    "ax[0].plot(dipole_height_sweep * 1e3, Wg_mode_dh_loss, color=\"black\", linewidth=3)\n",
    "ax[1].plot(dipole_dX_sweep * 1e3, Wg_mode_dX_loss, color=\"black\", linewidth=3)\n",
    "ax[2].plot(dipole_dY_sweep * 1e3, Wg_mode_dY_loss, color=\"black\", linewidth=3)\n",
    "\n",
    "ax[0].scatter(dipole_height_sweep * 1e3, Wg_mode_dh_loss, color=\"black\")\n",
    "ax[1].scatter(dipole_dX_sweep * 1e3, Wg_mode_dX_loss, color=\"black\")\n",
    "ax[2].scatter(dipole_dY_sweep * 1e3, Wg_mode_dY_loss, color=\"black\")\n",
    "\n",
    "ax[0].set_title(\"Absolute Dipole Height\", fontsize=18)\n",
    "ax[0].set_ylabel(\"Coupling Loss\", fontsize=18)\n",
    "ax[0].set_xlabel(\"Dipole Height (nm)\", fontsize=18)\n",
    "ax[0].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "ax[0].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "ax[0].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "\n",
    "ax[1].set_title(\"Deviation in X-Position\", fontsize=18)\n",
    "ax[1].set_ylabel(\"Coupling Loss\", fontsize=18)\n",
    "ax[1].set_xlabel(\"Dipole X-Position (nm)\", fontsize=18)\n",
    "ax[1].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "ax[1].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "ax[1].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "\n",
    "ax[2].set_title(\"Deviation in Y-Position\", fontsize=18)\n",
    "ax[2].set_ylabel(\"Coupling Loss\", fontsize=18)\n",
    "ax[2].set_xlabel(\"Dipole Y-Position (nm)\", fontsize=18)\n",
    "ax[2].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "ax[2].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "ax[2].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "\n",
    "fig1.tight_layout()\n",
    "\n",
    "plt.show()\n",
    "\n",
    "# Plot coupling loss as a function of emitter polarization\n",
    "\n",
    "# Theta\n",
    "for i in range(len(dipole_theta_sweep)):\n",
    "    t = dipole_theta_sweep[i]\n",
    "    dipole_power = np.mean(\n",
    "        batch_theta_results[f\"dipole_theta={t:.03}rad\"][\"flux_dip\"].flux\n",
    "    )\n",
    "    norm_coup_wg = (\n",
    "        np.mean(\n",
    "            np.abs(\n",
    "                batch_theta_results[f\"dipole_theta={t:.03}rad\"][\"Wg_mode\"].amps.sel(\n",
    "                    direction=\"+\"\n",
    "                )\n",
    "            )\n",
    "            ** 2\n",
    "        )\n",
    "        / dipole_power\n",
    "    )\n",
    "    Wg_mode_theta[i] = norm_coup_wg\n",
    "Wg_mode_theta_loss = Wg_mode_theta - Wg_mode_theta[-1]\n",
    "# Phi\n",
    "for i in range(len(dipole_phi_sweep)):\n",
    "    p = dipole_phi_sweep[i]\n",
    "    dipole_power = np.mean(batch_phi_results[f\"dipole_phi={p:.03}rad\"][\"flux_dip\"].flux)\n",
    "    norm_coup_wg = (\n",
    "        np.mean(\n",
    "            np.abs(\n",
    "                batch_phi_results[f\"dipole_phi={p:.03}rad\"][\"Wg_mode\"].amps.sel(\n",
    "                    direction=\"+\"\n",
    "                )\n",
    "            )\n",
    "            ** 2\n",
    "        )\n",
    "        / dipole_power\n",
    "    )\n",
    "    Wg_mode_phi[i] = norm_coup_wg - ideal_total_CE\n",
    "Wg_mode_phi_loss = Wg_mode_phi - Wg_mode_phi[-1]\n",
    "\n",
    "fig2, axs = plt.subplots()\n",
    "cmap = mpl.colormaps[\"viridis\"]\n",
    "colors = cmap(np.linspace(0, 1, 7))\n",
    "fig2.tight_layout()\n",
    "fig2.set_dpi(300)\n",
    "fig2.set_size_inches(6, 6)\n",
    "\n",
    "axs.plot(\n",
    "    90 - dipole_theta_sweep * 180 / np.pi,\n",
    "    Wg_mode_theta_loss,\n",
    "    color=colors[1],\n",
    "    label=\"Polar Angle Deviation from TE\",\n",
    "    linewidth=3,\n",
    ")\n",
    "axs.scatter(90 - dipole_theta_sweep * 180 / np.pi, Wg_mode_theta_loss, color=colors[1])\n",
    "\n",
    "axs.plot(\n",
    "    90 - dipole_phi_sweep * 180 / np.pi,\n",
    "    Wg_mode_phi_loss,\n",
    "    color=colors[4],\n",
    "    label=\"Azimuthal Angle Deviation from TE\",\n",
    "    linewidth=3,\n",
    ")\n",
    "axs.scatter(90 - dipole_phi_sweep * 180 / np.pi, Wg_mode_phi_loss, color=colors[4])\n",
    "\n",
    "axs.set_xlabel(\"Polarization Angle (deg)\", fontsize=18)\n",
    "axs.set_ylabel(\"Coupling Loss\", fontsize=18)\n",
    "axs.legend(loc=\"upper right\", fontsize=12)\n",
    "\n",
    "axs.tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "axs.tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "axs.tick_params(axis=\"both\", labelsize=18, pad=10)\n",
    "plt.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "215f9774",
   "metadata": {},
   "source": [
    "We refine the robustness sweep around the regime with coupling loss of roughly -5% or less."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "5875ff05",
   "metadata": {},
   "outputs": [
    {
     "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\">13:52:06 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.732</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:52:06 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m4.732\u001b[0m for the whole batch.                \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\"></pre>\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\">\n",
       "</pre>\n"
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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\">13:52:09 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">30</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:52:09 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m30\u001b[0m tasks.                      \n"
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     "metadata": {},
     "output_type": "display_data"
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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: #7fbfbf; text-decoration-color: #7fbfbf\">13:53:01 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.732</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:53:01 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m4.732\u001b[0m for the whole batch.                \n"
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     },
     "metadata": {},
     "output_type": "display_data"
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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: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
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      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
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     },
     "metadata": {},
     "output_type": "display_data"
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    {
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       "Output()"
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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\">13:55:03 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:55:03 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
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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\"></pre>\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\">\n",
       "</pre>\n"
      ],
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       "\n"
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     "metadata": {},
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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: #7fbfbf; text-decoration-color: #7fbfbf\">13:55:35 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.993</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:55:35 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.993\u001b[0m.                              \n"
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       "</pre>\n"
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      "text/plain": [
       "\u001b[2;36m13:57:25 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m3.312\u001b[0m for the whole batch.                \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\">\n",
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       "\n"
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     },
     "metadata": {},
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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: #7fbfbf; text-decoration-color: #7fbfbf\">13:57:27 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">21</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:57:27 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m21\u001b[0m tasks.                      \n"
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     },
     "metadata": {},
     "output_type": "display_data"
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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: #7fbfbf; text-decoration-color: #7fbfbf\">13:58:24 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.312</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:58:24 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m3.312\u001b[0m for the whole batch.                \n"
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     },
     "metadata": {},
     "output_type": "display_data"
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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: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
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       "Output()"
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      "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\">13:59:19 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:59:19 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
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     },
     "metadata": {},
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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\"></pre>\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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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\">13:59:41 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.695</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:59:41 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.695\u001b[0m.                              \n"
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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: #7fbfbf; text-decoration-color: #7fbfbf\">14:02:09 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.101</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:02:09 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m4.101\u001b[0m for the whole batch.                \n"
      ]
     },
     "metadata": {},
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      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:02:10 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">26</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:02:10 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m26\u001b[0m tasks.                      \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:02:57 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.101</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:02:57 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m4.101\u001b[0m for the whole batch.                \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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "07051f94cbed4be08d7a12e59bbc373c",
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       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:05:41 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:05:41 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:06:07 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.861</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:06:07 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.861\u001b[0m.                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:07:04 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.735</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:07:04 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.735\u001b[0m for the whole batch.                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
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       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">11</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m11\u001b[0m tasks.                      \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:07:24 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.735</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:07:24 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.735\u001b[0m for the whole batch.                \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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "47d7e03c7aff463580cbc882ce428e40",
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      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:08:04 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:08:04 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:08:15 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.364</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:08:15 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.364\u001b[0m.                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:09:11 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.735</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:09:11 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.735\u001b[0m for the whole batch.                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:09:12 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">11</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:09:12 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m11\u001b[0m tasks.                      \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:09:32 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.735</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:09:32 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.735\u001b[0m for the whole batch.                \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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:14:49 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:14:49 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:15:01 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.364</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:15:01 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.364\u001b[0m.                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Same simulation order as before\n",
    "\n",
    "# Define finer the sweep for dipole height up to\n",
    "dipole_height_sweep_fine = np.arange(0.001, 0.031, 0.001)\n",
    "\n",
    "# Define the path to save data\n",
    "path = \"data/20260126 dipole height sweep fine/\"\n",
    "\n",
    "# Build the simulation batch. We include an if statement to filter out invalid cases where the taper length is too long for larger taper slopes resulting in invalid polygons.\n",
    "sims_dh_fine = {\n",
    "    f\"dipole_height={dh * 1e3:.0f}nm\": Nanowaveguide_sim_fab(\n",
    "        dh, 0, 0, [np.pi / 2, np.pi / 2]\n",
    "    )\n",
    "    for dh in dipole_height_sweep_fine\n",
    "}\n",
    "# Run the simulation batch\n",
    "batch_dh_fine = web.Batch(simulations=sims_dh_fine)\n",
    "est_fc = batch_dh_fine.estimate_cost()\n",
    "batch_dh_fine_results = batch_dh_fine.run(path_dir=path)\n",
    "real_fc = batch_dh_fine.real_cost()\n",
    "\n",
    "\n",
    "# None of the X-position deviations showed larger coupling losses. Let's decrease the step size to see if there is a smoother couplign dependence on X-position.\n",
    "\n",
    "# Define the sweep\n",
    "dipole_dX_sweep_fine = np.arange(0, 0.525, 0.025)\n",
    "\n",
    "# Define the path to save data\n",
    "path = \"data/20260126 dipole X deviation sweep fine/\"\n",
    "\n",
    "# Build the simulation batch. We include an if statement to filter out invalid cases where the taper length is too long for larger taper slopes resulting in invalid polygons.\n",
    "sims_dX_fine = {\n",
    "    f\"dipole_dX={dX * 1e3:.0f}nm\": Nanowaveguide_sim_fab(\n",
    "        0, dX, 0, [np.pi / 2, np.pi / 2]\n",
    "    )\n",
    "    for dX in dipole_dX_sweep_fine\n",
    "}\n",
    "# Run the simulation batch\n",
    "batch_dX_fine = web.Batch(simulations=sims_dX_fine)\n",
    "est_fc = batch_dX_fine.estimate_cost()\n",
    "batch_dX_fine_results = batch_dX_fine.run(path_dir=path)\n",
    "real_fc = batch_dX_fine.real_cost()\n",
    "\n",
    "# Next: deviation in emitter y position\n",
    "\n",
    "# Define the sweep\n",
    "dipole_dY_sweep_fine = np.arange(0, 0.052, 0.002)\n",
    "\n",
    "# Define the path to save data\n",
    "path = \"data/20260126 dipole Y deviation sweep fine/\"\n",
    "\n",
    "# Build the simulation batch. We include an if statement to filter out invalid cases where the taper length is too long for larger taper slopes resulting in invalid polygons.\n",
    "sims_dY_fine = {\n",
    "    f\"dipole_dY={dY * 1e3:.0f}nm\": Nanowaveguide_sim_fab(\n",
    "        0, 0, dY, [np.pi / 2, np.pi / 2]\n",
    "    )\n",
    "    for dY in dipole_dY_sweep_fine\n",
    "}\n",
    "# Run the simulation batch\n",
    "batch_dY_fine = web.Batch(simulations=sims_dY_fine)\n",
    "est_fc = batch_dY_fine.estimate_cost()\n",
    "batch_dY_fine_results = batch_dY_fine.run(path_dir=path)\n",
    "real_fc = batch_dY_fine.real_cost()\n",
    "\n",
    "\n",
    "# Polarization Sweeps\n",
    "dipole_theta_sweep_fine = np.linspace(0.8, 1, 11) * np.pi / 2\n",
    "path = \"data/20260126 dipole theta sweep fine/\"\n",
    "sims_theta_fine = {\n",
    "    f\"dipole_theta={t:.03}rad\": Nanowaveguide_sim_fab(0, 0, 0, [t, np.pi / 2])\n",
    "    for t in dipole_theta_sweep_fine\n",
    "}\n",
    "batch_theta_fine = web.Batch(simulations=sims_theta_fine)\n",
    "est_fc = batch_theta_fine.estimate_cost()\n",
    "batch_theta_fine_results = batch_theta_fine.run(path_dir=path)\n",
    "real_fc = batch_theta_fine.real_cost()\n",
    "\n",
    "\n",
    "dipole_phi_sweep_fine = np.linspace(0.8, 1, 11) * np.pi / 2\n",
    "path = \"data/20260114 dipole phi sweep fine/\"\n",
    "sims_phi_fine = {\n",
    "    f\"dipole_phi={p:.03}rad\": Nanowaveguide_sim_fab(0, 0, 0, [np.pi / 2, p])\n",
    "    for p in dipole_phi_sweep_fine\n",
    "}\n",
    "batch_phi_fine = web.Batch(simulations=sims_phi_fine)\n",
    "est_fc = batch_phi_fine.estimate_cost()\n",
    "batch_phi_fine_results = batch_phi_fine.run(path_dir=path)\n",
    "real_fc = batch_phi_fine.real_cost()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "a89d4fff",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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wHkGfANoiHIM+JSk9Pd3ofII+AQBtYRrcb8VXX33leA2gq2PGCQAAAAAAwtXq1as7dT0AAAC0X0QGfUrSmDFjNHXq1L0DtwPvyHfgL0nNBnXR0dF68cUX1bNnT0s9vPbaa80ec7lcGj58uPUvDAAAAAAAoAu5/fbbQ1JnwoQJIakDAAAQ7pixAQAQGEGfAIB97dixQ42NjUZr7Ar6lKQ+ffoYnU/QJ4C28Pl8xmsSExMd6GR/BH0CAJxQWlrqeI38/HzHawBgxgkAAAAAAMKP3+/X2rVrQ1pzzZo1Ld4MBQAAAOErYoM+Jenhhx/W1Vdfvfci9MBh3L6/mo43HYuKitIjjzyiM844w1LtdevW6eOPP947GNzXWWedZfVLAgAAAAAA6FJycnJCEsL57LPPas+ePY7XAQAAiATM2AAAaFm3bt3Uq1cvozUEfQJA52UlFIigTwDhrrKy0niN2+12oJP9ZWRkGJ2/fft2hzoBAHQmJSUljtfIy8tzvAaAnzDjBAAAAAAA4aSqqirk7x3zer2qrq4OaU0AAAC0T0QHfbpcLj311FN64oknlJSU1GwY19Kd+Px+v9LT0/Xmm2/qpptuslz7oYce2q+PJnFxccrOzra8LwAAAAAAQFcze/Zs9e3b19Ean376qe6//35HawAAAEQKZmwAAASWnJxsdH5FRYUzjQAAOpyVUKDU1FTb6hP0CcAJ4Rr0mZ6ebnR+WVmZGhoaHOoGANBZmIb3H3roocY3gSHoEwgdZpwAAAAAACCc1NXVdUjd2traDqkLAAAAayI66LPJtddeq++//14PPvigTj75ZEVFRTW7E19MTIxGjBihRx99VJs3b9Y555xjud6PP/6oV199VZKa3e1v1KhR6t69uy1fFwAAAAAAQFfg8Xi0aNEi4yANUzNmzNCXX37paA0AAIBIwowNAIDmTF+f8Hq9DnUCAOhoVoI+09LSbKtvGvRZVlbWYR8kAhA5OkvQZ2Njo8rKyhzqBgDQWZhe06enpyszM9NoTV5e3t5ZB4DQYMYJAAAAAADCQWxsbIfUjYuL65C6AAAAsCamoxuwi9vt1q233qpbb71VtbW12rx5s7xer6Kjo+XxeHTQQQcpPj7ellqbNm3SDTfc0OKxcePG2VIDAAAAAACgK8nKytLSpUs1duxYFRUVOVKjvr5eV155pVavXt1hw1QAAIBww4wNAID9JSUlGZ1P0CcAdF6RFvQpScXFxerXr59tPQDofHw+n/GahIQEBzrZn2nQp/TT9zwr6wAAXUdpaanR+ampqerbt68++eSTNq8pKytTcXGxMjIyTNsD0A7MOAEAAAAAQEdLSEhQcnJySN8/lpycrF69eoWsHgAAANqv0wR97isuLk4DBgxwbP9Ro0Zp1KhRju0PAAAAAADQFWVlZWndunWaMmWK5s2b50iNL7/8Uvfcc4/+/Oc/O7I/AABAJGPGBgDAT2+GNkHQJwB0XqahQNJPwUB2sRL0uW3bNoI+AQRVWVlpdH6vXr0UHR3tUDf/YzXoEwCAYEzD+9PS0pSZmWlcJz8/n6BPoAMx4wQAAAAAAB3B5XJp8ODBys3NDVnNIUOGyOVyhaweAAAA2i+qoxsAAAAAAAAAmng8Hs2dO1cLFizQyJEjHalx77336rPPPnNkbwAAAAAAENlMgz4rKiqcaQQA0OFMQ4F69uypnj172lbfatAnAARjGvTpdrsd6mR/BH0CAOy2Z88e7dixw2hNamqqsrKyjGvl5eUZrwEAAAAAAAAQ+YYOHdqp6wEAAKD9CPoEAAAAAABA2MnJydHSpUuVl5en6dOnKzs7u1nQRq9evSzt3dDQoCuuuEI1NTV2tAoAAAAAADoR06BPr9crv9/vUDcAOjO/3y+fz6eysjL5fD6+l4Qh06DP1NRUW+sT9AnACeEa9JmRkWG8hqBPAEAwZWVlxmvS0tII+gQAAAAAAADQZhMmTOjU9QAAANB+BH0CAAAAAAAgbGVmZmrmzJlavHixysvL5fP5VFpaKp/PJ5/Pp1tuucXSvuvXr9cf//hHm7sFAAAAAACRLikpyej8uro67d6925lmAHQ6+97YyOPxyO12KzU1VW63Wx6PR9nZ2Zo+fbry8/M7ulXIPOgzLS3N1voEfQJwgs/nMzo/MTHRoU72ZyUsefv27Q50AgDoLEpLS43XpKamKiUlxTiAmqBPAAAAAAAAoGvKysrSiBEjQlLr+OOPV2ZmZkhqAQAAwD4EfQIAAAAAACAiuFwuJSQkKCUlRQkJCXK5XJo5c6aOPvpoS/s99NBDWrlypc1dAgAAAACASJacnGy8xuv1OtAJgM5k4cKFGjlypAYNGqRZs2YpNze32fcOr9er3NxczZo1S1lZWRo5cqTeeeedDuoYUscHfSYmJqp79+5Gawj6BNCayspKo/PdbrdDneyvW7du8ng8RmuKi4sd6gYA0BlYCfpsuqbPysoyWvfVV1+poaHBuB4AAAAAAACAyHf77beHpM6WLVtUUFAQkloAAACwD0GfAAAAAAAAiFjdu3fXCy+8oKgo85e5/H6/fvWrX2nXrl0OdAYAAAAAACIRQZ8A7FReXq6JEyfqnHPO0fLly43WLl++XDk5OZo0aZLKy8sd6hDBmAYD2R306XK51KdPH6M1BH0CaE24Bn1KUnp6utH5BH0CAIIxDe6XpNTUVElSZmam0brdu3dr8+bNxvUAAAAAAAAARL6cnBxNmDDB8ToVFRU699xzVVVV5XgtAAAA2IegTwAAAAAAAES0k08+2fLdDzdu3Kg//OEPNncEAAAAAAAilZWgz4qKCvsbARDx1q1bp0GDBmn+/Pnt2mfevHkaNGiQ8vLybOoMbVFXV2cc5NwUCmQngj4B2M3n8xmdT9AnACBSmQb3S/8L78/KyjJey89sAAAAAAAAQNc1e/Zs9e3b1/E669at06RJk9TQ0OB4LQAAANgjpqMb6AiNjY3avn27duzYod27d6uurk6xsbHq3r27evfurYyMDEVFkYEKAAAAAAAQKf70pz9pwYIFlj448dhjj+nCCy/U6NGj7W8MAACgE2HGBgDoCqwEfZoGwQHo/NatW6fRo0fb9v2hqKhIo0aN0tKlSy0FzsBcWVmZ8ZqmUCA7EfQJwE5+v1+VlZVGaxITEx3qpjmCPgEAdiopKTFe0xTebzXo88ILLzReB8B5zDgBAAAAAIDTPB6PFi1apFGjRjn+XrL//Oc/uv322/XQQw85WgcAAAD26PRBn/X19VqxYoVyc3P1+eefKy8vT0VFRWpsbAy4JioqSgcddJCysrI0ePBgjRkzRsOHD1e3bt1C2DkAAAAAAADaKi4uTi+88IKGDh2qPXv2GK//9a9/rXXr1ikhIcGB7gAAACIPMzYAQFeVlJRkvIagTwD7Ki8v19lnn2379wav16uxY8dq3bp18ng8tu6N5qyEAoVD0GdxcbEaGhoUHR1tey8AIl9NTY3q6+uN1rjdboe6ac406LO0tJTveQCAgEpLS43O79Wrl+Lj4yVJAwcOlMvlkt/vb/N6KzemBWA/ZpwAAAAAAKCjZGVlaenSpRo7dqyKioocrfWXv/xFxxxzjK6++mpH6wAAAKD9Om3Q56pVq/TUU0/ptddeU3V19d7H2zJob2hoUEFBgQoLC/XOO+/onnvuUWJion7xi1/ommuu0UknneRk6wAAAAAAALDghBNO0J133qm7777beO2WLVv029/+VnPmzLG/MQAAgAjCjA0A0NUlJycbryHoE8C+br75Zsc+sFFUVKQpU6Zo7ty5juyP/4nUoM+GhgaVlZUZh+UB6BoqKyuN14Qy6DMjI8Po/IaGBpWXlzvy/RcAEPlMr+n3/fekR48e6t+/vzZu3Njm9QR9Ah2LGScAAAAAAAgHWVlZWrdunaZMmaJ58+Y5Wuv666/XkUceqdGjRztaBwAAAO0T1dEN2G3VqlU6/fTTNXz4cD333HOqqqqS3+/f+8vlcrX5177rKisr9fTTT2vYsGE666yztGbNmo7+UgEAAAAAAHCA6dOna/DgwZbWPvHEE3rvvfds7ggAACAyMGMDAOAnVoI+Kyoq7G8EQERauHCh5s+f72iNefPmaeHChY7WgFRaWmq8JhyCPiVp27ZttvcBoHPw+XzGaxITEx3opGVWQoqLi4sd6AQA0BmYXtOnpqbu9+fMzEyj9Rs3blRNTY3RGgDtx4wTAAAAAACEG4/Ho7lz52rBggUaOXKkY3X27Nmjiy++WJs2bXKsBgAAANqv0wR91tTU6MYbb9TPf/5zffTRRwEHck32Hb4d+KtJoIHd4sWLNWzYME2bNk21tbUd8eUCAAAAAACgBd26ddMLL7yg2NhYS+uvvvpqwjkAAECXwowNAID9xcfHKz4+3miN1+t1qBsAkeb+++8PSZ0HHnggJHW6spKSEuM1BwYD2YGgTwB2qqysNF7jdrsd6KRlBH0CAOxkek1/YHB/VlaW0frGxkatX7/eaA0A65hxAgAAAACAcJeTk6OlS5cqLy9P06dPV3Z2drObUCcnJ+tnP/uZ5Ro7duzQOeecw/vXAAAAwlinCPrcunWrTjnlFM2ZM0eNjY37DeaklodxUvMBXFvPl6SGhgbNnj1bP//5z/XDDz90wFcNAAAAAACAlmRmZmrGjBmW1v7444+aNm2avQ0BAACEKWZsAAC0LCkpyeh83igNQJLy8vK0fPnykNRatmyZ8vPzQ1KrqyLoE0BnRNAnAKArKS0tNTr/wOt506BP6aefCwE4jxknAAAAAACIJJmZmZo5c6YWL16s8vJy+Xw+lZaWyufzqby8XN98840mT55sef9vv/1Wl156qerr623sGgAAAHaJ+KDPTZs2acSIEVq3bt1+g7m2DuMO1Jah3b411q5dqxEjRmjz5s0h+5oBAAAAAAAQ3G233aZhw4ZZWvvCCy/o7bfftrkjAACA8MKMDQCAwJKTk43OJ+gTgCTNnz+/U9frakyDPpOSkhQbG2t7HwR9ArA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juSUkJDjsNyEhwSP95eTkGNOmTTOuvfZaIzQ01OW/R3R0tNGnTx9j7dq1HsnPk6xe43379vVaHi+88IJpHp76/24YhrF27VojKSnJiI2Ndfn/uyTjyiuvNKZMmWLk5OTYmpfV32PhwoW29lVQUGB89dVXRseOHZ1+/VeuXNl44oknjAMHDjhs8+mnnza6devm8Mcdrv49MjIyjLFjxxqXXnqpS/8/Y2JijKefftpITk52K0/DsB5Tdv14cky4as+ePUZISIjDPJ944glb+wqk14EjZv2Z/Tvsyy+/NK688kqXcq9Tp47x5ZdfupTXyZMnjaefftooW7as0/2EhoYad9xxh7F3797i/2Gc0LlzZ4d5lC1b1uv/fgIAAAAAAIGPmtkLbuVKzczxDzWzC38CuWZmJj8/32jbtq3la2DNmjWmv3/u3Dnj8ssvN/390qVLe22v1Q579+61fA3YXcdq2bKlaV8hISFuv1/487j/X/v37zeGDx9u1KhRw+U8//lTqVIlo0+fPsZXX31lnDt3zq18ivOeVNRrx64fZ+Y5q38LeGI8+uvrzdV/LxQUFBgzZsxwuX4VFhZm9O7d29iyZYvtz8EbrP5Ob731lq19ufraTE5ONp5//nkjLi7Opf8nFSpUMEaNGmVkZGTYlrvVGHf02ZPc3Fzj//7v/yznSEc/zZs3N+bPn+9Sbvv37zcGDBhglCxZ0ul+IiIijIceesg4ceKETX8ha7Vr13aYR7169bzSPwAAAAAAFyvqhi+4lSt1Q+/v5xoGdUNvKygoMLp06WK5971q1Sqn23vppZcs/17Tp0/34LNxjTfvNXz//fct/y4TJ050q93jx48b//73v43LLrvM5dfuX3uzY8aMMdLS0mx9vv+Uk5NjTJ061aV7+sx+oqKijHbt2hljx4419u3b51Y+xb2f0V/uqfPE3GfFn19vrs4d27ZtM/r27WuUKFHCpefQoEED49NPP7U9f28oKCgwqlev7vB5NWvWzNa+Ar0+6+q/AVetWmX07NnTpfe3uLg4Y9SoUS79GzA7O9t4//33Tf8/mv20bt3aWLx4sV1/HkujRo0yzWPFihVeyQEAfCFUAAAAAHzm+uuvV+vWrU3jGRkZmj59uhczssfnn3+uGjVq6IknntDWrVud/r0NGzZo4MCBql+/vmbNmuXBDM/btWuXunbtqnbt2umbb75RVlaWy23k5eVpzpw56t69u1q3bq0NGzbYn6iXfPrpp6pVq5b69u2rxYsXq6CgwOU2MjMzNWPGDF155ZXq3bu3jhw54oFMYacdO3aoe/fuuvLKKzV16lSlpqa61c7atWvVr18/1a9fX7/88ovNWXreqlWrdNVVV+n222/XggULnH79Hzt2TOPHj1etWrU0fPjwQt8ouWrVKv3yyy8Ofzxt3rx5atiwoZ5++mkdPnzYpd9NT0/X2LFjVb9+fc2ePdtDGQaXb7/9VoZhOIx16dLFy9n8LZBfB/v371fnzp3Vu3dvrV271qXf3bVrl3r37q2bbrpJ6enpRV4/derU/37bbEpKitP9FBQU6IsvvlCTJk00Y8YMl3J0R9euXR0+npKSovnz53u8fwAAAAAAAE+hZnYhama+Rc3MsdDQUH300UeKjo52GM/Ly1O/fv0K1Ur+8vzzz2vnzp2m7b/22muqXr26HakGpfLly5vGDMNwai/8fwXKuM/JydGoUaNUr149vfzyy9q7d2+x2zx+/LhmzJih22+/XRUqVLB8XcIegfJ6c8aff/6pjh07qk+fPi7Xr/Lz8/Xll1+qWbNm+s9//uOhDD3nm2++MY35sh76+eefq169eho1apROnz7t0u+ePHlSzz//vBo3bqyVK1d6KENzmzZtUqtWrfTggw+6/F60bt06derUSQMGDFBubq7ltYZh6LXXXlOdOnU0adIknTt3zul+cnJy9MEHH6hx48ZauHChSzm6w6weun37dpf+PQ0AAAAAAAIXdcMLUTf0LeqGUkhIiCZPnqwyZco4jOfn56tv375OvVY2btyoUaNGmcZvvfVW3X333W7nGsisaoGSlJaW5lJ72dnZGjFihKpXr67//Oc/OnTokFt5bd++XUOHDlX16tX1wQcfmN43VRwLFixQkyZNlJSU5NI9fWaysrK0dOlSPf3006pevbpeeeUVmzKFmUB6vRUlJydHw4cPV5MmTTRt2rQiazD/tHXrVt19993q1KmTjh8/7qEsPWPdunXat2+fw5gva4GBXJ89d+6cHn30UbVq1Urff/+9S+9vp0+f1vPPP68rrrhCO3bsKPL6lStXqkGDBnr44YdN/z+aWbFihRITE/XMM88U+z24KGa1QMm6Hg0AgY6DPgEAAAAfGzx4sGX8hx9+8E4iNsjLy9P999+vu+66S6dOnXK7nb179+qmm27S4MGDlZ+fb2OGf/vwww/VpEkTzZs3z7Y2V65cqauuukqvvvqqbW16w4kTJ9S1a1fdc889OnjwoG3tfvXVV2rcuLHmzp1rW5uwj2EYGjNmjJo0aaKff/7ZtnZ3796t6667ToMHD1ZeXp5t7XrSuHHj1LZtW5c3+v9Xbm6uRo0apauvvtovijBjxozRdddd5/Km/D+dOHFCN998syZOnGhPYkFszpw5Dh8PDw9Xu3btvJzNeYH8Oli5cqVatmxZ7MMrZ82apXbt2pne1JeXl6ekpCT169fP5Zug/1d6erruvPNOj/+N2rdvbxozew0CAAAAAAAECmpmhVEz8y5qZkW7/PLL9fLLL5vGN2/e7DC+bNkyvfnmm6a/16FDBz300EN2pBi0ypYtaxnPzMx0uq1AGff79+9XixYtNHz4cJeenysyMjJcOvAOrguU15sz5s2bp6uuukqLFi0qVjs5OTl67rnndN9993n8Rik7mdWiKlWqpPr163s5m/M35j3++OO66667dPLkyWK1tWfPHrVv314zZ860KbuizZw5U1dffbXWrVtXrHY+/PBDde/eXdnZ2Q7jGRkZ6t69u4YNG2Z6GLczjh8/ruuuu87jh0lQDwUAAAAAABJ1Q0eoG3oXdcMLVa1a1bLWt23bNg0fPtyyjdzcXPXt29f00LwKFSpowoQJxUkzoNlZC9y5c6eaN2+ul19+2bYa2+nTp/Xwww+rY8eOxd6T/0tBQYGeeOIJderUSdu3b7elTUfsyheOBcrrzRnJycnq0qWLRo0a5fIBn/+0YMECXXXVVdqzZ49N2XmeVR3Gqn7jSYFcnz1+/Ljat2+vd999t1iH1u7YsUNt2rTRqlWrTK/54IMP1K5dO+3evdvtfv663/y+++7z6CG7zZs3Nz08nFoggGDGQZ8AAACAj/Xs2dNyI/63334r1sFT3pKfn69evXrpo48+sq3Nt956S7179y7WB80deeqppzRgwAC3vlWwKHl5eXr22Wd17733eqxwaqf169erefPmthZh/9fp06fVvXt3TZs2zSPtwz1ZWVnq1auXnnnmGdvH11/eeust9ejRw/RmEn8xZMgQPfXUU7YdSrp27VpdffXVOnbsmC3tuWPYsGG2fntWQUGBHnroIX333Xe2tBeMzp49qyVLljiMNW/eXDExMV7OKLBfB2vXrlXnzp114sQJW9rbtGmTevXqVWic5+bm6o477rBtjjIMQ//61788NqdKFLMAAAAAAEBwo2ZmjpqZ51Ezc94TTzyhNm3amMZfffVVrV+//r//nZmZqX79+pnuV5cqVUqTJ09WSEiI7bkGk7Nnz1rGIyIinGonUMb9kSNHlJiYqM2bN9uUHXwhUF5vzpg1a5auv/56paSk2NbmJ598oieffNK29jxp165dpjeGJSYmejmb87XLe++9V2+//bZtbWZlZal3795auXKlbW2amT17tm655RZlZGTY0t78+fP1wAMPFHo8PT1d1113nX755Rdb+snJyVGfPn30xx9/2NKeI+3btzf9N8FPP/3ksX4BAAAAAIB/oW5ojrqh51E3dKxfv3668cYbTeNvvPGGli1bZhofNWqUNm7caBqfMGGCKlSoUKwcA5ldtcAlS5aoVatW2rp1qx1pFbJo0SK1aNFCu3btKnZbAwcOtDxAFv4vkF5vRUlOTlZiYqIWL15sW5sHDx5Uly5ddObMGdva9CSz+9LCw8PVrl07L2cT2PXZM2fOqEOHDlq9erVt7fXo0UOHDh0qFBs/frwefvhh2+6P/vTTT/XCCy/Y0pYjYWFhuuaaaxzG/vjjD1sPWAcAfxLu6wQAAACAi11kZKSuu+46ffHFFw7jOTk5+v3333Xdddd5OTPXDBkyxCPfiPjtt9+qf//+mj59ui3tPf300xo3bpxT10ZGRqp27doqX768QkNDlZycrF27djn1zVLTp0+XYRj65JNP/PamtNWrV6tr165Ob3SWK1dOlSpVUlxcnCIiInTy5EkdPXpUp0+ftvy9goIC9e/fX9HR0erdu7cNmaM4MjMzdfPNN+vXX3916vqIiAhdeumliouLU2xsrFJTU3Xy5EkdOnSoyAMEf/rpJ/Xu3VvfffedQkP977tGRo4cqfHjx9ve7p49e9SjRw/99ttvtrddlPHjx+u1114zjZcpU0aVK1dWhQoVFBoaquPHj+vAgQNFfhjDMAz1799fLVu21KWXXmp32gFvwYIFph+U8cU31gXy6+DQoUO6/vrrTT+kULJkSVWpUkWVK1eWYRg6fvy49u3bV2QxauHChXr11Vf1/PPP//exwYMH65tvvjH9nfj4eFWsWFFxcXFKSUnRoUOHivwmyPz8fA0aNEhbtmxRVFSU5bXuCAsL07XXXqtZs2YViu3evVs7d+7U5Zdfbnu/AAAAAAAA3kDNzBo1M8+hZuaa0NBQTZkyRU2bNnW4r5yXl6ekpCStWbNGJUqU0HPPPaedO3eatvfaa6+pRo0ankw5KCQnJ1vGS5cuXWQbgTLuCwoKdMcdd2j//v1OXV+yZElVr15dZcqUUalSpZSbm6u0tDSlpqbq+PHjOnfunMs5oPgC5fXmjGXLlun22283rUdFRkb+t65UqlSp/9bTnZlX3nzzTXXu3Fk33HCDzVnby+oL53xRD33iiSf0+eefm8b/mqsrVqyo3NxcnThxQgcOHFBubq5lu1lZWbrjjjv0xx9/qFSpUnanLUnasGGDevfubXqgQZkyZRQfH6/KlSsrOztbJ06c0N69e2UYhmW706dPV7du3XTPPfdIOl/bveuuu7R06VKH14eGhio+Pl6VKlVSbGyskpOTdfDgwSJvNj137pwGDhyopUuXemTMVahQQQ0bNnR4mOjSpUt19uxZp+Y8AAAAAAAQ2KgbWqNu6DnUDa1NmjRJDRs2dPj8CgoKlJSUpA0bNqhkyZIXxNavX6///Oc/pu3edddduvXWW23PN5DYUQtcuXKl5f04/3TZZZcpISFB0dHROnv2rPbu3avjx48X+XsHDhxQhw4dtGTJErfrvJMmTdKHH37o1LWhoaGqWrWqKlSooFKlSik8PPy/tcAzZ84UeZ8PPCOQXm9FycrK0vXXX68tW7aYXhMfH68KFSrokksuUXp6uo4fP+7UgYR79uzRwIED9eWXX9qZsu3OnDlj+mV4zZs3V0xMjFfzCeT6bH5+vnr27Klt27Y5jJcoUUJVqlRRpUqVVLJkSZ04cUL79+8v8gsCjx07pqSkpAvuC//qq680ZMgQ098pV66cKleurIoVKyorK0vHjh1z6nMYr776qvr06aOGDRsWea07OnTooNmzZzuMzZkzRw8++KBH+gUAX+KgTwAAAMAPdOnSxbT4KElr16716+Lj7Nmz9fbbbzuMde7cWb169VLr1q1Vo0YNlSpVShkZGdq7d69WrFihr776SvPnz7ds/9NPP1WjRo00bNiwYuU5depUvf7665bXhIaG6rbbbtMDDzygxMRERUZGXhDPz8/X8uXLNWXKFH3yySeWNwF8+umnql+/vp577rli5e0Je/fuderbjK699lrdd999ateunerWrevwmj/++ENz5szR22+/7fAbgaTzxbp+/fqpXr16atKkSXHTh5sMw9C9995b5CGfVapU0YABA9SpUye1bNmy0DiQzhcQ582bpylTpmju3Lmmbf34448aMWKERo0aVez87fTjjz869c1SzZo105133qlrrrlGtWvXVtmyZZWbm6vjx4/rjz/+0M8//6zPPvus0M0uq1at0ogRIzyVvkO///67XnzxxUKPx8fHa9CgQerevbtatGhR6AMRmZmZmj9/vt566y3L10ZKSoqGDRumTz75xKl8WrZsWeigw1WrVpneGNStWzen2v1flSpVcvl3PGHhwoWmsauuusqLmfjf68AVhmGob9++OnHixAWPR0VFacCAAbrlllt0zTXXKDz8wi3NlJQUzZo1SyNHjrT8lsbRo0erb9++qlq1qj755BO9//77ha658sor9cADD+jGG2/UZZddVii+bt06TZ48WRMmTDA97HjPnj165ZVX9PLLLzvztF121VVXOTzoUzr/WuSgTwAAAAAAEMiomVEz8zZqZu6pW7euRo4cqaFDhzqMb9q0SaNGjVLXrl311ltvmbbTvn17Pfzww55KM2gYhqEdO3aYxmNjY4s8kC6Qxv0nn3yiJUuWWF7TtWtX9enTR506dVK1atVMbwguKCjQnj17tGnTJq1evVqzZs1yeHicN0VHRxeqi2VmZmrx4sUOr69SpYoaN27scj+1a9d2Kz87BNLrrSjJycnq06dPoYONo6Ki1L9/f918881KTEwsVBctKCjQypUrNXXqVE2ePNn0UEdJevzxx9WlSxdFRETYnr9d/KkeOmPGDIf/3qpTp44efPBBde/e3eFNZ6mpqZo7d65ee+01rV271rT9ffv26dVXX/VIrS8zM1N33XVXoQOIy5Ytq4ceekg9evRQy5YtC72nHT9+XN99951Gjhypo0ePmrY/dOhQ9ezZU6VLl9aoUaMc1hQ7duyo++67TzfccIPKly9/QaygoEDLly/Xu+++a/lv8mXLlumjjz7S/fff78zTdtlVV13l8L36rwM83PlsAQAAAAAACDzUDakbeht1w6JVrlxZ7733nu68806H8V27dmnYsGEXvPZzcnKUlJRkelhbfHy83n33XY/kG0i2b99uGb/00kst40ePHlXPnj2LPHSxQYMGevTRR9WzZ09Vrly5UHzv3r36+uuv9c4771geYnj48GH17NlTy5cvL3Swa1FSUlL0zDPPWF6TkJCg+++/X926ddMVV1zh8N7Gv5w6dUqbN2/Wxo0bNXfuXC1cuNDhF1Z6U7DfUxdIrzdnPPHEE1q1alWhxzt06KB77rlH1113napUqVIofvDgQX3//fcaPXq0Zf3mr3m9U6dOtuZtp8WLF5vWM71dCwz0+uyoUaMc1v5vueUW3XXXXerWrVuhg1NzcnK0cOFCjRs3TvPmzTNte/78+frmm2902223adu2berfv3+ha+Lj4/Wvf/1LN954o6644opC8QMHDmjGjBl65ZVXlJqa6rCf3NxcPfTQQ6afYSguq9fUwoULOegTQHAyAAAAgItM3759DUkOfxITE32S07Zt20xzkmTccsstLrW3cOFC07ZeeOEFt3JMTEw0bfPSSy8t9NiVV15prF692qm2V69ebTRr1szyb1CiRAljzZo1buVuGIaxa9cuIzo62rKPevXqOZ2zYZz//9aiRQvLNkNDQ41ly5a5nXdCQoLDdhMSEtxuMysry2jUqJFl3m3btnX5752ZmWmMHj3aCA8PN233iiuuMHJzc93O3ZOsXuN9+/b1Wh4vvPCCaR7F+f9uGIYxatQoy//vZcuWNT788EMjOzvbpXYXLVpk1KxZ03IcLF++3K2crf4eCxcudKvN48ePG+XLl7f8W1SvXt2YPXu2U+2dPXvW+Pe//22EhYVd0EZYWJgRHx9v2oc7rP4e/xx7JUqUMEaOHGlkZGQ43f706dONEiVKWP6/3L17t1u5G4b1OAtkbdu2NX1e27dvt72/QH8dOJu7JKNHjx7Gvn37nGo3KyvL6N+/v+XYHjJkiHH06FEjNjb2gsfj4uKMqVOnGgUFBU71tWLFCqNcuXKm/ZQuXdqlv7krvvvuu//X3n2GR1G+bx8/0whJCC0U6R2pIqEpRUJTFEEEBUVAAbGAiooIWEBABRUBRYogTcVCU/mh/mlSRaT3ovTeSwgJJck+L3gsmJ3Jltma7+c4fOFcu/d9JXvPJuyZucdw3m7dunlkTgAAAAAAEJzIzAa61COZWUZkZjcL9MzMUampqbY6deqYrtXixYsb1mNiYmz79u3z9Zfhsv3795uuHVdzLHu2bt1qOld8fLzp8wPtvDc7L0uVKmVbvXq102P+24EDB2wffPDB3+8rGzdudHoMq9+TzNaTJ7Nqs98F9u/f79KYgbbebDbz3xfsvZd36NDBdvjwYYfH37hxo93fEf7939SpU13q3VuM+g8NDbUlJydbPp/Z2vzvaxIbG2v75JNPbNeuXXNo7LS0NNsHH3xg+nrkzJnTlpiY6FLvZuezvfX05JNP2k6fPu3Q2BcvXrTde++9pr1//PHHti1btmSYq0SJErb//e9/Dn8dc+fOtUVGRhrOU7p0aZe+P44YOXKk4bxDhgzx2LwAAAAAAGRl5IYDXeqR3DAjcsObBWtu+NBDDxl+PSEhITflZG+88Ybp99XRa7d8wZvXGtaoUcP0+7RlyxbT5zdr1sz0+ZGRkbZRo0bZUlNTHeonOTnZ9sorr9hCQkJMx33mmWec/lqHDx9uOF54eLjt/fffd+ucuHz5sm3OnDl/f0969erl9BieuJ7RF9fUeeJnn80WWOvtL0Y/O+y9P5crV872888/Ozx2YmKirX379qa9JyQkuNy7N7z++uuGvY8fP97y+QI9nzU7n//bf5UqVWwrVqxweOxPP/3U9FyIj4+3paen2+68886bjoeGhtpef/11W1JSkkPzHD9+3BYfH2/6PVq2bJmr3yJT58+fN5yzTJkyHpkTAHwtVAAAAAB8rly5chnuHvNvmd2Ry9eOHj160/937NhRq1atUs2aNR16fs2aNfXbb78Z3s1NunEHmB49eshms7nUY48ePZSSkmJYv+uuu7RmzRqHe5akChUq6Ndff9UDDzxg+Jj09HQ9/fTThned84WBAwdq27ZthvU333xTy5YtU40aNZwaN3v27OrXr59++ukn5cyZ0+5jNm/ezF32fGTLli0aNGiQYf3OO+/U5s2b1a1bN6fvRNWwYUOtWbNG9evXt1tPT0/Xs88+6/L5a7XXXntNZ86cMazfdddd2rhxo+677z6HxouJidE777yjBQsWKEeOHH8fT0tLM70bm9X+/T4TGxurn376SW+++aZTd6p77LHHNGPGDIWEhNitp6ena8KECW73GkzS0tK0ceNGu7WoqCiVK1fOq/0E8jr478/KXr166bvvvlOJEiUcen5kZKQmTpyoBx980PAxU6ZMUY8ePW6641yRIkW0YsUKPf7444Zf83/VqVNHP/30k8LDw+3Wk5KSNGfOHIfGcpbZ3XrXrl3rkTkBAAAAAAC8hcyMzMybyMzcExYWpilTpigyMtJu/fr16zp06JDh89977z2VKlXKU+0FlZkzZ5rWa9WqZVoPpPN+165dhuflLbfcot9++0116tRxeDx7SpQooVdeeUV79+7VzJkzlS9fPrfGw80Cab054t/jhYSEaOjQoZo+fbqKFi3q8Bi33367li5darrWxo0b51afnnTixIkMv+P8pWzZsoqKivJqP/9+TQoVKqTly5erZ8+eioiIcOj5oaGheuWVVzRq1CjDxyQmJmr69OnutprBf9fT8OHDNXHiRIffh3LmzKk5c+aYvg+OGTNGzzzzzE1zVa5cWatWrdL999/vcK8tW7Y0/R7s27dPK1eudHg8Z5CHAgAAAAAAidyQ3NC7yA2dM27cOBUoUMBuzWazqUuXLkpKStL69es1bNgww3G6devm8LVbwWzPnj2G1yVJN65bq1SpkmH9q6++0sKFCw3rsbGxWrRokXr16qWwsDCHeoqKitIHH3ygL774wvQ5n376qX777TeHxvyLWfb52WefqU+fPobX6jgiOjpaDz74oBYsWKDt27erefPmLo+FjAJtvWXmvz+L6tWrp9WrVzu1bmJjYzV9+nS1bdvW8DFLly71699d1q1bZ1gzy208IdDz2X/336BBA61cudLwumt7nnrqKX344YeG9Q0bNujJJ5+86VzIli2bvvnmG7399tuKiYlxaJ5bbrlF8+fPV8mSJQ0f8/nnnzvctzNy586tYsWK2a3t3btX586d88i8AOBLbPQJAAAA+IGwsDDTjcCOHDnixW7c07ZtW02bNs3pjQIjIyP1xRdfqFWrVoaPWbNmjb755hune1q8eLHph8dVqlTRvHnzFBsb6/TY2bJl04wZM1SvXj3Dx2zdutUjFwC4Yvfu3Ro+fLhh/d1339XgwYMd/hDdnmbNmumrr74y3Cxt2LBhSk5Odnl8uKZnz566fv263VqNGjW0YMECFS9e3OXx4+LiNG/ePMP3sk2bNum7775zeXyr7Ny5U1OmTDGsx8fH6+eff1bu3LmdHrtx48aaO3euW2GiFcLDw/V///d/atq0qUvPb926tTp37mxYnzFjhqutBaUdO3YYvqdVqlRJoaG++fgt0NdB9+7dNWrUKIc33vxLaGioRo8ebbix6fnz5296L8qRI4eWLl1q+kcPRu644w49/fTThnVPhVmlSpUy/J1l+/bt/IwFAAAAAAABjcyMzMxbyMysUbFiRdMbzRlJSEhQjx49PNBR8Ll06ZJGjx5t+piEhATDWqCd92abxg0dOlQFCxZ0qkczYWFheuihh5y6IAjmAm29Oeu9995Tv379XHpu2bJl9cEHHxjWf//9dx08eNDV1jzKbGPFqlWrerGTm+XMmVPLly/X7bff7tLze/XqZfr+6ek8dMiQIerdu7fTz8uePbvGjh1r+PvF7t27tWrVqr//v0iRIlq2bJkKFy7s9Fxt27ZVixYtDOueykOrVatmWGOjTwAAAAAAsg5yQ3JDbyE3dF6+fPn06aefGtYPHDigF154QU888YThhq4lSpTQiBEjPNViQBk2bJjS09MN6/Xr1zdcf6mpqXrjjTcMnxseHq45c+Y4tcncvz322GP6+OOPDes2m02vvfaaw+NduXLFcEPBhg0b6vHHH3e6RzOVKlVio08LBdp6c1Z8fLwWLVqkvHnzOv3csLAwffrpp4qLizN8jD9fk2l0XoaEhKhKlSpe7uYfgZzP3nbbbZo/f75y5crl9HN79eql6tWrG9YnT5580/9PmzZNDz/8sNPz5MuXz/R7NHPmTF25csXpcR1hlgeabTwLAIGKjT4BAAAAP2H2B9WXLl1SYmKiF7txTbFixTR16lSXNzULCwvTl19+afq9eP/9950e99133810TleCx79ky5ZN06dPV1RUlOFjhg4d6vIdEq00YMAApaWl2a098cQT6t+/vyXztGjRQn369LFbO3nypL799ltL5vGWadOmKSQkxCv/uXIxZGZ+/vlnw4viChQooJ9++kk5cuRwe55cuXJp9uzZhhtdfvTRR27P4a4RI0YYhp9/3bnKaINARzRq1Miy88hVgwcPVt26dd0aY+jQoYYh8P79+7Vv3z63xg8mW7duNayZ/WGRpwXyOihXrpxGjhzp8vOLFCmiLl26OPTYjz76SGXLlnV5rtdff93w957ly5d75C7DISEhhmsrLS1N27dvt3xOAAAAAAAAbyIzIzPzBjIz67zyyiuqXbu2w4+PiYnRpEmTnL7RU1bVo0cPnT9/3rCePXt2003YAu28//PPP+0eDwkJ0UMPPeRSj/CeQFtvzmjevLleeeUVt8Z4/PHHVblyZcP64sWL3RrfU/w1Dx0/frxbOZ9k/vvUr7/+6rEL1+rXr+/W7xrx8fG67777Mn1cSEiIpk6danpRaWYGDBhgWPPUmo2LizO8iPb48eM6ffq0R+YFAAAAAAD+h9yQ3NAbyA1d07p1a3Xq1MmwPmXKFG3bts1uLSQkRJMnT1bOnDk91V7AWLBggaZOnWr6GLOM7Ouvv9b+/fsN67169VLTpk1dbU/Sjbzy3nvvNawvXbpUv/32m0Nj7d+/3/B8a9eunUv9wXsCbb05I0eOHPrmm2+UPXt2l8eIi4tT3759DeuLFi1yeWxPOnbsmM6ePWu3VrBgQbd+H3BHIOezkZGR+vLLL01/DzITGhrq8Ka2nTp10iOPPOLSPNKNnzEVK1a0W0tMTPTYTfjKly9vWNu8ebNH5gQAX2KjTwAAAMBPFCpUyLR+6tQpL3Xiuvfee8/tzQJjY2M1dOhQw/qmTZsMNyy0Z9++fVqyZIlh/dlnnzW984ujSpQoYRrc7d69WytWrHB7HnccOnRIs2bNslvLkyeP6d0HXdG/f3/DwG3KlCmWzgVzH374oWFt6NChKlCggGVzVa1aVY8++qjd2vLly7V3717L5nLW5cuX9dVXXxnWX3rpJUsuROrXr5+KFSvm9jiuKF++vGkg5KhChQqZBmueCMQClVlAWbRoUS928o9AXwcffvihYmJi3BrDkYt9a9Wqpa5du7o1T6FChQzvNHz16lXt2LHDrfGNFClSxLB24MABj8wJAAAAAADgLWRmN5CZeQ6ZmbXCwsI0depURUZGOvT4YcOGqXTp0h7uKjgMHjxYX375peljOnfubHhhTSCe90abmubPn9+SGxfCcwJxvTkqLCxM48ePd3uD4pCQEHXs2NGw7q8ZrD/moU2bNjX8uwRn1KpVSxUqVLBbu3btmtavX+/2HPaMHTvW5Y0d/uJIHvrQQw+5fUFt7dq1Vbx4cbu1/fv3e2wzDfJQAAAAAAAgkRv+hdzQc8gN3fPxxx+bfpZnpEePHmrcuLEHOgosGzdu1KOPPmq48aV0Yx2afR7+2WefGdYKFSqkgQMHutXjXz7++GPTPHjixIkOjWN2g8NSpUo53Re8K9DWmzP69etnyXWljz32mGEGtHbtWtPz3Vf8MQsM9Hy2Z8+eqlq1qltj3HfffYqOjjZ9TFRUlEaOHOnWPJJ57rhx40a3x7eHLBBAVsNGnwAAAICfyOwOZCkpKV7qxDW1atWy5I/opRt3kImPjzesm23UZ++xRnf3i4yM1KBBg5zuz8irr76qfPnyGdYzuwjL0yZPnqz09HS7tb59+youLs7S+XLnzq3u3bvbra1atUrnzp2zdD7Yt2/fPv3yyy92a5UqVVKXLl0sn/PVV181rM2bN8/y+Rw1d+5cJScn263lyJFDr7/+uiXzREdHa8CAAZaM5awXX3zR7QuC/tK6dWvD2vbt2y2ZIxgcPHjQsObKHyxYIZDXQZkyZdSiRQu3x2nQoEGmd1F84YUX3J5HunGHQCObNm2yZI7/MltbZmsSAAAAAAAgEJCZ/YPMzDPIzKxXsWJF9ejRI9PHNWzYUD179vRCR4Ht9OnTateuXaYXQmXPnt30xl+BeN6HhYXZPX716lWX+oL3BOJ6c1Tbtm1VokQJS8YKxAzWH/PQl19+2bKxHnjgAcOaJ16ThIQEty/sk6S7774708dYlYfec889do/bbDbyUAAAAAAA4FHkhv8gN/QMckP35M6d23TjP3vKlCmj9957z0MdBYb09HRNnDhRdevWzfQ179Onj2JiYuzWDh8+bLpZ7uuvv254w0BnlS1b1nDtStLMmTMdyvOMskCJPNDfBeJ6c1R0dLSeeeYZS8YqXLiwatWqZbd25coV7d2715J5rOSPWWAg57OhoaF67rnn3B4nOjpa9erVM31Mhw4dLPldhWsjAcDz2OgTAAAA8BOZbUZ15coVL3Ximm7dulk2VkhIiOl433//vcNj/d///Z9hrWXLlsqbN68zrZmKjIzUI4884lIv3jBz5ky7x0NDQ03vSuQOow/40tLSTO/+COvMnj3bMIDv2LGj23e1sqdKlSqGd+tatGiR5fM56qeffjKstW7d2rIwSZLatWuX6fu61SIjI/X4449bNp7ZHVj9MVTyFbM7hPkizAr0dfDEE09YsklpWFiYbr31VsN6TEyM2rVr5/Y80o1Nk43s3LnTkjn+y+yOiNy1DgAAAAAABDoys3+QmXkGmZn1Ll68aPh9/bfnn3/eI9lUMEhJSdGSJUv0/PPPq0SJEg59P9944w2VLl3asB6I573RRSgXL17Utm3bXOoN3hGI681RTz31lGVjlS9fXlFRUXZr/prB+lseWqxYMdOLzZzl7TzUqt8VCxcurNy5cxvWy5Urp/r161syF3koAAAAAADwFXLDf5Abega5ofuaN29uuiHfv4WGhmrq1KmGG1cGu507d+rjjz/WrbfeqqeeeirT97DKlSurd+/ehvX58+cbXjOYLVs2yzYa/ssTTzxhWEtKStKvv/6a6RhmG9KtXLnSlbbgJYG43hzVpk0bSzd2DrRrMv0tC5QCO59t1KiRSpUqZclYZhmdJHXp0sXj85AFAoA12OgTAAAA8BORkZGmdX8OHyMiIvTwww9bOma7du0UHh5ut3b8+HHt2rUr0zEuX76s33//3bDeqVMnl/szYra52uHDh/Xnn39aPqcjDh06pB07dtit1atXz2MfuNarV08RERF2a+vXr/fInLjZzz//bFhr3769x+Zt2LCh3eO+fN3NAu8OHTpYOlfOnDl1//33WzpmZmrWrKno6GjLxqtSpYph7eTJk5bNE+iOHj1qWMufP78XO7kh0NdBgwYNLBurQoUKhrXatWsrW7ZslsxjtqHo+fPnLZnjvwoUKGBYM1uTAAAAAAAAgYDM7GZkZtYiM/OMl19+WUeOHMn0cW+88YauXr3qhY5879VXX1Xz5s1N/7vnnnt0xx13qHz58sqdO7caN26sTz75RCkpKZmOf++996p///6G9UA9780ueOnfv7/hxWPwrUBdb46IiIhQ3bp1LRlLunERc8WKFe3Wzpw5o7S0NMvmsoq/5aF33XWXpZtGB3IeapZTWrXJZ2bzkIcCAAAAAABPIje8GbmhtcgNrfPhhx+qZMmSmT7upZdesvSzS19auHBhpllg8+bNddddd6lKlSqKi4tTpUqV1KtXL+3ZsyfT8XPlyqXZs2ebXvfyyy+/GNZatGhh6aa9klSjRg1VrlzZsL548eJMxyhSpIjh+v/000+1f/9+l/uDZwXienOU0XWwrgq0azL9LQsM9HzWW9dGRkZGqlatWpbMkzt3bsNsjiwQAKxh/1/yAAAAALzu+vXrpnWrNqPyhAYNGlj+QWy+fPlUv359LV261G591apVph9SSdLWrVuVmppqtxYaGqomTZq422YGNWvWVN68eXXu3Dm79Y0bN6pcuXKWz5sZszua1a5d22PzRkVFqWDBgnYv7Nu6davH5rVa4cKFVbVqVa/MtWfPHsvuBJWWlqbVq1fbrcXFxal06dKWzGOP0UV4x48f19mzZy29y5kjTpw4YfgBb1hYmBISEiyfs0mTJpo1a5bl4xqxOuyOjY1VtmzZdO3atQw1o/e4rCgpKcmwZuWGm44K5HUQHh5uWcAkSXny5DGs3XnnnZbNY/Y7UGJiomXz/JvRnQQl8zUJAAAAAAAQCMjMbkZmZi0yM+vNnz9fkydPduixu3bt0ltvvaWhQ4d6uCvfW7t2rcfGbty4sWbNmqXQ0FDDxwTqed+oUSPD2rx58/Too49qzJgxXs8aYS5Q15sj4uPjTXMZVxit3/T0dF28eNHy3yXckZ6eruTkZMN6MOShZu8nVuehhQoVUokSJSwbjzwUAAAAAAAEO3LDm5EbWovc0DqxsbGaPHmymjRpYnjTtooVK+rtt9/2cmeec+zYMR07dswjY+fKlUvz5883vQmTJG3YsMGw1qxZM6vbkiTdc8892r59u93axo0bM31+VFSU7rjjDq1YsSJDLSkpSQkJCfr6668t3eQP1gjE9eaoQM6erOBv10YGej5r5fuXWRZYo0YNS38Xzps3r06dOpXhOFkgAFiDjT4BAAAAP5HZXQSt/mDKStWrV/fYuEbhoyPB1bZt2wxr5cqVU0xMjKutmapevbrhHaG2bt2qdu3aeWReM2YfpJvd2coKcXFxdsPHw4cPe3ReKzVr1kxTp071ylxvvfWWBg0aZMlYO3fuVEpKit2aN153I4cPH/b6xXdGoY504/3AE++x1apVs3xMM57YuDU2NlZnz57NcNyf73zrbZcvXzas+eJndyCvgwIFClgaAObIkcOwZrQZsdXzXLx40bJ5/s3s+2S2JgEAAAAAAAIBmZn9ccnMrEFmZq3ExER1797dqecMHz5cDz/8sOLj4z3UVXB77rnnNGLECEVERJg+LlDP+9KlS+v222/Xpk2b7Na//fZbLViwQF27dlW3bt1UsWJFd1uGBQJ1vTnCE9lbzpw5DWv+lsOabfIpBUce6s3Xw8qMUiIPBQAAAAAAwY/c0P645IbWIDe0VqNGjVS8eHEdPHjQbr1du3bKnj27l7sKPFWrVtXs2bMz3fz2ypUr2rNnj2Hdk+9BRhzdqLZt27Z2N/qUpEOHDql+/fpq0aKFnnnmGd19992Z5qLwvEBeb44I5OzJClnh2khvviYlS5a0bCxvZYFmc/kiC0xNTdW1a9f8elN/AHAWG30CAAAAfiKzP0L25yDDU5vZmY27e/fuTJ9/4MABw5qnPjz+a2yj8NEorPK0Xbt2GdbGjh2rb7/91mNzHzp0yO7x48ePe2xO3GD2uv/5559q3ry5x+Y+evSoYe348eO6/fbbPTa3Pfv27TOseeo9rGrVqgoJCTG8G6XVzO7Q5aqYmBi7GzxmdmfcrMTs4jZfhFmBvA6s7t3sj4xy587tlXkyu/jRVWZriwvbAAAAAABAoCMzc25cMjPnkJlZq3fv3k5fcJiamqouXbpo3bp1XJTlhPj4eI0cOVJ33XWXQ48P5PP+zTffVNu2bQ3r58+f14cffqgPP/xQFSpU0P33369GjRqpfv36phfowHMCeb1lxlPZmxF/y2H9caNPb2aK5KGZz0MeCgAAAAAAPInc0LlxyQ2dQ24If5InTx717dtXL7/8skMZ6pEjR5SWlma3Fhoaqttuu83qFiWZv08cO3ZMqampCg8338boqaee0tChQ3Xy5Em7dZvNpnnz5mnevHnKnTu37r33XjVt2lQJCQke2QAQmQvk9ZaZ6OhoyzcTDKQsUMo610Ya8ec80FtZoNlcvsgCpRv/DmCjTwDBhI0+AQAAAD+RWRCTN29eL3XivEqVKnl93GPHjmX6fLPHWHlXnP8yCwwc6dsTzC6wW7dunRc7+Qd/eO95Zq/78ePHfRYA++K1P3HihGGtRIkSHpkzR44cypcvn06fPu2R8f/LEyFGSEiI3ePe2rw0EFy9etWw5oswIZDXgdUBkz/M5alzJTIy0rDmj3d3BAAAAAAAcAaZmXPjkpk5h8zMOgsWLNBnn31mWC9UqJDh+bxlyxa9++67GjhwoNt9PP7444YXgTmrYMGCmjZtmiVjWSEmJkYtW7ZU165d1axZM6eeG8jnfZs2bdSuXTvNmDEj08fu2rVLu3bt0vDhwxUWFqaqVavqzjvvVN26ddWgQQOP5YC4WSCvt8x4M3uT/C+HNctCQ0JC3L540hVWvybefD3IQx1HHgoAAAAAACRyQ2fHJTd0DrlhYPjyyy/15ZdfWjbe+++/77FNCV1Rp04dPfbYY+rSpYty5Mjh8PPMzpsCBQooOjraivYyMDuX09PTdeLECRUtWtR0jKioKE2cOFGtW7dWenq66WMvXLigr7/+Wl9//bUkqXDhwqpbt67uvPNO1a9fX/Hx8T7JKrKaQF5vmcnqWaCUta+NlAI3D/Rm7ugJZlmgRB4IIPjwGysAAADgJ8zCx6ioKOXLl8+L3TjHEx+cZTau2aZ9fzl//rxhLVeuXC715Aizsc+dO+exec344x39UlJSfN1C0PPH113yzWt/9uxZw1rOnDk9Nm9sbKzXNvokmPSNyMhIwzV97do1L3cT2OvAm70H8vdJMg+rfHG3RAAAAAAAACuRmTk3LpmZc/wxOwnEzOzSpUvq3r27Yb1AgQJav369mjdvri1btth9zLvvvqu2bduqSpUqbvWybNkyHTx40K0x/uKLTSGzZcum7NmzK2/evCpUqJDKlCmjypUrq27durrjjjtcvnAm0M/7KVOm6OTJk1q2bJnDz0lLS9OmTZu0adMmjRs3TtKNi7/uvfdetWnTRgkJCQoNDXV4PDgu0NebmUDPlNxldoGVzWZTamqq179HgfyakIc6jjwUAAAAAABI5IbOjktu6Bxyw8CwZ88ezZ8/37Lx+vXrZ9lYjggLC1NkZKRy5sypggULqnjx4qpYsaJq1KihhIQEFShQwKVxfXUuR0VFKSIiQtevX7dbP3funEMbL7Zs2VKjRo3Siy++mOlmn/927NgxzZo1S7NmzZJ047q9xo0bq1WrVmrdurVfbwAdyAJ9vZkJ9DzFCmZ5INdGOs9b/Qf69ymzjTzJAwEEm8B+1wYAAACCyJ9//mlYK1KkiBc7cZ6nNskzGzcpKSnT55uFW57c2M/sw2lfBW7+eEc/Z0IYuMYfX3fpxkV23uar9wNPjg3/EBMTY7i++CMLeIrZ2oqJifFiJwAAAAAAANYjM3NuXDIz5/hjdhKImVnv3r116NAhw/rYsWNVqFAhTZkyRXXq1FFqamqGx1y7dk1du3bVb7/9prCwME+26xNLlixRQkKCz+YP9PM+OjpaixYtUp8+ffTxxx+7fJ7s27dPY8aM0ZgxY1S0aFF1795dzz33HBf5WSzQ1xuMZZY7paSkKDY21kvdICshDwUAAAAAABK5obPjkhs6h9wQ7nj88cc1depUn83vq3NZunE+nzlzxm7NmfP5+eefV/ny5dW5c2edOnXKpV4uXbqkH374QT/88IN69OihBx98UL1791bNmjVdGg/2BcN6gzGz3IXvMTwls7VFHggg2HBragAAAMAPHDx4UImJiYb1smXLerEb53nqw1izEC+zu7VI5ncL8uSHPGZj++IORpJ09epVn8wL3+J1/4fRndukGxcKekqOHDk8Njb8g9n6IcyCp5itLU++pwEAAAAAAHgamZl9ZGbWITtx36JFizRx4kTDert27dS2bVtJUnx8vF599VXDx65du1Yffvih5T0iOM778PBwjRw5Ups2bVLLli0VEhLiVm9HjhzRwIEDVapUKb3//vt2N6CFa4JhvcG+zHIn8lB4CnkoAAAAAAAgN7SP3NA65IYIZL46lzMb39nz+Z577tGePXs0YMAA0/c3R1y9elXffPONatWqpTZt2pjeuBLOCZb1Bvu4NhK+YLa2wsPDFRER4cVuAMDz2OgTAAAA8APr1q0zrcfHx3upk+CSLVs2w1pycrLH5jW7o59ZT54UGso//7IiXvd/mH2w66v3AwSH2NhYw5on1xayNrO1ZbYmAQAAAAAA/B2ZmWeQmf2D7MQ9ly5d0pNPPmlYz58/vz755JObjg0YMECVKlUyfM7AgQP1xx9/WNYjbgim875q1aqaO3eu9u3bp0GDBqly5cqutidJSkxMVN++fdWgQQOdOHHCrbFwQzCtN9wsJCTE9AJK8lB4CnkoAAAAAAAgN/QMPs/9B7khApmvzmXJ+vM5NjZWgwYN0vHjxzV9+nQ1b95c2bNnd6dFfffdd39njHBfMK03ZMS1kfAFskAAWQ3/+gQAAAD8wMKFC03r/h4+mt0h0R0XL140rDnyYX1UVJRLY7vL7Pth1pMnmc37008/yWaz+eQ/eJbZ696uXTufve5PPPGE974J/5/Z98JT72GeHhv+oWjRooa1kydPerETZCVma8tsTQIAAAAAAPg7MjP7yMysQ2bmnj59+ujgwYOG9U8++UT58+e/6VhkZKQmT55seLHklStX1K1bt4D6PgSCYDzvS5YsqQEDBmjbtm06ceKEvvnmGz377LOqXLmyQkJCnB5v9erVatasGXmeBYJxveEf5KHwBfJQAAAAAABAbmgfuaF1yA0RyHx1LkueO5+joqLUoUMH/fzzz7pw4YKWLl2qQYMGqXHjxoqOjnapz7Zt22rBggUu94QbgnG94R9kgfAFskAAWQ0bfQIAAAA+ZrPZ9H//93+G9ZCQENWrV8+LHTnPU+Gj2bg5cuTI9Pl58uRxaWx3mX04nTdvXo/NayZ37tyGtXPnznmvEXgVr/s/zM49NvqEO0qUKGFYO3r0qBc7QVZitrbM1iQAAAAAAIA/IzNzbVwyM+eQnbhu8eLFmjBhgmG9TZs2ateund1anTp19NJLLxk+d+XKlRo9erRLfR04cMCyCycPHDjgUg/+KNjP+4IFC6p9+/YaO3astm3bpjNnzuh///uf+vbtq1q1ahluLPtf27Zt0+OPP25ZX1lVsK+3rI48FL5AHgoAAAAAQNZGbujauOSGziE3DAxvvfWWpRupJiQk+PpLsoSvzuUrV67o2rVrhnWrzufIyEg1bNhQAwYM0OLFi3XhwgX9/vvvGjFihFq1aqXY2FiHxklNTdXDDz+sQ4cOWdJXVhXs6y2rIwuEL5AFAshq2OgTAAAA8LGlS5fq4MGDhvWaNWvqlltu8WJHzjt//rzXx3Xke1K4cGHDmicv0tq/f79hzawnTypevLhhjfAxePG6/6NQoUKGNU+FdZcvX9bZs2c9Mjb8R8mSJQ1rR44c8V4jyFLM1hZhFgAAAAAACFRkZq6NS2bmHLIT1yQlJalbt26y2Wx263FxcRo7dqzpGEOGDFG5cuUM66+99prpmoFzstp5nzdvXt1///0aNmyY1qxZoxMnTmjixImqX79+ps/9/vvvtWLFCo/1lhVktfWW1ZCHwhfIQwEAAAAAyNrIDV0bl9zQOeSGCGRm582pU6eUkpLikXnNzuXQ0FCPvTdHRESodu3aeumll/TDDz/o7NmzWrBggbp27aqYmBjT5yYmJmrQoEEe6SuryGrrLashC4QvkAUCyGrY6BMAAADwsU8//dS03rJlSy914rodO3Z4fVxHQjyzDxg3btzoSksOMRvbrCdPKl26tGGNO5IFL7PX/fDhw17sxPdKlSplWNu8ebNH5ty6davS09M9Mjb8h9na4q518BSztWW2JgEAAAAAAPwZmZlr45KZOYfMzDV9+vQxvaD2448/VsGCBU3HiIqK0qRJkxQSEmK3fvnyZXXv3t2tPvGPrH7e58+fX08++aRWrFihNWvWqE6dOqaPHzFihJc6C05Zfb0FO/JQ+AJ5KAAAAAAAWRu5oWvjkhs6h9wQgaxYsWIKCwuzW0tLS9OWLVs8Mq/ZuVykSBGFh4d7ZN7/ioiIULNmzTRp0iQdPnxYL730kmEOLUnTpk3T2bNnvdJbMMrq6y3YkQXCF8gCAWQ1bPQJAAAA+ND27ds1c+ZMw3poaKg6d+7sxY5c46lN8szGvfXWWzN9ftWqVQ1rf/zxh5KTk13qKzNmHyCb9eRJNWrUMKwtX77ci53Am+Lj4w1DqtOnT2vnzp1e7sh3KleubFj7448/dOXKFcvn9NR7I/xLtWrVDGu7d+/2YifIKmw2m/7880+7tfDwcFWqVMnLHQEAAAAAALiPzMz1ccnMnENm5rwlS5aYXlDbqlUrdejQwaGxGjRooJ49exrWFy9erIkTJzrdIzLivP9HrVq1tHTpUjVp0sTwMb/88otSU1O92FVwYb0FN/JQeNvp06d14cIFu7UiRYooLi7Ouw0BAAAAAACvIjd0fVxyQ+eQGyKQRUZGqly5coZ1T23c64/ncp48eTRixAhNmDDB8DFpaWlavHixF7sKLqy34HbLLbeoQIECdmunTp0yzGwAd5jlzGb5NAAEKjb6BAAAAHzEZrPpxRdfVHp6uuFj7r//fpUoUcKLXbnGXz+IrVq1qiIiIuzW0tPT9csvv7jcm5FNmzbpzJkzhvX4+HjL53TEnXfeaVjbsGGDLl265MVu4C25cuVSxYoVDetLly71XjM+VqhQIcO7k6alpWnJkiWWz7lo0SLLxwx0ZndHDFS33nqrYmNj7dZ27tzJRaGw3N69e3X58mW7tcqVKysqKsrLHQEAAAAAALiHzMy9ccnMnENm5pykpCR169ZNNpvNbj1PnjwaP368U2MOGzZMpUqVMqz36dNHR48edWpMZMR5f7Ps2bNr6tSpioyMtFtPTEzUtm3bvNzVPwI9Q2O9BbeaNWsa1rZu3erFTpBVmG1WYbYeAQAAAABA4CM3dG9cckPnkBsi0JmdO566pm3hwoWGNV9nM08++aRatGhhWF+1apUXu8ko0PNA1ltwIw+Et23ZssWwRh4IIBix0ScAAADgI2PHjs30A8xXXnnFS924Z8WKFTp37pylY545c0YrV640rNetWzfTMaKjo1WnTh3D+pdffulSb2amTZtmWCtevLjKlClj+ZyOqFGjhm655Ra7tdTUVH333Xde7gjecv/99xvWzO5yGowaNWpkWPvqq68snSsxMVHz5s2zdMxgEB4eblhLSUnxYifWCQ0NVfXq1e3Wrl27Znp3McAVZkFWrVq1vNgJAAAAAACANcjMzJGZWYvMzDl9+/bV/v37DeujRo1SoUKFnBozJiZGEydONKxfvHhRTz/9tFNjIiPO+4yKFi2qxo0bG9ZPnjzpxW5uFugZGustuOXPn1/Fixe3W9u/f7+SkpK83BGCHXkoAAAAAABZF7mhOXJDa5EbItCZ5V7z5s3ThQsXLJ1v8+bNpjdqMuvHWzp37mxY82UWKAV+Hsh6C25mGyua5TaAK86dO2d4A+CyZcsqd+7c3m0IALyAjT4BAAAAH1iwYIFefPFF08e0bdtWDRo08E5Dbrp+/bpmzZpl6ZgzZsxQamqq3VqhQoVUoUIFh8a59957DWtz58619APka9eu6euvv3apF08LDQ1VmzZtDOvDhg0zveMlAtdDDz1kWFuyZIlWr17txW5867777jOsff/995bebXPGjBm6cuWKZeMFi+zZsxvWkpOTvdiJtcwuJuKudbAaF7YBAAAAAIBgQmaWOTIza5GZOW7p0qUaN26cYb1FixamF0qZadKkiZ566inD+o8//qgvvvjCpbHxD877jMzeM8+ePevFTm4WDBka6y24GWVQNptN27Zt83I3CHbkoQAAAAAAZE3khpkjN7QWuSEC3T333KOQkBC7tatXr+rbb7+1dD6zTXtz5szp0GbDnuavWaAU+Hkg6y24cW0kvIksEEBWxEafAAAAgJfNmzdPbdq0MQzWJCkmJkYffPCBF7ty36RJkywby2azafLkyYb11q1bOzxWhw4dDD9ATklJ0eDBg51tz9CIESNM7+zVsWNHy+ZyxTPPPGNY27lzp2lwisBVq1YtxcfHG9YHDBggm83mxY58p1WrVoqKirJbS0pK0jvvvGPJPMnJyRoyZIglYwWbuLg4w9qRI0e82Im1GjVqZFhbs2aNFztBVrB27VrDmtlaBAAAAAAA8DdkZpkjM/MMMrPMXb58WV27djXMkHLnzq1PP/3UrTk++OADFStWzLD+4osvmq4jZI7zPqPQUOM/m86WLZsXO7lZnjx5DHsLlAyN9RbcyEPhTUZ5aLZs2bhwFwAAAACAIEVumDlyQ88gN0QgK1q0qBo2bGhYf+eddyzbQPLAgQOmN4l8+OGHFRkZaclc7vDXLFAK/GvqWG/BrUGDBgoPD7dbIwuE1bg2EkBWxEafAAAAgJekpqbq7bffVuvWrXX58mXTx44bN06lSpXyUmfWWLNmjWV3XZo+fbrWr19vWH/00UcdHqtkyZJq2rSpYX306NHasWOHU/3Zc+TIEb399tuG9YoVK6p+/fpuz+OOqlWr6u677zasP/vss5Z8L+B/XnnlFcPawoULTdduMMmRI4c6dOhgWB85cqT27Nnj9jzDhg3ToUOH3B4nGBUtWtSwtmvXLi92Yq1GjRoZ3llx6dKl3m0GQS0tLU0rVqywWytTpozKlSvn5Y4AAAAAAACcR2bmODIzzyAzy1zfvn21f/9+w/qIESNUpEgRt+bImTOnJkyYYFg/d+6cevbs6dYcWR3nfUa7d+82rBUuXNiLndwsNDRUhQoVslvbs2eP0tLSvNyR81hvwe3ee+81rJGHwkqnTp0yfK9o0KCBcuTI4eWOAAAAAACAJ5EbOo7c0DPIDRHounfvblg7fPiwZdcMvvjii7py5YpLfXiTv2aBUnBcU8d6C165cuXSnXfeabe2efNmXbhwwbsNIagtWbLEsGaWSwNAIGOjTwAAAMAL5s+fr1q1aunNN9/M9AKMp59+Wp06dfJSZ9Z69dVXMw1WM5OUlKR+/foZ1qtVq6YGDRo4NeZrr71mWEtNTVXHjh3dultUamqqOnfubPq1m/XgTe+//77hnckuXbqkBx54QMeOHfNoD4cOHdKmTZs8Ogdu9sgjj6hmzZqG9YEDB+qbb77xaA9Xr17V/PnzPTqHI3r37m14Dly7dk2PPPKIW+8HS5cu1bBhw1x+frC79dZbDWv/93//58VOrBUdHW14V0LCLFhp/fr1unTpkt0aQRYAAAAAAAgEZGaOIzPzLDIzY8uWLdPYsWMN682bN1eXLl0smat58+Z6/PHHDeuzZ8/WzJkzLZkrqwq08/7bb7/VtWvXXO7HzLFjxwzzyrCwMFWpUsUj8zrKKEdLSkrSypUrvdyNawJtvcFxpUuXNlyjy5cvl81m83JHCFZmG8eShwIAAAAAEFzIDR1HbuhZ5IYIZO3bt1eZMmUM68OHD9fy5cvdmuOzzz7TDz/8YFhv0qSJ6tSp49BYS5cu1ZEjR9zqx8yUKVMMa9WqVfPYvI4IhmvqAm29wTn33Xef3ePp6eluv67AX1JTUw3//qFKlSqmmyIDQCBjo08AAADAQy5evKiJEyeqTp06at68uUNhy2OPPWZ60ZS/O3TokLp06eLyH/Cnp6erc+fOOnr0qOFjXn31VafHTUhIUPPmzQ3rGzduVOvWrV0KIK9fv64OHTqY3kGmWrVqTt0Z0ZOqVaumXr16Gdb37Nmj+Ph40z+cd9XGjRv12GOPqUyZMh4ZH8ZCQkI0fvx4RURE2K3bbDZ16NBB/fv3z/QPJJx1/vx5DR06VCVLllTfvn0tHdsVFStW1BNPPGFYX79+ve677z6XNmZcsmSJWrVqpevXr7veYJAzC9K++eabgLkDoT1GFxURZsFK3LEOAAAAAAAEIjIz55GZeR6ZmX3Jycnq1q2b4drNmTOnJkyYYOmcI0eOVKFChQzrzz33nM6ePWvpnFlJoJ33Tz/9tEqVKqVhw4ZZeiO169evq3PnzoY5Xt26dZUzZ07L5nOFWY42ePBgpaene7Eb1wTaeoNzjLKos2fPauvWrV7uBsGKPBQAAAAAgOBGbug8ckPPIzdEIAsLC9M777xjWL9+/bpat26tNWvWuDT+zJkz1aNHD8N6aGio3n33XYfH+/7771W6dGl16tRJmzdvdqknI5MnT9aPP/5oWPf1Z8zBcE1doK03OMfsHOFnFKyyfv16Xbp0yW7N1+/TAOBJbPQJAAAAWCA9PV379u3T3Llz9dZbb6lBgwbKnz+/nnrqKYc/lHzqqac0bdo0wzvABYqZM2eqS5cuTm90d+3aNT3++OP67rvvDB9Tq1Ytl0O8MWPGKDo62rC+cOFC3XHHHU4FBHv27FHDhg01c+ZMw8eEhYVpwoQJCgsLc6pfTxo6dKiqV69uWD958qSaNm2qZ599Vvv27XNrrkOHDmnkyJGqW7eu4uPj9dVXXyk1NdWtMeGaGjVqmAYpNptNw4YNU926dTVv3jyX/4hAklJSUjRnzhx16NBBxYoV02uvvaYTJ064PJ7V3n33XcXFxRnWly1bpurVq+vnn392aLzLly/rjTfeULNmzW76kDksLMz0wtSsqHz58ipVqpTd2pUrV9SgQQONHTtWZ86c8XJn7nvwwQcVEhJit7ZgwQIvd4NgtXDhQrvHc+fOrcaNG3u5GwAAAAAAgIzIzP5BZnYzMrPAyMz69eunvXv3GtaHDx+uYsWKWTpnnjx5NG7cOMP6qVOnTC+uROYC7bw/duyY+vfvr6JFi6pDhw6aM2eOUlJSnBrjv702atRIixcvNnzMM8884/L4VjG7oPqXX35R48aNtXDhQr+/6WCgrTc4rm3btoY18lBYxSgPrVChgipVquTlbgAAAAAAgDvIDf9Bbngzf/w8l9wQgax9+/a65557DOvnz59XQkKCxo0b5/CN5a5evarXX39d7du3N33v6tGjh2rXru1Uv9evX9eXX36p22+/XXXr1tXIkSN16NAhp8b4t5SUFA0cOFBPPvmk4WOaNWum0qVLuzyHFYLlmrpAW29wXLVq1VS2bFm7NbJAWMUoC5TM82gACHThvm4AAAAA8CdbtmwxvXjiL9evX9fVq1d1+fJlnTx5UqdOnVJaWppLc2bPnl1jxoxR165dXXq+PyhSpMhNdwacNm2aduzYofHjxys+Pj7T569fv15PP/201q9fb/iYiIgIjR071nATtcyULl1a48ePV+fOnQ0fs3XrVsXHx6t9+/bq1q2bGjRooGzZst30mLS0NP3++++aMmWKPv/8c127ds103rffftvvPjyOjIzU3LlzVa9ePcMQJC0tTePHj9fEiRPVqlUrNW/eXHfddZcqVKhgOG5aWpp2796tjRs3auPGjVq+fLnWrl3rqS8DLujTp492796tSZMmGT5mzZo1atmypSpXrqx27dqpYcOGqlOnjrJnz274nJMnT/79uq9du1YLFizQ5cuXPfElWKJgwYKaNGmSWrdubfiYAwcO6L777lN8fLweffRRNWjQQOXKlVOuXLl0/fp1nTp1Slu2bNH8+fP11Vdf6dy5cxnGePnll7VmzRodP37cg19N4OnUqZMGDx5st3bmzBn17NlTPXv2VJEiRVS0aFHlyJFD4eH2P8IqWLCgpk2b5sl2HVa8eHE1bNjQ7h3qvv/+e40ePdrln2GAJJ09e1bLli2zW2vXrp3p+zQAAAAAAICzyMxcQ2ZmjMzM/zOz5cuX65NPPjGsN2vWTN27d/fI3A888IAeeeQRffPNN3br06dP16OPPqoWLVp4ZP5gF6jn/eXLl/X111/r66+/VkxMjO6++27Vrl1bNWvWVI0aNZQnTx7D5549e1ZLly7V7NmzNWPGDNOfTdWrV9cjjzzicp9WqV+/vkqVKqX9+/fbrS9btkzLli1TRESEypYtq7x58yomJsbw50HHjh3VsWNHT7ZsV6CuN2SuXr16hmt0zpw5euWVV3zQFYLJ5s2bDTccN3tPAQAAAAAAnkVu6BpyQ2P++HkuuSEC3bRp0xQfH69jx47ZraekpKhHjx4aN26cXnjhBbVq1UoFChTI8LiDBw9q1qxZGj16tA4ePGg65+23367333/frb5/++03/fbbb3r55ZdVu3Zt3XXXXX9ngWXKlDF8f7t69ao2bdqk//3vf5o0aZJOnDhhOEdoaKiGDh3qVp9WCZZr6gJ1vSFzHTt21FtvvZXh+Pbt2/XHH3+ofPny3m8KQWX27Nl2j5cvX1516tTxcjcA4D1s9AkAAAD8y/nz5zV//nyvzdeiRQt99NFHKlOmjNfm9IRx48apVatWNx1bu3atatasqaZNm+rhhx/WHXfcoZIlSyo6OlrJyck6cOCAVq9erZkzZ2rRokWy2WymcwwaNEg1a9Z0q89OnTppx44dGjZsmOFj0tPT/75YKDIyUuXLl1e+fPkUEhKi8+fP648//nB4A8POnTurb9++bvXsKUWLFtXChQvVrFkz0zuepaWl6bvvvvv77o85c+ZUvnz5lDdvXuXKlUvJycm6cOGCLly4oHPnzunq1ave+hLgok8//VRXrlzR9OnTTR+3fft2DRw4UNKN8L9AgQLKmzev4uLiZLPZ/n7dL1y4oIsXL3qjdUs98MADeuutt+wGD/+2YcMGbdiwwenxa9eurcGDBxv+QUug31HWHc8//7xGjx6t8+fPmz7u6NGjN/1hiz0lSpSwsjW3de7c2e5Gn0ePHtXq1at15513er8pBI0ffvjB8E69nTp18nI3AAAAAAAg2JGZuYbMzD4yM/+XnJysrl27Gq6/2NhYTZw40aM9jB49WosXL9bp06ft1p9++mlt375duXLl8mgfwSrQz/vLly/fdA5KUt68eZUnT56/z8OrV68qKSlJhw8f1pkzZxwaNyYmRl9++aVfZHehoaF644031K1bN9PHXb9+XTt37sx0vDvuuMOq1pwW6OsN9oWEhBhegLp69WodO3ZMhQsX9kFnCBZGF/aFhIToscce83I3AAAAAADgL+SGriE3tM+fP88lN0QgK1iwoL7//ns1adJEly5dMnzc1q1b1b17dz311FMqVqyYihcvrqioKF2+fFkHDhww3Ljxv4oVK6bvv/9eUVFRVn0JWrNmjdasWfP3/0dHRysuLk558uRRnjx5FBYWpqSkJJ05c0YHDx50eDPpgQMHqkaNGpb16Y5guaYuGNYb7OvUqZMGDRpk93eQ2bNnq3///j7oCsFi37592rRpk90a10YCCHZs9AkAAAD4QMOGDdW/f3/dc889vm7FEi1btlTPnj01ZsyYm47bbDYtXLhQCxcudGv8Dh06qF+/fm6N8ZehQ4cqNTVVw4cPz/SxV69e1datW12ap1OnTpo8ebLLd0X0hvLly+u3335Tq1atTO/w+G+JiYlKTEzUvn37PNwdPCUsLExffPGFihUrpvfeey/T4F+6cbGYIwFRoBk4cKAuXLigUaNGWTpumTJlNHfuXGXPnt3wMZGRkZbOGUjy5cuncePG6dFHH3Vo/QWShx56SD179lRKSkqG2qxZs9joE24xurCtdOnSql+/vpe7AQAAAAAAsAaZmXPIzDyDzEzq37+/9u7da1h///33PX6hUL58+fTJJ5+offv2dutHjx5V79699dlnn3m0j2AWbOf9uXPndO7cOdO1ayYqKkpz585VpUqVLO7MdV26dNGcOXP0448/+roVtwXbesMNRht92mw2zZ49W88//7wPukKwMMpDExISVLx4cS93AwAAAAAAvI3c0Dnkhp5BbohAVqtWLf3888+6//77deHCBdPH2mw2HTp0yHRTWyMlSpTQokWLPJ4fJycnKzk5WYcPH3Z5jGeeeUYDBgywsCv3BNM1dcG23nBD6dKlVa9ePa1cuTJDbdasWWz0CbeY3fSPjT4BBDvf34IaAAAAyCLy58+vp59+WuvWrdPSpUuDJnj8y0cffaT777/f8nFbt26tKVOmWBriffDBB/rss89MN+FzVXh4uIYOHarPP/9cYWFhlo9vtcKFC2vVqlXq06ePV/vl7lm+FRISoqFDh+rnn39W4cKFvTavP77uI0eO1PDhwxUebs29UGrWrKlVq1apYMGCkm4E9vZ44v0nkLRv315Tp071yzXhjtjYWMMLkGfNmqX09HQvd4Rgcf78eS1atMhu7cknn/RyNwAAAAAAAO4hM3MNmZlnZeXMbOXKlfrkk08M640aNdLTTz/tlV7atWunNm3aGNYnTZpk+FkpHMN5f0Pp0qW1YsUKNW7c2Net3CQkJEQzZszQww8/7OtWLMF6Cz5ly5ZVQkKC3dqMGTO82wyCyvbt27Vjxw67te7du3u5GwAAAAAA4C3khq4hN/SsrJwbIvDVq1dPv//+u8dudJeQkKC1a9eqbNmyHhnfKtmyZdN7772ncePG+bqVDILpmjrWW3Ayuk5tw4YN2rNnj5e7QTAxypObNWvGZr4Agh4bfQIAAAAeEhkZqXr16ql///5avHixjh8/rvHjx6tGjRq+bs0jwsLCNGfOHHXu3NmyMZ9//nnNmjVL2bJls2zMv3Tr1k1btmxR06ZNLRuzTp06Wrt2rWV3RPSWbNmy6f3339fmzZvVokULj82TP39+9erVSxs2bPDaxYAwd8899+iPP/7QgAEDlDNnTo/MER4erhYtWmjGjBlaunSpR+ZwV+/evfXrr78qPj7e5TEiIiL0+uuv69d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      "text/plain": [
       "<Figure size 5400x1800 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1800x1800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Analyze the fine sweep results\n",
    "\n",
    "# Define arrays\n",
    "Wg_mode_dh_fine = np.zeros([len(dipole_height_sweep_fine), 1])\n",
    "Wg_mode_dX_fine = np.zeros([len(dipole_dX_sweep_fine), 1])\n",
    "Wg_mode_dY_fine = np.zeros([len(dipole_dY_sweep_fine), 1])\n",
    "Wg_mode_theta_fine = np.zeros([len(dipole_theta_sweep_fine), 1])\n",
    "Wg_mode_phi_fine = np.zeros([len(dipole_phi_sweep_fine), 1])\n",
    "\n",
    "# Populate data arrays with coupling coefficients averaged across simulated frequencies and normalized by the dipole source power\n",
    "# Dipole height\n",
    "for i in range(len(dipole_height_sweep_fine)):\n",
    "    dh = dipole_height_sweep_fine[i]\n",
    "    dipole_power = np.mean(\n",
    "        batch_dh_fine_results[f\"dipole_height={dh * 1e3:.0f}nm\"][\"flux_dip\"].flux\n",
    "    )\n",
    "    norm_coup_wg = (\n",
    "        np.mean(\n",
    "            np.abs(\n",
    "                batch_dh_fine_results[f\"dipole_height={dh * 1e3:.0f}nm\"][\n",
    "                    \"Wg_mode\"\n",
    "                ].amps.sel(direction=\"+\")\n",
    "            )\n",
    "            ** 2\n",
    "        )\n",
    "        / dipole_power\n",
    "    )\n",
    "    if i == 0:\n",
    "        max_dh = norm_coup_wg\n",
    "    Wg_mode_dh_fine[i] = norm_coup_wg\n",
    "Wg_mode_dh_fine_loss = Wg_mode_dh_fine - np.max(Wg_mode_dh_fine)\n",
    "\n",
    "# X Deviation\n",
    "for i in range(len(dipole_dX_sweep_fine)):\n",
    "    dX = dipole_dX_sweep_fine[i]\n",
    "    dipole_power = np.mean(\n",
    "        batch_dX_fine_results[f\"dipole_dX={dX * 1e3:.0f}nm\"][\"flux_dip\"].flux\n",
    "    )\n",
    "    norm_coup_wg = (\n",
    "        np.mean(\n",
    "            np.abs(\n",
    "                batch_dX_fine_results[f\"dipole_dX={dX * 1e3:.0f}nm\"][\n",
    "                    \"Wg_mode\"\n",
    "                ].amps.sel(direction=\"+\")\n",
    "            )\n",
    "            ** 2\n",
    "        )\n",
    "        / dipole_power\n",
    "    )\n",
    "    Wg_mode_dX_fine[i] = norm_coup_wg\n",
    "Wg_mode_dX_fine_loss = Wg_mode_dX_fine - Wg_mode_dX_fine[0]\n",
    "# Y Deviation\n",
    "for i in range(len(dipole_dY_sweep_fine)):\n",
    "    dY = dipole_dY_sweep_fine[i]\n",
    "    dipole_power = np.mean(\n",
    "        batch_dY_fine_results[f\"dipole_dY={dY * 1e3:.0f}nm\"][\"flux_dip\"].flux\n",
    "    )\n",
    "    norm_coup_wg = (\n",
    "        np.mean(\n",
    "            np.abs(\n",
    "                batch_dY_fine_results[f\"dipole_dY={dY * 1e3:.0f}nm\"][\n",
    "                    \"Wg_mode\"\n",
    "                ].amps.sel(direction=\"+\")\n",
    "            )\n",
    "            ** 2\n",
    "        )\n",
    "        / dipole_power\n",
    "    )\n",
    "    Wg_mode_dY_fine[i] = norm_coup_wg\n",
    "Wg_mode_dY_fine_loss = Wg_mode_dY_fine - Wg_mode_dY_fine[0]\n",
    "\n",
    "# Plot coupling loss as a function of emitter position deviation\n",
    "fig1, ax = plt.subplots(1, 3)\n",
    "fig1.set_size_inches(18, 6)\n",
    "fig1.tight_layout()\n",
    "fig1.set_dpi(300)\n",
    "\n",
    "ax[0].plot(\n",
    "    dipole_height_sweep_fine * 1e3, Wg_mode_dh_fine_loss, color=\"black\", linewidth=3\n",
    ")\n",
    "ax[1].plot(dipole_dX_sweep_fine * 1e3, Wg_mode_dX_fine_loss, color=\"black\", linewidth=3)\n",
    "ax[2].plot(dipole_dY_sweep_fine * 1e3, Wg_mode_dY_fine_loss, color=\"black\", linewidth=3)\n",
    "\n",
    "ax[0].scatter(dipole_height_sweep_fine * 1e3, Wg_mode_dh_fine_loss, color=\"black\")\n",
    "ax[1].scatter(dipole_dX_sweep_fine * 1e3, Wg_mode_dX_fine_loss, color=\"black\")\n",
    "ax[2].scatter(dipole_dY_sweep_fine * 1e3, Wg_mode_dY_fine_loss, color=\"black\")\n",
    "\n",
    "ax[0].set_title(\"Absolute Dipole Height - Fine\", fontsize=18)\n",
    "ax[0].set_ylabel(\"Coupling Loss\", fontsize=18)\n",
    "ax[0].set_xlabel(\"Dipole Height (nm)\", fontsize=18)\n",
    "ax[0].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "ax[0].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "ax[0].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "\n",
    "ax[1].set_title(\"Deviation in X-Position - Fine\", fontsize=18)\n",
    "ax[1].set_ylabel(\"Coupling Loss\", fontsize=18)\n",
    "ax[1].set_xlabel(\"Dipole X-Position (nm)\", fontsize=18)\n",
    "ax[1].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "ax[1].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "ax[1].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "\n",
    "ax[2].set_title(\"Deviation in Y-Position - Fine\", fontsize=18)\n",
    "ax[2].set_ylabel(\"Coupling Loss\", fontsize=18)\n",
    "ax[2].set_xlabel(\"Dipole Y-Position (nm)\", fontsize=18)\n",
    "ax[2].tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "ax[2].tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "ax[2].tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "\n",
    "fig1.tight_layout()\n",
    "\n",
    "plt.show()\n",
    "\n",
    "# Plot coupling loss as a function of emitter polarization\n",
    "\n",
    "# Theta\n",
    "for i in range(len(dipole_theta_sweep_fine)):\n",
    "    t = dipole_theta_sweep_fine[i]\n",
    "    dipole_power = np.mean(\n",
    "        batch_theta_fine_results[f\"dipole_theta={t:.03}rad\"][\"flux_dip\"].flux\n",
    "    )\n",
    "    norm_coup_wg = (\n",
    "        np.mean(\n",
    "            np.abs(\n",
    "                batch_theta_fine_results[f\"dipole_theta={t:.03}rad\"][\n",
    "                    \"Wg_mode\"\n",
    "                ].amps.sel(direction=\"+\")\n",
    "            )\n",
    "            ** 2\n",
    "        )\n",
    "        / dipole_power\n",
    "    )\n",
    "    Wg_mode_theta_fine[i] = norm_coup_wg\n",
    "Wg_mode_theta_fine_loss = Wg_mode_theta_fine - Wg_mode_theta_fine[-1]\n",
    "# Phi\n",
    "for i in range(len(dipole_phi_sweep_fine)):\n",
    "    p = dipole_phi_sweep_fine[i]\n",
    "    dipole_power = np.mean(\n",
    "        batch_phi_fine_results[f\"dipole_phi={p:.03}rad\"][\"flux_dip\"].flux\n",
    "    )\n",
    "    norm_coup_wg = (\n",
    "        np.mean(\n",
    "            np.abs(\n",
    "                batch_phi_fine_results[f\"dipole_phi={p:.03}rad\"][\"Wg_mode\"].amps.sel(\n",
    "                    direction=\"+\"\n",
    "                )\n",
    "            )\n",
    "            ** 2\n",
    "        )\n",
    "        / dipole_power\n",
    "    )\n",
    "    Wg_mode_phi_fine[i] = norm_coup_wg\n",
    "Wg_mode_phi_fine_loss = Wg_mode_phi_fine - Wg_mode_phi_fine[-1]\n",
    "\n",
    "fig2, axs = plt.subplots()\n",
    "cmap = mpl.colormaps[\"viridis\"]\n",
    "colors = cmap(np.linspace(0, 1, 7))\n",
    "fig2.tight_layout()\n",
    "fig2.set_dpi(300)\n",
    "fig2.set_size_inches(6, 6)\n",
    "\n",
    "axs.plot(\n",
    "    90 - dipole_theta_sweep_fine * 180 / np.pi,\n",
    "    Wg_mode_theta_fine_loss,\n",
    "    color=colors[1],\n",
    "    label=\"Polar Angle Deviation from TE\",\n",
    "    linewidth=3,\n",
    ")\n",
    "axs.scatter(\n",
    "    90 - dipole_theta_sweep_fine * 180 / np.pi, Wg_mode_theta_fine_loss, color=colors[1]\n",
    ")\n",
    "\n",
    "axs.plot(\n",
    "    90 - dipole_phi_sweep_fine * 180 / np.pi,\n",
    "    Wg_mode_phi_fine_loss,\n",
    "    color=colors[4],\n",
    "    label=\"Azimuthal Angle Deviation from TE\",\n",
    "    linewidth=3,\n",
    ")\n",
    "axs.scatter(\n",
    "    90 - dipole_phi_sweep_fine * 180 / np.pi, Wg_mode_phi_fine_loss, color=colors[4]\n",
    ")\n",
    "\n",
    "axs.set_xlabel(\"Polarization Angle (deg)\", fontsize=18)\n",
    "axs.set_ylabel(\"Coupling Loss\", fontsize=18)\n",
    "axs.legend(loc=\"upper right\", fontsize=12)\n",
    "\n",
    "axs.tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "axs.tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "axs.tick_params(axis=\"both\", labelsize=18, pad=10)\n",
    "plt.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "0fd5a7ad",
   "metadata": {},
   "source": [
    "## NbTiN SNSPD Simulation\n",
    "\n",
    "We now turn to the integration and coupling of our second heterogeneous material: NbTiN nanowires used for the detection of single photons. \n",
    "\n",
    "First, we define parameters that will remain constant for the SNSPD simulations. The NbTiN complex refractive index is modeled as an (n, k) material with the values for n and k at 585 nm taken from `Banerjee, A. et al. Optical properties of refractory metal based thin films. Opt. Mat. Express 8 (8), 2072-2088 (2018).` [DOI: 10.1364/OME.8.002072](https://doi.org/10.1364/OME.8.002072)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "cbca7bcc",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Wavelength\n",
    "lda0 = 0.585\n",
    "freq0 = td.C_0 / lda0\n",
    "\n",
    "# Geometrical Parameters\n",
    "waveguide_width = 0.4\n",
    "waveguide_thickness = 0.12\n",
    "nanowire_thickness = 0.0076\n",
    "\n",
    "# Set up simulation region size\n",
    "x_domain_size = 0\n",
    "y_domain_size = 4 * waveguide_width\n",
    "z_domain_size = 1\n",
    "\n",
    "# Materials\n",
    "NbTiN = td.Lorentz.from_nk(\n",
    "    name=\"NbTiN\", n=2.2, k=2.24, freq=freq0\n",
    ")  # NbTiN n,k value at 585nm\n",
    "SiO2 = td.material_library[\"SiO2\"][\"Horiba\"]\n",
    "Si3N4 = td.material_library[\"Si3N4\"][\"Philipp1973Sellmeier\"]\n",
    "\n",
    "box = td.Box.from_bounds(\n",
    "    rmin=(-10, -1, -0.1),\n",
    "    rmax=(10, 1, 0.1),\n",
    ")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "0dd187c5",
   "metadata": {},
   "source": [
    "Now, we create the SNSPD simulation. Unlike the hBN nanowaveguide, we can sweep our parameters using only the mode solver, because SNSPD coupling is directly proportional to the imaginary effective refractive index of the waveguide mode."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "1ce1a08d",
   "metadata": {},
   "outputs": [],
   "source": [
    "def mode_solver(nanowire_width, gap):\n",
    "    # Structures\n",
    "    Substrate = td.Structure(\n",
    "        geometry=td.Box.from_bounds(\n",
    "            rmin=(-td.inf, -td.inf, -2 * z_domain_size), rmax=(td.inf, td.inf, 0)\n",
    "        ),\n",
    "        name=\"Substrate\",\n",
    "        medium=SiO2,\n",
    "    )\n",
    "\n",
    "    Waveguide = td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center=[0, 0, waveguide_thickness / 2],\n",
    "            size=[td.inf, waveguide_width, waveguide_thickness],\n",
    "        ),\n",
    "        name=\"Waveguide\",\n",
    "        medium=Si3N4,\n",
    "    )\n",
    "\n",
    "    Nanowire_1 = td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center=[\n",
    "                0,\n",
    "                -(nanowire_width + gap) / 2,\n",
    "                waveguide_thickness + nanowire_thickness / 2,\n",
    "            ],\n",
    "            size=[td.inf, nanowire_width, nanowire_thickness],\n",
    "        ),\n",
    "        name=\"nanowire_1\",\n",
    "        medium=NbTiN,\n",
    "    )\n",
    "\n",
    "    Nanowire_2 = td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center=[\n",
    "                0,\n",
    "                (nanowire_width + gap) / 2,\n",
    "                waveguide_thickness + nanowire_thickness / 2,\n",
    "            ],\n",
    "            size=[td.inf, nanowire_width, nanowire_thickness],\n",
    "        ),\n",
    "        name=\"nanowire2\",\n",
    "        medium=NbTiN,\n",
    "    )\n",
    "\n",
    "    # Mesh\n",
    "    refine_box1 = td.MeshOverrideStructure(\n",
    "        geometry=td.Box(\n",
    "            center=[\n",
    "                0,\n",
    "                -(nanowire_width + gap) / 2,\n",
    "                waveguide_thickness + nanowire_thickness / 2,\n",
    "            ],\n",
    "            size=[0, nanowire_width, nanowire_thickness],\n",
    "        ),\n",
    "        dl=[None, 0.005, 0.001],\n",
    "    )  # refined mesh for Nanowire_1\n",
    "\n",
    "    refine_box2 = td.MeshOverrideStructure(\n",
    "        geometry=td.Box(\n",
    "            center=[\n",
    "                0,\n",
    "                (nanowire_width + gap) / 2,\n",
    "                waveguide_thickness + nanowire_thickness / 2,\n",
    "            ],\n",
    "            size=[0, nanowire_width, nanowire_thickness],\n",
    "        ),\n",
    "        dl=[None, 0.005, 0.001],\n",
    "    )  # refined mesh for Nanowire_2\n",
    "\n",
    "    sim = td.Simulation(\n",
    "        center=(0, 0, 0),\n",
    "        size=(x_domain_size, y_domain_size, z_domain_size),\n",
    "        grid_spec=td.GridSpec.auto(\n",
    "            wavelength=0.585,\n",
    "            min_steps_per_wvl=30,\n",
    "            override_structures=[refine_box1, refine_box2],\n",
    "        ),\n",
    "        boundary_spec=td.BoundarySpec(\n",
    "            x=td.Boundary.periodic(), z=td.Boundary.pml(), y=td.Boundary.pml()\n",
    "        ),\n",
    "        structures=[Substrate, Waveguide, Nanowire_1, Nanowire_2],\n",
    "        run_time=1e-12,\n",
    "    )\n",
    "\n",
    "    mode_spec = td.ModeSpec(num_modes=1, target_neff=2)\n",
    "\n",
    "    mode_solver = ModeSolver(\n",
    "        simulation=sim,\n",
    "        plane=td.Box(\n",
    "            center=(0, 0, 0), size=(x_domain_size, y_domain_size, z_domain_size)\n",
    "        ),\n",
    "        mode_spec=mode_spec,\n",
    "        freqs=[freq0],\n",
    "    )\n",
    "\n",
    "    return mode_solver"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "94085d3c",
   "metadata": {},
   "source": [
    "We run a parameter sweep over the nanowire width and the gap between nanowires."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "064b53b3",
   "metadata": {},
   "outputs": [
    {
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      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:18:39 -03 </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">111</span> tasks.                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:18:39 -03\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m111\u001b[0m tasks.                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:21:42 -03 </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.427</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:21:42 -03\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.427\u001b[0m for the whole batch.                \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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "4f33546d3f9d482c924fbfbd62371d94",
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       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:36:11 -03 </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:36:11 -03\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:39:31 -03 </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.427</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:39:31 -03\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.427\u001b[0m.                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "nanowire_width_list = np.linspace(0.05, 0.15, 11)\n",
    "gap_list = np.linspace(0.05, 0.15, 11)\n",
    "\n",
    "mode_solvers = {\n",
    "    f\"nanowire_width={nanowire_width:.3f};gap={gap:.3f}\": mode_solver(\n",
    "        nanowire_width, gap\n",
    "    )\n",
    "    for nanowire_width in nanowire_width_list\n",
    "    for gap in gap_list\n",
    "    if 2 * nanowire_width + gap < waveguide_width\n",
    "}\n",
    "\n",
    "batch_SNSPD = web.Batch(simulations=mode_solvers)\n",
    "batch_SNSPD_results = batch_SNSPD.run(\n",
    "    path_dir=\"data/20260127 SNSPD gap and nw width sweep/\"\n",
    ")\n",
    "real_fc = batch_SNSPD.real_cost()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "8bab03b3",
   "metadata": {},
   "source": [
    "We then compute the coupling based on the imaginary part of the waveguide mode effective index."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "019f0b29",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1800x1800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "loss = np.array(\n",
    "    [\n",
    "        [\n",
    "            (\n",
    "                4.34\n",
    "                * 1e-6\n",
    "                * 4\n",
    "                * np.pi\n",
    "                * batch_SNSPD_results[\n",
    "                    f\"nanowire_width={nanowire_width:.3f};gap={gap:.3f}\"\n",
    "                ]\n",
    "                .k_eff.sel(f=freq0)\n",
    "                .values.item()\n",
    "                / (lda0 * 1e-6)\n",
    "            )\n",
    "            if (2 * nanowire_width + gap < waveguide_width)\n",
    "            else np.nan\n",
    "            for gap in gap_list\n",
    "        ]\n",
    "        for nanowire_width in nanowire_width_list\n",
    "    ],\n",
    "    dtype=float,\n",
    ")\n",
    "\n",
    "\n",
    "widths_tick = np.linspace(50, 150, 11)  # nanowire width (nm)\n",
    "gaps_tick = np.linspace(50, 150, 6)  # gap (nm)\n",
    "\n",
    "c_map = cm.get_cmap(\"plasma\").copy()\n",
    "c_map.set_bad(\"white\")\n",
    "\n",
    "loss_copy = loss.copy()\n",
    "loss[loss == 0] = np.nan  # remove if 0 is a valid value\n",
    "\n",
    "# Initialize figure\n",
    "fig, ax = plt.subplots(1, 1)\n",
    "fig.tight_layout()\n",
    "\n",
    "# Half-step padding so pixels align with ticks\n",
    "step = widths_tick[1] - widths_tick[0]\n",
    "\n",
    "extent = [\n",
    "    widths_tick[0] - step / 2,\n",
    "    widths_tick[-1] + step / 2,\n",
    "    gaps_tick[-1] + step / 2,\n",
    "    gaps_tick[0] - step / 2,\n",
    "]\n",
    "\n",
    "im = ax.imshow(loss, interpolation=\"none\", cmap=c_map, aspect=\"auto\", extent=extent)\n",
    "\n",
    "fig.set_size_inches(6, 6)\n",
    "fig.set_dpi(300)\n",
    "\n",
    "ax.set_title(\"Absorption\", fontsize=18)\n",
    "ax.set_xlabel(\"Gap (nm)\", fontsize=18)\n",
    "ax.set_ylabel(\"Nanowire Width (nm)\", fontsize=18)\n",
    "\n",
    "ax.set_yticks(widths_tick)\n",
    "ax.set_xticks(gaps_tick)\n",
    "\n",
    "ax.tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "ax.tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "ax.tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "\n",
    "cbar = plt.colorbar(im, ax=ax)\n",
    "cbar.set_label(\"Absorption (dB/$\\\\mu$m)\", fontsize=18)\n",
    "cbar.ax.tick_params(labelsize=18)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "44791f38",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Maximum total coupling of 3.709 dB/um with 50.0 mm nanowire gap and 150.0 nm nanowire width\n"
     ]
    }
   ],
   "source": [
    "max_flat_index = np.nanargmax(loss)\n",
    "width_ind, gap_ind = np.unravel_index(max_flat_index, loss.shape)\n",
    "\n",
    "max_gap = gap_list[gap_ind]\n",
    "max_width = nanowire_width_list[width_ind]\n",
    "max_coup = loss[width_ind][gap_ind]\n",
    "\n",
    "print(\n",
    "    f\"Maximum total coupling of {max_coup:.3f} dB/um with {max_gap * 1e3:.1f} mm nanowire gap and {max_width * 1e3:.1f} nm nanowire width\"\n",
    ")\n",
    "\n",
    "nanowire_width = max_width\n",
    "gap = max_gap"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "b4bed5c6",
   "metadata": {},
   "source": [
    "Finally, we visualize the optimized mode profiles with and without the SNSPD nanowires. We adapt the mode solver simulation so the mode can be resolved with and without the nanowires."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "b77f4c29",
   "metadata": {},
   "outputs": [],
   "source": [
    "def mode_solver_hires(nanowire_width, gap, include_nanowires=True):\n",
    "\n",
    "    # Structures (always present)\n",
    "    Substrate = td.Structure(\n",
    "        geometry=td.Box.from_bounds(\n",
    "            rmin=(-td.inf, -td.inf, -2 * z_domain_size), rmax=(td.inf, td.inf, 0)\n",
    "        ),\n",
    "        name=\"Substrate\",\n",
    "        medium=SiO2,\n",
    "    )\n",
    "\n",
    "    Waveguide = td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center=[0, 0, waveguide_thickness / 2],\n",
    "            size=[td.inf, waveguide_width, waveguide_thickness],\n",
    "        ),\n",
    "        name=\"Waveguide\",\n",
    "        medium=Si3N4,\n",
    "    )\n",
    "\n",
    "    structures = [Substrate, Waveguide]\n",
    "    override_structures = []\n",
    "\n",
    "    # Optional nanowires\n",
    "    if include_nanowires:\n",
    "        Nanowire_1 = td.Structure(\n",
    "            geometry=td.Box(\n",
    "                center=[\n",
    "                    0,\n",
    "                    -(nanowire_width + gap) / 2,\n",
    "                    waveguide_thickness + nanowire_thickness / 2,\n",
    "                ],\n",
    "                size=[td.inf, nanowire_width, nanowire_thickness],\n",
    "            ),\n",
    "            name=\"nanowire_1\",\n",
    "            medium=NbTiN,\n",
    "        )\n",
    "\n",
    "        Nanowire_2 = td.Structure(\n",
    "            geometry=td.Box(\n",
    "                center=[\n",
    "                    0,\n",
    "                    (nanowire_width + gap) / 2,\n",
    "                    waveguide_thickness + nanowire_thickness / 2,\n",
    "                ],\n",
    "                size=[td.inf, nanowire_width, nanowire_thickness],\n",
    "            ),\n",
    "            name=\"nanowire_2\",\n",
    "            medium=NbTiN,\n",
    "        )\n",
    "\n",
    "        structures += [Nanowire_1, Nanowire_2]\n",
    "\n",
    "    refine_box1 = td.MeshOverrideStructure(\n",
    "        geometry=td.Box(\n",
    "            center=[\n",
    "                0,\n",
    "                -(nanowire_width + gap) / 2,\n",
    "                waveguide_thickness + nanowire_thickness / 2,\n",
    "            ],\n",
    "            size=[0, nanowire_width, nanowire_thickness],\n",
    "        ),\n",
    "        dl=[None, 0.005, 0.001],\n",
    "    )\n",
    "\n",
    "    refine_box2 = td.MeshOverrideStructure(\n",
    "        geometry=td.Box(\n",
    "            center=[\n",
    "                0,\n",
    "                (nanowire_width + gap) / 2,\n",
    "                waveguide_thickness + nanowire_thickness / 2,\n",
    "            ],\n",
    "            size=[0, nanowire_width, nanowire_thickness],\n",
    "        ),\n",
    "        dl=[None, 0.005, 0.001],\n",
    "    )\n",
    "\n",
    "    override_structures = [refine_box1, refine_box2]\n",
    "    sim = td.Simulation(\n",
    "        center=(0, 0, 0),\n",
    "        size=(x_domain_size, y_domain_size, z_domain_size),\n",
    "        grid_spec=td.GridSpec.auto(\n",
    "            wavelength=lda0,\n",
    "            min_steps_per_wvl=200,\n",
    "            override_structures=override_structures,\n",
    "        ),\n",
    "        boundary_spec=td.BoundarySpec(\n",
    "            x=td.Boundary.periodic(), y=td.Boundary.pml(), z=td.Boundary.pml()\n",
    "        ),\n",
    "        structures=structures,\n",
    "        run_time=1e-12,\n",
    "    )\n",
    "\n",
    "    mode_spec = td.ModeSpec(num_modes=1, target_neff=2)\n",
    "\n",
    "    mode_solver = ModeSolver(\n",
    "        simulation=sim,\n",
    "        plane=td.Box(\n",
    "            center=(0, 0, 0), size=(x_domain_size, y_domain_size, z_domain_size)\n",
    "        ),\n",
    "        mode_spec=mode_spec,\n",
    "        freqs=[freq0],\n",
    "    )\n",
    "\n",
    "    return mode_solver"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "37f0bad5",
   "metadata": {},
   "source": [
    "We run the mode solver at the optimal nanowire width and gap from the parameter sweep."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "52619e49",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:40:58 -03 </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'SNSPD_mode_nanowire_gap50nm_length_150_nm'</span> with      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>resource_id <span style=\"color: #008000; text-decoration-color: #008000\">'mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd'</span> and task_type\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'MODE_SOLVER'</span>.                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:40:58 -03\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'SNSPD_mode_nanowire_gap50nm_length_150_nm'\u001b[0m with      \n",
       "\u001b[2;36m             \u001b[0mresource_id \u001b[32m'mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd'\u001b[0m and task_type\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'MODE_SOLVER'\u001b[0m.                                                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">4b0d-8237-42cc6b99fabd'</span></a>.                                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=833786;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=302005;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=833786;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=427601;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[32mmo\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=833786;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[32m-bb3062d1-0bdc-\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=833786;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[32m4b0d-8237-42cc6b99fabd'\u001b[0m\u001b]8;;\u001b\\.                                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/folder-431883bc-afbb-4cc8-a95f-ddfeaeeb059a\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=403131;https://tidy3d.simulation.cloud/folders/folder-431883bc-afbb-4cc8-a95f-ddfeaeeb059a\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5de8ce46977c48b0a373a71db2aa2472",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:41:03 -03 </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.009</span>. Minimum cost depends on task     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:41:03 -03\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.009\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:41:07 -03 </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:41:07 -03\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>To cancel the simulation, use <span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or              \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete the task in the web UI.      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Terminating the Python script will not stop the job running on the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>cloud.                                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or              \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.      \n",
       "\u001b[2;36m             \u001b[0mTerminating the Python script will not stop the job running on the \n",
       "\u001b[2;36m             \u001b[0mcloud.                                                             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e1828970ac0c495bafb678a80a261d18",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:44:30 -03 </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:44:30 -03\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:44:31 -03 </span>running solver                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:44:31 -03\u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:46:30 -03 </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:46:30 -03\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">4b0d-8237-42cc6b99fabd'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=631915;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=231969;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=631915;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=240938;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[4;34mmo\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=631915;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[4;34m-bb3062d1-0bdc-\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=631915;https://tidy3d.simulation.cloud/workbench?taskId=mo-bb3062d1-0bdc-4b0d-8237-42cc6b99fabd\u001b\\\u001b[4;34m4b0d-8237-42cc6b99fabd'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b30b1b0fbfd1496aaebcdbccb214b32b",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:46:43 -03 </span>Loading simulation from data/<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">20260127</span> SNSPD                        \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>modes/SNSPD_mode_nanowire_gap50nm_length_150_nm.hdf5               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:46:43 -03\u001b[0m\u001b[2;36m \u001b[0mLoading simulation from data/\u001b[1;36m20260127\u001b[0m SNSPD                        \n",
       "\u001b[2;36m             \u001b[0mmodes/SNSPD_mode_nanowire_gap50nm_length_150_nm.hdf5               \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>Billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.009</span>.                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mBilled flex credit cost: \u001b[1;36m0.009\u001b[0m.                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'SNSPD_mode_withougt_nanowire'</span> with resource_id       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'mo-e396ed5b-737f-44e1-9562-ec33d1e283da'</span> and task_type            \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'MODE_SOLVER'</span>.                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'SNSPD_mode_withougt_nanowire'\u001b[0m with resource_id       \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'mo-e396ed5b-737f-44e1-9562-ec33d1e283da'\u001b[0m and task_type            \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'MODE_SOLVER'\u001b[0m.                                                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">44e1-9562-ec33d1e283da'</span></a>.                                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=745605;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=703295;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=745605;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=216997;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[32mmo\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=745605;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[32m-e396ed5b-737f-\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=745605;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[32m44e1-9562-ec33d1e283da'\u001b[0m\u001b]8;;\u001b\\.                                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/folder-431883bc-afbb-4cc8-a95f-ddfeaeeb059a\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=786384;https://tidy3d.simulation.cloud/folders/folder-431883bc-afbb-4cc8-a95f-ddfeaeeb059a\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "9d1b79393bf14e6e9201844df66691ee",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:46:48 -03 </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.009</span>. Minimum cost depends on task     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:46:48 -03\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.009\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:46:53 -03 </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:46:53 -03\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>To cancel the simulation, use <span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or              \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete the task in the web UI.      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Terminating the Python script will not stop the job running on the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>cloud.                                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or              \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.      \n",
       "\u001b[2;36m             \u001b[0mTerminating the Python script will not stop the job running on the \n",
       "\u001b[2;36m             \u001b[0mcloud.                                                             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "63f53fe2b2a84f0face03310e50847ca",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:46:57 -03 </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:46:57 -03\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>running solver                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:49:00 -03 </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:49:00 -03\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">44e1-9562-ec33d1e283da'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=970952;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=675510;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=970952;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=380136;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[4;34mmo\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=970952;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[4;34m-e396ed5b-737f-\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=970952;https://tidy3d.simulation.cloud/workbench?taskId=mo-e396ed5b-737f-44e1-9562-ec33d1e283da\u001b\\\u001b[4;34m44e1-9562-ec33d1e283da'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:49:06 -03 </span>Loading simulation from data/<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">20260127</span> SNSPD                        \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>modes/SNSPD_mode_nanowire_gap50nm_length_150_nm.hdf5SNSPD_mode_with\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>ougt_nanowire.hdf5                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:49:06 -03\u001b[0m\u001b[2;36m \u001b[0mLoading simulation from data/\u001b[1;36m20260127\u001b[0m SNSPD                        \n",
       "\u001b[2;36m             \u001b[0mmodes/SNSPD_mode_nanowire_gap50nm_length_150_nm.hdf5SNSPD_mode_with\n",
       "\u001b[2;36m             \u001b[0mougt_nanowire.hdf5                                                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:49:07 -03 </span>Billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.009</span>.                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:49:07 -03\u001b[0m\u001b[2;36m \u001b[0mBilled flex credit cost: \u001b[1;36m0.009\u001b[0m.                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "path = \"data/20260127 SNSPD modes/\"\n",
    "\n",
    "name = (\n",
    "    \"SNSPD_mode_nanowire_gap\"\n",
    "    + str(round(gap * 1e3))\n",
    "    + \"nm_length_\"\n",
    "    + str(round(nanowire_width * 1e3))\n",
    "    + \"_nm\"\n",
    ")\n",
    "\n",
    "mode_solver_with = mode_solver_hires(nanowire_width, gap, include_nanowires=True)\n",
    "job = web.Job(simulation=mode_solver_with, task_name=name)\n",
    "path = path + name + \".hdf5\"\n",
    "mode_data_with = job.run(path=path)\n",
    "real_fc = web.real_cost(job.task_id)\n",
    "\n",
    "\n",
    "name = \"SNSPD_mode_withougt_nanowire\"\n",
    "\n",
    "mode_solver_without = mode_solver_hires(nanowire_width, gap, include_nanowires=False)\n",
    "job = web.Job(simulation=mode_solver_without, task_name=name)\n",
    "path = path + name + \".hdf5\"\n",
    "mode_data_without = job.run(path=path)\n",
    "real_fc = web.real_cost(job.task_id)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "938d2d05",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def field_magnitude(mode_data, mode_index=0):\n",
    "    \"\"\"Return normalized |E| for a given tidy3d ModeData (xarray).\"\"\"\n",
    "    Ex = mode_data.Ex.isel(mode_index=mode_index)\n",
    "    Ey = mode_data.Ey.isel(mode_index=mode_index)\n",
    "    Ez = mode_data.Ez.isel(mode_index=mode_index)\n",
    "\n",
    "    E = np.sqrt(np.abs(Ex) ** 2 + np.abs(Ey) ** 2 + np.abs(Ez) ** 2)\n",
    "    E = E / np.nanmax(E)\n",
    "    return E\n",
    "\n",
    "\n",
    "# Compute normalized |E| for each case\n",
    "E_with = field_magnitude(mode_data_with, mode_index=0)\n",
    "E_without = field_magnitude(mode_data_without, mode_index=0)\n",
    "\n",
    "# Plot\n",
    "fig, axs = plt.subplots(2, 1)\n",
    "fig.tight_layout()\n",
    "fig.set_size_inches(8, 10)\n",
    "\n",
    "im2 = E_with.plot(x=\"y\", y=\"z\", ax=axs[0], cmap=\"jet\")\n",
    "im1 = E_without.plot(x=\"y\", y=\"z\", ax=axs[1], cmap=\"jet\")\n",
    "\n",
    "axs[1].set_title(\"Mode (with nanowires)\", fontsize=18)\n",
    "axs[0].set_title(\"Mode (without nanowires)\", fontsize=18)\n",
    "\n",
    "axs[1].set_ylabel(\"Z ($\\\\mu m$)\", fontsize=18)\n",
    "axs[1].set_xlabel(\"Y ($\\\\mu m$)\", fontsize=18)\n",
    "axs[0].set_ylabel(\"Z ($\\\\mu m$)\", fontsize=18)\n",
    "axs[0].set_xlabel(\"Y ($\\\\mu m$)\", fontsize=18)\n",
    "\n",
    "# ticks and limits (copied from your style)\n",
    "for ax in axs:\n",
    "    ax.tick_params(which=\"major\", direction=\"in\", length=8)\n",
    "    ax.tick_params(which=\"minor\", direction=\"in\", length=4)\n",
    "    ax.tick_params(axis=\"both\", labelsize=18, pad=5)\n",
    "    ax.set_ylim(-0.2, 0.2)\n",
    "    ax.set_xlim(-0.3, 0.3)\n",
    "\n",
    "# colorbars (your style)\n",
    "cbar1 = im1.colorbar\n",
    "cbar1.set_label(\"|E| (normalized)\", fontsize=18)\n",
    "cbar1.ax.tick_params(labelsize=18)\n",
    "\n",
    "cbar2 = im2.colorbar\n",
    "cbar2.set_label(\"|E| (normalized)\", fontsize=18)\n",
    "cbar2.ax.tick_params(labelsize=18)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "8835a199",
   "metadata": {},
   "source": [
    "We have now designed and optimized the two hybrid nanophotonic components: the hBN nanowaveguide and the NbTiN SNSPD. With high coupling between a common silicon nitride photonic architecture and both a single-photon source and a single-photon detector, we can explore novel applications in quantum photonics. For further analysis of this data and the application of these structures in a full device, see `Malinowski, K., Targholizadeh, A. et al. Overcoming the Classical Signal to Noise Ratio Limit Through On-Chip Photon Addition. APL Quantum 3, 026107 (2026)` [DOI: 10.1063/5.0314599](https://doi.org/10.1063/5.0314599)."
   ]
  }
 ],
 "metadata": {
  "applications": [
   "Quantum emitters"
  ],
  "description": "This notebook demonstrates how to simulate the coupling between an hBN single-photon emitter nanowaveguide, an NbTiN superconducting nanowire detector, and a silicon nitride waveguide using Tidy3D.",
  "feature_image": "./img/NanowireIntegration.png",
  "features": [
   "Anisotropic material"
  ],
  "kernelspec": {
   "display_name": "base",
   "language": "python",
   "name": "python3"
  },
  "keywords": "hBN nanowaveguide, NbTiN superconducting detector, hybrid photonic integration, single-photon source, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.7"
  },
  "title": "How to model hybrid integration of hBN nanowaveguide and NbTiN nanowire on silicon nitride using Tidy3D | Flexcompute",
  "redirect_from": "/tidy3d/4cEyzxjHEx"
 },
 "nbformat": 4,
 "nbformat_minor": 5
}