{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "# Microring resonator add-drop filter\n",
        "\n",
        "Microring resonators (MRRs) are compact, ring-shaped optical waveguides\n",
        "that can confine and recirculate light through total internal\n",
        "reflection. When light of a specific wavelength enters the resonator,\n",
        "constructive interference causes the light to resonate within the ring,\n",
        "creating sharp resonance peaks. These devices are widely used in\n",
        "integrated photonics for applications such as filtering, sensing,\n",
        "modulation, and wavelength division multiplexing (WDM), owing to their\n",
        "small footprint and high quality factor (Q-factor).\n",
        "\n",
        "<img src=\"img/ring_resonator.png\" width=\"400\" alt=\"Schematic of the ring resonator\">\n",
        "\n",
        "The resonance condition depends on the optical path length of the ring\n",
        "and the wavelength of the input light, and is given by:\n",
        "\n",
        "$$m \\lambda = n_{\\text{eff}} L$$\n",
        "\n",
        "where $m$ is an integer (resonance order), $\\lambda$ is the resonant\n",
        "wavelength, $n_{\\text{eff}}$ is the effective refractive index, and $L$\n",
        "is the circumference of the ring. By carefully engineering the coupling\n",
        "between the ring and a nearby waveguide, microring resonators can\n",
        "achieve precise spectral control, making them essential components in\n",
        "modern photonic circuits.\n",
        "\n",
        "In this notebook, we demonstrate how to model an MRR add-drop filter\n",
        "consisting of a ring and two bus waveguides. Due to the high Q-factor of\n",
        "the ring, 3D FDTD simulations are traditionally considered very\n",
        "challenging. Tidy3D’s speed makes this type of simulation easy to do. To\n",
        "avoid running long 3D FDTD, which can be expensive, one can consider one\n",
        "of the following alternative strategies:\n",
        "\n",
        "1.  Model only the [waveguide-to-ring\n",
        "    coupling](https://www.flexcompute.com/tidy3d/examples/notebooks/WaveguideToRingCoupling/)\n",
        "    region and analyze the ring response analytically or using a circuit\n",
        "    simulation like in\n",
        "    [PhotonForge](https://www.flexcompute.com/photonforge).\n",
        "\n",
        "2.  Use the 2D effective index method to approximate the 3D simulation\n",
        "    with a 2D one as demonstrated in the tutorial\n",
        "    [here](https://www.flexcompute.com/tidy3d/examples/notebooks/EffectiveIndexApproximation/)."
      ],
      "id": "c4124582-04b2-4e17-9326-e66103201c84"
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {},
      "outputs": [],
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import numpy as np\n",
        "import tidy3d as td\n",
        "import tidy3d.web as web"
      ],
      "id": "33b4e6ad"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Simulation Setup\n",
        "\n",
        "First we define the wavelength range of interest. To resolve the narrow\n",
        "peaks in the spectrum, we need to sample a lot of wavelength points. In\n",
        "this case, we use 2001 wavelength points with a 0.1 nm resolution."
      ],
      "id": "b16c7f10-b6c4-435b-aac7-57a644a9afd3"
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {},
      "outputs": [],
      "source": [
        "lda0 = 1.55  # central wavelength\n",
        "freq0 = td.C_0 / lda0  # central frequency\n",
        "ldas = np.linspace(1.50, 1.6, 1001)  # wavelength range\n",
        "freqs = td.C_0 / ldas  # frequency range\n",
        "fwidth = 0.5 * (np.max(freqs) - np.min(freqs))  # width of the source frequency range"
      ],
      "id": "9fe8abac"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Define geometry parameters used in the simulation."
      ],
      "id": "d5b5b50b-7c02-4faf-aa6f-dfcf1ee80756"
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {},
      "outputs": [],
      "source": [
        "# define geometry parameters\n",
        "wg_height = 0.22  # waveguide thickness\n",
        "wg_width = 0.43  # waveguide width\n",
        "gap = 0.1  # coupling region gap size\n",
        "ring_radius = 5  # ring radius\n",
        "buffer = 0.7 * lda0  # buffer spacing between structures and simulation domain boundaries"
      ],
      "id": "1e1914cc"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Define the materials used in the simulation. In this model, the\n",
        "waveguide is made of silicon. The top cladding is made of silicon oxide.\n",
        "We will directly use the silicon and oxide media from Tidy3D’s material\n",
        "library. More specifically, we use the data from the widely used\n",
        "Handbook of Optical Constants of Solids by Palik."
      ],
      "id": "7415bdcf-91bf-4bb6-8f21-039d20a9c716"
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {},
      "outputs": [],
      "source": [
        "si = td.material_library[\"cSi\"][\"Palik_LowLoss\"]\n",
        "\n",
        "sio2 = td.material_library[\"SiO2\"][\"Palik_LowLoss\"]"
      ],
      "id": "b8d614b0"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Next we define the ring resonator\n",
        "[Structures](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html).\n",
        "The ring is created from the Boolean operation of two\n",
        "[Cylinders](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Cylinder.html)\n",
        "geometries."
      ],
      "id": "8eea0ff9-1666-46e6-b00a-7f26837ee2c7"
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {},
      "outputs": [],
      "source": [
        "# create the waveguide structures\n",
        "wg_center_y = ring_radius + wg_width + gap\n",
        "waveguide_top = td.Structure(\n",
        "    geometry=td.Box(\n",
        "        center=(0, wg_center_y, 0),\n",
        "        size=(td.inf, wg_width, wg_height),\n",
        "    ),\n",
        "    medium=si,\n",
        ")\n",
        "\n",
        "waveguide_bottom = td.Structure(\n",
        "    geometry=td.Box(\n",
        "        center=(0, -wg_center_y, 0),\n",
        "        size=(td.inf, wg_width, wg_height),\n",
        "    ),\n",
        "    medium=si,\n",
        ")\n",
        "\n",
        "# outer cylinder\n",
        "outer = td.Cylinder(\n",
        "    center=(0, 0, 0),\n",
        "    axis=2,\n",
        "    radius=ring_radius + wg_width / 2,\n",
        "    length=wg_height,\n",
        ")\n",
        "\n",
        "# inner cylinder\n",
        "inner = td.Cylinder(\n",
        "    center=(0, 0, 0),\n",
        "    axis=2,\n",
        "    radius=ring_radius - wg_width / 2,\n",
        "    length=wg_height,\n",
        ")\n",
        "\n",
        "# create the ring structure\n",
        "ring = td.Structure(\n",
        "    geometry=outer\n",
        "    - inner,  # boolean operation to calculate the difference of the two cylinders to form a ring\n",
        "    medium=si,\n",
        ")"
      ],
      "id": "51ca6c17"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "We will use a\n",
        "[ModeSource](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeSource.htm)\n",
        "to excite the waveguide using the fundamental TE mode.\n",
        "\n",
        "A\n",
        "[ModeMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeMonitor.html)\n",
        "is placed on the other side of the waveguide to measure the\n",
        "transmission. A\n",
        "[FieldMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldMonitor.html)\n",
        "is added to the $xy$ plane to visualize the field distribution."
      ],
      "id": "9410e761-af6f-44fa-a413-159006831dcb"
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {},
      "outputs": [],
      "source": [
        "# add a mode source as excitation that launches the fundamental TE mode into the waveguide\n",
        "mode_spec = td.ModeSpec(num_modes=1, target_neff=3.47)\n",
        "mode_source = td.ModeSource(\n",
        "    size=(0, 4 * wg_width, 6 * wg_height),\n",
        "    center=(-ring_radius, wg_center_y, 0),\n",
        "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
        "    direction=\"+\",\n",
        "    mode_spec=mode_spec,\n",
        "    mode_index=0,\n",
        "    num_freqs=7,  # using 7 (Chebyshev) points to approximate frequency dependence of the mode profile\n",
        ")\n",
        "\n",
        "# add a field monitor to visualize the field distribution\n",
        "field_monitor = td.FieldMonitor(\n",
        "    center=(0, 0, 0), size=(td.inf, td.inf, 0), freqs=[freq0], name=\"field\"\n",
        ")\n",
        "\n",
        "# add a mode monitor to measure through transmission\n",
        "mode_through = td.ModeMonitor(\n",
        "    size=mode_source.size,\n",
        "    center=(ring_radius, wg_center_y, 0),\n",
        "    freqs=freqs,\n",
        "    mode_spec=mode_spec,\n",
        "    name=\"through\",\n",
        ")\n",
        "\n",
        "# add a mode monitor to measure drop transmission\n",
        "mode_drop = td.ModeMonitor(\n",
        "    size=mode_source.size,\n",
        "    center=(-ring_radius, -wg_center_y, 0),\n",
        "    freqs=freqs,\n",
        "    mode_spec=mode_spec,\n",
        "    name=\"drop\",\n",
        ")"
      ],
      "id": "d3a27ef3"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Finally, we define the Tidy3D\n",
        "[Simulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html)\n",
        "by putting the components we created earlier together.\n",
        "\n",
        "For an accurate simulation result, we use the automatic nonuniform grid\n",
        "with `min_steps_per_wvl=15`. That is, 15 grids per wavelength in\n",
        "material. To ensure field decay, we need to use a long `run_time` of 30\n",
        "ps. The background medium is set to oxide since the ring is surrounded\n",
        "by the bottom oxide and oxide cladding. To save cost, we can make sure\n",
        "of the symmetry in the $z$ direction. Since we are launching the TE0\n",
        "mode, the symmetry is even (PMC) so we can set `symmetry=(0,0,1)`. Since\n",
        "we are using the dispersive mediums for silicon and oxide, it’s better\n",
        "to use the absorber boundary condition instead of default PML to avoid\n",
        "divergence of the simulation. For the absorbers in the $x$ direction, we\n",
        "increase the number of layers to 60 to minimize undesired artificial\n",
        "reflections."
      ],
      "id": "570d54aa-bf2d-48f5-8f66-838f9335096b"
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {},
      "outputs": [],
      "source": [
        "run_time = 3e-11  # simulation run time in seconds\n",
        "\n",
        "# simulation domain size in x, y, and z\n",
        "l_x = 2 * ring_radius + wg_width + 2 * buffer\n",
        "l_y = l_x + 2 * gap + 2 * wg_width\n",
        "l_z = wg_height + 2 * buffer\n",
        "\n",
        "# create simulation\n",
        "sim = td.Simulation(\n",
        "    center=(0, 0, 0),\n",
        "    size=(l_x, l_y, l_z),\n",
        "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=15, wavelength=lda0),\n",
        "    structures=[waveguide_top, waveguide_bottom, ring],\n",
        "    sources=[mode_source],\n",
        "    monitors=[mode_drop, mode_through, field_monitor],\n",
        "    run_time=run_time,\n",
        "    boundary_spec=td.BoundarySpec(\n",
        "        x=td.Boundary(plus=td.Absorber(num_layers=60), minus=td.Absorber(num_layers=60)),\n",
        "        y=td.Boundary.absorber(),\n",
        "        z=td.Boundary.absorber(),\n",
        "    ),\n",
        "    medium=sio2,\n",
        "    symmetry=(0, 0, 1),\n",
        ")"
      ],
      "id": "abf659db"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Visualize structure, source, and modes."
      ],
      "id": "b876d0c4-669f-4cfa-9d06-72e698372284"
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "text/html": [
              "\n",
              "    <div class=\"simulation-viewer\" data-width=\"800\" data-height=\"800\" 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\" ></div>\n",
              "    <script>\n",
              "        \n",
              "        /**\n",
              "        * Simulation Viewer Injector\n",
              "        *\n",
              "        * Monitors the document for elements being added in the form:\n",
              "        *\n",
              "        *    <div class=\"simulation-viewer\" data-width=\"800\" data-height=\"800\" data-simulation=\"{...}\" />\n",
              "        *\n",
              "        * This script will then inject an iframe to the viewer application, and pass it the simulation data\n",
              "        * via the postMessage API on request. The script may be safely included multiple times, with only the\n",
              "        * configuration of the first started script (e.g. viewer URL) applying.\n",
              "        *\n",
              "        */\n",
              "        (function() {\n",
              "            const TARGET_CLASS = \"simulation-viewer\";\n",
              "            const ACTIVE_CLASS = \"simulation-viewer-active\";\n",
              "            const VIEWER_URL = \"https://tidy3d.simulation.cloud/simulation-viewer\";\n",
              "\n",
              "            class SimulationViewerInjector {\n",
              "                constructor() {\n",
              "                    for (var node of document.getElementsByClassName(TARGET_CLASS)) {\n",
              "                        this.injectViewer(node);\n",
              "                    }\n",
              "\n",
              "                    // Monitor for newly added nodes to the DOM\n",
              "                    this.observer = new MutationObserver(this.onMutations.bind(this));\n",
              "                    this.observer.observe(document.body, {childList: true, subtree: true});\n",
              "                }\n",
              "\n",
              "                onMutations(mutations) {\n",
              "                    for (var mutation of mutations) {\n",
              "                        if (mutation.type === 'childList') {\n",
              "                            /**\n",
              "                            * Have found that adding the element does not reliably trigger the mutation observer.\n",
              "                            * It may be the case that setting content with innerHTML does not trigger.\n",
              "                            *\n",
              "                            * It seems to be sufficient to re-scan the document for un-activated viewers\n",
              "                            * whenever an event occurs, as Jupyter triggers multiple events on cell evaluation.\n",
              "                            */\n",
              "                            var viewers = document.getElementsByClassName(TARGET_CLASS);\n",
              "                            for (var node of viewers) {\n",
              "                                this.injectViewer(node);\n",
              "                            }\n",
              "                        }\n",
              "                    }\n",
              "                }\n",
              "\n",
              "                injectViewer(node) {\n",
              "                    // (re-)check that this is a valid simulation container and has not already been injected\n",
              "                    if (node.classList.contains(TARGET_CLASS) && !node.classList.contains(ACTIVE_CLASS)) {\n",
              "                        // Mark node as injected, to prevent re-runs\n",
              "                        node.classList.add(ACTIVE_CLASS);\n",
              "\n",
              "                        var uuid;\n",
              "                        if (window.crypto && window.crypto.randomUUID) {\n",
              "                            uuid = window.crypto.randomUUID();\n",
              "                        } else {\n",
              "                            uuid = \"\" + Math.random();\n",
              "                        }\n",
              "\n",
              "                        var frame = document.createElement(\"iframe\");\n",
              "                        frame.width = node.dataset.width || 800;\n",
              "                        frame.height = node.dataset.height || 800;\n",
              "                        frame.style.cssText = `width:${frame.width}px;height:${frame.height}px;max-width:none;border:0;display:block`\n",
              "                        frame.src = VIEWER_URL + \"?uuid=\" + uuid;\n",
              "\n",
              "                        var postMessageToViewer;\n",
              "                        postMessageToViewer = event => {\n",
              "                            if(event.data.type === 'viewer' && event.data.uuid===uuid){\n",
              "                                frame.contentWindow.postMessage({ type: 'jupyter', uuid, value: node.dataset.simulation, fileType: 'hdf5'}, '*');\n",
              "\n",
              "                                // Run once only\n",
              "                                window.removeEventListener('message', postMessageToViewer);\n",
              "                            }\n",
              "                        };\n",
              "                        window.addEventListener(\n",
              "                            'message',\n",
              "                            postMessageToViewer,\n",
              "                            false\n",
              "                        );\n",
              "\n",
              "                        node.appendChild(frame);\n",
              "                    }\n",
              "                }\n",
              "            }\n",
              "\n",
              "            if (!window.simulationViewerInjector) {\n",
              "                window.simulationViewerInjector = new SimulationViewerInjector();\n",
              "            }\n",
              "        })();\n",
              "    \n",
              "    </script>\n",
              "    "
            ]
          }
        }
      ],
      "source": [
        "# visualize the simulation\n",
        "sim.plot_3d()"
      ],
      "id": "72ba89c1"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Now that we verified all the settings, we are ready to submit the\n",
        "simulation job to the server. Before running the simulation, we can get\n",
        "a cost estimation using `estimate_cost`. This prevents us from\n",
        "accidentally running large jobs that we set up by mistake. The estimated\n",
        "cost is the maximum cost corresponding to running all the time steps."
      ],
      "id": "908d3753-878d-4747-be95-07f385462dbe"
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">06:58:19 UTC </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'ring_resonator'</span> with resource_id                     \n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-50260c48-021d-42a3-bb66-9452a21ed58e'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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-50260c48-021d-42a3-bb66-9452a21ed58e\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-50260c48-021</span></a>\n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-50260c48-021d-42a3-bb66-9452a21ed58e\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">d-42a3-bb66-9452a21ed58e'</span></a>.                                         \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "text/html": [
              "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "text/html": [
              "<script type=\"application/vnd.jupyter.widget-view+json\">\n",
              "{\"model_id\":\"581c6fd570e04fa5a942e2d0fcab9b6c\",\"version_major\":2,\"version_minor\":0,\"quarto_mimetype\":\"application/vnd.jupyter.widget-view+json\"}\n",
              "</script>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">06:58:22 UTC </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">6.917</span>. This assumes the FDTD solver runs\n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>for the full simulation time; if early shutoff is reached, the     \n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>billed cost can be lower. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the  \n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>billed FlexCredit cost after a simulation run.                     \n",
              "</pre>"
            ]
          }
        }
      ],
      "source": [
        "job = web.Job(simulation=sim, task_name=\"ring_resonator\")\n",
        "estimated_cost = web.estimate_cost(job.task_id)"
      ],
      "id": "d9514e4a"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "The cost is high due to the long `run_time` but that’s expected for\n",
        "simulating high-Q devices. Now we are ready to run the simulation on the\n",
        "server."
      ],
      "id": "aaf502a5-7fce-464b-80b5-7c2e97cbc908"
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">06:58:23 UTC </span>status = queued                                                    \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "text/html": [
              "<script type=\"application/vnd.jupyter.widget-view+json\">\n",
              "{\"model_id\":\"dec1692005304bb18e7596f790333056\",\"version_major\":2,\"version_minor\":0,\"quarto_mimetype\":\"application/vnd.jupyter.widget-view+json\"}\n",
              "</script>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">06:58:30 UTC </span>status = preprocess                                                \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">06:58:35 UTC </span>starting up solver                                                 \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "text/html": [
              "<script type=\"application/vnd.jupyter.widget-view+json\">\n",
              "{\"model_id\":\"37ce2ac29a454bb8bd5abc217619aadd\",\"version_major\":2,\"version_minor\":0,\"quarto_mimetype\":\"application/vnd.jupyter.widget-view+json\"}\n",
              "</script>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">07:04:20 UTC </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">56</span>%, exiting.                            \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "text/html": [
              "<script type=\"application/vnd.jupyter.widget-view+json\">\n",
              "{\"model_id\":\"a8b77d8bfdac4fb18c99f1d7bf046586\",\"version_major\":2,\"version_minor\":0,\"quarto_mimetype\":\"application/vnd.jupyter.widget-view+json\"}\n",
              "</script>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">07:04:28 UTC </span>status = success                                                   \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">07:04:30 UTC </span>View simulation result at                                          \n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-50260c48-021d-42a3-bb66-9452a21ed58e\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-50260c48-021</span></a>\n",
              "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-50260c48-021d-42a3-bb66-9452a21ed58e\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">d-42a3-bb66-9452a21ed58e'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                         \n",
              "</pre>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "text/html": [
              "<script type=\"application/vnd.jupyter.widget-view+json\">\n",
              "{\"model_id\":\"025f1e7e23f04792880f37024e7131b0\",\"version_major\":2,\"version_minor\":0,\"quarto_mimetype\":\"application/vnd.jupyter.widget-view+json\"}\n",
              "</script>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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>"
            ]
          }
        },
        {
          "output_type": "display_data",
          "metadata": {},
          "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\">07:04:31 UTC </span>Loading results from data/simulation_data.hdf5                     \n",
              "</pre>"
            ]
          }
        }
      ],
      "source": [
        "sim_data = job.run(path=\"data/simulation_data.hdf5\")"
      ],
      "id": "fbeae9df"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Result Visualization\n",
        "\n",
        "After the simulation is finished, we can plot the monitor data. First,\n",
        "we can plot the field distribution at the central wavelength. We only\n",
        "recorded the field distribution at the central wavelength but in\n",
        "principle we can record at multiple wavelengths as needed, for example\n",
        "one at the dip of the through port transmission and one at the peak of\n",
        "the drop port transmission."
      ],
      "id": "2be3a3bb-d923-4f20-a3de-3eacb7e89016"
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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EEEIIIYTkgzoP8hCLxfCHP/wBgPpKxI997GMlDf/tt98G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ouKJ3794AgNjYWLsBhPj4eBw+fBgA0KdPH4/qmzVrFt577z0AQI8ePbBp0yb4+PB7dwYP\niGwQJpOu0iS1pnaqpCf9705bea3zc6UPjZZGa7T26okSz4lJCEWviRrPthHeL5Ts45L8TCl9/xas\ni6gkGzFihDSkYc6cOTb3eeutt5CdnQ0AGD9+vNt1zZ8/H2+//TYAoFOnTvjqq6/g6+vrdnnFCYMH\nREREREREChBmQOQKXf3AgLGo8PBwvPzyywCA77//HhMmTEBSUhIA4N69e3jjjTewbNkyAMDw4cPR\nsmXLQmXExsaidu3aqF27NqZOnWqzng8++AAzZ84EADzxxBP49ttvUaZMGQXOyJiYe0FERERERES6\n9tprr+HChQvYuHEjVq5cic8++wyhoaFITExEZmYmAODxxx/HypUrbR6fnZ0trQZx8+bNQtszMzPx\n4osvSv8fFRWFxo0bO2zTq6++irFjx7p7SobD4AEVe2rPuq1FaqGSs+ozVTI/rWbXdrded+8NZ2bo\nL4lDRLRcwULr1TP4WlCY0e9nkoeSK5rwuSP6Hy8vL2zYsAFdu3bF+++/j+PHjyM2NhYAEBkZieee\new4vvvii23MTCCHyzQdhKdsRS/ZDScHgARERERERkRLMfw8VINmMHDkSI0eOREZGBhISEhAcHAx/\nf/8ij6tataq0lGS5cuUKbS9durTLS01WrFjRpf2NjsEDIiIiIiIiMpQyZcqgWrVqTu/v4+PjcClJ\nk8mk2FKTxQWDB1RiOJPyq3UKqiepj9bHyZHm6GkZWvalO/2oZHuNmnYqd7u1fr6KAyWHoRC5yqiv\nbUpQ4hlTun/5mkBErmLwgIiIiIiISAFCCJhzzVo3Ix/BwB+5icEDko0SEXe5yywpUXZ3z7M4fYtk\nfS5aZ0FoTe1JQ+3Vrxf8Ft51eriPiTyhxj0s52sLnzki0iMvrRtARERERERERPrGzAMiIiIiIiIF\nCCEgzDrLJNFZc8g4mHlAsjLaZEF6pOY5m4TI9yMXue4DOdM/S+K9VJAwmQyfrq+HczBq/e48B0o/\nO3q4nu4yaruNRo5+NtrrvxrtVeL+NVo/E5HrmHlARERERESkAGEGzLkMrFDxwMwDIiIiIiIiInKI\nwQPSPSXS6vVOrVmhSxo17yO565J7WAlTrtWlp+fNmXtTjWdFjXtQT/1O2lD7Hihpf68QUcnCYQtE\nREREREQKEEJA5Jq1bkY+ggEuchMzD4iIiIiIiIjIIWYekOwsqahKpO05U6ZW6dhyn6+lvJKeXi5M\nJvatQpR8VpWmxH2hNLnuO7nOW8v+45AFx4zSdiM+h3rHlRaISM8YPCAiIiIiIlKCWUDobbUFnTWH\njIPDFoiIiIiIiIjIIWYekGKs0+LUTGezV5dRU9RNQhi27XpntL5Vqr1KD19QapiIVinTntZp63hH\nfVPc0oGVfuaMmvZtoUT7jfQ6Z2HENgOet1vJ1zWj9ikR6QeDB0RERERERAoQZsDMYQtUTHDYAhER\nERERERE5xMwDUoVWQxisKTnDfnFLKy5JOHThf4w4fMHVNuv1Whf31xC1+t3oQxaMSIk0e/YxEZE+\nMXhARERERESkACEEhNmsdTPyERy3QG7isAUiIiIiIiIicoiZB6S6gumIaqfrKjl8wUiUnNFZ7tR6\npWfVN9rQBaUZsb95/fSnOA1VUENxOQ9PGPk5NtJ7ntyM1FYtCCE4YSIVG8w8ICIiIiIiIiKHmHlA\nmlN6kjZ7jJSBwG/GladEtoSlXLmpcT+okX1QsD7SlhGvgZrvG0r2j5LnocZ1leP1wqgTwVrXIXeZ\n/EafiPSGwQMiIiIiIiIlmAHBYQtUTHDYAhERERERERE5xMwD0g2thi+QMTCFU33WqbhK9z2HMSir\nuPWn2q8FSvUfX9PUuzeV+BvD6MPHiIhcxeABERERERGRAoTZDJFr1roZ+QgGpchNHLZARERERERE\nRA4x84B0R+3hC1zJgCyUuBeUSjtVe7UQtdNn7dWlh2dVz6nEeugfpWjR50ZdYcFCrftBr8+DLZ4+\nv8X5GSMiKgqDB0RERERERAoQAjDrbbUFIjdx2AIREREREREROcTMA9ItPacGF2SktlpTst1KDQGw\nlG0kRutne/Rwn+tlVQY99EVJSp8uTkMWitNwBcB4r8eA++8lWjxzcr7vqT3cjf5mFhB6yzzQWXPI\nOJh5QEREREREREQOMXhARERERERERA5x2ALJRonURTVSg+VK3zNqSr0RKT0MwFKHnJS8P9RMRbWu\nQw/3upZpuGoPXSiJqcZq32NK97Eenhk5Gf18nH2GS+KzR/IxAzDr7FnRV2vISJh5QEREREREREQO\nMXhARERERERERA5x2AKRzJRIT1cyZdKowy30MNu9O4rL8AVLPXq5BloNXzDa824ExWllBWtqnZfR\nhl7oeQUAPbRJqfcKPZxbSSGEQK5O3isthM7aQ8bBzAMiIiIiIiIicojBAyIiIiIiIiJyiMMWSFZK\npMIplRqtdMqenOnMaqQYKtHPSrfbqEMuAHVWjLDUoyS9XQOthy8UbIcz+1Ke4raygrXiMGRBL8+4\nXJw5H62HVBilz/U0hE2PzALI1Vn36Kw5ZCDMPCAiIiIiIiIih5h5QEREREREpAAB6G7CRCJ3MXhg\nw61bt3Dr1i2XjomMjISvr6/LdUVFRSEjI6PI/SpUqICqVas6VWZGRgbi4uJQunRphIaGwtvb2+V2\necJIQxfUYOS2G4XeUuedpca9oVbarStp+2ooWL/WwxiKG3eHxmh9X2hxXYw8ZEHN66XWCgDunJMW\nwxe0flaIiGxh8MCG999/H2+99ZZLx0RFRaFWrVou19WvXz+cPXu2yP2GDRuG9evXO9xn//79mDdv\nHn7++Wfk5uYCAAIDAzFw4EC8+eabCA8Pd7l9RERERERERAwe2BAaGoqGDRs63CcnJwcXLlwAAFSs\nWBHVqlXzqM4KFSqgSpUqdrcXVf6HH36IKVOmwGw2w8vLCxEREbh37x4SEhLw2Wef4ZtvvsHPP/+M\nJk2aeNROco8c34xz0sSiydl+tdqtVmaKrTrUmMzSmXaooah6i3umgDPcvTZ6/oZUy+uqRr8UtwkS\nlXjdlfM81MpA0PMzRa7jhIlUnDB4YMPkyZMxefJkh/t8/fXX6N+/P4C8rAB3hixY69u3Lz7//HO3\njt27d68UOGjbti3WrVuHmjVrAgB27dqFESNGIDExEb169cL58+cREBDgUVuJiIiIiIioZOFqC26y\n/qA/evRo7RoC4F//+hfMZjPCwsKwfft2KXAAAN26dcOGDRsAADExMXjnnXe0aiYREREREREZFIMH\nbkhISMDOnTsBAM2bN9d0KMAff/yBY8eOAcjLmAgKCiq0T+fOndGmTRsAwKeffqpq+yg/T1MdjZoG\naxLCkJOGqdlmy4+a1LwuFtbnautHK5a+cObH6IrreVnTw/2ktOI2ZEFuSt7XSj03xfFZJMAMgVyh\nrx/eZuQuBg/c8MUXXyA7OxuA9lkH27Ztk37v27ev3f0s265fv44//vhD6WYRERERERFRMcLggRss\nQxZKly6NoUOHylZuRkYGLl++jOjoaKSlpTl1jCUQ4O/vjwYNGtjdr1WrVoWOISIiIiIiInIGgwcu\nOnnyJE6ePAkA6NOnD4KDg2Upd+vWrQgMDEStWrVQs2ZNBAYGonHjxli0aJHDQMLFixcBABERETA5\nSGGsUaOG9LtllQglGSHtzqjpgWqkGSuVDsuhC0XTah16vaSv6204gy1GS/k3Ulvdpaf7Rek+Vvoc\njXqPaHWfe1qfFm3W+hkpacTfqy3o6ceYTznpAYMHLrKeKHHMmDGylZuamgo/Pz/UqVMHFStWhBAC\np0+fxowZM9C8eXO7H/iTkpIAoMgghvX25ORkl9qWlJRk98fVsoiIiIiIiMh4GDxwQU5OjrRyQZUq\nVdC5c2ePy+zevTu++uor3L59GykpKbh48SISEhJw/vx5DBs2DABw6dIldOvWDXfv3i10fHp6OgDA\nz8/PYT3W250dEmERHBxs98d6ZQciIiIiIvofM6D5BIkFf4jcxeCBC3bs2IFbt24BAJ599ll4e3t7\nXOaiRYvQv3//QpkD9erVw/r16/Hyyy8DAK5cuWJzmUVLG3Jzcx3WY73dx8fH02Zrojik2XFmZmO3\n2YjDLtyhx2ukp7R0W/TUXyVhmAKg3Sol9ijZ32qdqxHvF73c564MZ9Lq+dTT80JExmTMT5FuuHPn\nDm7cuGFzW2BgIKpXr15kGdZDFkaNGiVTyxybO3cuPv/8c8THx2Pz5s2YO3duvu0BAQG4ffs27t+/\n77Cce/fu5TvGFXfu3LG7LTk5mdkHRERERERExVyJCR5s2LABkydPtrmtb9+++Oabbxwen5iYiB07\ndgAAHn30UURGRsrdRJtKly6NJ554Aps3b8aFCxeQm5ubL+MhLCwMV69etRsYsYiLi8t3jCuCgoJc\nazQREREREcH89ySFeqKz5pCBlJjgQUhICBo2bGhzW0RERJHHb9iwAdnZ2QDknSjRGeXLlwcACCFw\n7949lCtXTtpWv359HDlyBLGxsbh//77duQ8uXbqU7xg1mIQwRHqcJW3QCG21R4lzsJSlVFqldblK\n9L0wmRRpu1r3i9L97ww9Pxt66J+CtOwvPfWDUvR4Hxpx1Rtb9HD/uHO+emi3I3pqH1foICI5lJjg\nwZAhQzBkyBC3j7cMWfD398fTTz8tU6ucc+XKFQB5WQjWgQMAaNu2LT7//HPk5OTg8OHD6NChg80y\nDhw4AAAwmUxo06aNou0lIiIiIiKi4oUTJjrh9OnTOHHiBABg4MCBhT7AK+n69evYt28fgLxAQUF9\n+/aVhjGsW7fOZhnZ2dnYtGkTAKBNmzaoXLmyQq0lIiIiIiILgbxhC3r6YbIIuYvBAyesXr1a+n30\n6NFOH3fp0iWcOXMG58+ft7m9qCUTk5KSMGjQIGRmZgIAJkyYUGifBx54ACNHjgQArF27FocOHSq0\nz9y5c6U5D2bMmOF0+0saJWc+VmtWZSXqUSN1Vi+zZbtCrRnt9TCjvJ6vT0lLZbeuo7iuqFBwZQ2t\n7/+C1Hru1aLV/ePp9S1u972S9PT8EJGxlZhhC+7KycnBhg0bAAC1atVCu3btnD62d+/euHDhAsqX\nL4/k5ORC28ePH49z586hd+/eqF+/PsLCwhASEoI7d+7gwIED+Oijj3Dz5k0AwKBBgzBo0CCb9bz1\n1lvYvXs3YmNj0bVrV8yePRvt27dHeno61q1bJw256Nu3L/r16+fS+RMRERERERExeFCEnTt3Ij4+\nHkDe8owmGaO35cqVw6lTp3Dq1Cm7+/j4+GD69OmYN2+e3X3CwsKwa9cuDBgwABcvXsQrr7xSaJ+n\nnnoK69evl6XdRERERERUNLMQyNVZpozgegvkJgYPinDw4EE0bNgQJpNJGh7grMjISPj4+CAwMNDm\n9pUrV2LatGnYtWsXTpw4gbi4OCQmJsLPzw9Vq1ZFmzZtMHjwYISHhxdZV6NGjfDHH39gw4YN+P77\n73H9+nWULl0akZGRGDRoELp06eJS2/VKjRnW5V4FQIvUSrlnfVdq5YKC9Dy7f1HUaLt12VrdV3q8\nNmrdn66Qs6/0dm5y0ON9ZIuafW+UPnGHkVbUKW64ygIRyYnBgyIsWLAACxYscOvY7777rsh96tWr\nh3r16rlVfkF+fn4YO3Ysxo4dK0t5RERERERERACDB6Qwpb6NVfubcEud7h5bHKiR9WEhV/aHmm22\nKFiXUt/62CrXSNdGblpc66K4+vqnp7a7S0/3hCu07nut+k2p81brfPSWfeDovItbFoue+l3vLKst\nEBUHXG2BiIiIiIiIiBxi5gEREREREZECzAI6nDCRyD0MHpBhqZ2uaK+ugumBekrlU2KCO7XTw+UY\n+qJlaquak0CqPZRBj0MY9JbGXJCe2+YMvVxnd+mt/7XsT7n6Qut7Qu1n3t3zVeP1Wa1robfniIjU\nw2ELREREREREROQQMw+IiIiIiIgUkDdsQetW5MfkEXIXgwekCqXWh9dDirLW9WtFi+ELRh26ACj3\nDBRFraEMzg7rUYN1nXpKCzbKa4XWaehyMEJfa9HPcvSLHu8PuV/f1VwtoiBXz0Pt62GEZ4uIlMNh\nC0RERERERETkEDMPiIiIiIiIFCAguNoCFRsMHpBqivPQhZJMzf73dOUCtYdaFKTV0IWClEzrL8id\n8uXsIz30t4WeXqv01C+e0kufOsuIaeZGuF+cXflI7+ei5/YZ7VkjIvlx2AIREREREREROcTMAyIi\nIiIiIgXocrUFrRtAhsXgAalKyaEL1nVoydnz07qdclJrOIBc946z6a1KsK5LD+mpenp2LFxphx76\n0BVqD10wWv+4Qi/3qyuUvh56Wl1Ea0Zuu54Y8TkjIuUweEBERERERKQAsw4nTGTuAbmLcx4QERER\nERERkUPMPCDVKT3jvBZp2O6cjxrDG9RO29RyOIAntErd18vqCxZar0bhDr31oZaKez8Y6b4sSO5r\no0ZfFPf7iRzz9B7j/UNUPDF4QEREREREpAABwKx1IwowbiiWtMZhC0RERERERETkEDMPSBOWdDil\n09qUTqNXIy3PyKl/ttruzjVQsw/karOz1HoWXKH2igCeMtrQBbmGhxjpnN1lpPvQmpzXxqh9QMYk\nx/1WEl6biEoqBg+IiIiIiIgUIAR0t9qCzppDBsJhC0RERERERETkEDMPSFNqp2x7mpLOVDzPGbEP\n1RjKULA8rfvJiEMXAO37zRkcrmCbke43QPnroHV/6GU4UFH9oIc2Gpmc9xmvBVHxx+ABERERERGR\nAswAco0VGyWyi8ED0gUtv+FgpJzcofRknPbK02rySK2/BS0OmHFgrPtIq/7WUx8pkdGjxmulUZ8V\nZ/vG3fNT8t4yap8TkWsYPCAiIiIiIlKAWQj9TZiodQPIsDhhIhERERERERE5xMwDko0wmTyaZM1I\nE54ZiavXg/3vHrVS/J0pW4lraClTTynVthhlkrfixmjnq4d7pCA996Ge22aLdXu1vtZK9J1erofW\nfUtE6mPwgIiIiIiISAEC+pswUWfNIQPhsAUiIiIiIiIicoiZByQ7T9eH11O6odG5cx0cHcPr4Ryt\nVylQcl10Z47VOqVWySFQWp+bWorLeRrlNau49LceFexbT+4JXqc8RnmuiEh+DB4QEREREREpwCyg\nv9UW9NUcMhAGD4iIiIiIiMgQoqKi8Mknn+DgwYNISEhAUFAQWrRogTFjxqB58+Yel3/jxg389NNP\n2LdvH65du4YbN24gOzsblSpVQtOmTTFw4EA88cQTMpyJ8TB4QIqQa2Z2DmFwj1KplbbK1eK62Ds/\nPd4jelylQM40XluUug6u9qGe+lwO7g7HKG794IgeXwNIX0rS8yA3Pl+kB5988gkmT56MjIyMfP9+\n+PBhfPTRR5g1axbeeOMNt8vfsmULnn76aZvbLly4gAMHDmDZsmXo2rUrNm7ciKCgILfrMiJOmEhE\nRERERKQAy2oLevoxqm+//RbPPfccMjIy0KRJE2zduhXnz5/Hrl270L59e5jNZsybNw9Llixxu46M\njAzUqlULkyZNwueff46ffvoJ58+fx5EjR7BmzRq0bt0aALB792707NkTubm5cp2eIZiEYAiW3JeU\nlITg4GAAQOyNG4Wib3JG+Bnxdp6a36ww88A5ev62S8/9Zk3PfagmZh7YZ5R7uaCSdI3IuFx5vpKS\nklClcmUAwJ07d0rct7MAMGDAAGzduhWPmoLQ3FRe6+bk87X5JmKQgVWrVmHcuHFaN8cpGRkZqFOn\nDmJiYhAZGYnff/8dAQEB0vacnBx06dIFe/bsQdmyZREVFYXw8HCX68nKyoKvr6/d7UIIDBs2DBs3\nbgQA7NixAz169HD9hAyKmQekKGEyyfbHnEmIfD+Un1Z9U/C6yF2/K+Xb2lcv942eP9TooX+cYXk9\ncfRTEjhznxvlmnqqOFx/ta4Rnx9yFe8PeZiFQK7OfgSM997w3//+FzExMQCABQsW5AscAICPjw+W\nLl0KALh37x6WL1/uVj2OAgcAYDKZMG3aNOn/f/vtN7fqMSoGD4iIiIiIiEi3vv76awBAuXLl0Lt3\nb5v7NG7cGI0aNcq3vxLKl/9fJknZsmUVq0ePGDwgIiIiIiIi3fr1118BAK1bt4aPj/05/x977DEA\nwNmzZ5GamqpIW3bs2CH93q5dO0Xq0CuutkCqUGLGebVn/i/u6b9ycndOAjX6WMv5Eqzr0Ov9ZBLC\n0OmpwmTSbd+S54x8b9riyb2qRF8Y4TWKlFXcnjE9MEN/kxTqrDlFSkpKwq1btwAAderUcbhvrVq1\npN///PNPPPzww7K1IyEhAZ988gnmzp0LAJgwYYI0gWJJweABERERERFRCZOeno6kpCS72/Uy0eXN\nmzel38PCwhzuaz1JYnx8vEf1vvHGG/jss88A5AUw7t69CwCoX78+pkyZgokTJ3pUvhExeEBERERE\nRKQAs9YNsMHSpqlTp2Lq1Kl299PLonxpaWnS735+fg73td5ufZw77ty5g6tXrxb697CwMGm1uZKG\ncx6QqpSesdfTGcdL6ozlatHzrPBqt4uzVxMVrbjN9u7Ka4vWKyMUh/6m/Ljihros6fUXkIZcHQ0U\nuI0s3ESm1s1widn8vxCMl5fjj6/e3t7S77m5uR7V+/rrryM6OhrR0dE4efIk1q1bh0cffRR79uzB\noEGDMGnSJN0EWNTCzAMiIiIiIiIZzZgxAx9//DGSk5NxDql4CIFaNwkAcBh5wxQ6duyIL7/8Utay\n//rrL3Ts2NGjMtq0aYNNmzbl+zd/f3/p94yMDIfH379/X/q94HKOrgoODs6XYdC4cWMMGzYML7zw\nApYvX46PPvoILVu2xJgxYzyqx0gYPCBNFIxuazlRHlFRlJxk0VYZWt+rnDSR1Gbk+03ue01PfaHF\nezU5R0/3CdkWHByMWbNm4aWXXsJxpCASASitcdL3ddxHDPI+fC9ZskT2OQ2ys7Ntpvm7okaNGoX+\nzfoD/O3btx0en5CQYPM4uZhMJrzzzjv473//i9u3b2PFihUMHhAREREREZH7XnjhBSxbtgxXr17F\nH0hBa2g3AaEZAkf+zjoYPXo0HnroIdnrqFWrFqKjoz0qo0yZMoX+rXLlyihXrhxSU1OLLN86eFG3\nbl2P2mJPmTJl0Lp1a3z//fc4c+aMInXoFYMHREREREREMitTpgzeeustDB8+HKdxFw1QDuU0+vh1\nCem4jWz4wIR58+YpUkepUqVsZg7IoWnTpti/fz+OHj3qcL8jR44AyAs4PPDAA4q0Bfjf3ArWcyyU\nBJwwkXSBE/WQESk1saIzk1rxmTEmV65tcbneRj2voiZ4Veq51zNP71+1f4ymOJ9bSTZkyBA0b94c\nuQB+Q7ImbciBWar75VkzUaVKFU3a4Yk+ffoAAG7cuCEFCAqKi4vD4cOH8+2vBLPZjOPHjwPIy7Yo\nSRg8ICIiIiIiUoCXlxcWL14MIO/b/0Rkqd6G00hFOnJRqVIlzJgxQ/X65TB8+HCULVsWADBnzhyb\n+7z11lvIycmByWTC+PHjFWvL0qVLERsbCwB46qmnFKtHjxg8ICIiIiIiUkiHDh3Qs2dPAHmrHQgV\nl268j1ycQAqAvA/dgYH6WPXBVWFhYXj11VcBALt27cK4ceOQmJgIAEhLS8Prr7+ODz/8EADw7LPP\nonnz5oXKiImJQY0aNVCjRg1MnjzZZj19+/bFsmXLcOnSJWRm/m9JSyEETp06hYkTJ+Jf//oXgLzJ\nHadNmybreeqdSZS0xSlJVklJSdJMprE3bsg+ayvA2Z3JmPSeVurKc6X3c3FE6dcPPfSNmq+Rejhf\nOejtfaW49KtRqHH9S/o1TUpKQpXKlQEAd+7cUeTvQ6M5e/YsHmrUCAJAdzyA6vBTpd6DuIMzSEVk\nZCTOnDmDUqVKqVKvEoQQGDlyJNatWwcgL6ujUqVKuH37NnJycgAA7du3x86dO21OvHjlyhU8+OCD\nAIBBgwYVWhISyFveMT09Xfr/8uXLIyAgAElJSbh37570740bN8Y333wjlVdSMPOAiIiIiIhIQQ0b\nNsTYceMAAEeQBLMK2QcpyMY5pAIAFixYYOjAAZC3TOLatWuxfv16tGrVCkIIxMfHIycnBw0aNMDS\npUvx448/2gwcOOv777/HK6+8gubNmyMgIAApKSmIjY3FvXv3UKFCBXTt2hVr1qzB77//XuICBwAz\nD8hDzDwgsk3v3zox80AeeugbZh64Tm/vK8WlX42CmQfKY+aBbXFxcaheuQpyIPAEQlAPAYrW9wMS\nEI17ePTRR7F//36Yitl9mZ2djcTERAQFBTkVMMjJyUFMTAwAwN/fH5UqVSrymLS0NKSkpCAgIADl\ny5f3uM1Gx6UaSfdsvQHr7Q8/PVLqDxf2vXMs/aTXPyAdtavgNXb3muvh3PXQBqWVhHN0F1+vyBY+\nM6SV8PBwzHz9Nbzxxhv4DcmohbIopVAi+E1kIBp5afaLFy8udoEDIG9pyPDwcKf39/HxcXkpyYCA\nAAQEKBvkMRIOWyAiIiIiIlLBSy+9hNDQUNxDLk7jriJ1CAgc/ntpxoEDB6JNmzaK1EMlD4MHRERE\nREREKggICMDcuXMBAH/gLu4hV/Y6onEf8ciEF4D58+fLXj6VXAwekCEJk8nuT0mkZj846nu56ne2\nDl5/ZcjVjyYhZP8hcoZR7he+bhGVTGPHjkW9evWQDYHf/84QkEsuBI4iCQDwwpQpqF27tqzlU8nG\n4AEREREREZFKfHx8sHDhQgDAeaQhGdmylX0eqUhBDnxhwmuvvSZbuUQAgwdERERERESq6t27N9q1\naweBvKUb5ZAFM35HCgDgjQXzUbFiRVnKJbLgagtU7DAFVB+0ug7u1muEFGc1WfejnvpG76tYENnC\n+5WICjKZTFi8eDFatWqFK7iPOGQgHEUvN+jIH0hBBsyoVq0apkyZIlNLif6HmQdEREREREQqe/jh\nhzF48GAAwGEkQcD9YH0acnAKqQCAN998E35+frK0kcgagwdEREREREQaePvtt+EF4BaycBn33C7n\nNyQjFwJNmzbF8OHD5WsgkRUGD4iI4NkKD8V99Qctz6049yspR6nnuSS/DhCRMh588EG8+M9/AgCO\n/h0AcNVtZOEi0gEAixYtgpcXP+KRMnhnERERERERaWT27NmoUKEC7iIH5/4eeuCKw39PuNitWzd0\n6tRJ7uYRSRg8ICIit/AbWyIiIs8FBwdj1qxZAIDfkYJMmJ0+Ngb3EYMMAJCWfyRSCoMHRERERERE\nGnrhhRcQERGBTJhx4u/lFotihpCyDkaPHo3GjRsr2UQiBg+IiIiIiIi0VKZMGbz99tsAgDO4i1Tk\nFHnMJaTjNrLhAxPmzZundBOJGDwgIiIiIiLS2uDBg9G8eXPkIm/1BEdyYJb2eXnWTFSpUkXx9hEx\neEBERERERKQxLy8vLF68GEBeVkEisuzuexqpSEcuKlWqhBkzZqjVRCrhGDwgIiIiIiLSgQ4dOqBn\nz54A8lZREDaWbryPXPzx97wI//73vxEYGKhqG6nkYvCAiIiIiIhIJ/7zn//ABCAWGbj+90oK1o4j\nBVkQiIyMxHPPPad+A6nEYvCAiIiIiIhIJxo0aIBx48cDAI4gCWar7IMUZOMcUgEACxYsQKlSpTRp\nI5VMDB4QERERERHpyNy5c+EDE+4gGxeRJv37ESTDDODRRx9Fv379NGsflUwMHhAREREREelIeHg4\nZr7+GgDgN6QgG2bcRCaicQ8AsHjxYphMJi2bSCUQgwdEREREREQ689JLLyE0NBT3kIvTuIvDSAIA\nDBw4EG3atNG4dVQS+WjdADI2s9ks/Z6cnKxdQ4iIiIhIF6z/JrT+W5FcExAQgLlz52LixIk4hhQI\n5H3zO3/+fK2bRiWUSQhReP0PIidFR0ejZs2aWjeDiIiIiHTo8uXLePDBB7VuhmHl5OSgcePGOH/+\nPABgypQpeO+99zRuFZVUHLZARERERESkQz4+Pli4cCEAwBcmvPbaaxq3iEoyDlsgj1SrVg2XL18G\nAAQGBsLLS554VHJyspTRcPnyZVSoUEGWcsl9vCb6w2uiL7we+sNroi+8Hvqj1DUxm824e/cugLy/\nFckzvXr1Qrt27dC9e3dUrFhR6+ZQCcbgAXnEx8dH8VS0ChUqICgoSNE6yDW8JvrDa6IvvB76w2ui\nL7we+iP3NQkJCZGtrJLOZDLhww8/RK1atbRuCpVwDB4QERERERHpWKNGjbRuAhHnPCAiIiIiIiIi\nxxg8ICIiIiIiIiKHGDwgIiIiIiIiIocYPCAiIiIiIiIihxg8ICIiIiIiIiKHTEIIoXUjiIiIiIiI\niEi/mHlARERERERERA4xeEBEREREREREDjF4QEREREREREQOMXhARERERERERA4xeEBERERERERE\nDjF4QEREREREREQOMXhARERERERERA4xeEBEREREREREDjF4QEREREREREQO+WjdADK+gwcPYsmS\nJS4d8/LLL+Phhx92ua6lS5fiwIEDRe734IMPYtGiRUXud+7cOWzduhXR0dEwm82oUaMG+vXrhyZN\nmrjcNj25c+cOnnvuOaf2ffHFF/H44497XGdGRga2b9+OgwcPIiEhAUFBQWjRogX69++PwMBA1crQ\ns+joaOzbtw/R0dGIi4tDWloagoOD0bRpU/Tp0weVKlXyuI61a9fiu+++K3K/wMBAfPbZZ061ecuW\nLbh06RIyMzNRrVo19OzZE4888ojHbdVCTk4OfvjhB+zZswdxcXEIDAzEQw89hIEDB8rS/3LWo1Zb\ntRIbG4u9e/ciKioKcXFxSElJQYUKFdC4cWP07NkT1apV87iObdu2Yc2aNU7tu3nzZnh5Of5OJTY2\nFlu2bMH58+eRnp6OKlWqoEuXLmjfvn2Rx+rd+PHjkZSUVOR+vXr1wqhRozyuz2w2Y+/evdi9ezdi\nY2Ph7++P+vXrY+DAgahSpYpqZehRdnY2hgwZ4tIxHTp0wD/+8Q+X63Llb7iPPvqoyNee27dvY8uW\nLTh16hRSUlIQFhaGDh06oGvXrvDx4ccOIsMTRB7auHGjAODSz08//eRWXYMGDXKq/CZNmjgs5969\ne2Ls2LF2jx86dKi4e/euW23Ug+vXrzt9LdatW+dxfQcPHhQ1atSwWX5ISIjYunWrKmXo1d69e0X1\n6tUdXofSpUuLV155RWRlZXlU1/Tp05267iEhIQ7LycnJETNmzBBeXl42j+/WrZuIj4/3qK1qO3Pm\njHjooYdsno+/v79YuXKlbupRq61aOH36tKhdu7bD+9Pb21tMnDhRpKene1TXokWLnH4tzM7OdljW\n/Pnzha+vr81j27ZtK6Kjoz1qq9ZCQ0Od6qcXX3zR47qio6NF27ZtbZbv6+sr5s+fr0oZenX//n2X\n/66aPHmyW3W58jdcUff4p59+KgICAmwe27BhQ3Hq1Cm32khE+sEQIHnssccew5dffulwn8zMTIwa\nNQo5OTkIDQ1Fu3btPKqzZs2aWLhwod3tFSpUsLtNCIGhQ4fim2++AQD06NED/fr1g5eXF7Zt24Zv\nv/0WGzZswO3bt7Fjxw54e3t71FatTZ06FY8++qjd7a1atfKo/D/++ANdu3aVvkWfOHEi6tevj6tX\nr+Ljjz/G9evX8fTTT+Pbb79Fz549FStDz27cuIFr164BAKpXr46ePXuiSZMmKFeuHKKiorB69Wpc\nuXIFCxYsQFRUVJHPkzMqVKiAVatW2d1eunRph8dPmTIFy5cvB5D3jA8ZMgR+fn7Ys2cPvvjiC+za\ntQvdu3fHvn374O/v73F7lXblyhV07NgR8fHx8Pf3x/jx49G8eXPEx8fjk08+wYULF/Dcc8/BZDJh\n3LhxmtajVlu1kpiYiKioKABAaGgoevbsiZYtW6JChQq4evUq1q5di/Pnz2PFihW4cOECdu/ejVKl\nSnlcb1HPlaPX+nnz5uH1118HADRr1gyjRo1C+fLlcejQIaxevRqHDh1Cp06dcPjwYVSsWNHjtmqp\nd+/eePbZZ+1ur1OnjkflJyYmolOnTvjrr7/g6+uL0aNHo23btkhKSsKaNWtw4sQJvPrqq8jJycHs\n2bMVK0PPfH19nXofmD9/Po4fPw4AeOaZZzyu9+OPP0ZwcLDd7Q888IDdbatXr8bYsWMBAJGRkRg/\nfjxCQ0Nx4sQJrFy5EmfPnkXHjh1x+PBh1KxZ0+O2EpFGtI5eUMmwefNmKfr8r3/9y+1yLJkHLVq0\ncLuMdevWSW2ZNWtWoe1vv/22tH3FihVu16Ml68yDjRs3KlaP2WwWzZo1k77JjoqKyrc9ISFBREZG\nCgAiNDRUpKWlKVKG3m3cuFE0bNhQfPXVVyI3N7fQ9vT0dNGlSxfpmm3atMntuiyZB6GhoW6X8csv\nv0htGT16tDCbzfm2r127Vto+e/Zst+tRU8+ePQUAUaZMGfHbb7/l25aWliYeeeQRAUCULVtW3Lhx\nQ9N61GqrVvbs2SMefPBBsXbtWpuZNllZWWLIkCHSPbZ06VK367LOPHDXmTNnpAycXr16FWrzrl27\npO3jxo1zux6tWTIPpk+frmg9lqw/Ly8vsXv37nzbsrKypPvf29tbnD17VrEyjC4lJUX4+fkJAKJ2\n7dpul2OdeXD9+nW3yrh586bw9/cXAETr1q0LvU///vvvUlu7devmdluJSHsMHpAqLG/kADx6I5cj\neFC3bl0BQERGRoqcnJxC281ms2jSpIkAIKpVq1bog5MRqBU82LZtm1TP8uXLbe6ze/duhx8C5ChD\n7xISEmzea9Zu3LghfHx8BADRo0cPt+uSI3jQsWNHAUAEBwfbDdZ0795dAHkp9HoP6Jw4cUK6f2bO\nnGlzn7Nnz3oc4JSjHrXaqqWkpCSRkZHhcJ/U1FRRoUIFAUA0b97c7brkCB4MGzZMSoWPi4uzuc/o\n0aOlD6sxMTFu16UlNYIHMTExwtvbWwAQY8aMsblPXFycNDxk+PDhipRRHKxatUq6t9966y23y5Ej\nePDyyy9LZZw8edLmPq+99pq0z7Fjx9xuLxFpy9iz+5AhxMfHY/fu3QDyUuQbNGigWVtOnz6NCxcu\nAABGjRplM03VZDJhzJgxAIDr16/jyJEjqrbRSCxplb6+vhgxYoTNfTp37ozq1avn21/uMvSuYsWK\nRQ5/CQ8PR8OGDQHkTeSplcTERPzyyy8AgMGDB9sdkmBJl09PT8fOnTvVap5brO8Ze2n+DRo0kCaB\n3LJli2b1qNVWLVWoUKHIYTMBAQFo3bo1AG2fh6ysLGzbtg1A3kSBYWFhNvezXKvc3Fx8/fXXqrXP\naLZu3Yrc3FwA9u/vsLAwaXjad999h6ysLNnLKA4+//xzAICXl5fDYSZqsLwOtWrVCo0bN7a5j/W1\nMuL7OBHlYfCAFLdu3Trk5OQAgPShXCv79u2Tfm/fvr3d/ay37d27V8EWGZulP1u2bImAgACb+5hM\nJjzxxBMAgMOHDyMzM1P2MoqL7OxsAHnzcmjl4MGD0h/mjp4Ry/UA9P+MWO6x6tWr48EHH7S7n+V8\nr1y5gqtXr2pSj1ptNQLL86ClEydO4O7duwAcPw+tWrVC2bJlAej/edCS5f4uW7aswxWXLH199+5d\nnDhxQvYyjC4qKgoHDx4EAHTp0gVVq1bVrC2xsbH466+/ADh+Rqxf0/iMEBkXJ0wkxVmWySpTpgwG\nDx4sS5lJSUlYsGABLl68iKysLFSsWBEtWrRAjx49EBISYve4s2fPSr/Xr1/f7n5169aFyWSCEELT\nb73k8Msvv+DIkSOIj49H2bJlERERgSeeeMLjSSvT09OlDy2O+hIA6tWrByDvW7mLFy/ioYcekq2M\n4uLGjRtSVkxRfeGMzMxMvPvuuzh37hzu37+P4OBgNGnSBD169EDlypXtHufsMxISEoJKlSohISFB\n98+IpX3O3mOWYyIiIlSvR6226l16ejqOHj0KIP+5euKDDz7A6dOnkZaWhgoVKqBRo0bo3r27wyCN\ns8+Dj48PatWqhdOnT+v+eSjKuXPnMHPmTFy7dg0+Pj4IDw9H27Zt0bVrV/j6+npUtqU/69Sp43DZ\nvoL3tyULRa4yjM6SdQAAo0ePlq3ctWvX4vr160hJSUFgYCDq1auHLl26OMwYdfYZAfKuSXR0NM6f\nPy9bm4lIXQwekKKOHTuGM2fOAAD69++P8uXLy1Lu5cuX8eqrrxb697Jly2LatGn497//bfOPitjY\nWGk/RysylC5dGiEhIUhMTERMTIwsbdbKxx9/bPPfGzVqhE8//dTt1RZu3LghfUNe1Hra1ttjYmKk\nD/5ylFFczJs3T/rG39X1vW1JTk7G9OnTC/17qVKlMH78eCxatEj6ptSa5RkBnLsmCQkJun5G7t+/\njzt37gBw/R5Tux612moEixcvRlpaGgB5ngcgbwWRgry8vDBkyBAsW7bM5nuCq8/D6dOnDX89du7c\naXMoUnh4ON59912PvgSw9Kcn97ccZRiZEALr1q0DAAQFBaFv376ylT1r1iyb/96zZ0+sXLnSZuDZ\n1WcEAFJSUpCamopy5cp50Foi0gKDB6QoS9YBIF90vEaNGujcuTNq1aqFqlWr4t69ezh27Bg2btyI\n1NRUvPnmmzhz5gy++uoreHnlH5mTmpoKAE4tLefv74/ExETpD1ij8fHxQbt27dCqVStUr14dgYGB\niImJwfbt23HgwAGcOXMGjz32GL7//nt06tTJ5fItfQkU3Z/W2637U44yioNdu3Zh5cqVAIAmTZpg\n2LBhHpUXFhaGrl27IjIyEtWqVUN2djZOnjyJDRs2IDExEcuXL8cff/yBn376CWXKlMl3rDvXRM/X\nQ617jM+DfH777TfMnz8fABAREYEXXnjBo/JCQkLQtWtX1KtXD9WrV4cQAmfPnsXGjRsRGxuLL774\nAidOnMDBgwcLBRDcuSbp6eketVcrJpMJLVq0QLt27RAREYFKlSohMTERe/bswbZt2xAXF4chQ4bg\nxo0bmDZtmlt1WO5VT+5vOcowsp9//lla+nfo0KFFzh/ijHLlyqFLly5o1KgRIiIi4O3tjYsXL2Lz\n5s24dOkSduzYgVatWuHXX39FtWrV8h3ryesWgwdExsPgASkmKysLGzduBJA31u3JJ5/0uMwFCxYg\nIiICJpMp37+PHz8eb7zxBvr3749Dhw7hm2++wUcffYR//OMfhdoEwGGqo4UlPdOI4+srVqyIa9eu\nITw8vNC2l19+GZs3b8bw4cORnZ2NoUOH4q+//nL5Tdx6Aqqi+tM61dW6P+Uow+guXLiAoUOHwmw2\no2zZsti4cWORkys6MmXKFCxcuNBmGfPmzcPw4cOxbds2HDp0CHPnzpU+pFm4c030fD3Uusf4PMgj\nLi4O/fv3R2ZmJnx8fLBhwwabGTLOGjJkCKZMmWIz3X7evHmYMGEC1q5di3PnzuGf//wnVq9enW8f\nd65Jbm4ucnJynHqf0ZNDhw7ZHMIxZcoUHDt2DL169UJ8fDxeeukldOrUye7EePbk5OTAbDYDcP/+\nlqMMo5N7yMKTTz6JuLg4mx/8586di5kzZ+I///kPYmNjMWbMGPzf//1fvn34ukVUsnDCRFLMtm3b\ncPv2bQB5KxsUzAJwR40aNQoFDixCQ0Px3XffISgoCADwzjvvFNrH8keoM29a9+/fB+BcloLelClT\nxmbgwOKZZ57Bm2++CQBISEiQUiBdYf0HfVH9aelLIH9/ylGGkd24cQPdunVDUlISfHx8sHHjRo/n\nO6hevbrd4ENgYCA2b96MmjVrAgCWLVtWaBZyd66Jnq+HWvcYnwfPJScno1u3blKK+YoVK9C2bVuP\nyqxSpYrdcfplypTB6tWr0bJlSwB5470TExPz7ePONfH19TVc4ACAw7kfWrZsiQ0bNgAAzGYzli5d\n6nL5Pj4+KFWqFAD37285yjCy1NRUbN26FQDQuHFjtGjRwuMyH3jgAbv94+3tjYULF6JPnz4AgB9/\n/BGnTp3Kt09Jf90iKmmM9+5Gqjh79iz+/e9/29wWHh6ODz74oMgyLNFxk8mEkSNHytk8u0JCQjBo\n0CCsWLEC0dHRuHbtmrTEHwBpzoW7d+/CbDY7DGikpKQAyPvApQcLFizAsWPHbG6bMGECOnfu7FJ5\nEyZMwMyZM5Gbm4tffvkFkyZNcul46/krkpOTHe5r6Usgf3/KUYZWbt68aTed2tfXV/pD257ExER0\n7twZV65cgclkwmeffSb9gaakMmXKYMyYMZg9ezbS0tJw7NixfB/QCl4TPz8/u2Xp7RmxpVy5ctLk\np0reY3LUo1Zb9Sg9PR09evSQPpgsXrwYY8eOVbxeLy8vTJw4EePGjYPZbMa+ffvQv39/abs7r1HF\n4XrY8uSTT6JevXr4888/peVcXVW+fHkkJiZ6dH/LUYZRbd68Gffu3QMg70SJRZk0aRK+++47AHmT\nMFtnnRj5fZyIXMfgAdmUkJCAr776yua2WrVqFXn8rVu3sGvXLgB5S7pZvulUQ926daXf4+Li8gUP\nLG3PycnBjRs37C5vlJSUJI3jq127toKtdd6BAwewY8cOm9s6derkcvCgfPnyCAsLQ2xsLOLi4lxu\nT9WqVVG6dGlkZmYWuVSc9Xbr/pSjDK2kpaXZfUaKGoOakpKCLl26SLOyL1++HCNGjJC9jfYUfEas\nWT/fV69edZjBYhl3q4frYU+pUqVQvXp1XL16VdF7TI561Gqr3mRkZKBPnz749ddfAQBz5syxOdmn\nUlx5Hpo1a2a3HMs1Mfr1cKRu3br4888/3XrPAPL6MzEx0aP7W44yjMoyj1SpUqU8nhvHFa48I45Y\ntlve+4nIeBg8IJsaNmyIL7/80ua2gICAIo9fv349cnJyAKgbHQfyp80VTFe1jpafOHHCbvDg+PHj\n0u96mdX/1VdfxahRo2xua968uVtlWvrKneW3vL290aBBA5w4caLINbQt/RkYGJgvmCNHGVoJDw+3\n+4w4mrMgLS0N3bt3l8733XffxcSJExVpoz2uPCNt2rSxWcaFCxekieH08ozY07hxY1y9ehWnTp1C\nbm6u3etjuce8vLzQsGFDTepRq616kZ2djQEDBuDnn38GkDcni72sN6W48jz069fPZhnJycmIjo4G\noP/nwROevGcAef155MgRREdHIyUlxe4KTI7eg+Uow4guX76MAwcOAAB69eqFSpUqqVa3o2ekYcOG\n8Pb2Rm5ursP3cbPZjJMnTwIoHteDqMQSRApo3LixACDKlSsn0tPTVa27V69eAoDw9vYWSUlJ+bYl\nJCQIb29vAUBMnDjRbhnTp08XAAQAce3aNYVbrI0///xTOsfnnnvOrTJmzpwplREVFWVzn9TUVBEQ\nECAAiEGDBilShlHcv39fdOjQQTrft99+W5N2TJw4UWrDuXPn8m3LysoSFSpUEABEr1697JaxZMkS\nqYxff/1V6SZ7ZPny5VJbf/nlF5v75ObmiurVqwsA4tFHH9WsHrXaqgc5OTli4MCB0vlOmTJFk3bM\nmTNHasPPP/9caHutWrUEANGyZUu7ZWzcuFEq4+uvv1awtdrJzMwUwcHBAoBo3ry5W2Vs3bpV6qdN\nmzbZ3a9FixYCgKhVq5YiZRjRa6+9Jp33d999p2rdn3zyiVT32rVrC21v166dACCqVq0qcnJybJax\nf/9+qYwPPvhA6SYTkUIYPCDZ/f7779IbxLhx41Ste9++fcJkMgkAon379jb3sQQXypUrJ27cuFFo\ne2JiovQHUocOHZRusibMZrN46qmnpOu0fft2t8o5d+6c8PLyEgDEhAkTbO7zn//8R6pnx44dipRh\nBFlZWaJ79+7Sebz++uuatOP8+fPCz89PABC1a9e2uY8luODt7S3OnDlTaPv9+/elD1SRkZHCbDYr\n3WyP3Lp1S5QtW1YAED179rS5z4YNG6Rr8/HHH2tWj1pt1ZrZbBYjRoyQzsPes6+0mJgYERISIgCI\nkJAQkZmZWWgf6+DCnj17Cm3Pzc0VDz/8sAAgHnjgAXHv3j0VWq6+N998U+qHOXPmuFXGvXv3xAMP\nPCAAiFatWonc3NxC+/z8889SPXPnzlWkDKMxm80iIiJCABBhYWEiOztbtbqTk5Ol1/vSpUuL+Pj4\nQvtYBxfWrVtns5y+ffsKAMLPz0/ExcUp3WwiUgiDByS7yZMnS28iBw8edPq4xYsXiwEDBogBAwaI\n27dvF9q+Y8cOsWbNGpGYmFhoW05OjlizZo0oX7689KHHXt0nT54UPj4+AoB45JFH8r0RJiYmSt8M\ne3l56f4bVXvmzp0rDhw4YPOPquvXr4tnnnlGukaPP/64zTJu3bolXY8lS5bYrWv06NECgDCZTGL5\n8uX5Pkh+++230gfVdu3aKVqGnhX8hnXGjBlulbN69Wrpmly8eLHQ9oMHD4oVK1aI2NjYQtvMZrP4\n9ttvRXh4uNSOLVu22KwnNjZWyvSoX7+++Ouvv6RtaWlp4umnn5bK+Oqrr9w6F7VZf2v3+uuv5/t2\nbP/+/VLAMDIyUmRlZRU6Pjc3V+r72bNnK1aPXGXo3fPPPy+d46hRo9wKQH399dfSNTl69Gih7adO\nnRLvvfeeiI6Otnn8zz//LH0oAiCWLVtmc7+7d++K0NBQ6ZvVU6dOSdsyMzPzZfIsX77c5fPQg+XL\nl4vt27eL+/fvF9qWkpIiZs6cKQXmw8LCRHJyss1yRo8eLQYMGCBeeOEFu3V9+OGHUn89//zz+QI2\nJ0+eFFWrVhUARGhoqLh7965iZRjJTz/9JJ3vSy+95PRx+/btk56RnTt3Ftp+/fp1sWDBgkIZaBbH\njh0TzZo1k+p+5ZVXbO6XnZ0t6tevLwCIoKAgsXfvXmlbTk6OmDt3rlTGzJkznW4/EekPgwckq6ys\nLFGxYkXpD1tXDBgwQHpzuX79eqHt8+bNkwIDNWrUEG3atBF9+vQRHTt2lL45AiB8fX3FmjVrHNa1\natUqaX8/Pz/RsWNH0alTJ+Hv7y/9+9KlS11qv55Ygijly5cXDRs2FB07dhS9e/cWzZo1k4ZtABDN\nmjUTCQkJNsuIjo6W9nM0VCAtLU1KD7WkiPbs2VM0atRI+rfq1avb/EArZxl6tmzZsnz3m+WPOUc/\ntgI/L774olSOrcDW6tWrpSBM9erVRatWrUTv3r1Fly5dRFhYmHSsl5eXWLhwocM2b9u2TQqylSpV\nSrRr10507dpVBAUFSeX861//kq2PlJadnS26desmtb1q1aqiR48e+e67oKAgu39EZ2dnS/s5Girg\naT1ylaFnW7Zskc7D29tbPPXUU0U+D7YCyvPnz5fKsTVUYOfOndL2KlWqiBYtWoiePXuKbt26ScM+\nLD/Tp0932OZDhw5JQUwvLy/xyCOPiO7du0vfgAMQI0aMkKuLVNexY0fp9SkyMlK0a9dO9O3bV7Rt\n21Y6b0vg4MSJE3bLsbwXFzVUYPjw4VKZoaGhonv37uKRRx6RstD8/PzEoUOHFC/DKJ599lnpXF15\n7tetWycdZ2uowOnTp/P1YbNmzUT37t1Fjx49RO3atfM9I8OGDbM7JEGIvKGQ1n+LtWjRQvTo0UMK\n5AAQnTt3NmzAk4jyMHhAsrIeizh//nyXji0qeHD8+HExduzYfG9E1j9+fn5i8ODB4vTp007Vt3v3\nbvHQQw8VKqdevXqqjyeU23vvvSc6duwofH19bfZV7dq1xaJFi2ym6Fo4GzwQQoj09HQxdepU6dtq\n60DO8OHD7QYo5C5Dr6w/5Dj7YysttajgwaVLl8Q//vGPfN+mWv+UKlVK9O7d2+k/qI8cOSLatGlT\nqJyIiAixevVqT7tFdVlZWWLOnDnSN/fWH2B79+4trly5YvdYZ4MHntYjZxl6ZQlyufJj6z2hqOBB\nbGysmDZtmmjQoIHNMr29vUXHjh3FDz/84FS7z549K5588knpG3jrD9RLlizR/fAdR7Zu3Sqeeuop\nERgYaLOvKlWqJKZPn24z88+as8EDs9kslixZki+oCeQFPp988kmnPiDLUYYRpKamSl9stG7d2qVj\niwoeJCcni5kzZ4rmzZsXuq8tffnII4+IzZs3O1XftWvXRL9+/aTAs+UnODhYvPbaawwcEBUDJiGE\nAJFMTp48iUuXLgHIWxM6ODjY6WMPHz6MmJgYAEDPnj0dri8fGxuL2NhYxMfHo1SpUggLC0PDhg1R\nqlQpl9scFRWFy5cvQwiBGjVq5FuSyOju37+Pq1evIi4uDnfv3kX58uURGRmJypUrF3nsvXv38P33\n3wMAqlWrhtatWztV36lTp3Dr1i0EBQXhoYcesjsTtpJl6M2FCxdw+vRpl44ZMGAATCZTvn9z5fmK\nj49HTEwMbt68CZPJhAceeACNGjVCmTJlXG7/tWvXcOnSJWRmZqJatWpo1KhRobYZSXZ2Nk6ePImb\nN2+iXLlyaNCgQZEzlwshpKU5K1asiPbt2ytSjxJl6M3Vq1fx22+/uXSMrfcE6+eqbdu2Dl/XEhMT\ncf36ddy8eRNmsxkVK1ZEo0aN4O/v73L74+Li8Oeff+LevXuoXLkyGjdu7HCFFSPJycmR3jNu374N\nf39/REREoHbt2k4989u2bUNmZiYCAgLQrVu3Ivc3m804deoUYmNjUbZsWdSrV8/h8rBKlaFnCQkJ\n2Lt3LwCgXr16aNSokdPHXrt2DUePHgUANGvWzOFS28nJybh27Rri4uKQnZ2NoKAgNGrUyK3338TE\nRJw7dw53795FaGgomjRp4vYKHUSkLwweEBEREREREZFDXlo3gIiIiIiIiIj0jcEDIiIiIiIiInKI\nwQMiIiIiIiIicojBAyIiIiIiIiJyiMEDIiIiIiIiInKIwQMiIiIiIiIicojBAyIiIiIiIiJyiMED\nIiIiIiIiInKIwQMiIiIiIiIicojBAyIiIiIiIiJyiMEDIiIiIiIiInKIwQMiIiIiIiIicojBAyIi\nIiIiIiJyiMEDIiIiIiIiInKIwQMiIiIiIiIicojBAyIiIhvmzp2LcePG4Y8//tC6KR5Zv349xo0b\nh61bt2rdFCIiIjIwkxBCaN0IIiIiPfnxxx/RuXNnRERE4OLFi/D19dW6SW47ceIEmjdvjooVK+LS\npUuoUKGC1k0iIiIiA2LmARERkRWz2Yzp06cDAGbPnm3owAEANGvWDP369UNiYiLefPNNrZtDRERE\nBsXMAyIiIitr1qzBqFGjULVqVURHR8PHx0frJnns999/R8uWLeHr64uoqChUq1ZN6yYRERGRwTDz\ngIiIyMr7778PABg+fHixCBwAQIsWLdCwYUNkZWXh448/1ro5REREZEAMHhAREf3t6NGjOH78OABg\nxIgRGrdGXpbz+eSTT5Cdna1xa4iIiMhoOGyBiIh0bc+ePfjiiy8AAIMHD0anTp1s7hcbG4s5c+ZA\nCIHmzZtj0qRJLtc1YcIErFy5Eg0bNsSZM2fs7rdmzRrs378f1atXx+uvv253vxUrVuDYsWOoW7cu\nXnrppXzbfvjhB2zevBne3t5SNsC1a9ewZcsWXL16FRUrVkTnzp3Rpk2bfMcJIbBz504cPXoUiYmJ\nqFmzJgYNGoQqVao4PLcrV67gwQcfBABs3boVTz31lMP9iYiIiKwxeEBERLqWlZWFRx55BMePH0dI\nSAhOnjxZ6IOy2WzGk08+ib179yIgIADHjx9HnTp1XK6rVq1auHz5MsaPH4+VK1fa3W/cuHH49NNP\n0aRJE4dLOQ4cOBBfffUVnnjiCfzyyy/5ti1evBgvvfQSvL29kZOTg4ULF2LWrFnIzc3Nt9/48ePx\n8ccfw2Qy4fr16+jTp0+hOv39/bFu3boiAwJVqlTBjRs3MGnSJHz44YcO9yUiIiKyxmELRESka76+\nvti0aRMCAgJw+/ZtDBs2rNAH7Hnz5mHv3r0AgOXLl7sVOIiJicHly5cBoNC3/UpbsWIFXnnlFXTr\n1g3vvPMO3n33XbRr1w4AsGrVKixatAjJycl4/PHHERMTg3/+85/48MMP8corryAoKAjp6ekYOnSo\n1H57LOdVMJBBREREVBQGD4iISPfq1KmDjz76CACwd+9ezJs3T9q2f/9+6f9HjBjh9lwFhw8fln5v\n2rSp+411kdlsxowZM7Bp0yZs374d06ZNwz//+U/88ssvUibB4sWLMWXKFJQvXx7nz5/Hu+++i0mT\nJmH+/Pk4cOAAfH19kZGRgaVLlzqsq1mzZgCAc+fOISUlRelTIyIiomKEwQMiIjKE4cOH49lnnwUA\nvPnmm9i3bx/u3LkjZSLUqVMHy5cvd7v8uLg46feKFSt63F5nCSHwzDPPYNCgQfn+3WQyYdasWQCA\nhIQErF+/HuvXry/UtgYNGqB///4AgF27djmsq1KlStLvN2/elKP5REREVEIweEBERIaxfPlyREZG\nIjc3F0OHDsXw4cNx/fp1+Pr6YuPGjQgICHC77ISEBOn3kJAQOZrrtLFjx9r896ZNm8LX1xcA8PDD\nD+Ohhx6yuV+rVq0AAFFRUQ5XUrA+L+vzJSIiIioKgwdERGQY/v7++O9//4vSpUsjNjYWO3fuBAAs\nWLAALVq08KjstLQ06feyZct6VJarmjRpYvPfvb29ERQU5HAf4H8ZBUII3L171+5+/v7+0u+pqanu\nNJWIiIhKKAYPiIjIUJo2bYrx48dL/9+6dWtMnTrV43KDg4Ol39WcD8Db29thsMLHxwcAEBgYWOQ+\nABxmHiQnJ0u/W58vERERUVEYPCAiIkP566+/sGbNGun/T5w44XC5RGdZzwdw584dj8vTo9u3b0u/\nW58vERERUVEYPCAiIsPIysrC4MGDkZqaipCQEFSpUkX6N+thB+6IiIiQfpdrMsGcnBxZypGL5bxK\nlSqF8PBwjVtDRERERsLgARERGcarr76KY8eOAQBWr16N9evXw8vLCxcvXsQLL7zgUdlt27aFt7c3\nAEh1FKWoIENMTIxHbZLb0aNHAQAtW7aEn5+fxq0hIiIiI2HwgIiIDGHnzp1YsmQJAGDy5Mno3bs3\n2rdvj5kzZwIA1qxZgw0bNrhdfmBgIJo2bQoAOHLkiFPHxMfHIyoqyua2K1euyDKcQi5CCPz2228A\ngCeeeELj1hAREZHRMHhARES6FxcXh5EjR0IIgSZNmmDRokXStjlz5uDRRx8FADz//PO4fPmy2/X0\n6NEDALB//34IIZw6ZsyYMYiPj8/3bzdv3sSQIUOQm5sLAA5XQFDLyZMnpQkTLedJRERE5CwGD4iI\nSNfMZjOeffZZJCQkwN/fH5s2bULp0qWl7d7e3tiwYQOCgoJw9+5dDBkyxOGKA46MHTsWXl5euH79\nOvbv31/k/hUrVsSxY8dQp04ddOrUCSNHjkTXrl1Rs2ZNHD58GM2aNQOQN6njgAED8k30qDZLVkb9\n+vXx+OOPa9YOIiIiMiYGD4iISNcWLlyIH3/8EQDwwQcfoF69eoX2qV69Oj755BMAeeP6Z8+e7VZd\nERER0rfya9euLXL/KlWqYPPmzShVqhR++uknrF27Fj/88IPU1i+//BIBAQEAgK1bt+L33393q12e\nMpvNUvBg4sSJmrSBiIiIjM2n6F2IiIi0YTabUblyZaxatQrlypXDoEGD7O7bv39/bN26Fbdv34aX\nlxeysrLg6+vrcp3Tpk3D9u3b8eWXX+Kdd95B+fLlHe7fq1cvxMbGYv/+/bh58yaCg4Px+OOPIzAw\nEABw7tw5HDhwAFWrVsVjjz0mHde1a1dUqFABXl6O4/iLFi1Ceno6GjdubHefVq1aYdWqVQBgs727\ndu1CbGwsgoODMXLkSIf1EREREdliEs4O6iQiIiohevXqhR07duD111/H3LlzC20fN24cPv30UzRp\n0kRXkyLa07p1axw9ehTvv/8+Jk+erHVziIiIyIA4bIGIiKiAxYsXw8fHB0uXLsWdO3e0bo5Htm/f\njqNHj6Ju3bp4/vnntW4OERERGRSHLRARERVQr149fPPNN4iLi8OdO3cQHBysdZPc5u/vj1WrVqFV\nq1bw8eHbPhEREbmHf0UQERHZ0LNnT62bIIsOHTqgQ4cOWjeDiIiIDI7DFoiIiIiIiIjIIWYeEBER\nuWjUqFFo06YNQkJCtG4KERERkSq42gIREREREREROcRhC0RERERERETkEIMHREREREREROQQgwdE\nRERERERE5BCDB0RERERERETkEIMHREREREREROQQgwdERERERERE5BCDB0RERERERETkEIMHRERE\nREREROQQgwdERERERERE5BCDB0RERERERETkEIMHREREREREROQQgwdERERERERE5BCDB0RERERE\nRETkEIMHREREREREROQQgwdERERERERE5BCDB0RERERERETkEIMHREREREREROQQgwdERERERERE\n5ND/A+FhiB/gNZ8SAAAAAElFTkSuQmCC\n"
          }
        }
      ],
      "source": [
        "sim_data.plot_field(\"field\", \"Hz\", val=\"real\", vmin=-0.3, vmax=0.3)\n",
        "plt.show()"
      ],
      "id": "38a41945"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Finally we plot the through and drop port transmission spectra. From\n",
        "here we can determine the free spectral range of the MRR."
      ],
      "id": "9968c2c2-9dc2-4867-a4d6-535011214f4b"
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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J/JfiMqNHj8YzzzyDefPmob+/H9/73vewdOlSXHHFFXjooYcAAJ/4xCdwn1o1\nQlRIamuBe+6RTzAiEbFby3CT9WjUeDm/FFIFg6IBeiSSuK2sTIQF6skLESC+0XziCXHho/XVr+a3\nW1t/vzgZ1ZoyRSwlZEBFRmbOFNWeaif0//7vpFdPyUKqZLfjyBHxpYDWokWiqvCyy7I7XioNEyaI\nCtNrrpFv37kTuPnmlE9NddGfMqSKRkW4oAZUy5cDr70mvngiihs1CvjP/xRVdbNny/c98YSYpxlU\nR6eak3v3pt7zZ8SJE+IzXP2mYMkS8Tl7112imptKl8cDnHmm6FW2YYNoAaA1OAh87GPw/uUvzhyf\nSzGkcqHZs2dj/fr1uP/++3Hdddfh/PPPx/Lly3HLLbfg5ZdfxoMPPogKs/qnEDnl0kv11SsHDohG\nrhAXXUYnCO3tmsF99+mbtPzP/4gGqkTJNDWJvkDaCpJjx/TL9LJxzz1yE7WKClH2b8oe1lS0amrE\ncmVtH6pIRCy/U8T7XhtJWkl1111yr77GRtG4lf0sKZWqKnFBdd118u1/+YuYP0nkHFL913+JKhit\nyy8Xn6Fcrk/JnHqqCDHVitTf/lb8SiNVX/NwOHkPwBGhkKiOUZfCfvKToi+R+mUY0cKFoqrqH/9R\nvj0Wg+8zn0HT1q3OHJcLMaRyqfLyclx//fX44x//iNWrV+O5557Df//3f+OCCy5w+tCIzPPhD4v1\n21qPPw4g+QmtVEl1773ynTfdJPoLEaUze7aYL1q//33ur/df/yWPv/rV5LtsEWnV1Igd97R+/3vR\nf0WjoyP5KhbDkOrECeDXv5Zv+9d/ZUBFmfH5RK9Idenft75luDtkMKh8iaRIGlJ1denn/9KlwCOP\nmLehBRWvpiZRsaxuOPHVr+o+Q7VCIf3npvr9ZtrN+e64Q4RRWn/3d2I36SwauFOJKSsDfvQj8eWm\nZndnTziMxT/+MQKdnc4dm4swpCIiZ33iE/J4uJrlyBHjh4+EVMGg6Omi9Y1vmHtsVNyGN6oY8eyz\nxltKprN9u/gVV1YGfOUr+R0blZbrrgNmzEiMw2FxEquRdEkfxLTVVZ7+53/KTdjHjhWbVxBlKhAQ\nvXS0faC2bAEee0z30HQfnUlDqp//XE63amvFRT4DKsrU+PGi92N1deK2/n7RDyiJI0fkFYFjxoiW\nV+pjknrvPeCHP5RvO/984De/Yd8pysyNN+q+bK/o7MT8X//avM18Chj/FRGRsy69VP7Gac8e4Ngx\ndHcbP3xwUPzCxo1iT+u4iRONt4UlSmb+fHmZQDSqX3KSCXWZ4EUXsVqFsuP3A//8z/Jt994rqkyG\nJVvqB4jz2dZWzQ39/SKk0rr9dl74U/bmz9d/mfTzn+seJs0/A0YboWBoSPRg0/r61+WNVYgycfLJ\nwE9+It/2xBP6LzOHqVVSEycC48bJt6UMqf75n+VvBkaPFtV/rKCibFx/ve5n//jXX4fnyScdOiD3\nYEhFRM6qrtb3E9iyBb29yZ/S0QHRh0DrnHNMPzQqAWrz6FWrsn8Ndcvpq67K/XiodN1wAzBpUmI8\nMCB2oxyWqpIKUJauPPIIoF0y0NioX95KlCl1x8nVq8WOexpqJZXajs8wZP3Tn+Q76urEMi2iXHz+\n86JhuZZa7TRMreybMEE/Z5OGVBs2AH/9q3zbf/6naOhOlK3vfU80Vtfwf+Mb8hfxJYghFRE577TT\n5PHbb6OnJ/nD29sBvP66fOPZZ5t+WFQCli+Xx9mGVAMD+rl45ZX5HROVprIy4HOfk2/TLAVIF1JJ\n9//ud/Kdn/+86H1FlItTThF9orTuuUcaqpVUas/oEycMXldtbv3Zz4qgiigXXq++v9kTTxh2QFdD\nKqNKqsOHk7yPWkm4eLG+vypRpvx+4O67EdMsE/Xs3g387GfOHZMLMKQiIuepDabThFQdHQDUHTCU\nbyGIMnLeefIuf7t3pzgzNbBunVzyP3UqMGWKaYdHJebGG+Xxm2+O9OtJt5xqZGXgsWP6Zavq6xJl\n6+ab5fGf/iR2ohymzs+ZM6WewOjtVQoD9uwB1qxJ/R5E2brkErGDWlwspgtUAf1yvwkTMlzu19oq\ndmTV+s535L5tRNk67TRENT0jY36/vDNvCWJIRUTOy7KSqqMtAuzYId/IrX4pF9XV+i19kvSwMPTK\nK/L4/PPzPyYqXZMny5+HsRjwwgsA5NV7RkbuV3ebWriQn4+Uvw9+UDQ1jzt6FHj55ZGhGlKNHi02\nXtOSqqk0S1kBiGrok04y51ipdHk8wBe/KN/2+9/rGlGr83Xs2AxDqgceEBv3xE2fDlx+ec6HSxQX\n+d73EKypwbHTT0dowwZ9VWCJYUhFRM5TQ6p330VPd/KdLTp2tMrVK2PGiJ4rRLlQq/DefDPz56oh\n1Xnn5X88VNouuUQeP/ccAKmHOgCgpUUej4RUw6FW0tcjykVlJfChD8m3aZr7qhf9o0bp56gUUv3t\nb/KdN9yQ9yESARC7pWo3idi3T/SR0lCXn7a0ZBhSPfigPP7//j/u5kfmaG7Giz/9KV7/zneA2bOd\nPhrH8V8VETlv1CiguTkxHhpCz7HkZa7tO5QOrawSoHzkE1IpJ75s4E95U/ukDS+JUiup1FWlSUOq\niy8268io1F19tTzW9PAzCqm0P9YBTXP1tjbgjTfkO9UAjChXdXX6TVEeeUQaqo3+m5vFnNXmTR0d\nw7tJx+3erZ+36s6XRHkYZPP9EQypiMgdlDL/nuMDSR/asVcpKZgzx4ojolKhhlTr1umWBhg6dkzu\nVl1ezrlI+VM3gdixAxga0lVSqSFVVxdEecCuXYkb/X5W95F5LrpI7r3z9tsju/NlVUn1zDPyZ+yC\nBfqt1Yjyce218vixx6ShUSWVzycK87WkDSnU6r/zzhNLtInIdAypiMgd1JCqPZjkgUD3kT75BlZS\nUT5mzpR7rXR1pdh7WkPZgh3z5olQgCgf9fVyAhWJANu2pQ2pOjuh31Bi3jzRd43IDE1NwKJF8m3D\nTfozqaQaCQZWr5bvWLHCvGMkAsQuu9rO/du2SZuiGFVSAaKXmpb0uGeeke9k9R+RZRhSEZE7zJol\nDXu6okkf2t8+KN/AZquUD49HP4e2b0//PDWkmj/fvGOi0maw42lGy/3eeUe+8ZRTTD4wKnkXXSSP\n168HYFyZolZSjVzwq0uqL7zQvOMjAoCGBmDxYvm24aXQ4bC8fNrjSbQ1TTpnBwf1u6aqSwqJyDQM\nqYjIHZSQoLc/+cdTX1dIvmHmTCuOiEqJ2qQyk5Bq82Z5zJCKzGKw42lGlVRqSDVvntlHRqVO3Q11\n40bEYqJ/j1ZTU5JKqoEBYMsW+Y4zzjD9MImwbJk8fv55AEB7u3xzY2Oi6CppSPX662Luxk2cCJx8\nsnnHSkQShlRE5A7qcr+hQNKH9g1oPrq8XvYEoPypIdWOHemfowZZavULUa6UkCq25Z3cQipWUpHZ\nFi6Uxxs3YqA/Jm24W14uNlczbJy+caNYwho3fbr+gURmUEOq4d14jar+jH4PaEKqtWvlOy6+WO7P\nRkSmYkhFRO4wY4Y07IlUJX1oPzT3TZoEBJIHWkQZyaWSav9+eTx9unnHQ6VN6bPXu+soopoV0JWV\n+t4pDKnIFjNnyn3OTpxA5za5h19Dg/ivYeP0devkG9WNK4jMcuaZ8nZ9u3YBXV1J+1EB+jk70mvt\n9dflO7iTL5GlGFIRkTvU1Iw0BQjDhwEkD6n6oDlBVsItopxkG1INDgJHjybGHg8wYYL5x0WlaepU\nadi1Xy6jqq9PBAEjj+lS1lxVVOjLrYjy5fPpKv0635A/L+Nz03C537Zt8o1qZRaRWaqr9UvyNmzI\nvpIqFtOHVEuWmHaYRKTHkIqI3GPSJABAL2pSPkwKqVi9QmZQ+5odODCyRfrPfy6uo266CejvH77/\n4EH58ePHA2Vl1h8nlYa6OtHUZ1hXWA7tGxqAqip586qBAQ+GoKkqnTJFriIgMosSUnVsOyqN402o\n4/8deVwH9Eup58wx+eCINNTdKN96K2Ul1ahR8n1tbQD27gWOH0/cWF3Nfn9EFuPZCxG5x3BI1YPa\nlA+TlvuxkorMUFMjfsUFg0BnJ557DvjqV4FNm4Df/Aa4+ebh+9WlfqxYIbNNmzby2040SHfV14vi\nPV01FeoTA6Uai8g0ys/dzj1y1/T4vMwopOLuvGQltSn/+vXZV1Kpjf5PPx3w+007RCLSY0hFRO6R\nJKSqUlb+SZVUbJpOZhkzRh4fO4Y775Rvuu8+4LnnAOzbJ9/BeUhm04RMUvgEEVIB+pBKCrMYnJJV\n1JDqQLc0Th5SxRA7dChxg8/Hamiylrob5datWfWkamsTz5FwkxQiyzGkIiL3SBJSqdmBVEml3kmU\nK2Uu7XyrC88+q3/Ygw9CX0nFkIrMpqmkyimkYiUVWUUNqY4MSuP4vKyoEL/iwmGP/CXTtGnc+ISs\npS4n3bkTJ9qi0k1pK6nUkErtc0VEpmNIRUTuMXyhL53EQr+LlXS/eidRrpSQ6pVXjbeX3rgRXO5H\n1kux3C8eAtTL2RW6UZcYcE6SVZTqp452+aJfW0Glq6aC5gYu9SOrNTXJydPQENoOyKGqtpJKbfbf\n1gZEtyrN/tmPishyDKmIyD2GK6kGUCnd3NQk+q/EBVGOMIY7BjOkIrMoIdX2ncY/IrduBYYOtso3\nTpxo1VFRqdKETFL4BNFXHQBqlfZ90uNYSUVWqa2VfvZ2RuX5qa3wSxlSzZplwcERKZQw9MSRIWms\nzbAqKuT2lJEI0LXtsPx6rKQishxDKiJyjwkTACjL+QBUVorNVLT6USWSK/VrL6JcqSHVgSrDh4VC\nwNZDDfKN6hoBonyNGzfy22QhVZ18MyupyD6aJX/JKv2ANCEVl0mTHWbPloapelIBBjv8DWlSq5YW\nfjlKZAOGVETkHsNns2ollVFI1YdqcWbBHVbILEpIteN4fZIHAhtbJ8g3NDVZcURUysaOHfmt2qcv\nXkGlhlQjj/N4pOcTmU5TqZdzSMUKVLKDElKd6C6Txup3TLq+VNDcwOo/Ilvw6o6I3GP4iksNqaqq\n9Dv89aMKGF0BItNoQqoIvNjVnfzb0ve6x8s3MKQis2m+zldDqrSVVC0tYuc0IquMT3wGSsETsuhJ\nxZCK7KBZ7heBF+2D8gml+uM7ZUil6RVIRNZhJRURuUdZGVBVlXklFUuuyUyakGovpiIYLUv60EOD\nylmseiVGlK+yspGrpUwrqUZCKu56SlbTLEdlJRW5mmbpcwcaEdNc/jY06AvyU4ZUXEZNZAuGVETk\nLvX1hiGVWknFkIpMp7mwfx8zUjwQOAjNcr+aGhEoEJlteMme2pMqHlIlbZzOkIqspqmkyimk8nik\noIvIMpow9ATkBlRGbU1ThlTckILIFgypiMhd6uszb5zOkIrMpLmaOgb5In/+fPmhh7QhFZf6kVWG\nw6asl/sxpCKr5RtSjRnDcJ/sMWoUEAgAUAInGO95ot7WCk0ndYZURLZgSEVE7mJQSVVVxeV+ZANN\nWcpxyHNr4UL5oYcwAbH4gCEVWWW4kirrxukMqchqw1VQUXhyC6m41I/s4vGMzDdWUhEVBoZUROQu\nDQ0ZLffrRxX7AJG5AgGgvByAPqSaOVNeWjWEisTJLkMqskqWIRUrqcg2wyFVL2oQRaJJf3W1XCDF\nkIpcYdIkAJlVUmn2rNA/Z/Jks4+MiAwwpCIid0nSk8qwkkq9kShfw1f/akg1ejQwYYL80JElfwyp\nyCq5hlSsMiWr1dYCtbUpq6iAFCEV+1GRnYZDqrwqqcaMASq4qzSRHRhSEZG7JOlJZdg4nSEVmS2L\nkOoghisBWNFHVhkzBjEkb5zOSipy1LhxuYdUarkKkZWGK/dy6Uk18hxNHzYishZDKiJyl2wqqdTk\niihfw1f9akg1Zox+dQorqchyjY0YRAUiSOyRrlmVyt39yFnjxiVCp2EZh1RG6QCRVcyopBqubCUi\n6/nTP4SIyEZJGqeredQADJIronylqKRSv0Q9iuETVoZUZJWGhqRL/QAu9yOHNTejE2HpJjWUMgqp\nYgA8DKnITsPLSzOppGpqEr3WY8O7o3SgCWH44Gf4T2QbVlIRkbskqaQybJzOSioyW20tYjAOqdRv\nXNsxHE4xpCKrpAmpKisBX6JnNYZQgSDK9OUsRFZobk673K+yMlH5BwAhBMTPb4ZUZKfh5aWZVFL5\nfPpwtR1NrKQishFDKiJylyS7+1XKN7GSiqxRW4se1GJQMwfjy03VLGokpFLLWYjMUl+vC6m0083j\nAerqYtL9PajjZyPZo6kpbUgFJFnyx55UZKfh+ZZJJRWgD6/a0MKQishGDKmIyF2SNE5XQypWUpEl\n6uoMq6g8nhQhFQMBskpDQ9Km6XF1NVFp3F07AfDy9I5s0NSUtieV0W0daGQlFdlreAl0JpVUgH56\nnkAze/0R2YhnMUTkLhku92MlFVmithatkL/hj3/hr57Mjpzsch6SVWpq0OOpl26qVUKpuiq5J1B3\n9TjLD4sIgGElldFmp42NcrVfBxqTpwNEVmhoQNRXlnNIxUoqInsxpCIid6mrM2ycbrjcj5VUZLba\nWt1FV1OS1lMjlVSch2QVjwc9VfK397XlIXlcIY+7q3ghRTbJdLlfrRykdpaP1f9QJ7KSx4Ou5umI\nItHEr7YmikDA+OFc7kfkLIZUROQu5eXGlVSV8jexXO5HlqirQxfkypX64SGX+5ETeirkyr7awJA0\nriuXx90V3NmPbJJpSFUxKI07aiZZd0xESbQ1zJTGLfWhJI/kcj8ipzGkIiJ3SRJSVfqC0m0Dnmp5\nWysiMxhUUsUvuoxCqig8DKnIUt3lckhVHxiQxnVlcgDQU85eP2STDHtSNQb6pHFH5XgLD4rI2Ina\nqdK4uWrQ+IEAmmvlc8427xjumkpkI4ZUROQqYV85QkjUX3sgyrGrPP3S4/q9DAbIArW1SSupAgGg\npiZxexQ+0dSaFX1koe4yed1JnU++4K/zy5+N3WVKmkpklUx7Uvl7pHFHOZdNkf3aqiZL45bK3qSP\nbamQ7ztRPl7soEJEtmBIRUSuMhCrkMZV6IfHA1TG5OqBAQ+DAbJAikoqIMmSP1ZSkYV6/PJVf61H\nvniq88rjbh9DKrKJ0XK/+pjuYY3eLmnc4WPTdLLfiXK5gq/Z3530sc1l8n1tPi71I7ITQyoicpWB\naLk0roQox66CUkkFhlRkgRQ9qQCguVm+ADuBZjYAJkt1exukcR26U467ld0AiSxTWakPqQL9uoc1\n+uQ52hFr0D2GyGpq0NTibU/62BZ/pzQ+4WGwSmQnhlRE5CoDEXmrlcrhcKoyKi9xUftWEZkiXSVV\nfUS6r718PODlj1KyTjdqpXFdtFMa18aUkAp1Vh8SEQAgEvWgWwn160IndI9rRIc07ogwSCX7nYAc\nNDXH2pI+tgXyfW1RVqgS2Yln1kTkKvqQagCIRlEVlZe09EflZYFEpqiuTllJ1aRspd4e4BIAslZ3\nVAmpIh0px92xGhDZoUtexYd6dMLXpa9OaYzJt3WEOUfJfm1BOcBvibUmfWxzVL6vLcRglchODKmI\nyFX6B+TGlJUYAIJBVEbkkGogWo6YvvUFUX4qKlJXUtXIO/60lzGkImt1R+SlzXVB+Rv+urAcAPRE\n2CON7NHZKY8b0An09Oge1xiR52zHEJfrk/1ODMnhaHP4WNLHNg0dkcadwSqEw0keTESmY0hFRK4y\nIPdHF72ohobgH+xFGRIBQRQ+BIMgMldFRcpKqvqKIem+bj+XAJC1uoPy0mZdJZUSWnWHuBSa7GEY\nUvXqd0xrDB2Xxh2DnKNkv7Z+ed61BA8nfay/ux0NmmWqMXjR0ZH04URkMoZUROQqakhViQFgaAjo\n7xe/T/FYorylqaSqC8iTrttrsN86kYm6h+Ql0LWRTmlcNyQHAN1BefMJIquoF+1JQ6qho/Lz+jlH\nyX4neuV51zx4KPmDOzp0falO6NutEZFFGFIRkaskDan6+vQ7/Ok3ESLKT5pKqrqyQem+bi/7VJC1\negbLpLG6vK92QO6d0j0gh1pEVlErqRrRAfT16R5X1d8mVUIPhXz8kols19Ylf5a29O9P/uCODjRD\nTqXakvdZJyKTMaQiIldRgydWUpGdwp4y9Gp2U/MgitrKRCOKer98AdalVF0RmSkWA7oH5Aur2pAc\nUtUNKSFVv8/y4yICMl/u5+np1u/wx6VTZKNYDDjRIV/2NvfsTf4Eg0oqhlRE9mFIRUSukqqSSg2p\nWElFZuvukRv316ML3lCiD1WdV74A647JO68Rmam/H4hGE3OyEv0oG5LnoNqTqochFdkk05AK3Qyp\nyFnd3UA4nPgsrUIfKgY6gFDI+Alc7kfkKIZUROQqyRqnY2BAt9yPlVRkNvWiqx5dwGBiiV+dR965\nqjvKrdTJOt3d8rgO3bp0vnZIaZze4+HOp2SLTHtSoaeHIRU5Sg2YRgIo9UM2jsv9iBzFkIqIXCVp\nJVU4zOV+ZDnDUEAz0XQhVYRbqZN10s1HAPAP9qIKiWWosZjHqC0QkekMe1KxkopcSA2YRgKori7j\nJ7CSishRDKmIyFWShlShEBunk+V65AwKteiRKqnqY53S/V2hahuOikpV2pAqGgWGhsTtKZ5HZIWM\nlvtFo6ykIsclraRSJzEgGlixkorIUQypiMhVkjZOD4VYSUWWSxdS1UXkK6vuUIUdh0UlSg2batEj\nf0gOz81aKBV+DKnIBhmFVMNlfQypyElZVVINV++zkorIOX6nD4CISCtpTypWUpENsg6phsrtOCwq\nUep81FVSDf+elVTkBOOeVFH5xuHJyJCKnJS0ksoopBoOWllJReQcVlIRkaukWu7HSiqymloEoIZU\nFcFu+JHYDSgY8WNoCESWSLvcL0lIpYZbRFZQgybDnlQMqcgFsqqkGp7DaiUVQyoi+zCkIiJXYU8q\ncpJ6cV+DXimk8gwNih3/NJL1XSXKl2FIFQoB4bC4gZVU5KCMQqrhD9UGdKZ8LpGVcqmk4nI/Iucw\npCIiV2ElFTnJcLmfdqKxSTXZyDCkAhJzkiEVOYiVVFQocqmkakK7dHN7OxCJWHF0RKRiSEVErpK0\ncXo4zEoqsly6nlQMqchODKnIrQaGfzTHlSEofkarIdXwD2qGVOSkpJVURh+Ww3O4DGHUayoAYzHj\nzQCJyHwMqYjIVVI1TmclFVktl5CKy/3IKmlDKu7uRw4xqqLyAPqQaniOMqQiJyWtpBrefVKimcNs\nnk7kDIZUROQq7ElFTlKvr9SeVAgGdT2pGAiQVdS5NRJGxT/8WElFDjFc6geIi/5YLHHH8BxlSEVO\nSlpJZXQiqTkRYPN0ImcwpCIiV2FPKnJSJpVUrFohu6jzMdPlftzdj6yWNKQKh4FgMHEHQypyWCyW\nopIqTUilVlKxeTqRPRhSEZGrsJKKnJRLSMVAgKzCnlTkVklDKkAuSR2eozXohQ/hkZsHB+WPViKr\n9PXJuWkFBhLnk2mW+7GSisgZDKmIyFWSNk5nJRXZgCEVuQlDKnKrlCGV9kNx+PPToz7G4DWIrGBU\nReWJD7Jc7sdKKiJ7MKQiIlfJpnE6K6nIbIY9qbSTkiEV2ShpSMWeVOSwlCGV9jNT83uGVOSEpP2o\nADZOJ3IphlRE5CpJl/uFw7rlfqykIrOxkorcJNNKKvZJI7u1t8tjKYAaGkr8niEVOSxpPyqAlVRE\nLuV3+gBIdscdd+Dw4cNpH3fmmWfi05/+tA1HRGSfWCy7xumspCKzpQ2pgkGGVGSbpLv7cbkfOSxl\nJZX2M1Pze4ZU5IR8QipWUhE5gyGVyzzwwAPYunVr2sd1dnYypKKiEwoBkUhi7EMYZQhrGqdHpMez\nkorMFIvpA6ca9KatpFKXCBKZIRSSp54XkUQ1aZrlfgxOyWopQ6oMK6k6Oy04MCKFGiyNQmtiYLTc\nT3MbG6cTOYMhlUudddZZuOGGG5LeP3v2bBuPhsgehv2oAE0lVTTl44nyMTAARDVTLIAhBBDicj9y\nhDqv6tCdaPYb//AbnpuspCK7ZVxJxeV+5DA1WJKCpywrqbjcj8geDKlcas6cOfjSl77k9GEQ2cpw\nqR+gqaQaku7ncj8yk1oRNRJGMaQiByTtRwXolvtVYgA+hBEZPq0bHBRbrgcCdhwplaKMK6m43I8c\nljKk6usTZdQeT+K2FD2pWElFZA82Tici10gXUqk9qVhJRWYy7EcFJCZaLAYMDYklgCmeR2SGbEIq\nj3q/wfOJzMRKKioUuuV+Ps3EG/65LklRSdXeLldcE5E1GFIRkWuorQFGlvuFQkA4bNg4PRaz6eCo\n6CUNqeIXXKGQfHuS5xGZIWVIFZ+TmgCgHl3S47vkIZGpzOhJxZCK7KCrpKpQyqbVsnxNSBVACLU1\niVQqGmUvNSI7MKQiItdQQ6pqDN8QiQChEMoQhh+hkfuj0ZHcgChvhk3TgUQgEAwCYEhF9ki6sx+Q\n+ODTBAAN6JQezwspshJ396NCoQupqpRQSj35VNb+tzTJ34ayLxWR9diTyqWOHDmCX/7yl9i7dy88\nHg/GjBmDJUuWYMmSJfB6mS1ScUoXUgGiuqob9SOP6e9n3xUyR9JKquFwKl4dwJCK7KBWQkmVUgyp\nyEEDA3KxlN8bQXVU8wOclVTkIrqQqnoA2g3+dJVUyri5BdizX369WbPMPUYikjGkcqlnn30Wzz77\nrO72mTNn4q677sJVV12V0+t2pDgj6NSc0QaDQQTjF2YFIKQppwmxtKZgdXV5AJSNjOMhVTQchicU\nggeiT5U2pOrqCqKqyuYDdQnOe3N1dnqh/bEYD6OiwSDCwSDQ04MARFDqRQRR+ACI67G+viDKygxe\nlExVSnO+rU2ej9oQKjI4iEgwCP/AwEhJvBpSnTgRQjDI9dCFzo1z/tgxAEh8O9RY3g+PZjV+uLcX\n0eFzyLL+/pFdKdWQqr09imAwbO3BUkEya97HYkBbWxmQ2BsVjTVyD6pQZydi8WueWAxlg4OaRwNN\nzfJrHjnCz1Yynxs/67Nhdm7AkMqFxowZgwsuuABTp07F2LFj0dHRgTVr1uDll1/Grl27cPXVV+On\nP/0pvvrVr2b92k1NTRk9btWqVaipqcn69d1g1apVTh8C5ei118YDWDwyjodUPe3tqNdUUmmtXPky\nxo3jNn+c9/l77bXJABaOjOMhVV9nJ15YuRJVx47hEohT3Rr0SmHpo4+uQm1t4Z1UFLJin/Pr1s0C\ncPLIWFtJdXjvXmxYuRIXHD+ORoP7AWDNmndQXr4fVDzcMuf3768FcPHIuMYnr03d+c472LFyJQDg\nko4OxL9HUkOqo0eHsHKl/gtZIq185n1fnx/h8BUj44qKMIZC3ajWPOb1F15A+9GjAABPOIyrNJ3R\noz4fhoKHAUwaue2ll7bA5zuQ8zERpeOWz/ps9KpbZOeJIZXL/O53v8OiRYsMl/StWbMGH/nIR3D8\n+HF87Wtfw3nnnYczzjjDgaMkssbgoPyRFA+pvOHEN61q8/Rg0Gf9gVFJGBiQ5188pPIOB6RezTdb\nteiRQqrBQT9DKjJVX59cmqetlPJEIgDkz0a1kkp9PpFZenvluVVX3g/tpqdezTfqPs3nphpSqa9D\nZLbubrkfRG1tEOGKCuk2n2Z5qk+pYImWlaG2Vq4Q6elhjwkiqzGkysF3v/tdnMiza97PfvYz+P36\nP/7FixcbPFo4//zz8fDDD+OCCy5ALBbDf/zHf+DPf/5zVu/b3t6e9L7Ozk5Mnz4dALB8+XI0NjYm\nfazbhEKhkdR5+fLlKOO6m4K0e7cczsZDqhrNvxW1kmrRovOxeHFpll1z3ptr40Z5/sUbp1cFAlix\nYgU8b789cp/al+qMMy7CySeX5jy0UynN+SeflAN4baXU+JYWjF6xAv5vfWvkNjWkGjduLlasOMnS\nYyTruXHORyIeaTyu2QNoTotnTpqEaStWAADKhgNVQHxuer0xRKPi+UNDfixbtoJ9JUnHrHn/5pvy\nXJ00qQIt4ycBmzeP3LZ43jzEhucrWlulx/tqanDGGVPwt78lbhs1ip+tZD43ftZnI1VLoVwwpMrB\nvffei3379uX1GnfeeadhSJXO+eefj8WLF2PdunU5lQJmGjwFAgEECvSsoaysrGCPvdQNyW0CRkIq\nj+YOtZIqHC7jCS44780wIE+tkSDKEwqJP9tYTHdf3OAg56Hdin3Oqw35tSGUNxIR/+8pKql6enwI\nBFhpWkzcMufVVR1NtXJfKV8oBF/8ODUfrB4ADQ2A9vvSvr4ACrS7BNkkn3mvbkAxapQX3tpa+fWD\nwcQOPJqlfgDgqajA6NHy9VpHBz9byVpu+azPhtnHy5AqB//6r/+KbnVv6Czlk46eeuqpWLduHTo6\nOtDf34+qUu0aTUUn6e5+KUIqdVMWolwl3d0vXv6vmYc1kK/SuMMfmS3l7n7x5VSapSlqTyr1+URm\nUb8wb6xRmp/HPyvDYbE7b5zPh8ZGjxRSdXQAY8ZYc5xEup39WgBUKNdN2pPPwUH5vvJy8ZwUr0lE\n5mNIlYNPf/rTjr5/WPPNqc/HJJ+KR9KQSvNNrLrcT61+IcpV0pAqHghoQiq1koohFZlNs+EuAKVS\nKh5OaUIqtZJKfT6RWXQhVW2SkEr9AV1RAbWg3+QVIkQSw5AqqoRU2m871ZCqogLNyu5+DKmIrKfv\nzk2ut27dOgDAuHHjUF5e7vDREJknaUilOWlgJRVZRQ2aRqqlDCqpGFKR1VJWUjGkIgfpQqp6eYnU\nyM9sNaSqrGRIRbYyDKmqq+UbU1VSVVRg1KjUr0lE5mMlVYH585//jG3btgEALr/8coePhshcSUMq\nTS+gkduSPIcoV9ks92NIRVZjJRW5lS6kalA2jYh/VqoX/AypyGZKH3QRUoWVL/i1DVENQqrRo+Wb\njh837fCIKAlWUrnIY489hrVr1yKqNO0DgGg0it///ve48cYbAQAVFRX45je/afchEllKDZzUpX0A\newGRddRmwCNBVCQimqkypCIbqSETK6nILXQhlbonT7JKKi73I5sZVlKpq1DShFTNzYBHs0lge7v0\n0UtEFmAllYs89NBD+NOf/oRRo0Zh9uzZGDt2LJqbm9He3o7XXnsNhw4dAiACqj/96U+YMWOGw0dM\nZK6klVQaDAfIKkkrqQBxRsqQimwSCslLmb3eGGqivfIDtP8FG6eTfdKGVMl6UrGSimxmGFLtV0Kq\neN9JwDCk8vuB5mb5tdragHHjTD1UItJgSOUiH/7wh3H06FG89tpreOWVV3T3+/1+XHXVVfi3f/s3\nzJ0714EjJLJWJiFVHeSdNRkOkFnShlSaE1k1pFKrsIjyoQZMdTVReLs1S6oMdvdTPxu7u0UBoJc1\n82QyXUjVrEyy+IW+wQU/QyqykxmVVAAwerT8WsePM6QishJDKhf52Mc+ho997GPo6enBO++8gyNH\njqCtrQ2VlZWYOHEizjjjDNTW1jp9mESWYSUVOSlp43SAlVRkKzWkaqiNQsqgQiHRqy8SGbnJjwhq\na2Po6RHrUmIxEVQ1NFh/vFRa0oZU8c9KbYUKAJSXM6QiWxmGVIGAfGOGIdW77yZuPnbMvGMkIj2G\nVC5UW1uLs88+2+nDILKdulMfQyqySyyWppIqGJROZNkbjayk60dVFwUOaW4IhfRNUXw+NDR4pLnY\n2cmQisynC6lGl8k3xC/01TlaVsaQimwTiYj+UVrNzci5kkqLzdOJrMUicCJyDVZSkVMGB8XSqLgA\nhhCA5gKLlVRkI10lVb3ygFAICIfl28rKdIEUm6eT2QYH5et4vx+oblBCqmSVVAypyEYdHdLm0Kiv\nB8rKoA+p0vSkAoAxY+SbGVIRWYshFRG5BkMqcoquisqrzD2GVGQjXSWVUUhlUKWiPo7N08lsRk3T\nPZUV8o2spCIXMFzqB7CSiqgAMKQiItdgSEVOySikStE4nfOQzKSrpFJ3TwsGDQMAVlKR1Qx39kt2\n0a/O0UCAIRXZprVVHjOkIiocDKmIyBWCQXn1ih8hebnVMIYDZAVd03SfsnV6MMiQimyjq6Rq8Mg3\nJKmkYkhFVssopGIlFbmAGiSNLNnLsXF6qtcmInMxpCIiV8ikigpgOEDW0FVSqSGV0gOI85CspK+k\nUk7XGFKRQwxDqgpluV+ySqqyMtTVAR5N5trXp38YkRnUHfhGgqZUPam0gRXAkIrIIQypiMgVeuXN\n0nS7p8UxHCArqPOv1q9sNamEApyHZCVdJVVTZiGV2pOKIRWZzTCkUitTQiGxE4VB43SvV7/jJKup\nyApqkJQ0pGIlFZHrMKQiIlfo7pbHdR7jq/5q9MGDxDZsAwP6Ta6IsqWrpPIrJ6pKD6AKDMLnTcxD\npWUVUV4MK6l8PvnGAaXaz6CSio3TyWyGIZXHY3zhbxCkjjwnxWsSmSHpcj+TQirtzoFEZC6GVETk\nCrqQwGO83M8DoKZMLsdmFQvlS9eTSplj6nI/D4DaCvkCjPOQzGK4u9/wBf6IfqXaj8v9yAaGIRXA\nkIpcJ+lyvxx6UtXWylN8YEDfpoKIzMOQiohcQa2kqvUaL/cDgNoy+SSC4QDlSxeSKnPMaHlVTYVc\nwsd5SGbRVVI1gCEVuULGIdXgoOHuftJzkrwmkRkyXu6nLYNOElJ5PPpqKjUEIyLzMKQiIldQL/Dr\nUoRUdQGGVGQuXUgVSF1JBQC1lQypyBqspCK3am+Xx01Nw79R52c4zEoqcpSZy/0A9qUishNDKiJy\nBX0lVb/xAwHUBuTmPwwHKF+6xunlSoMppScVANRWRqQx5yGZJddKKjZOJ6u1tcnjlpbh3xiFVAaN\n0wGGVGQPMxunA5qQK8nrE5F5GFIRkSvoKql8yRf715azJxWZS1dJpYZUBsv96qrlSio1aCXKlVmV\nVGycTmY7cUIeNzcP/8bvl+9IsgMloKm+GqZWZxHla2hI/hz1ejXzLpuQSvNYVlIR2YchFRG5gq6S\nKmVIxUoqMpeucXq5cnFlsNyvoUaupGLVCpkhFtOHS/X10Df75XI/ckDSSio1pEqx3G/kOUlekyhf\nra3yuKVFs0Gq+lmaQU8qgCEVkZ0YUhGRK+grqVIs92NIRSbTVVIpO/cZLferr5VDKlatkBn6+oCI\nZmpVVAx/mZ+uksrvN1zux23SyUwZL/dLUUk1apR8sxooEOUraT8qwHhpajQqfs+QisgVGFIRkSvo\nK6nYk4rso+tJpTRFN6ykqo1KY1atkBkM+1EBGS33CwSAqqrETdGofm4T5SoUkn9We72a+ZlJJdVw\nBYtaScWQisym7rwnBUweT/Ilf1mEVNzdj8g6DKmIyBV0lVT+FCFVBUMqMpeuksoopFIuuBrqGFKR\n+dR5lE1IBYDN08kyaj+qpiYRVAHIanc/tZKKy/3IbEmbpsdlGlJpHqc2TmdIRWQdhlRE5Aq6Sqqy\nQeMHAqhV+gUxpKJ86UKqKnkpn1FIVV8vr6Picj8yg2E/KiDjkIrN08kqSZumA8aN05Ps7sdKKrJa\nyuV+gD6kis/VJNV/ADB2rHzXkSO5Hx8RpcaQiohcQRcS+AeSPlbtF8Rd1ShfusbpVXKVFIJB/XI/\nJaRixQqZIeNKqj5lc4kkIRXnJZklaT8qIKvG6UaVVOydRmZKW0mlNk+PV1IlmbMAMG6cfNfRo7kf\nHxGlxpCKiFxBDZrqylKFVFzuR+bKpZKqocEjjVmxQmZIWkmVwe5+AEMqsk7KSqoslvtVV0utfjA0\nxN5pZK6UPamA5Mv9UoRUzc1yFtvVBQwkP1UlojwwpCIiV9CFBKmW+1VwuR+ZJxYzaJxeo3ytb9A4\nnb1/yArsSUVulVUlVYrd/TweLvkja+XckypFSOX16pcNspqKyBoMqYjIFXSVVIFUIZUcFjCkonz0\n9wMRTeFUIAAEKpQfj8GgvpKqUa6kYhhAZjC7JxXnJZkl7+V+mmpANk8nK5nWk0r53GVfKiJ7MKQi\nIlfQVVIFhpI+tq6SlVRkHjUUaGiAfmmV0XK/JvlHKJf7kRnyraRi43SyStbL/ZI0Tgf0IRUrqchM\nOfWkikbFLy2fTxqyLxWRPRhSEZHjwmH5esvjAaoDoaSP53I/MpNhSKVecBkt92uUf4SyYoXMkHEl\nldoMhZVUZDGzlvvpnmvw2kS5isVyXO5nNF89csW0GlKxkorIGgypiMhxaj+gmhrA60/+8VRbyeV+\nZB71Ir6+HsYhlXICW9vol85f+/r057hE2eLufuRWKSupstjdD2AlFVmns1OeejU1QFWV8qBMQyoF\nl/sR2YMhFRE5TrfUrxa6EmvpfoZUZCLDyhV1KUAwqKuk8gb8uibVam81omwZhqZAxrv7sXE6WSVl\nJVUGwX6qSiqGVGQWdQmerooKMO5JlUFIxeV+RPZgSEVEjlNDppoaZB1SxWJJHkyUhmHlSoYXXAwE\nyGyGy08B9qQix1lZScXlfmQWtbpJDZYAsJKKyOUYUhGR4wwrqdQTXo1AQC4qiESAweSbARKlZFhJ\nlWFIxUCAzJa0koq7+5HDsqqkMmqcnmJ3P1ZSkVnU6ibDkMqocTorqYhcgyEVETlO7UmVbrkfvF7x\nGA0u+aNcZdQ43WC5H/z65X4MBChfZldScU6SGcJheS55PEBjo+YBbJxOLqFWN6nVTwBYSUXkcgyp\niMhx2fakMgqp2AuIcmVYuaJ+y2qwux/8fgYCZLqMK6lUwyGBOic7Osw4Kip17e3yuLFR+THNxunk\nEhlVUuXYk0oNqY4fF9X8RGQuhlRE5LisQyqfj5VUZJqMKqkGBuSx1wt4vVzuR6YKheQCKa93uEcf\nkD6kGr5fqm6BCKnYs4/ylXKpH2C83I8hFTnAykqqigr5i4BIhFWARFZgSEVEjjNsnJ6iJxWX+5GZ\nDCtXMlxaxeV+ZCY15KyrE0EVgNSficDInCwvB6qrEzdHIqw0pfylbJoOZL3cr7FRLBmM6+rSP5wo\nFxlVUmVZ+Zfq9diXish8DKmIyHFmLPdjSEW5Mmycrp7Aqp352f+HLGA4F+NSfSYC0gVVU5N8l7pU\niyhbaSupMrno1yyj9vn0QRcrUsgMGVVSmRhSsS8VmWH7dmD//loMDKT5QqpEMKQiIsexcTo5yXC5\nX7qQKkn/Hy73o3yoYZIUNjGkIgeplVQZLfdTd/dTHqMu+WNIRWbIqJIqy+WpWmyeTlb4t3/z4ctf\nvhif/OQVGDOmDI895vQROYshFRE5LpdKqrq61K9BlCnD5X7q/EtSScXlfmSmlCGVN80pG0MqspAa\nIOW73A/QB13sS0X5GhqSP++8Xn0YCoDL/ch1DhxIrH/u7PTornNKDUMqInIcl/uRk1hJRW5hViWV\nGiCoVTBE2Tp+XB7rLvxzuOhn83Qy27Fj8nj06CQfnXmEVKykIitoQyoAmDzZoQNxCYZUROQ4Nk4n\nJ+VTScWeVGQmVlKRW6kh1ZgxygNyWD41erR8txowEGVLDYwMl/oBeYVU48fL40OHMj8+IiOhEHD4\nsHzbxInOHItbMKQiIsexkoqcEono505dHTJunM7lfmSmvCqpNHOWIRWZzahCRWL0mRmLJcYej24O\nqxUpDKkoX+rSO8Om6UBOy1PjJkyQxwypKF+HDwPRaKKSasyYGCoqHDwgF2BIRUSOY+N0copRFZXP\nh/SVVFzuRxZQwyRp2V66SirNnGVIRWZTK6l0IZV6Qd/fL481O/vFqQECe/tQvjJqmg7kVUnFkIrM\ntn+/PJ40KWb8wBLCkIqIHMdKKnKKGlI1Ng7/xugEVovL/cgCeVVSaUIstScVQyrKV9qQSv3MHBiQ\nxwYX/OqSQYZUlC91uV/GlVR5hFRHjoiqbKJc6UMqZ47DTRhSEZHjzAipurtNPywqAR0d8ngkdMpw\naZW63K+rS17hQpQNs0IqtZKKjdMpH9Govql52pBKraQyuODncj8ym6mVVEl6o1ZWar7Qggio1BCX\nKBuspNJjSEVEjmPjdHKKGlKNnHhmuJNaWRlQVZW4ORrVL18lylRejdO53I8s0t4uV4rU1wPl5cqD\n1BCKlVTkADsqqQAu+SNzMaTSY0hFRI7jcj9ySsbL/VSak1c2TyezsJKK3CjtUj/AlOV+x46JoJ8o\nV3b0pAIYUpG51JBq8mSGVAypiMhR4bDck9rjAaqrwZCKbJHvcj9ALvs3ek2iTJlVSdXSIt/V1pbf\ncVFpU5fhqeESgJyW+1VVDe+mOiwc5ucn5SfjSip1PjKkIgft2yePJ0505jjchCEVETlKXRpVUyOC\nqpQhgc/HkIpMkXS5XxaVVAypyAyxmD6kkuZWFpVUakh14oS+9z9RpjKqpMphdz+AS/7IPNGofv5w\nuR+5XSwG7N0r3zZ1KiupGFIRkaMMl/oB7ElFtki63C+LSir2/yEz9PbKQVJVFVBRoXlAFiGV388l\nf2QeU5b7JfmZzubpZJa2Njlnqq8frsw3wpCKXOLECaCvLzGuqAjrdugtRQypiMhRhk3TgbTL/UYe\nN6y/n1sAU/aSLvfLopKKIRWZQV2Sp86rbJb7AfoggbtPUa5yCqm06/iN7h/GSioyixoUqUGSRJ2P\noRBDKnKEWkU1enS/WFFS4hhSEZGjklZSpQmpvF7ogiruqkbZynd3P+k5SV6TKBOtrfJ41CjlAVlU\nUhk9X319okxl1JNKvaAPBuVxkpBVraRiSEW5OnhQHqfs68NKKnIJo5CKGFIRkcNyDamkxyZ5LaJ0\nct7dj8v9yGRqJZXaV4qVVOSUnCqphobkcZKf6VzuR2bJq5KKIRU5hCGVMYZUROQotfqJIRXZKefd\n/VIs92MlFeWClVTkVqYs90syf7ncj8xiZ0jV0iLf3d3Nan7KDUMqYwypiMhRuTZOlx6b5LWI0sl5\ndz/N/epyP1ZSUS7USipdSJWukkq5n5VUZJaclvvFlN2pWElFFlOX+1kZUnm9wPjx8m2spqJc7Nsn\njxlSCQypiMhRuTZOBxhSUf7U5X5mVFIxpKJcqJVOuuV+6eakcj8rqcgsOVVSqZKErKykIrOoIZGV\nPakALvkjc6iVVKNGDRg+rtQwpCIiR5nZk6q727zjouIXi6WopPJ4UleusHE6mSxtJVWWy/1YSUVm\n6O+XlzH5/ZowXyvNBX2mlVQMqShXWS33U+crQypyQCzG5X7JMKQiIkexcTo5pbcXiEQS48pKoLxc\n84BUc5CN08lkaSupsmyczkoqMoNRFZXh9ujpKqmSfJ6qYWprq/y5TJQpO5f7Gb2++v5E6bS3y18C\nlJeHUVcXTP6EEsKQiogcxcbp5JSkS/3iUl10cbkfmYyVVORG6rwx7EcF5BxSlZfL1ajRqP7fAlE6\nvb1yNX0gYBD0a6nzNRTKOqSaPFke79+f/jiJtIyqqAy/BChBDKmIyFFsnE5OSbrULy7DSio13Orq\nYiUAZS/vSiru7kcWyKgfFZB+uV+K+cvm6ZQvdand+PFpPjJNqKRiSEX54lK/5BhSEZGj2DidnJI2\npEoVlGru8/mA+nr5brVKiyidvCuplPubm+VlWR0d+mswonTUwChpSJVjJRXA5umUv6yW+gGmhFRT\npshjdZc2onT0IRWbpscxpCIiR+XTk6quLvVrEaWSdrlfhpVUAJf8UX7CYTk09Xj0cyrbSiqfTwRV\nWlxGRdlSAyO16mlEHiEVm6dTvrJqmg5YUkm1b59ohE2UKVZSJceQiogclVNINXwfK6koH2ZVUhk9\nlzv8UTbU8KipyeAjMMtKKoB9qSh/R47I43Hjkjwwx939AC73o/ypIdXEiWmeYBRShcPybWnm9KhR\nYsOVuN5eVlFTdvbskccMqRIYUhGRo9g4nZySV08q5T5WUlE+Mur7k2XjdIB9qSh/plVSpagE5HI/\nypcTy/08HuNqKqJMvf++PB47ts+ZA3EhhlRE5KiklVSplrYwpCIT5LW7X5qQipVUlA01PDIMqbJc\n7mf0OqykomyplVRc7kdu5MRyP4DN0yl30ai+kmrMGIZUcQypiMhRSRunp9qDlSEVmcDMSir1uayk\nomyo4ZGuaTqQ03I/VlJRvtTAyIrlfmolFZf7UbacCqnYPJ1ydfgwMDSUGDc1xVBTE07+hBLDkIqI\nHJW0koohFVksr5CKjdPJRKykIjeKxdg4nQpD1sv91ACKlVRkM3Wp3/Tp7LqvxZCKiBwTDAKDg4mx\n1wtUVw8PGFKRxcxc7sfG6ZQPU3pSsZKKTNbTA/Rr+viWlwP19Uke7PVmtEzfCBunUz4GB+Vg0+PJ\noXF6KMRKKrKVGlJNm8aQSoshFRE5Rg2V6uo02RRDKrIYG6eTW2S03I+VVGQzo6V+qX40ZxPsa40a\nJb9uW5s+LyBKRq2iGj8+g3yJy/3IYbt3y+Pp0505DrdiSEVEjunulsd1dZoBQyqyWNqQKo/G6Qyp\nKBsZLffj7n5ks4yX+sXlGFL5/UBLi3wbA1XKlLrETl2CZ8gopAqHUz/GAJf7Ua643C81hlRE5Bg1\npJKWEWQQUpWXy+cQoZDchJAolbTL/bLoScXlfpQPUxqnZxBS8cKfsqHu7Je0aXpcqmq/NPNXbZ6u\nvjdRMmowpFY3GfJ65fPMWExfSZXuMxdiWaH2ZY4eldtYECXD5X6pMaQiIsfkW0nl8SjPMXhNomRY\nSUVukVFPqlQBgMdj+Jmpvg4rqSgbWVdS5diTCtA3ulZ3ayNKRl1il1ElFaD/Ga9+y5lBSFVWJpYX\naqnLD4mM6Jf7MaTSYkhloqGhIbz++uv4+c9/juuvvx6zZs1CTU0Nampq8KUvfSmr1zp27Bi+853v\nYNGiRRgzZgwmT56MZcuW4e6770ZYLUclKlBdXfI425AK4JI/ys3QEDAwkBj7fEBNjfIg9qQim+S9\n3C/JfU1NcjbQ1cVqU8qcWs2UV0iV5oJfbXTNC33KVE7L/QB9SBUMyuMMQiqAfakoe11dwIkTiXEg\nkMGOlCUm/WJbytgll1yCNWvWGN43mEXt58svv4yPfOQjaGtrk24/cOAAXnjhBdx999146qmn0KIu\n4CcqMPlWUumeY/CaREaMlvrpplyeu/vFYmmaDBNBhEbawN7nM6jqA3KqUvF6Ra8fbaVWWxtPhikz\nRo3TU2JIRQ7IabkfkL6SKt1mFZr3e+21xJghFaWjX+qX8XQrGfzjMFEgEMBZZ52F2267DX/4wx/w\n9ttvZ/0au3btwtVXX422tjaMGzcODz30EI4cOYJdu3bhu9/9Lnw+H9atW4err74akUjEgv8LIvuY\nEVKpfYTYC4gykXapH5BVT6qqKvFNWJxaqUWUjFpF1dKS5GQ11XxMcXbLvlSUq6yX++VQ7RfHkIpy\n5eRyPwCYOlUe79mT4ftTyVJDqhkznDkON2MllYmee+45eDQX1tlUT8V94xvfQFdXFyorK/Hiiy9i\n9uzZI/d973vfw6hRo/ClL30Jr732Gu6991589rOfNeXYiZyQc0ilOXFQwwW1QobISEYhVRaVVB6P\nWFqlvahrbxfhFVEqakhl2DQdyLlKZfRoYOvW5O9HlIypy/3SlAkwpKJcxGImLvfLMaSaNk0eM6Si\ndNR+VAyp9FhJZSJPnus69u/fj8ceewwA8MUvflEKqOJuueUWzBieyT//+c/zej8ip5lRScVd1SgX\naXf2A7KuCuBcpFxk1DQdYCUV2Y7L/cjtWlvlbKm2VtkpOpWyMnkcUxpXM6Qii+zcKY8ZUukxpHKR\neEAFAJ/4xCcMH+PxePCxj30MAPD2229jtxrFEhUQLvcjp5hdSQWweTrlxpSQKk0llRYrqSgT4XCG\nDf21TA6p1MyASKUu9ZsyJYtekKl+xgMZNwliSEXZ2r5dHp90kjPH4WYMqVzkzTffBCB6Wy1atCjp\n484555yR369bt87y4yKyCiupyCnqPMm6ksrg5JZzkXJhynI/VlKRyY4fl0Oi5ma5756hPEKq+nqg\nujoxHhxk0E/p5bzUD0gfUmVYSTV5sjz1jxxhT0pKTQ2pDBZPlTyGVC7y3nvvAQAmTZqEMrUEVWP6\n9Okjv9+2bZvlx0VkFYZU5BR1uR8rqcgprKQiN8p6qR+QV08qj4dL/ih7bgipysr0c5c7/FEyHR3y\nz+Hy8ix2pCwhbJzuIseHz1THjBmT8nFjNZ0rW7M82+xIcQXfqblqCwaDCAaDWb22k0KhkOHvyd06\nO/3QZuWVlSEEg+KrW084jGRRbTAcBobnZ22tF9qPshMnIggGS2PnS8773LW1+QAkTkDr6sIIBqPS\nY3weD5KdooaiUcSUz8j6evk1jx/Xvyblpxjn/LFj8rxpakoyb8JhJCtkiXm9CCX5md3Y6AE0n6ZH\njkQRDIZzP2CylVNzft8+ed6MHp1+3pR5PEj29VIYQDTNeeX48X5s3544J9izJ4S5c7nmrxRlOu93\n75Y/PydOzPznrt/nS1mtEYxERs4105k61Y/9+xOvtmNHCNOnc+6S3tat8mfrjBlRRCLhgj+/MTs3\nYEjlIr29vQCAysrKlI/T3h9/Tqaa1K/6k1i1ahVqamqyem23WLVqldOHQBk6ePACAIkSlq1b1yIc\nFkFq07ZtOD/J855+9lnEhr8Be//9MQCWjNy3c2cbVq583aIjdi/O++xs2bIAQOKrq4MH38HKlfJX\nn4uOH4fy5eiIN9evR5vyA7mt7SQAc0fG69fvxsqVrHa1SrHM+XfeOQtA4sunAwc2YOXKI7rH+QYH\ncWWS1xgKBvHMypWG9+3Z0wRoPk137uzCypWr8zhicoqdc/6ZZ6YCmK+55SBWrtyY8jnLhoaQ7Mxx\n5/vvY0eSOZqwEECiFObZZ7fC42FJSqlLNe/femsxgPEj4xMnNmHlykMZve7SgQGk6rH+zHPPIVpe\nntFr+f3y3H3yyW2IxdicivRefHESgNNHxnV1R7Fypdy+pxDPb7LNJNLhcj8XSrdLoPb+GLtKUgHr\n75dz8qqqxLe0sRT/DrT31dTI3zb09iZfKksU19cnz5Pqav23VrEUy1OiBvdxLlIuurrki6D6+iHD\nx6Waj6nua2gYlMYdHZlddFFpa2uTvzBtacmgyU6qn9sZNKFW30M9BiLV8eNV0njUqMybQaWbk5nM\n2bgxY/qk8bFjVUkeSaXu0CE5yp8wwdxwp1iUXCXVvHnzsC/PhcInTpxAeYbJejaqq6vR0dGBgTTd\n9rT3Z1vt1J6iSUpnZ+dIv6vly5ej0bBJizuFQqGR1Hn58uUpe3qRe4RC8t/TFVechwkTxO89Kebf\niiuuGDkZnjoV+OY3E/fFYo1YsWKF2YfqSpz3ufvZz+QffxddtADLl8+XbvP99a9Jn7/k3HMRO/ts\n6bauLi/uvjsxrqmZjBUrJuR/sDSiGOf8V78q/z9ceeVZxjv9pCilr6iuTvq519cH3HxzYtzVVYnL\nLluR+Q5Y5Cin5vyf/ywvdl66dAZWrJiW5NFCWW1t0vtOmjsXM9P8bD5wwIu//CUxrqycmfY9qThl\nOu9vvFG+/eMfP0vXHyoZ/w9/CKTYJf2yK67IuC9Ve7sXDz6YGHs807FiRTYNsqhU3HeffP552WXT\nsWLF1II/v0nVUigXJRdS9fX1oa+vL/0DU7CqeqmlpQUHDx5M22fquKbLanNzc1bvkWnwFAgEEEi7\njYs7lZWVFeyxl5JYDDhxQr5t3LhAYvegFH+HAU1IrDYF7urylOTfP+d9dtSfpaNGlemnXIoThLKK\nCt0cVXdR6+ryIRDI7ASXslcsc179kT9xYsD44y/FxZLH50v6ZxEIALW1QE+PGIdCHvT2BpDl6QO5\ngJ1z/pCyYmraNH/63f1SzFF/IJB2e8CpU+Xx4cP8DKXk876rS/5ZHggAU6cG0vXo175wyrsDFRWp\nN/HRmDVLHu/b5y2Kn09kvp075fHJJ+s/Wwvx/Mbs4y25kOrdd99FNJpfI9uKigqTjkY2e/ZsbNq0\nCfv370ckEoEvyQ/7vXv3jvx+zpw5lhwLkdW6uoCIpr95dTUg/dNKdmKgnH00NMh3d3SIAIxVApSK\nGpCqARMA7u5HluvvF5VOcWVlQH2yJil57Jw2dmwipALEzm0MqSiVAwfk8aRJGTwp1TzMoCJFfQ/u\n7kep7FFaPk2ZkvajUJbqZ7zHk9WJ5DSl4E89NiIAiEb1IdXs2c4ci9uVXE+qqqoq1NTU5PXLKosW\nLQIADA4OYvPmzUkf9/rriabQ8ecQFRo1JGhpUR6QYUhVWSm2b40LhcSFH1EysRjQ1ibfppt/QOqL\nKoOTW4ZUlC21imrUqBTXRakumtJcmY0bJ4+PHs3s+Kg0RaP6gMiOkEpdpnXggPi8JjKiBkFqUJRW\nqkqqDJf5xY0bJ5+LdnaKX0Ra+/cDg5o2kc3N/MIomZILqdzsQx/60Mjv/6JdlK94+OGHAQAnnXQS\nK6moYKUNCbK4GFNXsTIcoFT6++WThPJyUcmnk+ok1eA+dR6avDyfipBm9T4A/fJlnWQhQJoLqrFj\n5fER/eaBRCNaW+UWaHV14ldaeVT7ASLo11ZU9/WJqmsiI3mHVFlWS6fi9YpKLi1WU5Fqxw55zCqq\n5BhSucisWbOwfPlyAMCvfvUrHDSoc37wwQfxzjvvAABuvfVWW4+PyExqJZXum4QsQio14FIDMCIt\no4DUcLpleQLb0CC/TmenqOwjSkYNqQyXnWolu3DKYLmfFiupKJWclvoBWQf7Ko9H/1557nVERcxN\nIRUADO89NeL997N+CSpy27fLY8NNUggAQyrXufPOO1FRUYGuri4sW7YML7/8MiKRCPr6+vCb3/wG\nn/3sZwEAp5xyCm666SaHj5YodzlXUhmcOKjVB+qFH5FWRkv9gKwvuPx+fdiaZh8MKnHq/EhbSZVs\nTqa5oOJyP8pGTkv9gLyX+wH6ahSGVJSM20KqmTPlsdp7iEgNqVhJlRxDKhPde++9Uu+qFs2Vj3rf\nWPVrzWHz58/HAw88gKqqKuzYsQNLly5FeXk5ampqcNNNN2FwcBAzZ87E3/72t4Lr+k+kZWYllXph\nx2CAUsk4pEp1ApvkPlasUDZMW+6XZSUVl/tRKjlXUjGkIhtZGlJl1YFdUHf4Y0hFKoZUmWNIZaJQ\nKIS+vj7pV1w4HJZu7+3tTfo611xzDTZt2oTPf/7zGD9+PGKxGAKBAE4++WR8//vfx6ZNmzBF/SlO\nVGDM7EmlLpFhJRWlYlUlFQCMGSOPjx3L/Lio9HC5H7mRJSFVhhf9DKkoE7EYoNnsHIDzlVQMqSgd\n9qTKXIp/nZStz3zmM/jEJz6R0WM9abY1nTVrFu6++24AIuDy+Xxpn0NUSMwMqbjcj7KhVtrlVEmV\n5ASWYQBlI+vlfiY1Tue8pFTUkErddS8pEyqppk6Vx2oQQQSI8zztTs41NTnsksaQimzU3y9294vz\neoEZM5w7HrdjSGUiv9+PmpoaS16XqNhwuR85hZVU5BZZL/fLsZKKPakoG1zuR25nVEWV9Xf5JodU\nU6eKlwyHxfjYMaC7O8OdManoqaHl1Klid2kyxuV+ROQILvcjp5jSkyrDSiqGVJSKGqinXe6XYyVV\nS4v81PZ2YGgo/fFRaWJIRW6Xdz8qwJTlqVp+v/44WE1FcexHlR2GVETkCDUoYCUV2cWUSqokAZZa\nScWKFUpFDTGt6knl8+k/JxmgkpFIBDh0SL4t45Aq1Wdmhhf9EybIL9PaKi/rIgJsCKlyqKQCuOSP\nktu2TR4zpEqNIRUROSLtMhdWUpFF1BAzaR8LVlKRhaJRfYipLsvTyTGkMnptBqhk5OhREVTFNTUB\nVVUZPtmEi36/X98DS9vHhQjQh1RqL7OM5LCkP52TTpLHDKkobutWeTxvnjPHUSgYUhGR7SIRfTWL\nroKAjdPJImpwpFY/jTChJxWDAEqmrS3RuwQA6uszCANyXO4H6APUI0fSPoVKUM5L/QDTKlPUJX9s\nnk6qXbvk8fTpObwIK6nIRu++K49PPtmZ4ygUDKmIyHZtbWL74LimJqCsTHlQFiFVfb38/L4+Lg+g\n5NSQSr14H5FDJRUbp1OmDh+Wx+PHZ/CkPCqpuMMfZeLgQXnshpCKfalIpYY/ajiUEZN7UhkdB0Mq\nAoBQCNixQ76NIVVqDKmIyHYZ7WiVRUjl8egrsdiXiowMDgKdnYmx15tiuV8OPalGjdI3qA4Gsz5M\nKgFqJVPapX5AXpVUXO5HmbCskiqLi36GVJRKf78cpnq9rKQid9u1SwRVcePHAw0Njh1OQWBIRUS2\ny2i5VRYhFcAlf5QZo4A06bloDpVUPp++ETvnIhlxupJKfX8iwJ3L/RhSkZa61G/KFKC8PIcXsiCk\nmjQJCAQS4xMngI6OnF6Kigj7UWWPIRUR2c7sSiqj12AlFRlRq0eS9qMCct6pis3TKRM5hVTJ5l0G\nIZXajFoNI4gAd4RUahNshlSkZcpSP8CSkMrnA2bMkG/bvj2nl6Iiwn5U2WNIRUS2s6KSijv8USYy\n7kcFJK+k8nqTz0+weTplJqflfskunDK4oJo8WR5zxzQykldIZdJuaWycTqmovX3UHfUyZkFPKgCY\nM0ceb9uW80tRkVArqRhSpceQiohsl1clVZITXVZSUSYy3tkPSH5RlWoZIFhJRZmxe7mfGlKxkoqM\nqPNCrcBLyaSLfjUYO3yYvf0owc2VVAAwd648ZkhFaiUVl/ulx5CKiGynXrRbsdyPlVRkRK1qyqmS\nKs3JKyupKBN2N05vaQEqKhLj7m6gqyuD96SSEQrp56VpIVUWF/0VFfJncyym33WQShdDKiokoZB+\nyScrqdJjSEVEtlMDJC73I7uYUkmVZUjFSioyolasTJiQwZPyqKTyePQVKlzyR1qHD4tAKG706Cwb\nUpt40c++VJSMLcv9GFKRSd5/X97Zb9w4oLHRueMpFAypiMh26lI8NWACwMbpZImsGqfnWEnF5X6U\nTiikn4sZhVR5NE4HuOSPUlN7P6lBUVomXvRzhz8y0tUlfwnp9+vnSsYsCqnUnlR79gCDgzm/HBW4\nd96Rx6yiygxDKiKyXXu7PG5uNngQK6nIAlk1Ts+xJxWX+1E6OVes5NE4HWAlFaWmhlRZX/yb2Iia\nzdPJiLrUb8aMtD+Sk7OocXp1tfyFQDSqr/6i0rF5szw+9VRnjqPQMKQiItupIVVTk8GDWElFFsiq\nkirHQEANvhhSkSrnHdRMrqRiSEVaarUSK6nIbUzrRwVYVkkF6Jf8vfdeXi9HBeztt+Xx/PnOHEeh\nYUhFRLaKRoGODvk2w7XZJjRO11YqEAFZVlKZtNyPIRWp1CbQGYdUeVZScbkfpZL3cr9U85A9qcgE\nhRpSsS9V6VIrqU47zZnjKDQMqYjIVt3dcnhUWwuUlRk8MMuQqrpa3rlqcBDo78/9OKn4DAyI+Rfn\n8yWp4tM+IJvbhzU3y/lWV5d4b6I4NRzKeAe1PBqnA1zuR6mxJxW5nWlN0wGGVGS5ri75s8vnY0+q\nTDGkIiJbqUv9ku5wkWVI5fHoA4cTJ7I7NipuRjv7pby2T1ZJlaYBhtfLvlSUGpf7kRtZGlJl2ePH\nqJJKu0MWlSbbKqny6EkFMKQiYcsWeTx7tvyFOiXHkIqIbJVRPyog65AK0DdgZ0hFWkYhVUp5LK0a\nN04eHzmS9ilUQnIOqUxunH7oEBCJZPjeVNQiEf28NLVxepaVKdXV8udoJMLm6aUuFtNXUhXKcr/t\n2/lZW4rUpX7sR5U5hlREZCsrQyr1tdT3otKmVjOl7EcF5NyTCmBIRanl3JMqz0qq6mr5czIU0oe3\nVJoOHwbC4cS4pUXMl6yYfNE/c6Y8VqtoqLScOAF0dibGFRVZLJU2YmFI1dIifsUNDTFkLUVq03T2\no8ocQyoishUrqcgprKQitzC9J1UWF1Rc8kdG8l7qB5h+0a9WyezalfVLUBFRQ8qZM/NclWdio38j\nXPJHrKTKHUMqIrIVQypyimmVVGl6UgEMqSi5oSE5MPV4gAkTMnxyno3TAe7wR8YsD6lySBPUkIqV\nVKXN1KV+gKU9qQCGVKUuGtX3pGIlVeYYUhGRrTo65HHWIVWKb7e43I9SsbOSSg3AGFJR3OHD8njs\n2CQ7nBrJc7kfwB3+yFghVFIxpCpttoZUrKSiPL3/vrzLeHMzMH68c8dTaBhSEZGtrNrdD2AlFaWW\ndUhlYk8q7u5HcTk3TQe43I8so4ZUWTdNB0xfPsWQirTUkGfOnDxfkCEVWWjDBnk8f37ySxvSY0hF\nRLbicj9yStbL/diTiiyQcz8qwJRKKi73IyP79sljN1RSzZghj/fuBYLBrF+GioQa8qghUNYcCKli\nsbxflgqEGlItWuTMcRQqhlREZCvu7kdOMa2Sij2pKA9OV1JxuR8ZcWNPqupqeXlMNMod0kpVKKRv\nnG9pSGVCT6pJk4CamsS4q0u/sysVr/Xr5fHppztzHIWKIRUR2YqVVOQUOyup1ADs+HF5e3cqXepF\nSlYhlQWVVAypKBLRz4OclvtZUJnCJX8EiP4+2p+h48YB9fV5vqjFlVQeD3DqqfJtb7+d98tSAYjF\n9JVUDKmyw5CKiGyVd+N0hlSUg/5+oLc3MS4rS9EPLS6PnlSBANDSkhjHYiKoIspruZ8Ju/uNGye/\nTGsrMDCQxTFQ0dm/X1SqxI0aBdTW5vBCDKnIIqYv9QMsD6kA0YdIiyFVadi3T77eqa0FZs507ngK\nUfo1Cybo6enBK6+8gpdeeglvvfUWjh8/jtbWVgwODmLUqFEYNWoUZs2ahQsvvBAXXnghZqiL0Imo\naFjZOJ3L/SgZo6V+aRtY5rm0atw4oK0tMT5yhDu7kPPL/fx+MQ+1x3HwoAk7ZVHBUoOfnOcCQyqy\nSKGGVKedJo83bzblZcnl1CqqhQtNWUFaUiwNqV566SX86le/wqOPPoqQ9isaja6uLuzatQtr167F\nfffdBwCYN28ebr75ZnzqU59CXV2dlYdIRDaKxezvSRWN8gcD6Zf6pe1HBeTVkwoQywm3bEl+DFSa\nnF7uB4glf9qQav9+hlSlzJaQKscfxAypCHAgpDLpxFENqVhJVRq41C9/loRUjz/+OL71rW/h3Xff\nlW6vqqrC7Nmz0dTUhObmZpSXl+PEiRNob2/H/v37cfjwYQDA1q1b8aUvfQn/+I//iJtvvhnf/va3\nUZ/3wmMictrAADA0lBgHAkBVVZIH5xBSBQKipLanR4yjUdGoMu2yLip6aiVV2n5UgCmVVFpsnk6D\ng2J5XZzXq58nKZlQSQWIkOrVVxNj7vBX2kwLqVLNQ5MqqXbsyOllqMAVaiWV2pNq+3ZxLlxZacrL\nk0uxaXr+TA2pNm7ciK997Wt46aWXAABerxcXXXQRrrnmGpx99tk47bTT4E/xDfSBAwfw+uuv4/nn\nn8df/vIXtLe3484778S9996L73//+/jiF78In0kfGkRkP6MqqqRLrnIIqeKvGQ+p4u/JkIpMraRi\nSEU5Uquoxo3LuDBPMKmSijv8kZabl/vNnClOB2IxMd6/X/QYTPoFFxWdaBR47z35tkIJqerqgGnT\ngD17xDgaBd59F1i0yJSXJxeKxRhSmcHURTBf+MIX8NJLL2H8+PH40Y9+hP3792PVqlW49dZbcfrp\np6cMqABg0qRJ+OhHP4pf//rXOHLkCP7617/i0ksvRWtrK2655RZs3LjRzMMlIptl3DQdyDmkYvN0\nMmLUkyotVlKRyfLqRwWY0jgd4A5/JHPzcr+KCnGRHxeLcclfqTl4EOjrS4zr6zOshk7HhpAK4JK/\nUnP4sFwxXVkJzJ7t3PEUKlNDqnHjxuGnP/0p3n//ffzjP/4jJkyYkPNrBQIBXHPNNXjmmWfwyiuv\n4OKLL4YnbZdbInKzjJumAwypyFRqJVVGJ7h59qRiSEWqvPpRAck//3JY7qfF5X6lKxRKVHnE5bwL\nVbL56fFksFNFcnPmyGO1qoaK2/bt8tyZOzev6ZTgUEjF5unFTe1HtWBBlhXTBMDk5X6PP/44vBZ0\nKD733HPx/PPPIxqNmv7aRGSfjJumA3kt99NiSEUAK6nIHdxSScXlfhS3dy8QDifGY8eK3o45MSlE\nVc2eDTz1VGK8fXteL0cF5t139SGVKWxonA4A8+fLY1ZSFTcu9TOHqYmSFQGVna9PRNayI6RSK6nU\n96TSlFPj9DwvuNT3YEhFakg1cWKWL2BRJdX+/YmeP1RaTFvqB1gWUrGSqrS98458Pqg2I8+ZQ5VU\nmzbx87aYcWc/czD1ISLbmBJSpTlx4HI/MpJT43SPx3i+5VhJdfQoT0xLXd7L/ZLJ8ku8xkagujox\n7u/X9wyk0lAIIZXaz4UhVWnZskU+H1RDn5zZFFLNmAHU1CTGHR3Avn2mvTy5DEMqczCkIiLbcLkf\nOSWnSirA+EQ1w+YCNTXyiWkwyCCg1OW93C/Hz0Wjl+GSPwJMDqlMWo6qUiuptm8Xu6RR8YtEPLrl\nfoUWUnm9wMKF8m3qkjAqDocOiV9xgQBw8snOHU8hczykamtrwzPPPIM///nPePHFF9Gn3b6BiIqK\nE7v7cbkf9fbKOwMFAmJ3oIwYBVJZnLyyLxVp5R1SJZPDBRV3+COgMCqpRo8GGhoS4/5++UKQitfh\nw9UYGkqcD44dC4waZdKL29STCtBX06jVNlQc3nhDHp9+ujjnpOxZ1ms+FArhqaeewqZNmxAIBHDK\nKafgiiuuGOkr1dPTgy9/+cu4//77EdZ0bCwvL8dtt92GH/7whwjwb5WoqKhVTVbs7sdKKlIZVVFl\nvDNQHsv9ABFSaS8CjxwB5s3L+OlURPr75dDc789w2amWSZVUgD6k2r0765egIlAIIZXHI5b8aS8A\n33vPxJCXXGvfvjppbFoVFZB6XppYSQUAixbJY1ZSFSc1pFqyxJnjKAaWhFQHDx7EihUr8M4770i3\nL1iwAC+88AKqq6vxoQ99CC+88ILuuUNDQ7jzzjuxc+dOPPbYY1YcHhE55PhxeTx6dIoHJ7sYS5Mu\nsCcVqXLqRxXHSioyidqPavx4E6+DcnihmTPlsRpWUPELBvW9cdR5kRWLQipALPnTXgBu3w5cckne\nL0sut3evXPZsakhl03I/wLiSKhbL4gszKgivvy6PGVLlzvSQKhaL4dprr9UFVACwadMmfPnLX8ZZ\nZ52FF154AV6vFx/4wAewePFilJeXY+/evXj00UfR1taGxx9/HA888ACuu+46sw+RiByiVrTkFFJl\nudyPIRWp8y6rkCqPnlQAQypKMGWpn4mVVCedJI8ZUpWe3bvl3k4TJgBVVXm8YLJ5aMLSKe7wV5r2\n7rWwksrGkGrOHKCyEhgYEOPWVvHFBasBi0c4DKxbJ9/GkCp3podUzz33HN58800AwEc+8hHccsst\naGxsxOrVq/HNb34Tjz76KDZu3Ijy8nI888wzuPDCC6Xn//jHP8bll1+O1157Db/85S8ZUhEVkazC\nghwrqdReBfEd1fhtVenKuWk6YBxIZbEUXX0vtaqLSocaUk2caOKL5xACqMu6GFKVHvXvXA0us2Zh\nJRV3+CtNli73s7Enlc8HLFgArF2buG3DBoZUxWTLlkQICYjzP3VZPWXO9JBq5cqVAIDzzjsPf/nL\nX0ZuX7BgAZqamvCpT30KW7duxW233aYLqACgvr4ev/nNb3DqqafizTffxNDQEMrLy80+TCKyWTAI\ndHYmxl6vvupJkmPFQH292FGtt1eMBwdFNVVLS1aHS0Ukr+V+RhdXWYRUrKSiOHW5n6mVVDmEADNm\nyOP9+4GhIYCnXKXD1H5UgK2VVNu35/2S5HK9vX60tiZK+/x+/TzIi42VVIDoS6WGVFdfbfrbkEOM\nlvrxC/Lcmb6737Zt2wAAN954o+6+T3ziE6isrAQAXJJiIfkpp5yCsWPHIhQK4aB6VkdEBUntR9XS\nkuYcIMdKKo9HX6GgVjBQaVF3LZswIYsn51lJNX68POZcLF3qPDT1G/QcQoDKSvkYolE2Ty81podU\nyX6omxBSzZghv/zBg0BPT94vSy6mVlHNmWNyiG5zSKX2pWLz9OLCflTmMj2k6hwulZg6daruPr/f\nj4nDV4+jUzajAcYOr5Ho7u429fiIyBlZNU0H8uq9ol78MRgobWpj4ClTsniy0YlqFmfJ6o/CPXuy\neG8qKrt2yeNp03J4ERMrqQAu+St1tlVSmVBOEAgA06fLt+3YkffLkovt22dh03TAkUoqrQ0bTH8L\ncpAaUp11ljPHUSxMD6nC4TAAoK6uzvD++O2+NP/44/dHIhETj46InJJ18+ocK6kAhlQkyyukyrOS\navJkecoePiyWoFLpMT0Q0MqxUkU9Bl70lxb179uykMokXPJXWixtmg7Y2pMKAObOlb/jOnKELQCK\nRWur/Hnq8wFnnOHc8RQDa3+aEBENy2uHNa0cQiquGi5d0ag+pMy7kiqLkCoQ0C8/VUMzKn4DA/Ln\nkNdrciWVSSEVK6lKR2+v/Nno8+n7lGXNwkoqgM3TS42lTdMB2yupysr0/w+spioOr74qjxcsEP1x\nKXcMqYjIFlkv9wOMT2y53I+ycOQIEAolxk1NWZ445FlJBejDCC75Kz3vvy+PJ0/OsbeKySGVupsb\nQ6rSoVZRTZ9uQr8fi0MqtZLq3XdNeVlyoWi0+EIqQL/kj32pisMrr8jj885z5jiKiem7+8X19vaO\n9KfSii/fS3a/+jgiKg45VVJ5PEAspr8tDYZUFJfXUj8g70oqQIRUq1cnxgypSo+lS/3ywEqq0qVW\nIZmya5rFIdW8efL47bdNeVlyoT17gMHBxGVqU5N+I5K8ORBSsXl6cVIrqc4915njKCaWhVQXXXRR\nXvcTUXE5fFgeZxxSqXKopOLyqtKVd0jFSioygdo0febMHF8oj159RqZPFx+p0agYHzwI9PcDVVWp\nn0eFrxBDqlNPlb+72rUL6OsDqqtNeXlykc2b5TkT/7s3lQMhldqn6PXXxXw2/f+NbDMwoA8bGVLl\nj8v9iMgWe/fKY4MNQPWMfmpn8JNcfe0DB4BgMIP3o6LjlkoqLYZUpcetlVSBgP7fhLo0kYqTGlKp\n/Z5yYtGFfVx1tRzwxmLAli2WviU5ZNMm+RJVrUAyhc2N0wERtmm/BDh+XH9+TIVl3Tq5rcS0aRZU\n/ZUg0yuprr32WpxhYjv70Rk1riEit7MzpKqsFD8g4tVboreBey4MyT6spCI3UEMqt1RSAeJzUTsn\nd+wQF1JU3AqxkgoA5s+X/z1t3gwsWWLay5NLbNwoz5mFCy14Ewcqqfx+YPFi4OWXE7etXZvjRhrk\nCuxHZQ3TQ6pvfvObZr8kERW4gQHg6NHE2OvV73hmKMflfoDYpUi7xPD99xlSlSJWUpEbqMv93PRZ\ndNJJwLPPJsZqQ20qPpGI/u+5kEKqhx9OjDdvNu2lySViMWDTJnnO2F5JZWFV4NlnyyHV668D111n\n2duRxRhSWYPL/YjIcvv3y+OJE8VWvGnlWEkFiF4rWrt3Z/Q0KjJuCKnGj5ef0t4OdHdneRxUsPr7\nRa+nOK83j2/NLaikUnf4Y0hV/PbtA4aGEuOWFqC52YQXtimk0mJIVXyOHAGOH0/MmcrKmDnLUVUO\nhlRaa9da9lZksWgUeO01+Tb2ozIHQyoislxOS/2AvCuptNhnpfTEYvq5Z8pyvyz3afd69e/LaqrS\noX72TJ6c9RSyFEOq0mPJUj/Asj4+WqedJo+3bEk0/qfisGGDPD711Jjhj+K8OdCTCtAvT920Saw4\noMKzdSvQ1ZUYNzYCc+c6dzzFhCEVEVnO1JAqw29kGVLRiROiiiWuqiqHagETKqkA/Zxno9TSYepS\nP1ZSkQlsD6lMrKSaPBloaEiMe3r4eVps1JBqwYKYNW/kUCXV6NFytX84rN8djgqDutTvnHNsyepL\ngqm59IMPPohjx46Z+ZK47rrr2DydqMCpVSN2VFKpy/14Elt6jJb6ZX2tZELjdIB9qUqZLTv75REC\nTJ4spnR8B9S2NrEktanJpGMj1ynkkMrjEdVUq1cnbtu8Wf8znwrXxo3yeOHC4gqpALHkT9uGYu1a\n9jIqROxHZR1TQ6q77roL602Ogs877zyGVEQFzolKKrUxu7aJOpWGvPtRAaZVUjGkKl2m7ewHmHqx\nH+fziWN6993EbTt3AmedZfpbkUto/64BmNfvJ9mFvcnzdv58fUh1zTWmvgU5SK2ksiykShVE2RBS\n/fGPifErrwDf+Ialb0kmi8WAl16Sb2M/KvOYWpDm9/vh8/lS/lJ5DH5waR9vdD8RFRYnQqq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CoqKkw5nmzdfPPNuPPOO7Fnzx48/vjjWYdU7e3JP/g7OzsxfXg/4uXLl6OxsTGvY7VTKBQaSZ2X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\ngg==\n"
          }
        }
      ],
      "source": [
        "# extract transmission of the mode from the monitors\n",
        "T_through = np.abs(sim_data[\"through\"].amps.sel(mode_index=0, direction=\"+\")) ** 2\n",
        "T_drop = np.abs(sim_data[\"drop\"].amps.sel(mode_index=0, direction=\"-\")) ** 2\n",
        "\n",
        "# plotting\n",
        "plt.plot(ldas, 10 * np.log10(T_through), label=\"Through port\", c=\"red\")\n",
        "plt.plot(ldas, 10 * np.log10(T_drop), label=\"Drop port\", c=\"blue\")\n",
        "plt.xlabel(\"Wavelength (μm)\")\n",
        "plt.ylabel(\"Transmission (dB)\")\n",
        "plt.legend()\n",
        "plt.grid()\n",
        "plt.show()"
      ],
      "id": "e7243da3"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "We can also zoom in to one of the peaks and determine the Q-factor from\n",
        "the width of the peak."
      ],
      "id": "2b01e25f-3566-4889-9a3b-074e3dec01a2"
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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MnPrtN9PKzdv7/BtuMMP+mje3PCwEkYsukpYule680/Pc7Nnm8fm//1keVu7s\n3m0yfhUrmsTYunXerytf3kzO3LVL+vhjz8whAADwQAINAAB/VqOG9OWXpl/R7bd7rkOTpH//lYYN\nk6pUMW+ajx+3PMysJCeborru3aUDB1zPFS5s2sB9/bVUsKAt4SHIxMRIH34oTZwoFS/ueu7oUdN3\n77bbfDAXvW6ddM015nf81VfNoABv0qdtbtsmPfaY5z8SAABkiQQaAACBoEoVU0myZYt0773ep3ce\nOmTWQFapIj3/vMkI2GjHDqltW+mNNzzPXXqpGRQwcKD1cQG9e5sBA506eZ777DOpcWPpr7+sj8vD\n8eMmOd6wofT9996btYWGZkzbXLTI/FKFh1sfKwAAfo4EGgAAgaRCBendd02FyUMPSQUKeF5z9Kj0\n3HNS5comoXbokOVhTphgVqEuWuR6PDTU5PZmzzbhAXYpV06aNs0keN3zTRs2SC1aSCNGSGlpNgSX\nlmYm7tasaZZnp6R4XlO0qBkGsG2bSa61aGF9nAAABBASaAAABKIyZcw7/+3bTZLM2xrIEyfMks4q\nVUzSzYJMwJkz0v33S/36SfHxrufKlzeJs2ee8d7SDbBaSIjJQy9aZHJVmSUnm3Pdukn79lkY1PLl\nUuvWZuLu/v2e52vXNtM2d+0yyzkZWQsAQJ4ggQYAQCArUUJ66SWzXvL5501VirtTp0xWq21baePG\nfAtlyxazNPPddz3P9expBgW0bp1vPx44b5dcYpZs3nqr57np080KyilT8jmIQ4dMn8OmTc1yTHcV\nK0o//mgmat5xh/fqUwAAcN5IoAEAEAyKFjWlXdu3m6qzEiU8r/nzTzOK8M03vfdSugDjxpkkxPLl\nrsfDwsyP++UX7yEBvqJAAdP/bPx4zzz0oUMmCfzgg6bKMk+lpEgjR5oSuE8/lZxO1/ORkdLTT5uJ\nvP37m7I5AACQ5/gLCwBAMClUyEzf277dNHAqXNj1fGKi9PDDplRs3boL/nGJidJdd0kDBngO/6xc\nWZo/3/RA5z0//MWVV5oBF+3aeZ57+22pVSszFDdPzJtnJhbcc4/3oR99+khr10ovvGBGiAIAgHzD\ny1UAAIJRgQKmXGbNGlM6427xYqlRI9NDyVuD8hxIb7T+0Uee5/r1k1askJo3P6+7BmxVsaI0c6b0\n4otm8EVmf/1lqi2//fYCfsCePdK115pl1X//7Xm+Zk1p6lQzjSMu7gJ+EAAAyCkSaAAABLPy5aVf\nf5W++cZzXdqZM9Ljj0stW0qrV+fqbkePNoUzq1a5Ho+IkN5/X/rpJ+/t2AB/ERoqPfmkNHeuVKmS\n67mTJ6XrrzfbiRO5uNMzZ6TXXpNq1ZLGjvU8Hxtrzv/zj5leAAAALEMCDQCAYOdwSNddZ6rR+vTx\nPL9smSmpGT7cjB7MRkKCdMst5u5OnXI9V62atGCBWY3mcORh/ICNWrUyAzCuvNLz3Lffeu/959XU\nqVKDBmaJtfsvjyQNGmTKOh95xGSiAQCApUigAQAAo2xZ6eefTeVL8eKu55KTzRCC5s09y8r+s2aN\nGRD45Zee566+2ixta9w4H+IGbFa0qBmU8fHHUlSU67nNm00R59tve/b/lyRt3Sr17i316OG9edpF\nF5leaKNHS+XK5Uv8AADg3EigAQCADA6HNHCgyYZddZXn+RUrpCZNpGeflZKSJJmkwFdfmeTZ2rWu\nl0dGSp98YnJyhQpZED9gE4dDuv12aelSqV4913PJyablYK9e0sGDmU78/LPUsKFZRu2uaFEzfXP5\ncql163yNHQAAnBsJNAAA4Kl0aVNS8+OPUsmSrudSUszUvyZNdHLeCl1/vXTzzdLp066X1aolLVki\n3XYbSzYRPOrXN4/722/3PDdliikomzUjTXr+eemKKzyXa6Zn4jZuNCNs3acUAAAAW5BAAwAAWevf\n31SjDRzocWrVPw41bhuj0aM9b3bddaZ1WsOGFsQI+JiYGLOcc/x4qUgR13P79kmdOktPPBeuZIW5\nnmzVyvzifPyxVKKEZfECAIBzI4EGAACyV7KkWYP5v/9JpUvLKelj3a7mWqyNquVyaUyMWc45apQZ\nGAgEsyuvNAMGWrVyPe5UiF7RE2qrudquylJYmPTBB9L8+WbqAAAA8Dkk0AAAQM7066djC9dqYOWF\nulMf64xcu6XXc6zR0rfm6cYbWbIJpKtcWZozR3pq8DY5lOZybpFa6mLHKo17apV099384gAA4MNI\noAEAgBxZtky6pFMx/bijhce5W/WZljibqu49l5lqNQCG06mwjz/Q8LE1NFMdVU57XE4fcxbWgOfq\n6rbbpIQEm2IEAADnRAINAABky+mU3n3XLEPbutX1XGzYaX2na/WZblOMTpsBA4MGmemBQLA7c0Ya\nMkQaOlRKTVUHzdYqXaRe8py6+dlnZsDtqlU2xAkAAM6JBBoAAMjSkSNSv37S/fdLycmu5y6+WFq+\nJlrXvu/e4Mkp3XOPmdTpdFoVKuBb/v1Xuuwy6YsvXA6XcBzRLy/+o3fedioiwvUm69ZJzZtL77/P\nrw4AAL6GBBoAAPBq4UKpUSNp4kTPc3fdZc7XrCmTLPvuO9MIPbNnn5Xuu09KS/O8AyCQLVsmNW0q\nLVjgerxgQWniRDmefEL33e/I+B3K5MwZ6d57pT59pEOHrAsZAABkjwQaAABwkZYmvf661KaNtHOn\n67lChaRx48wKzajMMwSuvVb65RcpOtr1Bu+/L113nWf5GhCoxowxvzy7d7ser1ZNWrRIuvzys4cu\nuURavly66SbPu/n1V6lhQ2nWrHyOFwAA5AgJNAAAcNbBg1KvXtKjj0qpqa7nmjaVVqyQrroqixt3\n7y7NmCEVKeJ6fMwYqW9fOqQjsKWmml+cQYOkxETXc507S0uWSHXretwsNlb68ksze6NQIddz+/ZJ\nnTpJTzxBDhoAALuRQAMAAJKkuXNNX7OpUz3PPfCANH++FBd3jjtp1crcUdmyrsenTJG6dJHi4/Mo\nWsCHxMebyrLXX/c898AD5vFfrFi2dzFwoLRypdTCbcit0ym98oopanMf4gEAAKxDAg0AgCCXmiq9\n+KLUoYO0d6/ruaJFTQ+0t96SR8PzLDVoYLJt1aq5Hv/zT6ldO1NWAwSKDRtM1ss98xwZKX39tfnl\nce8PmIWqVU3++cknJYfD9dzixSbBPXZsnkQNAAByiQQaAABB7N9/pa5dpaef9uz136qVqYjp3fs8\n7jguziTRLrrI9fjff0utW1NKg8AwdaoZm7lhg+vxsmWlOXOkG27I9V2Gh5uE9syZUrlyrudOnDDt\nBm+80XwPAACsQwINAIAgNWOGqWiZOdPz3GOPSbNnS5UqXcAPKFPG3Enr1q7Ht26VLr3UJNMAf/X1\n11LPntKxY67HmzUzUzibN7+gu+/QQVq1ynsCe9SojAEEAADAGiTQAAAIMsnJpil5ly7S/v2u50qW\nlH77zfRcCg/Pgx9WpIg0bZpJNGT2779S27amSg3wNzNmSEOGmAZlmV1/vak8cy8dO08lSkgTJkgf\nfGBWhGa2ebPUsqU0YoRn9SgAAMh7JNAAAAgi27ebvNUrr3i+92/f3izZ7No1j39oTIz088/S4MGu\nx48dM1m8KVPy+AcC+WjtWjOKNiUl41hIiOl19vXXUlRUnv44h0O6+27vQzyTk6WHHjIDcP/9N09/\nLAAAcEMCDQCAIDF+vFmyuWiR63GHQ3rmGVNUk0eFM57Cw826s/vucz1++rTUp4/03Xf59IOBPLR/\nv/dlm99/b6Ztunf+z0MNG0pLl0q33+557vffTbvB337Ltx8PAEDQI4EGAECAO31auuMOqX9/z/f9\n5cqZHmjPPy+FhuZzICEh0ttvS8OHux5PSTHVae+/n88BABcgPdm7fbvr8ddeM79cFoiJkT7+WPrp\nJzMhN7MDB0wl2gMPSImJloQDAEBQIYEGAEAAW7NGatpU+uQTz3M9e5om5R06WBiQwyE99ZT04Yee\n1Tr33is9+6zn2lLAbmlppr/Z4sWux4cMkR5+2PJwrrjC/O62aeN57p13zPyCNWssDwsAgIBGAg0A\ngADkdEqffWaSZ+5vpMPDTSHYr7+aJuW2uPNOs+zNfVLBCy+YjumAL3nySbMGOrPOnaWRI/N12WZ2\nKlaU/vjDVI+GuL2i//tvqUkT86tEPhoAgLxBAg0AgAATHy9dfbV0221m1Vlm1atLCxdK999v2/v+\nDAMGmCxeTIzr8YcekpYvtycmwN3nn0uvvup6rG5dady4PBpVe/5CQ03/wjlzpMqVXc8lJkpDh0q9\nenlO2wUAALlHAg0AgACyaJHUqJF5b+9u8GDpr7+kxo2tjytLXbuaJmyFCmUcS0oyyTX3hm2A1WbM\nMNWSmZUqJU2eLBUubE9MXrRubZZ0Xnut57kpU6QGDUzIAADg/JFAAwAgAKSlmV7mbdp49jgvUMAM\nwPz2W6lgQVvCy16LFqbKJ7OtW00JHevPYJe1a6WrrjJDLtJFRZmqySpVbAsrK4ULm2G2o0e75qMl\n6eBBU4l2zz2eVakAACBnSKABAODn/v1X6tZNeuwx1/f6knTxxabq7PrrbQkt5/r396z0+fFH79MP\ngPy2f7+ZsuFeBTl6tNSsmT0x5dCgQaYa7dJLPc+NHGkqUFeutDwsAAD8Hgk0AAD82O+/SxddJE2f\n7nnu3nvNks6aNa2P67y89Zb5x2R2//0mGwBY5fRpqU8fz1LO11+XrrzSlpByq0oVafZsafhw0yct\ns3XrzJTOt94ylasAACBnSKABAOCHkpOlRx81LcQOHHA9V6yYNHGi9O67UmSkPfGdl6goU3UWG5tx\n7MwZ0w/txAn74kLwSEsz5ZqLF7seHzLEDLfwI2Fh0lNPSX/+KVWr5nouKUkaNsw8f+zda098AAD4\nGxJoAAD4mS1bTNPw11/3PNe2rSnY6t3b+rjyRM2anss2N240yzvph4b89uST0vjxrsc6dzZrH20f\nW3t+mjeXVqyQbrrJ89yMGWbAwM8/Wx8XAAD+hgQaAAB+wumUvv7a9DVbssT1XEiI9Nxz0qxZUoUK\nNgSXl669Vrr1Vtdj330nffWVPfEgOHz+ufTqq67H6tY1I23Dw+2JKY8ULCh9+aUp8CxSxPXckSPS\nFVeYmR2nTtkSHgAAfiHM7gDg6uWXX9beHNTSN2vWTNf7fEdoAEBeOXpUuuMO8wbYXfny0pgxpvos\nYLz7rmngtnp1xrF77jHlNPXq2RcXAtOMGZ5DLEqVkiZPNuMtA0T//mbo7fXXmx5pmX32mTRnjslV\nN2liS3gAAPg0Emg+ZsyYMVqzZs05r4uPjyeBBgBBYs4cafBgafduz3O9e5vKkuLFrY8rX8XESD/8\nIDVtKiUkmGOnT5t+aEuWSAUK2BsfAsfatdJVV7mOsI2Kkn791XTjDzAVK5p84YgRZsVq5n/2xo1S\ny5bS889Ljzxi+qgBAACDP4s+qnnz5ho8eHCW52vVqmVhNAAAOyQlmWWZr77q2f4rOlp6+22z7MpP\nWzOdW926pvdU5uZNa9dKQ4earCFwofbvl3r2lI4dcz0+erTUrJk9MVkgNNQkyDp2NCumN27MOJeS\nYhJrkyZJ33wjVa9uX5wAAPgSEmg+qnbt2rrnnnvsDgMAYJONG6VBg6RlyzzPNWpklmzWrm19XJa7\n8Ubpjz/MO/l0X30ldeggXXedbWEhAJw+LfXpI23f7nr89delK6+0JSSrNW4s/fWXmcjpPrtj4ULp\nootMpdrttwdwoh4AgBxiiAAAAD7E6ZS++MIkybwlzx5+2LyxDYrkWbqRIz3/wXfeKa1fb0888H9p\naaYR2OLFrseHDJEeesiemGxSoID08cfShAmeS8ETEsyvWvfu0p49toQHAIDPIIEGAICPOHzYtGK6\n9daMtl/pypUzfYtef12KjLQnPtvExprpCVFRGcdOnTL90E6fti8u+K+nn5bGj3c91rmzSdYGaalV\nnz5mZkevXp7npk2TGjSQvv/e+rgAAPAVJNAAAPABM2dKDRtK//uf57l+/aS//zb9ioJWgwbSe++5\nHvvnH+mBB+yJB/5r2TLp5Zddj9WrJ40bJ4WH2xOTjyhTRvrlF1MFGxvreu7oUemaa6SBA6UjR+yJ\nDwAAO5FA81H79u3Thx9+qEceeUSPPvqo3nrrLS1YsEBpaWl2hwYAyENJSaaZd+fO0t69rudiYqTP\nPpN++ikAp2yej1tvNe/gM/vkEzOtE8gJp1O6/37XY6VKmY75hQvbEpKvcTikm282Sfu2bT3P//CD\nVL++9Ntv1scGAICdGCLgo37//Xf9/vvvHserV6+uESNGqHfv3ud1v0ePHs3yXHx8/Nnvk5OTlZSU\ndF4/A7BScnKy1+8BX5X5cbp6dYpuuSVMK1d6fp51ySVpGjUqRTVrSjy0M3nvPYUvWSLHli1nDzmH\nDFFygwaMC8xHgfJcGzJ+vML+/NPlWPKXX8pZrpzJZuOs8uXN0s133w3RM8+EKikpY2nrvn2mL9qQ\nIal69dVUj2o1XxAoj1kEFx638EfB9Fh1OJ1Op91BIEP9+vV16NAhtW3bVlWqVFGZMmV09OhRzZs3\nT3PmzDl73dtvv6373T9BzQFHDvt6jB49WrG++GoIAAKA0yn9/ntlffFFfSUluX6W5XA4dcUVmzRw\n4HqFh/Mn2pvCW7eqzSOPKDQl5eyx+Lg4zXvtNaUF+RI8ZC3kzBl1vOcexRw8ePbYv02aaPFTT9kY\nlX/YsaOg3n33Em3dWsTjXJkyJ3X//X+pdu2sP6QFAASukydPavDgwZKkI0eOqGjRojZHlH9IoPmY\npUuXqnHjxgoJ8axGmDdvnq666iodOHBADodDS5YsUZMmTXJ1/yTQAMBex45FaOTIi7VkSVmPc8WL\nn9b99y9XgwaHbYjMv1SdMkUNP/3U5djWHj30z2232RQRfF2NceNU97vvzu6nhYbqj/fe08ny5W2M\nyn8kJzv044+19NNPNZWW5vp6MiTEqX79NmngwA0KD6fdCAAEExJoyNazzz6rw4cv7M3NO++8o7Cw\n3K+gnTdvntr+15Cif//++vHHH3N1+3Mt4YyLi5Mk7dq1S6VKlcp1fIDVkpOTNWPGDElSp06dFE71\nCXzYxIkO3XVXmA4d8vww48orUzVyZKoC+DVH3nI6FXbttQpxm7qQ/MMPcvbta09MAczvn2v37VN4\nvXpynDp19lDq0KFKffNNG4PyT4sXO3TzzWHavNnzeaxBgzR99VWqGjSw/+2F3z9mEZR43MIfHThw\nQBUrVpQU+Ak0eqCdh1GjRmnHjh0XdB9vvvnmeSXQ2rRpo6ZNm2rp0qVnn1xzI6cP5vDwcEVEROT6\n/gE78biFr4qPl+67T/rmG89zsbHS++9LN9wQKocj1PLY/NoXX0grVkjbtp09FH7bbVLTplLVqjYG\nFtj88rn2hRekTMkzFSum0OefV6i//Tt8QJs20sqV0qOPSiNHup77558QtWoVouHDpWHDpFAfeUrz\ny8csgh6PW/iLYEr0kkA7Dy+88IKOHz9+QfdxIQ+yBg0aaOnSpTp69KgSEhIUExNzQbEAAPLP9Olm\not3u3Z7nmjZN05gxIfS+P19FipiRgJdemjFp4dgxaeBAad48iTcekKS//pK++sr12AsviHLP81eg\ngPTBB1Lv3ub5bc+ejHNJSSa59ssv0pdfSjVr2hcnAAB5iQTaebj++utt/fkpmZomh/rKR3sAABcn\nT0qPPCJ99JHnudDQNA0YsEGff15NMTEkeS5I06bS669LDzyQcWzJEumZZ6RXX7UvLvgGp9M8NjJ3\nLKlbV7r9dvtiCiBdukj//CMNHSplai8nSfrzT6lhQ+n550012nksvAAAwKd4dqqHz1u6dKkkqWzZ\nsoqMjLQ5GgCAu/nzpYsv9p48q1cvTW+8MVdXX72RN5R55b77TClMZm+/Le3da0888B3/+580d67r\nsREjyObkoaJFpdGjpR9/lIoVcz135oz02GNSixbSqlX2xAcAQF4hgeZnfvzxR61bt06S1KNHD5uj\nAQBklphoqs7atpW2bHE9FxJiljUtXJiiuLhj9gQYqBwOs0Qv8zTFpCSJBvHBLTFRevhh12Pdu0vd\nutkTT4Dr319avVrq2dPz3PLlUpMm0tNPm6QaAAD+iASaD5kwYYIWLlyotDTP8d9paWn6+uuvddNN\nN0mSoqKi9Pjjj1sdIgAgC3/9Zd4gvvGG62oxSape3bTkevVVicLhfFKsmPTUU67HPv5YOnjQnnhg\nv3ffdRkwodBQU32GfFO2rPTrr9K333pWo6WkSC++KDVqJC1aZE98AABcCBJoPuT7779Xq1atVKZM\nGbVp00b9+/fXHXfcoQEDBqhSpUq66aablJCQoKioKP3www+qVq2a3SEDQNBLTjY9fpo3l9as8Tx/\nzz1mYl2rVpaHFnxuvFEqVy5j//Rps5QTwefff6WXXnI9dtddUp069sQTRBwOafBgad06acAAz/Pr\n1pnnwwcecB2MCgCAryOB5kOuuOIKtWvXTvHx8Zo/f77Gjx+vTz75ROPGjdOePXsUFhamK664Qn/9\n9Zd6u/d6AQBYbu1aqWVL6bnnTHVFZhUrmgmc779vJtbBAlFRZg1tZh98IB09ak88sM/TT0snTmTs\nFy0qPfusffEEoVKlzJDcn382lWmZOZ3SO+9IDRpIM2faEh4AALlGAs2HDBgwQLNnz9bhw4e1YMEC\n/fTTT/rkk0/0zTffaNasWTpy5Ih++ukn1eHTUwCwVWqqWQl2ySWmt4+7G280k+k6dbI8NAwZIpUs\nmbF/4oTJYiJ4rFwpffGF67HnnpOKF7cjmqDXt6+pzr35Zs9z27aZ58khQ6T4eKsjAwAgdxhB5IMK\nFiyoli1b2h0GAMCLrVtNgmzePM9zpUtLn37qORASFoqJkYYNM6P/0r3zjlkvVrCgbWHBIk6n+X+d\nuRFhrVrSnXfaFxNUtKjJaV5zjUmWbd/uev7zz6UpU8zkYp4/AQC+igo0AAByIC3NvLlr2NB78uyq\nq8wEOt78+YA77zTv2NMdPWr+5yHwTZwozZ7teuytt6TwcFvCgatOnUx17n33mV5pme3dK/XpIw0c\nyOwPAIBvIoEGAMA5bNggtW9vepC7N70uWlQaO1b68UepRAlbwoO7QoXMO/TMRoyQEhLsiQfWOHNG\neugh12Ndukjdu9sTD7yKjTVFofPnS7Vre57/4Qcz62HMGM+JxgAA2IkEGgAAWUhOll5+WbroIu9V\nZ927m6qzgQM9qylgs6FDXZdsHjhg1okhcL3/vrRlS8Z+SIipPuOX0ye1aiWtWCE98YQUGup67vBh\nadAgU9G7a5c98QEA4I4EGgAAXixbJjVpIj35pClsySw2VvrsM2nyZKlcOXviwzkUKybdfbfrsddf\n9/yficBw4IA0fLjrsTvukOrVsyce5EhUlPTSS+b5tlEjz/OTJplqtDfeMB9oAABgJxJoAABkkpBg\nVoE1by79/bfn+Z49pbVrpVtvpbDF5z3wgBQdnbG/Z4/09de2hYN89Mwz0vHjGfuFC0vPP29fPMiV\niy+WFi+WXnlFiox0PXfqlPTII2bq8fz5toQHAIAkEmgAAJw1c6bUoIFpl5WW5nquRAnTk+fXX6WK\nFe2JD7lUqpR0++2ux159lVKWQPPPP6YkNLNnn6UpoZ8JDzfDc1eulC691PP86tVSmzbSTTcxZAAA\nYA8SaACAoHf0qHTLLWZC3NatnucHD5bWrZOuuYaqM7/z0ENSRETG/vbtJhOKwOB0mkrDzBnvGjU8\nl+/Cb9SuLc2dK338sVSkiOf5r7+WatUyOVP3DzoAAMhPJNAAAEHtp5+kunWlL7/0PFepkjR1qvTt\ntxSz+K3y5aWbb3Y99vLLUmqqPfEgb02aZEpHMxsxwjVpCr8TEmKKRzdskG64wfP80aPSbbeZSrWV\nKy0PDwAQpEigAQCC0t690hVXSFddJf37r+s5h8MMcVy9WurWzZ74kIcefdR1zN/GjdL48fbFg7yR\nlCQNG+Z6rGNHqVcve+JBnitVylSczZljPuhwt2iR1LixKUI8ccLy8AAAQYYEGgAgqDid0uefmzdj\nP//seb5OHenPP6X33pMKFrQ+PuSDKlWk665zPfbii6z/8ncjR0qbNmXsh4RIb73FOusA1LatqTR7\n7TUpJsb1XFqa9M47ZunnuHHmOR4AgPxAAg0AEDQ2bzYFKkOGSMeOuZ4LDzd9x1eskFq2tCc+5KPH\nH3dNrKxebSZCwD8dOuQ5ZXPIEKlhQ3viQb4LDzfTONeulfr29Ty/d680YIDUvbt5rgcAIK+RQAMA\nBLzkZOn1182EzT/+8DzfvLn011/Sc89JkZGWhwcr1KwpXX2167EXX6RcxV89+6xrFrxQIemFF+yL\nB5apXNlUD//6qykudTdtmlS/vvTiiyFKSuKtDgAg7/BXBQAQ0ObNkxo1Mm2wEhNdz8XESG+/bZZs\n1q9vT3yw0BNPuO4vWyb9/rs9seD8rV5tRjRm9vTTpmEWgkavXtKaNebXOjzc9dyZM9Lw4WG6774O\nWrGipD0BAgACDgk0AEBAOnDATG9r29a8yXLXubN5H37//a795RHAGjTwXPs1fDhVaP7E6TSDAzL3\nr6tWzUz9QNCJiZFeeklatUrq0MHz/L59sXr++Va65pow7dhhfXwAgMBCAg0AEFBSU6WPPpJq1ZK+\n+cbzfLFi0qhRZplP1arWxwebPfmk6/6ff0pz59oTC3Jv+nTPqsE332TtdZCrU0eaOVMaPdp7IeL/\n/hei2rXNyt+EBOvjAwAEBhJoAICAsXSp1KKFdNddUny85/kbb5TWrZOuv55BfUGrSROpWzfXYy++\naE8syL1PPnHdb99e6tPHllDgWxwOadAgacMG8zfA4XCtLE1MNG3yateWfviBwlMAQO6RQAMA+L2j\nR80bpubNTVsrd/Xrm15oX31FmyRIeuop1/0ZM6RFi+yJBTl39Kg0aZLrsZdeIhsOF0WKSCNHSn/+\nmaLq1Y96nN+1Sxo4UGrXzkxdBgAgp0igAQD8ltNplmPWqmWWbbpXFMTGSiNGmAmbrVvbEyN80KWX\nmsqlzF56yZZQkAs//SQlJWXsV6smtWxpXzzwaY0bO/X663M1dOgKlS7tWW42b57UuLF0++3SwYM2\nBAgA8Dsk0AAAfmn1alNBcOON3t/8DBggrV8vPfig54Q2wKMKbdIkylF83ejRrvuDB1N9hmyFhEgd\nO+7U6tXJeughz78FTqf06adSjRrSO+9Iycm2hAkA8BMk0AAAfuXECemhh6SLLzYVBO5q1DADAn74\nQSpf3vLw4C8uu8w0zMvs5ZftiQXntnOnNGeO67FBg+yJBX6nUCHpjTfMBy89e3qeP3ZMeuAB6aKL\nPGdUAACQjgQaAMAvOJ3SuHFm2tqIEWbaZmZRUdLw4dI//0hdutgTI/yIw+FZhfbTT9LatfbEg+yN\nHeu636yZyZYDuVCzpik2nTLFfO9u3Tqpa1czl2LzZuvjAwD4NhJoAACft2mTGZw4YIC0Z4/n+R49\npDVrTD4kMtL6+OCnevSQGjXK2Hc6qULzVd9957pP9RkuQPfu5sOWN9801WnufvlFqldPeuwxU/UM\nAIBEAg0A4MNOnpSefNJM0fS2rKZiRennn01FQVyc9fHBz3mrQhs7ltITX/P33ybbkS40VLr6avvi\nQUCIiJCGDZM2bpRuucWznV5SkvTaa2ZIzTffSGlp9sQJAPAdJNAAAD7H6TT9wmvVMgVBmQfvSVJY\nmKkMWLdO6tuXPuK4AH37SnXrZuynpUmvvmpbOPDCvfqsc2epdGl7YkHAKV1a+vxzackSqVUrz/P7\n9kk33GAGvi5YYH18AADfQQINAOBTli2TLr1Uuu46ae9ez/Pt20urVkmvvCIVKGB5eAg0ISGmzDGz\nUaNM03rYLy1NGjPG9djgwfbEgoDWpIk0f7758KZcOc/zS5aYv039+0tbtlgfHwDAfiTQAAA+Yf9+\ns4ymWTNp4ULP82XKmDc2s2a5FgwBF2zAAKl69Yz9lBTp9dftiwcZ5s6Vdu/O2I+JMR3egXzgcJj2\nehs2mLy6t56a48ebYTbDhklHj1ofIwDAPiTQAAC2SkqS3nrLTET78kuzfDOziAjp0UdNn5pBg1iu\niXwQFiY9/rjrsc8/N2u3YC/35Zv9+kmxsfbEgqARGyu9+KIZytuvn+f55GTzd6taNemddzzbDAAA\nAhMJNACAbaZOlRo2NJ/kHz/ueb53bzNd89VXpYIFrY8PQWTwYKlSpYz9M2ekESPsiwdSYqI0bpzr\nMaZvwkJxcdL//ifNni01bux5/uhR6YEHzMTO//3P8wMgAEBgIYEGALDcpk1Sr15Sjx5mqYy72rWl\n336TJk50XVkH5Jv0UsfMPvpIOnzYnnggTZkiHTuWsV+ypBkgAFisXTvTA230aDP92d3mzdKVV0pt\n25rrAACBiQQaAMAyx49LjzxiPq2fPNnzfOHC0ttvS3//LXXtan18CHI332ya7aVLSDBZXNhj9GjX\n/YEDzXJbwAYhIRn90V5+2XtV9Pz5UvPm0rXXSjt2WB8jACB/kUADAOS7tDTp66+lWrWkN94w/WMy\nczikIUNMn7P775fCw+2IEkEvKkq67TbXY94yvch/R496/rdn+iZ8QHS0aZm4ebN0551SaKjnNWPH\nmr93jz3mWkQJAPBvJNAAAPlq8WKpZUvpppukf//1PH/ppdKyZdKnn0qlSlkfH+Di8std93//3fRD\ng7XGj3ftzF69utS0qX3xAG5KlZI+/NBUTPfs6Xn+zBnptdfMQ3fkSM8PjgAA/ocEGgAgX+zaJV1/\nvdSihfeeMOXLS2PGSPPmSZdcYn18gFeXXCKVLp2xf/KkeZDCWu7TNwcPZgQvfFLdutKkSdKMGdJF\nF3meP3RIuuceqUED6ddfGTQAAP6MBBoAIE+dOCE9+aRUs6b07bee5yMjpaeeMn1krrmG98TwMSEh\nZrpFZizjtNbOndKcOa7HmL4JH9exo7R8ufTVV1K5cp7nN2wwk6Xbt5cWLLA8PABAHiCBBgDIEykp\n0iefmOUqL78sJSZ6XnPFFdK6ddLw4VKBAtbHCORIr16u+yTQrDV2rOt+s2aM44VfCA2VbrzR9PN8\n/nnvf+fmzjWtC/r0kVavtjxEAMAFIIEGALggTqc0dapZunLHHdKBA57X1K9vlrf89JNUtar1MQK5\n0rmz6ySLTZvMO2JYw336JsMD4GcKFJCeecY8ddx6qylsdffLL1LDhibhxsROAPAPJNAAAOdt1Sqp\nSxez4m3tWs/zpUub4QArVpjlLYBfKFhQatvW9RhVaNb4+2/XspzQUOnqq+2LB7gAZctKn31m/gZ2\n6+Z53umURo0yLQ8eeEA6eND6GAEAOUcCDQCQa3v3SrfcIjVqZCrL3EVHS08/bT59HzJECguzPkbg\ngrCM0x7u1WddujCeF36vYUNTqT17thms4y4pSXrnHSkuziz9PHHC6ggBADlBAg0AkGOnTpkX9zVq\nSF9+6TlNzOGQbrjBrHZ74QVTyAP4pZ49XffnzJGOH7cnlmCRlmZG82bG8AAEkHbtzACBCRPM9E53\nJ09Kzz0nVasmvfeedOaM1RECALJDAg0AcE6pqWayWM2a5sV9QoLnNR06mAlkX38tVahgdYRAHqtR\nw2zpUlKk6dPtiycYzJkj7dmTsV+ggNS3r23hAPnB4TADBP7+2/xdrVjR85qDB6X77pNq1ZK++cb8\nDQYA2I8EGgAgWzNmSI0bSzffbJZuuqtdW/r1V2nmTLOkEwgYLOO01nffue737cu4XgSszBM7335b\nKl7c85odO0xV98UXm7+z7lXfAABrkUADAHi1dq1Zxda5sxkW4K5ECWnkSPMpeq9e5lN1IKC4L+Oc\nPNksM0TeS0yUxo1zPcb0TQSBqCjp/vulrVvN5E5vOePVq6XevaU2baT58y0PEQDwHxJoAAAXO3aY\narMGDaQpUzzPR0ZKjz0mbd4s3XWXFB5ufYyAJdq0cW3kd+CAWaeMvDd5smuPuVKlpE6d7IsHsFih\nQqbH6JYt0tCh3v+2/vmneVrq0UNassT6GAEg2JFAAwBIMrmB++4zfc6++sp7oc2110obNkivvCIV\nLmx9jIClIiLMFMjMWMaZP9ynbw4cyPheBKXSpc0AgQ0bpOuu817dPXWq1Ly5KZIlkQYA1iGBBgBB\n7tgxs2wkLs68aE9K8rymdWtp8WLToqhyZetjBGzjvoxz0iR74ghkR454lrsyfRNBrmpVM0Bg5UrP\np6F0U6aQSAMAK5FAA4Agdfq09OabJnE2fLh06pTnNbVrSz/9JM2dKzVrZn2MgO26d3fdX75c2rfP\nnlgC1fjxrpn7GjWkpk3tiwfwIQ0bmrz93LnSpZd6v4ZEGgBYgwQaAASZ5GTp00/Ne9SHHzbFH+4q\nVZK+/FL65x/piisYEIAgVqaMZzJn6lR7YglU7tM3Bw3iSQdw06aNNG+eNH261KqV92vSE2m9eklL\nl1obHwAEAxJoABAk0tKk77+X6taVbr9d2rPH85qSJaV33pE2bpRuuokWRIAklnHmpx07TGlNZizf\nBLxyOMxsjfnzs0+kTZ5sqsZJpAFA3iKBBgABzuk0n0pfcol0zTVmeqa7QoWkF14w07/uu89M2gTw\nH/cE2vTp0pkz9sQSaMaOdd1v3lyqXt2eWAA/kTmR9vvvJNIAwCok0AAggM2fL7Vta97/r1rleT4q\nSnroIWnrVunpp6WCBa2PEfB5l1xilnKmO3nSrKXChXE6PadvDh5sTyyAH3I4pM6dSaQBgFVIoAFA\nAEqf2tWmjXlh7S40VLrtNlON9sYbUvHilocI+I+QEKlHD9djkyfbE0sg+ftvac2ajP3QUGnAAPvi\nAfyUeyKtZUvv15FIA4ALQwINAALI339LV10lNWpklm16M3CgtG6d9MknUvny1sYH+C36oOU99+qz\nrl2lUqXsiQUIAOmJtD//zFkirXNnaeZMUwwKADg3EmgAEABWrjTTMi+6SPrpJ+/X9OghrVhhWg7V\nqGFpeID/69xZCg/P2N+82UzbwPlJTfXsf8bwACBP5DSRNmOG6aXWrJl57ZCaam2cAOBvSKABgB/7\n6y+pb19Tcfbzz96vad3aDLmbPFm6+GIrowMCSMGCUrt2rsdYxnn+5sxxHQVcoIDUp4998QABKHMi\nbdq0rBNpy5aZ6vU6daTPP2dGCgBkhQQaAPih5cul3r2lxo2liRO9X9OokXl/P3eu6YUG4AKxjDPv\nfPed636/fiaJBiDPORxSly4ZibS2bb1ft2mTNGSIVLWq9Oab0vHj1sYJAL6OBBoA+JGlS03z3yZN\npF9/9X5N48bSL7+YJFuPHuaFM4A80KuX6/7cubzDPB+JidL48a7HmL4J5Lv0RNqcOSaZ1ru39+v2\n7ZMefliqXFl66inpwAFr4wQAX0UCDQD8wOLFJhnWrFnWq8aaNjUFMUuXSpdfTuIMyHPVq0s1a2bs\np6RI06fbF4+/mjTJNfFYqpTUsaN98QBBqFUrU8G+Zo10ww1SWJjnNfHx0ksvmUTaPfdI27ZZHiYA\n+BQSaADgwxYulLp1k1q0kKZO9X5N8+Zm4ubixWaFGYkzIB+xjPPCuU/fvOYa7+/eAeS7unWlr7+W\ntmyR7rtPionxvCYxURo50gwgGjTITPwGgGBEAg0AfND8+abxb6tWpl+JNy1bSr/9ZpJs3buTOAMs\n4b6Mc8oUKS3Nnlj80ZEj5r9ZZkzfBGxXqZL0zjvSzp3Sc89JxYp5XpOaKo0ZYyZ+9+xpVrE7nVZH\nCgD2IYEGAD7C6TR9STp1Mk3/Z8zwft2ll5qx9H/+KXXtSuIMsFTr1mYiZ7oDB0zDQeTMuHFScnLG\nfs2apqkjAJ9QvLj07LMmkfbOO1LFit6vmzLFDCZu0UL64Qezoh0AAh0JNACwWVqa6UPSqpXUvr00\nc6b369q2NefmzTPVaSTOABtERJgu3JmxjDPn3KdvDhrEkxnggwoUMEs6t2yRRo0ySz29WbJEGjhQ\nqlZNGjFCOnbM2jgBwEok0ADAJsnJ5kVp/fpS377SokXer2vXTvrjD1OddtllvNcEbOe+jDOryR5w\ntWOH+QQgM5ZvAj4tPFy6/nrpn3/Mh30tW3q/budO6aGHTMXaAw8wcABAYCKBBgAWO3VKevdd82nt\njTdK69Z5v65DB2n2bLO1b29dfADOoXt31/3ly6V9++yJxZ+MGeO636KFeSIE4PNCQqTevU37iLlz\nPeeppDtxwiz9rF5d6t/f9GkFgEBBAg0ALHL4sPT882Yc/P33S7t2eb+uZ09TpDFrlqk+A+BjSpeW\nmjZ1PebeGB+efvzRdX/wYHviAHDeHA7Tp3XSJPMB4O23S1FRntelpUnjx5v2FC1bmvaH9EkD4O9I\noAFAPtu1yyxnqFTJTLY6fNjzmtBQs5Jp1SrzorR1a8vDBJAbLOPMnVOnpL//dj02YIA9sQDIE7Vr\nSx9/bF7nDB9uPlvwZtEi8+tevbr09tvS8ePWxgkAeYUEGgDkk3XrpJtukuLizHKGhATPa6KipLvv\nljZtkkaPlho2tDxMAOfDff3S9OnSmTP2xOIPVq0yJSnpatSQSpa0Lx4AeaZECempp0ybw6++kho0\n8H7djh3Sgw9KFSpIw4aZfQDwJyTQACCPLVkiXXGFVK+e9PXX3pcsFC4sPfmkefH4wQdS1aqWhwng\nQjRqJJUpk7F/8qRng3xkWL7cdb9xY3viAJBvIiNNb9dVq8xnCu7tItOdOCG99ZZpgXj11VkPUQIA\nX0MCLQ+dOXNGixYt0rvvvqtBgwapRo0aio2NVWxsrO65555c3df+/fv1zDPPqHHjxipdurQqVaqk\njh076rPPPlMKDQQAn+N0StOmmSmZzZtLP/9sjrkrU0Z6/XUzrerFF6VSpayPFUAeCAnxrEKbNMme\nWPzBX3+57l9yiT1xAMh3DofUqZNpDblmjTRkiEmuuUtNNa0RW7Y0r52++05KSrI+XgDIqTC7Awgk\nnTt31rwsPn1OTEzM8f3MmTNHV111lQ4dOuRyfNeuXZo1a5Y+++wzTZkyRSVKlLigeAFcuKQkaexY\nacQIM+I9K9WrS488Il13nfdmuwD8UM+e0hdfZOxPnmzWa8MTFWhAUKpbV/r0U/Oh4ccfSyNHSgcO\neF63ZImZK/LQQ9Idd5gtq55qAGAXKtDyUEREhJo3b66hQ4fq22+/1d/uzXJzYPPmzerTp48OHTqk\nsmXL6vvvv9e+ffu0efNmPfvsswoNDdXSpUvVp08fpaam5sO/AkBOxMdLr71mll7eeGPWybNLLjGf\nrq5fbz6BJXkGBJBOnaTw8Iz9zZuljRvti8dXnT4trV3reqxRI3tiAWCLUqWkZ54xrSu++MK0ufDm\n33/NwKVKlaTrr5eWLbM0TADIFhVoeWj69OlyOBxn93NTdZbu4Ycf1rFjxxQdHa0//vhDtWrVOnvu\nueeeU8mSJXXPPfdowYIFGjVqlG6++eY8iR1AzmzfbgpMvvjCtDzKymWXSY89Zt5fZ3paABBIChaU\n2rc3zX7STZpkumQjw99/m7Va6eLipKJF7YsHgG2ioqSbbzZDln7/XXr3XWnqVM/rkpKkb781W8uW\n0n33mf6ymT+zAACrUYGWhxwX+C55586dmjBhgiTptttuc0mepbvrrrtUrVo1SdK77757QT8PQM4t\nXSoNHGga3r77rvfkWUiIdNVV0uLF0syZUufOJM+AgOfeB23yZHvi8GX0PwPgxuGQunY1fdI2bJCG\nDpViY71fu3CheQ1WpYr00kvSwYOWhgoAZ5FA8yHpyTNJGjhwoNdrHA6HBgwYIEn6+++/tXXrVitC\nA4JSWpr0669Su3ZSs2bSDz+YY+5iYswLv02bpHHjzLUAgoR7Am3uXOn4cXti8VX0PwOQjZo1pffe\nk/bsMR9SVq/u/bq9e6WnnpIqVjRVbCtXWhomAJBA8yVLliyRZHqpNc7mxWWrVq3Ofr906dJ8jwsI\nNqdPm4a3detKvXub98PelCkjvfyytGuXeeEXF2dtnAB8QPXqUuaK8ZQUsy4JGahAA5ADhQpJ995r\nKtImTZK6dPF+3Zkz0ldfmVaKbdtK48ebp14AyG8k0HzI+vXrJUkVK1ZUeDYL/OMyvUtft25dvscF\nBIuDB6Xnn5cqV5Zuv928gPOmXj3zwm37dunxx6VixSwNE4CvYRln1s6ckVavdj1GBRqAbISEmKfV\nadPM/JG77pIKFPB+7bx5Uv/+5kPMl16S9u+3NlYAwYUhAj7kwH8znUufY2ZzmTJlzn5/MJdNAI4e\nPZrlufj4+LPfJycnKykpKVf3DdghOTnZ6/e5sX699MEHofr22xAlJmbdtKxDhzQ98ECqunRxnu1t\nxq8JcisvHrPwLY4uXRT+1ltn951Tpig5MdG8CwwQ5/u4daxYofBM1zsrV1ZywYI8eSLf8VwbGKpV\nk95+W3r2Wenrr0P00Ueh2r7d87Xarl1meefzzzvVr1+abr89TZde6vS7XrQ8buGPgumxSgLNh5z8\nryt5dHR0ttdlPn8yuzGAXhTLYanMnDlzFJtVJ0/AR82YMSPH1zqd0sqVJfXrr9X0119ZJ61DQ9PU\nuvUe9emzWXFxx5WWJv32W15EC+TuMQvf5UhOVveYGIUnJJj9Awe08P33FV+zps2R5Y/cPG4rT5um\nizPt7ytbVku9jdwD8hHPtYGhVi1pxAhp+fIymjQpTn//XdLjmuRkh378MVQ//hiqypWPqXv37WrX\nbreio/1vjSePW/iL3OYk/BkJNB90rmmemc87nc78DgcIKImJofrjj4qaPDlOu3cXzPK6mJhkdemy\nXb16bVWJEokWRgjA3zjDw3Xg4otVfsGCs8dKL18esAm03CjsNuzo2H+TxAHgfISGSs2a/atmzf7V\njh0FNWVKVf3xR0UlJXm+rd2xo7A+/vgijRpVVx067FK3bttVqdIJG6IGECiCLoFWr1497dix44Lu\n4/Dhw4qMjMyjiDIUKFBAR48e1enTp7O9LvP53FaJHTlyJMtz8fHxZ/urtWvXTqVKlcrVfQN2SE5O\nPvsJXadOnbLsH7hzp/TRR6H68ssQxcdnnaSuVMmpe+5J1U03OVWoUGVJlfMjbASxnD5m4V9CDh6U\nMiXQam7apLju3W2MKG+d7+M2bPhwl/3qAwaoWrdueR4f4I7n2uBwxx1SfHyavv02RZ98EqpNmzxf\n450+Ha4pU+I0ZUqc2rY1yzt7905TRIQNAZ8Dj1v4o/RWVMEg6BJop06d0qlTpy7oPvKr6qtEiRLa\nvXv3OfuaZX6AFi9ePFc/o2jRojm6Ljw8XBG++FcFyIb749bplP7804xE//lnKTU169s2by7dd590\n1VUOhYcH3VMjbMJzbQC5/HLJ4TBPPJJC/vpLEYcPS2XL2hxY3svx4zYpSfrnH9fbNm8un3zXioDG\nc21gK1VKGjZMevBBadYsaeRIaeJEKS3N89q5c0M0d26IypSRhgyRbrtNqlDB+phzgsct/EUwJXoD\np7ttDq1du1YnTpy4oC0qKipfYqtVq5YkaefOnUrN5p3+9u3bz35fu3btfIkF8GdJSdK330pNm0pt\n2pjx5t5+pcLCpIEDpYULpUWLpGuukYLo+R9AXipd2jzpZDZlij2x+Iq1a12HBZQvb/47AUA+cDik\njh2l//1P2rFDevppKdPsNRf//isNHy5VqSJdcYU0Y8bZzz8AIEtBl0CLiYlRbGzsBW35pfF/Y90T\nExO1atWqLK9btGiRx20ASAcOSC+8IFWuLF1/vbR8uffriheXnnhC2r5dGjtWatHC0jABBKqePV33\nJ0+2Jw5f4f4kzGsWABapUMG8JtyxQ/rhB6ldO+/XpaaaVQqdO0u1a5shBUG0Gg1ALgVdAs2X9e3b\n9+z348aNy/K68ePHS5Jq1qxJBRogaevWQnrvvUaqVi1czz5rPlX0pl496bPPzKjzl14yxRAAkGd6\n9XLdnz5dOnPGnlh8wV9/ue5fcok9cQAIWhER0oAB0uzZ0urV0t13SwWzmCG1caP00EMm+XbVVWbq\nenbtPwAEHxJoPqRGjRrq1KmTJOmjjz7S7t27Pa4ZO3asVq9eLUm6++67LY0P8CVJSdL330sdO4bp\nwQc7aNasSkpK8mwc63CY1kQzZphWPLfeKkVH2xAwgMDXqJFrz7OTJ6W5c+2Lx25UoAHwIfXqSR98\nIO3ZI330kVS/vvfrkpOln36SuneXqlaVnn3WrFoAABJoPubNN99UVFSUjh07po4dO2rOnDlKTU3V\nqVOn9Mknn+jmm2+WJNWvX1933HGHzdEC1tu5U3rqKaliRdOzbP58709jsbHSvfeaTxN/+cX0xHBk\nPXwTAC6cwyH16OF6LFiXcaakSO7tKKhAA+ADChY00zv//luaNy/7Hri7dpmloHFxUpcu0o8/Bndh\nMRDsSKDloVGjRrn0SitRokSW58pk0dHyoosu0pgxYxQTE6ONGzeqffv2ioyMVGxsrO644w4lJiaq\nevXqmjRpElNZEDTS0qRp06Q+fcwngS+9lHV/iqpVpbfflnbvNtM3q1e3NlYAQc59GeekScHZmXrd\nOikxMWO/TBmpXDn74gEANw6H1Lq1NGaMSZS98Yb030w3D06nWZV/9dWmBcgDD5gloQCCCwm0PJSc\nnKxTp065bOlSUlJcjp88eTLL++nXr59WrlypW2+9VeXKlZPT6VRERITq1q2r559/XitXrlTlypWt\n+CcBtjp82DRzrVlT6tbNVJJ5G0kuSfXrH9S4ccnatEm6/36pcGFLQwUAo1Mn03Qn3ZYtphQ22ND/\nDIAfKV3a9D9bt85Upd14Y9YtPw4flt55R2rQQGrZUvr8c+nECSujBWCXMLsDCCQ33nijBg4cmKNr\nHedYS1ajRg199tlnkkzyLTQ09Jy3AQLF0qXShx+aHmeZCxjcFSwoDR6cqjp15qhSpRPq3r27QkOt\nixMAPMTGmnFv06dnHJs8OeuyhkBF/zMAfii9Kq11a5Mk+/576YsvzGtTbxYtMtv990sDB0q33GKm\nu/O2DQhMVKDlobCwMJdlmtltBQoUyNX9kjxDoEtIkL78UmrSRGrWTPr666yTZw0bSp98Iu3dK73z\nTqoqVeJjPwA+xH0Z559/2hOHnahAA+DnCheWbr9dWrJEWrlSGjpUKlrU+7WnTplEW6tWUt260iuv\nmL69AAILCTQAttq4UXrwQdNP4pZbPIsW0kVESIMGmfehK1dKt91mCj0AwOc0a+a6H2xLOFNTpRUr\nXI9RgQbAj110kfTee+bD2zFjpMsuy/ra9eulJ56QqlSROnSQvvpKOn7cslAB5CMSaAAsd+aM9MMP\nUufOZlXT229L8fHer61SRXr1VTMUYPRo88keBZkAfFrNmq77mzdn3cAxEG3caMqK05UoIVWoYF88\nAJBHoqLM1M6ZM81T+5NPZj0fxemUZs+Wbr7Z9Fi75hpp6lQzpBiAfyKBBsAyq1ebqUXly5s+ETNm\neL/O4ZB69DDD6zZvlh59VCpZ0tpYAeC8FSsmFS+esZ+YaD4FCBbe+p/xyQeAAFOtmvTii9KOHdKv\nv5pp8WFZdBhPTDT91Hr0MJ8nPPCAKdQNxiHNgD8jgQYgX504IX32mWmo2qCBach6+LD3a0uUMMmy\nLVtMz+2ePcVQAAD+qUYN1/1gWsbp3v+M5ZsAAlhYmGl9OWGCWeL5/vtS06ZZX79/v3k9fMkl5rXx\na68F12csgD8jgQYgzzmd0oIFpqdZ2bKmX9nixVlf37Kl9O230q5dZrlm1arWxQoA+cJ9GWcwJdDc\nK9AYIAAgSJQsKd1zjxk8sG6dWeJZqVLW169ZIz32mLmmUyfp229DdPp0FmVsAGzHbyeAPHPwoPTN\nN2YK0bp12V9brJg0eLBJsjVsaE18AGAZ9wTapk32xGG1tDQGCACApNq1zRLPF16Q5s0zHxaPG+d9\noIDTafqqzZwZpsjIrmrefJ8kh3r0kMLDLQ8dQBZIoAG4IKmp0vTpJmk2caKUnJz99Z06maRZ376m\nESsABKRgXcK5ebNZu5+uaFGpcmX74gEAm4WESO3ame3996VffjHJtN9+M6+j3Z05E6a5cytq7lzT\nTrN/fzOAoHVrc18A7EMCDcB52bHDjOX+8kuz9DI75ctLN91ktrg4a+IDAFsF6xJOBggAQJaio6Wr\nrzbbgQPS2LEmmeb+1Jnu8GHp44/NVqGCGcJ17bXSxRfz1ArYgRw2gBw7dcr8ke/UyfQpe/75rJNn\nYWFSv35mGMCOHdLw4STPAASR6tVd97dtO3eJbiBwHyBA/zMA8KpUKem++6Rly6S1a6XHH5cqVsx6\nLOfu3dKbb5qn1Tp1zNLQYOkOAPgKEmgAspWWJs2ebarHypSRrr/e9GjIaux2rVrS66+bP/L/+58Z\n180kTQBBJzbWlN+mS001SbRA560CDQCQrTp1pJdfljZuTNbw4fPVpct2FS2adTJtwwbp2WdNsXPT\nptJbb0l79lgYMBCkWMIJwKvNm6VRo0zF2Y4d2V8bHS0NGCDdeqt06aWUlAOAJNMHLfM7mo0bPZd2\nBhKnkwo0ALgAISFSgwaH1aDBYXXsWE6zZ0dozBjTZzghwfttli0z20MPmT5r114rXXmlGdgFIG9R\ngQbgrPh46dNPTRKsRg0zOSi75FmTJqYnw7590tdfm+amJM8A4D/BNolz61bp2LGM/cKFpWrV7IsH\nAPxYRITUq5c0ZozplzZmjNkPy6IExuk0q0Zuu82sGund29zm5ElLwwYCGhVoQJBLSTFTNEeNkiZM\nkM6cyf76cuWkwYOlG26Q6ta1JEQA8E/BNkjAvfqsUSM+VQGAPFCggJnEec01ZrDATz+ZAQRz5nhv\nq5KcLP36q9mio6WePc0Agh49zD6A80MCDQhSq1ebpNno0dK//2Z/bVSUdMUVJmnWsSM9zQAgR2rU\ncN0P9AQa/c8AIN8VL26qzG67zXQJ+OEHU2mW1STP06el8ePNFhsr9eljpoB26SJFRlobO+DvSKAB\nQWT/fun776VvvvEsFPCmTRuTNOvfXypUKP/jA4CAEuwVaPQ/A4B8Vb689OCDZtu40VSljRmT9Z+b\nkyel774zW5EiUr9+pjLtssuyXhoKIAM90IAAd+qU+UPao4f5I3v//dknz6pWNVN9Nm+W5s6VbrmF\n5BkAnJe4ONMROt3u3Vl3gfZ3TicVaABgo5o1zWv49evN0/HDD0uVKmV9fXy89NVXUteuUtmy0p13\nmiWhqamWhQz4HRJoQABKTTV9zW64wTQRHTRImjo16z+IBQtKN99s/mhu3iw99xx9nwHggkVESFWq\nuB7bvNmWUPLdzp3SkSMZ+7GxnktYAQD5zuEwBcCvvy5t3y4tWCDdd59JkmXl0CEzGKx9e6liRfOB\n+8KF3vurAcGMBBoQIJxOaeVKadgw84evSxezVDOryTsOh9S5c0YPtC++kNq2dS2WAABcoGBZxule\nfdaoEX9QAMBmDofUsqX0zjvSrl1mSuedd0olSmR9m337pHfflVq1MitTHn5YWrKEZBogkUAD/N7O\nndKrr0oNGpj3K2+9Zf7wZaV+fem118ztfv/dVKfFxFgXLwAEFfcE2qZN9sSR3+h/BgA+LTRUatdO\n+vBD817h99/NCpQiRbK+zY4d0ptvSs2bm2TaQw9JixaRTEPwolUg4Ifi48346tGjzSdJ51KunHTt\ntdLgwdJFF+V3dACAs4JlEif9zwDAb4SFmZUonTtLH31kkmk//CBNmJD16pUdO6QRI8xWsaJ01VVm\n0Fjz5hQcI3iQQAP8xJkz0rRpJmn2yy9mPzuxseYP2+DBpp9BaKglYQIAMguGJZwMEAAAvxURIfXq\nZbbTp03f5O+/lyZNMvve7Nolvf222SpUkK680iTTWrYkmYbARgIN8GGpqaax/9ix0vjxpvIsO6Gh\nUrduJmnWuzdLMwHAdsGwhHPPHungwYz9mBipVi374gEAnJfoaOmKK8x28qRJoo0fL02ZknUybfdu\n0zPt3XfNqpf0ZNqll5JMQ+AhgQb4GKdTWrZMGjPGlFJn188sXbNmJml29dVSqVL5HyMAIIcqVpQi\nIzPKhg8elI4elYoWtTeuvOTe/+ziiyl7BgA/FxsrDRxotpMnTRJt3Dhp8uSsk2l790rvv2+2smVN\nMu2qq6TWrfmzgMBAAg3wEevWmUqzsWOlzZvPfX1cnEmaDRrkWeAAAPARoaFStWrS2rUZxzZtMp98\nBAr35ZsMEACAgBIbKw0YYLZTp8wyz3HjTIVaQoL32+zbJ33wgdlKl5b69JH69pUuu8x8rgT4IxJo\ngI127jQ9BsaOlVauPPf1JUqYkujBg02PAYcj30MEAFyomjVdE2gbNwZ2Ao3+ZwAQsAoUMFVlV11l\nkmdTp5plnr/+apJr3uzfL336qdliY6UePUxCrUeP7KeAAr6GBBpgsUOHzCc2Y8dK8+ad+/rYWKlf\nP+maa6ROnaTw8PyPEQCQhwK9D5r7Ek4q0AAgKMTEmGWaV15plnX+9pt5n/Prr1lP8zx5UvrxR7OF\nhUkdOpjKtN69zUACwJeRQAMscPy4mZw5Zow0fbqUkpL99RER5hOZa6+VevZkGAAA+LUaNVz3A2kS\n5759rs06o6KkunXtiwcAYIvoaPOhf79+Jpn2++8mmfbLL9KJE95vk5Ji3htNny7dfbfUtKlJpvXt\nK9Wpw2ob+B4SaEA+OX7cfPoybpz5NCa9f3RWQkJMT4BrrjGTbyhnBoAA4V6BFkgJNPfqs4YNTUkB\nACBoRUebJZp9+pj3QH/8IU2YIE2cKP37b9a3W7rUbE8+aT57Su+b1qIFQwjgGyx5hXPixAnNnz9f\ns2fP1rJly3TgwAEdPHhQiYmJKlmypEqWLKkaNWqoXbt2ateunapVq2ZFWECey23STJKaNzeVZgMG\nSGXK5H+MAACLeVvC6XQGxkfr9D8DAGQjMlLq1s1sH34oLVmSkUxbvz7r223aJL35ptlKlTJLPC+/\n3BQcxMZaFj7gIl8TaLNnz9ZHH32kn3/+WcnJyV6vOXbsmDZv3qyFCxfqm2++kSTVq1dPd955p667\n7joVKlQoP0MELlh60uzHH6Vp03KWNKtb1yTNBg40w9kAAAGsdGnzaj+9IcyJE6ajciB8akL/MwBA\nDoWEmGqyFi2kV181CbSJE01CbdGirG934ID0+edmi4iQ2rc37W569pSqV7cqeiCfEmgTJ07UE088\nobWZJ05JiomJUa1atVSsWDEVL15ckZGROnz4sI4cOaKdO3dq7969kqQ1a9bonnvu0aOPPqo777xT\nTz31lAoXLpwfoQLnJb2n2bhxOU+axcWZCZrXXis1aBAYhQcAgBxwOEwVWuZk08aNgZFAowINAHCe\natc226OPmnaav/xiEmozZ0pJSd5vk5Rk+qv9/rt0//3mz2t6Mq1NG1PxBuSXPE2grVixQg8++KBm\nz54tSQoJCVGHDh3Ur18/tWzZUg0bNlRYNn0xdu3apUWLFmnmzJkaN26cjhw5ojfffFOjRo3S888/\nr9tuu02hLH6GTTInzX77Lesn9czSk2b9+5sP5UmaAUCQck+gbdoktW1rXzx54cABaffujP2ICKle\nPfviAQD4rbJlpdtvN9vx4+b91oQJ0uTJZj8rGzea7Z13TLF3p04modajh1S+vFXRI1jkaQJtyJAh\nWr58ucqVK6d7771XgwcPVvlcPGorVqyoihUrqn///nrvvfc0efJkffzxx/r999911113qWnTpmrS\npElehgxk68gR86Q9fnzuk2YDBkiNGpE0AwAoMAcJuC/fbNDAJNEAALgAhQqZ91IDBpj3X7NnS5Mm\nmfdlW7dmfbuTJ03SbcIEs3/RRaYyrWdP03eaWhxcqDxNoJUtW1Zvv/227rjjDkVFRV3QfUVERKhf\nv37q16+f/vzzTz3zzDNykImABXbtynjinTNHSk09921ImgEAslWjhut+ICbQ6H8GAMhjERFSly5m\ne/dd8+dz8mSzzZsnZdFqXZK0apXZXn5ZKlbMDDLo3l3q2lUqWdK6fwMCR54m0CZOnKiQkJC8vEtJ\n0qWXXqqZM2cqLS0tz+8bcDqltWuln382STP3di5ZiYszCbP+/UmaAQDOIRAr0Oh/BgCwkMMh1apl\ntgcfNEs7Z8yQpkwx2759Wd/2yBFpzBizORzmT1b6dNDmzaVsOk0BZ+XpwyQ/kmdW3j+CR1qamfSS\nnjTbvDlntyNpBgA4L+4VaFu2mBJnf15PQgUaAMBGhQpJV1xhNqdTWrkyozpt8WJzzBunU1q2zGwv\nvigVLix17mySaV27ShUqWPrPgB8hz4qgceaMNGuWSZr98ou0f3/Oble3rtS3r3TllSTNAADnqWhR\nqUQJ6dAhs3/mjOkZUKWKrWGdt8OHpe3bM/bDwkwPNAAAbOBwmPdqjRpJTz1l/tz+9pupTPvtN+no\n0axve+yY6Xk9frzZr18/ozqtdWsmeyIDCTQEtGPHpKlTTdJsyhTTWPJcHA6pZUuTNOvTx3PVDQAA\n56VmzYwEmmSWcfprAm3FCtf9+vWlC+x/CwBAXilRQho82GwpKWb10ZQp0rRpngXU7lavNtubb0ox\nMdJll2Uk1KpVsyZ++CbbE2iHDh3S8uXLdezYMZUsWVLNmjVTgQIF7A4LfmzbNunXX802Z072jSXT\nRURIHTuapFnv3lKZMvkeJgAg2NSsKS1YkLG/aZPpiuyP3PufsXwTAOCjwsJMJVnr1magwP790u+/\nm8q0adNMUXVWEhLMBNBJk8x+9epmmWfXrlKHDlJsrDX/BviGfEugJScna8qUKVq5cqUiIiJUv359\n9ezZ82wfsxMnTujee+/V6NGjlZKScvZ2kZGRGjp0qF566SVFMAodOZCaata4pyfN1qzJ2e0KFjQj\njfv2NdNYChXK1zABAMEukCZxun98zwABAICfKF1auu46s6Wmmj9pv/1mtkWLTL/srGzebLaRI6Xw\ncJOUS0+oXXQR7X4CXb4k0Hbv3q3u3btr9erVLscvvvhizZo1SwUKFFDfvn01a9Ysj9ueOXNGb775\npjZt2qQJEybkR3gIACdPmk8Nfv3VNIk8eDBntytTxizL7NvXfGLAenYAgGUCaRInFWgAgAAQGio1\nbWq2p582vdJmzMhIqO3dm/Vtk5OlP/4w22OPmcRcly4mmda5s1SqlHX/DlgjzxNoTqdTV155pUfy\nTJJWrlype++9V82bN9esWbMUEhKirl27qmnTpoqMjNT27dv1888/69ChQ5o4caLGjBmja6+9Nq9D\nhJ/auTOjyuyPP6SkpJzdrmZNkzDr109q1kximCsAwBbuCbRNm+yJ40LFx5spoulCQ83H7gAA+Lmi\nRaX+/c3mdJrVTenJtLlzs28PtH+/9O23ZpPMZ0vp1WktW5q2QfBveZ5Amz59upYsWSJJuuqqq3TX\nXXepaNGimjt3rh5//HH9/PPPWrFihSIjIzVt2jS1a9fO5fZvvPGGevTooQULFujDDz8kgRbE0tLM\naOH0pNmqVTm7XWioKaW9/HKzMQQAAOATqld33d+2zXwa5GevqB0rV7oeqFNHio62JRYAAPKLw2Fm\n5NSvLz30kFkF9ccfpm/atGlmKWd2/vrLbK+8YnqlXXZZRkKNYQT+Kc8TaFOnTpUktW7dWuPGjTt7\n/OKLL1axYsV03XXXac2aNRo6dKhH8kySChcurE8++UQNGjTQkiVLdObMGUWyzi5onDhhSmYnTzbb\nv//m7HaFC5upKJdfbvqZFSuWv3ECAJBrMTFShQrS7t1mPy1N2rpVql3b3rhyyUH/MwBAEIqNzSjS\nkMyf8PRk2syZJsGWlZMnpV9+MZtkEmjpSz07dDDvZ+H78jyBtm7dOknSTTfd5HFu4MCBuu2223T6\n9Gl17tw5y/uoX7++ypQpo3///Ve7d+9WNdKzAW3LFpMsmzTJTM3M6dLMatUynsDatDFNHAEA8Gk1\na2Yk0CTTB83fEmjuFWj0PwMABKG4OOnOO82WnCwtXJgx2dP9syZ3W7ZIH35ottBQqUULk0zr0sX0\nYwvLt3GPuBB5/r8lPj5eklSlShXPHxYWpgoVKmjTpk0qdY6OeukJtOPHj+d1iLBZcrL0558ZSbP1\n63N2u5AQqVWrjKRZ7dpMOQEA+JmaNaXMQ5T8sA9aCBVoAAC4CA+X2rY128svSwcOSNOnm2Ta77+b\n/mhZSU0174///FN67jlTjXbZZRkJNeqJfEeeJ9BSUlIkSYUKFfJ6Pv14aGhotveTfj41NTUPo4Nd\nDh2Spk41CbNp06Rjx3J2u4IFTWnr5ZdLPXpIJUrkb5wAAOSrGjVc9/1sEmdYQoIcmZN+DgcDBAAA\ncFOqlDRokNnS0qS//85Y7jl/fvbDCI4dk37+2WySVLVqRjLtssvMoAPYg8JA5Aun0zxJTJpkKs0W\nLTLHcqJ6dalXL6lnT7M0kxZ4AICA4T7Zxs8SaIW3bXM9ULu2aQoDAAC8CgmRLr7YbI8+avqhzZlj\nKtOmT5f+64KVpW3bpE8/NVtIiFnimZ5Qa9GCVkZWIoGGPHPypFmVMmWKSZplbvGSnbAwkyjr1cts\nTM0EAAQs9z9yfraEs/CWLa4H6H8GAECuxMaaYpGePc3+rl1mkN7vv5uvhw5lfdu0NGnxYrO9+KJU\noIB5L92hg6lOa9TI9FRD/si3BNrJkyfP9kPLLH1JZlbn3a+D73I6zQfnU6aYbe7cnA8AKFnSLMns\n2dNkzpk6AgAIClWrmle26a9z9uwxn0D5SRVXEfcEGv3PAAC4IBUrSjfdZLa0NGnlyozqtPnzs3+P\nfeqUGVzw229mv3Bh04ctPaHWoIGpWkPeyLcEWocOHS7oPHzT6dPS7NkZSbOtW3N+24svzlia2bQp\nmXEAQBAKDzdJtM2bM45t3mz+SPqBwu5/+KlAAwAgz4SEmD+tl1wiPfaYSZDNm5eRUFu9OvvbHzsm\n/fqr2SSpeHGpXTuTTOvQQapTh0F8F4IlnDinrVszEmZ//CElJubsdtHRZm12z56m2qxChfyNEwAA\nv1CzpmsCbdMmv0ighSYmquCePa4HGzWyJxgAAIJAgQJSt25mk6S9e12Xe2Y33VOSDh+W/vc/s0lS\n6dImkZa+Va9OQi038jyBduWVV6pJkyZ5dn+lSpXKs/tCzs2Z49CiRSZptmFDzm9XrZpJlnXvLrVv\nb5JoAAAgEz+dxFlo+3Y50tIyDtSoIWUxdR0AAOS9cuWk6683m9NpBhD88UfGduRI9rffv1/6/nuz\nSabIpUMH00etTRupVi0SatnJ8wTa448/ntd3CRtcfXXORnlERJhEWY8eZnN/TwAAANz46STOIpmr\n5iT6nwEAYCOHQ6pb12x33236p/3zT0Yybc4cs6QzO7t3S99+azbJ9Cpv3TojoXbxxWboHwz+UyDX\nKlXKSJhddpkpKwUAADnkrwk09/5nJNAAAPAZISHSRReZ7f77zbyiFSsyEmpz55qeatk5eFD6+Wez\nSea9fsuWGQm15s2lmJh8/6f4LBJoOKewMPPLkp40o/EgAAAXwD2BtmmTPXHkUmH3CZwMEAAAwGeF\nhkpNmpjt4Yel5GRp2TKTTJs1S/rzz3P3Nz91yvRamzHD7IeHm8/P0hNql16a//8OX0ICDV6VKeNU\nr14mYdaxIy1OAADIMxUqSFFRGa9aDx82W/Hi9saVndOnVXDXLtdjJNAAAPAb4eGmmqxlS+mJJ6Qz\nZ6TFi01l2rx50oIF0smT2d9HcrK0aJHZ3njDHKtVK3jSSnn6Lx07dqz2n2sMRC5de+21DBKwwYoV\nySpTxu4oAAAIQCEhZuxV5ln0mzb5dALN8c8/Csk8QCAuTipSxLZ4AADAhYmMlNq2NZskpaRIf/9t\nkmnp24ED576fDRtC8jdQH5KnCbQRI0Zo+fLleXmXat26NQk0G7BEEwCAfFSzpmcCrUUL++I5B8df\nf7keoP8ZAAABJSzMFJdfcol0331myuemTa4JNfd2qMEmTxNoYWFhCg0Nzfaa1NRUl32HwyGn0+ly\nLPN9OMjkAACAQOM+ttrHBwk4Vq50PcDyTQAAAprDYT7vq1lTuuUWc2zvXmn+/IyE2t9/m0RbsMjT\nWrtFixYpJSXF63by5Endd999Cg8P10033aRZs2bpyJEjSk1N1enTp7V69WqNGDFC5cqV00UXXaQV\nK1YoJSVFjfmEEwAABBo/m8RJBRoAAChXThowQHr/fWnlSunIEWn06GS7w7KMJd3e0tLSdO2112ry\n5MmaNGmSunTp4nI+KipK9erVU7169XTzzTerS5cuateunRYuXKhatWpZESIAAIB1/GkS55kzcqxZ\n43qMCjQAAIJekSJSp07BU4JmSbe3X375RT///LPuvvtuj+SZuyJFimjUqFE6evSohg0bZkV4AAAA\n1vK2hNNX10CsWSNHSsrZXWflyj498AAAACA/WJJAGz9+vCSpe/fuObq+Tp06qlq1qqZMmaITJ07k\nZ2gAAADWK1VKKlQoY//UKWnfPvviyc7evS67TvfqOQAAgCBgSQJtx44dksxSzZyKioqS0+nUrl27\n8issAAAAe6R35s3MV/ugxce77DqLFbMnDgAAABtZkkArUKCAJGnx4sU5uv7IkSPavHmzy20BAAAC\nivsyTl/tg3bsmOt+5so5AACAIGHJEIHmzZtr2rRpeuONN3T11VerYsWKWV7rdDr1wAMPKDk5WeXK\nlcv2Wl92+vRp/fXXX9r333KMqlWr5mii6PTp03XM/YWqF5UrV1bTpk0vOE4AAGATP61AU5EidkQB\nAABgK0sSaEOGDNFbb72lAwcOqEWLFnr55ZfVv39/xcTEuFy3bNkyPfvss5oyZYok6d5771VIiCVF\ncnliwoQJ+u2337R48WKtXr1aKZka7t5yyy36/PPPz3kfDzzwgNa4T7ryYtCgQRo9evQFxQsAAGzk\npwk0Z+HC9sQBAABgI0sSaBUqVNCXX36pa665Rnv37tWNN96oIUOGqGbNmipatKgSExO1bds2HT58\n+OxtevbsqQcffNCK8PLMm2++qT///FOSFB0drcaNG+d42aq7ypUrq0mTJlmeb9as2XndLwAA8BHu\nCTR/WcJJAg0AAAQhSxJoktS/f3+VLFlSt912mzZt2qTk5GSvlVZRUVEaNmyYnnnmGYWHh1sVXp7o\n16+fBg8erGbNmqlhw4ZKSUlRdHT0ed1X+/bt9fXXX+dtgAAAwHe490DbvFlKTZVCQ+2JJyvuSzhJ\noAEAgCBkWQJNMkmh9evXa8aMGZo5c6Y2bNigY8eOKSoqSuXKlVOLFi105ZVXqpifTncaNmyYy37m\nJZwAAAAuCheWSpWSDhww+8nJ0o4dUlycvXG5c6tAYwknAAAIRpYm0CQpJCREXbp0UZcuXaz+0QAA\nAL6lZs2MBJpklnH6WgKNIQIAAADynw79AAAAgcZ9GacvDhKgAg0AAMD6CjTkjNPp1Nq1a7V9+3Y5\nHA6VLl1aDRo08Lu+cAAAIBv+MImTHmgAAAB5m0BLTU1VaD42vs3v+/cl33zzjb755huXYzExMRo4\ncKCeffZZVapUyabIAABAniGBBgAA4BfyNIHWq1cvXXbZZbr77rsVExOTZ/f7xx9/6Omnn9Y777yj\nJk2a5Nn9+rJSpUqpcuXKKlOmjI4ePaq//vpLCQkJ+vLLL/W///1PEydOVNu2bXN9v0ePHs3yXHym\nF8jJyclKSko6n9ABSyUnJ3v9HvBVPGaRmaNKFWWuLXdu3KhkX/r7m5ioiDNnzu6mhYYqOTxc8qUY\nAS94roU/4nELfxRMj9U8TaAdOnRIjzzyiEaMGKGhQ4dq8ODBqly58nndV2Jion755Rd9+OGHmjNn\njiTJ4XDkZbg+6a677lL79u1Vt25dl+OnTp3S22+/reeff17x8fHq06eP1qxZo3LlyuXq/nM64XTO\nnDmKjY3N1X0DdpsxY4bdIQC5wmMWIWfO6PLMB3bs0LRfflGaj7RsiIyPV7dM+8kFCmjGzJm2xQOc\nD55r4Y943MJfnDx50u4QLJOnCbSvv/5aw4YN07Rp0/TUU0/p6aefVtu2bdWvXz+1aNFCjRo1UkRE\nRJa337ZtmxYvXqwZM2Zo/PjxOvZf09py5cpp+PDhatSo0QXHOHXqVJ06deqC7uOKK65QSEj+zF+4\n6667vB4vUKCAnnrqKRUrVkx333234uPj9eqrr+q9997LlzgAAED+S4uMVELJkoo5eFCS5HA6VeDf\nf3WiYkWbIzPC3F4zJefhCgMAAAB/4nA6nc68vtPffvtNTz75pP766y+X4xEREapevbqKFy+uYsWK\nKTIyUkeOHNGRI0e0c+dOHTp0yOX6okWL6t5779XDDz+sAgUK5ElsVapU0Y4dOy7oPk6fPq2oqKhz\nXpeYmKjo6GhJ0i233KLPP//8gn6uZIYLVKtWTdu2bVOlSpVy/W851xLOuLg4SdKuXbtUqlSpC4oV\nsEJycvLZT+g6derEoA34PB6zcBfWvbtCZs06u588bpycvXvbGFEGx9KlCm/d+ux+fLVqCl+1isct\nfB7PtfBHPG7hjw4cOKCK/33wd+TIERUtWtTmiPJPvkzh7Natm7p166aFCxfqo48+0rhx45SYmKik\npCStXbv2nLdv3ry57rjjDl199dVnE1B5pUePHjpw4MAF3YedgwwcDodatWqlbdu2aefOnUpOTs7V\nE2tOH8zh4eHZVgsCvojHLfwNj1lIkmrVkjIl0MK3bZN85XHhpQIthsct/AzPtfBHPG7hL4Ip0Zsv\nCbR0LVu2VMuWLfXJJ59o0aJFmjt3rpYvX679+/fr4MGDSkpKUokSJVSyZEnVqFFD7dq1U7t27VSm\nTJl8i+nDDz/Mt/u2Subqt6SkpKB6wAIAEHB8eRLnf+000iXn0YoAAAAAf5OvCbR00dHR6tChgzp0\n6GDFjwt4GzZskCTFxsbm2dJWAABgE/cE2qZN9sThTaYJ3RIJNAAAELzypxM+8s2qVau0YMECSSIh\nCQBAIKhRw3WfCjQAAACfQwLNh2zcuFFJSUlZnt+wYYOuuOIKpaWlSZIeeOABq0IDAAD5pUoVKSzT\nooB9+6QTJ2wLxwUVaAAAAJIsWsIZLLZv365ly5ad3U9OTnY5N378+LP7YWFh6tu3r8vtn3nmGU2Z\nMkVdunRRnTp1VKZMGRUvXlxHjhzR/Pnz9dNPP51NsD3++ONUoAEAEAjCw6W4ONfKs02bpEsusS+m\ndG4VaCkxMTYFAgAAYC8SaHloxowZGjJkiNdzM2fO1MyZM8/uFyhQQCdPnnS5pnbt2vrll1/0008/\nZfkzypQpo1deeUU33nhjnsQMAAB8QI0avplAowINAABAEgm0PFW1alVdeeWVObo2Ojra49hzzz2n\nxx57TLNnz9aKFSu0b98+HTp0SNHR0apQoYJatGihTp06MXUTAIBAU7OmNHlyxr6v9EFzT6BRgQYA\nAIIUCbQ81LFjR3Xs2PGC7iMqKkrdunVTt27d8igqAADg89wncfpKAo0hAgAAAJIYIgAAAGA/90mc\nmzbZE4c7twq0FBJoAAAgSJFAAwAAsJt7BdqGDZLTaU8smVGBBgAAIIkEGgAAgP3Kl5cy90eNj5cO\nH7YtnLMYIgAAACCJBBoAAID9QkJ8bxlnWpp04oTLoWQvQ5AAAACCAQk0AAAAX+CeQLN7kMDx4y7L\nSJOjo6XQUBsDAgAAsA8JNAAAAF/ga5M43QcIxMTYEwcAAIAPCLP6B+7evVtz5szR5s2bdfz4caWm\npmZ7/bBhw1SxYkWLogMAALCJryXQGCAAAABwlmUJtIMHD+qee+7R+PHjlZaWluPbDR48mAQaAAAI\nfL7WA40BAgAAAGdZkkA7c+aMOnbsqH/++efssUKFCqlYsWIKPUcvjaioqPwODwAAwH7uFWibNplG\n/iE2ddygAg0AAOAsSxJoX3zxxdnk2S233KKHH35YtWrVsuJHAwAA+IcSJaQiRTIqvxISpL17pQoV\n7ImHCjQAAICzLPlI8/fff5ckXX/99fr8889JngEAALhzOHxrGSdDBAAAAM6yJIF28OBBSdKgQYOs\n+HEAAAD+yZcGCbCEEwAA4CxLEmilS5eWJMXwySUAAEDWfCmB5r6Ek9dxAAAgiFmSQOvSpYskadWq\nVVb8OAAAAP/kbZCAXahAAwAAOMuSBNoNN9ygevXq6e2339aJEyes+JEAAAD+x70Hmi9VoJFAAwAA\nQcySBFp0dLQmT56smJgYdezYkUo0AAAAb9wTaFu2SCkp9sRCBRoAAMBZYVb8kGeeeUZbt25VzZo1\nNWHCBF188cWqU6eOateufc6+aMOHD1fVqlWtCBMAAMBehQpJZcpI//5r9lNSpB07pGrVrI/FfQon\nCTQAABDELEmgTZkyRcuXL3c5tm7dOq1bt+6ct73//vtJoAEAgOBRo0ZGAk0yyzh9IIHGEAEAABDM\nLEmg1a1b97xvW4BPOwEAQDCpWVOaNy9jf+NGqXt36+NgCScAAMBZliTQvvnmGyt+DAAAgP9zn8Rp\nxyABp5MKNAAAgEwsGSIAAACAHHIfJLBpk/UxJCZKyclnd50REUqLiLA+DgAAAB9BAg0AAMCX+EIF\nmlv1mYoUkRwO6+MAAADwESTQAAAAfEm1aq7Jqp07TUWYldz6n6lQIWt/PgAAgI+xpAdaZmlpaZo6\ndapmzpyp9evXKz4+XtHR0SpXrpxatmypAQMGqESJElaHBQAA4BuioqRKlaQdO8y+0ylt2SLVq2dd\nDG4VaM4iRaz72QAAAD7I0gTawoULdcMNN2hTFr08Ro8erWHDhumJJ57Qk08+qZAQCuQAAEAQqlkz\nI4EmmWWcNibQqEADAADBzrIM1cyZM9WuXbuzyTOHw6EqVaqocePGqlevnmL+m+yUmJioZ555Rjfd\ndJNVoQEAAPgWu/uguS/hpAINAAAEOUsSaKdOndKgQYOUnJysQoUK6c0339TBgwe1bds2LVu2TKtX\nr9bx48c1ffp0NW/eXJL0zTff6Pvvv7ciPAAAAN/inkCzehInSzgBAABcWJJAGzNmjPbv36+CBQtq\nwYIFGjZsmIoXL+5yTWhoqDp16qT58+fr8ssvlySNGDHCivAAAAB8S40arvt2V6CxhBMAAAQ5SxJo\ns2bNkiQNGzZM9c7RvyMsLEwff/yxQkJCtHz5ch1zfwEHAAAQ6OxewkkFGgAAgAtLEmh79uyRJLVr\n1y5H15crV041atSQ0+nU3r178zM0AAAA31O5shSWadbT/v1SYqJ1P58hAgAAAC58dsyl0+mUZIYN\nAAAABJWwMMmt3YUOH7bu5zNEAAAAwIUlCbQKFSpIkmbPnp2j6/fu3avNmzfL4XCoXLly+RgZAACA\nj7Izgea+hJMKNAAAEOQsSaB17NhRkvTWW29pzZo12V6bkpKiu+66S2lpaWratKkK8YINAAAEI/cE\n2qFD1v1sKtAAAABcWJJAu+aaa1S2bFmdOHFCl156qd566y0dcnsRmJKSohkzZqht27aaOHGiJOmh\nhx6yIjwAAADfU6KE676NFWgk0AAAQLALO/clFy4mJkZjxoxR165ddezYMQ0bNkzDhg1TpUqVVLRo\nUZ05c0bbt29XYqbmuDfffLP69+9vRXgAAAC+x4d6oLGEEwAABDvLhgi0b99ec+fOVZ06dc4e27lz\np1atWqX169efTZ4VKFBAL7/8sj777DOrQgMAAPA9PtQDjQo0AAAQ7CypQEvXvHlzrVmzRjNnztSM\nGTO0fv16HTt2TFFRUSpXrpxatmypK6+8UkWLFrUyLAAAAN9jVw+0lBTp5MmMfYdDKljQmp8NAADg\noyxNoEmSw+FQp06d1KlTJ6t/NAAAgP+wqwfa8eOu+4UKSSGWLVoAAADwSbwaAgAA8EV2LeF0X75Z\nuLA1PxcAAMCHkUADAADwRXYl0NwGCND/DAAAgAQaAACAb7KrBxoDBAAAADzkaQ+0e++9Vxs3bpQk\nvf/++6pRo4bH8dzKfD8AAABBw64eaO4VaCzhBAAAyNsE2oIFC7R8+XJJ0rFML74yH8+tY+4v4gAA\nAIJB0aJmAqbTafbj482EzLB8ngFFBRoAAICHPH0F1qZNG5UpU0aSVCTTi63Mx3OrCC/aAABAMAoN\nNcmro0czjh09KpUsmb8/lyECAAAAHvI0gfb222/n6jgAAACyUby4awLt0KH8T6AxRAAAAMADQwQA\nAAB8lR190FjCCQAA4IEEGgAAgK9yn8RpRQKNIQIAAAAe8rkLbc4tXrxY8+bNU1hYmDp37qx69erZ\nHRIAAIC97EigUYEGAADgwbIE2uDBg3Xs2DGNHj1ahd0+yRw6dKg++OCDs/shISEaPny4nnjiCavC\nAwAA8D3uCbRDh/L/ZzJEAAAAwIMlSziXLFmi7777TocOHfJInk2ePNkleSZJaWlpevLJJzVjxgwr\nwgMAAPBNdvRAY4gAAACAB0sSaBMnTpQk9enTx+Pc+++/L0mqVq2a/vnnH+3du1fdunWTJL3xxhtW\nhAcAAOCbfGEJJxVoAAAA1iTQtm3bJkmKi4tzOZ6QkKBZs2ZJkp5++mnVr19fZcuW1ciRIyVJs2fP\nVkpKihUhAgAA+B5fGCJABRoAAIA1CbR9+/ZJksqVK+dyfPHixUpOTpbD4VDPnj3PHo+Li1P58uWV\nlJSkHTt2WBEiAACA77G6B5rTSQUaAACAF5Yk0JKSkiRJp0+fdjk+f/58SVKtWrVUwq3HR7FixSRJ\nJ0+etCBCAAAAH2R1D7SEBCk1NWM/KkqKjMzfnwkAAOAHLEmglSpVSpK0YcMGl+NTp06VJLVp08bj\nNkeOHJEkFXf/5BUAACBYWL2E0736jOWbAAAAkixKoDVr1kyS9Mknn+jEiROSpAULFmjhwoWSpM6d\nO7tc73Q6deDAATkcDpUpU8aKEAEAAHyPtwSa05l/P4/lmwAAAF5ZkkAbNGiQoqKitHr1atWuXVtd\nunQ5mzQrXbq0evXq5XL9pk2blJycrDp16igsLMyKEAEAAHxPZKRUoEDGfmqqZ5P/vMQAAQAAAK8s\nSaBVqlRJ7733nkJCQrR3715Nnz5dCQkJioyM1Mcff6zo6GiX69OXdnbt2tWK8AAAAHyXlX3QqEAD\nAADwyrLyriFDhqhx48b69ttvtW/fPsXFxen6669X7dq1Pa7du3evmjdvrr59+1oVHgAAgG8qXlzK\nPJX88GGpWrX8+VlUoAEAAHhl6frISy65RJdccsk5r3vttdcsiAYAAMAPWDlIgCECAAAAXlmyhBMA\nAADnyT2BduhQ/v0s9wo0lnACAABIsrgCLTuLFy/WvHnzFBYWps6dO6tevXp2hwQAAGA/O3ugUYEG\nAAAgycIE2uDBg3Xs2DGNHj1ahd0+zRw6dKg++OCDs/shISEaPny4nnjiCavCAwAA8E12LuGkAg0A\nAECSRUs4lyxZou+++06HDh3ySJ5NnjzZJXkmSWlpaXryySc1Y8YMK8IDAADwXVYm0BgiAAAA4JUl\nCbSJEydKkvr06eNx7v3335ckVatWTf/884/27t2rbt26SZLeeOMNK8IDAADwXVb2QGMJJwAAgFeW\nJNC2bdsmSYqLi3M5npCQoFmzZkmSnn76adWvX19ly5bVyJEjJUmzZ89WSkqKFSECAAD4Jit7oDFE\nAAAAwCtLEmj79u2TJJUrV87l+OLFi5WcnCyHw6GePXuePR4XF6fy5csrKSlJO3bssCJEAAAA32Rn\nDzQq0AAAACRZNEQgKSlJknT69GmX4/Pnz5ck1apVSyXcPl0tVqyY9uzZo5MnT1oRYp5ISUnR8uXL\ntXDhQu3Zs0f79u2T0+lUmTJl1KJFC11++eWKiorK0X05nU7NmzdPkydP1u7duxUZGakaNWqof//+\nql69ej7/SwAAgM9giAAAAIDtLEmglSpVSpK0YcMGde7c+ezxqVOnSpLatGnjcZsjR45Ikoq7v2j0\nUS+//LJeeeWVbBN+JUqU0Hvvvadrrrkm2/vat2+fBg8efHZ5a2ZPPfWUhg0bpldeeUWhoaEXHDcA\nAPBxVvZAY4gAAACAV5Yk0Jo1a6YJEybok08+0Q033KCCBQtqwYIFWrhwoSS5JNUkU3114MABORwO\nlSlTxooQL9jGjRvPJs9atGihrl27qnr16nI4HFqyZIm++uorHTp0SNdee62OHz+u22+/3ev9nDhx\nQl27dtU///yj0NBQ3XTTTWrXrp1OnTql7777TvPmzdMbb7yh06dPnx3AAAAAAlhsrBQRIf1X0a/E\nRCkhQYqJydufk5xs7jddSIj52QAAALCmB9qgQYMUFRWl1atXq3bt2urSpcvZpFnp0qXVq1cvl+s3\nbdqk5ORk1alTR2FhluT4LpjD4dBVV12lVatWaeHChXruuec0ePBgDRo0SO+++65WrFih8uXLS5Ie\neOAB7dmzx+v9DB8+XP/8848kaezYsfrss880ePBg3X777ZozZ45uuOEGSdIHH3ygefPmWfOPAwAA\n9nE4rFnG6W2AgMOR9z8HAADAD1mSQKtUqZLee+89hYSEaO/evZo+fboSEhIUGRmpjz/+WNHR0S7X\npy/t7Nq1qxXh5YnXX39d48aNU8OGDb2er1atml5//XVJphfc+PHjPa45fvz42aqyvn37qn///i7n\nHQ6HPvjgAxX5bznFiy++mIf/AgAA4LOsSKAxQAAAACBLlpV3DRkyRI0bN9a3336rffv2KS4uTtdf\nf71q167tce3evXvVvHlz9e3b16rwLljJkiXPeU3Hjh3Pfr9+/XqP85MmTVJiYqIk6ZZbbvF6H7Gx\nsRowYIA+/fRTzZo1S0eO/J+9+46Oqlr7OP6b9ASSkAKhNymhSC+KNAVEqg0VsaEgdkXF/toRrNeC\nFQUUrigqAqIUQRCkKApIF6RIS4BUElJIO+8fuTkmmZJJMplkwvezVtadOXuffZ4z7DvOPLNLosLD\nw8sYNQAA8AjuWAfN1gg0AAAASHJjAk2SunTpoi5dupRY75VXXnFDNO539uxZh+Vr166VlD/SzNbG\nCgX69++v6dOnKycnRxs2bLCaAgsAAKqZYruVMwINAADAvdwyhRP5fvrpJ/NxmzZtrMp37dolSapf\nv75CHfzq27p1a/Px7t27XRghAACokipjCicj0AAAAEyesUJ/NXD27FlNnTpVkuTv76+rrrrKqk5M\nTIwkmZsN2NOwYUPzsb3NCOxJSkqyW5Zc6INzdna2sgp2+wKqsOzsbJuPgaqKPouy8K5VS96Fnuec\nOqU8F/932ishocgHw9yQEOX+7xr0W3ga+iw8Ef0Wnuhc6qsk0Nzk0Ucf1d9//y1JmjhxYpEkWIHU\n1FRJUo0aNRy2Vbj8zJkzpYrD2fXS1qxZo5psXQ8Ps3LlysoOASgV+iycdV5cnNoXen5482bt/N+m\nSy67xq+/FrnGP0lJNq9Bv4Wnoc/CE9Fv4SlKm5PwZC5NoN1///3at2+fJGnatGlq2bKl1fHSKtyO\np5o1a5beeecdSfnrwL3wwgs26xWM+PLxcfzP4uvraz4uaV01AADg+bKCg4s89/vfj26u5JOeXuR5\ndgk/6AEAAJxLXJpA27BhgzZv3ixJOl1oJ6fCx0vrdPEdocppwoQJOnXqVLna+Prrr4sksRxZsmSJ\nJkyYIElq3LixFi1aJD8/P5t1g4KCdPr06RKTYhkZGebjkkarFZeYmGi3LDk5Wc2bN5ck9evXT3Xq\n1ClV20BlyM7ONn+hGzhwoNP/3wQqC30WZWHJy5P+92OcJDXw91fUkCEuvYb3ihVFnrfo2lXN/3cN\n+i08DX0Wnoh+C09U3vyKJ3FpAq1Pnz6qW7euJKlWoZ2bCh8vrVou3gHqxx9/1OHDh8vVRm5urlNv\nZmvWrNGoUaOUk5OjqKgorVixwubUzQKhoaGKjY0tshaZLYXLHW02YEtYWJhT9Xx9fe0m+oCqin4L\nT0OfhdOKfY7ySkpyfd8pNqrNJyJCsnEN+i08DX0Wnoh+C09xLiV6XZpAe/PNN0t1vDJMnz5d6cWm\nKJSWM29kmzZt0ogRI5SRkaHw8HCtWLFCrVq1cnhOixYt9Ndff5WY4Dty5EiRcwAAQDUXGVn0eXy8\n669RfNS/i3/EBAAA8GTn3CYCl156aYVfY9u2bbrsssuUmpqq0NBQLV++XOeff36J53Xo0EHff/+9\nTp8+rYMHD5rTKYsrPB3WmXYBAICHi4go+jwhwfXXKD4CvpSj3AEAAKozr8oOoLrZs2ePBg0apKSk\nJNWsWVNLlixRt27dnDp3SKG1TJYsWWK3XkFZZGSkevToUb6AAQBA1VerluRV6GNbSork6m3jGYEG\nAABgFwk0Fzp48KAGDhyouLg4BQYG6vvvv1evXr2cPr9Xr17mlMx33nlHmZmZVnW2bt1qLix5ww03\nyNvb2zXBAwCAqsvLSyq+jqmDjYHKpPgINBJoAAAAJrdO4czJydHy5cv1888/a//+/UpJSVFubq7D\ncz766CO1bt3aTRGW3fHjxzVgwADFxMTI399fixYtUr9+/UrVhpeXl6ZOnaprrrlGf//9t2655RbN\nnDnT3Glz7969uvbaa2UYhkJDQ/Xkk09WxK0AAICqKDKy6NTN+HgpKsp17RcfgcYUTgAAAJPbEmib\nN2/WDTfcoL1795bqvNRiO0JVVXfccYf++ecfSVLdunX13nvv6b333rNbv2PHjnr++eetjo8aNUoP\nP/yw3njjDX311Vf68ccf1a1bN6WlpWnTpk3mDqBfffWV6tSpU1G3AwAAqpqKXActL48EGgAAgANu\nSaAVjM46/b8PZmFhYWrXrp3CwsLk5eV4FmlY8ekKVdSZM2fMx4cPHy5xJ83C9Yt7/fXXdf755+v5\n55/XoUOHzCmbFotFffr00dtvv63OnTu7JnAAAOAZKjKBduZMfhKtQFCQdA5tSw8AAFAStyTQ3nnn\nHZ0+fVo1atTQRx99pNGjR1e7tbsmT56s+FJsKV/S6LFbbrlFt9xyi/bs2aOjR4/K399fLVu2VP36\n9csbKgAA8EQVmUBjAwEAAACH3JJA27RpkyTp6aef1g033OCOS7pd7969K6TdNm3aqE2bNhXSNgAA\n8CCRkUWfl+KHuxIV30CA6ZsAAABFuGUXzoLRZhWVZAIAAKj2GIEGAABQadySQCvYRTMlJcUdlwMA\nAKh+KjKBVnwEGgk0AACAItySQLv99tslSfPnz3fH5QAAAKofd45AYwonAABAEW5JoHXq1EnPPvus\nZs2apdmzZ7vjkgAAANWLO9dAYwQaAABAEW7ZRECSnnvuOdWuXVv33HOP/vvf/+raa69Vq1atFBQU\n5PC8tm3bllgHAACg2nPnFE5GoAEAABThtgSaJHXs2FEdO3bUihUrtGLFCqfO+f3339WtW7cKjgwA\nAKCKYxMBAACASuOWKZyS9NJLL6lPnz5av369uy4JAABQfYSHF32emCjl5bmmbUagAQAAOOSWEWhr\n167V//3f/0mSzjvvPN1yyy3q0KGDwsLC5OXlOIcXHR3tjhABAACqNj8/KSREKtjVPC8vP/FVPLFW\nFoxAAwAAcMgtCbSZM2dKki666CKtXLlSAQEB7rgsAABA9RIR8W8CTcqfxumKBBqbCAAAADjklimc\nBw8elCRNmjSJ5BkAAEBZVdQ6aEzhBAAAcMgtCbTw//0yWqdOHXdcDgAAoHqqqAQaUzgBAAAccksC\nrX///pKkPXv2uONyAAAA1VNkZNHn8fGuaZcRaAAAAA65JYF22223qVmzZvrPf/6j9PR0d1wSAACg\n+mEEGgAAQKVwSwItJCREy5YtU25urgYOHKidO3e647IAAADVS0Uk0M6elTIz/33u7S0FBZW/XQAA\ngGrELbtwPvPMMzp48KDatWunRYsW6fzzz1fbtm3VunVrBZXwAe3FF19Us2bN3BEmAABA1VYRCTRb\no88slvK3CwAAUI24JYG2ZMkSbd68ucix3bt3a/fu3SWeO3HiRBJoAAAAUsWsgVZ8/TOmbwIAAFhx\nSwKtbdu2ZT63Ro0aLowEAADAg1XECDQ2EAAAACiRWxJos2fPdsdlAAAAqjd3TeEEAABAEW7ZRAAA\nAAAuwAg0AACASkECDQAAwFPYWgPNMMrXJiPQAAAASuSWKZzO+O233/TLL7/Ix8dHgwYNUrt27So7\nJAAAgKolKEgKCJAyM/OfZ2VJaWlSzZplb5NNBAAAAErktgTajTfeqNOnT+u///2vQotNDbjvvvv0\n7rvvms+9vLz04osv6sknn3RXeAAAAJ4hIkI6fvzf5wkJ5UugFR+BxhROAAAAK26Zwrlp0yZ9/vnn\nio+Pt0qe/fDDD0WSZ5KUl5enp556SitXrnRHeAAAAJ7D1eugMQINAACgRG5JoC1atEiSdPnll1uV\nTZs2TZJ03nnnaceOHYqJidFll10mSXrttdfcER4AAIDnsLUOWnmwiQAAAECJ3JJAO3TokCSpefPm\nRY6np6dr1apVkqSnn35a7du3V7169fTee+9Jkn7++Wfl5OS4I0QAAADP4OoRaGwiAAAAUCK3JNBi\nY2MlSfXr1y9y/LffflN2drYsFouGDRtmHm/evLkaNGigrKwsHT582B0hAgAAeIaKnsLJCDQAAAAr\nbkmgZWVlSZIyMjKKHF+3bp0kqXXr1oosNh0hPDxcknTmzBk3RAgAAOAhGIEGAADgdm5JoNWpU0eS\ntHfv3iLHly5dKknq06eP1TmJiYmSpIjiHxIBAADOZRW9BhoJNAAAACtuSaD16NFDkvTRRx8pNTVV\nkrRhwwZt3LhRkjRo0KAi9Q3D0KlTp2SxWFS3bl13hAgAAOAZmMIJAADgdm5JoN1www0KCAjQzp07\nFR0drUsvvdRMmkVFRWn48OFF6v/999/Kzs5WmzZt5OPj444QAQAAPIMrE2h5edL/ftw0hYSUvT0A\nAIBqyi0JtMaNG+udd96Rl5eXYmJitGLFCqWnp8vf318ffvihAgMDi9QvmNo5ePBgd4QHAADgOVyZ\nQEtJkQzj3+c1a0r8eAkAAGDFbZ+Qbr/9dnXt2lVz5sxRbGysmjdvrptvvlnR0dFWdWNiYtSzZ09d\nccUV7goPAADAM7hyDTQ2EAAAAHCKW39i7NKli7p06VJivVdeecUN0QAAAHggV45AY/0zAAAAp7hl\nCicAAABcJDRU8vb+9/mZM1JWVtnaYgQaAACAU0igAQAAeBKLRQoPL3qsrKPQio9AI4EGAABgk9tX\niT127JjWrFmj/fv3KyUlRbm5uQ7rP/zww2rUqJGbogMAAPAAkZFSXNy/z+PjpXr1St8OUzgBAACc\n4rYEWlxcnO6991598803ysvLc/q8G2+8kQQaAABAYa5aB40pnAAAAE5xSwLt7NmzGjBggHbs2GEe\nCwkJUXh4uLwLr+FhQ0BAQEWHBwAA4FlclUBjBBoAAIBT3JJAmzFjhpk8GzdunB555BG1bt3aHZcG\nAACofhiBBgAA4FZuSaD9+OOPkqSbb75Zn3zyiTsuCQAAUH1FRhZ9Hh9ftnbYRAAAAMApbtmFM+5/\ni9zecMMN7rgcAABA9VZRI9CYwgkAAGCTWxJoUVFRkqSgoCB3XA4AAKB6q6g10BiBBgAAYJNbEmiX\nXnqpJGnbtm3uuBwAAED1xiYCAAAAbuWWBNott9yidu3a6c0331Rqaqo7LgkAAFB9uWoNNDYRAAAA\ncIpbEmiBgYH64YcfFBQUpAEDBjASDQAAoDwYgQYAAOBWbtmF85lnntHBgwfVqlUrLVy4UJ06dVKb\nNm0UHR1d4rpoL774opo1a+aOMAEAADyDKxJohsEINAAAACe5JYG2ZMkSbd68ucixPXv2aM+ePSWe\nO3HiRBJoAAAAhYWHF32elCTl5kre3s63kZkpZWX9+9zPTwoIcE18AAAA1YxbEmht27Yt87k1atRw\nYSQAAADVg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          }
        }
      ],
      "source": [
        "plt.plot(ldas, 10 * np.log10(T_through), label=\"Through port\", c=\"red\")\n",
        "plt.plot(ldas, 10 * np.log10(T_drop), label=\"Drop port\", c=\"blue\")\n",
        "plt.xlim(1.58, 1.586)\n",
        "plt.xlabel(\"Wavelength (μm)\")\n",
        "plt.ylabel(\"Transmission (dB)\")\n",
        "plt.legend()\n",
        "plt.grid()\n",
        "plt.show()"
      ],
      "id": "e943232c"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Final Remarks\n",
        "\n",
        "In some cases, users might only be interested in determining the\n",
        "Q-factor of the ring. In that case, one can use the\n",
        "[ResonanceFinder](https://www.flexcompute.com/tidy3d/examples/notebooks/ResonanceFinder/)\n",
        "plugin and only run the simulation for a much shorter period of time.\n",
        "The plugin will analyze the time domain field profile and extract the\n",
        "Q-factor using harmonic inversion."
      ],
      "id": "c790614d-9761-40d7-b106-6ff76e42ce8d"
    }
  ],
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