{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "23e39f98",
   "metadata": {},
   "source": [
    "# Design and shape optimization of a metalens-assisted waveguide taper\n",
    "\n",
    "Waveguide tapers are essential components for transitioning between waveguides of varying widths. However, achieving low-loss performance typically requires long taper lengths, which can pose challenges for the design of compact photonic circuits. To address this, various techniques have been developed to create compact, low-loss waveguide tapers, some of which were introduced in the previous [example](https://www.flexcompute.com/tidy3d/examples/notebooks/WaveguideSizeConverter/). In this notebook, we will explore the concept of designing an integrated metalens to facilitate mode conversion, enabling ultra-compact and low-loss tapers. The metalens is composed of slots of various lengths. This design approach is inspired by the work `Wang, Z., Li, T., Soman, A. et al. On-chip wavefront shaping with dielectric metasurface. Nat Commun 10, 3547 (2019)` [DOI: 10.1038/s41467-019-11578-y](https://doi.org/10.1038/s41467-019-11578-y).\n",
    "\n",
    "<img src=\"img/on_chip_metalens.png\" width=450 alt=\"Schematic of the metalens waveguide taper\">\n",
    "\n",
    "The notebook is structured as follows: In the first section, we explore how the slot length influences the phase shift of the waveguide mode. By conducting a parameter sweep of the slot length, we establish a phase map that serves as the foundation for designing the metalens. This design follows a parabolic phase profile to achieve focusing, which is then used to facilitate mode size conversion from a wide to a narrow waveguide. Compared to a standard linear taper, the integration of the metalens shows a substantial performance improvement. To push the performance further, we refine the initial design using adjoint-based shape optimization. This optimization significantly enhances the performance, highlighting the effectiveness of advanced computational techniques in photonic component optimization.\n",
    "\n",
    "For more examples in integrated photonics or inverse design optimization, visit our [example library](https://www.flexcompute.com/tidy3d/learning-center/example-library/)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "0b67a80a",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:48:01.134996Z",
     "start_time": "2026-03-18T10:47:58.862885Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:49:23.275318Z",
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     "shell.execute_reply": "2025-05-15T10:49:24.915500Z"
    }
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   "outputs": [],
   "source": [
    "import autograd as ag\n",
    "import autograd.numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web\n",
    "from tidy3d.plugins.autograd import adam, optimize"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3a66c4d8-6520-4514-af38-891443511233",
   "metadata": {},
   "source": [
    "## Unit Cell Simulation\n",
    "### Basic Simulation Setup\n",
    "\n",
    "In this section, our goal is to obtain the relationship between the slot length and the phase shift of the waveguide mode. First, we define the basic parameters that will be used throughout the notebook. \n",
    "\n",
    "The wavelength range of interest is 1500 nm to 1600 nm."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "70ff795d",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:48:01.165950Z",
     "start_time": "2026-03-18T10:48:01.163830Z"
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    "execution": {
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     "shell.execute_reply": "2025-05-15T10:49:24.918651Z"
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   },
   "outputs": [],
   "source": [
    "lda0 = 1.55  # central wavelength\n",
    "freq0 = td.C_0 / lda0  # central frequency\n",
    "ldas = np.linspace(1.5, 1.6, 31)  # 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"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a8704fad-d23c-41e8-a092-e343e14f2633",
   "metadata": {},
   "source": [
    "We will directly use the silicon and oxide media from Tidy3D's [material library](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/material_library.html). More specifically, we use the data from the widely used `Handbook of Optical Constants of Solids` by Palik."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "673487e9",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:48:01.210Z",
     "start_time": "2026-03-18T10:48:01.208572Z"
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    "execution": {
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     "shell.execute_reply": "2025-05-15T10:49:24.921094Z"
    }
   },
   "outputs": [],
   "source": [
    "si = td.material_library[\"cSi\"][\"Palik_Lossless\"]\n",
    "\n",
    "sio2 = td.material_library[\"SiO2\"][\"Palik_Lossless\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a613cd2e-90dd-4bec-a4a1-5c9b55827e62",
   "metadata": {},
   "source": [
    "In this model, we are working with 250 nm silicon with bottom oxide and top oxide cladding. The unit cell of the metalens has a periodicity of 500 nm. The width of the slot is fixed at 140 nm. We will investigate the slot length from 200 nm to 2.7 μm."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "47e8b3d5",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:48:01.255862Z",
     "start_time": "2026-03-18T10:48:01.254410Z"
    },
    "execution": {
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     "shell.execute_reply": "2025-05-15T10:49:24.923364Z"
    }
   },
   "outputs": [],
   "source": [
    "a = 0.5  # periodicity\n",
    "w_slot = 0.14  # width of the slot\n",
    "t_si = 0.25  # thickness of the silicon layer\n",
    "l_slot_max = 2.7  # maximum slot length\n",
    "l_slot_min = 0.2  # minimal slot length\n",
    "buffer = 1  # buffer spacing\n",
    "inf_eff = 1e3  # effective infinity"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "68955225-ca16-44d3-8d47-70864fb0f26c",
   "metadata": {},
   "source": [
    "### Parameter Sweeping the Slot Length\n",
    "Next we are going to perform a simple parameter sweep on the slot length and obtain the complex transmission coefficient. \n",
    "\n",
    "To do so, we define a function `make_unit_cell_sim` that takes the slot length as input and returns a [Simulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html) object. A [ModeSource](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeSource.html) is used to launch the fundamental mode into the slab waveguide and a [ModeMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeMonitor.html) is used to measure transmission. Local periodic approximation is used so we apply periodic boundary condition in the $y$ direction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "2d6851af",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:48:01.325846Z",
     "start_time": "2026-03-18T10:48:01.299186Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:49:24.924364Z",
     "iopub.status.busy": "2025-05-15T10:49:24.924241Z",
     "iopub.status.idle": "2025-05-15T10:49:24.927552Z",
     "shell.execute_reply": "2025-05-15T10:49:24.927362Z"
    }
   },
   "outputs": [],
   "source": [
    "# define the slab waveguide structure\n",
    "slab = td.Structure(geometry=td.Box(center=(0, 0, 0), size=(td.inf, td.inf, t_si)), medium=si)\n",
    "\n",
    "# add a mode source as excitation\n",
    "mode_spec = td.ModeSpec(num_modes=1, target_neff=3.5)\n",
    "mode_source = td.ModeSource(\n",
    "    center=(-buffer, 0, 0),\n",
    "    size=(0, td.inf, td.inf),\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "    direction=\"+\",\n",
    "    mode_spec=mode_spec,\n",
    "    mode_index=0,\n",
    ")\n",
    "\n",
    "# add a mode monitor to measure transmission at the output waveguide\n",
    "mode_monitor = td.ModeMonitor(\n",
    "    center=(l_slot_max + buffer, 0, 0),\n",
    "    size=mode_source.size,\n",
    "    freqs=[freq0],\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"mode\",\n",
    ")\n",
    "\n",
    "run_time = 3e-12  # simulation run time\n",
    "\n",
    "# define simulation domain size\n",
    "Lx = l_slot_max + 4 * buffer\n",
    "Ly = a\n",
    "Lz = 10 * t_si\n",
    "sim_size = (Lx, Ly, Lz)\n",
    "\n",
    "\n",
    "def make_unit_cell_sim(l_slot):\n",
    "    # define the slot structure\n",
    "    slot = td.Structure(\n",
    "        geometry=td.Box(center=(l_slot / 2, 0, 0), size=(l_slot, w_slot, t_si)),\n",
    "        medium=sio2,\n",
    "    )\n",
    "\n",
    "    # construct simulation\n",
    "    sim = td.Simulation(\n",
    "        center=(l_slot_max / 2, 0, 0),\n",
    "        size=sim_size,\n",
    "        grid_spec=td.GridSpec.auto(min_steps_per_wvl=15, wavelength=lda0),\n",
    "        structures=[slab, slot],\n",
    "        sources=[mode_source],\n",
    "        monitors=[mode_monitor],\n",
    "        run_time=run_time,\n",
    "        boundary_spec=td.BoundarySpec(\n",
    "            x=td.Boundary.pml(), y=td.Boundary.periodic(), z=td.Boundary.pml()\n",
    "        ),\n",
    "        symmetry=(0, -1, 1),\n",
    "        medium=sio2,\n",
    "    )\n",
    "\n",
    "    return sim"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "da34cf40-e8bd-40b3-965a-1ac68be96f84",
   "metadata": {},
   "source": [
    "As a test, we create a simulation of arbitrary slot length and visualize it in 3D."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "9588073a",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:48:01.453282Z",
     "start_time": "2026-03-18T10:48:01.369350Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:49:24.928344Z",
     "iopub.status.busy": "2025-05-15T10:49:24.928229Z",
     "iopub.status.idle": "2025-05-15T10:49:24.938851Z",
     "shell.execute_reply": "2025-05-15T10:49:24.938580Z"
    }
   },
   "outputs": [
    {
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       "    <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",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_test = make_unit_cell_sim(1)\n",
    "sim_test.plot_3d()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1536c66-779b-4498-b119-518463961e57",
   "metadata": {},
   "source": [
    "Define a batch of simulations and submit the batch to the server."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "fb0b95a4",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:50:00.823554Z",
     "start_time": "2026-03-18T10:48:01.458922Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:49:24.939829Z",
     "iopub.status.busy": "2025-05-15T10:49:24.939645Z",
     "iopub.status.idle": "2025-05-15T10:49:56.223060Z",
     "shell.execute_reply": "2025-05-15T10:49:56.222292Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "1908ac31c3534900a16e2db94cded164",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:48:19 CET </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">11</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:48:19 CET\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m11\u001b[0m tasks.                      \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:49:53 CET </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.275</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:49:53 CET\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.275\u001b[0m for the whole batch.                \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after    \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>completion.                                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after    \n",
       "\u001b[2;36m             \u001b[0mcompletion.                                                        \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "6c033cef914944a99258d18ca450bfd5",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:49:58 CET </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:49:58 CET\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "l_slot_list = np.linspace(l_slot_min, l_slot_max, 11)\n",
    "\n",
    "sims = {f\"l_slot={l_slot:.2f}\": make_unit_cell_sim(l_slot) for l_slot in l_slot_list}\n",
    "batch = web.Batch(simulations=sims, verbose=True)\n",
    "batch_results = batch.run(path_dir=\"data\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2473b44c-bb40-4849-a97c-da166c5bff32",
   "metadata": {},
   "source": [
    "After the simulations are complete, we can extract the transmission power and phase shift. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "38867202",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:50:01.087777Z",
     "start_time": "2026-03-18T10:50:00.832789Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:49:56.321068Z",
     "iopub.status.busy": "2025-05-15T10:49:56.320998Z",
     "iopub.status.idle": "2025-05-15T10:49:59.093356Z",
     "shell.execute_reply": "2025-05-15T10:49:59.092824Z"
    }
   },
   "outputs": [],
   "source": [
    "T = np.zeros(len(l_slot_list))\n",
    "phase = np.zeros(len(l_slot_list))\n",
    "\n",
    "# extract the transmission power and phase shift\n",
    "for i, l_slot in enumerate(l_slot_list):\n",
    "    amp = batch_results[f\"l_slot={l_slot:.2f}\"][\"mode\"].amps.sel(direction=\"+\").values[0][0]\n",
    "    T[i] = np.abs(amp) ** 2\n",
    "    phase[i] = np.angle(amp)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7658345e-de8f-4bcf-918f-17a7ff078b0a",
   "metadata": {},
   "source": [
    "Plot the results. We can see that the transmission stays above 90% across the slot length and the phase shift spans over a 2$\\pi$ range, which is necessary to design a metalens in the next step."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "bf7bac24",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:50:01.232910Z",
     "start_time": "2026-03-18T10:50:01.091165Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:49:59.095017Z",
     "iopub.status.busy": "2025-05-15T10:49:59.094714Z",
     "iopub.status.idle": "2025-05-15T10:49:59.203643Z",
     "shell.execute_reply": "2025-05-15T10:49:59.203105Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "unwrapped_phase = np.unwrap(phase - phase[-1]) / (2 * np.pi) + 1\n",
    "plt.plot(l_slot_list, T, c=\"red\", linewidth=2, label=\"Transmission\")\n",
    "plt.plot(l_slot_list, unwrapped_phase, c=\"blue\", linewidth=2, label=r\"Phase (2$\\pi$)\")\n",
    "plt.xlabel(\"Slot length (μm)\")\n",
    "plt.xlim(l_slot_min, l_slot_max)\n",
    "plt.ylim(0, 1)\n",
    "plt.legend()\n",
    "plt.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "45fa5935-858c-46fc-b5cf-f616a0cda3e4",
   "metadata": {},
   "source": [
    "## On-chip Metalens Design\n",
    "### Determine the Slot Lengths to Achieve Focusing\n",
    "To design a focusing metalens, the phase shift of the transmitted wave is defined by $\\phi(y) = \\frac{2\\pi}{\\lambda_0} n_{eff}(f-\\sqrt{f^2+y^2})$, where $y$ is the lateral position of the slot, $\\lambda_0$ is the free space wavelength, $n_{eff}$ is the effective refractive index of the slab waveguide, and $f$ is the focal length. With this equation and the previously obtained relation between the slot length and phase shift, we can perform an interpolation to determine the desired slot lengths for the metalens.\n",
    "\n",
    "Our goal is to design a metalens-assisted waveguide taper that transitions between an 11 μm wide waveguide to a single-mode 500 nm narrow waveguide. More specifically, we will fix the focal length to 10 μm, which makes the taper very compact."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "5c820fa3",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:50:01.283487Z",
     "start_time": "2026-03-18T10:50:01.236426Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:49:59.204923Z",
     "iopub.status.busy": "2025-05-15T10:49:59.204812Z",
     "iopub.status.idle": "2025-05-15T10:49:59.241942Z",
     "shell.execute_reply": "2025-05-15T10:49:59.241628Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# function that determines the desired slot length given the desired phase shift by interpolation\n",
    "def find_slot_length(desired_phase):\n",
    "    desired_l_slot = np.interp(desired_phase, unwrapped_phase[::-1], l_slot_list[::-1])\n",
    "    return desired_l_slot\n",
    "\n",
    "\n",
    "w_waveguide_wide = 11  # width of the wide waveguide\n",
    "w_waveguide_narrow = 0.5  # width of the narrow waveguide\n",
    "n_eff = 2.93  # effective index of the slab waveguide\n",
    "f = 10  # focal length\n",
    "\n",
    "# y positions of the slots\n",
    "ys = np.arange(w_waveguide_wide / 2 - a, -a, -a)\n",
    "\n",
    "# desired phase distribution\n",
    "desired_phases = 1 - np.mod((1 / lda0) * n_eff * (np.sqrt(f**2 + ys**2) - f), 1)\n",
    "\n",
    "plt.scatter(ys, desired_phases, c=\"red\")\n",
    "plt.plot(ys, desired_phases, c=\"red\", linewidth=2)\n",
    "plt.xlabel(\"Position (μm)\")\n",
    "plt.ylabel(r\"Desired phase shift (2$\\pi$)\")\n",
    "plt.show()\n",
    "\n",
    "# desired slot lengths\n",
    "desired_l_slots = np.array(\n",
    "    [np.interp(desired_phases[i], unwrapped_phase[::-1], l_slot_list[::-1]) for i in range(len(ys))]\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c024f702-aec2-4f0d-9e83-4b95029a0123",
   "metadata": {},
   "source": [
    "### Simulate the Metalens-assisted taper\n",
    "\n",
    "To simulate the metalens-assisted taper, we can just define one simulation. However, to facilitate later optimization, we will define a function  `make_sim`, whose input argument is an array, where each element represents the slot length in one unit cell. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "6266cd33",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:50:01.395593Z",
     "start_time": "2026-03-18T10:50:01.294277Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:49:59.243071Z",
     "iopub.status.busy": "2025-05-15T10:49:59.242970Z",
     "iopub.status.idle": "2025-05-15T10:49:59.334784Z",
     "shell.execute_reply": "2025-05-15T10:49:59.334362Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# define the vertices of the taper\n",
    "vertices = [\n",
    "    (-inf_eff, w_waveguide_wide / 2),\n",
    "    (l_slot_max, w_waveguide_wide / 2),\n",
    "    (f, w_waveguide_narrow / 2),\n",
    "    (inf_eff, w_waveguide_narrow / 2),\n",
    "    (inf_eff, -w_waveguide_narrow / 2),\n",
    "    (f, -w_waveguide_narrow / 2),\n",
    "    (l_slot_max, -w_waveguide_wide / 2),\n",
    "    (-inf_eff, -w_waveguide_wide / 2),\n",
    "]\n",
    "\n",
    "# define the taper structure\n",
    "taper = td.Structure(\n",
    "    geometry=td.PolySlab(vertices=vertices, axis=2, slab_bounds=(-t_si / 2, t_si / 2)),\n",
    "    medium=si,\n",
    ")\n",
    "\n",
    "# add a field monitor to visualize the field in the xy plane\n",
    "field_monitor_xy = td.FieldMonitor(\n",
    "    center=(0, 0, 0), size=(td.inf, td.inf, 0), freqs=[freq0], name=\"field_xy\"\n",
    ")\n",
    "\n",
    "# add a mode monitor to measure transmission at the output waveguide\n",
    "mode_monitor = td.ModeMonitor(\n",
    "    center=(f + buffer / 2, 0, 0),\n",
    "    size=(0, 4 * w_waveguide_narrow, 10 * t_si),\n",
    "    freqs=freqs,\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"mode\",\n",
    ")\n",
    "\n",
    "\n",
    "# function to create a simulation given the slot lengths\n",
    "def make_sim(l_slots):\n",
    "    # create the slot geometries\n",
    "    slots_geo = []\n",
    "    for y, l_slot in zip(ys, l_slots):\n",
    "        slots_geo.append(td.Box(center=(l_slot / 2, y, 0), size=(l_slot, w_slot, t_si)))\n",
    "\n",
    "        if y != 0:\n",
    "            slots_geo.append(td.Box(center=(l_slot / 2, -y, 0), size=(l_slot, w_slot, t_si)))\n",
    "\n",
    "    # create the slot structures\n",
    "    slots = [td.Structure(geometry=s, medium=sio2) for s in slots_geo]\n",
    "\n",
    "    # simulation domain box\n",
    "    sim_box = td.Box.from_bounds(\n",
    "        rmin=(-2 * buffer, -w_waveguide_wide / 2 - buffer, -5 * t_si),\n",
    "        rmax=(f + buffer, w_waveguide_wide / 2 + buffer, 5 * t_si),\n",
    "    )\n",
    "    # define simulation\n",
    "    sim = td.Simulation(\n",
    "        center=sim_box.center,\n",
    "        size=sim_box.size,\n",
    "        grid_spec=td.GridSpec.auto(min_steps_per_wvl=15, wavelength=lda0),\n",
    "        structures=[taper] + slots,\n",
    "        sources=sim_test.sources,\n",
    "        monitors=[field_monitor_xy, mode_monitor],\n",
    "        run_time=run_time,\n",
    "        boundary_spec=td.BoundarySpec(\n",
    "            x=td.Boundary.absorber(\n",
    "                num_layers=60\n",
    "            ),  # use absorber boundary to avoid simulation divergence\n",
    "            y=td.Boundary.pml(),\n",
    "            z=td.Boundary.pml(),\n",
    "        ),\n",
    "        symmetry=(0, -1, 1),\n",
    "        medium=sio2,\n",
    "    )\n",
    "\n",
    "    return sim\n",
    "\n",
    "\n",
    "# create the initial design and visualize it\n",
    "sim_meta = make_sim(desired_l_slots)\n",
    "sim_meta.plot(z=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e2d1e2ea-7dab-40de-bfea-6a15029b15b8",
   "metadata": {},
   "source": [
    "Before submitting the simulation, we can estimate the cost of the simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "69e90601",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:50:22.576460Z",
     "start_time": "2026-03-18T10:50:01.398820Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:49:59.335818Z",
     "iopub.status.busy": "2025-05-15T10:49:59.335703Z",
     "iopub.status.idle": "2025-05-15T10:50:02.432420Z",
     "shell.execute_reply": "2025-05-15T10:50:02.430983Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:50:01 CET </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'metalens taper'</span> with resource_id                     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:50:01 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'metalens taper'\u001b[0m with resource_id                     \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09f</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">a-4a8d-bcd4-a553a625589e'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=569610;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=966331;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=569610;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=595950;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=569610;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[32m-11b6140f-09f\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=569610;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[32ma-4a8d-bcd4-a553a625589e'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/folder-df61810d-cad6-4474-8ea9-e4f00d5dfcb0\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=755742;https://tidy3d.simulation.cloud/folders/folder-df61810d-cad6-4474-8ea9-e4f00d5dfcb0\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7d46ced9f0f04a72a06a7a4f797cf648",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:50:22 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.225</span>. Minimum cost depends on task     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:50:22 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.225\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim_meta, task_name=\"metalens taper\", verbose=True)\n",
    "estimated_cost = web.estimate_cost(job.task_id)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4e201069-e36e-4c96-a94f-3f147f7d5b74",
   "metadata": {},
   "source": [
    "Run the simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "83de4aa1",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:51:10.687332Z",
     "start_time": "2026-03-18T10:50:22.581617Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:02.451407Z",
     "iopub.status.busy": "2025-05-15T10:50:02.451240Z",
     "iopub.status.idle": "2025-05-15T10:50:06.391093Z",
     "shell.execute_reply": "2025-05-15T10:50:06.390832Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:50:24 CET </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:50:24 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                    \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>To cancel the simulation, use <span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or              \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete the task in the web UI.      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Terminating the Python script will not stop the job running on the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>cloud.                                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or              \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.      \n",
       "\u001b[2;36m             \u001b[0mTerminating the Python script will not stop the job running on the \n",
       "\u001b[2;36m             \u001b[0mcloud.                                                             \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "08e2e5ba21674df4bc587e343bcfc73c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:50:41 CET </span>status = preprocess                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:50:41 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                                \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:50:46 CET </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:50:46 CET\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                 \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:50:47 CET </span>running solver                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:50:47 CET\u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                     \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "6fc8ad70bfff47ceb761a5b33bf94838",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:05 CET </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">30</span>%, exiting.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:05 CET\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m30\u001b[0m%, exiting.                            \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:06 CET </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:06 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09f</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">a-4a8d-bcd4-a553a625589e'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=254236;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=39352;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=254236;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=840684;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=254236;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[4;34m-11b6140f-09f\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=254236;https://tidy3d.simulation.cloud/workbench?taskId=fdve-11b6140f-09fa-4a8d-bcd4-a553a625589e\u001b\\\u001b[4;34ma-4a8d-bcd4-a553a625589e'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                         \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "fbed04ee56734852a7eefc8f43979616",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:10 CET </span>Loading results from data/sim_meta.hdf5                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:10 CET\u001b[0m\u001b[2;36m \u001b[0mLoading results from data/sim_meta.hdf5                            \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_meta = job.run(path=\"data/sim_meta.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e00bba66-7755-43aa-94f3-ca3f187de7e0",
   "metadata": {},
   "source": [
    "### Simulate the Regular Linear Taper"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "76e3a3c9-7112-4cb9-a232-57e9fe339913",
   "metadata": {},
   "source": [
    "As a comparison, we can also simulate the regular linear taper without the metalens. To do so, we only need to copy the previous simulation and update the `structures` to only include the taper."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "e5b02262-48d2-430a-a1c1-3cfd2707c043",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:51:55.695905Z",
     "start_time": "2026-03-18T10:51:10.691205Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:06.406483Z",
     "iopub.status.busy": "2025-05-15T10:50:06.406406Z",
     "iopub.status.idle": "2025-05-15T10:50:12.663398Z",
     "shell.execute_reply": "2025-05-15T10:50:12.662814Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:11 CET </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'linear taper'</span> with resource_id                       \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-207a2343-82f7-4b90-b3c9-952c9174160d'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:11 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'linear taper'\u001b[0m with resource_id                       \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-207a2343-82f7-4b90-b3c9-952c9174160d'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \n"
      ]
     },
     "jetTransient": {
      "display_id": null
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     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>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-207a2343-82f7-4b90-b3c9-952c9174160d\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">7-4b90-b3c9-952c9174160d'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=528414;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=266571;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=528414;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=431214;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=528414;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[32m-207a2343-82f\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=528414;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[32m7-4b90-b3c9-952c9174160d'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "jetTransient": {
      "display_id": null
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     "metadata": {},
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    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/folder-df61810d-cad6-4474-8ea9-e4f00d5dfcb0\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=453156;https://tidy3d.simulation.cloud/folders/folder-df61810d-cad6-4474-8ea9-e4f00d5dfcb0\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
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       "model_id": "ef162a0e935d4212a1681545e65915d2",
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      "text/plain": [
       "Output()"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
      "display_id": null
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     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:21 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.186</span>. Minimum cost depends on task     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:21 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.186\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "jetTransient": {
      "display_id": null
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     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:23 CET </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:23 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                    \n"
      ]
     },
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     },
     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>To cancel the simulation, use <span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or              \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete the task in the web UI.      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Terminating the Python script will not stop the job running on the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>cloud.                                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or              \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.      \n",
       "\u001b[2;36m             \u001b[0mTerminating the Python script will not stop the job running on the \n",
       "\u001b[2;36m             \u001b[0mcloud.                                                             \n"
      ]
     },
     "jetTransient": {
      "display_id": null
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     "metadata": {},
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       "model_id": "71f9f428415d4e419f7ff722f07e2ee1",
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       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "jetTransient": {
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     "metadata": {},
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    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:32 CET </span>status = preprocess                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:32 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                                \n"
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    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
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     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:38 CET </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:38 CET\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                 \n"
      ]
     },
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>running solver                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                     \n"
      ]
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    {
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       "Output()"
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     },
     "jetTransient": {
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    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:50 CET </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">17</span>%, exiting.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:50 CET\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m17\u001b[0m%, exiting.                            \n"
      ]
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
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    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:51 CET </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:51 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">7-4b90-b3c9-952c9174160d'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=578586;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=923641;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=578586;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=94632;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=578586;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[4;34m-207a2343-82f\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=578586;https://tidy3d.simulation.cloud/workbench?taskId=fdve-207a2343-82f7-4b90-b3c9-952c9174160d\u001b\\\u001b[4;34m7-4b90-b3c9-952c9174160d'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                         \n"
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       "Output()"
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     },
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:51:55 CET </span>Loading results from data/sim_taper.hdf5                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:51:55 CET\u001b[0m\u001b[2;36m \u001b[0mLoading results from data/sim_taper.hdf5                           \n"
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   ],
   "source": [
    "sim_taper = sim_meta.copy(update={\"structures\": [taper]})\n",
    "sim_data_taper = web.run(simulation=sim_taper, task_name=\"linear taper\", path=\"data/sim_taper.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f6b7bff7-4bb2-474c-a4d5-3a09d017316d",
   "metadata": {},
   "source": [
    "### Result Comparison\n",
    "\n",
    "Now we can compare the metalens-assisted taper and the regular linear taper. First plot the field distribution to visualize the focusing in both cases. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "544cfce8",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:51:56.290310Z",
     "start_time": "2026-03-18T10:51:55.699816Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:12.683959Z",
     "iopub.status.busy": "2025-05-15T10:50:12.683885Z",
     "iopub.status.idle": "2025-05-15T10:50:13.183651Z",
     "shell.execute_reply": "2025-05-15T10:50:13.183420Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_meta.plot_field(\n",
    "    field_monitor_name=\"field_xy\", field_name=\"Hz\", val=\"real\", vmin=-0.3, vmax=0.3\n",
    ")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "59fe14e3-60a7-4f86-97c4-add8810a4be2",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:51:56.739425Z",
     "start_time": "2026-03-18T10:51:56.294870Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:13.184601Z",
     "iopub.status.busy": "2025-05-15T10:50:13.184504Z",
     "iopub.status.idle": "2025-05-15T10:50:13.656659Z",
     "shell.execute_reply": "2025-05-15T10:50:13.656284Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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2T33qU2GMwUUXXTSDHFSPb2RkZIaFymw47bTTcOSRR+LSSy/tOoYvfOELuP7669P8LBdRzamOsd1u4z3vec+MZUdGRvoOr95555145jOficc+9rGpwnU2LCUn7ilPeQqyLOsaIzPj0ksvxdFHH43HPOYxXeO44YYb0Ol00ntPf/rTsWfPHnz2s59N791zzz349Kc/jd/93d9NOXAPfehDcdJJJ+F973tfl93Ke9/7XhARnv70p887B6eeeiryPJ/1+wFgxg+Mf/3Xf03HMmh873vfw0Mf+tCUglCjRsQtt9wCe/TpfdkR1VgYdTi1xgGDN73pTfjSl76Es88+O9lv3Hnnnfj0pz+Nb3zjG10WGL044ogjcMEFF+ANb3gDfvu3fxtPfvKTceONN+I973kPTj/9dDz3uc8FAHz1q1/Fn/zJn+AZz3gGfuVXfgVFUeAjH/kIrLX4/d//fQDARRddhK997Ws499xzsWPHDtx11114z3veg+3bt89rNdHPev/zf/5PfOpTn8JLXvISXH311fj1X/91eO9xww034FOf+hS++MUv4rTTTsOJJ56I17zmNXjjG9+Is846C0972tPQaDTwne98B9u2bcPFF18MQB7s733ve/G3f/u3OPHEE3HkkUemIokqsizDW97yFrzgBS/A2WefjWc/+9nJYuS4447Dn//5ny/1tHXhMY95DDZv3ozzzjsPr3jFK0BE+MhHPjIrkTj11FNx2WWX4fzzz8fpp5+O0dFR/O7v/u6s233FK16Bu+++G6961avwyU9+suuzRzziEXjEIx4BYGk5cdu3b8crX/lKvPWtb0Wn08Hpp5+Oz33uc/j617+Oj33sY11hxgsuuAD/9E//hFtuuSX52j396U/Hr/3ar+EFL3gBrrvuutSxwXuPN7zhDV37eutb34onP/nJeOITn4g/+IM/wI9+9CO8613vwgtf+MIZFie9aDabeOITn4ivfOUruOiii2Z8fuWVV+I5z3kOHve4x+Gmm27C+973PgwPD+NLX/oSTj/9dDzpSU9a9NzMhk6nk3waa9ToxQmP/A3wvl+gsfPxKG79+loP58DHmtTE1qixRPziF7/g5z3veXzEEUdwo9Hg448/nl/+8pdzq9Vi5tJiZDYbEmaxFDnppJM4yzLesmULv/SlL+X7778/ff6zn/2M//AP/5BPOOEEbjabfOihh/Jv/MZv8Fe+8pW0zFVXXcVPecpTeNu2bZznOW/bto2f/exn80033TTv2Ptdr91u81ve8hZ+6EMfyo1Ggzdv3synnnoqv+ENb+B9+/Z1LfvBD36QH/nIR6blzj77bP7yl7+cPt+9ezefe+65vGHDBgaQ7EZ6LUYiLrvssrS9Qw89lJ/znOfw7bff3rXMeeedxyMjIzOOL9pTLIRvfvOb/Gu/9ms8NDTE27Zt41e96lX8xS9+ccZ4xsfH+X/8j//BhxxyCAOY127k7LPPntMupGqhsVR47/lNb3oT79ixg/M854c+9KH80Y9+dMZy0X7llltu6Xr/vvvu4z/6oz/iww47jIeHh/nss8+e8xr913/9Vz7llFO40Wjw9u3b+bWvfS232+2+xvnZz36WiajLpiRajLzpTW/iXbt2caPR4J07d/JnPvMZ/uu//mseHh7mN7zhDcxcnsNeG5y5zvnZZ5/ND33oQ7ve+8IXvsAA+Oabb+5rzDUeOPjGN77BMI7N0WcwsmGemJhY6yEd8Kh7p9aoUaPGQQLvPR7ykIfgmc98Jt74xjcCkI4NO3fuxIc+9CE8//nPX/ExPPWpTwURpXBtjRqAhO3t6BbQxu0wW34V/ubPgzYeC3/n99Z6aAc06py4GjVq1DhIYK3FRRddhHe/+90YHx9f9f1ff/31+PznP58IZI0aEZ/97GfB7XGYIx4KIoLZdjrCXT9Mtkk1loZaiatRo0aNgxirrcTVqNGLdruNxobDYbc8HOaw0ouy+NlXQPkI/N3Xz7N2jflQK3E1atSoUaNGjRXD0PGPA4wFHfqgrvftttMQ7r0ZN9100xqN7MBHrcTVqFGjRo0aNVYE+/btwyGHbYE99iyYTTPNyv1t/wkuphD2/mINRnfgo1biatSoUaNGjRorgkN/5SzQ0GbQxtm7iJitp4D3/3JGa78a/aFW4mrUqFGjRo0aA8dtt92GY3fshHvQ74CG527B5nf/F3jsdvjxPXW/3UWiJnF9IoSAX/7yl9iwYUN9kdWoUaNGjXUPZsb+/fuxbds2GLP6gTdz6IMABLgdZ8+7HPsOiuv/BZ/+xD8v2JmkRjdqEtcnbr/99nXTfLxGjRo1atToF7fddhu2b589nLlS+O///m+c8shT4U76PVBjw4LLh3tvhN/zQ7T234M8z1dhhAcHahLXJ/bt24dDDjkEN//kJ9iwYeELskaNGjVq1FhL7N+/Hw868UTs3bt31fvYmo1Hg5qbYY8+o6/lmQOKGy+HOezB8Lf/vxUe3cGDundqn4gh1A0bNmDjxo1rPJoaNWrUqFGjP6x2CtAXv/hF8OQ9sDse3/c6RAb2qNPgb/069u7dO28v7Bol6urUVQQxL+q1VvteLazFPmvUqFGjxsrBe4/ffuqzYbb8Ksg1FrUubdwOGtqMwx78uBUa3cGHmsTVqFGjRo0aNQaCxs7HA6EDc/jJi16XiGC3nY5w93W47bbblrT/d7/73TjuuOPQbDZx5pln4tvf/vacy372s5/FaaedhkMOOQQjIyM45ZRT8JGPfGRJ+10r1OHUVQQTLUp1mm1ZXqIsvph9z7XcUvc93zb7+Xw5++13/wthEGNY7jgGNYZeDFIJXakxVrEe53ApOFgV6MXM8Vp8L5e6z6VeO6u9v7XE5OQk/O7vw247HWTskrZBw4eDDtmBHb/6Gwj3/WRR61522WU4//zzcemll+LMM8/EJZdcgnPOOQc33ngjjjzyyBnLH3rooXjNa16Dk046CXme4/Of/zxe8IIX4Mgjj8Q555yzpPGvNurChj4xNjaGTZs2Yc/u3bPmxK32F3yt9rmc/a71vtfD/gcxhkGNAzjwCBywuuSn32M6WAnZesV852Wtrum1+nEx337HxsawZetW7Nu3b1Vyue22U8F7b4X9lSctKw+PW/tR3PCv+MH3v4tTTjml7/XOPPNMnH766XjXu94FQKzBjjnmGPzpn/4pXv3qV/e1jUc96lE499xz8cY3vnEpQ1911OHUGjVq1KhRo8aycPfddyPs+SHM0acvu5CCGhtgDj8ZjzrrdzA2Ntb1arVas67Tbrfxve99D7t27UrvGWOwa9cuXHvttQvuk5lx1VVX4cYbb8TjHnfg5OTVJG5AWGqSPhMtS1Fbyq+/uM+1Ug8PdCVvrccwKNQqXH/7W0/FQDUEB0tB2Frc/1cKP/rRjwDXgBndOpDtmcMeBB7fjU2bNnW9Lr744lmXv+eee+C9x5YtW7re37JlC3bv3j3nfvbt24fR0VHkeY5zzz0X//t//2/81m/91kCOYTVQ58TVqFGjRo0aNZYPMkvOhZsB4zA01JxBwBqNxVW8LoQNGzbgv/7rvzA+Po6rrroK559/Po4//ng8/vGPH+h+Vgo1iVsnWGzRQxXEvCoFD4Pa53L2O4h9rwcs5/gHgUHte70XMtSocbAifvcO9u9Hv7l8hx9+OKy12LNnT9f7e/bswdatc6uDxhiceOKJAIBTTjkF119/PS6++OIDhsTV4dQaNWrUqFGjxrJBAMjYgbywyF6veZ7j1FNPxVVXXZXeCyHgqquuwqMf/ei+txNCmDPvbj2iVuLWCQ72X1M11h4HWg5c/Z2ocbCjeo0vJ5oy2/bWBjSwcCrR4rdz/vnn47zzzsNpp52GM844A5dccgkmJibwghe8AADwvOc9D0cffXTKq7v44otx2mmn4YQTTkCr1cK///u/4yMf+Qje+973DuQYVgM1iatRo0aNGjVqHPB41rOehbvvvhsXXnghdu/ejVNOOQVXXnllKna49dZbYSoK38TEBF72spfh9ttvx9DQEE466SR89KMfxbOe9ay1OoRFo/aJ6xML+cQBa+efthb7XUu/toPBK26541jsGNaTN918WHsloUaNtceg7nGr6RN39dVX4wm/83tonvK8gWwvTN0Pc9O/YHJyciDbO1hRK3EDwoFI4NYKNYFbPRwIx3vQEzcOS1uPBpOyfKBds/3gYL9m4vGtdsHa8kEgO6Bw6oC2c7CjLmyoUaNGjRo1atQ4AFErcQPAWprXLgdrEUo9EI83Yj2EUVcLK6neHAjHP1AsU1Hr91zMOa19TncY8HkxA76Gqps7UO9Bi8VyFLnlGqsvFWZQPnFk+r10H9CoSVyNGjVq1KhRY/kgDK461diaxPWBmsStIQ7k3LC1wFrm9jxQVLgHmgK30PEOesxLUtXmGMJilLO1mHmv41vOFVVV8xZ7Kuaa6kFc42vR/i1iPec40gAtRhbrE/dART1LNWrUqFGjRo0aByBqJW6ZWItfRQeqInWgKo/r7Zf7YsbTb5XaSl1Ta6m+DeKYVmpeFpqWhVS2pcxqGPCpMH1OzXy7XWgTC83DfHl3y7n0Fjrt/VwXK3XtL7dydaVBA1LQBrWdgx01iatRo0aNGjVqDABr27HhgYiaxC0DB6LJ7nL2vVb7PFCVx4i1bne1kBo36PldK/VtvSkT/U7DIFW3QattvehXfVst9M7doCpi+zl3S1HrBvndWO+KXI3VQU3iatSoUaNGjRrLx0CrU+twaj+oSdwSsdRfP+uxQu9gx8Ggeq5YbtYBWnW73tSHxRx+P1WlS53NtVTKVmvXg/afWyp6T2M/w+q9bgfxvVlfitwAw6mDqnI9yFGTuFXEeggprsUYDmSD3/Ww3/Vxc+7GA520VbESUzHf0fbu7oFGntYrqtdBv1NVva6X+50i5nX9PamxMqhJXI0aNWrUqFFjIBhY79Q6nNoXahK3BKz2r531oMKtFQ7E9joHkgq32F/vqzWnA7EHWYIyshQQLU6Nm0vR6ifMOgg17IEm1hwot71BqHJrHlodcMeGGgujJnE1atSoUaNGjWVjsB0bahLXD2oSt0isdl7Yga7CHYjqH7D2OVired77+fW+Gudx4FYnq3gK59tXv1PXq7ItZfx9naeull5h8TtZKdDyw2ez2noM6DqYb2oHfa3F41iOIrfW97Aaq4N1F3S+44478NznPheHHXYYhoaG8PCHPxzf/e53513nmmuuwaMe9Sg0Gg2ceOKJ+PCHPzxjmXe/+9047rjj0Gw2ceaZZ+Lb3/72Ch1BjRo1atSo8cCEMXYwrwGQ+gcC1pUSd//99+PXf/3X8Ru/8Rv4whe+gCOOOAI333wzNm/ePOc6t9xyC84991y85CUvwcc+9jFcddVVeOELX4ijjjoK55xzDgDgsssuw/nnn49LL70UZ555Ji655BKcc845uPHGG3HkkUeu+HGttQo3CCxlLAdqVepa5+Gtlfo626/3lTyH6+n6Xkks9jDTnM839X0oaLSeVLZ+wAG81Ae3rreU67Xf63AtLtflKHLEvPr3YKotRlYb64rEveUtb8ExxxyDD33oQ+m9nTt3zrvOpZdeip07d+Jtb3sbAODkk0/GN77xDbzjHe9IJO7tb387XvSiF+EFL3hBWueKK67ABz/4Qbz61a9eoaOpUaNGjRo1atRYOawrvfLf/u3fcNppp+EZz3gGjjzySDzykY/E+9///nnXufbaa7Fr166u98455xxce+21AIB2u43vfe97XcsYY7Br1660zGxotVoYGxvrei0Fq6XCxV9dc72Wg6WOZb7txVc/21os1oMf31L3vdY5kIO8bmbDYs79SmOh78yqv4IHBS8q2xwvCoW8OMz+ip+HYt7tpFfwi3/1s91+XzPOyRzHVXnNimXtc2nnazWxnr43C4GMHdBrXdGTdYt1NUs/+9nP8N73vhcPetCD8MUvfhEvfelL8YpXvAL/9E//NOc6u3fvxpYtW7re27JlC8bGxjA1NYV77rkH3vtZl9m9e/ec27344ouxadOm9DrmmGOWd3A1atSoUaPGQQ0aHImjOpzaD9ZVODWEgNNOOw1vetObAACPfOQj8aMf/QiXXnopzjvvvFUdywUXXIDzzz8//T02NrYuiVy/vwgH6Qw+Hxbadu8vyX5yPlaj0upA+IXbDwatuq73tmH9YN1USA8ij23Bz1fhWBfax2LOde/x9JETN98c9ZVTt5hcwXm21891tRLX/XIrV2scXFhXJO6oo47CQx7ykK73Tj75ZPzLv/zLnOts3boVe/bs6Xpvz5492LhxI4aGhmCthbV21mW2bt0653YbjQYajcYSjmL56DvRdgkErvfvQd4IFkvgej8bBJFb7PEstM3FEsiFjmMpY+gXKxX+XM72V5u8remDbQmFBPOStn62t5bHO4hzO+AKxOp8LrlIooqFzsEC++i9Hgf5fVivZG5wPnHrKlC4brGuZunXf/3XceONN3a9d9NNN2HHjh1zrvPoRz8aV111Vdd7X/7yl/HoRz8aAJDnOU499dSuZUIIuOqqq9IyNWrUqFGjRo3lgWiQOXF1OLUfrCsl7s///M/xmMc8Bm9605vwzGc+E9/+9rfxvve9D+973/vSMhdccAHuuOMO/PM//zMA4CUveQne9a534VWvehX+8A//EF/96lfxqU99CldccUVa5/zzz8d5552H0047DWeccQYuueQSTExMpGrVBzKWohzNhtX4NTjIsOpiVL3qsa3HsOtq2Zr0q8qt5hwt+djX2H5j2WHTtKG1aq+08r//B6KkrTQWGQ5eCWVuUPfwwYDq3qmrjHVF4k4//XT867/+Ky644AJcdNFF2LlzJy655BI85znPScvceeeduPXWW9PfO3fuxBVXXIE///M/xzvf+U5s374dH/jAB5K9CAA861nPwt13340LL7wQu3fvximnnIIrr7xyRrFDjRo1atSoUaPGgQJiXjcUfl1jbGwMmzZtwm7Nt+sXK2o+OaDE2uXksg1yLKu1jeVuZ1Bj6GdbC2E9mQuvFhZ1zINU3OZSWZa4j/VkxntAqF4HEpYwn4P4HvZ+N8bGxrBl61bs27dvUc+tpeDqq6/GE5/ybGx7+tsHsr3Ovjux9wt/g8nJyYFs72DFulLiatSoUaNGjRoHKAbasaH+YdEPahK3wlipfIX1kwOxzhHVjsov40GoX8uptB0EHkjnf9HHulSFa5ktnxY7lhVXv9ZIDVpJDOy6X2kVlMOi538QubfrtWK1xsqhJnE1atSoUaNGjYFgYEpcbfbbF2oStwpYX9VDq4Dqr9w5fo1Wp2PWH50LbKN3Ohfcxhy/jBccxyAwx7HM9ms7jme+sQzyWlqvysuKV52uVg7YKu2nr+rifqZ0nd6m4uEtpQXg7B8s4rwsRbVb5nmP416OIrdWzxxjBuR7OaDtHOyoSdwqYTFfqtXoULAYVMfTF3mqYhby1LsN5p7t9N40e7Yx2zQuuI3ZhrbQOHq3sxQyucCxzLWtWceCgz9MsmLk7QBO3B8EQQsHwHVj5ktRWGKTiLnmblHX2RpeO8t5FqynZ0iNlUNN4haJdruNdrs94/3F5DMspgpztkXj5om56+FFHMo8G/23dzuBuetmSVQZT0+D6eq2mAjMsz8MrKHubYSiMtg4DgOQQcHlj/3AQPyxZYlgwOUYgu8+YDJgMghkEZjBun6EIcDFccy3DeMQQGkbXfNaPZa4jR4SF48jbgOQ46me8Rnb6EGcVza26/xW5zaeo67zswBid5J+sZ5u8ssmpwN60K6nOQH0ezvP1MxHzpY6o2GBFQcpkFQ31S/RnI3sLZbkDborzkpiOarcqndMocEpaLUS1x9qErdIXH/99RgZGel6b7Yven9Ebq4bBMn6DAR0kw0CYECAPtyJfXkHq8g3bGzXdjx4RugwbotQ2U6VGBoLEIGVvHhmhDCTPGUmjieAggf5dmUbDgwCjAUbhw4DXrcRj8wQIbNK5EIB+KJnGxZsMsA6dMii8LK+j+vrNnILWAAUCiGSvlNuwzXAZMHWoQCh8DL71fCl1WMh6HGEoovEsckAY8BkUei6vsLRDMl2HFXm1BfxjMo2SOfUWDBMOr9znZs4r3LNBN1GJCx6rvWcO+ew45hjcMghh/ReUCuGpVz7C62/2lgvxK2fqVgqaVuImC0GgyR5s/2QWnj/3WvNp+Cl/Sw2ghDXm2XBtbpm11uEZnYQaFBtBNf9sa4P1CRujZGUmioBIwMwJeIlCpjcHI0RYmdAEJYnalEkCWCA9YvEmhgaUJKvqBpFwgFiWMSdeFDoVEbHYLKQ4Zhu8qQbskwwhmFBSuIKUNEWFYwZsE5IGHLAWBSBUARGERie5TgMMSwZWAsgBJBvg9oT5Z3X5oDjpMR1mFF4RsEyP0IkDTIrc0KhAHWmgWK6nFdmwOWAMSiCbMN7RtCPDRGcURIXj6MzXap5RIALYDQAaxACoQiVudA5NURwFuncUOiUxJgMyASwyUAc4InknPDMc2MNSqIexxA7SCiHi+Q6nveiKPDTW27BEYcfju1HHw2zwiX6cz3M+lWl15rAreUDsd9DXw+kbbHo3fdSSN1izsxsCvaC++n50bQY9F43q3kdHwhEblA5cbUQ1x9qErdMLOcLLOG6iooGpDtKqBA4HwUy+aC7LzAHVdEqYVUyYLYAMcBC78ptxBAggRhIBUBR1Qu+lO+ZQRZgVnIJwDPDh5L8BAJcICEdkaz4NuA7csNhB7JC4MABgQ06ntFRImeIYQ2hwUAWj8d3QO1pEIuKFbIgN3WbwSND4Rlt3QZDlDh2AcNsQQiiwPm2biOUZMdYgIU8Frq+12N1hsBMCI5hmIFQCAlMJM6AyKiy6OBZ5qIIpcJpCLAWCBBFUI5F1Twlk5zOD4GpPL/xQURKx8ugaKmOElhUzYDyItB9BzCMnqe777kH4/v3Y+fOnRgaGurrWlwsFpPfud6wmg/BpR7+XORtUMRtMR7vy1VEqmkT/WIpZE72Var7fe9rlqlYzCH3246uRo2VQE3iVguz3ZV6w5cMDWGWoT7PQJGInjzkqforUomXkDn9lRYJVWU3gYV4xRtqgKhnIUCXV0Wv6ADQ/7c5ErUwDkFJS6H/GogKl7OFhebaBQ9qT4kC5QuQzREyL8TFZCiCQSsEtArGZNvDWULTWQw5GZ9lD/g2eGIvuNMCmGE2HILQBOByFKaBaR8w1WZMFh5FYDQdYQQOPgNADCraoPYUeP99YN8BbCbGkcaBsyG0PWO6CGh5RtsHODLIHcpvQ/Cgog3TmgQ4kjiLYDLAFgAaKJjR8kFDwwxoTh48AKdqnh5LVc2TeVCFNEDUPD03AETVVDJGSgLJt0oVjkjCuhCpLqBcN4A1hw6YarVwww034Oijj8aRRx4583JcxoP5QHtQLeZY1+LQFsoFm+vTlSJtEYMIZy1HTVnO3pcScq1ivumab1OrEX5dbuXqSqPOiVtd1CRunSCpLBXEUNuif5YucNMIrLyNGIFn2WhUjkIATFSAekhhgLCFEIsEKtthBnwB9gXIWFDwYCWarJJiERjtwCIqUUBg271+pwXuSF4c+0K2USG77eDRLgIKZhgyaMYnmhJjCh5ctMHBy8hCqXomchxEkYMNcCxFBjFHUJb34JjTZgGRwHQOA7S4guFZlDOO8dA0jlC+AMisK4h0G6znOY5f8uAMqFRYq0Qf3SHSdI2g5+HCACPg9ttvw/6xfdhx3E44t/yv+4FE4Pp9yK3VIS2VvMm6i9sXEc1K5Aadd7Tc5+5KPbZ7C7qWg8WGYlfKgHddkrm6sGHVceDW3R9I6Pnuzl/UsDAkl62STxd3k8pWKxc/xUR5JQezfi9ozuq++aosSwVISY0m7ZcLCAGLhIjAXQ+NoCHVIoTualElLlwUYB+6CFhUE0PQXL+oMHYNLwAI4ELUwN67biwmKIKQwK6HKen+odWt8dU7X5j74W9AFZV1tliNhHdZR8rVY6fy/IJZCKWqrDPWTxXDJZlLi8VLgQPG9u3F9dddh7GxsdkH3CcONgI31+lZD1iJYRHRjNdSYGjuV99jmeO1klgJm5XFXENMtL4IV42DArUStxrQGoT5wJFI6RO8emOIN0eC5J5JPUL8FWaVf1WUrLSdcvfOAKT5cYbK/Ku0byuXAtlCEt2SMqRKUgjIjFXSAXjD5TFFZQtAZhtgl3Xl+xEHUeJ8B842YA3BGYIxlI4tqntyPBawDuQc0EMe0wPDCFlyRsKYzuq2Qql8kctkv9YB1oGtkwpVeN0WwRGQG1tWpkZrEg6AsTJDsTrWOLDJwCAwh0S2LMRWJDMEaykRLylmIAB6PkjHYJyQMC7nkHQbFgRLkCrd4IFQ9BA40gpZqRb2PQ8Rm8gbl/l4EML605tvxBFbtuLoo7cvPpv7AMDADG/XAZKgO8fnayFSrMQuB6WOrTUWo84NOoduPSlyhMGd07o6tT/UJG41Mdc1mfzYKCksYIbR3DgwJdsJ0lBb+fQ33Tf6yrYA+YIbIrBhqXNgwPeEUD2kOpSMAVsnuVuh27qE2MPaDI4JwUhVKutuQsy5CyTr20zDmCFZbMh2ghInIXG5Ponilz6wjp8cKMuBoOFMl0muYJxDApwxcFbCwbkSOJkj1jkwQgStbIuNFTIW5wWAIwPYgMwRMksw6bhjv1ULWAJTJIEyjpAyBcUWBYR0TI4kDJqqhckBpImHRvIC2USvuzLPTeYhcTQgRBWuV8bVIo2K8lbqeLodEFJeYyxk4QAE4O49uzE+PoEdO3ei2WzG01tufo5rdD2rcAcTeevFQmRuENteKg4WAjZoaA1Tf8vS4DorrJfK1YGFU9fBsRwIqEncamFOAkfltz7F0bpXIyof8DbVL1YSoWKJadWiJEHIm41EiTildlXTyAIYMA7GNkDUAZOpWFsIIbAQRY+ZEJhSZWfcVhFETTKukUKiVBkPMSOzQNuLapU7ed9Vv/RGyVeWg0MA2QxkHQKJUmkgx9JwRkOpjNwaZBVVD5DiAcrEUoSyBtjmYJOlkIolIHMExzZZi2SGyupcUkILCAG0mW7DaWUuwaLMR8gswapNSdVSRBiZGASXRNKU+UlUbsOQqHA2hWOrxstRqZWCBg+Gjzl1lXGkUHtQAqfGy2ScEDkmTE5OaNHDdhx++OFYCAc6gVuvqJKghUJ9K32UgyRkq3lK1uuluVgiB6zv71mN9YuaxK0A+vbGquSwMdnS4DdVIgppqhK37m4IJKG5nipFQrlONPGNhMyQgbUSzov5ZEUUnsBwNoN1uYTzilYZWvQdGJpGThaZy2Ci+a/mY/nA4msHgm1uEiJnJ8GdqfKYfYEsFBjJHZwxIEIigknRIwfkI8DwIaCGhBSDy8UrzlghcNbAUEBu5PK1BmhYUwaUjQFnDdDooWKqazKE5kYEl6NTsKhlVixNDAgNJ2peRgC11SePLLgxWhIv20BhM/ggoWNjACe1wjAENDSMmoyG4/nJh1GaHVt4EEIQAkYQIhhzFZ0aHqfK1mjuq6bLEs518EDy/asGm01UazX83WV2DCVy+v+F9/jFrb/AvrEx7Dj22DmLHtbbg2UtK02XS07mG89Kq1qL2fyyz/kKXzJd4cglTttqXNaLIXLAYMjcegit1oUNq4uaxC0Di/2ylcuX66UWTJHAVYNj8aGMkB7MxL7Mn9P1vJr5+gqJI8slqZlh4gux3CBX+tGposNeQq+OHIxRfzav9iVFS/LVOKDhmuiESAAZBSsh80DHEjLXEBOMUJRVpRATXWcs2BI6XhS9oLWtrNvJrFiBgNTuRDstMFlYA2QseWaWZD1rCRmV1ZxsLIgzzWPTdW2GQv3tDJEqnKKcNR3BQnPIovoY19NOEYEcOmoOzGrPEk15HRFM6Mg8x3w4IJEuVvUtMFe6VZTnN6mskcCFbt+/RODIaih29urEGGrv9Q1M11rScyhZ2Nx3//2YmJjAjh07sGnjxpkbXSdYq4fSIHc727aWSyZWjJwtpen7ctFn67T5jqPvdlqVxdbZ75Q1bV6/bBANzuy3JnF9oSZxa4hq+6RYndlbKGmIErmID2eKeXBkUzeG1D0AElqTTgoE0tyqapI7ADAaICs5agxGESAhPqMkwwANY+R/yADsS5JjPIyxyGwGIobX9LnAQAdixAslctbmWiGq6lTRggGQuQYazkh1aChDoT4AxhLINQGbyf6UxICM9kiFWiZ0E6nUA4sM2OUaupQiiQ6XcxSLImK7Lxe0zVfV6NhYsGsiKPkrvFTSxhOTqXLmAFDogGJ3CC2IiKQr2EzzBTlZm0TYmMcXw+SRwFUMhoVtSqsvCc1SMn7myvkmUBmND91VrSkUC6jqSwi+VG6nW23c/JObcdTWrTh627aUi7IeHiRLbv69xKGvNlccKEns56AXSc5mq0pfDLhPYiYL97mveba5pBaIK0Cul4vlErm1zI8bUBvjg7H2akVQk7glYq4v2FxfnNlUOP1ErSLKDg1AJdLKXCpp6eHOIGtSZpxnISdeGUIgQmYqu0oVl7I+eSVmRDAmUzVOQ6OeE6HKMgcTAoiUAIYOQAYUAmDbMACcyRBLK7yyi7aOgxzBuFxVRAdwAfKFVMgCyF0TNhAKlASUoUQua0pIN06Ksh1DJGlzkcDozY64EJILqGGyQXANMIQotiukJeauZYZguAC1J5Q8STVpLM4ojEOn4K4WXUIaCc4pgfMdkG+BOq3KNWA0hGq0OwSSgidnnFIBQyLqle4OZXFG3J5F7NkaNcuIKoEjLPAgrxRFVNU8BoAA3Ll7NybGx3Hccceh0WjMvZ0VwpqGgA6AB0bfD/UFyNByidlisJR9LUj8ZtvmIohdP9fZIIjdssPvB7IiV2PVUJO4AWJJBE5VuGpvUwDIjD7cVSUi3ynN0IxWsJIVFY7LNlKAWIhkwcIaloR3bYUVw3Rc8X2j2D2AgU7gZIpZMGsBQS5dFKjoDjdCOjogG4KlBlAJ6YYQ0AmEIhi4fBiGDKg9CXiAOlOAt0DRQtYIcDZHlmWYLiQXsGAJqXYCg2CT0mZSqFDUKhOVSW3vBaCSv5Yj2AxTHUYnBHjtMkEkil0zJ2TEMJ1J6S7RGk93aG6MSgWqa2C8zWiHgMKroS8BzhKICQ4M05kCtaeAYlrmhkgqWLMGYB0KspjqlG3KgFgAodsCJ+UtEVA5KaXnHhGCcZVQeySCZVg4VbXq9VL+EjBgiRtLVax1idRWu0QAUqxiGJgYl6KHY7dvx6GHHrroB2ba3jpmRauaHzYILIeU9UOiBnWMyz3nqQCqP+LXRfYWWqey7ELndM77+Bpc0svJk5Mft6t//Q6sqnT93kLWFWoSt8JYMH9DiVskcDOSYWOIjhkpjT023dT1ot1EbCjPBH3cU7mxpMaxhijVgoLL2sYATn08iShZhxglFNH7jThIOysYkO3AZg3ooWhRBsEERocCPCyIhFxRMLJPr0SyaAOIVZkW0qM1kkFOVbms3mkwDKfHQaEjxMkX5bxQA6BMiA9LS60OaxhUc+FYCSH5QvZfTAuxBMRGBEiKVScUaBdln9emM7Dcs75vg4oOiAuxIjEhhVJ9QGpTBsR7UkWF86oeRuJVDXuaaOhruoyQ4+VUTReJ8zTjWktybuk/GHMgA0olrjf1JBQFfv7zWzC2by+OOeYYWGu7F4iVt7NgvZC35QxjTYjbIhSrJZG21crknw19l2lW80AX/qEw0+x8nnV652XAyt1K40BR5QiDy2Wrc+L6Q03iloCl5F0shN58uBn7q1pOkJ2xTPQuC2AQUzLlnWt7jJLUJYsLEIpKaNRD23IZg+5fyRL6Y2NBvoDJS1UIAAovJNCyhEad0ebzMGlQFD3gVFE0zkpPWM3NCzohIeZ5QXvGMpf9Yn0BeA1jktHjkpu5DxAC50XZAwBHSjCJtLerEDDutPUklAqWZyFvncCYLjxCAHIb88pQ9oYt2inUnULcZOGBtH4k1zFnzcYihtCZqSQStFJZQqdew+xVmGr3rsq5q9aqMqRPazyemAtXzu3M68LEuVaifv+992ByfBw7du7EyMjILFdSN9bDw245WPRDcpXCkktW2hY6nuWOv9/kp7l+XMy7Tv+kKy0Sq7n7GdciCON6IXUHCpGrsbqoSdwaIyojsyGRt643u284JhEDQgzIJfGNhRiQcUKiogoHpKR3hAKWHDIrYzHx3saA94yCCM46GJtLsQCguVtSLMFUwLEX811D2oJLk/iDFExkzsGYTLpBEJV5bqED8gRQGzZrIpCQNg/JkWPWPC8PwAIUNPErVXAWoEKrbo0BO8njit0MCs9oaUGCAcE4Es/doOSrMw10psCtKVEKjRry2gwdD3Q8MNn2aKtkFRWvjAjUngZ1JkGdKYTWNMg5CS8bi+BytDqMVsEpPzCAkWkVbWYJpjMNak0iFXyQAeywhj0ztFWNTAIdyrCyjSeoC5W/jQGYwFx27mCySbGV/ZUKnIXkCFqdG/gyv7A92cbN1/8YW7dtw5ajjp41VHKgkreVKARYKhYMIS5FYVvpsS9SOSvXiz+WFnHdpB+wi1fogEWqdF0bm7neIKpjl4p1T+QItcXIKqPunbqOUP3+U+VNjiWM5JBaOFXWMYgydpksHyH9+iwQc6Ks665W5ABnlRxo0YAx5QCYtejAOoDULiP6lgGQHqOhXFfHEVUn0fw4+aSldXtudqThU2ktFi1AdAz6H44HPNsNeTbCG0fY+341RF3tTAGkUGpQEli9vRNkjqyBtMPyRdkbNh6bkWrWjoZRY5g8tgtzFjC+o9Wwne7erGoOHFW8MnetHF+0EKEg1cIUvPrKlSoEJ2Nhk+Y65dZQJIIEtSEuc+pAycYG2iYttv7afcft+MlNN6HdbndP5cFI4GLLtBUmQfG8HZAELiIZUC9mnZnf/773tUT0Nc+zYZHXQsxDW0mitd6/c2RoMK8lHue73/1uHHfccWg2mzjzzDPx7W9/e85l3//+9+Oss87C5s2bsXnzZuzatWve5dcjahK3SKxEKDUqLb3/Xy6g4UhNpqqSqJjQbq20fJLem1SeWIaqSw4wmdh2xNCmIq7jrPb/JEodHlhz1Jgs2GWAbaTWXJLTJw99a6Kio31REUN8FfKVOh9kqQihMotdjbSthmdnpAeSVJ6yVqCmB0Il9y+dI52bWNFqZnt2JFJpQLbi6dazmDOSlxdba6VqXy02IeuSt1wR1PxYC0VSHpvOM/m2KIG+o3lxGk4li2Cc5tJJWNpXqg/EzJdFKQtFWbEcC15AJYnT4gh5VZK6UU5XnJuo8CVz6KAkUV/R8Hl8fD+uv/4G3L93n453fT9MetHXA3a9KG/A/ORhLY8hErd+SVX1O7pU8jYg34olkzlgyYRuJXCgffdWC5dddhnOP/98vO51r8P3v/99/Oqv/irOOecc3HXXXbMuf8011+DZz342rr76alx77bU45phj8MQnPhF33HHHKo986ajDqWuC8gtoNNnc9tyjUn9UIrDNAVvNiTOpaMESgSzDMaEgmhGp8GCAHEw+Iv1MuaL8AAAHmNBB0zpkIDiykojPZUeA2NGh0RgFuwLkG0CnBcSGT76DzDUl8T8wslQli+REL35tOZAPJz82jsROW3xZ42CshIWl/4EqYVxOmQcA1wBFw+NU9FE5aDBcbKPFLNWx0JZg1WR/Y0EuA4ZGhMBlQ4DNRP0KImQ5A+3zatF0Bg1LMErC2BfSGsw5sGtId4Z8BFPtgKkiSLVvgNiRWOkMYdsToNa4VMX6dkUlk3Bwq5AQ8LROujFABlKSzKCiDdOeQIqzOmknBhjt5FCGYGNFbypKgSpwhmCoLJZI3T1CIQpjNBvWYhoK5UPDB4+f/fznOHz/fmw/5hgYs35/B66ncGkVfRO4Je9gFc7JUknEaoytDywqf242LLFQYpDka7226xpU95GlKHFvf/vb8aIXvQgveMELAACXXnoprrjiCnzwgx/Eq1/96hnLf+xjH+v6+wMf+AD+5V/+BVdddRWe97znLW3gq4yaxK0q5r4oE7eoLspykyGjrmi9ZEXzI4wqb2RV0eHyGc8MeGLAZpIbx1IQUO0sEG0pnDGAtbCB4BmpqlLMgAnWWVhnE3miULb0kk4MDtBOBtAwr40CWVLiGlLBmXzhKqFh9gAZWDLInZgAhxjOVYhXm6pmAMhG65XQNS5jHBwR2MpKRsdlVIpiIgkRhwyUMapdIcoKUCFvgPZZVaWSOp10LsgYwGVgJzmDwWYouFDyqwUNEGsTSwTqtFMxBPtCSKSGUQtIMUYnBFmXAOKytRclv0DNo+OyUCQWcySbGhYCCuJkzVLCwKhfXHmtdT9oqPJc4Mr1Fn3m7rrnHoztH8fOnTsxPDw84zpea6xXAgfod7ofS4x5c7Uq+Q6DxiqHOvvBksnWaqHPnL310BZrpTHonLixsbGu9xuNxqw+lu12G9/73vdwwQUXpPeMMdi1axeuvfbavvY5OTmJTqcj9koHCGoSt4LoNwHW9JI76v6DzWynSUkE+/TAJW2OzoZSX1RA+2wiWnZYWGdSLla0uCAUQDBwrgFjHQwzuNCWXrq/tpcEeGdzGDX/TZ0ggod1TvYR5AAMdefoMRkJ54JRnZloXRIrTwleiKuV3DT4sk2UDxCrEXIgZ8CxMrSqLqqql1kSbzq9r1oSMhSJseQJVgyCbSahZ47LA+QoFRVkRCAErSjVemCXaRg2A9sGOhoC7RQSSs2dSSHmzALwbcAX4CKaN2eSt2gsCo/k9xeri01S1dQzsGhLrlocMxqIeXwxfy6axjBLbF4KWEpCQAhCYEEzHyZkUE5aKENZsQNFzPNjYGJqGtffcAOO3rYNW7duneUaXX0MyhB3pRFJybxkrh8ftJUmA0skT+uedK0U1oDMradiByIaKInrdDrYtGlT1/uve93r8PrXv37G8vfccw+899iyZUvX+1u2bMENN9zQ1z7/6q/+Ctu2bcOuXbuWPO7VRk3ilomFDX4XWKf6v3EdLuOHs/ZUBWDEEa6U3TjAqDccRUICTg3bY3I8gZA7grWZZMUF7rK5AAepJHU5giHhZxpaLUge4J6ApsuBWFhZtCUvDuLt42a7f+nmCx1FterSGAfjO4nEiZomOV3GGLAVU2MPqdgMnuCJRRlzTenPGpu9JwuSArmVFvWWhVhJwYTOq8kA60HcKPPrbC5ERe/DxgiJinljziIVEwAq9xsrBM7l0p+1AAo9X0GLNYzRgggNh1LoCIkzWlqg56ujtiZec+qs3gwtxarRThnuhD4odQfRKLmSHtc9+Zq7KJ8ZIJD2mI3XY8xZkvGwJCCWf6vlSbX/q1w+jNvuuAPj4+PYsWMH8jyb5eSvHJb08FpjAldFV77icgndYrBIkvWAJWUrjEG1x1pPRG6QyLIM9957b9d7K9VN5s1vfjM++clP4pprrkGz2VyRfawEahK3DCyGwHUtW2VjunyX0z4goStjASa0tOVTDCtK83XWvp++0tGhkJpDY4DGBpDNJE+KGVNFQFDi1AkGuQVy6+AAGD9RdnQgAtkMsDmy4c3J8NcHxrQ+ua0BAls0XAMuWGk5FTyoaEkLrop5bWogbxw8M6aK2J2ibF7vCBg2qjR1plOvVVIFKGtuRDAZgmdtQq+VrAUwnDlkLoOxGag9WSbi+w7ybBiZc/AgdFTNA4QMWtcQ8uQkDyx2SYh6njFA05a5dM4QslBIj9RQiJpncwnBuhyhMYppD0wXIalwEo4lNK3BkCOY9rhYkkxNAL6AGR4V8pcNIWTDmJ72aHnGVMcrcZSCjNxAcujaE6BOS3PpYrVvhkBOcukq59hCQr8ZooI33f3r30n1VzwvcsmJSkvByfmMhtHGgo1LvneBJVQskWnp9HD/vn2YuO46HHfccTjkkE2zfg+W8rAa2INpNas1lziOvonSIAnVIra11iHAZV8Lq0nel+BDt2yv0XVC5AZm9qub2bhxY1/LH3744bDWYs+ePV3v79mzZ8FIwd///d/jzW9+M77yla/gEY94xJLGu1aof14tEUtR4GTF2ZYv1TQJj3bbXgRW810vr/ggTYWLLDYfEmprKSHrABpCDUBSd6QDgeRc+QAlitr+yYvvWuxEYEKRCi4COFlndHz8FxLqrVSpwsv66RVNcbVKU8YvSf+lGS9rrpVWfoVyG3IsksNnSBVBVaw6zGjpmDgaIMeODl6JS9GGi9WzqvwJIQZCrJS1DS0ekd800YLDGan6jb1WqZr0T9JjNdqKMEwySI5wZETBMxKG7bIkAaRDhKpwHhpKLWROABmrRRlGFRWw2kNXVLJoRRKNhWP4PFWzxnCztk0rHxqS3xbk8pHrASZVDrN22og5hJ7jtaRdHxiq2MnlWvgCP/vpT3H7bbeBfSW83e93o2fZ9fBAmhfVKs1+KyhnW2eA1Zd97afyYj23fb2qwv+AX/2gnzEuek7WEQZxva810QY0pDqg12KQ5zlOPfVUXHXVVem9EAKuuuoqPPrRj55zvb/7u7/DG9/4Rlx55ZU47bTTlnzca4VaiVtNVL6jAdydCxdJUPwFZyQZXZqpc+r/CYjZq+cy90xMgdWkFQCMB/sOyOZSzIDYl1RumJ3AsCQVnOnXPweQbgOcy83AFzDOJsUwhmXZEDohwBkDD4KtbiN4yftSJY7iwwJlK6/YjsoQwDFnLsZgQ1APtNhFIddjyQBYeJRExZCEeC2iTYZWcsSQbMz/B+Cck24Uun8mgA0D5LQgpAxhx8pOaJcFZ6QwoctewFgtjpBQasFibFwtinBq++IMyhZhFQImbboysBFz4YKBgoPmtGmPVVUooSa8rObGpANl41B4aC6eXks6J0QofxQEzV2EESam+ZMenKqPAcAYhoXR668Sto0PW5nC1CGE0HOjJeDuu/ZgfP9+HHfccRgaGsKaY5AKzEo++Ae87X4e6IvhDTP8FvtEP9WKi9n0fJvrPeYFiVHvnK9xqH0Qqtx6UeTWAueffz7OO+88nHbaaTjjjDNwySWXYGJiIlWrPu95z8PRRx+Niy++GADwlre8BRdeeCE+/vGP47jjjsPu3bsBAKOjoxgdHV2z41gMahK3Cqh+IUOVyen/ElcMVqPPGRlwMIArc9K8hiG9chWptDSl+lRMg5lB1oGKFmAzzX2TnqidglFwgNDAIEQjEhQA8IV2HyhgEMC+DetyOCJ0QAgc0PYBJpCoTMSwRMgqXmuIPVFDSIcoYTcLco0uRS8EINMr0EOqToEg45gcl7nJG6BsGGxzGCf5akWQY5EFguTVkUEGyMSo/xpMAagxLrs8/bLrqHpklAhmVsiIUQNcECcLO7Ho0Jy02DOUHNipV57Lwa6JQs8Ns1SykhLLhjPIiEGdybJFmDFiS5I3wY1hFDZDqy3h0KjCZU46OzQsgaYnpLtDZwrcboFy9eqzeQrhtnxAu2DtkCbH6bSSltpTEqaGKq+2rIZtF0DLh0rPXoPMslwTav0SDftSkSrKuVGuW7FA6YBCB63OFG768RiO3n4MDt+6re/vyrp5+PRJqNZa+Zh3unhh4rUas+3nGMNSZs4Q9U34iBY+PzP7Dc9z3leR4C03V24tidygfossZTvPetazcPfdd+PCCy/E7t27ccopp+DKK69MxQ633nprly3Se9/7XrTbbTz96U/v2s5cxRPrETWJWwXM9oWc9esVCVzFVDJ+EYN2PggMgFgbmKtkpFc7s4TOYngzhs6oopdIdSEDHJPUKXm1JeYSQgqxEgcQbHqAGyorX73+m9brCVEQB3CsggV3/SIPQVQnEwy8ul2wUqm0AKDKVUDMaIttygq9oYZgEUx1Pkvrk9QNwZQ3X65sWiZFrEzS95pmVgun6lkNP5EuzNWK1iiwEVLXCmdiGNaX4UFjQQ6grKEVrXkKdccHrgHgCMiMSRWtxLGiNWgumwWrp510d5A5ccFIrUS0FfEd7QyhdjJU9ncNAWn9uF8GV6pay+sAWpwRGAhEiDbN1qjBNERtJN8SAg2Ag8ftt/4cYxOTOHbHcbDZ6hY9LBp9PDXWgrT1+yyej7DNt4mwgs/6+dKj5trtfDPce4zzqXw9KcazL1P5YNGqXdrIypC7A9KOhAaXE7fUKtc/+ZM/wZ/8yZ/M+tk111zT9ffPf/7zJe1jPaEmcWuA6q2i15Mr3RCYNbGcK8SCkwdYyonTXBAiA6JoxcEVVc/DkE12H4ZJcqCMRh6BlANFkaBERqO5dtbYlGgfArrusoxKPlo00I2KmhIqjjYmHEoTYyihVMu4kEJ8PfMQKoRWP4o38sDcFdqrQixAYp4dxynVV6z0pXQsUVHqrhAsx9pVuRnHGas29fhFERTyZoxYkjgiwJcGy0QERALncgmHFt1eeM6SFlNAyZFUs3KhaqB2h4DNZliagKLJspKqmEvHBSBlJ3LNgFAEUUVLpaQMJ8fKZwodVVgZxmYwTDCGwV6OJe1LO0hI2FhC4RQsmAP23X8frp+YxI7jj8eGDRtmnKvynK0Qm6iE+2d9vw8MOjS5HKw0WeM+D6SfnKXZ9rnQs3m2vc+1Sr+kbuCErmtwK5tbt1RV7oAifzWWjJrErSECGIYlLy3mjonng5IfY0HBw5GDRFYJoXJXDMwI5KTS0heAzcVeBBrGDB7sC2TOimcaxCdO/i1tMNjmEurkABNvXqQFD+zhTI7cQroVQBSzyPMCIAn6akFhiMCdKaE/0kJAwpudFshkyFwOr7paKGQjnuUllZ4ZqHBqxFsSWigBjKa9cgykdivUtVzsNADEOSUwTCIsBXPqlGH0WCJZIjXSZZAel+SOSdsxA+Ks64nAmhsn1cIEy4SgPNgRwXDZTJ6NBbIhxPZcnA2hozmKIUghhHMSSh1yBk1HMJ1JkG+LCqfhXHZNqWh1TbTaXjs8eNmnlVy83BqY9hioMwXqTIE7LVDeTKbLLc9o+YBpH9BR8RZGtFBHsTXYtFQek8xFZkZB1oI8JfHVkvjfUVuX1W4WsbqaOANcA0WnhZtvvhlHHHkkjt52dCIA8z5n+vTc6hsDCJGuFFFbTL7ZXEvOR9L6JWa925lXSVtgm3ORvLnGuRjVrl9SJ9vtiYLMsv/eoc53DaxFmPJAIXKS4TMgJa4moX2hJnHrAqKMUFTV4j1CCYlVFc0GUUGq8GAYI6SHrQNCxQ1eSZiFhOYCi+wVYqIaKiTM5aAQwDaav1EaA3Eo21hB8/E0vAYgWXP4wMhsBmNzcOxRGIJWpkq3gcw2UBChMCWBIqiqFpUuY0F5Ayg6gMu67rCkuVmOTFmBGQW1aguuaLWiZMIrYfWhVO+cBm+lAlQJnO8gFmQwl5WZ4tUHGHLCDXtUHWsABCWVxCnfsKvLhpI3UdFEhfO+fBgaLc5wquZZSH4fmMFBCBw5Pc82QwEkNS1ASSPJv5kFMK3Gwp1Wl9kvG5vIrA9SFZu5mEcHraRtldXOZOQcZgHGOVjD8F7zCKNKzFG50xxE/WESw+RM4mV35+49GBuToofh+YoeqvMbcxFXGIMgb0tN/l8IK0Hc+lHmepdZzPOZmVfsQdytHc+PlKawzNBrWnapit0yMShPuZXGoM55TeL6Q03i1gAxSJe4WqWKE8RILC4qUBZwqvBY7lYwQgDYOJBrCBHzBbj60NOQqjMGzIQOIfUFjSQsGAdjMsB5gBvlHU3lFuIARw7OUrLokArOUpnzWqwgok0u4UxmELfLcKgvkOVAhwmOCZkrdyU5fgxrpGKTrCuJT5obDRVCFCdpwVU2cZ850VKEAJupN133Q4mINF8wJAInBER3ogSu2qUgkPrbKbGR+ZFCALKsXIbKCtd4Ko2V5a0SS5sl89w4JLEiQQqlJmPh4EHGpA4R0Fy6wkPbewnhqVqaSBhXigxCUaQ8PmjoPGgIW/rjCqtPpDrauxTTIDUlZkArXWMgule6kPD5rPlBZMSCJUgl7L7xSVx3/fXYuWMHDj/8sDSH5XZWF8shbytF2tL+59zvHMsPgLgNAot9AA9IvJkX/ZA5YH0TugOByA3MJ241LoqDADWJWyUQi3FqDONFJKsRkpAdUVDvNk1Eh1SAsonecATPpT2J9MokJXJNMIlRbgwjCvMIyK20OacgXmZJvYLc3MjlaZxR0eIKUyTLaBhCobYUgPIcPZ4iiM0FAOSuoSHhAJC2iFKfMgtGRgRPhDYYXCE7gZWQWichXkrWu2m+hGgwOCCRN1GwKjdRVd9EsZJQb6HFA14LI2ILrpg7JhWtWjhgTMV6BV1dL1IfUytqG1XOk4OSPuI0VvlQFcZ4HSRvuPI6INLODCSKpyO1+Ki0jyBjQC5DsE5UvIK7HjhOPe1sDONGFc4XgMllHknnw4uCF6thdRdwgHr7tdUzcBqwuRCxCsGK1DNw5Rir/0IfcNqTNnn7eVFnCmbc8oufY2xsDDt2HCt9e+cjcANW4xZ6EK5X8ib7XtFdz8BinqWLIW/LfUYvdfVoxN0P1jOhq1EDqEnckjHXL6J5S7uVrEQiF9W4wAwyTsOppuLrxUAoYIo2MuvgnIEh7uqL6pkx7QFnHLKhTaUhbOyvCYB8CzkRMmfBMGoKW96gOh7wRDCuAecayWw45ocRe6AIaBiLhqUUPmUg9TNt+4CpIqDlCZRbDOUbRFXTakXpscowrXEM5cOwuU3GvbINRscTjHNw+QiML6QvKiD5cap8SW6fgdewcsMaNIxWS0YT3piw5ZoImjvWbnkxFw6cCJwlsfAwUxOiOsWqSpeDyMAb6YTQ0ZAlM0Dqr+csaacNr902NF8NBKPEEeDSDNmI7MgcUsg4zr/Tp1lmKJE4E88hF4BVYksOwWXgfARtJc2F184QVqxShpx0hxBbkSmEdlsItNNCCpchZE1MtzvoBEY7eOTGSjUsaQ5eaxymNQ6enhQVr8llEQcIHc9oK/lzSqCtzYCinYpkJGTcAGcNtANhqmC0g9iglMdscPe992FiYgLHH7cDG4ZntrrhWchh7/ctXefzJfwPoDBhpYnbamA5xKlfgraUfay25lI9l0shdBH9FEkAgyV11W2tO1WOBtk7dSCbOehRk7jVRoXIRSUm5g2BbLJ9I9LwFJREeYCMQWYtQqCkDAUAYEYRCGQJ1uUwQQslIhFklkT1YMDGSd4ac1eIMWgUNxBgjBWiAyR7ECFyUqlIZEA208pMEnLEjE4QktP2YgRsbCaFFkEVJa2WhLHIsmGtdtVm74DmrVFS0KKSyFpNCVQqL/Vvq2pcV5eLWMyg2ym40leU48eqqKkvXTLjrShCyUpFjZaZ1T4kqk9gPbbSxJeUoIFiFwpVF1nPsho4o3I8jJLISXUrUigdZKR1GbPMic1SLl3Q3EQTROHNjKhwXd0holJoHUJUAHUuCi2oUEkV1hKgHTu46IA7argcbWt6ukMQySVqo4psrF5AOgfGAMYlFbTQTh+GCNB9BwJa7RZuuulGHLXlSBy1deuCZGGuB9dSH2jrkbxVIvEzEDuXzLpeZQ4WU8zQu+5C6Pc5vc4oxqxYjDLXi2rK67zLxUKeAV9L6y28GtNBBoGlnpMHGtY1133zm98MIsIrX/nKeZf79Kc/jZNOOgnNZhMPf/jD8e///u9dnzMzLrzwQhx11FEYGhrCrl27cPPNNy97fIv9Qpbhvq5/AKj/GaSXJUclJ/4USfYNHTiwhNtMeZGnVlTq3F+Q9LpEtSVW0QaKFqgzBVO003askdCYV5WqFRjtQiomZRvRO85LrlRnWl5ayUkoW4BNFx6tIqCt2wnkJCcNUEPjIlUvku+IhYaSKY36StcDGG0o77Q4oRJOJWmFJYUDlXmoJO6XdiDaszWR1VLBNKTpacGLj1pqaVWGkqMXXqFz40PMjdO+ocEnWw0q1F4jVMgkI3WYKAB4Pb9AtIVRk1yirpcxqIQPNRTrsmTwG3PpAricB+0OkVmUhDRNmgVI24OZrCuXLqAShgUl1ZTbrXIb6iPIxqHjxRw4qoCR1MFouy5ySY1j7bla9bJrezGMrgZODREoeOy+43bcfNONaLemK9+Zlc2RW48ELoIwNwmKP2bmXZ+W3uIobn+uV3V8871mHzutu9dywbzwtQSsQ+WsxgGPdavEfec738E//uM/LtiM9j//8z/x7Gc/GxdffDGe9KQn4eMf/zie+tSn4vvf/z4e9rCHAZDeaP/wD/+Af/qnf8LOnTvxN3/zNzjnnHNw3XXXodmcGcJZDGY18p3nV1eXgWN81isJSrlqRHAuT8SCinZSVIzvAFYavjvrMFnIw9F7RgtBSRFpY3jp3EDMQGdCCAsAcm0lSTlc1sR0zI9ShSbaYyAzyI0re4Z2ptTB38gD3mVANgwggw+MyU5ACJxUJQvCBuuAwgAsdicGU9L1iQh5Y5OocNEnLQAFAS0AQ64h1Y3anF5nSrYdCNFtVkKPSsCYK8THgG2WukN4DSHHcVklP9QSawwqpsG+AOU22XBUCYuojHKyOJnbtktbjWgJA4BzSmHrVsVI1xAhs9oSixkODBDBObkWYq6kSSTUgrMGop8L20yqUlWBFfVNixKItDuEhM9RCUWTcwj5EDhvItgcrXYQXznlR5aA3BByB2BiGly0gE4LHDwobwLZEDgfxmQBjHc8pgvGeKuAs4ShzIIQEHIHmzp3kJJGIXKdtv5A0I4ULka7jdjW2I52lCimMTm9DzfsvQfbTzgJhx5+uH5pTNf3Kn5nlvM87OeBuxQCNyj1oLrv+bZoy9tIX1jM6Po9lvXAS9ZLpLsfZW7QuXPrTY0blBI3qO0c7FiXStz4+Die85zn4P3vfz82b94877LvfOc78du//dv4y7/8S5x88sl44xvfiEc96lF417veBUBUk0suuQSvfe1r8ZSnPAWPeMQj8M///M/45S9/ic997nMrehwzv1icXqTFCXGJrtZaQXOBjCmNdFWqSoqa70jYLBY4QOwiOiE2uJdWVl1KmjaGT2pY6Eg7qXLzKdk95c2hDGWShkWlrVZHOxGUjc6LEFCwhFNjM/iuOQgesQ0WBZ8qTeMioaLqMZluNRKq5lHZyN7Gn/uzJqvI+pEgd1el6it2JNBKWoRQqYQ1Gt6VooZYABDPmYS4pRuCFET4VBACKnuSes/wXv6/SHd4uRYkf7EQEqpt0NKD02gY1WZSyeryFEqtPiiiCbMoeijbt0FCqNK2rCEKnm0IAVQVT45HK5VjKDaU6wMQqxe1oBEVjTHZKdDW6ySqk92X+UxZIv4lPxAMDFDm/hUt+YHQnga1pxCm9+MXP7sJP7/lFngf+7fSjE33q370YpAP/EErOnNtd77t96OIxVe/ypQ1VH5P5nkZvZet5KsfzDfGtcBqK3PrppCC9F4ygFddndof1iWJe/nLX45zzz0Xu3btWnDZa6+9dsZy55xzDq699loAwC233ILdu3d3LbNp0yaceeaZaZnZ0Gq1MDY21vUCZv/SLe0LxF0/i6XAAYk0eOZuEsMsklVyxZd/q+GN6IMWG8z7gDLRHEBqLl+0hcj5AgghXQQBQtyKSh6Yj0lkOgZi7UfqO5oLVqQcnaBkp/Ca79TbhSEEpFZYoTtMVj6YtUtFtbJzFsz6/SaCVGBSOk+z5Q6lh1pqaB9K4qLbqLalKm04BNZQyqNLr1Dab1TXjfl4XsqIZRfMqQCFvISWpatCNWFZDYGNVOqyyfR60DAsSmsVRxJKtVVfOqAsiDASimWr+WmVZaLVjKmQ2jRP1oFiQYRtoMOMdsGYLoSopzxDPaZI0ku7Ea5U72plMWnoV30HRc2cEkWzNS7h/o541N1/79244YYbMT45qdfGrJfCokjZYpYdRBiuHyK0GOKx3LDhoIlZtUXgsl7zzeEyid5aErt+idwgyNy6IXI1VhXrLpz6yU9+Et///vfxne98p6/ld+/enZrbRmzZsgW7d+9On8f35lpmNlx88cV4wxveMOtns1Wg9lut2tvWyRAluwaGFioE+YwNkNlMtgEkNQ1UJCWsMbQZgeVBPK2Eg4hhvORUGUPIrFRbyk48qKJukLGwbgOM2mJIX1UAhkRBIoKzLoUKER/WFUJGVSKJslChK7FaSdJsydbxVyv3hoaqPWTJqHmobi4uyEDKgSOacddMeTxGhizmwCXhSecm5nHFogorFh5BzXDFXgTJhy2G/6iYBhcdkNO+oNahw0jVmK1CzJqtAUwALEx3NwRAmZT2YIUTBVCvAWMcrM1SYQQgBSeZleNwGmpNpCKGlE0mnR2INCw7DA9SJU4IVe5MIlO5JSHmcT6yBsgYBA2ldmyGqckC450C00Wp1MVcPKPHQ20JuXPwEHuRHNbkcIYQHJDBwhmg6QxsMQWaHoOZ3o8wsR88PQFyGag5DDRHAQ6Y7nTw4xtuxNFHHYUtW7fqt6Z6fvt/+K3EM66f3S/l4TpDw59LhVsUgw3zxl4XnX+40PKLKS+cZVu8iPWpDz2iK4w5X7hzwNdJv6H/QRQ/rHVoVe6Rg9m/XcPjOJCwrkjcbbfdhj/7sz/Dl7/85WXnqi0XF1xwAc4///z099jYGI455pjB7YAZYurbY5uawn/SnF6K/KwQNzKixrFWC6bG8t0PsxgaLUlYJVcJEEJlhDlR8Oo/S/ql4epQ9C/S5Pb4U92mZSgSqxgFrNxOiWiG4ha7UkQDWdFsuvN/COKRRrH6E0g3+ahYxjUCWAmqzmPXjVAd4wnqxSfq58x7jBFzYWgYV+00fMXJzRAJGdN/qVrRGjyALP2irlZjpkKKFEkNZZ6jdkMApN8s6/EEDYvLPKDiSSczEFU4sozCk44vTbDaezgwct25FIgEPaFEpVmyFIdEJU7n2liQCZLzaBsShvXdKmskb5Ygti9FS+xkgvR5BRn5ocHSDswoiQWQClJQiOLGnZbYkxRSHSznMZ4DQrsIuOW2O3Dv3jGccPxONPJs0VWPg3wwL/RsWQlFpK9tLqhoLeDDN2gsZpuzELa5xjsruZvDZLp7e1Wle+6TWP1oLcSteW2q+sBaE7mBVafW4dS+sK5I3Pe+9z3cddddeNSjHpXe897ja1/7Gt71rneh1WrBWtu1ztatW7Fnz56u9/bs2YOt+qs9/rtnzx4cddRRXcuccsopc46l0Wig0Wgsavx9e8fp/8tNijTPqnKDYbHaIKjiZBxgCknoj+sGD9ZWUU7Vn5jkzBzzyyjll8Fkug2L2DaKVeWKSpUJ8gXszTkS+xOtPgwOhKKLFMZQmZM4n4botLC0YiYrHzitWrQp5BqXICBZf6Seq6GSE8XaEQFl4ndggjFG7C1ICihkBQkdG+OE9BjI/HWdMCFd0qNWvTaiIqc0IZG4GAo0UcXT9lKRMVfWjSHUgrtbWhFpzlnKpZN5ZAAwQVtTSYVuId4xkkPGFWJc6SfqIPPddb8nsfuAdWlZtlmyO0nni0piWrbOChquJelhG1u5GSOia8yj0xBu7gwyGwtEOjCdFnh6EhyCeOWFDAhe+L/uE5VQcMyx5KIQ4gfIeUyedg20PTAlk4H23jGM/+g6nLhzBw7dfMiq2Vcsm7StYheKJRO11WIrc01mHyQsvd2z7JyKXXW5NSZ0/apxg8JaETlCaZe0XAxqOwc71lVO3BOe8AT88Ic/xH/913+l12mnnYbnPOc5+K//+q8ZBA4AHv3oR+Oqq67qeu/LX/4yHv3oRwMAdu7cia1bt3YtMzY2hm9961tpmTVDDJHpg7SqycVqVclrc8m+Id0JOCpphVRaxpwX6CJK5KLFRWn5EPuBlnluhqKqQlpFWV4YEuLV/Lyo8JistJ0gJaEkv5wcEXJjJTk1EoOq0z+5kuwEtf2o3GtL6w8lcNHrLOabcWkVEsmO771DRvYZvIYZkeZlxn0tespFawxVgIJ2diCgVJJMSX7EiFe887hSEMEmk2KGwOgUjIJD2cWMIJW+6sWW7EnUloTJaHcIKU7xgXVb6cAkr9HH9Ysyn03POaeq0EpBhLFIUqkSNmvU3sTE64bL81TNpTNWbFoSgRPS1nRGqmGNGA1LWLkl3nKdllT6arEH6Q+VuG8VR5Fy5vQCIGu0mlZCwe0ATBcBUwVjqpDq5/3Tbfzkpz/DL269DSGuN+B7fb/5U3PmYy0i32tJ49O+xLO9Zt1/dRzpl1nPa771BpnnNt/+Zyzb3zzOOP6FtjVj/f7y61Yzr249VZvWWN9YV0rchg0bki1IxMjICA477LD0/vOe9zwcffTRuPjiiwEAf/Znf4azzz4bb3vb23Duuefik5/8JL773e/ife97HwBRP175ylfib//2b/GgBz0oWYxs27YNT33qUwd+DItW44IHUYAxViKcAAJpT00PwAINm8FoypWErGJHBQ90pmFAaGZNtL2BCQFFiDl2ElLtECHLRyS0aCxQKBlWImd8B7l1AIx0T0hWF0IsA6uak4+oihQqYbsMIFFmmk6klqGcpJOCAzDVrjykHULWAOcjCPkIWq2AaR/gA5JRrTMkNhmtyXSssYMCQ8KMbV+a7zITmA2sk44XkmxdCDcupmHIoGFztLz07oxqkg9AcJJvxi4vc/a0QX0Mg8YcD4J0NMgMwRTtZKbL2qZLKjgbYNdAq+3R8ozpwkd3EFGvDIFak6D2BNCelFy6LE/Gxh3PaHlGS6tALTGsITQBqREuNJeu6IhaZh1MPgIyDl7nRvblYE0GY13XQ9IQ0DAkwq6XgVmj3nJcOX69fmN7sKh65tZgOBOFd0PuMJwZjOYGWWcSmN4PHt+HMD0FynPpuapCdvwhUK1XiT+ymQzIOSDLgawBMzyK0NyISWTY3/IYbwXcNSm5g84QRnMLQ8Cde+7C+P79+JUTj8fQ0NCsD99+HoTLymmbgzSsmLfdQttd43HOUMTm2v6s4dCesc92YvoKmfYRgu1dZh6Vrlx/5nhWk8gtKa9yLWLBRAMMpw5kMwc91hWJ6we33norTOXsPuYxj8HHP/5xvPa1r8Vf//Vf40EPehA+97nPdZHBV73qVZiYmMCLX/xi7N27F4997GNx5ZVXLivvbml5C9pWSyv35GaiD1PS/qieIK21lNAFsabIjAOpTxgDKcwINZw1waUm9zBlKloMPbJzIG4IhamE5OI2rHFwRvKbjIY4q19GJkr7TslNMYQJuaHlmiuXabK81Zy2dGM1YjgrfUNJ1SZ0EyZVq+BbQla46OolG42NY7cBQ4AFQ/kuqpWm0ciXbCaFDQyYGGLWyZF+ta6UHmOBhB5TNCKOZM4YqCOxkvDo4VYJw4Y4Pj27pCFEZ5CMm7nogItCSJyqeEUAOkGNdAODDcEwUr4apcpkyaUjZrDzgHFgxBAsIJ03GLmxIOhcsIclq8dJcaZis4by2LXHazxfqVOGnpumswjMyJ0UQ2QEyWtrtyQkmvLqSquWalcQEIP1HKh8K7l3IcA0mlKM4RpoFQEtzxjvFJhqyzYzZ5DbMpey3Z7Gjdddh6OP3oYjt2zFYvurLqSyzYlZ1ZwlEKJBkKhFELeVNk5O4ftB9Evquxpg7pBpFfOOrY9tdPl7HkBYbSIX75ODQF3Y0B/WPYm75ppr5v0bAJ7xjGfgGc94xpzbICJcdNFFuOiiiwY8umWAYgKbPko1xBTbMEUwS0stifRlIOMArpQCxGpRXyC3Kn14oDDlViQ0S7I+0N1VIIXSPBy51AuzSkBkGwyj3QZi/h5rwQNp5aazEirLjBF1p2iralix77AObLOyu4SSsYalVDVKRQw5TktFqs1TVasPsWWUHIIPojaGJO2EZH3A2g6LQgEDNeLVOWUWLzcT46TBlGOMp0j/Q6y/CmNYtrfEz2VKSJyGr2PIl2HUEy1ZwfhOd0ureBqNFW+9oL502p4qaF4cfCitYYqOFIZExYwIwXOyQzFGFMrMkJI99fcjhjUOxpBWqCLlM8oBG6CL0ErP2uiN59RLJjOUVEnyHS3uKENVZGx3m684NkA4ttEfKUp8jVb2CoHLJZTaYUx1PCY7Hq2gFb5KBAlI4X/qTOGOX9yC8X17cezO4+Gc64vIzfV8GDh5W5GCgRUimIvIS5tzEwst3+/2lvIA74PEL0g0e3/gzli/v1y6QWO5xQ41Dl6sexK3ntH3FyumnGiFYWpyDyQCZXwHZJwY3QdKPTtFYVH1wlrkjQ0SUos+bQiqWIny4lyGjpGwXGwRFRhoFYA3FplzMGT1wa5tlUKhD/MCQy7XBHtORRKAPDw7xgmJBFKOEyA3NmsImeZYDTlCzgVMewJUaH6U5p2FbAhtWEwVAVNFQFvlo5HcSBsuMKg9CUyNIbSmZF+uISSOpE9rSw1nQwCo6WCNEJ/oVSYdLrSzBAmRIDgghfVIPNw8SRhWiWg1Ryf6pwUVi6KaJjYeWgBgRQGTAoA8taWK1cXSmF6S/3Nr4NjDdFoI01PgTktMeI1NxGW6I3My2fapI0PDGjgA1JkEtSdBncq6AEAGnqUzxFQRkoCRGUJmpYODzMm0Lm4B49B0TXi9NAMYME64W94UtS9duwEERmbFFiSGVpvOIDcAtVsSvjYGlDdBWQM0ugncGAU3RuHdEKbaHbTUWy63BibmMbqG5BQyA+TAeROcDyO4JtrTHUwXElYGhLQNZwYbc4eNuUWDOzDjY6Dp/QCA/RP34Mb77sSxD344NhxyaNdDeKFI3Yzv8AL5V3NiJZWuRRI3YAnK21oQtkERoUWOvTo3g6h27Vp1hcjdSvVfHTTsgOKgpo6n9oWaxK0A+qoM6v2cWe0YHNgwEERBZFajWANQIGTWASzWEaKqRSIWFSfxlvMadoSGrqStlWhRmculU0OVzIVCrDqKNshYUYHIIVBJ5kIl9GmIU7jRxsHo35khUKcNBG3CHnzZ0F4LGgpmtLXPqovu8CAJpYYC3GmLWiVlpWnOom+bFDWwEt2KCqfKH/sCsBXz2Sh8QubCBFWWeu+HLOFYYzItimBtExY/RxlyVSIHir1FLbjo3lwsrBAVrijHg7gdLaawDkXLS1eEwClnjCrFEPAFuDWlVhwWsHmaE+8ZHS/nKlacyrUYJBSr1Z+gAmy9hJjJpa4UHIlcTL5M4X4JxYpKywg619bEyZDjoLxRTmU2pKpaU1ueIXV7MMRoMMl5U/VV/ApNUv6qljOOCA1DaDiLYWcxlBEa5GGmhMDx/vtkCM0h+KKDn954HY7Ydgy2HXMcQDQv95Fjqyyw3iw6unZOcxM5MrPuX34sDm5c85K21SJsgwjV9m6SQ38h4L5Dt+urDdZqgqhuu7XaqEncaoJ71LiKJQaxBwdRw0AOjiQkyl6Jh8aRPAjW5WmTYo0RADbiu6XRMGccEKh8IDLgiaOIBEcOZAPgIZYhLIogURASRBbkDExFlYs5V6z2JYYAJsBYgoG0EbNEkvPnO1oEocbAFvJQNRZFIWHUdmAUIcBU8upSRwdfSM6YrSgqZBDYox082kVInmrp2aYqGvsCKDog58VGpfJxrMlgfSYGsJBQFk0q+ctF/z0QmLofnslyhcRuJXrLpXNCUDsS2YaNYWLPXR0ryKndinVgGPjglaCqYmXKilYECS+HTlvXl2tA5hPoMKfCBhiCjSlFgfVcRGNhDSuHAEhkHkXQHwSWxRpEr0cEUYo5BJBlObdlFF7/R4gouUby2gtZA5w1JGyu5zoaJgMVo+ZEhg3KDeu1gGhjQjDGYjiz2NB0aDoDau0HtcbB++9D2HePqIDtIZjhDaDmBty9+06MjU9ix/Enzpv3mgjcUpW3iNWyEImTPhuZm4fIdS02z1j7zmVbUIHr8+G7AoRsqeibyEWsYdi1Dq3WqKImccvEXF+oOX+NVYicKAWaYxYKJVAGxjAy60BeZK5oGsueMQ0hBQ3X1OrDIOEv9qCiJWqPdcgbo+Ifpw/pti/1jQDhVJklOJfDah/Qat9MIukkwcalCkUPsbxgyMM99tvMeiswi7bmtHXAbVHTJL/MwIPgfUhjCszS5oekITp1pBepn56SRuzs0saZDAr2aHvphpDmmrSPqm+DfBuhLfNAzfJGKz1lWU10lchCVLxY0Uq+kDkiApGFIZesOwBR8AoGcu0lKmSIUJofq9UKpJIzaNWtU+sVeA0dGiudCbIcQUOpUs0aMF1IdXHTxdZUBtSehGlPIUyOg6cnxIYDAIxFh0nXY4y1ChgiDDsr9iEg7QwxBdOeVEU0R8gaADYCLNfGdCH6mg0EZBbOWbkeWMg4kdi8NFyzUhUMeCIgGwJpO7BYTcONYYRsGNMeUkmsRR6A+u0ZaCWxLxU/1h8jvgPrGmg4wsamQ7OwMAYYcgbDucEGR7B33wV/7274ffciTO6HsQ40vEHOwKYOwAFT0y386LrrsH37MTjiiMM137SS79hD4JasWK1wyHLW/cx6X+G+tr0oojJv5cf82xlIccMKYaAFHosoigAGR+jWc2h1YNWpD1A1c7GoSdwKIhG5ChEAUBK5qEJUDGoBSLWozcCGwUES8GNIswgADKMTgMw6WKNur16ICACQhzx8nYHVJPa0a5bQG6yEZ4lYvbs01yuNxWioliRXT48hjoMBkVRSLLVy3IiqlhLH+HCPifi6jajMGFP1t+NZlAatdNQ8werxGKkJkX+DhlFTFwWIYqYVo9FfLvENjiFpX1EAO0JKnAchSycuqnieALYWgCnPYfXEIoZPCTBlyFkZX2WSSELM6rknoeruxvTRMBmhAHxb1cmOKF7q+ScVrYxWEdD2Ac7EcKT8OCBfSPWo5hem/D9EUloqeI7V6sWWjoUUvB6nke2pgumDqJkwBOsaYC5/ALDN4fXyYEbq4hH7poqVDNL1Fk1/Y1s5Ch6ZsQg2pHPbsISmlfZeYWoCYXoC6LQQOl4IoR4bTAa2OTos5PTmn/8C9+3dhxN37kCeRZ+eeLqWSeD0+lqUlcZy9lPFDJuMAT/w5hl7XwRtJUncMknYihHMBdQ5YPCh1vWoytXh1NVFTeJWGUHDjkghVVY1DmVID4AJBRw5MLE+pKTCjxgoQiQ9LDlMrJ5xjPJGomTE2gxBlQ/mMrEfnmEsEKKSFAsB0o0I8lA1Sa/qOgZZhNLfAbNwL+h4qknmcyyXKiQ5dC9ANoUrY0/REO1FDLTrgBoLBzHf7aq+1U4KvhAVTYgOpWJU6LyTWrWIOqomtSZ9XDEZJq3K1YpW4sqv4gBLNuXSpe4TKH8xR3+3GI6F0WMLZbgRkErfaMIMJadciEcfGSvbMZmEKoPkFxZBVE1RNzW/UNuDhU5bzoMrACeTF1tpdbR4gA1SFWn6FRy8qrIAOQ8i8dDzLFW4noWQ5a5RknW1PIk9gZ0l5MlKB8mYGt6n801cAMGpSXCBzDjpWkKiKOZapEGdaaDTAopC54KSqom8Cc6HUBiH6Y6YAxMBe+69H63pSRx/3HE4ZNPG8jrDgFSZQRcEzLWbPnOylovl5r6teDP3hcawWuHt+fa/AJEDBh9mXQ8g0MCsQezBNz0rgprELRJzGUEu5tdQInKgMicobUxy0xACyIbkTcZeiI6PKgqLkiYmvTHXKjYwD8kjDURwJoMxnMSpoKQsRAHPWlBQZSmOQfPDmGP7qqzMW+o6+J5jExFoXsTveCQKiejMWM5ITpyWh4ZQEshI4AxpCBdCxEKhxRSyVIUkBXQKITvGlflrBoTUAssXIBiwVVWpQuJCJC3qSeeqfnI6T2BO1mdW51aOKx6gEEqqtICQPq0leTaq5DkyqX0ZefGUKwk2SVGDdSg0RNxWMid5eJQKIhA62kmhJQpezKUjq50hGK1CqnHlrOsp5co1RXK1ShWpDCHmRxr9EWKc1Y4qnFqkEYTMWgIaTiYzs2IG6gy0wton82oh3wXgO3BZE16SQFOvVVLLGJH3ZP5sswlqjsCMbIQZHkU7H8FkJ2CyEzDRDjBGQ9rTbdx08804eutWHL3tKD1vMcmzV9UaLEEalPKz4iHKedW3/p6omlK6tN1XdtHv/ma97y5kH7IaWEVVbj2qcTVWDzWJWwJm+/ItmBvXE1JNRI6sfM/ZaZWo5qT5llQV2gwNY9GB+Kp5VUFYrSycsciceJGJNYQWKfi2PKQ4wDggIyehTx9VFJYnNgEMA7aZLF90ZBsAYqUmSBQ5C034UrFM8tziBKiKw5JHR6Qtvmz3JRZtOixJ3hgA5JbK/p2A5KTlORAcKMvFgsM2UpsuAMm+I7exi8I0uD0JFO2UF8iau1aAxJakkIIIZwlgaegZOyFwexLcmgYNjSjZ8RK+VqIjEUdRumJrMUpSndi8wLbh8gyOSNu0yjlmMFgVQbY5qAEgeITYEovlXMZwo4Mk9OdG7ElSdwgvCho1hrR4oInptliSTLa9er/FXDrSXLoJhIkxCadmDdDQCNhYTHtgshCys3e6A2cJw5nFJraSSxckp5Ha06JOujypm56lq4RXxU+cACwyCzhjYLTS2TqDzBoQaQcSBjIn1aYZaR6o5nNGGxp4ycfLGpoGYDW3L15sxoKGR2EB8NBIaWkytBF+5DDcM1Vg37TH3ukOxtsezkiOoDMNIDO4Y/duTIzvx85jtqGRlwVC5ReWZlVSlkWg5lh3JRWrRZGuWRB6P5hrP33tpcS8o5pNoV/gODhdGwvst5+cwRXx9FsdVW7d5MjRAHPi6nBqX6hJ3CpgVtKHbiIHqMUHsTa393FtWGelmb0FioLTusSADwRnjRAn6yRZCaEMS2qul7UOwQu58NUvuqpLpFYXZAwQHJKtR2VBQ+L/b7TogahszB70FzgzkolrUp2AZAocbUhiEQR0e125ZaTWHYa1rZeGHX2ZQ+fUIsQRwVkArU5XI3UgjsOh8GpxUQS0Q0BgGZMBUieE0FbyV3SAXG+sYFXhZH1DRvIT4/TFhPwQREHS7hQpvw8x1KymvbEAgGwZK6jc4FP4FGLhYUz3TZmskZRFl2lOnINXu5YQq2lNVLoIaLdLY+FYCKLnRXzypDVYOwQESAcGveQ0P7CVQsySDCg6aPQwjMqk6m9ALBLxRcpRy4xDwxKCmiu7WKm7iAemWMIQgnMgl4Mao5L/1m7BDI0g5MPg5kZ0XBMTkx3sne5g/3SBiSKg6YyEz6OCS8Dk/n244cf34ZhjtuPQww6fcR6qWBJ5m2Wdfh7S80YQ51h91hZ/fahhM0hadf35V61so7/lqs/iflapHtFs4+wldr2LzFr30fPmvAreoMlcXybEB4ctCaHu2LDaqEncALFYWTsROSJ5KAUGKKTtcPDypUADbIFQSL5BJGGs6lfBgLOZJq2ropdyjSQ860jaeslDuPTPCqwcxMoYWC0owGWYNzZHN2RhmYRcMamSVX7R4kOd1fcsVmGmOC7kZhVtN3IrCo0jUyb/a6sm2EwUrjwHG5Oa0gP6UNAQW6yQTcnxcT+xDZZx8DFnjLlcJI49BCFv2kkBIaRzGHO/ou1HYKNFHTp5Wu1AXMi5ii+yIGLEQpCotMViBFkHPQROSGlQImWVIIspdBmaIWekQbzJwMYhcJFaWjmKlbCyPvlC22EVEhY3Jpkud7wUx0yrBUg1tG2CFEOQ+tJJR4ryViGtz4TIGSJQQPLSE0+6abl+jQUZi0Y+IiptiNW7VD55SVIKhMSbrgdZde68EW9A4xrgxjDIOlCmimQ+jNDYgEmt0B1ve0wUAUUIKIKE4W3KnQTIt8Gdadz605sxtm8vjtmxE9ZWzof+u7hKzv6I21KFksWuNx9JA+YmU/0SMwCpi0ovqOe4F9pm7zN/tsXnI3bLIXULhmMHRegeQESuxuqiJnEDxkJhVcOlKhCrPBmcOiGknLTQAQVR0oyZRmYzkLPSPit2BQCjE4tJGTDZkBCnGFIEUsWlsR3ZBiklSCG8mF/HkjvnmkiGtMylfQZLuyVj5GFcsSSTkCEHebhrorxxTZBrC4nzlMJU5DvITIbcUOrD6QyVd2kSLzlqDsmfroGQSXcB6ZWqahVJH8/cSkN6qd7slDdd68ROw2Zod7y6/4cUtowVklS0EKYmEaYmpRikOZLG0PEyvzEMa8gjs1YIS/Agr63BfAEiB7ZtMVwm7eIagAKMDsRjLXNOyakQ9BiuJoQUAo3rpgpXZgBGEveDTyFZCROr/YyaA+dOQocNa9BwEF+56Qlw0dL8QicmvHkTU0XAeKvAeLtAp5D9GyI0HIFak+LDNn4/eHI/KMthRuUEFV76u051xNPOWcJQZoVAgkGtcZjJvVrVauQ8BA/jmggu18IJud7ZNQBIXiBZr+H3Btjl6GiOX8tLf10ioO0lhD4yeoSQTPZg10CHLKY6jPGOx3jLq01LQMMYDGcWG5sOo5nFiClgJvaBWuPA9H7AWOyb3IuJfXux88QHYXjDJqkWhhK4RZC4GUp7jxo2COVrsZiLPM1FvuZbZ1GobH8hUUZC7fMvM5snd1ofc89tJHez8jQd16yN7bsKq2a5BpZjR9MHkZtrXH3tYh2EVd2glLg6nNoXahK3RAziV1NXVJNI86MYZMQvKy3kO5CwqhECYwAODMOUwltFAHLnZHmrhQ3VsQavBEiMhEPy10BZfUlq9hq0LZjedGJHBAJLfpLhGaavMg6GZ9KxqOqkuWDlgQZpNmBIOwuIlmfiRmLyv3Z4YKPdEFA+fFJVqm4j2lOU6o48gNlYHZMQh5J4UipAiCQXXDEGVnXIs7SKKoJYcYTIuqHrhSC5au02TF6UxCzOqQ7NG1abGBOPtDLxoaxq1foGpW1luqGxWi2RpWIIGJsO12j4NLcGmdN5AcqepiEAmRJI68Amky4KSpTinOSpxVdL1Kr2NLjTkn1qTlG63rzMSWzRawnJHxDtSVE1YysuPyytz6pKqAHINfW6Apg0bGsMYJyoupqLGL394vHm1sBlTbWwMSi8djVhtSMxBDiLpjMYzSw2NhyGMoKZHBcCN7kPYXyfVLU2O+jkTdx0ww3YcswObN22Xa7XpMYt7jve++zsJRiDfrQuRIDmImwLrreIMcw3Q112QLMpYtV0gTnmOv7YnA3VcfYuUp37+dS63t1Wz/mqKXUDxloVOww0nFqTuL5Qk7hVRCJ+Pd+tRKDISA4ZR180ISYUPEAdwBs4k0kf1UjEoN0crHZziAbAplLNqK2XOBiQFdWlCNo5AmXokBgIxonpcKAyDEomSQsSySR0/Z6M+V9Bhp4Ii81EZYlPbpbWYlarFo1Bsgopt6VERxUpGCvh2UhYtDAikr8Ywuu6mRqTuiGESKaqDxOIJYkk8MfKyJDWFSLptLOEhuXKUlMlnGKLEYpCOyLEEHZAQCzyQPKkCwEpJyyddK385RBgrJVerSjNiGV/VOYIqjVIIrYcCW2pUJp4CLHlWSKmVubEOsA6BJZj48AgzS20qaF9S73YpsCddhkSJ0IIQorblQmVGzfU4HkaPDWRiksAAM3SJ7AIUubhWfzlKGbTeVVNKuc75t6lcG+Q6t+OB4gYFt0tuqI6CwBZYAw7i0OaGYYygm1PlARu//0IUxOiMAKg0QJsC+y+806MTbZw3M7jkTUa6TSlzc/zTKku1y9xG4jqNWMciyNtAxHeKv+/EKFb6nO5qvzPN465Pq4WRM1Yr+cHaddnCylbK5RHdzDbkNQYLGoStwzMpcbN/BUU/1/eNyhDqpFkSOcsRmpEHh3zAUkU1/Bm1nAgRyBPKFQRYYiBbzvmRGVNxC4QkmzPKekeHJC5Bpwldd8nsRmB1kRowYI1MceuQsBi5WyaAH3wKqUrOACFKCMdwzBWqy+D5nWpqmhcgcxYTTgvb56x0IO0shRQFaoyx86SkFkrCfJdN/XYycA6Tf6XxH8Jw5Z5Z7kjZJZgWEx0uegkFY5yCecF10Ax7TFdSCeF9BBRHyQqpsHTk9JBwRfgzhCoEXMOpV/odKEkOLPIAqPwhAagpLqQQmJjQcU0nM00bxGpkjMoqTYuR/SHk+vLJXXUGtLqXovRhkNDqz/Jl8UMZB3M0DCoOQx2TRRkMV200C7ELmXYSDeEpiOY1hjM9H4UY/cjTOyT/eUSpg9GQtOtQgoiDGmVLgAXihSm9Pvukf26hlwZxiC4BqYLxv62T+c55AYN10RmM6BoCRnW8x09DWNRCVBWM/tMrlsYwDLDOANrDDJPMKOETpDz0HSkapyBufd28L674ffdI+esKIDmCDhriDqZD8O7IezZN4H7fnQdjjv2WBx22KFdpMDMQ1GqxK33cT8osjZfGLSf/fWz9mzr9kO85lukn5BqP+hnHAsRyvny6ebLpVuwMGK+MOkyCN5yyNyaEECqOzasNmoSt6rQ34oEGK3WiwgMIEBClSQJ4RxbagGJRJEvYF0uRQq+dxsMH7swGFeG41KYz5QN742DI4In8Y9jlEROCgcYlgw02AVCKNWqmNvBKjVRuf9AnIxgYUjtVcpG3OKpxmm1ksDpDZhiJ4SYZK55YSQ3+xhxm/H9jjlMcX9WiE6cnWi9Ee1NTAzDqiImu9L11GDYh0ILGnQbJHYaVsOwXBSpi0J1HDEMGNU7dug6TzF+TagURLBPD7PA0Y9OQ8BanQuuhKV1agyA3Ih3TCwYMQalkRuZFIplk4GtElt9OFioGa+x2hqsjdCaFkJVdACXgazMS7RbiSFmFwuPSeaDfAGenhKCBAiZJrGv8SC0PaPlWXPpgNyz2qpoZTQ6lbkhVV27FRRD0aYmFmC0ADIwxsG5TFRQbVPXcISmI9jOFKgzhdDSsRWFzItzoMYQ4JoIrompgjHRCUAn4Mc3/wxb947hxJ3HwqhUPJ+ak05t5f9nI0T9ErGlYrmK22Kfv0slb4MkbstBYJ7zfC5LoatiDVuQrTaRG2w4dSCbOehRk7hlYjm5cST8CEAZ8iOWhwSTldw4Zg3VcQqLpm4ORsJSPlRCoohhTaf5dbqzSORYwqTS8ks8wQJxUgRT6FEJZTU3SwYatFpVWyxxrCyMBKRsETZrcnismjXoUiSh6yR1r0fNJCVeMZwLaEEFkMgbOW3e7lwic2ldI/5r1XBssgghI6TRaBhXc+mK3hZfRIlAUOiAi3aqaI1jBpmkHrW14KDwDGTVMConXzQyRWkUXJnpGOGVqlZTqWpVwpksRYSEBRjJS0PlwaqGuOQy8d1TyxVfiR5TJZfORU+6TktsSVhj3ZpHVwQJb8Z+qKWvn8xHqvL1BWK/XHIOweZoe6DlA8ZahRSzFISmy5AzI1lfB68x/Q6czSphYjmPVkm4M4AFg4oWqDUpQ7BiPzKajaBj5LxlFnDsgaJyPPF6yRswjSHQ0Ah8YxSTBTDe8dg7LQQ0twbTu+/C9NQEjt+5E6Mjw5gLkdxx+rvnkl/DJPOVwFx3u7me3atN2Ba7mYXI+cDI3DJw4FSuUu0Tt8qoSdwKYe7EUikKiN0RDKGLQDEDnhjGqPtWDGOm6oNCVIvYzSHIRuKDw4NBsTWUdYB200qKE4s+xUHbSpFNio7nSKS0YpUBUPylKpSrPIxSveK4EspQYPQNqyL1UtV1A6qeaxUS19PBQvLocmllFRcpP4YYfkoIlQAhPVRW+xLFiinxDEudEDTUzLqOWHfYlEtX9ltVxciQKkEQBS72ak0HKFYokscluXSxl2l5nIVYkhQdsDHSsFQVQdY5KXPqRFnlaCxMpKFrNXHW0K6nssK364GpBSIMITkhqoxRWTSiCEdbElHi1Fg4nl/rQBpylO4QEiZmcRaW7UB/GHCBoOa9gMwnXIaQNdHS0PR4u0AIUknr2aUrKoX/IcdpM8BagmGpgJX9IHVgMMU0qD0Fak8gJQe6HJYMjM0QrBPPPt+R74+SUTgHwhCoOQIa2QQ0RtAmh4nCY7wVcM9EBwGM3EpRRMNM4brrb8Cx24/GUVu3pGs8PvB7CVwVSyVvC5Ge+bYbn3u9RLK6xcWMailK23zjX85zeaUf6eudzB04RK7GaqImcSuIkshVJDf5BKSqmdFncsyb96qCBZvpzUQUo5SPlsKrAc465NamTgbRcLeAPGyNIViXS9gpqnCalyYqnwEMw9ksdXAouLxZeYnAAtCii1iUERWsdDicFEDTI7zF6ksJiYauxBNR/eRvCc9FwkJdeXzsOyDXUFsQSg3bA8Q7LHM52GUwrqGym003O6PkpOlMIlVZT8iRnNhKlN0hcnR8GQ51puyCIB0UOgitaXC7XR60yyDN1zN0QoHJdsB0EdB0ACBEWZL/25pLNwlYB5M1wCwFCJ4NfAA6BYMtSXcIy4gGvYAS4Wgb4wpkpvT8i8qYkFIHcg1gaAQoCrBrAjaXcKq22cqNgSHGaC62JLlVRS0EIefOwQyNwIxuQmiMYrITkg9bKzAycAovU9GRatZ2W34YZLnYtTQ3YLwdMNYO2D3ewt0TbRARRnPpVGFBMKEDmh6HmR6T8dsczjUx5BoAGxQa73eW0LQGtpgCTY/BTI/B37dHxusyIG+CmEHZEChrSg9XsoDLQUMbYbMGzPAGcFHAjG5EaIzCD23GPVMF7p7o4N6JNu4YmwYANDKLQ5oOw7n07P35bbdLp4fjjkOWZbN+3yNx6pe89atQLXY9Zh5oGHKu/c1J4vrY5qDynRbyw1vONhcicxGLyp1bJtY7kZP73KDCqev3ONcTahK3ZmAYra6jHo4XVaBU5BCsqCmcnhKp2tRpZ4MiaGiyhwzGHDvJOQJSgUEkYaFsqcXEKQUNKJVBjuNLKhljoWRdirl0HFmpT0QkVlbGcGHaD1dugpH4MYua4gsptqAKJdZ5YrUlEaNivaQ1XGqku5aoaLCaT1ex7yCqFERkiTBxxXrDxH/V2oS0t20MKQOiWLERO5a2D12WJjIfZR5e7CxBRF0VwDGU3Q4egEWm1bvdIenYF1erWsmBiCvKpCT9s7Y9IzVdTlW3CmcMjGG4EMOUlYdW7O1qM1DeTL50nZaaJlcOTOaHIB0rdE6MUQVP1mt58aSbVL++zBI4GFhDyCxAnWnxtBsfA4yBaTRBvg2nxN1oHmmaQ9/RVmlSCcscpHgDoq4yS41vUFsTGANujEprOZvDBI/QGAbnIwiuidZkG5MdMQieavtkXyMefDFETZjcvw83Xn8djj3uOGzcuGne638+LJYU9Yt4WpZKDmfDYojaYohZP4v2w38Ws8/FEr758uWqiKnBs342Z0Rm6VjvRK4ubFhd1CRu1dCrxslbhpU8VT6ND3NACZiRMCHHSlNV1Yh9yo2yGpYNkQOJsJZy7FJHCADRugQQxQXswUoYSccV7zvJeoRiDWoMX8bCg5nZp/G7F6thEYsZKsvI+CR0yBxtSSohWBYLDwAS+mUPQ1mPL11JeI3RVlTMXXljBKQ2VIHK3LpysCZZYZBT5YYkcJzsO0zZDcESSjuRdLySS8fGJj85yadTIqhhTyGABVgb2kcFME5aCOq/FgBDAYEtUtP5CqkVj7pC58SlYwpgMEgVVAO2DhRyIfzV7hAoCz2ChtKp8rChRP6kT2tUJ4vAaIeSxBlQ2W2DJUQfVTzKGrKuzdHxUuE7XQQUPiCzNtmaZARQexrUGkeY2i85hSGARtugPHa/0IhpujbkRwG32+BOO4V+Y4eT2LO3pS3qLFk0GhtANgNsG6wmwZwNdRVqVBW02Mc2d4TMiHmyaU8gtIFbbvgxDj/qaBx19DEa4u5fhasSrHkT/+fdSonq3gaqvs3x/lwP1n6ft+UP0ZmfzVCxFnE8gyB8y1H1VjvUut6JXI3VQ03iFon5HL77sxtBT99IecDDcpcyVagCEAyQuQYQ1KrDt9NDLCbDO2NhjQMgdiFSXMAITMr3GFkMzwbp7Vn1kEMIMChAZKW9V0BX59SoxjFZwBr1NqseQqUKVFUuZyDWKJooj1ApYSAZZxGAVhEQmKUTgoaDAQnrcVtCW+SmwUWmvmLlmDyAjme0NWzMmgeVxuY7sK6RQqFFKMNMMeQIk8E0mlJokDWSTxnAcMYgt1KFmRtCRtpYPoa0Y9jQZdL+yTXR8UiJ/4AoXrkWDRjfkVBqexpctMBBG7CTAxuHdigwWXhMdjwCGzSdLXMIg7Sz4k4b1ABQWLDvwFjxMwvK7zrEcEHmM7cNIRW+qDxIpH1a7qQYInbMiGFwNhqWVEKEoY3gfBgd4zBdTFeOS0LUuZPCCCraUhDBQeakMQTOhhDyEUzsDxjveEy2Zd4axmBj7rChYWAn7wON7UZx726E++8G8hxmZBPMYduU/Ms5jteODVENlnlJuXtKHLkxCj90CMY7Afumi+TVN5pZNN0GNBtqLcOMYDP4gtF0FsPOopMFbN3UhCPCSMPh0KEMhzYdRqgDM34/aOwu+XK4DPeP7cbEvvtxzAkPRt5sJvLWm4sWr7dI3tLfXcss/DCelRwMiBPMt/uZxGMOFb6qOi/SUiP+wKB+jmeOSs8uZX2+fc2zj0EoP9Xt925u0GRuvRK5Opy6uqhJ3BKw6B6pc+TGEQcwmVnz41KBQYB2ONCQH1v14wgoTXyh3m76GSgRObCoSoGjdQkkFw7oJnJMAKm1g46j15xTjgOVsGo8kO4vmwFp2JNF5Ssk1EaRKZCQy9jTFJBnow/iDWYBeYCrVUXqSVp5OMRfzWLDwTMrYVWxjN0QqgpcJDxMkn+XwqlEZS4dNBeORK1yVqtw46GSSQ3pKWukMKyvKHDQbViCGgsXKZTa3ZDeqIKm4UrPCFU3EZbiFvaFVFkaA7iGhFVtqboyS0GEjIG0wKNS86qE3ZKFJe3VGnpulGqUjEzIobQvy5JhMSCqb24NcmdgjRB2CWNy2oZUtMqxSX9X+azhDJr6yuFB7Unw5DjCxD4Uk1OwwYObI4gdN7wXW5MQADgx8YXVHEHrRDEEQHkDlOXw2RCmC8ZkO+C+qU5qDeZI8x5h0HAORn0YM0toWMJGSV6EtQa5JYzmDpubDsOOYcb3wUzch+Le3UL2XQNmZANa+Qhunm5hy7E7senQwzEXqgQuznaVMPTzHJ61lR8WJi19bW8GT5udhM1LzpbqhVaxH5oPTD33rMr6XX/2zNNC6t4K1iHMGWYdZIh1vRG5GPkYBGoS1x9qEjdAzPeFqn5xOd64mFPFpzFOiRa0k4ISrxQeUyIXCoD0jajQGE1FysR2JBIwAEmRiz1DpRNCUYZDIWQrVsEam2l4EkmOS4eUctZsWfEaP6rck4yGLaPZsORKKQsgEg82cGpnpZvunq/YMqrS1UAUQyvHFFP6QiWHsKelVbUbQqwRkSrYaBYrIUcmB7JIFa0aMJYwrFZG5lbChtRDVIiC+qEpadEUN6NWJE7z6JyB+JPFeYjmvRqG9dCwHmuLr2pHhNjiS33pEqPS7hAxylqo71owWrNR8dqL/nwxT1DyvirnSq9RNhYma5S2KdodIrCGlyHENrfycka2I2RdyamzILVFYbII3NEpIzhj0HBiTEydKVBrHMX4XoSpSRStNkxDQ8zGwYPQ8h6TbS8/RCCkkTPxu4vEDWSlvVdzWPzepj0mIonTgpnhzIoxssrKFApQKJDZDMOZSee42SqQO4MhZzCaW9ipfTDTe+Hvvxv+3t1SNJDl4KIFt/FwwDrsvu3nuPf+fThmxw44V+mBXEGvPU71NrHgA30ektOlXi3TcHZWMjUvcRsEEZln+9V7VM84lkLqZo2iVH+krgChm4/IAYMNsdZ4YKImcUvEQo3u514HSJQlPn2BFM40RIARA159jIpqxUIEMtcAFZpc70NK5CbyUkFqM3gjyzNDM82k8IGJYQ1gnTZTDx4pEJrMgIMWOUiP1OoRBsR+rQQ2ruv4A3xpF0Ha1cAXYhxbtKWiMt1gpX1Tu9KUPnqycZyXoiPrFR1guA1oBWeAFAAULGHYRqBSedJ1y1y6AuRbsC6HBaHQYoNoWps5B+vUsT+UN1UKHs44OAMMZaKuRXuReB5NXhIdynMEl4Fh4GOPWkswLG2gcqth2KItoc3ov6YhYLgG2gUwrfPhfYBpuNIapT0NdKbA0xPg1hSMdTBNCU+HIHM3XXi0PUMKIhiZXocElIUQJN0wnMuRGVFrC53uEETFc7YBtgWoKYlobDKwEtKmsxjORdkazSxGMulP6kIBbk2VyqnTogayiJmQEn61GM0tDh120kVh4j74++8Gj92P9r7xdO2Y5gjC0CaMtQLumypwx34Jqw9lFocPZzhiuIk8GwJl0zBDo1LlO7oJobkRe1se900X+OX+Fm69bxKegeHc4tChDCO5kUIM34YZvycV22waPgQbhkfQDoRW08IQhKRyAbrvThR334Fw/92YuPMesGe4oRz59DTsoVuBrAHKmti7bwz7fnw9jt1xLA7ZtKlLdYs9guV7rt+ZeO0sRK5WqjfnfORhKUpcP7uctZl8dQe9npKx6Ge2FJYwO2nV6MZs6GkWWBnXTGKdPhsAx1rpfLl11aKL6sKG1UZN4paBpcvivZq+FirAA2RLdURzxCKZ84HgnCmLFFSCE6+zMrxqjIMlaakEjt0pyyIFS7oDYzUZvCRy1RBv1Yw3HmX8Wwoyuo8jaAw4KVaqOqWOBj0PgYK5q9Kxe0p0PQ6qIJXjYFXeipCmKI0OmgMmf2reYCWZmlEWRHgwDNlZQo4exrnUyxSmp5pVOzsgqi7amSBCqlmjAhf7vMoxcPBi32GgvUwz8ZZjTuNCXB+xotWD262KClepaGUpDil8VDZDSWgRz4Pa0wQveYo6BqjqG1SJDYFUbtP8SxL9i7SC2hrpgABIvl4MN8dK2RnQ+YsVrA3NoxvOHDInrcG404Jvt8E+wDZyUHMI1BhCmyymiwJjrQJ7pwuoIIrpwqHw2qUier9ZJwqzzdEJjMmO5BVOtuW4m5lJ5yK3AE1PApN7pbjEiHWO9QUajVEhoCQ3RupMg9stsBf/O/bllUa27M/LxqFTMHzRxo03/QTbj9qC7duP1g4jJUGI34mylV0fpGillJpZ9r1S4dL5tt9FuKqf96ZGpPdp5vIz1Lcwc9vzbH8+tS6p1AMic3PxkrVqWD9oDDacOpDNHPSoSdwKYFY1TnPc4peVSc1zK1Yf4och1iMobV219ZI+cJmVxJVtmqSLglaZBgOioNWGcbeUcuw4hkTJKmk0KTlctiUhXlZzWaOEoKvRePybe7zJeg+YWdo3zQiFEJhFgesKi1ZVQQ0Xsu9Zt0Lgqt0h0jxE0qd5dHJs3EVGU95YJC2xXZdKUmIuHG03ZCWp/tQNaBgUsbrUukRYABXZNP/P6i7SfCiIorecBVuH0EZXCDW1+FJFk7W9V9VcmEnC5D5IQ3ppEUapQCR67UloWio9mb2EEpF3narAmosZPemUyMd5dRoSzo0FnEfmRF10BqDYI1YPnvS4qscivXqNdIcwQEaUjIXTcnkGyodghkdTC6z90wXGJjvILCGzRoyGgUqo2EjoVtu1ea027fiAjmdkyv6aziA3JvV4DfvuFWJsDKzL5LonQtbcJN/RIMUPQvIMjHWwGuq1jRwmbyb7lWAytHyR2q3dsXsPxsf34/idOzEyPKRVyUrgQtlGr28MWI2bk6wtRxWcK5Q7FzGrjGV2hW4upW0WJjQnOSvfn5PQzRJ+nSvsut451vrIj9NCvQGgVuL6Q03ilom+fkFx5d9ZrsuohHFqhyXJ8JwM2uQfT2IhwaRqHCqqk2xAPcwIxjipKEX3zSeo8pK6MESmmNQB1jEFGRlRImtdLbL0UGIzc+ZKblqSrVR9UiKWOk/0oLrdLkVsxkSJv1y075gh4kXVqeioLUlpkgwISfHaLqowrKSlQuCYIX5nHoSg3RAq1gNp7oR4kSp/MZdOCjok78uZUPrLxWOH5MGx1ST7Sp/WwD7NAyk5spq3looaohIHpEIOr2pm7PEaW6ZCFTwKkqvGRSGKobZfiz8AOM6LFojEBvTQ8w41FqZMQsq5A0ywcFTJp4sVotYAXueTbHpAxjy6mEtnNY+uejzkLFxTzXjzYUwXAWPThVa1emSWMNQIifSXlitBznX1wlQYVQ9jMUXDEkxrHGZ6P9r77gHabQnFDo3CuAxUNBGvbNbUBGoOw4xsRGhPI98wBRgD12yARjYg5CMIDSGc04WQR0BCx2Pjk7jxxhuw89hjsPWIw0sFLirUi8RyQ5kzsFQi1+/2FkHMFlTOZrw/X3xyiepcH8rcIPLnHghqXI3VRU3iVghz/iri+GVF+aAE9MFqpPrNAsZYmJ7wnwFQeACWQUZPnbEQzzguHxBaoAAjnSF86FbKZJvShQEgLVLo/XXLotSV7nGzEjlAPd5YlKQQKscE7S4Qc1t6blAhcNf2DCTsVipIAdDG8LHSsajk0sVNUiQUviM2F60pGb8vkm9czLubLjzgLIzmknHU7JmlW0FhxJfPtuFMjoIZRodYBEbHq52Jy0vipySQIHYkDWeSQmlN9Rel5MFR7pXMyXY8s3TMQBmGbTorHSIIYkfSaUnnBQ5iSmwd2OZoT3My0TUgIEt7Anwb3J5EmNwPhIBgDCgb0vxEOYGdQvZrSexJYtP6SIipaAPGwnQm0XRDAAKshxIxDTOTAeUNoN2QdaNVixGLFPFbk3luOgtHml9oxKLFDg3D5jnMoVthD9sKP3Io7p8ocO9UG3eNtTDeKjDacFIV6whNS6CpSWB6P8L4XvGkyxugYhTOydwNZRaHjuYYyi0OHcqxuWkx7Mdhxnajc8fPMHnbneAQYBsZhjcdDsMMGIMpT4kQO9PAhkO2g5obkR9yONzmewAiUGMIGN6EzsZt2Nfy2N8pcPu+aRTMQlY3NmCMQe4Zd9x2G6b23osdxxwt+Y2h8qMrYjUbpA8yZDqgcc+Vw7bgPuZlRAurc137noOErgShW4jI9e53MVgPatygFLRaiesPNYlba8TSUqAkciHAWqk05UAw1E2cmAE2mm+jtiLcU+VFHGBgUjFDjEqaGBbQhzhHRS6u33Pz6Ap3aHi1t2k9EdS4t3cU/d/koyAW56EcQAzLachMCyhm+HGBUgVnGaIrf3179loEIGSsEcOOehCk5Dd2HSD2XapptCUJHFUwB5iiVEI1bCsN2wG2s9yAiMS+w8cuCqJ6xSmPJFZaWUkOlyirvlQzySTrEBib8uEk5N5NBElNhSVsGUChVIICRIksdK4921krhIkI7B3gO3DZMCwoGUqnQhTSvrMul0IK50pFL50fqU7tstbQvqzUGAL7AmZoGJwNgV0T00UHLc/o+CDttjKD3Fk0nYXxbclXmxxHmJ4E+QI0NQQMbUSWUbIwGW04+TezaDoCjU8ijO8DT+5HMdWScTkLysXMmPNhTHQ8Ol7mxhogazbRGHaAcSBVXNllQD6C8SJgQv3oJguxWAn6o8BC1FQTOhi76w7ccP9dOG7HDoyOjlQu2p7vx0qSuUHnu8011tnen2PZJZO3tEyfD/m5QrNYIJzbM465CgiWkjc3H5FbLtaSyBGA2W59S0HtMNIfahK3gkhfpkpUFECpxqmCI4YWvSvLagRg5oel7xuS99uscVpYlgbp1sy8ycRq0xg+klUqZE7vNGWxgxyPYYLvfeRzSazmqFXomhdAH+q9B0eYOdBIdmLYkUsvtji9kjOoBM7PonYoYYmhR8+m9DVjIW6igkpHBVEzy+MJkEKMWIAQPeWo8suZgoclJyFUkny9dHwxROmyGfYd6TDV0qSrqEHz9CoLlQURxsKHQlt8cQrdGg3HIwSg00q5X9UHUySksT9scJIryJDzTVyAgwcXAJkMCF6rLKvRZ0bhCZlxYJMJGYKQs9CjWhiDpGjq6ZB1GkOgopDWakMjYJcj2AyFb4OZtZjCYiiXytbR3II6k0BrAmFiDDwxBjSHwM0RmEJy52L4dCgTE9+NTSe5cO0p+KlJ+OlphMILgXMW1BwB5yPouCbGxjsY7xQoPCN3Bs4QRpzD8PBmxJ8TbDNwPoyp6YCJjsd4u8C0xrEdcVIpM0ugqQnQ1D4UU8DN1+3F1u07cNSWI0WJjae1l0PMl5Dfi37IzqBCsYshXYslbv0S2BUgJ3OGWoFZCeAgydxcWG5odT0ocjVWBzWJWyuoopNy0qqkiKNJrQEsA56SAhef65LvJpYRzLY716bLQLNMNA2zWKLHnLbEGiPjJHTlsIkyJaodqqSzkvAb200xM2L7KjIzFZ6I2NIKiP07qZI3pPu1RmwurPjoFV5yjyKvobhu0MT/1lSFtMSbrUEn+GThYch0jYm8WmS0pnT6hLREI12vZMdAHtIdQ5LgDyQVj30bVEwja2yANVqQosUagRnBOJDLYVwjEb9QIXGWpPLTkFRSZlbPm+b0kTVAlguJ04R6DypbRgWGcwbOSr6ZWJpMI7Sly0OspI1Vya1OwGRHFCRAm8s7l6po4QtwaxrQpH727fSQksKQ8gqyuUMzHxEftKwtXR9MNSdOcwM1v7BgRscDjcYwzIZDJITrC6C5AZwNibebFUXtkJEcloBDh3Ns39jEYUMOdu9d6Oz+BYp79qC9bxzZSBuwGczoJjQOU/PehoMBYTg32JBbmNZ+Cb9O7Udod2DzDNmGITQPPww47BhMDR2Gu8YL/H93jeH+iQ5CYAw3LCYPG8HW0QZGM4PNw4eBIFXfbQ9MdjoYaxUYb3sUIaChHngjzmBjw8Dtvxs0fjeKX96iPxAc9uy/F+N3b8Vxx5+IfGSDEOqAblWuH9K1GNVuPqVpoW31SbpmJUCzvrdEYrEKIec5CyEWWdXab6h1ITXugPSSI/kxOgjU4dT+UJO4NUWp0jBTafWBeEMh8WwzmnOGbnPWgKjGaTiwR42rKmhAJZTF3cUEZVWohuFY/5ilJCtu08CUifiErkrTuHpSn8iiF6WLPaWZmPO7T4RoOBv3WZJPlMw2WZIEcceI6zISASw8d1/1SlZDDMMWRaokDIAqb2LdkcFqAUD3fIAl+R/aVcISoVOphpXKT+nvmgoieg8PUtEaQih7tpLewJOVRihJrbGpkCQ1fyDpZWpJriXWMCqzEFeQkWpYsghB2oO1CzF2DsxdVb5J0SSS/+fK8QSgXcg8GgMhZC4DQl4+mZKyW4Z3ARkr67iRFLyG5iKWIdjcEoYyi8IzMmdwSFN83oYyQpjYD56eQGdiCr7dgW3kEkrXAgdDgCMDZwNyY8WqwEuonLSaNRttIt84ArNxM8LQJoy3A+6Z7GD33mnsmxJLnOG2w9GbhjBdeNlvLAiqfCcMCFbPXaZtyBqOYDtToPYEwth9KO67G1x4mEYGMzSCCQA3tNrYfvyv4NDDDpvlel+A0C0iZDnndvpWvvpU1Gb8PceXeTXz/5aBxYRZZfmVq2pdqiq3FuRPwqmDIV+D2s7BjgPjG3UwYM5EVpMeepIaX9XkRRGLipU1M++NsVqV1fk/vtJuky8V6//rNisD4sqrzJPr3RF33410G72HFUKFDChpoFg80DP4qM4kY1SK5LVS7Zjmh9LDP3QPQy5i9SpjH0o2GckftCF9zNvj+HEsCFESpsSl9PGSVxEYbc/oFEpCInllBiCEh4KX3Cxf6JhUbQvaTixACJSxWs1aJlRbUMqBc5aSPUk5UVaa0jv1REstvirzoJ5tEo6VXDouCjm2xPJMag4f1cV2CF0ttVKHjKJiaaIVraxkNABoB492IaS4E1iKLaJ3m24HrMUWFPP99BrRc8BWSa3L1BxYnnjJWNhZbGg6/P/s/XmwbdtZ1o9/RjO71ez+9LdPbhIkAVI0KYTSiJShFCSlPxRLywAl+gcgkCoVKAIapGKHBlSIHQiWFBRlGatsqKJQo0CUL0HEcJOQ3Nz+nubuc3a32jnnGOP3xxhjzrnWXnuffc49ubm5OW9q5ey71uybMZ/5vO/zvBvhUyhJ4ow3PZ5NseWid9tyRJuWhZS9lMgsIRn0kIN15HCLOZpRZdmdlOyO5twalxxMK2a1adLUAlCANBUqCFgS6QUbSaeVWE8rMi0QZRReHFAejCiPJpSHY+x0jKtKbFXy9HPP8/Szz2FMx6JlFTha/qz6LZ4+IRc+py7nDJ/l5Tnp+/wuTNdVNMc63eXlhPmOLe8efu513KlvnnBuJXDqHppXOj6nWLx7FP/0n/5THnnkEfI8521vexu/+Zu/eeK0v/d7v8ef/tN/mkceeQQhBO9///tfuQ29R3GfibvDWHVT3O2bUlSpuljXxmLhWgRgvkWWwEnRZF0jI2VwzXcRUsUHZzc1KXxxk59OetAnhWgYmKY8TLjwwPIAKNpo+B/DsrwTMJHds84tsGgWh8F5RigM4kLLBe+wsLfNA1bKsM7YoquZKD4oWuARgZwOmEEK0RjZekbM+icuof+mxSta69ZcWMRFx24D5Qw7n6KSDPB1MLV1VBYmlaE01itPbeDRnPUpx3KGK0ufclQJwlYIobF4Jq+ywSjXOhKdeNWw9d02on2H1DVaejWqDKylRAQRhULoDPIeVGVQperQScGHVgKLTz8mAVwstOeSXj0qsxyrUqzQTKopk9pQGbuYtjCVTy+XM9x86lmygPBq65vRj0tvwJtKS+38deSKDFH59KswvjMFdYnUFYkU1BrqIIoxVgRlcIpQWTCc9owodYlOatZSbyZc1o5UC/qJZJhJ5HQfO5961bEUJIOcZFCg1jYR/Q1mtWNeexWyr3/016JTGpl74AZ4VezmedzGRW5Oa549mPLi/pS9cYmxMMg1vURxcZCyXWg2M4nef96/LCiNSgo28k2k9B50h7OaXEvWc01iKsTsCHu4hz28RTX2HSfSRHkfvME6tlin7G3x4hT2n9vldQ9eYpDdBoiE+/cYOFuYZhEpOJZY8FXj1Gno4nZp0xXg6TNdi3XSWOuEXAmuTl7O7ac9k9ccLByH0zoo3O2h+VxKrd6rNKi4i+X84i/+Iu9+97v5wAc+wNve9jbe//738453vINPfOITnD9//tj0k8mExx57jG/6pm/ie7/3e+/FZr/icR/EfYZjgWaP12S3/K25UIPvmzg+uLT/HcBcRyXaBWDNooQLrbOkr2Xzc4EznukLze6X2bZoYwK+fk6dRB+eEgumwEIGlCUX2bGlOFZDcYaBqjuLAKK1ysJiAkMQhQkWXzsW52kYvOWm9CFMJwVb1o66ba3aAGNblr49WGDjXIfFM2FdKuy+waE75HfTDstatFQLh8lGvi+yZzrx+ykXWQefQhVY2bJwMqSIG/82EdOxHgD6ThmtwW97HuJ8xosanG1lzcL3uzUupGGNZyFrI/2LQEyZN+nlGkJ/UiVSZEhFRoNm49wicwcBdFYIU5Loggwv0Ig9bFU4X0hfp5f0C4RWyMEGohji0pzSRBAX+tBagbUKkiSkbgtkUYdeqwNsUjCfO6ramwNrJckSwXov4fx6zmaesJEp1HgXt3fN71eaI/ob9Prb/jhaKHXbxUK4eqFGVSYKqTU6z1Ab29hiHdPf4tbMA001G3Nr/BRvurLDxe2N4AG5Olql+BK7feb06O0nOUt92zJAWbhll25fe0bgcbuHf1MNsgocNYPgber/ul8fS4meDupOTLHGdaxIsZ60va/luFfq1LtZzj/8h/+Qb//2b+dbv/VbAfjABz7Af/pP/4mf/umf5vu+7/uOTf/lX/7lfPmXfznAyt8/F+I+iHsF4li9xIqLM6YwRXggiq63WqPEjJWw4UHuYn1RXAhNZwEpO+ygswsP9OidRrC0WO7GEBZ1sv1ILOYXbXuuuE/H1KYxIqPWLHdxnd4ol2Y7XQeQOdFJMy8vFnG8li4CRyFA6rZ2LKwypnBbBq9iMafogZO1Pm3YNKUPAMTX4LXMn6srRKjH82pj1/jSAejY39V2cyrR0qRGOIMUiTcXbpK1NODIKY3USeeItfVmsfbLBlZUiA7A7YBobyysmzRsVPg665p0vQBfWxbr4eoadBaWJZo+raWJPn0yKHY7rK+1uGqOSPAqX1OhZdakNRfauC0BEOHqhsHLsp73tQumy6oR3HifNtEb+rRzViDXNpGDDUw2YFZbJrUXsVgcpfGMqhPKW6CkKZjc25poby3i25U5pBQMc02WKC6t51wYZGzmCj3eRRxcpXrxKZ9uzvuojRlq7TyZ6lFqn1bVavEajtYrupejsxS9sY4bbmP72xyU8MJhyaz2vXbXMoVil8PxlEcvnydNOx01mvsggIQI8s7CzMGJIObUebg9UFsFzl4OT3Qa2JNCnEoiHlOKLpR+nMKgdb9eYNNWT3NbILdqffcwXu2GwD7DcW9QXFzO4eHhwvdZlpFl2bHpy7LkIx/5CN///d/fWYbka7/2a/nwhz98T7bp1Rj3Qdw9itvdXKeZ/y7+ZwREHYVpt0ZLBEVrAGCm81B0IbOqmuUuM1ytYnWZjevag0jukPa/o2nDg+ceDEQRtIQFrlyXrzNcrKOTQUnQMHguiAC6VgNChG4INE3pF6xTOl0UPJPXCiJcANJ1qDdLlVwURMS0tPWMF6ZC6bwRODhaWxOHCGIEjRC1/ztst5Q+laprgZUy9GmlBRKxBZa1oWZNdkAtDSsp8XV4Sghwte94UVdeINI0IZeN+jh+tFzeJ4OwFXY+8yICmfh0sQpgWzow7XtJ7DrRdF+wBkQNpvQpWAmuI9ZxQuJUguwNPVhMUkTRR61vY/M1bDpgPqt839TaoIBaB+/CUEcoksyfqyTFBnbSuhotvBfdZi9lvZdwcS3n8jAjr448gHvh04yfvwpAOuyROIu+OCEb9pnVvp6x3U5fdyiSFLKCdK1EpjlqfQfX3+awlrw0qfjkzTGj0Bd2rZeQa0VlR4xncx67uMPGxvrCvrfsmzz23alszwph0UlxO6C26q69naXQWeO0Z/8qgLcK2N0RqDsF3DaWSytr306xJInLPWN69X6cHlVVsb6+vvDdD//wD/M3/+bfPDbt7u4uxhguXLiw8P2FCxf4+Mc//pnczM9q3AdxdxHLYC3enKfS/KfMF1NnjeTc4e1FAOFCg/ro9C4kzimEdHgD0vahaIjdBQSyqUmLo1qsbbMLbJyTsmXwumne5u+QluWkAc81bJwnfUQreFgeAJui9wBUWFKZNosMg6SxzfMnKndjDZykVeouHHYpwQXz2fDg9h6+rbdcbGmlFYiy9t0QIhMnREhhJtQWZrWhCqk5vx2+dk/UJW4+w4VCdYpeOIGenZrXlknp2SApIVE69DT1QCfamUjAygShc1RIqRvrqPB2JnPh0Dr3DJVL/VFzNcJWJDonUdBLFdpYD+Iaxe5iFwWRF15IIFQDoJWSJPiariwySXWJq8rAxlU0PWKFonaxW4Zn8CKLpwSIeoaYezNde3jL1+ABQmmSfAslfVrU1oEBDP6EzSk3Na6c++JwKZG2IlEa4wRVEE+IGvJ8DbFxGdnfQJgamxaYbIDJ1ziYGXYnJQezilltybU/F84RxD4SREcgInwNai9RrOe+1cXFQcZmL+XCIOF8T+M++uscPfkJRs9d5/DZPVSm6e0MGFY1w9dPkLYGhO8EAgihqYsMmQ2Q6+fQgBusI4ohYuM8N+qUp/enfGJ3xP/86A3K0t/XWa4Zvanmsa0+D23k2Poa5w4PefCBK8huf98oEggAJnb6YEnwA6eDom6cBMKWX7ROnO5sqwFOft+TYjG1f1I9VHefjFvBz7sT0rKrxuaTdH2n1cHRgrg7ZeXulXfbq7o+TtzDmjggSRJu3ry58P0qFu7zOe6DuDuMz9TbVMNOuO54ExBKw8QFEAY4JwnUXMPedJe1EMv1M8s/i3aelcBoxQzt4HWb47FUZ+ZEm1KLoGq5/dZCOsJ6RW13l7r+cgsR0kxRTBF35PjDTbQmwSFt29SyRWWdVE1Dc0P7gGnUtNZgq3nL4HUKE63xLFxMwVpPqYUDEAQRVeknT0rPfjkLqMbCw8rWXDh2Z/DAODBW1oN7HRgrbVso7Fku5bstKO1FAyL0wRWiAe1S0ChiJUFY0iy/VQjHeV1gBxuj5eDtp6TwqlxbYedTbDlDAq4qvWpXEPrrugYrL5zvuE5Te6uRJBzPsEO188DW2/BIVD7wQNtanE5wScG8dlTO1y6aAG6EaJnJVvUcNqBzHBOp6aUSi0ZLyXYvYS1VJOUIs3+D2c1DJrsj5oclyQBMVTeA3UpN7WomZbzOa0qj0UkBSYbor3kPu/4Qm/aY1JaDWcX1gznT8Zxy5kGcM5a9ccV46I2DDbB7a4/x6IhHHnmEYrBGVItahFeBExjVEx7mpwh3T4zle+WkRdwp+xbB17GhacXyfFeZxSkbb8XOfbi8vHZZ4YWvM4gdqxvmFDB0G4FEl6W7z8odj3tdE7e2tnam6Xd2dlBKcf369YXvr1+/zsWLF+/NRr0K4zOXvP88irO/EbmlT+eXTjrTPyyX3tpioXTzb1SuLq7BdpfnOoPLCYNM3PaFWqrmx87qO6DoJAAnOw/NpgcqdKr1O2+4nf1t6qRucxgFiwPzyvo7ESWrsnnoAY3HVwQeIs7vXNPSys8vW0GE9WpY16kdi5YvsSauYaw681vnQvG/DdYmnYhp2Grezm9Nk7Z0+M4SVd3pDrFU6C5CY3tha1TgExb0Ac5vByptBA0N8xRCi2BpIn1T+piKPWYlAw2wdW4RwMV5pcD3aZ1P/X6Vc8/mVfMGxLX+fn7/rF16kFnbiDyaB6Pz4pAqCEtK6wULJimw2RCX9XBJDysTKtcqj5Xwvm1++yRaEIQW4ZwFT0B/DL16tp9qBqnyViZa0NMSMR9RHR5RHU0oRxUmdGWQSiK1xumceVDDjirjP6VhXluczkDnCJ0FFjTFqYQyiC7mtaGuLHVlscZhjG2EMEBjEzObjPjExz/G9ZdeatKnJtQhmqi+dZz4sWf4dKfvjk6r5jc2Auqzf+I12f3EWDUaLk/jr4XjrOAqwLm4HNd82uUcv7xdfMHpRjd9fUK8HGuTe8GivZaB4N1EmqZ86Zd+Kb/6q7/afGet5Vd/9Vf5yq/8ys/iln1m4z4T91mMhl7vAjgIheIA3szXM0s2jFK+oFzg/ANPeTNTZ1loa7Rwf4c0TFs/07axamr5OuxbBDjH078q/Hu83iR+5YFcMC6OooGuypGYSnWNXQiIkGJ1qwfO6DkW67pXiRnApw2VxBmCwi+oeYNfmZ/HpxyjIW6EvUJInMS3jpIKKzWlnTY9RhsfNilIpGg7Q5jK71snDTs3/kE9q32KM4ILKUDUlU/BTse4oLIUeR3Am/eim9UWKRxaaebStt0WsN72A58eFCohUQOqYHsSl2Gc8wyVTpFFP6Ruw8ELrcF6qU+P1saRa38NaRVSROBRoUoQSQbBg9Aa15zfTIqmtVWmJWIyxU6OsJORB3Kd9mJ1cFSZ1SakHRVFQoed9NdyFEYQ1l8Zx9w4DgJbpYMBsFKCXCUkyi/Ep+Q9q7iWa6SEwjrWMs1mkVBoiSwPkeUUO53gZuNQq6cRZUpRDLA4tNAoKfz0pkRUvr+q0Ip8LSUpQir14QvkDz/KfLDDS6OaZ/anPH1zjJSC7V7KlbWMnpXkOsUpDfWcWAOZaUE/0+wMMgYbOVVpUFpS9FPeeGHAwxsFF/oJ+ug6cjbyLwtC8eJThqPDIy4/+npsqGs0zq188WnuxYXvjt8wJzF4ZzfpOD3i+rvrOYlRg5hX6GzHMuvWvHCKY9MsTNdZxjI7127b0hgmVo9rtzVe5hQWbtV89zi9+moTOggW+yO/nLib5bz73e/mXe96F1/2ZV/GV3zFV/D+97+f8XjcqFX/4l/8i1y5coX3ve99gBdDPPHEE83fL7zwAr/zO7/DYDDg9a9//T3Zj890vOqYuPe97318+Zd/OcPhkPPnz/POd76TT3ziE7ed75d+6Zd405veRJ7nvOUtb+E//+f/vPC7c44f+qEf4tKlSxRFwdd+7dfyyU9+8q628Xa1b7eftmUbTlyHa+dvKj9WDChxMPIkUfjfwioDe0b7afOlojtVU+/Vqk2777aifWM9mVD02xTnDa+9DdO1Yp9to5Q86UAszvNyB4gFJeZSiJBGRShwcds688p4nDzoaCw4nCUa+SK9GrI2rmmH5RceQJyrm5qzxkg37qoLJrrGhtqzJd1wZJGqeUhfmsUOHuHBXlufAo6MIjppjqXANfVpqfKqSiUjqG0ZVyG8ohWlm9rC7jFUSpIqGVqRdXz6nGkf2sEeJaqD4zGpA5uzHIuKZNUofCMDN6tta7gcD6v1AoZUCXIlGaSKtVSzlmkGiSYNbBzWCyaoPUPYPf5KBHf47kUhJU6nJIM++daQfHtI/+I6/cs75Jcuoc8/wOHMcnNSsTetuDWuGM1qRpVZME7GWtxsCpX/9BPJTpFwYT3n/HbB9k6Pi+d6vO78gAc3Cs71Eta0RRzewO7fwOzdwI72EfWco4M9Pv6xj7G3tx+OofchjJ8m/R/xMO3nRIZsxad7PZ71syruFAyuuifvROi4agw5YYg6Ltg4gaFb3MB7/7h8NQGwexWxd/DL/dyNyvXP/tk/yz/4B/+AH/qhH+JLvuRL+J3f+R1++Zd/uRE7PPvss1y9erWZ/sUXX+Stb30rb33rW7l69Sr/4B/8A9761rfyl/7SX7pnx+MzHa86Ju5DH/oQ3/Ed38GXf/mXU9c1P/ADP8Af+2N/jCeeeIJ+v79ynt/4jd/gz/25P8f73vc+vv7rv56f//mf553vfCe//du/zZvf/GYA/t7f+3v8xE/8BD/7sz/Lo48+ynve8x7e8Y538MQTT5Dn+Su5i8eiqzLtxsI3Qoa3crlIs4mYZuzCrRUD4oINgfAF7h0WcGF5J43MkTEMQoy4jlXAKtYgueg7Zo5vk21YlPB2HratXZ+hec+4rU1CRGfymBhPCNEILha3dwmhhWm7dXsxYopOReVJNNPtFjALb6Jc28oX1FsHMja098IPV1cBiJVevdigkaj+9C2ttIrqVkXTRSFampQgU99NQSQtaK+NF7NY5w11kUmrao2mzbZGa4EWhP6vZvG8COGVrCr40indMrnhbEi8KCQykyqkl53xoFYI39NXJBlOaYzzpsllo2y1y6WSCwycC6ri2lqMoxENWAS1ts1mCme8oEJqUpWAVvQS2bCfmfJANVH442Y6foDGq3BjujceA+N8+rbWiiTtITfP0TM1usiQWpPubKHPP4AdnOOw9EKKG4dzDqcl1iWsm872Wb99dnrkjY+VZrB2iW2TMKstj18YUhlHL1Vs91OuDFO2Uoc6uEp943nPGAqF7A1QG+dxzlKbmk986km2ds5x8dLlhfvFBXZZhmPVFD2I2wOqe40lluHOMhO4/HxeHhvukUtFE8ssH5xcO3dq3dwZlK2nb8hijVxc9sth5F5tbNxnO77zO7+T7/zO71z523//7/994b8feeSRe+KU8NmMVx2I++Vf/uWF//7X//pfc/78eT7ykY/wh/7QH1o5z4//+I/zdV/3dfy1v/bXAPiRH/kRfuVXfoV/8k/+CR/4wAdwzvH+97+fH/zBH+Qbv/EbAfi5n/s5Lly4wAc/+EG++Zu/+TO7UyeGV3a6wJ5J2pRqZxLP8izd+zElCgHEyZiCpa1J676HytaWIHrMdd9Gm/ZItu2T2YxoAfR1VbTdQmFfiByXQ1tbFQvkrQ0712FaaN+crV0GrGJREHHKTXYaE9Cu6bgYovtQEVrjatma4grZbE8s/vf9MT1oEZFBsy2AE2kamtLT1sOFDdPCAzglBG42xZVTqOZeGRz21wnF3LjGHiN1kl7ij3lTyzWfYacTv71pCmnViFKq2jGpDRbZWI8USrc7bWpEXUI1R+qcRAmMA2lbS2frCCnYHjjv9+a7PCQNG6yVINUeEMc0rArnVijpTYm1L+SXg3Vs2mdSWQ7nNYfzOnS+6IBkZz07aTpmy0I07NIseL7FNC541i21FXJ2iJwe+MUoTZ72OdffYVqHVmBApgSJcL4LRe0FJM7ZVgQSBBu1c1QGJlXNXPtzMUzXGT76JeSXHiObjbwtSbGO7e9waDWffP6Ap29OeH5vwqyyFJlGK0mhJamtENNDzK3rlC88jVASuXeDPCm4ODjH+rkel4beCy5RgkGiGOw/jb3xDPNrz3L45AsgJUk/p3dhC/XAG3AqZVI5rh6VPHf4PJ+6eosvfMPr6fXyZvzQsgVzEbYsplVfPmBbhTdOS90eM+Y+4bfFdZwN1NwJ2FuVZoWlcVAs2pbEzbinYO41DuQ+m+nUz8d41YG45Tg48IP01tbWidN8+MMf5t3vfvfCd+94xzv44Ac/CMBTTz3FtWvX+Nqv/drm9/X1dd72trfx4Q9/eCWIm8/nzOfz5r+XDQfvJG57gwUmoBkfjv0uGmDhXc/EwiDQmKh2GIUFAEes2wgsk3MrB7SGgXOuMzgtMn/x50AyhS9X7XT7kPYPzdWpiIXl3EHY5Vfm1VMhQvP37oCwajYRjXFpB+xoUKsAESh+f6KWalxUTMN6JWwUQxDmiy3FhLMLjJDICg/gQhq2NHUjhlDY9uESgI6t5rjaX5Ou9ulUCClU5+crg7WGMf6hIGIdpKkRyuCcCSnEBCUcNYQ6TJ+eQyaNIEIA0V8NIUNdofeUi6BYxvR7mEYkKb7NV+6L+XVKNffbZYxtFKoQrtHIii09OaPApzbdB6z33EsViNkEMR9hj255AJkVCGuR2YBMZwiz1A5OiNBuLqSJ4/kWMogEPOM3Kg2z2lGnns7tDbZxSYbIB/5FJhswFwmjqmZcGcZzg7GQKN+xwdcICkQ1gekhJvROFUqSGEsyuoVUmqK3jQu2JrkSqPIIe+MZqmvPMnruBtPdA1SWIKTE1ganEqxMmM5rdqcV89ogxiXz+Ud57JGHuHj+PG5Fl5W4/wvk/R0CuZNus5OA22ks27HfTrmH7zUbd5aIvXJjdF9W4R6CudcokBPcO3Xqq67W61Uar2oQZ63le77ne/iqr/qqJi26Kq5du7bS4O/atWvN7/G7k6ZZjve97338rb/1t+5oe1/uTRjfpuPfx35E+jqsjlJ0YRJaRi2qV7sR06eRTVtYdESRAcBFXzZH+F548BgBXGTSZFzxquiu/1j+rPPTMgo8ZSCyrrUjOcmWxBmLSDrrD9sX2z51ZgJkq2b1Uy2szz/nu4pWmmPj0VkQACiNXWpKH9fZbYXlYhqWCBxVm4Y1VVMzlsnIonT7woY0rJDNMlzA6nVg/6TwNXmNQpVQD1XXCFX63qi2QorUM6+ihfvGuaY1l0gzb/fRyU1Hhjd2u1gwWxYCkaQ+jZpmbUcEnVFPLaW1zKPAQ8ZaTgeubtOcoYYM4vXllb3OOlCiUZxqWzcN5s3BLljr22lZi+xtoMO5KE24VqNJcFYg5lN/feskdLEQjYlxaRyj0iCF9Slf5+ilKYNsDZkUAFRSM5lbKuP7yCrpTYITJVkvfC1epgViMsFOjnDjQ6rxDBE6iKSjg2CRklD0t3zKdT5FTvaobt1gemOP+d4R5bgisY50GPwhdca0dkwqy+54ziiIPRRQPvk046MjHn74YbRMfN3jbcahhZShO/7dcqx6oJ4E3E4CbasA21mA2u0mudew5axp1pcNmD4DQO6zHuI+E/dKx6saxH3Hd3wHH/3oR/m1X/u1V3zd3//937/A7h0eHvLggw++zKX6B9eimsmnVBUCKxzRoL57+fpic4K5pG6W1a1pa9OnFrHQQooW8DlvCFybxfq5roOFcKHnZhhgBHTWGbc4DPyikxLtWEjcaZzYqgsW7T9C2EDgWNGygu0MAQRY4wdZa5HINs0bgKhzri3iV7pR3nbDM06iMdH1WLezrbIFcE76OrKuZYoQviYr115R2TaGrzxTp72rv1MplaNpF1XWhlz7dUsJVCV2OsFOxzCf+u0OtiaV9QrOSW0Yz2tqo0iVoJcEFYY1uHKOm419OzaVYpMSmfbDsfSCA4lEC4dNCq/MtDbsV1D5BkYz0YLUBoAZDoVvMO+7J0iAJIPeOi7tUQnFpKwag+BEB+sPLZDVFFHNvVJ3PvUMXsdeJAoihIzHUZBpgZzsIQ5for7xPPMXX/DK4V6Oq+eozYtg+xgU09qrkisnWO9tYqVCCoWbjfyGqxRk0thszGrD/qzCWkeqFaPSUCSKubYUWvkuEnXLHp/rpyRKsFOmDPOEnV7ClbWcdHaAGN2kPrhJNZpiywqZJp2XE1+fKOoSYStENUWUE+rxmGo8w5QVKvGp1HR9gN46R93fZu+o8kbB10aM5zVKQpYof3x2b1HNprz+dY8wHAyb89N9MTwxTmHHzpoKjfOcPv3q+/wsz+qz4qWz9mm9k2XF7T6VlTuDivWs8XKA3KuBjbsfr2y8akHcd37nd/If/+N/5H/8j//BAw88cOq0Fy9ePNXgL/57/fp1Ll26tDDNl3zJl6xc5kn92e42znJzdXtLts774JGdW0iJRvpkefqmh+UKx3BLcK/vbhcdQNdt8+U8IIyu9s0yTtmFYwNod2Bb6c7bSfcQHjbdZVgLqgVX8aEe9+XEd3RnFkCsWDGdi/8XB2K1KP2PrGZXlLDAGsho/RLTckusqBAovBmvENFI1zagVMRUp06I/Uwb5abzDIskpGGNrxlr0rBh/QssUu37f6pOupJ4PGMv1Gp+7Nj4fqgW43x3A5QGGWrpnGiug8juCNyxh7Fz4KRCKu1Tj2nm3wxUQm0Wgb1XkkpfRxdYQRuUoqIzHDlaM1ugSeNqIcDMcbMJbjqmGk+R2ndhkNZfr07pYNXi9di1Ewx6BcpUWFMhXfDq69o9iHg8/PGvraW20nuixdoyCYkAh8Ai2CoSUikpc0svUWwVCX0tEdUUN581QFvlGSpLSAa9pk7QZT1skiOt9kA7KdC9gnTY8yAurUjXB2SbQ9TaFkeVYxx86Mbzmnll6GWKRHmrl0GmSTHceOYpzPnznLtwqQFwZ60v88c5HI8V38HZAN5ppQsrx8CzYI7b7IPrXCfL8XKB3VlSrMfaep0VyK1g4z7XQ92jPPi9Ws5rPV51V49zju/8zu/k3//7f89//a//lUcfffS283zlV37lgsEfwK/8yq80Bn+PPvooFy9eXJjm8PCQ//2///dnwQTwhAszpDSbGqPw3+3g4L9wiAa8dZul+2hr2qKhSAvIOlO1kx2PO3yLXHWfLahMhWzqsk6a9xi+i0xgjFATeGw9bqnTw3LKtrOcuI6m8XtzWCXLZrrQAW4NgFt+GrVpWNFRcLqgto11dJK2RViz0ggYGxZPNexiu/gOcOwqU7snTSqMC62wrG1892xYlbCmaSrv6qpjaRLBujfe7RoTe8GMPM4sOC8uUAJ0p8awuY5k6BeqdbNPTqhFgYgSJFo25sIibldZLvSuRcjG987a9gGqY1o7mCXbcoatDDaoVz0zmlI5way2HM5qDmY1k8oyrRwu7YH2tXptOzoXgLpnXhMlG8sRhT/vCm/BkjhDiqGXSAaJ4lw/4fJaxsVByvl+ylqmKBLpBSSmBqGQWpEMC/KddfTWOdxwG9fbpEx6jErL2ChMsYHtbSA3zlOc26B3boN8e51iZx29sY0cbjCrLaO5B3DWOaQU5IlmM08438tYSyWbuWJgjpjdeI4bz3yKaj4ndq243UeFj8D/K0VrFSFEx/qhM60Sov10rSFwzac1pvaf5p6MhuW2Pvbdqo8IzPryp7lfxOJn4V5uShruHhTcDgjeazuSl8OmfTbTsYLbX2tn/dzPpp4tXnVM3Hd8x3fw8z//8/yH//AfGA6HTc3a+vo6ReHrUpYN+777u7+bP/yH/zA/9mM/xp/4E3+CX/iFX+C3fuu3+Of//J8D/u3xe77ne/jbf/tv8/jjjzcWI5cvX+ad73znPd3+s1Hhnllr/176idU3cVeUcKy0a2HCFryIjtJyYRKvib3Ndp4cQiy9fa9a1kI19elNuL1mQNwWREZfuZPCGbto/dGdd2m2Y7V44dvuvFKKYzlihwg1TioAuOP7JqRAOedbWokI4jrsoE58D0/hhQMm2K1EkBaZJyW7NXEtkxeBlrFeWVlb19qaEA5906Gg8rV0OvFAzu+EZ5yMT6eWwlJo2XoBhhpA4WpvE2ON1zgI38g+Kootsf5OezuTeDwiw4lXTEq8WXKqJKlUnlGzFdRVMEyuPAvYHuTgdbbouN/UFtZVy2pKiUwUQmfYpGBWO6aV49bMM2Gz2rKWKlKtSJMM6hmiCuUJriaRIjBantXSwrciy7QiUZA1adwjDyikotA5LsuYK0uVShR+mlyLtuZRaXSvQA/6iME6ausidnCeCQmjmWFaOZSAuZGs5evkFx5AKEmRZL51WW+I2jyHLdaZG8ukNlTGkihBL1Vs9hIuDDK2CsVmYpGH1+HWVaTW1EcbPDebcf7SFba2t1dc52204gex+N/N76uZtYUxqst8L997t7mnV3pmrgBBq+7WZcFUk+LsbOfCe0/nhztl6D5jjNwJbNz9tOr9OEu86kDcT/3UTwHw9re/feH7n/mZn+FbvuVbAG/YJzv0zR/8g3+Qn//5n+cHf/AH+YEf+AEef/xxPvjBDy6IIf76X//rjMdj/vJf/svs7+/z1V/91fzyL//yZ9EjbvHmXLzh3MLAFtOohDqh5TowJcEKhw6sW8PAnbCudi2OpggvrEfEgadhluIrUTvAd53UvQGuC1YjcTQjGM2GRvR17dOVsS8pMX0qGsUjSw+H1cCzjdv1bnTGIiMj2T5XQ/rQtXYp3bRok4r28ykpGvZHNrvmfCpVa28rUhLAWNwvb6Cb1p6tSlVkM8I5DkIIINTD+Xq66L4ihGhSZHmoH3P1PHSHiEXuGpEXWJ1R1t6WZFbbphm6hJB2DLV0szGunPruAbGLQkjBxjo8gF7H3yYCJaxBIrFqTqKHjVFwbV2nbo2Qhu2wms4hnEFr6CWaMvOA1rNVgkx5xsq36irbjh6h7ZkXGtgmxRx70NpwbQmdoNKUZJCjewVqfRu1c5EDUl4a1zx7OOXJl3wXhfVCs9VLSJQg0TlCjvw6qxKJJetVDNME52BWO6yN26rZzjW5nSH2b8Lu834+KZFpwWDzAoO0j00KnM68b10ZavsG6yid+s4Qa1vemqS3xTNjePFoxEvjkt1RSZ5IdvopFwYZX7DzONnaRZKLezA9RKQ5Nl/D9rc52q+paouSgkvrBZv9lCvrOW/cycn2nqV+5gmOnnySm7/3DADpMOf8V38Ze498AeaRP8DOo1+AUl2RSns/e/akBT/NWBTFUfFe644p3fFqCajczsj8pFisFTbHgI0QS8vtgKS2n2nnt/gnx9kp546z62cBdct2JHFZK+vkuttxl8fkc1HocDtRzSu9nNd6vOpA3FmM95YN+wC+6Zu+iW/6pm86cR4hBO9973t573vf+3I2r4nP3JtOd3CMA8HiFF0vuZilc8vXe6eIWjRpPrnAPh3v7hB/iEAugJsTVGUt9lo8Di3AisIBybEUXZxCdpmAl5dGiNH1ATtxGk5IJxN/cB0mwv/rRQthQ6Xyrb3U8oOGppeptDQKzuYQBqDsgqFutBdxtd8Yhb+2tGhTV1jTphrxDI9QOtTShc4QYWeEFA37J0yFq8tFkBSia0sSQW1j/REEIa6ce+Wn0mCrpj5QdNgxX2O5/MAyQYlboVK/H6nysD2yi016eYEmaesLXah/jPvmmcZguxJSt6SpZ7p6BbI3hKzPpLbszyr2ZxW3JmVI90FpbHtdOhdakYXNribk+QallqylmtpZ0uD3lgmDmB0ipodUt65DOQclEWmBTlMPcp3FdtXROkU4hwydMmy+gS3WGVnFi0djnjuY8cKtKbujOf1MM5rV1MZxaZiymQ9JhUCEDiAu7VELhXUVQgoyLdnsp2z3fQo3ndzCXn+G6dNPcfNjz3Ltd27grCMdpqTrH2ejnHNQzTmsJZcffJh+v9+kWCGkT+Vin2PRLWfoALqF63wB0N0Z89YuZOneWfp54fZcqs31Qq0W+B976V2yAVpuPN/JpjcRQdnd1NC9bFbulNq4zzUgd+/UqfdkMa/5eNWBuM+XWNmnr/l7sY7Nq1LVYhYWGoVou0wvjbhdCP9qunq7YpI1snBhuU6IJlXXALj4UHdmBc67fVHDqlTlZyKa51OooVuoiWsmCqnKjiHxseWE/4teY805lO3btgjspJbCexx30y/Nj9oriOUisJUID8IsAYgFdWpHbSyUZzd9GlY3diINCycEWoQ0rPHecrF/bVtzpho/u9K41pIEz6oSGsM37am0RmRmQb8RVa2J8qfQhfSrB5wOlEGYGmnrwCz67hCpkp30cqR0vVWLULrxcvMqatdsp9V+nca5YIFSeCDVqxG9IaI3xCU9ZrXjsKzZG1eMZhWJkkxK1fHccwhTYctZy9ZWU2TSI1MJRSIwzpsYZ0ogyjFyNsIc3qLeu4UtPZhSxQS1toVMMpxOaVuvJQid44TGOc+c2nzIXCSMS8PupOLa/oyrB1NGo5JDLZlVNVpJjmaWVEp0OkDVZWAlvXpWS0kqJb1UowRs5QnDTCEn+5S7LzJ6/gaHzx3y6cM5FsdgVrP+5HVUmrCWFcjth3n6yZKdCxe5cOFiAHLhBcOaRVFTuAcWvlu6V47fHHdxI59W1L8MzJZ+W0BNxwDbIju3CPbuHZi7nRXJyxI83IP4XAJ+9+Pu4z6Iu8s4a6/Uk2rbFr9YccMvzSfwjcPBPwA7HqhYF9IIAVk5J9rC7YV2W0S9RPM3sPgG3K2hi/1AQyoX2gEqeoWJ4O0lkG3K0bX2Hb6FU0gDykXA4pdzykAj5YJq9G4iAtFVQ6eLx6z5IgAQV/v+trTKn8h+mqb4Xyykh2MdopK+nZWWDrRt9tOvSyKSDKFLz1alWRAASMCn8HItcdaRa0kivV7TRcAnJVKmPs2WZCGdOscEli2TPgWbaUGmBK70tiRuNkWEtLFIUqzSTSp1XhtMYL2k9OydqKbY8RF2dOBZTamQea9hfa3zXSnAkFqNiRejNb4vbFWGdlYCoVMyNQi9UtUirlca0twbBFvrj02S4qT2aW/nMKHzRWkss9iJQefI/tCniJMUOdhADLcwxToHezVH85qDScWssiTKixV6iabQAjk9hPE+5tYNcBabFaQbO6BS8t4WmfIAMhH+XIjRIfboFmbvJWY39zHzOogVapK6CtdBQqUzKuOPT1psoCHY9ThKoRmXfvvH85pJWTMrDdW8xlrFwaRmb1xyWNYMMklpFXlISwtn0FLQTyU7/YRcS1It2cg1G5nGvniD2c09Jrsjpjen7NcG66CyML05Zb5/SL1/k2w+QuqcG9eucnR4xOsfe5Q8Tfxxr+ct++Zsm7bnNqnROwUkXbay+dsuvASdyEZ1V7vwy/L0HcZ66ZfufN1aOicWMxLNu8UdgLnPNJC7WzbulQZyQhxLTtx13Gfizhb3Qdw9jDu+YZbGBn/DLzFqzhLTkkDjth6B2LFYAd5cZ0Jf/9J6XcEKUUKcN9TCOY73EvUMnGsGf8lScb9j9YDcSXWuWr+LFiqrCn2767+LGzzWVB0blDvWHw0T15kmslTOdU/ZsoIz1NKJNkV8/LiKRsHpap/ib9LiIYUqhc+haiHDqexsqw63q0pC7Vm7fBWK8VPl6+iUBFeWPi3qnBdiqMQDJ5VQl8GWxHgfNgig3HplpSt9rZpzNhjxukbIEMUQ3jw5nOqw/74v7ByERKa+1ZfMokKwPZ61pTEVFknmwYROmrZnq4oibViZU4HxivMlqU9PS4l1Nca1JrxZouhlyvdRlXiAOjnCTCfhuMmFjhHxOj/psS2kQCYKnaWI3NfD2WzAuHRUgS01SDIpSKRG+L56TY/ZtUyzXiRMyhpTG6SUrPc0w1yTa38NJFIg6grwrJgUikIl2ITmPCkZzr5O0UVOOsjINnLOHZYY51hPFL1zPbKNNdT6JiQFVqfeeuXwiN974gkee/ghttb6rULU1B0wdw9LRRpE04K0BbbM2oUXvOVpT43l6RYQVEcEtLzO27Bzd8rM3TGQ627faypengq4G/fNfs8W90HcPYqX/cazlBo9NpI4T7c1dWynjbGB2TlR9SQI/lGd75aLOmjTqMfadEU6ryMCWN6VJk7wh1sVZ3lutHYfftBcpYoV4g4YvFUr7QK4+K/rqCRXbafzx1vRtTPo1I1FJk5K3AqGMVpw6NrvT0ynNvsUDYll6NMqdADXcZ9F25BeBs42essZC6lfpxNeSBF7u9bOoW0HZJkKUc+84GA+BSV9z1FrGhaudt7ShBpq3aamhbPez64sfb2g8Yyj6tReGuswMnaHSL1KNyv8tao0IJvUrBSiAZjN+XB4ACtlAMRJW0cXrE8yKckTySBP2CgSNnLPYMlq4j3cpmPMrPRp0bQmthZzCIwNQK7ZxsR3okhSdJHhUovKUvSgjxxsYPI1SpUxmtVNv1YHoD0IT8LHKUE/kZwb+P663spEkGjFWq45t5YxTDVFIpH1DFGO/UWjNNI58nzbq4/xog/w2ycHayRbOwyu7FPPKh4NnRzSfsLG6y4yfOQy+sJDmGKDSWWZ176kQArDp596msP1AQ9f3EJ1wJuwNavCnQVUdaMBK0upz5dtv2EXt2UVkIvri793tmdh/gVg2YK5VWnW28UdAbm4PXcA5D4XauME906QcB/EnS3ug7i7iOWb8aQb66SUa/dm7DJc0omGjVtcgWfjhDVIlUB4yMSHquwMFCA7Y0NgtDrbJxE44RpRQtvpoaOIDQ9Ehwzg5fi42LJwHrzE+jigsYZo6qRiWOsLvum2bgrHwNEoP5uHtFALg3N3ntO6PDSHLWzsaq3rIohtTHBjdX+n4LBRRlr/4PT71nloWN/bVFiDN8ON4gbRGCzXlsAepYgk81sUU2aBbUlDOtXGZQj/wIlslchqD1DTHKe0N+cFlJJo6yhSxSBVQfk594IGFxrTpxki7+PSHKtTJtWEeVCmDjNNqnz61jNVI+xkhJlOUGnqj41UVAbmxnE49ynLTCtyLaldK2hwVYmdHvk6PJ0iskHzPlIay6Qy9KxCIljLhmBKpKk9GA0WI8I5tGgVupWRnmFULZvXAOJ4/I1n/dZzzaSfIqTgXG1YTzWX1jI2tEHuv4TZfRGzd4N6OkcXGSiNTXs+FTs3vDTxrc9yLShTzaC3hbQGZS15SDPKvIfaPE+18yh7c8fNg5Kn9ia+RlBLXr/V86yqFshqghzfQglBoTIGF3c4mheMLg65PvJ9cHOtWM81l4cJenwTOb5J/eJTOGd9q7D+Or1LBSrrIbHszwzT0oEz9HYeR/d32HrkTax/6XUeeOlFUBJZDJGPvgU7OMe+VTyzO2NSGaxz5FpxZS0FFLf29pjeeIbHHrxEP8+Oey2GGkV/vyyxzyeAsVUAaTlD0EwjVyzvNutYCSZXgcOTwBynpGeXmLkumDuLPcmqLg+3BXJ3EJ8LQO5+vLJxH8R9BuNOFawW1wK5Y0ycBaEaEOQC0ouMWkv8xMFS0PiXNdRZ+M/wb9tntQPIlvdhxXZGaBQBXHf7G9UinJhOXYW/FpSfQh5Xfob1xMHxWAeF8KVQEudOHhgjEFxc+clihlVx7Jh0rEkWFhutMQj9Bzp1dKKx4gjsB6GxvHRNiy8g2L4IWlNhFdi0UB8Z9knLyMIFZWpXhSx8azGfqtRemRrMgaE1d5USRBnEEHWFqw2kBDDtjYWr2qdh58ahhaW0LogqbOgoEUyJje4IKvzDrawts9qbBmc6KnTT8IlDkU8hqiR6yvmaNt1NNwfWyNmQ6q1rD+JMSaZ6rGWK2jh6iWIt0wxT7ZmtUCNoygDGtPIsYNqntIJpaLtVW0cawEXZz8nSHrK/gRoe+fOQ92GwxVENB3PDtdGcqwczAIpMUxoLKG/4PJ/g9q75lK1OybAk+TqDNCNTAuN8V49cS/RkDznZx+zdwB7cxFmDywukscjtKTrte3sXFwyaLSRKMEg3KLIBsr9Dcv5hf20kBYfJOodTw0uTGc/sT5nV1nd3SBQX+glO+6u5HB/x+0/scfnCOS6e2z4GtBpM1lWtn3RvrAJgHQC38Ls8BRQureNEFvBMKdcOkmq+W0ztnsTMnZZiPauK9bZA7jUW99Opr2zcB3Gvkoi8j8V1Wm55rmxR7u9HBOUE5hhlFyZbUqnGtGgXfXSZrNUArmWRlhm/28VKE91owOuC2/qqG7SZbZE9jNsWv2qap58WJ9iZLBMNC6tfkdrotvk6tl8RTJjF8yOW518AqJ1z29TftUymlssPB+HThkr7Fl2RWRWiLcAO82kZe8SKtjhdeCsUkaReSKE0tfE+cQYPNJtUbJwvfFxHEeukojKOWRBDlLUvuK+j668gmAt7UOVU3QBbh29lVVrXeNKlSlCjkSrxtXFa+xo+58BWaAmJhFxLZrUk1d5/T0pawGyt9yBsepDOydIBg9QLIyy+Bq2XSETp06iunOLqGpkoVB7q2tI+48pyMK/Zm1ZUxvdKldL7xqVpH1fPkYN1fxHlQ2w+ZFQadiclu5OS60dzlBBsujatJuo5Yj6iuvE8hN6wui7RGzvIYpPt/jbGEtKuDnHkRRT2cI/ycIQ1Bl3WaJUg6xnSVEipKI1jVNYNOzzNXTAqXidJN7AO5sby3N6MG+OSl0Zznt+booRgGFK3JgAL4QzMjjDzGc8d7LJ/bY3XPf44SZaxYBR+m7KI24G3Zppl5u0E4LYStL3MNOyxOKlGb6le7iQgd1osp1Y/n+JeCRvu1XJe63EfxH2WwhvaNpxW868Ifzgh/QB7bD4LdNKuyy+YohVHdOZamKbbl/WYIrZb03G7nVgxop1qwmtNA3SWAaEL8574xh1FAwikFEi3VA+3KhUTf1pZNxeXewKqEy2XdRrwa+IENi+KKWj2LTzI4uShplAFJkzSrcNrU+RR5SukWjhHWnlBQ+2CMbFcOtud2jGhE6zSTYuv6C2nG2854Ts01KGfqXXN/DF9Owts2ry2JMq2Zr8EUBWEECLJcNZ4bOdozHvblJ6kMpCqpEP12KY1WBK2KdeKVJtWsIFn4qIPHabC1drX76U9MiWotMDlGudoujCI8TzYrfijq/MMUQyQ/SEzmTCpam5Nam4czrHOp6a1EsyMpZdoEp0h84F/IUoLXNpnfGjZm1bcPCrZG5ckyjOMUnhxgqymuKNbzK5epRrNcNYyqEr0+BB17jKJ0mjtzcaFKWE+xo6PcDPfE9b5k4TOx4i6QtgaiaKsLdPSMLdeYZzPKnpa0Uu9D19Z++4OT96ccONwzu5oxsGkJksklUkZ5DrULgHVHDcZYceHOFNzMDrgo/OSRx5+iM2tTQ/kXBQfdO+PpbRo57tTwdvyfXrack6K08DRsXTlbYDUErO4ipU7Ccjdjo3rArl7ycbdT6nej27cB3H3IF7uTdXllUJiyj+smrs+/mjBCRAO4W43iITBI9bedaaLaVRf19ZpiB5Stt1wbjUwW7YecOFBLem0BROiqTNzde2L0AlmosKzRnHZvu7ONcX7i/Ydoe6O1WnUyH/JIBogLqMTkaFqmCqOj+8n9XhdFcJZn+4ylsaaJOyb/8tbZNjwd7QmcZ19csbX0TlbI7U3XfUmwZ5Hbfq86hSRpgsMQdx+LXy9GHh2S4m2bkxoX4OH8ClAp1KcyqhMyyomSpBKSa4ViRRtj9UYWeHThzpnVjtGleFwXjOa1WRaNinZWA/nqhJbG5RrWlBQGcek9PMdTCuqVAUWzwWLFYGwFjcbezWm0mTC+Hq71DGwqgFGSgpEHfq/OtcoaIVOkFlBIQ0uUSjhO1hkWpJrgbCVvxZ1gu7liGKA3r4IW5e4NTW8cDTnuYMpz94aA7BepGSJT8saC0m025EKVIqVCYezMfuzmluTkvGsJk+9/16R+K4Ucv8W5fVnufXEM8z2Z1gL5dGEwQNj8nJGUqzh0tozkY0li14AFc5YrKl9D1xbI2TegOn9WcVkbkInCkmm/Xzz2jKa1Ty1O+ZoXFLO/blwvQT6oKORMTVyekC1+wJmNMLVBqH9/f+p2ZTzly/x4MOPIJJOfWpMiS7V2t4WsHV/PwHsdeM0EcWptieCk1/MToozqFijJclJdXKn1cidqbPDHcarFcgJ7l0a9OW0hfx8ivsg7hWNeMO2TJh0x+07mqljWnSpFqUx/2WpwH9pgDi22lM37S7k7jFFK2Tj+G9lm4JdWLYznpkJKdXuEL1QRxeWtzywt4KIUBMXdjGmfP2Xqwf+UFJ22iRtnEFNG4btsG+n19OtNBZufuykmFfMEwG0EwKp9CJDEJjJbm/WY4NnSMO68LdbYvGECKxmm6H1jGJMo0pfSye09t5ylaU0liqwWcZ1QLUxTTrVWbfQRsvgKENniHnlQUf3xUC4YE1S+kJ/N5+CqdEiC6DUW66cFrG/K9aihAd9zrXkkRO6UZniCmRvgOgNcElBab1/22hWN95yzSEMat9Yc+dc4q04sGjlW6RFexfvSSfQAqSpfLu06YhyXFFNPTB2tQnnTuJ06lk9mfhUfj5EDkpcNScdHmCqGpVoZJIu7KsU/tzI5vx17ovwtw7borQicQ4pJcMiYb1I2Mg1mfYiFlFOcLMptvTnTWnlWd80Z3dccvTUCzz20BWKXj8cxw6AO0mk0EwjT5xnYb47TJMe68jQCbHErPkZzji2nUHF+moCT6+mbWlCcFvy88yLepXt2qs17oO4z0qsyIMuT7FMua9KE8abeDmD0L25HU2f0NXbweIgt5RS9SnM42zccro3MojWiWOgpfVgWy0AgBa4rAK0kd06NYRs1Z6dh3C3wL/b9/XYfELRALOzjh5xPzr5Vq/qNQ2L1njMhf8TsSA/AA6xJA6JYZ3DRIAat7Fb1BfsTDwbJ7Ad8GnjPNGCA4idEHwtnQfETYsv6XkG1X0fCKyQUNr7sanEiyGs7y0KURDRig2cqRfae4nAsvl+tX5e42jMheN+NOCvKv1Xla9xUzo7Bk6dc+FekCeep8jqxuvROEeiNCIrkEUfKyWyGCDSHjbJmY+93Yp1rgFtmZYUiSKVAm1rKH2qU2jfVUJWPXqJpp8ohrmmSDX9TNMLaVhhK1w5x9YGF9hKoQSqyEgGPeTaJq7YoNI5pfG70uttgvCOi8n4AB1MmskKnPAMnRC+e0MmBb1UeRYuGBpnUqCUxKSWWWapjWWQV0zndWNlcnEjZ7NI6GmJmI59b93a38dSK1SaItc2EYNNbDZgojRPPPcSD1ywnD/fWwBjTnUeHwsMm1xk3MJ96RaAXfecrjyNC3HsVAeR10IsWY+IJVB2dya79hgrGMfXs6ZWT2Lj7sf9uBdxH8S9CkIiMCfoQL06sf0tqhKhMxDGfzqDyKq3tDiAtOKJE0YT54iedA3JJVq2ZkFYEIqfI2tUm/jwpGUQnfEPeKGQ1oTUaLvuY03pRedXFxKSwb5DdB7q0ZrEBLGHEKHnZEgHCud8qi08+CR2IRXbHC7RUbXKrqJ38ZxIRPM5LeKx8Jnkjr+c8FvduOKHdGpkGcFbkdSxFZb1/02XQXPBTiOyQYGNi3YjDXsnE2SaQZn586CTZhlKCtJQK1Y7bzmhZUgTSRXYt8SrK7PCp2FlQt2p+8u0pAgWI77+a049n3qjX2t9VbIQEJrZ+49/iCrh6/ASKZDl1KtGJ0e4yREuK7xi1Lat3OJ80iqqkF52OkVkBSLLfdo4LXA6x6qUqrJMjaW2UFmDsZK0t+GZR50gZlNk0cNmPZxKAYsWgiJV7Awyhrnm0kbBQ+s5m9qg9l7A3niG6tqzyCRFrm+jL865sPF6rCuILayyRLIzyMiVhNofB6kVxU6PfCMjGeRsffEXkD7yJszWQzw91eyOJ0wCiHp4o2CjuMja8DxpVmDHR1CXoFNcmnuLGmCrSEilYNs5BommSASZ8p06cu3v2crA4XyNaW2ZlKZRpq7lmkEi0aOXEEe7mKNbCCVJBn1Eb4javoh94M0cWsXBzLB7WKFlxlPXDG8RYx65tIOOvZClf3wsp1ed1AHI+f82Hf+89n2n7fe7HKtET937Vix83ymNELHLhWu36wRbET/BCaDupPRqsyC5AOTg9qnVz6e06lnsn17J5bzW4z6Ie0XjODCIX516uR5/DT1244ogGFhc8PFoBpBIhAjfkP3E9ERnkDotXGRXzjCgdNmx7oDXHST9F13V52JEtWzDrDWAtovSoi3JaRvTfTqolZP4/qXLKerjLFwwfAlfr1CzxvlCLZ2wsbbL2640i8QDHttUGMb5AmuFB8beX65rLhxZV9dYkjilF0UX1iJDHV2iJcK6RZsa8Ok07YvfRQR/omXrklB7lWjp6/CkIPrsLTyYO3WN8TAp4Y1uve8boTuE97SzpkY606SuIiAtA5MlhSWzApdERWsS2pgl3gBZJ1TWMTeWysBoXpNrhUwdrigQ1RzS2p+hDouUKkmmFYNcY61jrZewlSdsFQlyuo873MXcusHk2k1UmpAH4cbg3BtYzzRbecJhPwntvVSnJlEj8oJiZwOAbKNPcuUxzMYVDij4/ZuHXDucMS0NWklvHbSeQ67YKDYRMkHUM5AKq1Ji+UKiYC332z9MFb1EkNoKOT9CHB6Bc2Q6odffoe5lzGrNtPYt4BItGGiJmExw8xnO1D5dmxWegVvb4dAoro5Knj2Y8akbI5QUrBUeQO6O53zBw5dZ76fH0qTxv11IZVvrWsHSMit9Qoh4rbN439rOeLbwfZx2oaykA4y6opklUHZbhu4kO5XbpFZPYuU+Xxi5++nUVzbug7jPYpw4CCwBsGWlaTdVuozVukW5ItZTuZapibP5aU5XSXUZwviQj6tbKC6OA5N1WOnZsYWlRi+E+ICOXzf/dvzlmo0L+xGb0h8DqTQtnxrlZ4el7KYdI3soO01nF7K6jV/V8cG8m8o7rVyu20LrVP+ouC/OsBqcug6Lt7RF0QrG1E0aUgjdXC+NKbHD10wK5VOqUagQWFBfY+bTqOCZvGY/lPbpaJXEHWseZFL61G2mJVJ6HzfP4hE6Q4TuEAtGzXLhrCXae76lSvrBx8yhnHmBgrFtOlYqn3rt2JJI4TsquOB3FxW3hJSvUwlz65jXjtG8ZlQZSuuQUlOSkKWFNxe2Vbu/tiZRmkGmmNeaTEr6mWarp+knEnm0T7V3g9nuTWY3D5Cpr08ripuo8ohe2merl3Br5pnLXhJc/oTvUyvyPr3zGwit0ZtbuO2HGKkhV4/mfPSFQ64eTJlXlkT59KiUoETOWj709XwBbDqVeBbe4JW7EhIh2EgscrKPnO5h93eprj/nr40kQ196hGy4RZqv+VStA4FFVmNvBh2vi6zw5sBrW7hijZvTmk/vTfn41SM+9swezljSwm/HG88NOJw8zRsfusSDF3cav0MndQPejHULwC0COeBE9s1faotALWpmIrBr62CPA7quyW7LsJ8M5hbHr5NfYm/nJ7cqtXrWWGbkXiv+cfeq5+l9EHe2uA/i7lGcBMiO35wrrkzhBQ7Ly1uePta/LShNXYusRIdxEc7gpGqAnKAdZJwDK1xYZ6RgThAFdDbBTyUWCcUOA2QAtTwOxW3qdkPo/my7A3zcUQ9QXF112B3bDLzdFliOmK5Z9cbskdryaWnq7xwgfY3TsVZYHbGBFAJkC2YXYsH3qgXYC504wvEXzu9LVIA62wFyIRXdfLRrhR7xOBrfl9TOZ4jU141JoX2pnHOUBnINlXHUiUBH/7VKQF2FrgYz0jxjkGksMKtNy+JZcMoDDxlVqknW7FOuFf3MW41oIZoC+UwLL0qwFqGkx2+JV9Q6pX3DBwmZlKjMe5Wtpdp3Mygn1OND3HTkBRFKIpIMkxRMZ9677WDmQVdpLFri/eV0gpOJ7wqRpjid4ZKCaWU5mNXcmJTszypyrZjVho1MkWQ9VDXD1SWUEyQTrJBsFOdRQjBINLPaMMg0w1SymUnMp1+gvPYi46s3GV09RCYSW5YIrRiObrK2WWAyxfl+inUBxAlAJbhsgN65jOwNkb0hbrjNVYZ86tqI333xgN/52HXmkxprHWmu+WQvIUskg1RzcZCTZKa5vpzOMXhBSCIlWkJPS/TuJ6me/xSjZ55m9Nx1dj/2klcHp4qdL7zE8IHzZJevkDzyhbi0v1hXqVNk3oe872v0BtvUvW0+/uk9fvPTN3nmuQOe/93foS6nSJVw69oXsXN5jS9+eJMvvDXhKx895I2ve4yiyJtaSeccVbCvseEWjOnUVTAp3j0+Jd3eM7EWN/7WvRVEA9gIfnedMTK+dIYZpBCNlZN/CZULyyLclwuM2zKgW/CNW1KungDk7sQM+OXGqzGlej9eubgP4l5tEe/F5v73dFsXHJw6NCzUxcU3R7Hwc8CCob2TaAfB5UGnk+q9k+HomAjihLfc2M0g/n3yAs3xgZVWJwEcH8Q6LcFgNYvWrPEUiu3MurkOCxifkQsKzLh9cV9WAdpgKFx3GAy/oQH8BWArTN1JrbZRWw8ATeIZOSdVeznVNdL6FKwi1qXFWsHI5IX9WBZEADjfWSCmHj2bJlrvNvAp3FCXKJIUoTQ2sEexD2pC6MSgBaL2Skxn6qa43qdyUwyCuTXMase4Ml4BKoRvX+ZYneYSomHuZsFLzVrX1P41sNw53GwKqUFIRTGAOvHp20QLUun3TZjKA27rcMZ6gUKC/9c5/9JkapRK/TqMa1S0TiicTpF5D6kTyPq43iaHY8PNacmNwxnlrKYK3SOcVb4zRQBoTWeK5vqSWBfavrlAwQtwswludMDs5iGjq4ccPH9IZR15ouifOyDp5aRrA29lQ7gmhMTpDFkYD6yc9UymUF5MYx2lcdS1pZqOMeUEgMn+PuN+ygt7E86vZbx0MGL2e0/w6EMPsrm942108NtoloDcSfd3U1cWXqzifdKtYJDOG1LH+6ll3/zfkd2L00jRJimOMXSRneMUZu4M0Yytyz5ztwFyp5kAvxbYOMH9dOorHfdB3GcxjgGPyHitSB36GWg92EJY4RbTr916DxdbpJ/xblhRV+ZNTha3ZeVA8zLGnpUDfKgBW91FoQuUjoNaZwIj5Lz6c3nvu+Dx+K/t+k/1O7qLEUYE8Lag1g1ALKaUrYtp0Q5bCC0TFwURrvaCCCEaNrO2ltpZrJU+FdVNMQeBCbb2prEBwGlpG5sW63yqUkRBRLPd3k9QSe17ihoZept6MNckkqX04E8HEKjSBXCrBE1P1ESKUA9XNmk9mQRRRZpSGl+cPykN88oiQ2sqG5hV0aSl7QKat87781XGMgn+aJXpXMHOIWyFLadgKoRUyHpGrnKM8te6iiAKXxMo0wRdZCQ9jUoVqsiQWrc1YYHxkdIhZdgU5VPKTqUgE1zSwyYFo3LGaF63KWIZbEAyxVY/ZSP3bcJUNfU1fLYCoXFCNZ02KuuvWqMdSbiOTFlRT2sOK0tl/YtAPTceHEuJTTIvjtB5KLHw4ENK5S1dAvpQ+OM8zDU6Uei8wNTz5hwa41t+zWqLsWCM49nnnmX/4JALVx5EKBXETTSgblXvZYg1rd0ONR6QNcxbeOG0eCDn5++ybiwAuzjvMtiLYC4COSE6gCkAsQUgd1J69ZSWY3drCHyvauNeTWzcvRM23I+zxH0Qd4/ipBvozG9WZ7zuF2q54nyu8yMgcAH8RMXYotJ0IVPraP3oTqtXWbW+uLBusRydmoiV7bz81jgiYFlaTxePxge0Pb6chsFbHmtjmtWsfrNurS1OYHTs8Vq1ldYkcWOF4nZecXEZi+s5efvcsigiAloTQGAXwERWItQh1SaCwc7TIdTRuWoOqXf+1zJprEXier3K1wOwRhAhW8ZCS0EqFbn2D0TV+JM5RBRSaI3QWahR8+DDBXZEC9ERQwC177gQj4VUwcstzQNQ8C2+5pUh0bKpkVIIXw9oK9+FAbzqeYmZtM5hgq2JP1/gTYnnvgVXaFMm1iYkvYxECUormnmd1shiiF4bkm9NqSdThNZk632SQYELx8mWJ7yIRINg8D59yMaeJVGCNNfoRJNkiv5axoNbPS4PcjZyhZjuIkrfj9XpBCd8i7PS+L61RjlULSjyHmQFOs+QWpBIv6NaCHShSYc9xGAd19ukSnrMa59y7Pc2kVL581/Ng1p6jqxnnBtkPLTd48bhjJs7D6DSAmct2WCdYpCx3ksYZppUCRLlHyKHh/scjMZcvPIQaa8fyhxY9HEEgpDc19s6j3UjwAojVmDwRABmx0HOqhaADXBrangXWbl4Tu8lkFtm484KpF7rbNz9eGXjPoj7bEf3AUPLwjX9TIVoUqJdxiSGb73lUM1i/MO9wVpxzBFqpdK06Q4Bi6+QYdtaxmoJZ95moDlxKAvshWfTXANaFiYJdWOr6uicawFL3P4uceli/04piUKKJl3Yse3w6crF9UaQFHuiItRCpjViSX9MurVwJ6hahWdamvHaudBKqQM2YmE4rbWIgYaRCzvVNpavypa9cjH9ainDA14LQRX2sfHksgZXlkilkekcW83QMvWqUqCsLZmWVLXzbE2dI4p+58BYMBW5KqgTRxw2tIgPU4HIe8je0B+OrPDAIenhdIZ1vqZNKenbQyWaTEmfrozpLq2g6CMHG96frDbsz2oOypp57Zk4HdKcsp4hZkeYvRuYvZcQWe4fomlBmg68aEJ4w1sV5kuEQNYlopxiD/cweze8Hc18ht66hEx7KJFTGX9VVNZQW8XmxdeRDjbQOzfIL77gr4neALV5HjO8wFENk8pbeERWtHvcImPoTI00JecGKbO6h1aSQZ6QSMnOMOWBjYK3XVljUO4jdq9SPfMJcAZZBNuP9StMa8tLk4rnD2dkUrDZSxlceJxEJmwkKbpIm+s0HSRc+eq3kDz2ZtzF1/OpccKNyYhR6Xvevm6rx1a+xmCQo0a3MKObcHAT1bvJW658IZcHO3zhhSEf2hmwO5pRGcdDWz0e3urx8EbBxUHKjtlH7I8QpkblA2y+ztVnnkSu7bC+c6G5u4xt+2Aq6S16hPCMp3CiYeTUkrABbs9SLY9LyynWZRGECcx8HBMcYmWtXFMndxKQg6ZG7uXWxy0D1bsFcq8WNu5+OvWVjfsg7rMUt73Zmge48+UvIe1gTgBVC95qIUQHppzsRRfnD2+hZxk1V23jKth2m4EoAkTfiL073xJw6/wYU6ErB8UlK43uNqwiviwc219nYwp29bavtg25PRN3anTYwKjqO76OkFp2JqRFFxlDa32qqw61WQvLsB6EeVVr9Onr7hNUtcNo57sHKO07REQbjlD/JTWhG0AAmIGhdEJ4kUGSIbIakRYIneGkbNLVMjArvqMALChtpGzr6BLvSWdsYBUb5sr3Ts21QtQTqKbYyRF2cuRFGFmBrLZIMu+VlmjZ9DLVUqCUQJi577own2JmJUiJTtOWvQXmtaMM1i3GwmCw7tOOSqO1B0my6GGLdabOCyGmlQuiC9+5RIhwzK3388OUIHzXjUGyxvlBipQwSLzP3mYv5cIgYTDdhZeepnrxKcbPX0VqRb49bQB1ZRyHs5qrBzOUgFFleGAt5dz6ZZIrU/qmZutogrXOs4WPvRl34XXs0eeJ3X2u7k8ZhzZdvUSRypxeP0fWtffpm40xBzdJ8x47wwsUW0Ps67bZn1VUxnKun3Gul7CZawbM4MVnseMDnLGonYtIZ8n6O7x44xov3Tpg+/IDpJlPy0srmu4bVvgXx5OGjZgyjbfmssDhTtSP3fRsl5nr1srBcVau3ZhTlKtxkmMmw7cHU6excZ/rca/UqfdqOa/1uA/i7kHc9dvPUpphEZW1P3bbbJ00+8uN0wp7V65nibWLHQCaB3Sct9PGCTrHqiGZlli4dsZTa+KOzRvfvrvzLKfXaAHgsX3qMmSBiVuu7eiykn6nu5Ym7bp8I/uW/WvY09sN7Av72D3/YXtXINH4QIrq4Ph3M3cQUsTG9LE1ldCiWWdtPZtXWxG83bRnbptUqs89+7ovkFFRHACndc4DvyzHWtuqUlXStGMDf0y0FIEJiTsnfKG9imnYFKs0tvK1bcb5B23s8ZpI3y7KjQ9x4yPKwzG6MIhijKymYToPjrJEkUZDYiEQpsbNp7iqpJ6XqERDHYQFQlE7x6iqmVT+XM5qS09L1vIhqUoQwXbFqhSX9ZnWlmnl5ylrB9oCCiVAGJ8q9q23xl4ZLCTDjQ2c02RaslUkFIlikHglrPv9T1A++ymOnr3O9MYeySAHoLdxFNhBx2FZ89zNMcY5NscZj272SNYyNjcfIHGOjfnUn9/BOu78oxyoAc/szfjtp2/x0sEMUzl0Knlou8dWkbCZK1Q5xR3uMds78G3BrEXv3GSw8wBv2r7CtM6onWOQKHrSIMc3EIc3qJ7+GPVkCkDqDFoI0DlaDjmaTPj9T3ycrQtX2NreQoVzKI3/10GbfYCmr7FXqcaUa7xEjjN0ndlvGycBuaZWLrBxXQbsbsQOdypyWNzG+8zT/bi7uA/i7jDuhOY+adou6IvAoAsYmsGj+Vf4vGmj5Oosy/mf/YwC5+6sbbBf7yJr1R1NXOdrBK2iNYKSE/ZRis72N1/KZvnL9XCxf2d3OxYAXEgrW2ubFOwx/ssan3asa5BygY2KXSTix8WdgyaFGkUDXVUrRNFAKzzwx3yxls45B873hl1+w/aWJs4/GKKH2hliAbNFkGiWjokLXR6argiusVBpts1YqGvfn9TU/miEaWrrgs2Ib9xuVeJZuE6bL+FqnK1QwtejiQDMjITKOeY1pGkf51zo8apxOgWV+Iem9F502omgvMR7qUnfp1NkOUiJLHq4pACdUc8iAycY5JphptnIg3fb/j7lreveu+2lfXQ/RyYKOVgnvygoUsEg1QwzQ669ZUemBFRTr+acjbFBFZoIiUsyrEqZTGpePJpzMPXMU5YoSmM5388YJClra5e8oMDC3DhuTiv2ZxWj0uCsQwZQn0iBmE6RsyPM/i7m4CYiSZG9PTKp2CnW2cp7OBJkPUNOd+Hqi+z+2q9z8NQNjl44oprW9HYKAIpzW1gLh3PPwj3z/CF1ZXgh0+SJ5M2X13jdVsG5i19A1tvw5zzt8Vzd52PXDvnIM3t89HevMTvY9ds32OTj5/psF54BTEcHjF64zuFT15jtz9D/72l6OwP6l3YY/IE30++vI9IMNzrA7O8yu7XL5NpN9j99DVtZdKHZmZcUpkbrnGSwBsCkrHnpU08yvHmLBx98iF6akBS+NEQEoJZI4UGv8HWSC0Bu6X54OczMsoK1u7xFcYVYSK0u2I/cxnrk1WQ78tmM+1j0lY37IO6zGKd2BHW2Sek5F2rkTrs9uouKtVAcB4vduF2N24nbt/x1FFHAmdpSneWVsytMaGwuOkrZZQAnAgvXxBJr1fYybZWf7ea3ooHWjNctzBv/XfqJ2KngRBuUxRPTAtlusV20QVlxHJqQtwd+kZlceFAEhtEtpVDjdDaCP+NFALjF1HxML+PcQleH2JfUWt/2zCntjWmNpmsQDHS6SnS2FeftLqKS1VpvLyK8r1c0FtZSQgKZVuTa9wp1VQnlHFvWmNogK4OtvHpXitCQXnY/ba2oC2BYSOGZOJ2A9J0eSus4mtccTivK2pInllE/padrEqkpa9nUVcU2YhE4N/saJUTO+PrF+RQ3HUGVYIGkHGOl8upQqRHlBDkfUR/dojwYMdufUY4rzNxgSr9fzppGtDKvDNXcUM1rrHHsjubsTSuO5imDRJHmvi7Rpn0OdufcHHs7k/nhHvPRnt93lTCvjDcAd3hmcjxjflgyO5gjDktvoyIkxbkXEdMxIi2w4wPqg32mN/aY3Txgtj/DGYetDGZW+p63rvZAieB36By7N28xn0549JFHWc83Fo9VB8Al4QLxzJyfZlULrtveB6cyXsdZOf93K3qgk1ptgNypK7Qrgdzt4jMhcPhs18UJxD1LE99vu3W2uK/i/SxHyEo1fUBXT9SqM4W4wzfSRhix8FWLo0SX+Tud7nenbCL4B2N3HSdMdOrmnuXGXc4qLqwrAJblNGzsZnBM+dmZLyoXuoN21/PN2pbRW2ArOzYXqwZ8axdTsAumwhFUxJ9XlRZ2dzDOGwURjpXiEP/jMnPQQl/H4v7EtOfCsbF2AaB2M+G1ta0QwziQvovCAqUau2WE1NixcyuEB1FKewDXdM7wBfA6+NDlWnklpPYAzYs8amxdn6hCluDT+3QUtN0UtQ4AUnnWsLKOeW2ZzmvGc8O8tswqE66XRdZ4OVRcV0g3C2daEUpVYmYlZjbDlVOf0jYxrV0fu5hF6J4hZOvfKKRqxojKOKyxXqRjLFX4lOFcOOlNkB2ysVrxnm2Lrz1KevGHFEBdYWqDqW0DHs28xpYVJohoXD2HusLV3tPP1gZbOWxlj92PrajAp8OddZSzOc899Sl2b1zzjK2gAW6JbBk5Lb3qOX5kuH5U5yNP+fjLSpwK/hYY+s6YttAC8B4AkVUg7LVaB9eEaJ8v9+LzWo9f//VfZz6f337CU+KOmbinnnqK//k//yfPPPMMk8mEc+fO8da3vpWv/MqvJM/zl7Uxn1dxlpeshq5XtBLM9m31WAQGxHVofn8niCYt2q29kIiWwWoe+DHlGTbBRaDQIn4rHEJI/7DqrPrlRrOIVWAy9GRsar46b9RhJv9wj8Cjw3R1AUo00m2Vn67xX2vqxkI/U19DRwAq1s/bBWSx3s969aiI9WbCt/iKadjaWYyTQQnXYamCiS8hnaNVVO61b7MuFluLYOER22l1Dno00o0gWsvQNcAFNaztXEfSQxvjgqq1DvsWPNIkAhFMgW1dQ13iKo1ITXO4rINZ7ailQcrQlF7qFnSYGkQJqkQnBUkAYpaYUgrqWZX6Ori0CKfYsxjCGVKpGSTRc8wxSDVathiWNEUXGenQkK710P0+ohj6cxV80pavLicVIskgK0jXSmTR850K0h7TuWVSmWB74dWsw1yz2UvZLjRrmaLP3DMdUlNrzazWzfGvjTcVVlL4a8CaphWZP/TSA9WkgLSPzdcorSBJh6ish1Ip2295gXR4ld7WLWaHJb2tnN7FLV/f5vz92ksV+SAlqQxJqnhgs8f5QcZ2T7OWSeTBrhdBpT0uDtYZbfWZloa9G1eYjc8BkPdTHtwq2Okn9LQ/5kor0kEC9Mg3MgYXNxk8cJ7sDV+M6G/gdIIsJ+iDmyTb1yh2XkKlL2CqGp0n9C5soTfPY7MBpXWUwQdPS0Ev1azlmrVMI45ucuv5GQ8+/AipTMlC713vIdi9nZfEBUvRBVndU91kL1hUpjb30tLfXSsSWFEj12kbJ5a3a0WsSqvGsocYTYeUpWt0uS7uvt3IazustXzN13wNH/nIR3jzm99818s5M4j7t//23/LjP/7j/NZv/RYXLlzg8uXLFEXBrVu3ePLJJ8nznD//5/88f+Nv/A0efvjhu96gz6c46+0ZVabCWUS0CjmdEgv/ehbOnVK7dmw9wVrjVRVdQLZqIKZlExsFZ2es9QM6wfH+lPUsKVrj+qyjsf1Y+rnDwrUfgVpYZBRSGFybFo37FNO3omVyVh79ThpWKN8ZYXlXlGjZruaBs0qWG+btmh4DnZZqPh1I6FhATKkSmbuQhiXUCi4oi11QY0owJaIuUVJ7Vq1zLJxzTT9QoTXUqk3dWoOSkGrf2aG2i0yeSFNEWqB7Hvwlgx6iP0QWPSoDtfMtukxne118tQ9edDLxyxBpgZEa62qso+lhmijB1iBju5cwyBQDZZFHt/z5VQlJNqDQOcZpagszYZr2an4j/QuUUBqhFTJJkWmOy3rYfMi4hsOyDkxjwdrGFbJH3ohKU3Q/Z3bzAN0ryDfXGuuWVEsGuaY3SLHWkmWaBzYK7y2XaZLZAdy6irMG0V9j++IW1UbOvDZ8/OKAybjyHSx6CRfXcoapQtoKKyQqzyg2+6SDmuGD5+lfuYC++DDu0huo0z7GORJTIYtN0uEGsr+ONQZb1shEoTbPI9e3MWkfU7vg+ea7c2zkms1CM0gVa8rAbJ9bT32Miw89SpJverGLcwhTrrryj4G42Bc6/iZoQZ3Ev+h1U7Knsahdg+CucjUCuTPHKv+47i6sGII/U6zcZzuleq/Se6+1NOGtW7e4evUqxhjm8zm/9Eu/hFKKH/mRH+G7v/u7GQwGKKW4dOkSW1tbZ17umUDcW9/6VtI05Vu+5Vv4d//u3/Hggw8u/D6fz/nwhz/ML/zCL/BlX/Zl/ORP/iTf9E3fdGd7+HkcriXYzhzRgPbYvdodLZbeVhffWOk8sG1TMxRZP7ECzFnngcKJ+/AyohnQ4vKP2XbI26PeVW/Jnbfebm3bQkRGzS3VtYXJojDB2iVVa2AxPZDzYGwZWkUWcOH4x36YTSrQNhYyywO7C/sgpPQAbsXDAWjap/lODIvpJOesZ04j+JMqbnoTbSow1NCZ2qcD62CTEesBieyia0BZAwSdZ/BcVfrTqDTClGiRoIRrCrv9gxJQKqhSk2ZHhDUIU6GDPUjsfSplSM9ZEGkPWfTRa0MvaOgNUYMNXDagNJZ57RnGOvgJWhsOpNChBi/DZR7AibzAuLZGMkt8+6t+ptnKEzYyxZo0yKOX4OYLYA2i6COKGf2Nh7xqM1XU1oXaO39+nVSQZKA1Ks99P9r+Gi5fY2wU+7OaF47mSAGDVDHJEy5ffgNJb8BwsE764gtIrdCbW4i8jxCQa8l6kXBpqwfAWq55eKPgXF/TNyPUwVXK5z7pQVwxIO1vcnF4Eejz1oc32T0qqaxlmGkuDzIGqUJUI9AJybBAKIHUmv7jrye58jrM2kWuVhnjcUlpDeuZZpBvs9bbQBbr9AA3GwOgzl3GFuvYbEhV1tTWd6/IhWSz0Kxnmr6o0Defxk7HoDXXdp9h9tibefChhxE4hK3ba3bhOjcLL6ZdQ94Gyzka4Ny2kfPXWjtWirTPN9gAAQAASURBVJX1cstArv0+jpMdm5EzWI60CzhZrXriLK8BNu5u6hg/k8t5NcSP/uiP8sM//MNBUObP58bGBr/wC7/Au9/9br76q7+6mVYIwbd/+7fzgQ984EzLPhOI+zt/5+/wjne848Tfsyzj7W9/O29/+9v50R/9UZ5++ukzrfx+HA9/04b/uJMBYzm6RW/dMqeTgFhYT9dbrjvPwqTddXSZsW7O9aS42/05IZo6q7gdq2w4IsawJ9WOhSf9ivoqG2p6jKOx7nAsIeIuSltQtbZO9A2IWx6YAosnnAcqUrBQWwj466Cral0CcpJQN4QHcFFEIFzs3NFdjsIJ32O0W+slAxMoglmyK+eNwTDWdJhOv1+1caB8sX37g4Hgw+asRarUM3HZAGnatKOxvjuEE8r7wwVg2QBpW5OkAm0gVYLaxvRz6B2aZIj+OrKuEDpD9ofI4QY2KSitbwlVWuvr2VxoAYXzaeYkQ6Qp0uTIvEDopEm1S+G924QUrKWa84OUNW2Rh9fh1lXqF570h7E3RG2eJ127RKE1lfF9ZcMm+pS3TBBphswKbF17IDZYZ65zDiY1V0dzfv+lEdY6Brlmp5/Ru7TJ+vkeOh/61LmzyLyP7A8ReBC3kWse2ekhhWCrl3BpmLImStT+Vcpnf5/9Tz2HrQ1JL2djfZv0suPy2mXefHGNvbWS2jkSJdnpJwwSiRhNEUqTrQ9I1/rI3hD9yJupNq7w0szy/714yK3RnHltubRRcHmQcWktZWd4ieJKhSgnHvAPd7DFJlMDk6qmtl6l7dXBir6oUAcvUn7stygPR1hjSPoFB9WUye4LPPL6N9Ir2nIcEVuada5dJzovcsKbeQvRAiX/Ltwyc5GVu1Mgp0RH6HAnIOqMgob78fkXP/VTP8V73/te/syf+TMkSUKSJJw/fx6tNd/wDd/A9evXmc/nGGP4tV/7Nb7t276NH/uxH6Pf79922WcCcacBuOXY3t5me3v7zNN/PkfMigqxSMQ5IRfSMi5Uiy5T9NFPqWHV7CK4iKnUqKpchV9ERwV71kHotNq16MW2ctxbSldGrLIyfXhCSjf2CV2YNAKjrg2HDuAg7E9Mia4yFnbWhDRsVKmaZh4brEyiCnEhlRrqnnzBd4V0NdFIN5rUdm0//Ffe2DYa8DZMl7WNm31TM9McRw++hPZtrTzaU2HfaQQAaN9AvSnyjsBcSFzoa+pkAlJh69Y2RUivAlUCRD1DVnPMbNywLLGuy1jfD7M0jnltsEhsosDhjXTrEjs68JYaSvser1KR97aZhX0rrUPWvmuALXJkmfoeq0pDOcPNpwiVkg98j1aTQBmAYmVhWluG/W2EVOjewKd7U5+iNL0tJocVo9L3Ju3WxTmHZyBl4hk4qRC9ATYpfH2e82rYzV7CINVs5pqtQqNe+F2qZz7B6NkXOHzqGjJR5JtDBg9dJN+6RH/9CvPaX2Oxp2hpIU9zRNb3YFNpZG+I621wc2J46taM37t2yP/3sRuU8xqlJHk/5fpbLvLGnT4PDB/k3ONDRDkBa7A6JdOC9VyhZM5OLyVVkl4i2KluwXOfYvKpJ9j7xLNc+z8vUs8NSaEpRxM2Xv9pskfeyFsf+zLmFMytQwIDSuToJnJ8C5v30YN15GAdt36eZ8QOTzx1wG89s8/v/M6LzA73caZi4/IVNi/0efMD63zBxSFvvfggfS0QpqJSCePSMSpr9mc1pXGkyoO4NVmjd5+k/MT/4eO/+OscPH/IYeWvzYff8Ftsv+ki4y98jEf/2P+P85eu+HtWqhachZeYhVR1/DeCOyLwE833SOWFMC6CsuNArvsSE4FcvGpiF4lubdypnRzCeLKsVBXIO0pv3gs27rOVUu2msV/2sl47RBzXrl3jXe96F1euXDn2mxCCixcvNv/92GOP8Vf+yl9hd3f33oG4VXHjxg1u3LiBXWI+vuiLvuhuF/n5FSfUtTU3axAoCFyTJuBYss5HI1B4tcUpgLBRkkmxmh27h+FcC6pOjJOMdIOIYtFzbmmeWA8XVxbnj5YfIa23cguWaumajgbdCKnSlelUOhYeRA82OOYWGFWjXWFF/EnEbgqEtLBpxB7d/Yxp0NgaTLlFgYjvZVp6FaZKEPMp0pQLnl++/6ds/ew6/UWdNVDXSGtQOLQSqM4m1Mb5JvU6RyaFB6CqwiU5LsmP1eiJznFZeCBI6VO9wQ8vcs9SQq4VPa0otKRQYPZuMHtpl8m1W4xujNGp39Z0fUBh6iDuEZS1F8L4tmeOTGX+GOhgvaI9eK6t8y3FphWTo5LZxNeBzac1n74x8oa6iWJ7bc2T2qFOTJqKXGms9sAkkcJ75o32qfZ3me0dMj+YMNufU1uvMp3fOmJ28wC1fgM9uUWer5EFw2I5PkLMJ9j5rKkxpLeOLTZ54aU5H7824ukXD9l/5uPMR/s4Z1FpjySVXB2kXFzPmdfOq0tVSlk7KmupAhNaW4cU0p8jW2GnE8rDEUcvHPHUuOSlucE4B7+/Rz2tsfMKfekjHB4c8PCjj6LzPo03prPgOoCOIFyKgCmCOb9nNJIG16Zgfa/WFsjB4stgUxPn2r6t4bJeDSbuMEuyyjfutRr3Cny9lkDck08+yeXLl888/e///u+fefo7BnEf+chHeNe73sXHPvaxBYVPfIsx5mW2IPo8i9tpFCILd6bopvNW1LNxm3XdLs7yhrVqgPSbdtyn7OVux8uumRABFjc+IqvTqTFjGEUKQFuXEwGOsaeOzo5wejoAqqmlo4Xnxxp7E54iJ/jERV++CMKaVGqsd4y72rAbonngdYGtDA+6RlVZV75BvU4620tQ6/qHtMI259mnYWvfXH42RSQ2dEeYL1iLeE8164UHFpK4TeCNluvSCyJMjSJpQJiFpqtE5SBNekEpqkClOJVSm8C4yGBHoUIjeCWC+CWcOylx1gM5hF5IK2vprUwSJRD1HDs+oDycMDuYUh6W2CIhHVSYue8H64TCYBaYv8o4XKaDnYz2Zzb6CEbS2Dqq0lDPRt6n0A18w/nNgguzDLvRR6jE14k5i6hnJGmfQguk9B0oUum8efF8iq3MsRcVW1u/ndMxYj4BZHM+ReVbl1HNPSuZpri0wOqcm+NbXD2YMt6fMTt4qT13sxF1vUlpnAdgSxEBfmW8/YzCq5Cd8N2ZbV0zrg37laUK8z8/rSheHJEOM85df44DnfKx6YyHH3sd6+vr/n6JwI0OE2YC0xVvp1D36aQmArm2RCSITE56keps/6KX4fG4k04OZ23H9VpuwXU/fNyp2HNZd3Ba3DGI+7Zv+zbe8IY38K/+1b/iwoULr6niw1c6ZDCvFXSVgeFH4b+NfzuhcAii036MmEoV0csrSuyDOGEBNMR/Hc3D5LTU7fIgFokcz/yZRdCIT1Wq7oqE8KnD7jKWFRbLcRuUKeXpv9+zWGKrVj20aJSwi4N6ZPDi68xCGyxYbEXWqaXr3klRiOHitoRj6UKf0W7ENl/Rjy1eSgsTNMuROKEabzjwDy4dyu6oa18PV5UeVKmWATHOUdWeaamMRQnZAgdrsPMZbj6jnsyQqYE0Q5Zlc0xmtWFaGkRIrc4jYyV9iy9bzj0Y1iminpFmCUndFqmXBlLlmBnn+5gmFgkNk6ek7zoxMHG/BINEMUwV2voepsJW3jpFer0rUmJMtJKJIpbl0xyWl0h0ptC9lGRY4PIh49qxN625FprEr2WaK8OMQaZRQnlmZ3SAKGdIqdjcucgDaxk3d/r8/nqGlBuY2qC0IkuUT6lLgcAi6hJRTv02W4MyNVnaR+qkVWQXa6jtiwyredMmzVYWnSk23/gA/UvnUOcfwKU5TieeubIGYepwvIMFSrSeCdetFAKpJOlgk3o+QWc9Nh94kCsPrvNlj27y5vNDtnWFnI7AGfr9bQySuXHMjWM8rxlV/tyNN9YZbl+meOhhzl/5XSbPHPLirGZUG4ZaUmSKpNCQ+nrFSig+9fx1zo2nPHBhB9nxD4zXIoQXEyvalKqULcjrpFxjrVwU1njD5rZOrhmuCECOlo1rujl0a5VvF8tK1XjvxfV02Liu2Oq1AuTuq1NPj/e+97189Vd/NV/zNV+z8P14PObHfuzH+KEf+qE7Wt4dg7hPf/rT/Lt/9+94/etff6ez3o8QZ65XCNOcVNsmG0AVGIYVCOjE1l8Lf4tjaboIA5ZnX6y/W8VcnZI6PCXuSTuaCG7U6bf/bYFgTO+d9PMZN2dVAfXKt/i73XfnjpG0J+6b8G20GquNuAjr/EMSFm1JrK8VbAG+CP5rtmFbEiU7ylTXKHWXBSQmKHRr55hbh3KO0gaT2KR94Log8MBUCGt8i6/IXMWHbqhf8552fnuFBWyN1gmpFPR0C3J7qfJMnA29TE0Qa9BhGPG1frELw6w2zI3A5SmyGJIOC/L1gnpSkQ5S8o0B+aZXYk4qy/6s5uaotceoO+QudYUdHTQMWP/842z3Eh5cL9jY6aETRV0ZlJZcWi84N8jYKhJkOUaUYygn2HKO6Guc8ulba307M6cUslhD7VwBKRnmBTLxVi0qTeg9/DBq+yJi/Rymt41TCeB8H9f5yKd6pcLVXsiCmZM4w1aecGk9Z387Z3zlDdi6Iil6PPDwOl/2iAdwV4Ypeu9T2NGhv+6EotffZhKorHn03BNwUNb0B+fQlx9l63FfL715dcTEOLY3czYeXmfz8Usklx7BrV30Kledcn1ScfTMVR67dI4i0y0w6py3bvq00zgmXDQGZPtuLKQ6dWDqvNs219xJany/IXevVH0tx3116unxN//m3yRJEt73vvfx7ne/u/l+NBrxt/7W3/rMg7g/+kf/KP/3//7f+yDuHkVk404PcXtU1Eow23nu5l2mqb/rbGNTEBwm6bBpXs16tpttUSkZN7dlrJpdXKXgxHLSak5rs3Ovo31bPns9zJ2U/C3W6ZwAwO3JJQsNwQf3rqgk1NM5fF1aVOs2Fh7dzbQWawwygiQpm8LyMnQXcEK0NXHdB5u1OHwtngipx2PsJA66bHDwpPO1gYpMKWwikFJhLWRKkErZAEPq6hiD7MK+lMYyqy1aWvqJY2YE/bUtinNb1FMP0nS/oHdxG7l5jrlIOJpVHMwqbo3LUM/owa5fsMHNp9RHR950uZqjj66ztX6FhzZy/sDlda72p0xKQ6IEj57rc3mQsZZKxPQAxvvYyRFYi8xyXOrVm5X1nRuEEajeNirJEWlBur6NHGyBM4gkQ55/CFesY/Ihh7XEmmD7oRJynXvfuvkMNx0hSm/m6+YjLq/1GF8Y+HNbg8ORFQl/6A3n+APnBlwZatLDq5Sf+r/Y6QSpNGnRI0kyekkfhU8pT0pDbSzXRxWFytjaepBzX/I46VqftWt71HPD4NIagwcvUDz8CPbC65mpHuPKUlc1uVLUUvOx52/w4HrKue0tf1yj+bWzC+lTz3rpxWHPeV7cAzl1+0b0tGzcMRARQNtCSrVj3L24oBW+cbfx4HytsHH3TNhwbxbzqoyf+7mf4zu+4zv4f//v//HP/tk/I03Tu17WHYO4f/kv/yXvete7+OhHP8qb3/xmkiRZ+P1P/sk/edcb8/kaMZXqWbOl1k1BHbXgr3UsOgBuucuDiKk218x7bJxY6PLQGgR32ZR4Y/rHZSzEb39vBAC2rf9a+ebZ3cZORJeOk/u1Bi+1jg9UXG+zU9GKY3n3BEgpmvZIfn9WDBFL83anUEKcyuAJ1QoHls9TIzYQfosjYxUbbcdtt9D0Mo37eOx509TvdTooBIuMaKex4IBywtt/q5Ztj2GT9omedDrxDeqDAMB3eQgfY3FadlK+oplPJRqZKG+qm+VezWock8oymtfe/62WS0pf68Gble3FAAtXgxRehZsIgTQlYj5BTvZ96YDOoJqyvn6ZtJJNjVoiBZkSiOnc17jNp9jZFJGmHgBai5WegZtUhluTksN5zaw2GJfzyJU3kQ432Dj3AsNbNxBZgdq+CDsPcGNS88z+hCdfGnN1f0aifFswa8MprUvM6IDDZ69Tj6fINGFHSLKH38jD2w/xx7/gHAezmlntLUoeGKZsZAJ1dB3z5P/1DefLEpWmiN4QemB1xt7IcDirmdQGLSWDVFPocxTrFyh23gR41vNgZtgf1xzenHIw8957/USz0094fPOcb7tlaurdF7GTEWK0jxre4rGH3sLFhzb44otDdh/fIdWSfiq5IseIGx+l/K3/x/VPPMv1//M81jjyjZxHv64k/wM1axffRK4llbHsjmZM5oaytlw7P+CxzYI3fs2f5/zbdpHzCWCx/R3qYpPdWc3/ef6I60dHjGa1t10ZZFweZlzop9hbEw7HMx65sIUOCu2mFCSmUyO4CvVyjeBBSAhdZpCqMfI1dvWYGl9aZaxHPUt077NG5NQCPdGAv9OzMK8VIHc/To8/8kf+CP/7f/9vvuEbvoG3v/3tfPCDH7zrZd0xiPvwhz/Mr//6r/Nf/st/OfbbfWHDPY6lm3nlC2TMFdypBH3ll60KdqVytru+ZqNOf7tsWKNu+6flaSL4iIvu7re1nsU4Yb44z7L9SvN7GEi7/mvHBkm5GvzF+ZSAOigdvaVLZ/6Qpmz/ewkI3m5AboBfqP1adeCdBzXRCkUsHY84TxRenIX5i8egUZk2uEk2xsKN8i/YPcTFdrteNJsivCGxEBKhNTKoP1Ea60IHBWO9R5yjYV9FBPXx+lAdYOsisA8ijMB0aQWinCPqmU9VOofTKXJgkdWMVGcYJzzzJKLSsFuD2FHfuroFzNYxmtUk2oZOChWXhwOy/o4H/0p7e5K1bWyxweiwZlQZJqXxdW0B6MbNJxgfl4dj6kkJcs7spV1E0SfJCs6d26CnFZW1KCHYTCzy8CW4dZVq9wb1ZIozlqRf+IFaaAyCw1nN7rRiPK8x0Hix9RLFWuaH9NJYXjyasz+r2BtXHEwq8kSy2U+pnePSMGU9Lby9i6lwsynMp9RVSbq+Tb+3RVGss5bmaAWJqeDJjzL79Ce49bGnufmJXV547ggpYGN/xvSlPdKDm4itMUloP1YZx7w03DiakWpvYbNZDBn0LpIP/TG/Oau5tTfjhYMZv/apXfaOSkxtWV/LeCiYGudacqHXZ3+8xxNPPs2jl84zHA4Roq35bYYlJ46xYwulxu545uAYk3/SPXu3HpfLtiOv4QhPj3u2rNdixGfC6173Ov7X//pf/Jk/82f40i/90jOb+y7HHYO47/qu7+Iv/IW/wHve8x4uXLhwVyv9fI/PZkuUE+MOBpeT1FnGLfU/jNEFHUsDZhfyn4pDA0u5DMBWpkaWQKUQLWhZNtJ1XUgm5GJz+mb+ZeS6IkQolOf4fsiwDhF/XNlZIqYdPZiwsgMGHGCPCyigw8C5+HcAtdGaptnR0Ne1SYUvHce43dHKRGmcWg1uu3VCCz8H8CcT5QGPTnBC+3oz44JHn+984RvG+5UK53CmOnY8TPAcrO1iezAlhC/6r6aYkG4UaYaVEjEsUUm+0IIs+vO1O2tDHZhXwcq0vT7mte/4IIUgk4KjeYYuNsBZFPjm8vkQkxTM6kkj8oh2JpGxVfjqda/0NVQTLyCY749J128ie0PStYvobIBDI3DeVHj/Omb3RWY39zHzGqkVKku9olZpKgP7s5pb05K9cUVtLEWqGOSafqKYVAZrobSW5/en7B6V7E3mjGY1WaKYlAYpBdOqx7AokDoFYzGzElsb5GyOLJ5DbUxQ/RH9tA+2Qs5HTJ7+JPufeo69T9/i5gtHvDir0YG1mh+MseMjVD0nVX10FMQ4x8GkJk9KilRxfZgzzRyJ9OPFs/szXjia8ekbI5599oByVmONow7nYL2XcNhLMGS+T++s5pOf/jQXz53j0qVLC/eSv5w6NXJLv7ECRFl3vDBCuNNTgmdVpzYDgRAn1sR1h4qTVvmqtI86KcS9S6feq+W82qL70rC2tsZ//s//me/5nu/hne98510t745B3M2bN/ne7/3e+wDuVRAnYsGX8ba3aIHh/+1K7xdEFCsGM8MJcKfTRiumYSNjZFwLxlaOVycwcYvbKRofNbf0YzxMJ6UpfNeAFWpcWiAQQUebFqU9ziEF2dohtKGg8X5bOShFU1PhuxlY58HOQpGCcy2rGDo8LLMHtQlgJ6aIltez1N8V1ELT76beLNhiIBTLHSJE5xjGNl+dg9jMK4MvmkiyhonzINFvs5QCIUVoFm88Y2XqcI2EVFmoaTPWW5rYcI0IATIoTd18ip14daSoSs/+mSo8ZIXvVWvBSIKdSGtn4ho7k5pE+R6fSklMqDeToqaXKsaVJVOSfr4W6u+096SLYFRAoiRJIskSRRZYqPaiW1I5lxVmOkfNxqhyjHQWVOJr9ib7mINdzNEe9XiGqQ06z7DGIJIUq1Mq6xhXNXvjir1xSWUsvUp7prLnDYsNUNWWg0nF4bTkYFIzn1bMtQeSw1wzN47KCZT2tTi2NtTTOUzn6N4NMBVyPvUGwJVPC09v7DG7NWa2P2dUW+bWYoX3xXN1YDatIVWSPJHkWjIOYK6qDaNZza1pRVlbpBSUxvLpW2Oe3h1zdXfC4a0x9XSEkJKspxn1U2aVDbY08V6wYGqu3bjB4WjMI48+SlYUi7/HGjlT45Re/M1Zr/J2rWL8mBo5pFHPwmgvWoic8LLa/G0XMhf3RMx1Pz7n4md+5mdYX19v/ltKyU/8xE/w1re+lf/xP/7HHS/vjkHcn/pTf4r/9t/+G6973evueGX34w7DtTUZEoETrVnlKkPYZSfzbj0ddIBYUxjuVr5VdudZqO06ydVOSJ/66mxY11SjeSPu1Dotw8zIJB2rpYv9TJ0vXJYs1qZF8OFE21+0/dHboEiEt9AQLYtkXaCsogmulF5B2BF2yFBLp6XAKdEwagu7rjTOGQ98pLdo6Q7OogFwfrudqUNXCNsoM6Phbe3KpsNDM388BkFB6KoSlxZ0u0rUJtSpWa/6NB3DW9+FwneEcNUcaWqErZBCNQC1jkyZBZdqUKk3gJ2F7hDh+CshSJUgUZIskehwbBpMK4QHJGmKyHJIc5zS1K7tW5sliiIY2mZKIOdTKL3Xme+04Y+pTQqmtWNaW0alac6Hc3igVs6wR3vUe7dw1qJ7OSJJQ7pMMjeGo5lFSsiMoN9f9xYj9RymE9z4ACsOkTqlv/0I09S3tMoShbE1lfH1e4ezmlQJdKbJk6J5idFSsNNPKa0HJJmW5Ilie5iShobuSInMe/QubpMMfPeL3oVNku0d1HATRFBcBssPN5vi5jNs5fdXpQm6SEnX+r4jRdJnNKnYn9VM5n4be6lmvdCcG2Ss5wk7fQ//y8B85olCyinXqhohBFVtOZrVHM1qNjJFlhSIrEDqI3891TX1ZOrrzlSCyAqctQidUOysY2ZzTGVRmWJwfUymJMVWTu/CNrK/DlIxSBU7/ZTZdp+1IiVRnlHb7qWsZZpU+lZ0s9oxLX06uo7nWCVInVAMMi5t5FwcZpzvZSTVBDk7atp8CaUZV5bfe/Y6a+sbTfo/XvPCGLBBzBJvBZXikgynMkqZMjeWyjhmtWvGKyl8DWWiBJmSpNS+84it/H0QSwtkglVp6OLimjFZysDGVlOE891chDWhNk/g0r5/sRHq2L2uwvyCTkZjWUBxB+GEYDQa3fF8Lzfuq1NPj3e9610rv//Wb/1WvvVbv/WOl3fHIO4Nb3gD3//938+v/dqv8Za3vOWYsOGv/tW/escbcT9OiZhu6gCIk2jmBasQcbxNV4y2ti0MIC9joDi+uUsgL6IJY3GqU/Ar2ukbAcUyPuwwcKf5y7lV854QxxVnwg/Mp9TENX+H/4iwuvVfU629yYIfVOxjGmvpoOmIAKHerK1DXBAbhH8lPhXj6jq0Bmvnh07NmHNNt4IF4jKkYSOQ82xAy04qQiuy+BgLheBi6ZhEUYkWklT69l46tOtqjpFUPh0dxBBCSpxohxgh4sMxMF8SX5sW/cqc9etUCU5qKmuY1d5IVwmoreyYLXtD4nruVaPK+T6xTmmq0Bpsf+ZTtINMsV14ECa19yJjZLDlDDEbI6sJmS4YJJpB7rfX2jZ1H11ZhPV9XYU1KCEZJCk7vTQcc9+TdJCopqzPqQTZG1LsrJP0c4QU5Jcvo7cuIDYuYIr1xvZDqjmqP8RNh+jZmGTYQ0hJ0s+Rg3VICubG+RZhgJKCXqo5v5ax3ffbsd1L2MgUCDAmtNdKFb1MUQXAkmtJpmV7jakEkeWoPEXXBlsrdK9AFkNkfwiDLV/vaGqyh+foQZ90fUD/wk36zx8glCDfyOldOodc28TpjNRJ+onm3DBjkGvv1ZdrNvKEc70EGbQra5lmb8Mzc1Vtmc8qTF2gE8mlnR6PnR9wZT1ns1CI2U3EfISdThB54QFZ2qPMN3hhAnW4L7QUpAq0qZHjm8hyiqvnuHKOSDNIClzWoxycZ1J5sc3NSUUdru9UCTYLTV8rikSgj64jqpkH2UJ6r72kwKZ9RqTMa8fceuNqJfFCGi1ZEzWyHEM19f8SUvHFOjYpsInveDGrbWNtEoUxWoFeEri1Y3l4SV4BcJbTrk4IxuPxsek+03G/7dbq+Imf+InbTiOE4Lu+67vuaLl3pU4dDAZ86EMf4kMf+tCxDbgP4j5DEUgwIVZhGdGmieLj+QSBwrEb4+VQ+h3AclYbjZPqSbpu88cGqBMsNYxbAiwRdMSnRMeaZFnVurDNoYDfnSBwiKnDlSlRKWnb+0RA5jrz0rR9Wl5/E9EHsMG4LSvQ7H9MpUYWr7PjNgBhF2rHolK4nSAoYuvIKpiGNQAaJqFhQSNqiccirF/K0Kc19GrVHZaxuy9eFagCs9mmXxWQakWiJLkWKByYOVRzqOvmeAqtfUrQepakMpZaCDLTYS5CvdlCVwqlQWfMjWfwbgUQN6st53sJWdrD6dRPV9dgLHY2Rs0n9AY9+oGN84fM0UsVqZa+64MQUE0RdeX3yVasDS8C2vetDZFr2fTbRCaI/hrphQukpgKVkFx5DDfYxvY2GTlNXUbbj5w8HyLXt3F1RT6bAaCKHmqwjkt7VM6bLStBAzavrOdcHGRs5Zq1XJJNbvljozTpxjqbhWYt1Q0Dp6RnxaQML1BCIYsBtr/WpPDl+jZyfQcx3MIMLzRAU2UD0nMPoi/eoLd3g8GDL4Jz6F6BvvQIYm0Hm/aRNazlOlw+CVtFwjBTHswl3hrGCcXMwGy7R64lw1zze1KEGj/NFz20wSMbPS4PUzYzgbi5ixkdgKmRRQ+b5Nh8jZtTw6SyTEqDBTZyTT+RDNKEwhrcbIQ92sNOxz7V319DbuygBue94MY6dqcVpfE1j0WqGGbKX/51iRjd9CrhoGiWg3XoOUSSMzWWUel9Aiel8QKTTLGeadZyAaZElmPMrev++gzlBUIqSPJm/THhIoRokylBzNRYOckWyJ1UU303PVbvxysX/+gf/aOF/37uuee4dOmSZ71DvCIg7qmnnrrTWe44/uk//af8/b//97l27Rpf/MVfzD/+x/+Yr/iKrzhx+l/6pV/iPe95D08//TSPP/44f/fv/l3++B//483vzjl++Id/mH/xL/4F+/v7fNVXfRU/9VM/xeOPP/4Z24cTTXbjDegWlYjSLd2Y3YeT870QYkq1+b6DFxr2JIwICwbBS9uwkEp1jrbLw9nVV54Z7BTu4hkdsUyYdeq4GlC1FE1nA7cCDMZ2VmFblzFWLMiP9VyrlLLxXCxkWm1gDSNYWehLGkdSGnWjr4nr1DpBw1aJ0MKpNdL16/Me+B70qHC8XB0YMWf8vFLikI09iDE2OOaHLQkMkDO1T6VWrcs+zmGFa9OprjWsdfHYR7BTzT0jEToxxDo9EezrrfPLcZFVjMxiYPGkqUmEIFHQSxSz2pJrX/fke652zqvWCK0RAcwI4TtCJFoykIK1VDNINbIcI8sJ9XSCm429QEFIRJKGVJtn03ZHJUkAjp65aF9a/IkQvh4uKyh1zv6o5un9KR994RCA9Z5PMyYqZVisI/tH2KrEVgZVzdGH10ilZKvY4sowZ5j5Bu65lqznimEmUbN9eOk5zPjQp/OSlOLShKy3wdbaFmupogoXr1aBVc2HvkXW40PfVSIpOEw2OCoNe4cVzx/67UuVB4+v27zAoLeNHO6QDbd8WjBJob/BVOVMZ4bSGtbyhM08YZhrvmCnx9COUXufpvrop9j93ScwZYVKEza/6A+w9sDruLL5AJeGO9yc1oxKf+0MUo2SAqc0cmPHd8DYLEGnsPMQZrDNQQmffGnC/mxCVVtyrVnPL7J1/kEGD0i2v0Ij6xKcpQ7M0rx2KGnY7mkuDBJ/DOtD5HgP9+I16hefwpgamaTkg3W+4LEv5o0PnWP0wBp/6LFtautIleR8T9MzI9ThM5inX2D67JNgLbpXoM49iC02uVlKfuO5PZ5+acLeZI6x8KZLQx7Z6vG6zYIHAXu0R3XtWaY39nDWkm+ukVy8jNh4EOcSjmY1T98cMykNSgq2BykPrOW+/GK8R/Wp32V6fZdqPCNd75NfvEhy5THIh9yaKp7Zn/LsrSm7ozmDTHNlq+ChtYILvcJbzNy6zvzpT4K1qDwlTdLAfg4wwCTU/EkEIgcpJM6JIELqMu6+i4c7xQngpHHvlYxAHdyzZd1N3Gv8cK9iGTsNh0M+9KEP8dhjj72s5d4xiDsprl69yr/5N/+Gv/7X//rLWs4v/uIv8u53v5sPfOADvO1tb+P9738/73jHO/jEJz7B+fPnj03/G7/xG/y5P/fneN/73sfXf/3X8/M///O8853v5Ld/+7d585vfDMDf+3t/j5/4iZ/gZ3/2Z3n00Ud5z3vewzve8Q6eeOIJ8jx/Wdt7L+O2b1KnsnFxGtGZ+LTlrE5P3q0M/kzDRRyUnH3l6h0aixG/vlVDoJCBOVrR0goC6D0tR9Bta7Xip5hObTapC5abdOrxQueG4Qr2IjjT2qosiT2M863B3BIKXrZ4cXUN2AXF7gKjeeJ5sSjplaFa+gJ6KUAL2SgxT2JM475ExirVPpUqgs2Hq+ftBkgvkKgtlNanUueVwVrvPVZbtwjUhUCqoIZNMsoaxmXN0bxmdzTHOt+YfTQ3zAvHIDJxgC0rf0wmI+hPSQvDMNehBZcjld4oOHEGUU4wh7ca7zaplfeMCy8lg3yLuXEY61Dx9UZpXNrDJTlOpVRSs3tUc2M856VRyTO3JoDvKnFukLFdJMgioVdsotbmHrwrjUv7vsYtpMsjeN7KUwaUqIOrlE/9Hgcff4qrv/k09axGZQqsZWNyhH5kzvYDX4KSgkGqPOskaeoqnEp96tQanM4x/U0OSnhpUvHEtSOuH805mFSkSrBWpFxYzzg3yHj9Vo9MCxKpkbVpOnNIBIkU5FrS0w65+yL1i09RXnuR/U8+j6lqVKJJ1wdsCom++BBrg3Okw21fFqkgG+0iRi9RXXuG6sY1xi/uIrWi2PH9dq1OmUwrPn1jzNM3RszGJdZBqgS9VHG+n+Kk8Cn38cyrZysPYPVwiHRePlQ7x9GsZjSvfa1nSDVLAaIuKfcPmd48pDwc46wjXTvCzacI51OxtyYVN47mXNufMiwSUi3ZyBN/cK03ey4PfH9cNU9J5lMvYnEWnKQMfWZ98kBiZWdYvltLk89y3Cufu7tZzmcCP7za4656p66KZ555ht/8zd982SDuH/7Df8i3f/u3NwV+H/jAB/hP/+k/8dM//dN83/d937Hpf/zHf5yv+7qv46/9tb8GwI/8yI/wK7/yK/yTf/JP+MAHPoBzjve///384A/+IN/4jd8IeLfkCxcu8MEPfpBv/uZvflnb+xmNBVm6r5yIPM/K6zuiuw7bB7fJmEa14l3Ww3U9l9wK6wr/w2p7jG7ctmtFY82xejtXzX2Sv9zCNKfst2zteBe/X7GLnlG77dpOPA5x3mUY1IDd7nwLli3Hj92xVTjjW2i1+dqV148NtiQuiGSEkDgbmUPXZFm1lCGlKrsYdDECGAMaVauMAFB6YUDs0+q7PNRe1ep3OnR48MzirPLbXRnr0+5CAC1zKrUKati0ScGO5jVH06oBtZPaeKYsqFSdsdi6xhqDnU3RgalMZUZPK2pnSZUkVQJRzxHVHDc5ojwcUU/n3sy4f9PX/glN2tv0wgEjmtvQSh1Uz76n6GRmefFoxrXRnBduTXk2gLhhrpnXlgc3ClItSPIMmQ1wtgKZ4NKCynh/PYtn7npa0U8lcrJLfe0ZRk89x62Pv8hTTx8wMZZcSXTxAtY6tpQmv/QGhmkPISCpQyo8Xh66dYt3Sc7YKA7LmheP5nz82hF7+zNmY197mGaap4cZF9ZzqtqynicMMsUg0c0LS6597WOhBXJ2QH3tGabPPcvouevsfuwGpjTIRFJsHpIOC4rZBH1+RH4unB9Tw+6z1LsvUt64xuTGPtPdfZJBgS5SCiEwzjGpDFf3pxztTZmNK6x1vNRPuLlRMNow0PNlFWZeYqZz6ukcnSWY6QQVXjhq45jXlknpQdy89tegFAJMzXx/RHkwYn44R+dj6vGMxNQIvBffaFZzazRnNvHX2n4vYVoafw8FFrwaz3xNq7W4qkSGF+goSiqtN5lpyyBEC+Di2Nwd11/lca82826Wc6/xw+dC3DGI29vbW/hvYwyf/vSn+djHPsZP/uRPvqyNKcuSj3zkI3z/939/852Ukq/92q/lwx/+8Mp5/v/s/XmwrutZ14l/7uEZ3mnNe++1hzPlJJDEgJFEQtTGgVMVflCiNB0t2kjEOBsLiGUDPQDS2FSXA1iKQlRSSklJoS3a2qY6lcZq0QBCaBQhEUKSk3P22fNe0zs9w33//rju+3me913vWnvtffYZcrKvqrXXXu/7zMP9fJ/rur7f78c+9rEF/zGAd73rXY0C8qc//WmuXbvGM88803y/vr7OO97xDj72sY+dCOLm8znz+bz5+yCUPl728A4RsDy9RNt8F3vjlPTDLc9x4o3h3UqZjTPFUh/Yyx0rD8s9DVLvP1YtUY5ZJIasPrgn9sItRdvutbRDEcDWTpitK8IHyYvuLLLQMF9o/I8l1pP254SFC4MSGtmV2B+olWr1704IAcNt/5zVMXtXNeVaXztJkyopQvtQWq+cEzHcWonVV6ddAK0lCxd07bAJZfA+PZpVojnmPEorpqWAOK/EfcI73xxLX0zxxQRVzkhNTmUV1huMgtSAms+gnFIdjZnvHVHP5qA1yfAuylhMkqFHOyTpEGWhElJ0EP5VFKGB/ah03BwXfO72lOfuTti7MwWtmGQG5zx3piXD1JBqTZoNxONVKbzNqOYt6SU1mn4q7F51sEd5/XkOP3udu5/e4xNH7Zi1/Zt7JHlCtj5g/S136a9lOCtGf0YpKfCH3j1vAWXxac64qrk9Kbl+NOfWzTGHd2fMDg9x5RzbG5IPe0wOZlijuDDK2Bpm7PQTcmvIrSK3iTA06wI9O2R+4xpHn7vO3m/e4fpzB8xqcdJYvzkl38ioi5JhOccaK+SDqqS8/izFzZscXb3F7NY+xVjs0ur1AShNVUsp8uioYHJYMNu7jfc1060ed8YFk6qWY+cddVFSTecU4xLbm1HPCiK5yiEgblYKOaEIzBHlPcqVlJMZ84M5s70Z6SChms5FX9A7ilr6DKezkvlEQO7+pGRa1e0LdFlQzeaSAdcaX84XMtYO6b+s4PgQuuz88ADxWuiRW372ZllGlmXHpnsp8MPnQ9w3iPvn//yfr/z8r/yVv8JP/dRP8af/9J9+4I25desWdV0f06C7cOECn/jEJ1bOc+3atZXTX7t2rfk+fnbSNKvi+7//+/nLf/kv3/c+vJQR3+5e1DJOSJa95uIMWbiHHi/lgPmgzGGtWxeEZlkP9wK4115HssXyZ43+XFdk2R8vyRqlFnoEif2cjQWZ2Jjh6gAWFdboINcgpBSlWnb3cTVm3UpHhBefaH/kAa/FczMKGbvKinSMFWsxZS1e2wWrum77ZAS8UVMuT+THWIPSYKwhS4wQKHSQ0AksWB/6XDW6OdIulFU9QuYwaYrtZSQ9y9BqjipHphVpakj6FpNLH5bTFle5YCnVPYGxtUJ03qxSpKEcahOLTQ0m66Ftgs0yksyQZJZRJmze3EbGsmpKYB4voMVYTGqxeYbtWXpGo3EkWmH7FtvLsP0csh46y8VBwlhUlqPTBJun6NSiCwFlKkrexOOqFcYqdJLhvfS1JUYvvDgpLdeXMgplzbHWCK2E7Wu0/G5nDOfYKEwizGul1YIguNEKrUVjUGtht+rOMpQKfa/h90nuNi+VsO0rISz/sICj8p6yLBc01QC++7u/m+/5nu85Nv1LgR8eZiyDUaVEAmb587W1tfta7kPrifvGb/xGvu/7vu9hLe4Vj+/8zu9cQOgHBwc89thjL/+GrDCkPzZJ96YJmYquLMmZbimlj9nRnDle4be9l2ucWgULz0IGuWepOESr47e0Q/Fvs9pRAoSgsPjwWF5EkJ/pMorPtFUQhXw9AeDQGt+7pQzwaRGnF+KFZNxWW57Fnj2ChIkIA3ddGJop61rKqaHnz2jViM3aVDJu/cwIINHCjFTetQ9jpVA2Q9lMxHRLT1F5qlC6L2tITYK3ObbfwxUlKoA5NVhD90eQDXE2o3Kesm4PhVZKtA2NBjTOC3tytpZRhOwPSDl1a5CyllsyK2VINZ6LzplOQBu0ypvro/KeWVVT1BqXDdGb5+idv85w94Ar18ZNOXV0ZUR/d5N8ZxufDZlVnlmQGlFWgJbygK9Q0TFDabJ8nVFuWc8TNjYyPB6byDlKM0svlFOf2OqvLKc251pZVNJDb+yQnztiOJszvT3tlFN7DK+cI9/dxe5cwg12mnKq2TgPVUWvqgIwlnKqtgKCrJHewH4/YdJL8G6Ec560ZxkFYCktAFpcL9KEpHbYLEGnSXMfaAT0JUH/MII4rxReWUyakA5SfO2xvRSTpaEkr9uMaGqYZ5YkNfQyS6Z1i+CtLENrhcmE8EOn71ZDIBktkqaa++5FtLq8YvGwevm8I0kSbt++vfDxqizc50NsbGwsjO3ee37bb/ttC38/iHXpQwNxv/zLv7ywQQ8SOzs7GGO4fv36wufXr19nd3d35Ty7u7unTh9/X79+XWxaOtO89a1vPXFbTkrZvqyxcPPGN1yJlS0Sje6bb2lC9yRCtG/4D7SJHVnfE8kKy/6iK+KeJcfQp3Xydqz47Ax9aqdZ6Li2ULr4+YqFnqX/juAqccI3wHHiRVNa7c634NV6/NgdW4Uyi7pvSq+8HnQgKKiouRZ120LjW0zYVC40YyvX1W9eDOeaslHMbEUtu8oJcYBYPtO67YeTnW40u6xW5IkOD1rJdsgKXQOgXRXEkMsiNNQrhpll1Etw3rM5SOlbQ6KVlCh9jTIabS3aGnTewyUZ3mYUc8+kqhsB5CK39JMMn2So/og0sAy1NZj1bfT6Nq63RuFUQ2xIjW6cJVQtIrE9k2Jzy6VRjtWKTLeAIRIbNoOmWlLNUfOjhtgAkGQ9TCUP/aJ2TBTkhcENt7C7TzAc71PPK57amzXEhvNvuczGFz2BfewNTE2fw7nIcRS1Q2vTXNuqCiLIQVNwMKgpU8OlUcYbd0dcH6T3IDZIuTwSG7yHsvZMlaefr2F3n6DnHCax+NovEBsGr38Ddvdx3PAcs36H2ADYvNcwnUF6H5NBD7zHKEU/MVzc6DEvapLU4DycW8/ZHqYMM0PUHTRZiullKGuwgxzT6wuQcsIkzqymn9oFYoPzcn1mG0PKyQyUIhkOsIO8IcakRjPMLVtDAeWjXsJGL6GXGnmxVgplLMkgF2JDnqKStGGxayXrj/espuOCorRkpTu6n1+ocdbM1EuBHx5m/PRP//RDXyY8AIhbrh+D7PS/+Bf/gq/92q9d+P5v/I2/cV/LTtOUt73tbXz0ox9tfMScc3z0ox/l/e9//8p53vnOd/LRj36Ub/3Wb20++8hHPsI73/lOAJ566il2d3f56Ec/2oC2g4MDfu7nfo4/+2f/7H1t3/3ESUxT5X24iUVWpMnSnNTz1pELYTWhNCx38WnalSWpl6GMjysMwLAjb3JWZqpaWmYDQla9TTb/D9kXpRccHe5Jmu8MYMtYaWFrV7EjO1IrzrXEAcElgnJ9lPxwLrA5F1fiCBpssdYWwi8L6S6dgxoayY/at64SSmmRCoh6b74tAyqtmuPRyMNEKyyTCNiJ0iQqPgBUI7xrjG771LqivcGQXqUpXlvqAKp8sI5qEmKx/65zLJU2eJ1Q1uIEMKs886rGoZlVNZXXx2RJ2n4e0cGqaiEqzCsRZB2mBtfvYdI+Oh9Qz8ZCdKgrfDknM4phatnILZsDUf0fJtJzpXzdHGdf1bIf5Rw/G9O3nu1+wqzqcXRZBv9RnnBxlLKWa/TRIW46RhtLMuyh8h5q6yL18DwHleb5gzGH84oqSIys5RarDcPhOZLH3oAbH2IBlfdwG5co8g0OCsftg5LKO6zSbPcVPTRqfoSe7uP3b6GAPO/x5OYVHhutcVQ63nR+2Ehq5FZxIXXoyTXU4S2qa8/KsU97mK1zDC5tM6+EULI3q/Dec2tSYs2Qzc3Xs/b2x9l540023/YJkUCxGfrxN+JG57lTav7L1SP2ZyJqmxjNF20N6NswToz3qPZu44spaI0tp2wNNtkYbbP1xvNir+Wgn2gGiSbzJXq6jzr4pPSHWYtfP4/vbTA3ObcmFQeFY29Wk1jF1s4bGey+iXy2z+UvvynEBZPisj7j/i535xU3xyW/+fztRpD4TefW2NncYvP8G+gdXCP5zK/g5zO5hl2Jme5xvr/O73n9Drcvr3E4r6g9XBxl7A4zzvUT1MSje0PSc+dYz4W8YUbr2J2LOJtBIXI5j2/3G0/ZUWZRQFlDko/In3w96eaGkCF6fczWefT6NrU27PQTqu0+a5nl4NyAfmrY7CXsDjPRwrMpen2H/uNX5MUh7QnoT3qiz6c8g8TgEhk/Ey3EH7mt1TE5kftVDXhlPLpXuwA9SNzvcl4K/PAw43f/7t/90JcJDwDifumXfmnl57/9t/92bty4wY0bN4BTsjL3iA984AO8973v5e1vfztf/uVfzg/+4A8yHo8btsk3fdM3cfnyZb7/+78fgG/5lm/hd//u381f/+t/na/92q/ln/yTf8Iv/MIv8MEPfrDZjm/91m/l+77v+3jDG97QSIxcunTpgQ1nH2acLADb/TyUKBo9t4UFdNJzbumL7txtOKIavV7QInrgtH1otItDzrFTHy1x7pWNUyt6Q0ybPTqJQKG62agVPVX33PYov7E8aPiYQTrOGj2+HHdiL0jsX2psvjrHocngqVBa6ZSj4uZJ87kJpvS2o2fXkgwMrb/roviulFG9TRonBa80uMWMYuMs4RcFdBv6qQqZFi+ZoLnzKCfadMf6LJ0QMLoEjaiBN689SSXkA28z2Z8kRdksyJ/I/ImRU59bQz81KKUwRpwiuiA7lpe99/iqRFdzcpOxkYsVFUDfGno2SIVUM2kuD2QIlQ/w6YDKJEzmNYfzir1AiKi86OEVtcbZBJf2pbypFD7JKPJ1DmY1B0XNtUAoyK1msyeuCaoqYT6muvmcZABNQuJq1HCb9f4mup9RhWRnbhT66Cbq8Bb17WtUd24CIvarjEafn5HYDKs0RSVWVQDPpoaizijzhLWNK2Rpnyj2e2jX2Z9UvHA45TduHS2I/RYbOd7Li4SfTXDTQ/xYenNqY9HFHFMVbK9dbMV+x3fQh/u4vRtUd28wu9qK/eZPvwm9XZGu7VJ7OCrqRpNuWkax3zVGO+sLYr/PHsx5fn/G5/am/JerB43Yb+09T270qdZSdjYuY8/v4YLYL3WFquZkacWV9YytfnJM7LefyAWp8j5mbVOusSj2u75NrQxKeTKrWc8TeolpxH61llvVJ33Mzi4676E7Yr/e5qDlhWKnn2K1Zr0j9jtKg16nNuj+ELN5TrYlyQTAmURe6BCXhlhVMU0PZxwQTHsvfj5l4h5aOfX+K0QPGz98PsR9g7iXKiUY4w//4T/MzZs3+a7v+i6uXbvGW9/6Vj784Q83zYfPPvssuvMQ/B2/43fw4z/+4/zP//P/zP/4P/6PvOENb+CnfuqnFjRe/of/4X9gPB7zp/7Un2Jvb4/f9bt+Fx/+8IdfVRpx94zOQ33ll+GLVrjXg4q11M6Uyw/cFzM4NHZd5syNuSe9TS70c/klgeIV2m1Ak0FqotPoHhYK6BaMLQHAZpWxdHjMsyoszrf+iMdKqd15ljJxMu+SIPGqCACwrXZGIBdLqaYFweZ4H1nM4KlQ1looy8Tj4MUJASPsTEkixib8IPyrOvsQwW2n6d+54NNa+8b3semLWzqWKvi9xuPhvHh5FlVNaRSzylOjMCaDJIOoWh607Aw0pdHE6MAUbbXmYqmqe/365uGe07OarVw8CIaZoZ9oVHGIqgpcXcn6TILOB/isz6TyjIP6/lEAcSBsxSikbMMDGGXw2YCDmePOrOLGUcG1o1lju1X7TAC9K/HjA4rr16mm8+a82q0xemPOcOMyPg22W9UMPTuk3r+N27/N7Pa+2G4VJaQZtpiQZDmJFZbu0ayirD2JmQnztZ+yXSVsZJtE262rezNuTApeOJjxqZtHTZYr6s0pJVlNNz3Cjw8oj6a4qiK3CTiHritMyGSrusJd/wzF7WtMXrjJ5PptDju2W7v9HjbJUPkI5wcczCruzEqmZc3dSbnCdqtmXns+dXvCb94a85lbY25eO6SupP8uNYqy9oEQkrEz2sEYi5tOpHeonKFnB2z3txilhqpvwdOx3SqFkJIP0TZBDVrbLZf1G0HtVCt2esmC7ZbVAqxckqKH26hsgF2y3fJKXgw0iswqapcs2G7hQ7YxHWC25NnldYJPB3iThvtW1h+H5OjvDDJOKlxbLena+cVqzlK8FpioLzZeCvzwMOJ973sfP/iDP8hoNDrT9H/uz/05vvd7v5ednZ17TvvQeuIeZrz//e8/Mf35b//tvz322bvf/W7e/e53n7g8pRTf+73fy/d+7/c+rE18+UK1JvbSWyQfr9Qq62ahIoMPdayk2mSFkFKterGNs94BwvqK4KHhAsbyoemsZ8lfVMXBSy1hSq2hbs2jUQqHW8BZYucU3BBWgTAlJWsXMk/HvV3rphdoOYsXdZy8CxpdzjfN/ZLKCuDP15IhCKVIHcog3nvq2gmACSBQBZ0y+d7JfK5G+Vr011Ro4A/HQVicUgZVNsObgq5Xq+7ormVakVpxiFj0Mw0l2CTFa8nIuVKWLUX3oP2mECFSV+KCM4TSqRx/baidNNTPq5ppWWOQrFwdXzBq8TOlmItIbVlIc34YZSrnm7JVr6iYVZ4kzTH9IX7cox4fynmoCnQ1o29zRqlnLZUF5NaIy4AyIlDbG5KtD/Heo1PpVVJ1Raqhn2oujlJQkBtNXk/Q033c0Z6ItdoMPRhhNs8xNn0OJhU3JnNuH86ZlY48NPJHtw25PrU8mJMehcm4ujfjuYMZn7sz4YW9KVliuLie88ZzAwE+5Zzq7k32P/U88/2gCXc4ZXDpDumFfXQABCgNdYU72seND6mOxszuiiF9OZ7RB5LpAb18jZ4V1ijA0bzi6GbFjYM5m4OE9V7CZk+A66xyfPb2hBuHc67vz5iOC4zW9AaWtV5KajWJViJiPDmiPJpSHI6lgT8fixWQ1miloS6pj/bZ/8//hf3PXGPvN/e4c2PM56YVmVaczwzp+pDtfIDZuMBRkXFjMuc3b4y5dTRHK8n+7Qwznt4ZCINTKSZl3QC4O7cm7F27RT2fCosTOJxVzMuaqh6xubsLOkHZw2B/JvqC24nn3PZWyNRr0CHTTA/0ply7JjCPTS7XpTYUlWsEssulIcNoMMh9aM2TIseiQLn6BD/TMNR0WghaXcv4Zegr1UZ+Oln+ZpLAbeiKg78YYOaV4vDw8IHnf7CV8kAZtNXLerDlPGz88DDiJ37iJ/iWb/kWvvRLv/Se0x4eHvLBD36Q7/qu7zrTss8E4r76q7+a7/me7+ErvuIr7rnyv/N3/g7D4ZA//+f//Jk24FGcEktvW91r2vml/rOG1BDFIVt9ue48IAk6p3won63u24vAT6t2vsgpXL2tZ9ifrjvBqq+bkmh38GuN5WXQvI9yaSeDF5dYNyC4c2xi1qk+3tdGWGP0JT0WUYfN1aIttWIaF5Cf99CYxEd/V8JAHY5526sXNg1CvThIHBi7wFCNg350ldCxHBMXETJ4yoXjoRQetbCLSqsWRHsPrhYNtWWP1kD0qLxo0tV0soULx6Nq7L2UqwMIkoeic56ybrN4XicBWNqmdO5dDXWJTYQEkFolshgNMNXigZr3Ub2hME5thsp6Tcnd0NqdpUahygJVFfhaXBqw4vDgbU7pPKWTnj2gkanop4Z+EpitroJqJoDayjVYBJHYw1nF/rSkV3uGWUW1kPl2VNM55URKi3VRivCrd8L41QaMlGh1byDSGlmCsYa6kvXUZYWqZqi6IDM9MbFPDJmtKYPWnXPyolBWYttWVo5ZWVOGZWit0BayxDDIDJnVJAZwlWRMAW0tWLDDAbo3QvdH6F4fXxaosmgu5rp0TGrPuHYUTtE3GlcUjR1c4TzTouZoVjKeVaiQ4ZpngRCgdZN5X+8nrPcTJv0Ek/Xxzkm/p5frpKw9hQtWdMaGnlKZ99K5LXYvX24z1UrjtW1bL5RInDTf2UykYLRhHkCcaBEuXsOmKW3SAM4I4uR+XQ3kWhB3AttHqWb9EcR1p2ou7w6Ik+U+GJjxSmHM2W26Hlo8NKeJV0Am6iWKL/uyL+NrvuZr+LIv+zKstSRJwpve9Ca+/du/nR/90R/l3//7f89sNsM5x6/+6q+yu7t7ZnLFmUDcu9/9br7hG76B9fV1fv/v//28/e1v59KlS+R5zt27d/nVX/1VfuZnfob/6//6v/jar/1a/upf/asvaocfxdnixHvbO07SI7pXiO1WUNpXobWjM6AIYQORL4lgsROGE/BcZ3uilElcrun0ca2s7t6jl07m8av72lQLq44Bjrg9rl4pFeJpS6ACWJZeNLuDtnOBXLK4nJqg67WqFAs05vbehwyaOg6UVchwxpKqkgdZd3HWKBwqaKMtET6g7UvsyIy0WV3VAEGCTyu+bjOTYZ8kE9yWRxeymoEM4etK3BeqEl/OUXUlfXq04NS5kN10HhLTZgvjNeIcytVN9dhqTeWc6LZ5cNqiTYrKeuj+UKZPM+lvM0l4sAqQE2kSFTKlLSFCxIFFLqKsvWQUaxf0whTDwBQdJJq+BT05QM+PBHBqjU0HaC2lzbJ2lKVDq1rAQbxQwr50w6QJppdJGTcd4LIhHo1KPKo/Qa/PMfMZdnAbNa+EPWuMAKmqIEn7DBLL5kAybtJDZhjmlkFi6KUG56AIvW/i9OA50gLgdoYZG4OUzCgS5VGVgDNtDbaXodMEvXEes7ENgw1cOgBXYvI+vfObzPcOyDcmDPdmZCF7m2glXrlG5DOKWuRTZpXD1Q5jDYmVbdzqJaxllkTLC1VVe7LEkBjN5HBOMctwtSfrp6JBl+i2hA6gNGne46nHrjAYrQkIVkvX9goA1/2RHrT2BXZ5zInX6VlaRE5svu9KAnQZp91+VqWCIPRrKR4eseGVlq56mPGP//E/5oMf/CBXr17FOcdsNuPv//2/z4c//GE+8YlP8Mwzz7C+vo4xhj/0h/4Q3/RN33TmZZ8JxL3vfe/jPe95Dz/5kz/JT/zET/DBD36Q/f19QC74N7/5zbzrXe/iP/7H/8ib3vSmB9vLL6A4qafhWMSO1zjfqln8aV+esuhjH0RAoljVS9fM42O/RlxvOygdY6ZCy470rVRFNwxQKxUe8hxX/19gYqoFIKZiMz5Lg6mvQUkzvA+DdhWAQ8MyjcuIVliBUbnsiBDf1H1kc3oWmLWNpZh3gPzu7qIPvXhNGTaCsXaCUPquUcpiVZtRaw6FCuxSmwhw7vbDobBKB0016ecxKpSzlzOaulOWDscgkiFsXGxVS6aoLIQtaqoGaJ56hXkv89UV9VSa/NV8iqlmJMHPMjWaxIomVzy2sbxEki2CdVdjlACwVLew1HkxWdfZCJzDnhc/WWUzXNqjzteYluKQUPmgg9bdcqWE4JGm6F4fZ3PJLHpxdtgepqRWmIeXRjnbaoK5dY365vMUd26IX+r2LnanYKe/w91Jwu1ewgud7KhzBBaoRed9sq01TDZFpwnrb3iC5Ikvxm8/znN1j/07c2aVx2rFldEFNh7fxWzuMtK68Wk1aSqtAtWMvOd5fCNnI7dM1qQEP0ylP6tnNb1QBq685/VbffZmFQeziv1ZiTWKQWLZGSSc61nM+BZqfiQ9d5sJKssxo03841/Cke5zUNTcGpekVjPo73D5K8+x+8ZPs/Wp/8zOJ59l65eew9WefCNn4/VXsJeepO5vMb41Zl7WJEaRZ5YndwY8fX7I6zZ7fPG6QY9voacTwPHE9g7VlXPcfmqTX3p8g+uHc45mFcPcsjPMuDTKuDBISYojVDllc23IE5cvYpIA1kPmzTfl1NCqsOK7Lsu/uX/U0vURPlv9IiovrV7pswGVLniL27Q8yb2Xcm9P7Ufxqo/HHnuM//V//V8XPnv22Wd58skn+Vf/6l/xNV/zNQ+87DP3xGVZxnve8x7e8573ALC/v890OmV7e5skSR54Ax5FG02WSy2yRrvlzXvGPfrbYibpNMyn4kClOOFlKLzpendcaiRkgpRiJUmg2cal5Z7owdmZJwLfbllzgd3bVfG/R6zMyr0IlwdfdwgBq74nfqWbPsHlUNAKf54UEegskT0aW6uwoBMXcS+tvS7BowG3vrkGdcgKxt/NfNCyfKOlVQB1RqkgwttxUliR5lgGqAvLhlYmxnu8tXib4BMpoTqT4NM+88ozr10ji6FUsL+KavkmWcgaxQMldmCKfmrpJ4aN3DJMNHp8h/rm85TXnmV64y7JoEfqHUlvwGDzPKMggdLPTCMYC+FS0AaVZqSjHjYXVwW7+zh+4xLTbINPXz3i9rRgUgjg0QxxPmVrdAGzcwmXpDCboJSQUrz3qLqibw0qt4ywZEbRSzR9q7DVHD09BBxoy3C4zXpumBQJ+3MZo3uJoWcVppqiyiluPhPmptLo4Tpqc5cD1ePmuOTZ/RmfujXGKNgaZtgra5y/8hby/pDt4bqck3mJ6WUkFy7jB5sUylJ5j9GKPLHkieWJnQFPbuRcHKWYG5+guvppiv3buHlJsnuJ5PwVLmxc4rfurnNnPedgXqMVrGUiMbOWGsxsxhOXzrO9vhZeRjqZtW4GjgjgVnyn2heBVdeXXAexRaHNyN1XnADuzioP8rDM41/ReIhiv6/lePzxx3nXu951ql7tWeKBiQ3r6+vH7DAexYOFw6OX+tea6DD/4uByvCzXeeNbyL60oKdb4Tm+jhaM+YDwlt/8olXPSX1xxxiRJ8U9BrN7if6eVBI9LfUuLW/Sw3U/AiTdJdYBQJwl4nmKsbKMuryBnUyX2AmFZSlOOXHy/anV5mOyKS6so2NldcIx94Fw4UNDtwog0dCyiZuHTuf4u7pGuyAYXFVSEg2Zwtzqxl5qoe8nMm474sKrIvbleTSYBJ9kRMKBT/rMKinjzWs5X1pBpZEyqwnCsTYJAE5AXASnqdH0EwEPo9TSTzT+hRvUN68yfv4W05t3sYMeQ0DnfQbn38RWnnK3X7LeE1X+fpCokINjUGlOvrmGd45kbQQ7VyiGO9w4qvi164e8sD9tQFwa3Ai0StleP4fRGjURsodIwwibNLMWHUrqa6nGlGPUwT56uk918wXwNSrJSM4/zkZvnbXeiH6Syj2sRc5Eje+K3EpdifRGb4he26Lub3BzUvHrt8d84toRv/bZPTyerJdgteLN54Zc3nk9aTpguy5x0wnaWOz5K9S9dWaVD0LQIricJ5orazm7g5R1N2b2Kz/P/m9eZXLtLtW8Znjxcwwf+wy9J55k97d8JRsbfcalZFFzI1Iha9bz+suPk2VpyGa3Zcn7AXBetb2g3rf9vg/F8moV4Fgx1r0y2m0vczwCcWeOf/Nv/s2LXsarkp36hRRns2RaXd5ciKXU/YNrvp1MiIgZPB+zML7tbztLLGSfYruIVpgoddF8tyJNx/HsXbvcl29gbEHk2Y/v/TwkutOe9FauTpBcgQ74g4fXUxKzcUjvnQolW6ujqT3tuYmm9J15Veh5TIPrQjuvWixLRe222Mu09OLR9O358OKjDMoE9myS40zKfF4xLcV1QRZpsMaBTSQzZpNjJW2lojSFlKX7iSazitx43MEdpjfvML15l6MXDkiHM/HIXBuS+ZJRLjpjWwORjRjmtvXfVAaV9bCjEdgEs7aJG13gzqzm2b0Zv3p1n6P9OVVZY6zm08M8aI1Ztnrr0hdoE3wxF22yQPNNQp+fNWAnt9GTPeo7L1Dcucb4s8+LO0Ca0D/ax2zvYtbPsbZ+qdF7U3UpAK6YCfkkySDNcWkfnw25emvKf71+xCef3+P6Z2/hqpKk1+f/zQyToqLYXePy6CJrr/+tuKMDOc3Dc5TpkMmkpkb0z4a5Zb1nuTBM2Ew9+vrnuPn//Tp3fv02+y8cMak925/dZ+OFA7b2x2zvXKK3cYmst46zKbou2V3rc2VbtOWWx7bjIK0FcAtOBw0p6jiZYDlOzcL5SERyxz47vqD2+vJnHJNfE1m4R/GyxyMQ9wrEqrJgk41rJuqk/JvsiRZWaWdZXeFelGkHFdV1elgqeXYwmopZuDhAKR0a1n0rPNkBcT7+HR+ES4NYzPBEEOFXuSisiGYAezHjWFxX9O45abJ7veDdowesmV2FY74UcjYWM5Pxf82A3k21LffJ0SF6QEN8OL4i1RBrm22LrY0LG+xCGtU17FOlTMNojRIskuWI2SrpwSOsX7kaY4IvqdWk1ggQ60rJpGIrpNMEk9pG2kQIBsHrMhi9D1MrDfF12bL+bCalzqwnPqZBTFiOR5BSCTpeBpqWA68N3iTMa9F6uzMrOCoig9SiVYrLc0zSQ5Vzyd7F8L7pJUy1wmphpGZWo8sp9eFd5ncPmdwaM74xYX4gRAA7yNk4usHm+mWKUcb+dp/ayz7mwYoKQCUpZnsXlQ9Q6zu8UCg+eWvCL31unxc+u8d0/xBXl9jekN8YZfRTwzA1XB4NSbxHmQSV1/ikh88GOJuDEz6IrUvU3lWK53+TyWee5eAzL3Dzv9ykrhw2Ney8+QXWntil/9hFkje8DZ/1pU/MC6EhCk0rm6CzHGdzCgzXjmb85s0jbl894tYnf645VOX0y7hxY8ynntrk7Y9t8I4rr6e/IyXeuUo4mjnGhcMAa/2ETGu2BykX+xZ7/RNM/tPP8dl/9yy/ejDnbinnZzguePrujPnBnNHj/4nkygS7cR4zWOepxy8zGq2Fc5wu3iMx86Ztez91JUZCf1zbD6eo3SKAa9j6x26rmGU+zhRdiDNkilYBuNd2e5s/03E526Jeu5m4f/fv/h0/8iM/wqc+9Sn+6T/9p1y+fJkf+7Ef46mnnuJ3/a7fdV/LesB0zaN4mHFamTM+wFUQhI3P/IV5l5u3T4h7TtG5aU5q3PUhC+KX+kygY591yor88g7cZ7yItrUXFeYsfWrL84Sf5XJlk0lbqJkevw6W38wbm68VwFhK5sHrdSUL1jXXk1rKn0ZBYufCNtmkzYYp05zjyPZsCBS0ZVVUm0Uzqch3KNP6XgJYJSKuqY2iqojEhXciLWG0kDeCnl3VaXGMDFoTwJxkkwpwImMSn4yVd8GI3lHWLpRXJTsUMzKqkXdxTbuC6pyOlsBjwFphbCZa+j1jz1st4MUCqRXCQD8RAJYoJUKtAWSqJBW7M5tSVEK6mBQVdeXxnd5XaxRZokWCowHHRrTNkgxnMwoHc+cpa4R96RwUc6rpnGJcMNubMz2YM9ubU00KqukciiJeUQHwivMHMSsJDSPZKkXPGrLEYOzidV3NjijnFfuTkv2iEjcLp3AmFT/cQOKxRrxhI2hX1Rw3nVBNpkyD20eMRIm+ocnkmsGmrG9s8OYveprRaE1eRHWnf1GpRlJEPteNIf1yCfWkPrTT2huaFoOl2/2+iAXL6z0lA6cbwPgaycJ5jvfUPujPaxTt/rN/9s9417veRa/X45d+6ZeYz4UItr+/z//2v/1v9728RyDuFY57Xaaq48Zwz4igasWg0Txr72/zFuKevV2cMgg+aHn3lO04Jtx7vxHLwQ1ZYPVxi6xbrdvBdjmjpszpzAxFOD1doNxl04Uzs3yMoyn9Sl9YYo9YkDBxNAKiPmZL465GP9RO/13XJSM6Wvgg96FsIg/57j6EnjirRfbBhPIjEPTOAnjLe5CKbptKsoWMcyxbpkaLLFwHgNHIfqR4Y4PNlwBTjYBAqxWJAlVORPS1nEFdoOoCa+T8CPkB5rVk8qo6sIPjuYuAtq7AV8HuTDahcp6yEn0ybzP0YJ10rU++3iNdS0kHFttLMJkcG+VFB08Ai6ZvheCggohz1E5rtMziedWKJDXYfEjSX6M3yDm/lrPdT1nLLdqVqLpsXqy8zSm9Ylp5pqVjGgCUyvsitZKYhfMJoK2W7eyJK4XPh/gs/CR9ERpOMpHYKQpUMUVXM8merfcYbOTk6+dQRnoIbT7EWgHiq15qIkM6iSxkqwVwB6CqrWVgDRuJJgmM9Cu9hK1LQ9Yf2yDZfZwn3vhbeN3rX49J8yXwphvg5qN8SLd0qu0xjbgW2KnAKj89jo1ZK6a5H/mMZRB5Uj/cawbAPYozxfd93/fxwz/8w/y9v/f3Fkihv/N3/k4+/vGP3/fy7ruc+t73vpf3ve99fOVXfuV9r+xRdMKv/rOhky+UORVR+kMt8UG9pxXuXSqdnuTY8JA3/VisFO2FBZAUddP8ScjwFA/UE3vMlnrFfDyOSh6aTWbs2IuyaR8IneV0y6JWtazRZvboRhHsrKSkHaYJDEytgoOCbsGgd3XbwB8U5NEmALFWxb0R7o2abLWwPVUnHemByjkxmHeOqtbiU9p16AiMU19XaFeCq5teNq0Ude2ClRb4NMfbDJXmqCyXEmwAc7GXLQ1ArHtMMAne5uItWVWNz6TLhhR1C05zK+K5mVVYX6MqcYjwoXlf5T1cklE4Je4QtQA5GzJ4udWYyR30ZE/cF6pCgMxwi3So6VlLbjWTSlG54JhBe1so7/DlHF/McEqjkh6mL6m4ysHerGRS1BTOUpOw++RbGPaG5Dtb9M5dRRlFtj4kOXcen48olaGmblwUhpkltwo9HaOLMW5yhJseiYRO2mc4NFwaZkx3R9wdF8zLmiwxnB/lPPPF57g8StnMFPbmb+DnUwHS2YBSW/ZmNXenFdeOClKj2Mgtb9x5GqsTRtZi0oRqXuPKGttPOP9lX0T25BtQl17P7WSHo5mjcqKFd6G/Q571BfTevYE7uIs6vIM+usvbHn8rl0YZb7k44l8MUqbjgrpybO/0ef35IW84P+TprT7bqUPPD6CuGOQjkixDo9jIE2ZV3VwbZdIn3bpI7+kv4qlnrnL++iHltMJmht3f/nr6Tz3N6OnfwuNv/FJ6vTy0gehOpnr174VS5XJ5tQPeotPK8svfStebTjtII/Ib9eTuoxfuJAB3lvfOZUz3IPIirxSBQnF/QPfUZb1Gy6mf/OQnV+Kn9fV19vb27nt59w3i9vf3eeaZZ3jiiSf45m/+Zt773vdy+fLl+17xo+gAN7944y5fvAp5iKslEd/o2tCWVOEkXZCYRVnGTDLYBJOs+82WrVhXBHCnjiFLX94PY3RV5fJYRs4cn+hE4Bf2WSktrX6deXUH/FW64y/azBrBn0F1+2+W1ts05AOdjrownw6CpQrnXVMWXQzHgosCNJm52BPn8I2rRGhpXDyf3RKFd6AWMwDNfB3dNmUzMW5X7TlVKvSlRXAK4R1D5tOJ6K+RZKi0jzcplQ+2Y8IpbcqxMRMmv53IfxiLN4n0wzkR4Y3XbCylUk5xkwPc4R38fCb2WUmKSnokZoPU6rZvTne23YmAsa8rfDGXrKErW4szL04DMy3H2GrN+fVzaFdjjSW6Hqr+CLN5HpeNmAc2pqP1vjQggDsIHvv5DKcMZjBhkCo2+5aLVcabL63hnBdNtEHGExsZ68zRd65TXf003jt0PsBsW6oa5pXnzrTk+f0pWikO+wkXBilba7sklwt6ZcHG/hhX1ST9vAFw1dolPnNjwt1JEfTrNJkZcK43QKVH+LIQQHzo0ZMjsrUdrmxcJrNDxtUF7hzNmVeOixs9Lg0zLq6l7PQsZu9ZVDGRlwNfkfa36SUJuVVUTlw2itozKT12sIO5ULDzpV/E2sERrq5JBj16X/IOtp/4Ii49+TRatcPYsYpCh5zQfN+c2CWiA7QA7h5Ehm4ck8zpxlkA3MqF6lcMUL1i8agn7tTY3d3lN37jN3jyyScXPv+Zn/kZXve619338u4bxP3UT/0UN2/e5Md+7Mf4h//wH/Ld3/3dPPPMM7zvfe/jD/yBP/BIM+5FxsJb14u5iBtkuMhsPRXMeLeSbbosa9JMsUyYOJPE+cOt4DelujhQrkB5LXF3tT5Zo9NxAvhTWmGCTpoiQN7uwBwlMZZ6BLuZu6YVcBXzVmm8MjjnVmcno3bbkoNCewzk/NQQ7KxCSXWZMBFKqsp7TChnadW6UTjvJZNhEnFAsFaObgSo8VAFABeBXPuFgeCkoBLpAfM2pa59U+qVwxz8br341vpYLk6Ca4O2wZpLQEDlHGBASW+iLufU433ceF8M0QPDUmVD0t6mEC+0ZqZdANDSz4eLWbgCV8xkP6tSkqII6Dgqa1wAkAAXBgPWRhfQSstg6WpUbwC9NQqdMJ1LtrByQpCQTEQNrsQXc9x8ip+N5fAf7ZNWM9bTHDds5S2GqWEzT9go7qL2rlJde5b51efFRWFzS5wotsQPdW9W8Zlb4sN6K7dcHuXY9Yz19Yukj9dsTMciCdMboi6/gWK0y7Wjkl+5dsCtw4LSOUaZ5Xw/pWc160kPX1fM94+oJjO03WeQ5SSXp1xY2+W3X1pjXDgKV7OeWYaZYU3X6MMXqJ//VLNv9pIQr3rD8/QTy6wSn91Z5TgqakyWMFi/RPqmt2OnY5S12MEGV770K1jf3JLz76r2Uj2pr2zxLeoYsGtkRJYA3L1aMJZdGhpi0YvphfuCjPto/7nnol6bPXF/8k/+Sb7lW76FH/3RH0UpxdWrV/nYxz7GX/yLf/HMfqndeCB26rlz5/jABz7ABz7wAT7+8Y/zoQ99iD/6R/8ow+GQ97znPfy5P/fneMMb3vAgi/6CigCxFtiiqyICKx+yPN4fl/1oJ+6wg1wcV1qGVaOT1PwjD3ofs3ynNAWfhtFe7MumW9gwFjKOTRP6UvYoDrzS7yRgSAVA1HapB2kM1boZHOtBiRk1kyyUZuL6rFZ4J4BFdfdVKSEAgMyrjWSkOou2ujWkt0qFh5UL2l+hJ04ZPEqa8mu/kJlUYR98VTUlUV+75mEUD5vzAiTij/Ne9iWUfF1wo4hlWW0JmTS1ML9H+ouUFRsrVRWoJA3LIXiRSk9b7G+zUWNESdO8yocC4LIhLhsynzjmlXiTpiF7Z7RClTN0OcfNppLNyXqhiT9nXnoOg9uAw5MHtrHR4I72qPdvMbt2g+JgQrp2RF6VWJsyWL/CtNIMM8O8qhugKc4cpWTFpoe4o32oS1SaklyoMSGLdjSrOJpVaDXnTm7pp4YLg4S1/i7D/hYKj9OWSltujSv25xUH8zpooxnJszqHqkt8McPPZ1RHY3RZ4L0j2bzGqL9Bf7jOuf5A5ELKMfroeWa/+NMcfuYFjq7eYXZQ0N/KWXtql1GS4q/Awazi+btTPvXsHnVZk6SG1GretDvi6a0e5y+8kTQfiSNM2ucFtc5vPHfEf7l2wM/80lVmYyE45AOxtLJmg+HmGpRzZjf3OHjuNsVRSf7JzzHc/f8YXjnPpTd/GWqwgbcJejLBvXCb6vY1Zjdvsv+p56nLCpsnbL9lj+TK6zEXHLk9R6oVR06A3KfvetZyK/p7a0/DGgxHIx5//AlsP2OGwhiLtV3WcDdjfXws6ma3us96FwbGbvm0nW5VhWIRvHXLqM2CHoKkyEptce+PjUWfz6XUR3G2+I7v+A6cc3zVV30Vk8mEr/zKryTLMv7SX/pL/Ik/8Sfue3kv6tXhhRde4CMf+Qgf+chHMMbwNV/zNfzn//yfefOb38wP/MAPvJhFPwpYKiccvzHPdHs3ciHHQ1imxzNIC5vQvJm22aR7CfI+aNyT5BF7WU5a/ymqty0RVDUlzvBBA/4WHAOUMAR1WF/sbzsGZDsCtV3mbXyYLPiSqrZPL66j8RNtmvhlvoWSamCVet/JxnXCeb+QvYv2YCuRdSjDRoHbqPumO9vhY+YtZhg7/YJNSVULuzRm1dqms0UGpEcLQPSu2adGzDhmF6MpfZgfpaWU6jzzqqasHEXl2gvEO6gq6nlJNRMGpitm+GLa9OlpFfaruSR8S2aoS+rpHD+b4udTVF0K2FMKF5it88oxKWoO5hWHRc24dJQ2o7Q5hbJMKi96dIULLE0B4M1x7/ZpOYcrayjmUE6hmqGLMRkVZn6AHt/B33mBo+ducvDcbQ6eP2R6a8Lkzoz5/hhfTJtzMytrimnFfFoyHZfcOirYm1Uczmsmpcfna7jeOq63zt6s4sZkzmdvTzi6c8TRratMbl9nvD/j1mHBUcgiAtRVTTUpme3NGF8fc3T1DgfPXqd64TO4G5+Fm5+juvppqqufZvrc8xw+d4PD5/c4unbE+Poh871D3PgAVc4XMrSV84zLir1ZyZ1pyUHhGO5cZPeJ16FtsvDiUXmoPDgUTpn2B3Xsx4eET91knn2TeVsGcD72lC7FKgC38H3nXl3li3xqdMq6q+JE0fLXQjSqCi/257V5jJRS/E//0//EnTt3+JVf+RV+9md/lps3b7K+vs5TTz1138u770xcWZb8y3/5L/nQhz7E//1//9986Zd+Kd/6rd/Kf//f//esra0B8M//+T/nj//xP863fdu33fcGfcFETMPdc7ouMOm8fa6atkuIgDa7Fuc+sZQav+iUBZe+Xr6flvv2Hur9tmpDO04DMsmxIXdR9b8TEfRpVpjLw8I8Iv+hj3/t2/6vZs0dIoVqrIDUQuO0Vi1B4cS36gb4hV3tklO6+9lMEMuqfuHJE4Hcgq1Q93g0ANA1YLzp2VsG50qOpw99aq6bAUX6v1JtmpKs8i3ztcsOrPGN0XlVe5yJQBzwVcgsVuK76ly4LRQOKDpyFIVzVF4kAFE6SK04XFnhSmnmp66IlW4djkdXkkZ5j3O1AMCyQhUVej5D1SWJyUiDr6tW4i1bB2JEUQtbtahC+TkwXgtXUzhHHfx2owdr0wcVmb5a5Emacr2TMrKqZqhyjqpm1JND5ncPmO3NmO3NcaXD5lZ8aIuiuSWcB1c76sqjlGNWVhRVHcrOHm9EdNgpy6wqmsxiOdmnmh7JsU8ypqWUOuuYsQ2Xl68c5bik6BWk4yn14b5kYZMUPz6kPBpTHE4pDycU46rxGq7nJa6YYUOPYTfDVNWeUjlcL+Hik0+zuTYSAOY9tVdtXdl5lBJT+NOYoqcNNcvg7aRYHj+aEVAd14V7MYxU2Y7lbTyppLu83s9PEPOI2LA65vM53/M938NHPvKRJvP2B//gH+RDH/oQX//1X48x5oEw032DuIsXL+Kc4xu/8Rv5+Z//+ZW+X7/39/5eNjY27ntjvhCjhU/qZGDXfav3x8sEp8YKQkSTNAnra7xaT0nDNwm701YVvbk4BdTd48Y8i4PFcsJtYV3KrJQz0UqFhJJancmLJdilUnKjPhKyRxH4LLCAO1krmXcxW6Z157hFgkLzZZQYCV+v2H3Vbc6O80aB3PDAXN3rt9xX1AGdLO6PRjV/L2y4jiVf3V43BJmRKLxrlPQzeSn5dpoQm+tVCuLH6ltQlU12rNGyQzIsVR2zNI6iNpSVECRUYANraxeIKN0Qhi4doohaLMFVtQDHukJVBUmiyKyml1kGIfOXJyZcL6e3EjTQ2AfR5OjRmoj4sclT0b9LeyibiHOClt6/5YvZh8yYd232yLu6YUonRqGNRmuHDg4YidFBd0+hXBnOUYpVIvch6jeLry+1cwF0Im4SVnThTGZQSnTbRLQ5DZIzGd7OUNairZGfROG1Ps72bnpBpX2h1oq1rW0ef/xx8l4WjpVcyqXzOCWC08JskKpB1D1/EDeWe0kPdZepO2PaQqvGQwBQq7Jwr+kM3KM4Nb7ru76LH/mRH+GZZ57hP/yH/8C73/1uvvmbv5mf/dmf5a//9b/Ou9/9boxZmWY4Ne4bxP3AD/wA7373u8nz/MRpNjY2+PSnP33fG/P5EPfTb9DIhZwQGnUyaIl9atCAA6/UyZIcAVgcc1/orGtZZsRD64Ua021tw1e7fd1+kS7Y7JTQYkTdsuXP5csm1XTsobgg4qtEVFWFY+Ab4cfWhH35UvdKBZFajY9ZNdXKscTeNgFz4W27wRpawICxoS9Osijx6Ryb4214YC1cAspIAtNYvLKAWhiou6bx0vAeQdjxnp9leHuqJ2o4jjHr1EiZoBYeRg171ti2By8cG6MVqdWh50yLgwJ+QTxXReN4nVBHcis0/YWJFrFWNZugiplotxmLd2lzHbZgrM2MKcStwZeFNP/PZ6jeFF1XQVdMU3nPtKyZzius1uwlJcNMs95fR69tko7H1POSZJhjBwNUbyQZs9ozKWumpZAmJoWhAozJgqCsDHt1WZGUc1Q5JevXDBPNxVHGKLN450ms5smNHsNUM0wMPT8XQG0SSmuYlLbZn1klJIrKOypA2wzVW0OvFZLJynro4Tr1+iXKpM+k8tS1J8ty+vkaOumx9Vuew/Qy8o27zPZm5Bs56foQlfcwGvqpZnuUsb7Toy49SW546+ObvHFnwOVRyqDcR137FADJcI2nNl8f5G0U+3dnTA528A7SnuXCWs4wMQLgB+v0d7dxzjMYT8k21xjsbpHsXsI89SWQDvDGYosJ6XSf7NZVRjevko4+SzUv0YllcPEcdvM8Lh1Ir1fQztMm5dKVx9ncFMJJ1JeLmbjKCWCr/eLw0+rQLY4Vp42+9+JVLYO3uLw2ux8+Wy6jwj174VYRLO4Vp+nDPSiIfMX74ZZ7CF/Usl5bmbif/Mmf5B/9o3/E133d1/Erv/IrfOmXfilVVfHLv/zLD/SyEuO+Qdwf/aN/9IFX9igklPfNzbYqK+SVwKdFRpZamaW7V3bsjFvUWU+zFZy05LMMMKdmCzvlxhUfnxjKu07L2gmAttvX1ommpKoW377lQ93Ot8J8venhgobYoPwK+K3UPQdR32WZPkisYtDq2LOoGkHi7mY0wDb04PmlcnHMqmkNykk2TUXw3C0Ts6g/F4+l0QhJoJrhZlNIU8ncBD06CPp3rmXS+shiC+VNqhJfFFAXUJdolTbrkVKmlP/K2uOTDN0fYQcDktEM28tRvQEq71E6T1GJNMmsciilQr8aZMZKdsxmKGswSRj+AtnEGmm+t2Gj+4lhLTWs5Zq0mqEmd8PxTEmzAf0kpfZWMlouHg8RGxbdvATVGwg7Ocuhv0GR9DmYOcaVY1rW9BLDMNFsrl8me/INbGiFSRPSG3dJhjnZ+kAIJko09kaZ5dx6Tu09m/2MJzd6nOsnDOoj9N5Vyud+Xc7fcJ3B8BwXR2vMqgG/dmnEzUFCXXpsqtldz1nLg/VZmpKuDenXNb5ao3flMnbnIuxcYTy8zLQSF4xhb0h/sI3urZOsb7MBVBPp19Ob59CjDVzSa6zSRmsjtnev0O9lGKWaUnU3nAcVXs7qUE4VxnR7lXYN8E4DdI2+4qqk9AkArv0+/H4AAHfaZwukiy+ILJx/iODrtXW8nnvuOd72trcB8Ja3vIUsy/i2b/u2FwXg4JF36kOJLii7vxlpr9Pl2buln5NIB/e/xhNDSqqrb76VVd6lAckhrErjFydutNSiT2O3JoeAsS7i8+2MksFYsUm6O29nRhWa8Jty6pL4r6bNVB07djHjFNet9LEsaaOB1+x0B4x11hV122SxKpQ8uSdK7Z5lvXD+VbuNSxEzCbHfL/6/mTuUQpUSS6vIxG369ggkheCG0JRFfS09ah35lFgudJ1rVkUSQV3h5rOmCV+nFaoumzItyDGpovBqs3NeMs51ha/m+LJA1VXD5jVKHn5lEDMuncenPfRgDTUYkRYzdJqjewNIemE6AXzzssYomFWG0nu8seggf2IzYdzGrJzyNVYlDBMrDFql6CeG9VyTzA/Rk7v4/Vuyb70+ri7oDS4GRwhLUTts2NHag9eJ+J7aDNVX+GAufzh33JlV3JoU3J2U5Faz2U+ZDROuXPpisiTD9PokgxxtDfn2Oro/QiFZz7XU8tj2AKNgc5CyO0zYMBXm1nMUn/t19j7xaZzzZOsD1ncusX7haZ5YH/JlT27xwt6U8bwmMYoLw4xRGtwl0h5qbZM8TcEkpE+9mXp0gbEd8cnbU/ZmJWXtODfIONdP2MzPM8zXsFWFGe/ja4fZ2cX1N3DZkHoO53YvMtza7pAHVAPklttuhYgQAJz3uEAocvGyj1lhpZr2uThfvAdOi9MAXPeFp/ty+kD9WC8CwL3SCbRH8dJHXdekaftyaq1lOBy+6OU+AnGvUDTAb+XNuzTKhX4e1ymfxcEsNqjHAcijGhDjw3J8B5AsjyUCTFxgX3Wb5WQztJeS6rFSapxmoQTbhu8uZ+EL6XtqypPKYfCL+KSbFUNKet2yqEZKo9KC1y0dBtHdZXN54uJi31fImiwdEPHutFK2XnFimh6ycMweSria1gZLgEuhlliwSkq9UQhXBW9Tr1pQmloFmGBOL6XS5o04lPMIbgzepgvWhKlRZFaJZ2c5FZP4+RTKuYAcpfAmoaiFMTopK7RSJNoEUoODYoIf7+OmY1QylZ1Je2hXSnaKVry3CKXEBvg6R10UmPEhrn+IHozJexsMM0NvZtBKNT6oR0WNW1tD9SeYrbmA06yH3tjB5yOmtUwzLWumhYDsfuooK4/LB6i0j17bwk4PQRl0P8ihKIMCBqlmqDSpVgxSTXb7M7ibn6O8dZXp9Vsoo0nXh9itCwy+qIftbaCAwhmcE0DsPZKeNCkuySDJIB1Q9Td5/uaUT9+d8KkbY37jhX0ABv2UK5t9/n9vOs/Fx97G6MqbWX/sv8rxNwl6uEGNop9orqzn5FYH8Ge5UO/hn/0ER//1V7nza5/h6i+8gK8d6TDlscMJG296mu2n38JXPfUmDuZrDRt1s2cYWYUZ30alKXbnEirr4XrrXLXbfPrOjE9cv8b/+5+uMTsqcM6xsTPk0vk+b760xuu3B7z58beSVIGYkfQpTUKtEp5++nGyfr+xf+u+DMUy6bJwdnM7wAKQAwFzmrbXLWbmVmXcFjJ1J/S+yd8rwNtyBq7z2bFY5RpB+8J1LwD3UpRSXzXxqJy6Mrz3/LE/9sfIMukLnc1m/Jk/82cYDAYL0/0f/8f/cV/LfQTiXmUR++hW6rR1euhOosU3y0GxoHnGi2eQulD2eNix3JTvlULp1Q2ekmxbHMS7/W3yQZz3hIxaUxo9YV+i8rtf6tVj9YPnpIg2Ws1xV6rtMVsRkXxhOn+3m9T2tmE6npK0wNKaNnu18DALtl7KRosv20gzNOuNJeOiQrkSVxbS9B+PhzbCMgx6b1pBL+lk5apSHAqKqRy0Qlifkq0M5I0I4lxN5VuniibqKkh+FCTBQD0PjFETdkhkJAQg6d4APxuI0K/NcMbiqtWl/BrfEg6yHN0bgdbo/ghsJl6tlW+ypolRJMrjD+9Q791gdusO4xduoaylnpf0lUIXY2xvnURrOVf6HjeYh6JyHM0r7k7mHO3NcDVMj0qms4o3XBiiGcCwx9rmrvQYAs4moAQgZkaxM0hJjIgE6727FHdvMr21z+TmmINxQemgN6/ZvHaXdP06g8GIwfYTpP0+80pK2QMLeraPKkQ4WCUpLu3j8nWu75V86vaYX/7cHreevcb84DbeOerq9Xg8WWLop5bH1jKGaUZiMypgsLbFuYuXqQM/vg4Zae8Xb5r44inXXptNlmv59LiXLMhJ08VY2f8GDwTgHlY8rCzcK94PF+IRO3V1vPe97134+z3vec9DWe4jEPeQ4qSS6r3IDe2EnKk+uvI+7WbH/CoAt+i3GhNUKsyrummZe23e8mRNRq79qC23He8vi1ujIitSLcsCdBet8ZrVfWrxIbA8nsZB+gTWYqsPFyY95u9qjq3rxP4+78/c33ZsGSewFhp9s+7FEMvEobdNdU3Bm8UptPNBWDj0HnUzq9qgkgxvEry2LdGgs17RexO7KGGMVgv6baLdJqVKq1QHCGp8ECKmqqS3uZw3JAWlxBe28h4qkeyoHaCTIJIciB11hSoLfDEjNYrcGjJryIK5ezSHqPFYbaRkmWQifxGA6vKxNJ355CKW46B6AyF7DNZwaZ/SS7ZP5C1iibjETw+pDg6Z3TlkdmeMScUqLRn0SKtSSr/aNrIkiye9bkgiAohd8wJS1p5iVlEVNeXc4GrH5+5MGKaGzPYY9TZAj8GVoCzK+yCuLBmkVCt6VuFnE5hPqWZzXOUpA+Mz0VBNK4rDCf2jfdTkLknPYW0OSqEnAuBUOZXex9SCyXA25+bRHs/enrB3e8rk1nPMj/YAyDfOMT1K2J+UHM6rIL0CNjU8dvkKw42tRn7FIfe5RzUZuXgptudnNYCLfXHL03fnO+mze5VOu8t8sQDupCzcveI1nYVb9eb7oHFfMgyv/vjQhz70kiz3EYh7BeMY8ItjyoocUZzWeIVTi+zHheg8yLw2xFJswzbsDGxNGdb74yAuAEPHce9BAabLG9jZhKVN6rJkFza1KQeuGNgicHE0fV3d5UcMZHS0Olosizais1ocFLrjSrdvTJ006IT+mxOHoxUP7Gb5HVmSdvKQXbWJZMSqjnwHci6sElP5NBINYkZNaQEcSSYPujTHmxRvLM75htgg5vKGRCsSQycTJpkWb1K8zai0pawrZpVjVol5u1Ki/abKOX46xk2PBHgM1qWcqi3zynMwr9mflY2ga2YVFVpybVWFKwsoC1Q6RhcTVFUAqQj+1p6ZdyTzimFi8YM+ZjBC7+d4a6iLCl1M8ZMjesYzTDRbfcu4FCu/XmJIAyLzShi/Tek9XOOJUQwTwySz1CPfkAESFVwblMKbFL22Jdm7fMhY5RzOao7mcjyGmcUoRy9L5DaoKuqiFHN550mKAlfXzTVaF8KGlRYH0eBTdYkqpzDew00O0f0Rpp5zabTLpOizPym5mu8HRzVPVTquH8w4t5axkSfsDnMS71BlAB51SWoSvNdo5UVoGYXK+6i1TQYXt/FVxWPzGlfVmNQwemyL/vlNVH+EqivJjlYFOIee3sWND3HBNktrDblc7XPnmZd1YD9rbNZDm4T+xgZrW32e2hnw2HrOWmbYWhvy1FNPYpK0AWulEq1EZ1QjyAur76VVwC3cfgvfde+nFpQtfr96mk42W4VxwrMA0o5lfF4EgLvfMmr3zxcD4F4tWbhH8fLHIxD3sseKdtzwUbdcuZjBCwDMy+e6W55YKCPGrFjbp+ZDdo4Vkx1jLHjHSaWCILV1akn1VIWbFSK8zVfLb92hfNfIdyjJJHY12I7bb508AB7rA+z0w7QWZcfrphG+xob+E6MjnbLKVaIdzNUC+WK5ZLzQt6eWnkZhm1C6LYuq5V5BWsYoAbjHbYuA0YhUiPSmucYjtMnOuhpXCsEg2oPFiD1t89pT4UUs1kFVQx7ObdTAiwK+sd8PJBMnwFHAktcJ3qTBpzWBooLa4UOGKzGWfmLJguWWeKKa4LsaXz5cs53K1SRaMnj9xFA5kU7pJ6GBPzBv8V56Cq2A2lnlmJSOvVnJrBL9tEQnFImmlw+w/RybZ9iexVgd/p/j0x6lMsxryU66kC2Tky76c/XkkPruTdzkEOMcm49d5sp6zkFR8V82exhb4GpHkhqGWUKmdUOsaCzacChfo1WKVqIfVznFvPbYfA27c4mec8K2VRpf1egsYeP1V7A7F7A7l/D5SPTpAEUA91WBL+cinDxNUb0Z2pVs5Jbzazk312YMd19HXc4wSc7OpTW+5PEN3nRhxFMbPZ66vMvF3QsoLa4KivhS6nFeNc4J3WFpObmyDNzk3ol/nw7eTpsm3hPd5a4CSWfKvsGpAK75/D6IDA8zXnUA7mHt++d9VvLliUcg7iHFSTfSWd+uGrulYyBpAWU1QO7YV9AyTFUUnW2Xs5rQEBbSodUvh18x7+ImySjd7XFZXNHp4oUd4uqxUEZ3qpXdTFwHwK1aZ/OlglMGOB3Kqd5F4HHvMsCxY3HG0oGA0PBQWSZfAKhOb1oAZAtb3vS1BVJD9Gnt4LTo7Wo6em8ulsq1EcKGMtShN6twrvFZbXC/F+cDHwV467K5hivnggVWjdZKAI8TAV5sWxb1zrcAMGycc9HpICzDid6aDxlGkgylZ+FgOZQrsToh0QLeQDKNqVUohM2qouMDoLMSXxfYRLKDw0Suu9Ro1jJhnEoWqkT5KmTkLNiMWeE4mFfsd0CclHM1g9EGem2LbPOI8miMTlOyzRF2fQOf9plWnmkl8xs6xAbvoS5wk0PK29JL58uC/NyT7PQ2eN1mj6d313ihN2VeOhKjuLiRs9lPGCQGXbZuDgC+LlE2AxSV98FKStEbbKOVIcn7mLUtkvV1uZeTDHvxSdRoC5+vUfU3EclHhy6nzX3p60oA+zTBzMfo2QG7wxFP7gyYlY5iLuLUac/yO7/4HF98bsjTOyN+2xufZr2XyJXtpKSs4r7r8MLpfVMudeEl8KwuCqukRB4k8wZLY/Cq0mnn89UbtgLAdWd9tYGoVzKWspwvblmvrZ64lyoegbhXME701VsCct0BR4AaJzJb20FGNVk4h4/VpvBNXO7pALNLCOgkkzrb0bF/otPLtbxpWoMPDf3dsmjzWx17a268OhuTeMXyDjeMMxWO0YLkR/u2HBlyrpMGWMB3HaeAY8egc4xOw2vdh9NpPS/NvqjjvXdx3sYdQi81esceQ2ObbGWX/ReJEcIYrVtAFhT/Y1lavEw7npV15zzXwUqpLkW/rQPwnZNs2rySv4tUMmqVs0FMWASFfVXKun3IInV2oQwgqahdI8BLmot+m9EL1lTGCCCNIC41StwH6qrp3fNVKQnlcg5pSaYDiMtkaMutoWc1KTWqmKKqQuaxkpXy2lLWcDSv2S8qDiYlcyc9f8PU4vINzOZ58umYajLDpAn59jpmfZs6HTGZVNyZlBzMSnFHMDpo4Dl8WeBnYyY39gDIJlNGF59leM5wcTjkLZfX2BmlTIsaazSPrfe4NJIypZ7toeZHAuK0QaV96a/DUjrpKZzjUcrQ72+T5mvo/hbJ1kXpwbMJbrBDZTNmlWc6rcTxwSqGyQBtM7mOAOZT6WE7SNFJj+21TV632cNqRZ5ojFas9RJ+5xObPH1xhzc9cRGLw7ta0JoKWc4oZRPAnAuVSxcAnQA5dUrOfDmT1vn8ngDvbOBNPn8IAO6UMupZ42GVUh/FF3Y8AnEva6y4UVf0nR17tHf7vXANkIPOILLUp7YKILblCtWUUlcaO3fmjVWr6KilVMfloZnIobXojC1YNzWOEwalnDzg1aJ8R2T1tT1q3fkWpUL80kDeWkbJhvrl3r6o9+ZpzOWPlTkCSPF1EOF1x4kKXd03CP9vDmY3leggAGZrFLpSTSO7rItQIjbBOioRl4fAhI19QFaHsqGKBIVOSZQErxORrzAJlSupnGtU8pt56gpfzuWnKNpt0JqqpHE0qGpPkYtPqPeAq/GV+HXWRYGeTbF11RyX2sOsdDjnOUorJkVC4VxTFtXG4iiFmhjm05bGEL2s25LqvPKkaY7pD/H9Eb6Yiq5akkl2LUiu5FbYn7nV5EajqnHbuzcbo4wQC3Sak6mavjVoHJlJSLSil2j0+BZ6toc73MPPp+jhOsrmEEq8B0XFzYM5L+xN6WWWg1FJ5T3nL+/Qu6BJegPWhutgEszGNn5jl2uTks/uzfjc/ozP3BqTW8PlzZyiHgjALgvqoyP2P3OdalJiArDsPXmVrStfxO987HUclUOKSq6trZ6lryr0+Dr++V+nno2lTJz2MFd6qLSPV5b9WcXBvGZS1s1x6SeG3A7J0jXqUPa+9kLBeD7hqJRzN0wM24OU3WHGk6PzaOfQ8ynFrev4yRQ/PkAf7bPxdML6aJvXba7zjitrZFrRM57HN3rs7Azw5aRpCaBbWowvXiHLZ1QQio6C0cSxpPPScOxuC4s74fNVYK35uyEqcDpog9OBGxwvla4ooZ61D255u+G1DeAeGjv1Yck4vcbjEYh7VYdf1G8LIUDOdCeTXzGbdeZB4fR34lXfdtrtwgduYcqGabaUUWtcEcLPclmlC/6Ob38r+bH8EBA82qYZfQeENYMsqwfXYzi3m2pbMf2CpdgZoiU4LD9tYppNN+C0FQcG7dtefaNWbIvqZllpBHjjMhSSifNVYJj6WjxK4zEKPX5VHTNyboFBKObytZRFa8mqKV9L8zuyTeJS4Bu3Ah+lT8ySH6h3DdgW2zI5Fi5kZrxOAss0OCkkacg0qgY8LxJRQAXWpw9uDx5C+Vd63rQS/Tqjg1SIAVXN8LMJfjbGzacom6DzIcqVaGUbBquYwpf0E8PBvGJSOrJ8DV1O0es7Ar4HG/hsyHjsOJxX7I0L9iclVeY5mlXCwo3HAqhnNeVUmKiTG3skw+vo/ojBxiXSPKeoZb/6boKa7qMOblLt3cDPplJ671WYWvoLUTCrPON5xVFZU9au8U/NtMIYTR009Z7bm7I3LZnOKxJrWMstc+fQCh4bDVFpjspFo8pXFbVzKL0P+zfRdUWWDUmNpZ8YXnfhAnl/ICVSV4HXcs47L1yNyLZ3weXDo6jlpYWQvVcarRZfMs8yXK1Kbh8bJ5bAw31l3BZmfLgA7tjiHyKAe/WVck9uzbn/Rb22wO1LFY9A3CsS977xVg5QxwYXtTq5tzBK0Aj2nrgdSncG48VtW9WMLNu3NGDSZsaOYRYjzdYNMlmx3ZFscJIN2T2jU071tWuk2LpZv5WM9ThfVyrkrINHNxsXP4rCvUo1pVFoy74xM6G06bghHN+/KPkhfWqu0+QeV6RF+8zTALFILYm9fuKCUEqJNJaMA+MwOmzUvpUa6VRVpecqGMT7cg51idW9kG2VnapjhtN7IoO2awvmXY32wp61IVNrAjBtiRst4UIlgeSQpDidhOXLOtpye8xMniyL01iQ+UDyiJnJ+RQ3HeOLKc5YVH+IKmdkdg0bzlftZF3zYItVOE+lLWk6QA9GAjqTPi7pMSlnjMuaw1nFtKgAmBSS3fSpRacZ2hpUZNTWnno6pzyaYA/uYqZ7JPkaVifyMjS5izq8TX33BuWdu9RlhUksidbSx+ednG/nmDvPpKiZFHUAqqKnp7ViXjomRc1zdyfsTyqqskJrzXiQYrRikBgmlWOUDjC9PtoaXFHiqlqyrwd3hSRTF5w/f4HLuzsoo8RZwzskX+ykrE28P91CC0M3S+fD2KVUO4Yp2vtanen+Xv57NVB4oKzbaas9pQfurADutOzho3gULzYegbiXNZbu4E72pBsLLgrdfi3vQFu80gv9bs18XsqkywCwy2hdXp+8HYdu5PsIr7S8kYftErFZhdV6sd8senaGhnyUNOW7WrJIOqAbFR7sIvlRLw68SuG1oQ7lUBfLuwH0qbjPXTZlB/A0X92DZeq94yxEhZAzaxm0vm4YtLI3dJiiqgEVyvvWc1UpsEmjb9ao27suwUHKiSo2n9fl4jHxgWUaXBAq5/A+olcvpdT5LJRHZ6iqRLkKHZvavW8M48tKsmoqyRYICr6Y4qdjVDWnZwcMU0M/NZS1yHlAAMc6EXKCzdDJpAVz3pEocRvoJ4a1fhKkUHRLLFHi36kHa5Dm0FvD2Zz5vGYeyq9WeRJrG8DYhG7lV7zNcSZlXjrmtQAeXUNtPal3ImA8HVONx5iZiBLbJGNtfZOLa8JSvTMpcM7TD5ZUtZf+s8hkje4Zyw/3Olxfs9IxLT1FPyHvb2C2dxk9tkV+OMHXjnx7XUzts1x05MoZaGHjRgDn7t5kdudQjm2WYHpZOOfSb9d4hGrVbGfPGhIrUi9z69FakSeWI12JdlxVc0DBrUQzzC0HRU2/v4YaTNEbOyTJIb6ch/tUkyjPU7tbrJ/b7hCpXNP7BgHgKC3ZNumzaLezk4FvQFq3/Lry71cQ4dxH9g0eLAN3bJWvuSxciEfEhpc1HoG4hxAv9mY6sR/uWBlNL0y1SsNt1VIbIoTv9qvR9tE1g/TqkqPm3rqLSi0yxVS3DKj1KYJrHYJCs2EdILc0uK6UdItzNlIf0gC+MF/zu+2LezFjaJNFWGLQLsig0LJM5dgslcWVah6E3TKxC6w+FcgrytW4kBXrypLEeaKQbuXi/hEeqi74kjoR3/UVuAqj8+Y6cIGdWnknx1YpAdsx4nrrkiQVDbueNcwT1/bfEeYLXqQqEjfCRhqtSE10YDCNE4NugG04Lsai0gxvE0rnKX10iHBgdNO3J/ebbra1Efy1CfPaMw8yKLH0X9aQRw9fOqXD2QR3tE9/RzFKLet5wlZfNO16qWGQGMkeaqAQoOWVhrpA11JyHSSG9V5CPzMhI6aovJN1Jj30aIvB7hblsI93jsHlHezWBcz2Li4b4m0ejl8hZAsl26kTg3cOnRi0sW3vJALsM60gs0I+sJq+NfRTjdWaonJMKtG0G2aWW0cz9icVWSJlV6OlVF06j7EZZriBU1rOs7FsnNvlqaeeIMnz40CrWz71nVdCT2e68AKqtFx7sX2gez83TPoOIGzegu7xQnnaeLui9eCecRKAW/jswQDcSVm41yyAg5V9xa/ocl7j8QjEvULRLYUqaB0RwgfqhIxQNwvnaQeURUaWP8Zo7cKkhv3aBXLdhbSbcXoH2Mqy6CnTd1imy4NfBDonNsWGzFNkmTrvG4NsYDFbuRSroK6/1wPDt5LLp8mgNHGClEpkizYMWpayfYHoUcdsYXfeJqsa2KKhLNp9AFR1UMiPZVG3dEpcp6waHQZMrGzL/kWGqvMer6z0ixmRjIjzq7pqSAa51WRWAEErSKyarIsKciMRcEo/nAA5acCPdlrAvFwEBkE+pQzbNKvq0Pgf5EyQTJwPJViil2zWw5ssZO48h7MqHEtLoh3DRAgTMUNYzeaY6RFufEjqBJBt9S3n1zLK2tELIsG50VhXoao5fnYU9lGh7JhBOmCzlzAe1dyZpBil6GeSLSydxyU9zGiL/OJF8rn4ydrdJ9AbO7jeJmW+Tu3k0CU2RWehZDsbkwx6uLrG9nLoDfBWnDbEXEHTSw2Zg43cMsotuVXkRpNokfOY147UaLYHKTePUp67O8UoxSi39FIRwK49YDNUfyjn2zuuXLrI7mOPNUxmHxnRyxqPsUQazp3vtmS0rqdyWqED5hbnb26D7t+xp245mu/vAwAtD5AnLTNOfgoDdXnVjwDcivC+fZl+sYt6jTk2vFTxCMS9hHE/N2vsKWvKoc1Ph6kZMjdNU3inrAgQXKIXy7CxXKrbt12PWBcppATrlQG1TKLw6CD4FLtgaL4JWxz7uXwn89RpQl8AVJHYoA2e0F/TiQYMeA9R/6t2KNv2jTWZJwSsuOWxzAWW6QmSIQ0BYPm8BLCxqjentQRqtfBasB1Lxd0HXVtW1VrKy42lVQBEwoatmgcl2uCCpVVRuYUMqxAUSnxZSEO+0igXym+JPCZbEd2a0omlltdJOAc1rq5gNkFPxzCYkfWDpZWpmGoV7LSkrOpjs3vWQwdWq4C/gtxqRrllUtVU3pNZQ9+a4GuqJSOW9aCYodMcbApaDOwTrcTrU0E/MYxSQ1KXqGKMKia4+SwQGgzYnHnlGZfCGh2XFZU3pKZmkGhIW4avznuovI9Perh8xMGs5oXDOXemJbOqZj21XFzL2NrYwZRzzGyMn00pxzPKoykquYU9usHm+iUUKZUjiARLdm7N1Oijm7B3nfL6s3Je8z5m8zwXr3wJuemxkYu2W1V7kpBtdN5T2Qy1dp7ki98uD16TMR/ucDh3HJWO69fELSG3hvXccmXrCWw2JBmuS2bRO3TWQw3W8f1NCmUpKydZN2voJYrdQYKd3kUf3aK+c5365lUwmkFvxM5TX4LbPseBW+Oze/PgKuGDnVno69IWP9qht53wuscu0kvTxZeADrO0ueZXxMJLY/c/cXxQKowvncxbt4+uu+wOOFyVBTyxR/bEz1eAnoUy6er9O4188UoBuEfxKJbjEYh7gFj2Qz3JN/W0+WNEU/szGcsvZeBO9/QU1qj3yxCsm4USMGfUojyJZKEcXusA8u5RflwaPI+TMY0wCbVeyRhtteVUC16bbWkfDo1UyEMaBxf2RxkWm7M750gp0H5RPuVYhLJopzcu6tI1pWbvhJUbGsLbdQuZvnLBX5R4fML3VSlM06oSkeAABOMmOu/xQfOtqIMLQ9qyRKPuW/Qz1a4i1QqrVNPXFmVKiEzRJEVbs/CQlYwaAQQ4UiN9kKpJJSvJikWCgrUtYzpk45osnlaoei66bWUh+9S5jmqkxy9mCa1yTS/ksT6qTm/htKwZzyv2pyVHswo3ELBZbObk6QCVD1B5D6X3xTqrrtDlHF9OyW2f9dxSO3Fe6FmNKg7RxVicF/bvyjrnUwDM1l3W+lt4bzkaZBS16MslwQrOefA2w/U38DoRX9Jxye1pxa1JwQsHM7RSDDLLTj9hLTWs9zeFYbsZ5UVSyEfUSZ9ZJRk+rQnOFBo7voW6+zzF87/J7IUXOPj0CwCkoz6bZYG98jQb6xcph2tMKyfzK0WiFFbLeds5v8uV3fMYRUteWG5lWNEjtipOBFixtr2cwXO011hc51JWbnm96qRM3ao4PhidvL33YJ/C2frfTtWJXI6F3t/760t+1cbDKoOe0Zf6Cz0egbiXMJbB3knRAIOmfLaiFy5m4QIjMQppgvzfhHljNk0FqrdSeiHrFbtYVm3WsoBvHCzVQq233TcIWb6YFeySLGj33S/d1HEf4rYvlGDjA8S5cBOvHtgcKzZqKeL6jzvRnhAn2IItLFPFfevsbchWNGVu35ZFu04WyonUh3d1o6EGbYY0+otCe3680oFZWkv2zkvvEs5Jdg8pO9SIkG5Ri4OCV9JL1fSmRd22MK81IkdhlMI7Aca1B28tOoC4pvyoDLgao4XpmZrwozVW6WY7mj61oPUmfq1J2xqppKRqtUh/qLJA1YUQDsp504vnQ+k8ZsUqL/vXiDWHa8RHNwonmR6vDUXwhD2YluxNS+lvs4ZJ6cmyPma4jj4YYbI7Ui4G8DWqKsh6A1KtcFoAZ2YVajbHzybivHAk5AQzK0gBO9kjMQmjbMS5vvTxAaRWYRqPV4NPhxQOJvOa5w/nXDsquL4/4/m7k0b6o9rq8dhaLpIe+Qgz3JR9Mxaf9JjVMA8gLF6qqVHow7uU157l6Dc/w96nXuDWJ27LNgzEo3d9NsY+Pmfr8bcyrhTzSjLZmdVkScJTl66wOUik3y+OHW7pJYP2WryvOOv0zh2/91b0w973uk4BcKdlF08UYX8AAPews3Cv6lJqjIfWE/eI2HCWeATiHlI0gOV+brI4acAjC/1sTS9HLCfGXrKQrKJ9uV2IWILtDMRdA3qPPM89NNk3bXzTZN4t4SoALT6cHkXVAYCi36WbEm4XwKn4zyq2Z2db4jO50TdrgKhnudwat71hmXZKq8emC838y6E1aLc00IZSbSuDYjrH2zcsU1DBziru4FLJNniTVgGIiWxHZ78U4GpR8S8KAWWdQb12UhItnMM76QUbJpoIYn1dQTmX/0/HMJijcA3ErZxjVomI77yyFA76vUGbUasrfCE2Tqqc0E8G9BPNvNKNVEjlPD7p47MherTVECN03gNjG7aseJNKJi61wqT1CIhSWQ+tDSrL8amUOcVhQHrujJZMVWYUajzBTY5wR3v4+Uyup34hGnC0Gcb2EIuYtKoKVDXHzcYi3Gssqlc0kheV94znNbcO58yDIO7+vKY36NPrb2G2p6RH+3L+sl6TIVJ4Eq2ogUSpIE0ipWxfFlTTOfW8Qk8LXF1jbj2PwZH3Ci4Mtwme8aRWBlbla3CeQlnGpeOwcHzq9oTP3Bpz9e6U6eEckxiyXsK8cjy50ScxCpNl5P0N2WmTUKcD7o5LDuc1R/Oa1GqsFoFjt3eL6fPPceeTz3PzV27yi7cmOA8Do1HqNymPxmzOZmQbFxgOdsjzBOdhY22N1z35BIk1wl42bQbOdzLFpwq33i978CQQterl6RQAd2p5d+Hevr+sW/P3Q8i+nQreHpB1+XkB4B7Fyx6PQNxDjuXSavf/J76Jrbo3leoAOdXJ9KwuJ8pqfJuFazagW5pY+NXkshYW1xHv9Z1sXJfEIAzBsDqlUccGMLWwvFVv2mcSzb3fN7EVg+NpJj/HxkRlWsboqumhkQo5qba8SL5YBKiN3ltdBjmTRSmVBkgFIFjjW527IJ/inWTkdCQbGNVklGqE6FCHLJYwN1MhGjT+sBUqZNWs1ljVXgEulLa8sag0lf62qgqSGrbZDxXAnNVaMsDx2gilTQWoNMfZVEBIFbfJh/65FtRGn1ZfV6JLF46t0kFyRiuUUo0vaaP5Fpwo/HyGt2N0NUfVc1KTLJSJy9pRBhmW0nnyJEPnfVRvIMcxzUX7zSSimxf6LSsd7rOoX5flmDQYyGuNNoaoxYcrSXyNsXKMdFWgXNlkCG06wmrVKX+zAE6N7krRxPe1AN51Qu09ZQ2T0nFU1qTOkVtNUXuwKdqYBWeQ2ksfa3xJUEY3F7tCceXyJS5cuCDnwnvpU/VSxmwIBrHcuQpwxPtyuY3iHuDk2H21DN5WlWxPAn7Hpjtj1u3Ydy8ewN1XvMwA7mXvwfMeXz+cTNxyBedRrI5HIO4B46yl0lWxqodu5bIWpjn5Jl7JCD2BleX94u+Vi20GGiV1wa6Aa2f+WnmMl6fOQg8XtEAnAhXHSlDWFXJdFWcxpW9XevLb+4nfrDyHoTxK3ZZFVfd3TCFGEBZIG0osvion5ISuJ2mzuli2ck763GIJHJF9qFzob/MCJmo8ie4efy9sURdcFJRujl/lXJMJrL0HEwCctdJP15Spg+xHR+E/LsMrE/rignuC1o2LQveSafoDVXgWOzn+SqnApEwggKOqjD6tjjQ2tsdUcijvEr1eg++qlK0JpBAwoQwrvYWVALhiKg4MWqOmY1RvRi/J6aWGfmbJg6RGc2wceJPhTYruDfC1ZBl90Jgr6xYEO0SDzyc9dD5E90ckowGmKFFaYXqB7RpZyXWFDte8Lsahb1EyWlonZCYjM9L/NswsvdxSVw5jRbdtvZ8wTCyp1iQKVF1K1joI/Ba1CPhKphVSrRmkmp3hBunGGvnWgN52j429OQ7P0Br6O32yjTXMaBOfDkgGI558/En6/X57DpQCbcM1aNqXCzqgbBl4qBX3pHchb32fcVJW7YxZtJcKvMHZAdwXkqXWmeJhlUEflVPPFI9A3CsUp93cXgndIY4szWC0NItSixjsrJ51Uo5tJTQWltmk21xTho0gIyYHo48qgFP+WN9ds7H3GMDcqpTiSxCqAWCqAQbHs3Ba2sdOkAqBtkysYsmpaexrMxOx5BvLqd0HgfKBfr8AqBb7FSOAi5IfMTvWJSk0BvOuwuqscSWofav5VjsvGbUkEymO2rXsW19LaTT0tjnfOkt4lGRmonhvyEQ5bSL+a46lNarVwmu+CBZL2uCNxWlLWQtTtKg9VrvA3uycGCfl766zhAni0XE7o3CyUSJ+7IopvphSTaZYwE8O0aMJeW+TtdSyOUi4dZSI7EdqFvTsvEnEcgpQWQ+X9EQkuBCh3sqLPIfG43t9XD5Er21hN7egmIPRqLSH6g9FANikIXvlJQNXzVDlXP4PoCxZTzNIhMAw3cipneeW0UJqGKbsjjJGuWaQKnRxBOVUjqWxaJtROSm1T4qKsvYopRhmBtffwOxcYnjlDrO9Ca+7OcU7TzpK2Xj6AqOnrmAvPcn65ac4f+lKkyX3SMZOeTDaEFmj8b4XUGY6b22L9/fCWLPcv3bWbNNpmTUeUtl06fuXErwd26yHVEZ90PiCBJBfgPEIxD1gvHQ3SMyI6A5CU80vhSTGuqvX3UmbWeI8OpTkjltveWJdNEzaZaZ5D64KzyZFl90gD4DwkQatBcQ1bFMVlxXLZKWUKn0LWjyx7BikQppev5OzcmctKKjQ4ybrUceOVePDGUucy8ctEBWcr5v+uyiB0kiFBN01X5WS7eqsq/Ii11HXQjTogp+m56gq8cUUHcgGRqdAVy5EBGtLJy4KqpMJ82WBn09R5ZzM5EFzTVNX4nda1CKU65MclffReV8yiiZptiHRml5i6Fey/6nRJI3sRAAPvYH08aV9sFnDnpXjoRpVFR1Zhw2TUAAcNqOsPdPKcVTUzCphmGZWUwaQueC1GiVYXN0IBKdGU1au+b/VShit8yluOmF+94BqOiNXkjHcefoJ3JoAPxPugV6QNEmNakqcarAmxzTpUecb7M9rDgrH1aMZVWCnrmWWzGSMhudJ0j5J0kP5Cq8s3ia4wTZ10gslcGGMakAXM/zhHeqjfXw1R2c9zPo2a8Ntfsv5Xa6s5dzZGbA3q0iNYiO3bPUSLnCEuXUbt38TNzlE94aYjfOwBrnN8E68WV/Yn3HjYM7BrGTzyU3Of9E7GZ17jP7rP82FL/sUSmvsaIR9y+9AbVxk94mnWVvfaC5x7/2CxVrt20yzQjeOHs0QsgLItS93HPvuGDI6Dbw8oCwIrABrS9OsKkG+GNDWjYfeA3fCcfj864Pzj4gNL3M8AnGvWCzWM4+XV1fPpZp/FkOjGgst7xUnWt0sLGtFRmrlprYbs5w8C1yM4xvZzVI5B8asvLkbh4HuMs+wUaeKCq9YTrf9ZgHIRSLH8kDrFwkUCwc9MCN9VbXadFHShY74ro82Ya3TgEwbS8yuKYsun9Mq9MdJxsoIUDQWKDql2BqtVQNuTGd/fZwvsExVWQiwDXp90SXDqsgyFQASCSleSS8aQXxXesYiM7qTXYxHJp5nV8u5RkBtLC8XlRf2rHFi8ZVIL5ZKUgFTnZK98n7RsuyEk+1rhytrlK5wxQw3naCrGf0kZSNPOOhJObNvDZkRcWFVSK9adJXwxlIGnbxJWTEtxfs0ZhmntSOpFDobNQxOrw3e5kxUxnxWU3qPQdis/SQVB9uqwM/G+Mkhtd7HzaeYqmJtsIPtJWRWsZEnGAX9RLOWaczNG9S3rlLfuYErZuj+SGzX0h6ZyUmsRmsVsnGOxChuHpUko5TNzSvoJKM3XEdZC4MN0stvZPfK46Rpeqosj0ZAXZulC710nayrfGAWxwu/Ovt23Hj+AYDIijHrXqBNpjkbcIOHA97g1ZV9ezXEw+ple9QTd7Z4gCaGlybKsuTbv/3b+ZIv+RIGgwGXLl3im77pm7h69eo95/2hH/ohnnzySfI85x3veAc///M/v/D9bDbjz//5P8/29jbD4ZBv+IZv4Pr16y/Jfpztzcmf8P/wZ3zgr+ib04hwbLcJ+ngWru3ROimzdWbZjZP2wC9u+UqiQndAu4fmjwsl3nvJCjSZnxOiC1SOzbs022rNt8V5V5V8xd9VwJiUVY/vm3ehmb9uvV4XsgRR+83XknkKYsLxQSokh1AW1UYAnGkzjBF4Gh1JBqL7FgGP90hp2NhGuw1jW0stJbI0Nmi9pVbLYfN+wQrLKyvLCeXUrv+sCscw9qmpkHkVkBrmh8YOTDKUjsKJWDA6AZs0zguLwq80ci7d8+18yBQGj085FALmfDVHl1Nyq+gliq08kZ9+ItlKX0uZs2vcrgTElcHpYVY5ppVkDedVTVnDvPIizZGPcL116t4GU5WxN6/Ym9fcnpQcFDXj0jGrfKf0XVFNpsxu36W+e5P61lX00Q0GfsZmbsKPZSM3JLN9quvPUV3/HNNrNxg/f4vi5k3quzfR030yI9ZaidGUtThS3J2UXD+ac2dac7fUVGuX8BffgLv4Rrbf/BVcfOJ1mCSNQ8qJP3W4PuvAIm5+vHxXOumxFB/Z9sehmh+vTefHtj9KL/699MNJ3yt97IcVP3GcXB4vY0vuKqJC/LnfWJV9eygA7iXIwr1ipdTYT/Iwfr4AAfCDxKsmEzeZTPj4xz/O//K//C/81t/6W7l79y7f8i3fwtd93dfxC7/wCyfO9xM/8RN84AMf4Id/+Id5xzvewQ/+4A/yrne9i09+8pOcP38egG/7tm/jX//rf81P/uRPsr6+zvvf/37+2//2v+Xf//t//3LtXuemOuHm8iwp9ctvyRi58Fnbe2JQC9ZdYS55wHm3eP2HwUCydT5IQsQ5WhAombym260dXLoZLcVCKaaLcVp3A2ikSrzIVKzqhY7gJlpFubiuOEg3IqCyrJidifsS3SHaDYjba1ogpzS+Azwku6MaKyycgKgugcIrFcRmfZMR00v7Sl02rErZmZCNU6oBLOKE4ORBGFiAymjp//IeX82lLFoVJKnoi0lGLeijOUJZNJMerLSHruL6alRdkWSafmoYVkZ6obQQAJQiPFATSHPJ+OUD6d/SLZBLjRAjelaTG42q5lAH8V0f6mzK4pWhrB2Vh6J5Q9ZNSVVVBb6Y4adjfFWhTIqqZiR51hy7qvbMlJRWh6nFZz1U2kf3+mIr1hF9NaHXzhqFK+ShO6tqCqfx6QA92sRMx2TjmRAN0rBP1YzUlYySBDWU6ySxiiEz1PgAPTvCz46kHGhSvFKNRl7lnBBCkKyUCoxShwCYuTdUDmbzmknl+I07E/ZmJdOiZpQn7PQTLq/lDHrr6P4B3NW4qmZ2c49if0y6f8SgP8LsTMnyDZJ8JO4bhxP0+A6Tq5/l6LkbzG7vU01LsvU+g+mcgdZs7r6JaZVyUFSM8oTxvGJWVtwYFyitmFUpR6Vl1NvgscefIFkbCbjy/sRM1EnRssv9wovPMqTQnXJBnOf49Loz/aoSqTlTNeDEfVgB0h52nFY6hReZfXstAbhH8YrEqwbEra+v85GPfGThs7/9t/82X/7lX86zzz7L448/vnK+v/E3/gZ/8k/+Sb75m78ZgB/+4R/mX//rf82P/uiP8h3f8R3s7+/zD/7BP+DHf/zH+X2/7/cB8KEPfYg3velN/OzP/ixf8RVf8dLu2AmxrDoeAVyXNaqWphcmY90ZRcwCkJMbX36U7iysKYcIOIwD7TGhXaQE1i3FnpjJCx8fz26dEg9pcNEnrBsIg2JMFcmrcqNHt7T6ttfHS/ZILZIaWkN6Vte34xujcigvvVyqc0dF8FjVPmRXjRzbmE1zUbA2EA20lEWjXEQsw6IsykoWzVvbaNKB/NcGe6/E6gAEdZCpkP1X1gpJwVp8KI/Ga0YEeFWznCiN0WTVdNIcV49kayIgXmgIcE4Yo2UhV2Atum1GtQQFoCkRS0Ytkb64SL5ozl/ctsVDHcV/fZI1jNF0bSgTZD101mtfcjRkwds1NQo1naCKKb6Y4OdTkQ7pkIdi1i+TWruYyieGVCsyq2UZ4f5xAeAfzituHxYcziomcwG2/cTw+PZAwGmai0Yf4Ko6kFKqhrl6kvyNrx3VvMZM55TjGX5yiCmn9KyUiTf7CTZIqCSmzVSONjZ43RNPkNr2Ovae4/Z09wjduU+7Zdbl81L7zhgVSuB1M+SoFdOHY31sh+9v+17OeEkB3EsQrzSA8/iHWE59lIk7S7xqQNyq2N/fRynFxsbGyu+LouAXf/EX+c7v/M7mM601zzzzDB/72McA+MVf/EXKsuSZZ55ppnnjG9/I448/zsc+9rETQdx8Pmc+nzd/HxwcPIQ9ir0mC2myoFDvj6f/I/aKRIOY3Qq6bYq60e9yCFDQMUMXDL0W1y2ZK69lXeYEEOS9WwByxyZpltbGmW3DVsRpmnHKrIaFXXesVWAumq/HdcYj4bwP2CbM5DuDzlJZdLH0okL5aXnQroPGlg99cYvHouqwRUlihlD06BYa+UGssAIgi49hKYvqxsqKYiYl0U5G1iiZt9v8b1Ays9JtWdVYXCyNdnZDKQFwWoGqKlQthA2qEmUzfDh6PmRNKy+yMA0hFRVAXykAyTv5nRVi8RUJCR1wWtWB2BA8UJW1i31VDVAXR4lKCXCqHfi8h0t76LVN3CzaU4nHqGQadZhXWLtWK6jm4g4xHeOLGSrxDZjSSl4+orG8Vir0qVn6qWZoNdqVctEbi60EOM0qkf04mpfMq5rECBmi1D102kP1Bpg8RacJSmuUlX2VbUxwNkM5K9dg2scOBiSDnLKXUYxLvPP4qqKezbDFhDzN2cgt59cy+jO5QjbzhI1eyuuffpLzOzuNU4QcZzkG3p9467XXWOeYH3t0+kXxkJOAWvN5Z6EnAbvufPeKe03yILDlLLj2vgDcQwRvn39khqV4aMSGRz1xZ4lXLYibzWZ8+7d/O9/4jd/I2traymlu3bpFXddcuHBh4fMLFy7wiU98AoBr166RpukxIHjhwgWuXbt24vq///u/n7/8l//yfW3zSTffPd+OOv0b0U7L0Bk0vA/ZkRZsiJ5XeMvvZPFcyJ2ZYIEEokMWf7zSmAAAFsCTD+VUrcGHHEEc/UOGTxEwiF8a+FeCwbYsqrql0aXQagUAPGUQiyXUY/N1AUAEfkp6a1qXB98czmancYGcUAXg6przFaVCKucxtEQDH2Q0CHIh1E5so+qKJCf4icq21bWjCmxRZxJs2pP+tDIJzhICmlRd0k8N/dLI+kKZ0+HFusqKMb2unYCeNJXtUGC0uCg4CN6kUkJUZd2UeFWW45Me2Fw00QpHHY5LoqSfLjUKJlMxpJ+O8eUck6REPbzaKyovwrkaRWV9EJb1wRFihptNYDYBwGQ9SHr07Ihhailq6YmDeM1q0bJLc7HoKgu5TrzHhP1KO2LGRe2YlDUTn9Ef7KBNSpIGzTNj8emAqrfJNHiMgnAslHeoqgVwbj4Vo5GyAFeLg4QVABa9YXtWM0oNo9kt9OwAPzsS94veOslgB6MtG7llL9HcOnIcziq0VvQyy8FswPZgB7M9x9YVg6pGGY0erqN3n6IanmOqMu6OpTSemD7DtRHDNzrWtj5L7/yzJJ96HrQmGUg2T82PGORrbPcsb9wZUnmPVYoLm+s88eQTZHkm/bJqEXx0gVy8tU4ajk4bprqP04VxacW8XbDWZb6KEPnSOk+41VcBvlVxFhB4P/GyZd5WEjde3M680lm4R/HKxCsG4v7xP/7H/Ok//aebv//Nv/k3/Df/zX8DCMnhD/2hP4T3nr/7d//uK7J93/md38kHPvCB5u+DgwMee+yxl2x9XQC36svohRqBlQq9Xt35a9d589YdK604AYTsnGTrtFcrgJwBFQRoI1stDDg6ypTEDOEJY04zrDXpFH2sVAn3GIDP4GMaV3GWsS/23q2MKL4bS9BLA7P3nlqpIGe2OoXZsEVDr56A8DYLGFmdTVm0238Y1mm0CWCqZYvqoNuG1oGkEIgKxi4M+tYoUt8yVa1S7fUCDTlByqk2yKcISE06LgoqWoOV88ZNYdlVIpaXqyDwGq+ghnlbVQKU5lPoFSRWzNpbTbrO8VOyl80+hhACC1gl+9Ndf+U9LklRaQ8X/HW9TfBJn0nlmAcQF10pGseRFaFCZtYohVGeQWpJtaKfavrWo45uUt+9QX20j0pSzMZ5NDBau8h6nrDWSxhOE8q6wDlPFZwhnE3RSYbqjTDrmyLZMlzH9YUUcXde8dn9Gc5BPzVs9RJ6G5cxWpMYy2A6py4rbJai8p5sq6tItGWzZ3Eezl+4wMWLlwSkh4x0I/0Sj+OKe7WThH6gWARs4bx0vtdLC3Yd6LZ8zy+3ODR6hUvLOAnUnTT/abFqknuxTuGlBXCvmfA8PGmQR6D0TPGKgbiv+7qv4x3veEfz9+XLl4EWwH32s5/l//l//p8Ts3AAOzs7GGOOMU2vX7/O7u4uALu7uxRFwd7e3kI2rjvNqsiyjCzLHmTX7iNWkROOTcKCdlsM7xpgFLNwnrZPxcQvWBqxvQ9jiFkAchHMCfCDk6ynukCuO8YtDOaeNhO3oO3RArmFUqxeGliXb94X9YYai7+L4X1bEG5IDVEio7N9sendhGPkkUzcAuiIwr2uRuGxWhwGTNBgayRGoGVj2kU2psJjlZT0bCUG9Qs4VunQ25YGNqeVTGMnWWqV2GBZJRmZBYE6pZrt9ihqFz1eW6V9yS7WYn9VFELeqII7BJ3sZO3ROjBvw663zgUiRqyqSjJddUmSCbjMrWQZl7OoDfOwPTmhTCz9dBHERZASM6TaZnLstcWbhALDeCaiwpXzZEaAWWo8NpRtF8k7i1dJaIcjM4q+VejZPvXN56luvUCxf4S2lnQ2xnqHMSnnB2sczCuOZhXTedVxh5D1W5uhe33McB2VZOj1babpkP1JzQsHBb9xa0xZe/qpYXuQMkpHbG1cxihNOjnEz8agDLo/JFphJRaGvYwrjz3BcDRaaOTvAjil1EoAt7DP3UT2iwR03WU5Fntjvfcd1nXc1vBd3JY479L33WW02/1g48FJc90r+wYvfe/baycL9/Bst3hYy3mNxysG4kajEaPRaOGzCOB+/dd/nZ/+6Z9me3v71GWkacrb3vY2PvrRj/IH/+AfBMA5x0c/+lHe//73A/C2t72NJEn46Ec/yjd8wzcA8MlPfpJnn32Wd77znQ9/xx4gTuoJWwQ2rvO7g3q6ZdjOiHhsiQtinNJPt0yMaJYX9B2O6T3FxNpSDWTVAOJDhkVpIw39K3rbNIvs0obV2iy4k72719trbNjyotumku5Xwcs0AhG//OigeXuM3p3LJd5F9qJuRWrDwzX+KF83nqRtDxiNsLGyiWTTgqVVmxYR6yurhaWqkd44rWXfvTZoY4PbQCqsU2OlkTjsTgR+WinhTrhSetW8F66nUqBt6NMTlmnllq4V74UpGti3DUvVxzJoaOyvWy272su5UkZIG77wwtwt5+hAbkj0Ys/fsURrR/BXBc29yNTNrcE50W6z4TrwoayNzfHaUnqYVZ5JKX1qlfcME4tW4juaG8leKptIltFYsIkweDsZcKPEd9X6GlVMqO/eZHLtNrM7hwD0p3P6ypD2h6ytb7LTT5mWNYezijzRWLO4fd7mqN4Ilfdw2ZCjueP2pOTq0Zxfv37IrHTkiWZnmLM7zGCUsrV+EXt+Dz85wrsalfbwVlwh1tc3ePriFelv9ItM8QjegEaCqPvdqoh3+CoM8WJwQVxuXG/j43oKmOtuwklg7kHjFc++NQt8VEZ9FA83XjU9cWVZ8t/9d/8dH//4x/lX/+pfUdd107O2tbVFmoqi/Vd91Vfx9V//9Q1I+8AHPsB73/te3v72t/PlX/7l/OAP/iDj8bhhq66vr/O+972PD3zgA2xtbbG2tsZf+At/gXe+850PzExdDVpOLtccn1a38ywnncLvRpA2PNAWynxNv1nomQogro45FR+azhVElKc6Tfs+Zk6CC0PM5EHoqVMEFqsO2y8/ahX4WQrnRUPKq8USoMzWZnw0wsKMrEgRn131CtxmaaLwbmNntXzMG6Bby8NPCpmdbZPfTW9bIIAANLZhVSngB7/AqvRB8qN2UAE2zaTp385knmBIr+qS3FoxKHe6kTOJ7EpvUlR/hI7rS7JmP4yGfmJxTg5dbnVbFlVK+sdyD0kPn/bwSU4ZfFJ96D1KQh+Z9bXIflQlvpiLWLDSeCUyGdOyZlKI12puNbkVFq/yQf6krpqyqnYC6iAN+nXyMylrhollXjlckqHyAWp8iDZFOOAiZpwYAZi5NRTOkwcpleZ0KyW9mJ3spnIVVtsgiivHJLHi95oZAVrKVXhtqBAAd1TW3BgXTMqasnZMspotn6A1DNM+vpyh+pU8vJMMkh7YjHl0uaiBaHzvPaoumd3dZ3LtDkcvHFCMK3rX9lnfP2JjPmXndzyJWs9IddsDOUwNqVWt3bDW6F4fn/bx+Yi9Wc2zBzN+7YUDPvvZPcp5jTaa5/sJ/dTwxReGPLXR48r5N6DnR6i6kHPf3+TKE0+xde4CRe2a1ovTrIVXMUSPTbPi+d9kvZZLnyevaiFOAowPmkE70zpXDR0rp3sFgFuz4IcP4F6V8cix4WWNVw2Ie/755/mX//JfAvDWt7514buf/umf5vf8nt8DwKc+9Slu3brVfPeH//Af5ubNm3zXd30X165d461vfSsf/vCHF8gOP/ADP4DWmm/4hm9gPp/zrne9i7/zd/7OS75P9xtatY3ICqRkuSx6GAFgyJZ5FvtCHHCs+6wppQa9udBPFz1RlycDVo6AMTPXllpXz+vjP90y2Yoet67uW5tZPOHGPWMfiV/xVIvabdCRDcFzLF25YEpfY5VumsUrOgDSIVmdKCzcCPCG3jbFUhmwAwZjWc9YVPx/lAtBoVSbcTIB4HZL6cpYvNZSQtQWF/zjnfeYQPpQYV+Uq3GF9LZ1Dkbo3RINu2hM75wR5udCWbNuMnFRaDpGBHKVd1Rei2RHkgqBYj4VBm0EZOF6jsdEqxOkppfqe7E0nAT6aGICiLMKXRUih6ITjEkbNFLVnrIWy7Ik2JdVtZeeOZN0spmZZDJtSlm1jg25NSS1wyUJ2qaYxKK0kGOqeUU5rSgOJxQHR/RnR/R6O6znlrVMhtJ+okliT2QA9jG7iw8WbE4yw3XlqUqHrj3GKg5n4hgxrRwuyeXFq7b0en2e/KI3kfWHgMfo0PIQkfspcS+IYFZl7ZeyZc20HO9VO0s8KCt1eZqzLucs4O1MJVM4E4Bblos6PsHq7x4GgHvVZeECCe/hLOulLafeuXOHv/AX/gL/5//5fzb44G/+zb/JcDg8cZ4PfvCD/PiP/zgf//jHOTw85O7duyeqZ7xc8aoBcU8++eSZBojPfOYzxz57//vf32TmVkWe5/zQD/0QP/RDP/RiNvHEOPvNePJ0kTUWyyCShfOLE8SSWKNWro+VPHR38ggC4cTByIcVx2zewqDYXX0XSBAHrcUiSGx696F86OPDWh8Hcg3nQbX9UUqx4omyuDndHqDVLhF1q98WGLkgYMx5MZh33gdeqmTzFkq9XsAPXvq+rFGoSnT3XEhKRiusKNuxWI50jfZaajTOL8ozRFNzlUi/pYq2VqF0rJDetsRKT5hWHOsN6Srj19RS4uw0ImkVPoiivU1ZtL0GYim0Clmo1uJLHX/CuchybR+GvjOv80iWMOvJfqVZY/cVy5U69CbqsH/RHaI9LpKJU5GIEDbF6JB1U5AoIUiYUhi0OAc2QStFomwDmmPpu3KaIggUE+RMGnJIkFvxOqGsPOOiCv6uHqMTJpVjlA1J1kYkoz7pcEx5VITD4XBVhapmZFZA5TCR89dPNZkNosnVTASdZ1O0sai6JLW9wCA22ETjatlXYzRmicChleH8hR0uX76Msqm0CgBGGVS8v/yDAauTogvc7gfg3StOzASecdqTtOpOW9ZZsm7w4sDbg8ZrEsCFeFj6bi+1Ttwf+SN/hBdeeIGPfOQjlGXJN3/zN/On/tSf4sd//MdPnGcymfDVX/3VfPVXf/WCtNkrGa8aEPf5Eq0d0SmA7Aw31/L8jYMAAcCFEmaj9YV8L+xRyQB5pUVLKi4DKUnGTN4q42roZPE6/UUxnO+UQwJOW9Cpi/uIWygLN5ku1xIAjhEbnGsyOgpauRC95LwQ12HifqpGdFiyTuG3WsoeOgFw3ov0hwp/60Y3LDgxxIZ8T2PCrpQWPbTg4KDqgkSnjfZaLCaJFZHH21TKh0UBVeixCtuQBMmPIjQspVZ3Mo429ElJs7dP+6IbZiyu8p2MVdR+U6i5lGmbgpZJxJAesYSKfp9JKFtLOTywTOdTISfk/WbfwDTM1FnIVpXOd0zpI/vViEBtLek+bcHG7CAtkCtrj8t7kPbRa5uyDUmK7g9xSSZl6HB9NH17XcKJUpK5y3JUmuOsiADHyzYNQC6ziqSao/evwfwIXxSYXh+Xj+gPtiHJWcsthXNyX8R71ccMY2TCxv5AAXXjwnFrUnJ3WjKrHDfHloujnEvDPhfe+DY28wHZ+mdJhy+gjSbbXCMZirSJdhWJ1mzkUrbNrKKva/R4HzW+S33nJm56iD7sY7bnnN/dwu8MUFpxMBWhYICtYcZbLo54YqPPdt+SU/PkU0+yvi7ELh+uLaVc6HsM94XcaOHePXncWQY0p017LEF9Wsl1RZwE8O6VfXuYmTZZ3op5T9ruBwBtp2bf4CUtn75aAdznS/zar/0aH/7wh/mP//E/8va3vx2Av/W3/hZf8zVfw1/7a3+NS5curZzvW7/1WwH4t//2375MW3rveATiHiAeVA/upPmO66QRSlihfImiafJvAFyruq+aeTpSA/Eh2fS3hAb85YEl9sIt9+appQkW5lnRj8ZiNujUaMDqg0Usa8YFHTvswQUhmttraFwQoG3Or0NvoIq9WI1ob5iv06/XLVE72rKoCr2asUcR2gxSaoRJmRrdSGbETJcI9oqxvDeJAKagxqVUkLwwQSrElTTCwNoA4qQRgaiURqOfZQvcfSzFL7FMYzHTO8lMVk0mzhPFd2WDdZvZxAXh3Fa4t/FphQCIElSShYxcirc5mLTxW43AIbIoFyJo73klINKjg7hvzP5KZlLVBUwPcEf7AlCLAQZwJiMf5gxTwyRq7RFL1AigR64LsQVrM5OVd5SV42heceeoYF4mqJD12xldwF6a0fMOV8n5SUd9zPom3uY4bfG+bgklSkl/ZFXgp2Pc9BB3tA+hLzE/P2Mjy7iylvOmy+sczSqMgrV+wlNbfTZzy5VzG7xud5sk6bJzwr0bx4Xwt+q8SJn7AAgnTbt8L7lQ1m6+j//pzH+s7PqAOOU0kPdigBu8Atm2L2QA95B74paF9h+GcsTHPvYxNjY2GgAH8Mwzz6C15ud+7uf4+q//+he1/JczHoG4hxQPCuCO4bdAlVsYPLoepiGDJp6PfmExEcDFUupxqQ7d+emk/ljqx7vfseZ+xpSmL+/FD2iNLZUscOW6ImhZsHAKx7jJFkZQFQaNmHkU0EIoiy49ZGJZ1FiwIsAbS92h8I0NmhUCAjvbEM9jlCoxCTUssCSji4BCekwiy7Tpb1O6AXBSGnUtYcOH/XIi9yEs0wAEXSX8AUXLnsW3zFslrE1lEwEI8eWhYc+2P91eP9knKU+qLEclWcioJQvs3M7uL4ARQa42/KRNZrAK5yGeF1WXuIkAIz8bQzEDwJgUn+ZkNqefGMm2RnIKNFlIX86hnOO1RoUys1aKyntmpePuRIgRIOf98bURvfWLJMCgmMs1lQ8wGzv4rC+adKE0nZq4ndJL6MsC5lOKgzE2K8Fo7Pg2a2u7uH7CG7YHzKoarRRrmeHCIOENj19id3ORtR/3vbnNAjtchfPilW4JCquyQ/cCIp15upf4MjBcBfCA1SDvAeK0EWGl7yr3CdpivEjwdr8ZuNckeeHEeLg9cWVZsr6+vvDxd3/3d/M93/M9L2rR165da7zVY1hr2draOtUE4NUYj0DcSxwLN/DyuKLawaZ1Y1jqg4sPexY15Zqshu70wYXfDau1YbPqFrCEmbwyx4BgBHAqgI5mGUul1LYUq9plrBozG/20Tl+e98cG2KYEG8GHUiJNEgCL8r7RKWvmiceBKHER2I2yQCndBvBikxyrJKvldMfw3Hu8SdFZD1XMWoYqgVWpFf1EnAa0Ch6czcGKZdFKMlBZD2cSAXdehdKaALrUiINColWnWVfjbYq3mWic1UhZ0rfnUDJPJbqc42cTAQXGgpfj4hGZkFklLgpF5agTLSxY1bpK+OCmoKsZqpyTpSNhsGrRYYvl6dqBtwnaZpJRS+Ztv2B0NjCKYSqZrlRrcqsbseAIxFTaF0mMpIdPeswLJ76nAQgqhLDQAMuYcTYpPglSHIVjUjmKypNaWX5mxW3ET8fUh3eZ3zlAGU02PghgTLO2/oSwe4HCefE/tQpVzdDFmPpoHxeFewFtUwbJFr3EYBTcHRfUDvYnJfuTkvODhAuDTTYvbZP0NwQIGgtJj0PV42BeMS4cB7NK+vWUxadJgy58VVLsjykYk87m9If/FXthwlZ/i+H5bZyXY9FPNa+7cpFer3ciyIjXXvt1HV4aOg/NewGGVeDmJIAEKwBJ+7de8b1M89KClkW7q+WVnz1zdr9ZtvslL7wUx+FVn4V7yJEkCbdv31747LQs3Hd8x3fwv//v//upy/y1X/u1h7Jtr5Z4BOJeFeFXAiUgZN20vOD4Y86dC8At/nHsRlfdcqxqABzHV9cwCbstS8eXJVm8uIyVky3sXhgsl97QYllTE5ezokwbH/KxsX6xxa6tGMcMYygDNoAszNf0YvlOCdCH/bFJQ1Lo6rYpCK4BCqeDXEiDmGU9MRPntQC4WOaOfY2RYWlV6HPsijaHviynrTTLI5k1AJIOQSGUAKPPaiM3EzY1EkoqL4C2xi8+VJxre9t8FCQOZVGljmUYvdIhI5YsZmlimVgbcis6brk1QZOu3a+WeGEad4g6lGsjiFOEFxdftfMq3ThKzOuKSSkANffC1M1rcTNAa9kf56mLOTbP0NMxupyShP651Gpc5WQfkXKqr8pQgpUfZRN0b418uMMwtQxzizWa2jmRKClr9mYVw9SSGsUogDi0wSc9pnNxhziYVUxCqTWvpK/Q27Qhdyit8c7hyhpfTHHjQ5TNSFJxYtjZ3uTKxV20TTk1Yha7+9GxiR4gE3dsUFliKDefq+MVgmOMdRZlS14qd4L7BGAvhoQAjwDcmcPz0IkNpwn+L8df/It/kT/2x/7YqdO87nWvY3d3lxs3bix8XlUVd+7cOdUE4NUYj0Dcfcaqm/NBb66owdZmu7oDpGkAXARvx5J0tOBNLRMPuppydAehFnzFAk13l0xneV1GarvStpzbXUa3LyaK+KrOPvnacdKwJrpvoW0/lCSPhXeNJIn8tOv1eCmaduy9/v/tvXu4JFdZLv5+a62q7t57zyUzmcxkkkxmQhJCuIgkJEQ4oiYP4SSHmzwC/kIA5XDxEAHhIKAC+lMMKkcRHjA/z6P4gEE0KoiA8eSEiyKBkAAqEiJyVcIkYMhMMrN3d1Wt7/fH961VVb27e/feu3vv3kO9z9OZ7O66rFpVXfX2d3nfqg9qWM8ZQl4ZqGjFVdOiSaw5A4SwWEJJCFRyJI4ukB1mRGuxih2akECtqSOAfIWEhfUjQRdLrxCtiucGotkG1XyDMTDqoxvOW6g3yzWS5z2ApCS0AGJdXPDgTa1Bagyc8fWazECEg75fZRtW0/WJI7S9kLnEAIkxIN+VB371ugvuEKEmziNqA1pDZRMJy7hYz30BoFswHugWOJ4X6BXSXNK1HnOpdMAap24lBcPn2sTR68KaesdzuB7BDOQZOOvBLx4XKRqbgDr3Yv6kg9jVSfDddoJtbQcgj52iofFjMSfMtxeiNl3GhG4uHa3HcyGbANDODXIksK4F6syDOvNwnRTsGSZ18VqmIofjDGeecQZ27DxJ6w8H1KwOQiXCvqzYvm/RNZGXyjp1yRkMJniDyF3ftlZMQU4A6yVqgzBp6ZBBv6/HwZYgcAAmmk5dAxncs2cP9uzZs+Jyl1xyCe677z7cfvvtuOCCCwAAH/nIR+C9rzlJbQU0JG6jMOQ7WCVwIWUYukehEaoo2zGgZi0IAQ8kXBhA3nQsVXmO2n0kpngHRfPqqeHYhVqBMZWidZZuz6jd1p9G5TJ9GCJjZRehEj+LGKUkQr0OS9fzQJSnIGtERy3sj726H1Akl1V/Rg51XzYBbC7aYZVuYJA0N4SUqFiEhbkl2WKQq7Ci/8Z5xcZMCYsxAPJCmgu4qttmUEAK+HNtMjCGUWul8CJeLAX5JpIfW/n2staPCZETsWWp06vYg6l2HIoclqz4rap7QjXCGJo24JJIxqSIHqpFx0iNpCmd1TRxnsXu4KoMTtDjE2s3vUZCB3WRiY5angF5BmqxpueBpVzI0f1LOZacgTNGpDzIodWeB7U7MOkD8HllLvsQGyqqV6n38N0M+ZKkin17Di3kWEgMTp5LcfJCK9pntZ0VQq0/ogoAxiYqeAxkntHLpSkikLjjeYFuzkjTOVB7G8zCDqQ7FsB5AdNKYDrzoCTFwrbtOPOcs5G02sskagaRoBrC5wOI01Ais0aCs4xjDCJlg8hdHzuplnZsFUwq+raZ/Ov7qx5vfDzkIQ/BE5/4RLzgBS/AddddhyzLcM011+BZz3pW7Ez91re+hUsvvRTvete7cNFFFwGQWrrDhw/j3/7t3wAA//zP/4xt27bhwIED2LVr16YcS0PiNguEMoWq0RF5P3SbSRQjZ1GS5wrBs0Bpdp33agQwLIMgEaERs6LaqVoZAlAWDYfIWbzhrlAHFz5lJZehA1OTreXxDRBtZCVwUXxXI1EIWnhhucKDfAYqMklLBtsmiI4bQ7Nxzpbpq6rgr9bTSepPSIXrI6MiFyKpLdNqa0rPanMCoTCAIQtnRKsssQB6+jAzFmAj9k+ujQKEnL2MSefYEsEBoHwJlHeluB4AWgtx/oS4SF2bMSRF/V7PpffgXk/SgEZ10vIeXLtuYSVdqgUyb5ADSNI2KE1BPf2aF0K0yGdIncNC4uIPg9RYnU+pR6SkBU5zIcauJeliPR5nCCYVd4iOM+gkBDp+HKZ3DNxbAqVtsE/D9EbdNkDS2tbIutQ7DizdL/ZSeQbbnhOB3BQ43vO4bynHvQ90UbA4TOReCPn+k/bC5T20AWT3fg9urg3TnoNptZFpbeHxvMAD3QKegdQl4LQFo1Zn7D269x1DvthFOyvQ2f8f2L3zNNidbSydvgP3d3OVbDHYv62F7S2LeWfhvAgfG2PgjZV50C7d3Hss5cADvQJHewVsq4257XtB1qGVtITgJi3QzlOwf/9pOGXvPpVxWUv6c0DUazXrrAbD6vP6xz2Q1Aw4tkEWEfUNjzuy1WEV5HEoedsE4raeCNymEbiJReKmK/Z7/fXX45prrsGll14axX7f+ta3xs+zLMOdd96J48ePx/euu+46/Mqv/Er8+4d/+IcBAO985ztXTONOCw2J20Qsi57FDyRdWbDIYBQVgmZQ3udK0lVNY5lKKrYkcNVsazWoVooKczkmoL4wUCNw1Tq4qtpISHVK56nskFf4IoaIeUwZV4vzAsLgK5G4am0ca+QpdDfGYvwyJFi6KHgVmq2MgYlgrAPSVMlvPaVLuilLJFG1QMDjAhqtMuJ6EAgch/klqf8iX0iTQYgeVdLN0iEq0TTjVdkfXDZrVCYr1raxj52iZCh2gLKmVJlcmSoOtlY6lxakkTiZCVdt2tBjknSq1S5aU7skDEudnyWCKTKR1OgtgXs92V/oPEV5rcRmHGhkssjB3SX4pUVJ9/aWgHYvdkQyM7q5x1LmkVjCtpbDYu7BrQWYhR0wx47CzS2C2h1QqyMkmsUXNkTyAGApteC5NjjpgNIOTJrEGrV8cQl87D6Y1gIWFk7GKXOt2N2aOoMdbSFwc45hjh+VcdkEaTqH1BLmEoOlXCKFAKI9W7dgtFod2NYCzA5J76SdORx80LmYn59DEOuWCVmBEK03TTgpgrdShLBv2UFRwaGUJJLRTSJ5WB15k+XXR+BWOpStk0KtgAGekHH9tMV+d+3aNVLYd5ABwS//8i+vuzN20mhI3BRRTV/W0FfD1t95GdaJTZ9cXxfQKJzPhcCpor4QuPo2AoELwalqKjI2QzAPjb7JcYToYL0Orv+YTBzbgMmoDku3WzWlr455sGOAjLFaFxeGW6ZiXSRyg8bnyMAZKeq3hFLmRImvREa0oN/YMv2nnDSSFiLELltlsUzSRVwU9TRxqdumy+YZkHUl/euLSkcsoh2WMdr0Eeair5tDmhwykC+EVKKcD1lPO3aNkehP2pKUdiVqQ3q+nOpDGCWppE0RTE414xJ4jUwWldQ+6fw5C1Ceg3wG3+tJ7V6RgvoitUHTrnI6ZJ3uInjpGLjIYRaPgeZ6MEUmpJIIhWcs5QUWewYP9Ao80CvA83NAax5mfjt8b0ntvjpglyArlPjlHotZAWbG0SWDfOccTNqB6czBtttlTV1egJeOwfSOIckXsL2doJMkKFjc1HakFi3kMMePghaFxMElIF+gk+xAVoio8wM92RcZGXOhIsgmnQczY9dJO3H66afDWlte8eG8Ut+/y67ddaYgKw0I68KwurfqZyNSvUA93cujSOGwYx5wf1ovZjFtul4Ct3lpVF5TLdtANN6pY6EhcZuNvpsdk9RW5Vp3k1cIQSiQd6GQWCU0SheJynYgtVbeSzorPHg9i+q+BcWUJ1WL7YHB0TeUkZQqqg0WUnsGJanaSWfs8F/fFcQIUuisDBEolocjOFfSIpIduTfwOjGsZNU59cTUjlYm6TYNEavEAW2ILZI15ViDjAshBbsEsCnYptDsWTn3RlKppsiAQjxJiXMwaWcqDHIW386esua2qxauFdoduQSQEf/PIodLZe48JBKHAujmHl1HyBMLl7TUY9VIFC7rqi9nD86kaDuDnveVqKbKpyRtmM48fKFCvxppBEmnrTVS90Uk6c3o06onllwigr1JB5zOo5t5dL1H4RFlRQgAfC4SKEvHwFlXLKZa2kSh103Py5z0Cg+f6PWVdeGXjsE/cB+KXg6yDjZpwbg2TurslM7QtsORxQxLmcexbo6jSzm61Ea7swN2Zw7rC2l02LYTPp3HYiFyH/ct5bjnaBetxKBg4N6lFvYs7IEtMjhmzD1wDD4vhMwVOShbBC0dxe6Fvci1/tIBsPcfhjl+H4oj/4n8e9+RxpK0DbPjZOzYfy7a8wtoqQRKSIU7jYpmnpGkLZx56Czs3rldL/AQhR1BiCaJUbVoK9WpjSJ+w5owVkr1DiF0wAhSN4rQjSIrI+Z1M1Om047ANXVw319oSNyUMErcN6Yva8RJVPjl1zmV6c8Kiah8DCpUfT+k5FRfLfzr+whc3xDqEbhKWq8mLNynTTfgUGRsmjKsuiLUbpIVeZMqgt1W7HANdX+kshDWlOV0OiEGpmxuqDRRMMvYpcvUSSg+pLhI9hLruVCpKeyPDFTkMYKYcKgbCy8UlQYFrk+w94ieokbH5TUVHAYqjR4eCFFUqk+NFM57eLbRp5VcIpImvpJ28oU0XTgDlxN8/yVHVtZNUm2KkAYMSauWp4RQ1jNWddsAU5MKybhAocdnSdKdwQ4tukN4rzWePj6MpDM1OENUjks/9LmkNd3x+8HH74fZdhztzklYSCx2dBJ871iGxFK8viTKKOOiRI3sSdPg2sjAzFjKCnhmHO/l6OaMpYIwn87DbNsJt3MH0BPdvbAN6NXojKQCTd6F6T4Af38gcfcCxsC1W2D2sLtOReramHMO21uMnpN5S4ykmrctzOPssw5hQZePgr3jdqFWT+VaI2mjCNq4JGyS+50k1kDgNjplulqcEARuE7tTvx/RkLh1YqwvnabjhmlshAdh0OgKsgy13k8K0TO9ofui/FUfl9FInrHaNLD8ZhPkF6KESO2hjZAnq9XUActTqFUCF1YLxCguqtuKNWrGDrzxVuUg4l6GPGCITHQLWMYuiYS4aLordFoGWAJYO0UlNYqSxMbUqotRtYLzevQxzl1RdlWiTMsG8hDcEwBNrQI6DiM1goWsV61tCz6ycpgShQ01kRyM262LdSLB7cCibPbIvZfoYpjIUM/mEpFfsWnsNOVoZyXzYkNKNurQhV8PVm2wRJ6ll0vzhDWu7g4BiHZb/FFQ1mmGCGPOQm4l3YiyVg+S1syXuqDj98P2jqO9zWB72+HIksVcapFYaUyp6fTpjxaqpptrZFiaZUJ6tVswOq0FoL0NdsfJ4F5XiPHCDrBrSxQ2XM/spU5v6Tj8saPA4jH07pcCZ9/LkFoH0zsGdDvodE5C2xESIy4aqSWcvv9UnLb/VDhr4EHidQqAyMs1upqHNfvRKb9VgkYRuFH7GUUkxxnfhIjVtMnbNInbyKFvxRq4foxRBz3+pqbb2HCioCFx68CwL93Am0DgCBpeW9ZyH1wUtCNVUouynqOgcwZYMCjvlbVw0Ic8GbARm6MCkM5GRiSCRkmLNZCoVNDoqsmaBNKzvAM1HEIkXNWIYvgspl3LqBaSltRHKakKc0AkRfW5E0mJ0hRd5oScA5IWQBmIypRuSGum6jQQomqynlN5jARAAu/SSIwNGCCGYURB2MQQKM/q6WTrwDXbJyECIYJHYNVc64KXFmWdVOYyjD/3kLQhM7qFQ7tgsJPmADIWXskzLy2CWksweReJaYsgcQ49f6WMBSeqORa6WpWYki9g1QliLjHoFaLd5rRFmIkA62CcKJz7pAV2LXjXgs+lmJDDtaGpYlrM9PoKuWS5LjPPImzby+XYPGDaDokjpDaFqciYcJAbYRFyzr2kUY9nRXS+aFmDhXQOpj0Pm6Yga5AfX4Q9ei+KuW3Yfso5yDsOntuSYgbQSSx2tp10B2fq9pD3wOxhWhko76KdbMPOdoLjmceOjkPBcnzHswLHc4PUOswtnAJ7KkfhXj8nqdieJ3QzhiFGai3SpKPagXJsPs/Bhda9LR6HP/4AkM7DJm0sJNJUkaYJDh48hO3bFjTYzWVtI1mY8IOGK2R8FNiXkewJgbECiRzWkTpNwVxg9aRtytE2YMJ1blMmcDMRhWuw4WhI3AZioJOCIkS+Ci79QMMtJxAw0dbKEfw0ZT1NoQadMlBMA3IkWLq+EqUgOhsdBGo3t5LA1QrRqbbIsht6LZqm3QZsLIxz4IxqURc5pnI8gZiF1J4sIJEWCgK8fd2igTDKYhVtOqLqzAHGodqMEQr4TSji92KETr6o6MNRFKfNco2oEWKjA4UGhSKTX57GaORPxhKFdysdpwUYVk3eiQzY1/1MnZPooIF2mvoylQuTlF2mSas2F0HjzZEBrNeGABVtBhC7IIliwwaTQYE8nt8QRSUAofYwRBnDUXtGrGlbyr1YRXlGUTBYNeXImpgulCijpJFDijn3rOK5jK734GQO1J4H0hQ2TVD0MknRdhdB2SLabgHzicW2ltym2s5iLnEi11JoM4USRu4ugpIOWm2DjjNYSCy2zyXwnpE6G2VlPDPYJeB0Tq5VY1Gk23A891KH6D0sSc0lpQ62NQ8ztw1+6TjcXBtghk0T2HZbGkZI3XkJ2LXzJJxx4AASVyddjLKeNPjVBsnolR7dU3ssVze8rKlgMMnjSTVIrEjmNi9NCkwnVTqUh05oZ7NE4Cbt2NBgNBoSt0asKgpXX6JvQ5pCI1OrwYofo4ygWUAjcHWx2GD3xGQiCeyX4Q0P9mioHghcdTtUj8Bx5SEPlN2sy9wctH6uerssIMblZB3YJkKUjIlxP5AYxDtbRvLizBHFNF4ZiTAAGSWLHDsyo3Bs7RzUo5sFlkcUJZValAK18JCoE+m5kHdynSPDpnbqWD1J4b2QK+9j92yAZ9FH897KLjQtWm6EY2rcGJVAsYScqbIN1rRoEqOa5Or6YgbSJYrCRJswCpFS9uV8qkF9dFConOMg3yIRtEJIKlCL1gZyWhQePUvoFR4Zi8NCog0TgKRVw5wSc6ljp1pqx3sFsiIBt9qwHSFytnMcRaaesOxh8h7SFGg5wvbUwQPi02oBKjLAZyLXknXluOwiTHsJHUdYcgY72wmO9nLkGkVNnSmlS0AlibMJHsg8jmdeXSJypM6g4xiARau9HWZHDzbrobXjKJgZJklBCzuApAO4NkyS4sz9B3DS7t21a6x6HYRrtJzvQLLtyAf5qojTOlOhddeFIetVo4JTzy9OpjGhXGf0vXlqdW5T5lczReCAUtx9vdvyUzohJxgaEjdBjPoyVW/UVUus0AFaJU5hyeAzGQmcRo1qjQjBr9O6qFBfVK59UpIjDxGWeq5A4DQKFxwiYjE/SkkIQ5WSsUjgAvFBPA7qIy+SiZP6sqiZYUwkLhaS9gsRkv6ZI+vUecFEnTIYEesllEG9UJAvkbn6mMJ60dYzck4drxf7I2LxJS2fTwSGuigUwWnAa5pYR+qlO5gLD3J5jGCFjYiVmKREw78wSnSCv6sSJvIFLAipNdFntdYkEtwonAMXFSssMlE3kKgU0jUkHcjxGmHWiK1EbYNNVxH06GyoA5NOZc664Kwn76kMijGI7gehtq1XSHSt8EC1+QJcyK9oFbGOaXYv9XTd3OCBbg5e6IBbC7ALO8FLx+C6WSn74nNYMFrWYC4VEpw6QssYkF+SmsReOU62Brx0HCZfQidpIfOMXZ0EecFwljCfGCRGJGJAABtJveeQVOv9vQJHl3I8kBVILWFBLbJ2LOwQh4uThDBykYNcC2Z+G7i1gPbOk3HaWefCJMNNucN3wlBdK696rY7ECKI39gO8LyU7aHuRGI3ZTToymjcuxqz1Wwtpk/U2h7gFTDsC16BBQ+LWgME3wMHf1vqy5f/3i+eKQXiVwKF8IIf0p8/Kzp8QObMp2DgUAHpBowzQ+i1SLTCtpSvy5ZE8oOzIhFk2Ds8yDjkWH+vHqFJ0ykwIUrFeU4e5B1Ij9WWU6vit03Sb+JkmhuID2hmCtVSpi7MwrbZsM2mBXQpvxNcS0PQr1EHBiOBs3ZdU0ofeOGSZl2J6DqlYJbVeIzq9JeneTFtyfJA5DKlDIWRGt6ERRpbaLy5y+CXAZl1Q0UNi5mJalL04MGRa2+bTFly7A+p1ShKsDSqGc7QsYS41MEbqBeMlZSzYJjBpG6Ld1oK3CdhKhIpIawONzGlqpfkDRU/PuSSTWVPueQ5kXgRxvQc6CZUEt+jBd5dUu83DLewA9RaRLMwjdRIJLRjo5gWOZwbbC4duwZhzIl9CpDIovSVQ1pU6NZciNQaJNTiymCGxBq2lHA8ULWxbOBnGF3DWgdxhwBiY9ryMxRdIjEMnOG0YQssRKOupvE4eo6Fe/V7N4vcw1zkJyVwLqW3FHyDziUFqAMq7oG4GGAc2Dr0cuL9X4J4HejiylOE7D3SROIOFlsN9nQSpm8OOuZPRam+D6ewQsmITcNLB7gNnY9+p+yX9zojCoP0BhPi+XtuGpGkFCClsDEXUQxySWPVTiFaYATV4cptamQgOxDgEb5WNG+OQ1+oPt43GRpC3WYrARfDkInGY1HZOcDQkbpVYDYEbhn7x3AJ14gSUBM4CNQJH1aiKPogKyPUeCBxQEjiJ4lWEgfvToDGNamIdXIgIVg+LgLocSbUxY9CcSMW8ROkCeYvabxxr4myIFBqtZNN9im6bXp7kAOMGNlpYI9Gn4EsaIn2s6ddwTEGotnaq9HhEPDcH8jJSCOi6WtdmwFF3b5mLggrvoshgnUTEJFCm2m81P9MkppgpzofXOZHGhNwUso1yOvQcOZBljTDaWO8HnWpQqPcDTCT+Gu2rdJwygtwH4vxELsAs5KjXBbMHdxeBlgrwBg9YqJVWoelVz7GDFgCQS+eu8dIkkaiWXWJFn69gRs97dHPGfLsNSudh5hbBS9sAMlInR9LJHK5DwxTr/JjUFYSMkMZqc2qRg/IlJNah40Sj0BLQ4gzUXVKbugLsWiDj4PS6ChHGbu5FpJekG7abMxYNw6YtJO1tAADXmsOBs87Gwo6TatckEUm6dcjtgLWhp6r7OOyRHjYxSJuxts2Rn64NBQ+gjHHMlQhxZamRt8AKKRydOl47KZkENxo012aVY5p288Lsg5uauA1GQ+I2DAO+wBxkKbCMnEQdM5/XCJwsIAQldLMGhX4fdhM4XiWNGl0dKqnckEplEt2wKoELMGFb1Rv2snq6vkJuXZ91nAgP3eox6jYNGEyhXq+eYmLSy1Nr26qSKdWImsxTmKMyyshazRXM5YN0XC14EUWTc60/Cl2VZUrZeyAnTR2GNHElciCyGkKYnDZNlDIoco4LDkROHCHEnL5yvMwiFGsJzkujgsx9iEwGSQ2KBI7JliLJrLVw0MippopR9CQS5Mrz5XVMMicqgcJc/rgI9mBFLg0DeS8KC6dGony5D8RHdN9AJFIfxgj5y7pCADs9JE4IUdsZOBv2IaQpY8CkbXC+AOocl0hcq43CpXJ9V865jxe31IFSmoKSFGCpSwykONibtRIX0/9m6X4g78qx+AK+JaUESWt7jFxWr9FQ/9fLGZnz6OYWNp3Hjh07ceDgQdhKbWO4FuVHAqHfqqeKQORkH/XPquRvLY/7aZQQ9RPSWgSxCh6P8ATiNw43mjTnWYkQrwcbTd5mMgqnmFxNXEPixkFD4qaI4V9eqnWiVq/58BAWKZFMzN/zXhlFsapjZlN4m2Ap51o0xWhqLbEalfFafO+zegROSQCMFKZLjVRfNrISLRMi6JdH4QK56APrA1ciaio3EpZT2yeroTcPjp6kNekVoynApA3vUmQZq35eOVkhlRqIBmdd7YRNADLIC3EvWMoL5F5qxQpv4VkjOczwmbgvwBfiouBzWHJK+IRseI1c5V66G02aiqNB1hNZjawLFD0YzpWw2KgVBwTNMsi6nTmRGQkWYVq87sgiMYy5xMESogwKilJzjclJF7IVOZksKyQFHqZEI3Hks5gaRZHDuETqudjDwKCXS6dpXjAWswItK8QsJZLjKXKguwj/wBHYlniOzrmTsdCyWMo9jmkTQl6oy4QVQkUuEQmW7hL88fth2wvYvusUFNJHEOckcZKeXioYSboQiTMAeJfCtxawVADdwiMLmnsAbMHgdA6sbhB2D+S6dIlYhCUdsEulXrCQOaBsCebYf8Ifux9+6Rg4z2EWdsAu7AQVGXa2dsJQW1LQEKKVWIPtqUPLqUesJZx6+hnYs2fPULKyGiLXj2qEbrUYta/1ErsCy4lcQP8Ps0DwVrLdWymFvNkYN/q2WVG3WSZwDTYeDYnbEIy6odf/DpEv0qLwmviqRmHYJLEJoZ/AhS5DC4pivsRhGyonUiFw1QhXmRYq/yXINvvdJQYdYb+Pd/xMHROkw3T5DSh0mEYSpyljQiCJ0hnKCMbwGv1QaQcxLC27RRk54MrxMhAJGEDRTzZCtc0IkPkuMti0XdG90/XUE5PVZxVV2ZSK87wl0fQLIrxxN4zYoUpJqvPvEDpvoXNNgTwrIaulwMP8mxCFldRm4Rm+Ov9B5kOL8VFI8wW8B2ltUyCoQYA391DP1EqUscjBWU/Soi1C21mkLkc3r4gTM8p0qkaoWCOcnHeRWELLEhZaDgu9PDYpxNQ5SOrMXArAgF2CAoQsEOjww8IDuWF4cqCkLZHXtl7bxsC7FNyaB2stpNRwauQv64J7i/BLx4A8F9JrxOFjfucuZMzY1U7RyyXCmFqRKek4g+0Lc+K8MNeJ87ZeIteP6rL95GjUssMwirythl7QiG2ZIVvyy+N05TojUsjjjGUWsJkp05kncDzBSFwx3bk8UdCQuClhpSgcuEyDRfIElBpfWvBO/cX6Rh6y1SaEoiL4ZVWShPobGaodsaBI4BhUCpKiJG4xVYmKu0PtMILOFdXuaoaC3huh/3Zd6rDJvwYET2V+lAJZ7HOQCDIhtXRvjWiyEJQ8kwYF52JaNSwvOmUe3lNpR0a21m3KKvxLvohp2vACZBueESU1yNgoLyI7E8JsTSLyKYbLOQxTRGIRBZeUIsZBEw9lijlo2VkDvQZ8rNeL9X4xTStja3EgDuGYikjguMjj9UCUhEPWzlkRNZaImujRkToMBBkPKnLxnzWi1/aAKRtbPFhIJamWHQVz+QzIM5hsCS3XQtszFlKpQRPHjFKWhkGgkKa2CQoPFIWQ9lxv5uTk3GWepUO0Sm6tA7sUhetIE0nOSCyBVBuPtJsYuaSImT3IGlDaQso55p0Dt4CTWeYmtQYtRziwfy/OOP20mAYO13j1/73WkPV/4wMZWw2ZW8vyVQwjXGvd4qD1wtEPSwf3j7+eph6+r5UieOMew1ppzkoRuM2ud5t5Agf9oV1MxmnBT8q+6wRHQ+LWidV9sWLoIdbCBcTUpaZAqeiJHlZYyBiJMLgWchAyTWOF9BQhRH7UHzRbFPIWmiE0nckmAbsWSmcIjpIkIZUbiCTBl12oIRJIFUP78JAiA0CiE45UJkPJB6mPZpyviuxHiIiRpoCjLymzdomW++UQbWJE2YggNwLVWmPtWmTW9JoSFiFxKlJrSJwYPAPOxSYFiRx5cC5pUQtGyxmk1qj7gmwj84ysAFquDWrPaUODEEZxpshjIX+owUkcVcR35USTSyQ1mrQkNWqcpFh1HhxRaUpf9GJqPc4jSH1MgeNZLt3A1iDRtHhCppRB6XXBi8dg0jYoW0LaEXcIQMjf8V6BtiO0neinmYUd8IvHy8hmrwdki2ir9dVCavFAz1SkQyC2VWkbNL8ddP/39FgtOOvB9I6hM5cCqVUnEtH5m0+EKBkWchkaNoJjRh4Jps6LN8gBdL3Ulbl0HpR0wGSiX+0Dx3NxuQD0mAwWOjth5u6TrtbuojSwdBfhNcpr5k/CQmcnOp0O5hM5rjSxOHTwIHbu2BHnfHj0rSRy4fxVMSoytRqMQ+5CJLAfg0jmIAxat/94hhG71Ubs4rpDagRXGscwVH8Ur4RRxG1ipG0CfrRrJXDfH80U399oSNwUsGIHVt/H1Qhczc80pFGNaqXZBAwTux3rUm0SgXOxDq4kcBGq21argUMlUxtfNJBI1Ulb/01FSJzotmkXY16gP6oWdO1C/Z0Hw6i4ralEkMruCF0wfMSskh8AmOpTqU4DMS2q+makD7YQsQrRSyYLUN9XQB0AqMhFRFeJVPRC1Wo/NlZEX2PnbUVPC9BzESKO5fzKAqJ/J4Nz0ZvUo3Jsuk4QAybWaBoRUNHDE4IKJTEeLWtjlLFcxkeCiyKPZDuK8GpKNS8YnKRg14Zpd8C9RSFy8bh8bNoQGzK9HgCwcVIX51owrY7q52l6VZssEpugZdXhAGK/5cDyY6XIhARjOaI7R0gvI0SxGQYlgevmjGM9L/WPzNjecmCW75VLOzBzC+DuothnVc4ZadrXkMWcS7Ft+3aceeaZSJKk1HVb4SFaTb2HJTl+Bv1s5CZWxKA06yBiN2x//eMahHGJ0rJx9O2jimo37sB1Q7PECnMcS0bGwEqLTZW8TcLVorq5rUTgGJNrSGjEfsdCQ+LWgfG/XPXlAhEAyptSqGcjrWGrfQErrgyhRijIQ4StG1P6okJTZ7WbidFuP2Pj+lIHx7EvlCKBK71V4/5DNK+SDu4/PAPx4IzNEKEWD/VfolLL5aNzAEylHkjzzJFAmnrna5kClIhj7T6lqVj2haTPtIGieppCJE9Ss2VUjEi7Kr2P9YjGuBjZrN6XxEUhEYKStGTurIPXHZHmpIMFVuhUrdYMMpUixtV0cdhPSGvHc1FouthIE0TVRcGzELheTsidkbRoEEjWSeNcatvAOYzPpQvWSHVc6MTMGWDbEiP4tA1KO0BvEWRNlCtxxsIaxFq/KDkCwLgU7FJQe16uP+tEoBiQNDOlSK0BK+FPCDB5V7pGA1kkkvOP4MbBcf7EuUSimsGyzUN+jGSFWHkd7eXaxKLSLu0ERMBCawGc92AWegB7+EVTNmIA8Zzv378Pe/edWnr1VruyR3zdY8Bco3JyLetnCJ/V15nEM6qf+FRJXb97SFynuvz6hzA2VkPC1opNI28TJm5xs1sghdqPydXENd2p46AhcRuIQVE4IKQT+6NwlRq20MxgHfICpVyFBsjCg80C0VMS1XqC4OqgtXQSjSo7Gi0qUbjQzRo05ZTcIBA41H1ViQAbImlGo1Caio36aZVIXj9hYaBGkOS4RbJDQmhFvY4LHB+SIYrIZEHVNIWSFmhtG6HvgQbRfIt+pqEurajMv8/hKrVt3oa6N6WkpLptzskvz9Blqi4KlggFle4Sgdj2a/TV0ssaiQrHJfsTUstFLsdkTIwyElVkUEITAEJ6M9SnBRX+QuoFYzTOwhkDMhTlPgrPYpFmWzCdeaC3BM+FNnCIn6bRWrbUUDSmZ8jUOZOAXRvUmZeIpjGgtK3OG/IgdNqRbFV4V2Q/RHQ5StHo+TZ6bTsuywUSQ7HzOnTaxi8Vi4DxYq9A15elBs6mKDrzUV5EhqDkvT0Htg6tzhzOPPvBmNu2Q+rlQrXemA/RsBhznShUI3NhrgImQWiWRduGkLphBHLYEFZD7sY9jPUc7zjrjlqkIW8NTlQ0JG6NGM+hoX+lvmWpjLiYYP3E0h0ZFhCJjQ68TSTakEt9VjB0b6luV2IBky+VUQ0uEFJ2bCzYpbGWrldwLYWR2KqsSbdMbWn6k4xEU3JUo1gawSOALGs9nTxkUycRFtL6MmYuCYV1yFQ6olvpBBRihNgdyt1FGV+SqohuB9FcXgXxDHl0PSN1qUTG4pNUCWSeReum1JrYeRj8TLMCSF0L1OpIvVRIQaplVEJSU5V7D0MGqbGlgr6V5gTDbRXvTQGbRs09IsTIUULyMqwdoiFFrDVgwVUi90CWy3kpXEVE1hfwvR64tyjNFHkG5D24ZF7tsISwHFfLqJYl9LyFc22JNlknadG8B8qXYLJFtN02LKQWvcLjeFbAs8iwLBUJOu1tgM9gthWx45Sc+Ng6K7IubWeRs4cjiVVlnpG4NqitkVdfxBpMn86DXUuidUHgmXOY7gNAvqQ/PAp1DQGQWyTttsjAoFIjaMWxIe09ILI73oOTFjrpHOAkSm2IoqTMUl4gK8RxY1tqsK2zE2mi4sLzO4VEuzZ2nXo6Tj9wJox1GuWspgdXV8NEqN8bLPVFixWT0iyzw1KUcUDLF/A8eL31NFSsBiulTYHRpO1Ei7Yt2806Cdzm1sFxoxO3wWhI3AYhROF8hclFAqdFWzURXTKRRLFxKJS8yCNSf11DbbW0IaKMfJVRtFKOwoiwa18UL0SpDJFGacroGRlb3tiJYtSnAENzZDEKR0RlWpco1uQxszzQg/QE2RjJE6FYKXKvElxidVFgL9GcIgOhNFKP63svUSclh7AJQL1KPWGunaZWmi0sIdcAZRRZJitEJ0nlg0rUyKoXaWosgCKmR0MkR86RA1lUXBRs6WpGlUipgRZyFRrp1LOo8imhTi8U8TNrY4QhSGRSooTsPQznqpMW6hCpFCX2iHIhId0LmwB5V7xaNRLnErHnCo0b4cFXMOtcpuCkA0p6gDZhhGvWECFxBOOlCUBHiAIMYxPAtcpmGmPhk3ZMnZOWDcjka+OLz+QHDFJNhRfRycMagFgaZVJLSLgA9Y4LiStyieCxR7u9AxmLoPBxa+AKIesFQwR7PaOXA861YVpyXRnrcOahQ9i5+5Rl31div2bz+fAQDQ/j6jO5mnadJkaRRDs4ISDf8VU8/4eRvnFIWhXTjLLJeEZ8tpHEbYymhq1N4DDRmriGxI2HhsRNEKv9AhFCGpVROipwLQrGJkEB6REoUIrdEkK0Rw3TA/nqlxPRFGbOQay2FOWsWl6FMZAP5vYeYEmOiqtD2VEqkmjSIWhMGI1GnjQtHKIryLPaMTMFhwmJCAKAIa+NCihTydqZy71eTO8ajYoIYWHknko/UzWJj/sJnbEq3Js6A5d7+FB/p9FEmJIAErNsIxbS6/xawCM4KADRWULTsOxVgDm8uOw8Jv1P7LyN3bq+9oAITRdBTqPQ1Kg0KISUqAcXIoUCn4F8XmlGQXRhyFlTs9aJH6xzMp/ey4OXcxUSlg7OpbxsGPAM0VhzKZA7mFZHI2pViQ3AEUCmTKMHjspkAdfWxgH5AdLNOZJ/RwRjKzprIV3MrN3QlQhkZe6sNlRQrwvqHgeyRXCvC9OZh2eJlM61tmF7y6FXeLBnHMsRrcIKveYKEMimmF/YhkNnHkCi/ry1B6z+AIpEbhwM6ECs3g8GEbplmxhx+1jNs70/pTsIw0jeUII3aBtjJlJXm0ZdT6QNGG+uRmdMpkAeNoDAzQr8hCJx0/AFPhHRkLg1YNCXbdhNYWjaFfUmglLY18s6rgVWb9RuDo3ElQQuqMi3HInLQCGpy1gLZ1NR9ndtsGshyyXlVeg2rFKR8IAMjgchglZX/DVgMijYi3aXRhSlKL4kPKJrRmWUpFLHRb6IBC7XSNFSCIvB1h8q3ospfeFBaQEquqAigyUR4PVevDd9LsXs3ZyQJB3YVhs+60oBPxC7DlvtDjrOIE8NXFEK8AbCwq4N08nBmQO1OkLESNo9ROqDYchIPRZJVAh5JdJpjc53igKEXJs2wNrsASnMFxcFGRMAIKk0j0Aiiz0vVlhZIanVwhGcsXIOCiG3vLQISudA2SJabg5tZ7CUGyzlXmRQckbXeXA6Lyb0c9tiVBO5jKHtCFlh4NlFO7K2K0WAjU1BSadsSbHigEGQ66VlTZQKCdeQIZTXLkTKJcsZx3OJmHow2taA2cA4J6S89v3Q6LNq4AVibwhwFnKd9xbBR78L/8B98EvHQdbBzG2D2Xky0oXdOGXuFHScwf3tAkeXchgj0imJkVo+AmHfaWfg1FNOBo1BV5bpI46BQVulyEyHP8xHPsLHeZ7pWON2RuyrZvE1gjyM4jrVlOxa08OT9CaNy4w7lg1Kj65E4CZF3jY9CtdgU9CQuI1C3/erJqLL9TQqgNhJWkAjcJ6j0oZVshTkRIiLejeqRvGgQqcMQgEf5TliFE+7/ogrjQz9EYVgq6UF/dV0bg1U4X26FLGXpojKJqv1+uGHVkjvBmIIIBIWFEoAfQ7Td7VKClL+DRIXsEmp2xaicRB9uNRYeF9I+jbcN1lSoWRTjfxY1dQzsWZRHjQsXC2Y21fPGcp0ahRvZqifrdYeasQJXEYnyRcyP1Q+VH3QRysYRSKdl1FbzhopdSxKUWJn6mlRACUBcuKCQGkLvKSNDtrdaqG2Xl7q24x24cbMtjZdkM6F+MVWIpShS1QJXGKlQQYavQrp/0z9R8NMZcQwxEhYOlzZWBDZWkqajUjQFBpZjN3B4QJTFwl0F7UxxoNcAuMSdLbthbYuCME0UsPXcgbznRbOPusQts3P1a/1IULWa0U/8eP+KN9GYcx9jSKY8WuyAtGwoVZ0HTxiLVxmzXptG4XvMwLHPMGauKY7dSw0JG6VWE0UbhhMjUHUyUCIfNVcGSq1cFHJP0SEtI6tlAOh+AAWey4nXYu+vv8yCofoCBCPI0bfym35UAe37OD7jm2MexJXyJv8G2ejbzlf6RjlKCsBIEqThDQkQwmBc0DhEKVNVDLEGqnj8ij10aBzCpOAbSaCFaETsyJtInVwMudWI2tVK6wwT0GUODpChOMI8dMgSuzDuHyZXqVyPNJp6uG9ke3YRLpgY6cpS9S1yOE0ypRWtNsCKWbjQCYBuRYoacX6SAAq+WGV4MjOZf2QxtQfAtowEsSiA5wJ51sFpjmk4SFEWo872IIFgmlg4EhS4WwT8bsNjgpGdftsIql/FbTmQkhCGsSZibT5xKPo9SQifCwF0jZs7xjmkjmATTx3iSHsO3k3Dh44A2kSJE+EXFGoHZ0iRpK6dWxn4oj+vAPI3BiRRADLGjvWinWRks0ga/3YwPTprBC4gImRr4bEjYWGxE0R8Uta+Y6FKFAU09UCdflQ02bGISOLvGBklUYES4TUkqazVOleu/tEksNIJMk6cDoHT07dCcoiZKsF/hYSPXGGQFlekkAjD2BUU7okTREhgGW1mD1GYyBWUeXhisoXx8aKskYokMcQ4RLRYi79TKv6ZgDAInQr6VQhYs4SjH6/w4M+8wznUhGaDRZLAKS5IUdiWiiMBzkT5Spi1Mk6MItpOrtUHC1MKfQaInLOahcwi5hyPH/aVRlEjHPtFvUeSLXpQOzJjJwHTTVTvgTOW+JLSi04Y2A03tkrtBi/YGkUSOdArSUEHTzW9dvzmhZtu9id6UI60iSgtA3POUxI19sU3ljAe7SsQ7CdD+ez5dRZNRBUlyJ2mZJT39AQxQ0dzeLKEEgct+bgkjnkRCASDbulvGxiMcbDFoR5myiB1k5Wl4KTFrxr4fhSgaVconjGaCkApMM02b4LnPVQBD1EL2LGvHQMtHQUCYBtyRxa1sI6iwNnnIHdu3bBKMmW5gpT+2qumSCtdr1AHCe9nwk+yAmVH4RDFxqdFl4rUd0IDJv/dY95E+reZo3ANdh4NCRuoxG/w1y/8cZuRxXkDQ0IleBYiMAFIkFVHTYAMC46O3jjkHux1CpCN6vWLQVbLKep1PIXOAkhiZE4TS2GzctGomhnIGPhmGKK1NpSHM3Ub2zirUqlzRakuzKsD/XPjMX4cbo4kkCnRe4xghf2ayxANgrMluv6KIbsNSgWTkOIHFDQbCMbiWS/dV8cc6ESGmHuq2lVTTtHLT6msoYw3MB9URIx7c50aUucECwh51KLz7Not7F1oCQVH1MlYWAfpTecl+7N6JohcUUYk4BMIhIohvWc2HjwVsmpQXl9UZGVdmtK4GBdJNqeJRJniMQOrBBbLvL6Q8JKBNDZBKYonR2iNI56vIq+X4hissywdlIX3qOXM47n5UkwBkjIwqo1GOcigAyXAEEXT883cYFtC9tx8OBBtFqt4bVX2oFafYBPNeI1yW1PszhfBb6HY/T2t2KJ/qoaWZatvDFp09ouZ5TATaw7dUaPb9bQkLh1YrUNDf3rxCickqaYRtXuxGBuT9CHmJXoR5lG1U5HTSeG6FloHvBKBK1GngxQEjj4vlo6AzYVAmc1ChciUhDVfEMaa6vUcgGBTHHs0kRIb9YM4n3kds4EDTbNEGrEStKiiYjTBuNxlir34DErEc1yHqWOq7JfI3MSECOGSjxDarSEtlgaK2SYRNy2xrN1GwguCsxih+XD10gZIoIMipDoQOZgHIj0jGs6MJBBC7WzomqnqHRUwiVgm4jNV9KSdYw8ZAk+dm6GxgRnKJQxCilSrTcgHF9SHhOFa0GbB0JjS0gXa0MDk0VelKlvuY69NGvkPZisK9FgINbSOZsI2QtTG48Lw6FRxNyXWm+BEFuTwJHHXGtBbNFy/Q4YI1p/rY4QTuOw99T92HvqaUPlLphoxHd3FYRuNTIkk8Kwh9sY4xh1PGPX7q1E8IjGm5MZi9aticBtUtfprBI48OTSqU1N3HhoSNxGgsKXj2sRMACRwPmgCcdlLVxIdTmimL6ioieek0rgqulPbxPkuWwjaJAFkdVgI1VzZgAqdXA21h0xhMCF24ULkawKGTJ6TEIlWYmYNlVoY0V5kJJCduS00YAAlEbqZTrVRsummicpi55ZaixyJ9GuiiJIzHsGP9PQoIDKx2FzFP6uyoWw1AGKYh/FRpCYgounkZWQ5pFIUSVsF8hsrk0XBQefWiqPzxhwnsOoTyvBi52VJTiv3bOVpg0KbghJTzt+tbbNF3DGiaCwEYJo9bww63GpC0M4To4NDnrZmJLYIlfHD40wBmsyBqFgH+MvzBrOZA9xg+iCe9J1S0bSpOTaSEwSI4wxYx9LQitNPX1NBgz1dM0Z3byA9xqBJQeeW5Ao5jaONJ3aHSDpIJnfhgNnnYOFnbvlXI4KVgUiF2sNlz80xiJ0G0Xk1hB5W01UcaVlecQ81SVahoyzn8ysZc6mRPxWTeA2IfIWdz2rBK7BpqAhcevA2FG4wBNqBE5rjvRD1vqkEEEripI8iaaXpM1MN6jVa8QkEAKXokg6yApGlvmowQYIaWupm4LhHNRdrElbwCYawTDIycauT4BLbTTSCE+QMYgPWymF99qDAGYs5oxOOg/LHpQcB+VLso4vpI6rtQ05Gyy0XJQZYU37epuAkg7swg4xY/dehGZJWElijBbiS7NFonV5BMRUsghlSWdmjKrpabCQKJW1QmiDNlmZkrYxdVh4IV8eDMPU16AgdXdc5JLG0/osZ5L4rAqepok1yJjRdi2wVWHhEAEtekDRg8m7aNsUhQbJ8oKjvpk3Cag1B8BLKroQdwlvHeALJC5By5maFVoZjdPIW2uuFu3NVXSZuerWkcFki2Wa2Ehdo1ett67+MBDya+Ccdq2yBy8tgpeOxbkx7AEitOZ2oq3nyxEjcdJZbS2pPZw4axDnMRVrk44SUUkJL+VeLcXkx8Jc0sLC/G641gJMe5vMtUuxfdceHDjrbDhX3tZinWblq1ol5VG/rUrmqqj90Kp/XiM9m9WBOgmMIqfVP0dF8Vbax4rp2eqyIwjQOJHRMTEWcRtzexul8Tb7BK5xbNhoNCRuFhB12JQ0cF3wVPTXJNUlGmwVPTgksRM191IMnxVcCvrqzcWaSh1d3itvqERg15IoIDn0itJX1UBIptOgi9Eu2JACZmgNnXFgDnZcasHkAaPEEMbqeCV9a3wutU0EsdzS72owt7dKKikpyYTskNWhguCdRIOc6Uvrhq5K9ppKVJmVSg6vSubKiGhfB6HWb3lw2QmLUNumRfHaisqGARapF2OTeM6gnaZeSXnhCDZYWNkK0fAFuMjgTCtaWvWo4qIQa9ucENMwJ321bYmlWtRV0sW+rGsjknMFsV8LUd4EJDI1rI4OrE0hIU2s0dxMGzYMiVRIZhiGLIjKWjTOs/Ia1WixoxTWCIELaVULiqlk4lwEjMnJOnkP1jikVgV+TVlTJ9e4R6+wMElbYqbG4owzDmD3KXvj92m1qJG5KkaQs9jd2o9pEbpBjLR/n+OOcYx1o+vLOEMb0dla2/Y42+sPfU8BKxK4GRTnnX0CB7lXTIh8NWK/46EhcZuFSKI0l8UhDddXd6RNCGJun8UIXCgiD84OsELAstDR6kvuE7sIiwxQP9O47+jIEFwdSkFgZ6I3gYrVag1SiMYZC2j0jIHoNpA5j6ywSFwadcAAJWSFEMnEWSRWFeXis4lReIIzDuwkJEWcSzdlJKMEwwwHIX1V7bZwTNKYIbVtwTXA+woxJo3GgcratJjO66uzU2Lqffn/dUtzSHE9M+BzIU8UmkgoEuJ4Xm0iJC5JJS0axuSLaPNlfRlJMxrlDNFWYlZtOSOkB3JzNwawXvZNSuooRH2h65PqDqrLRSDqsXqQvRC4mPeU9zwYrHVqhZI5Z+UHQxoIqTHxwVdt2uAigzUtWB8aLVDWJup1zHkm7gtEkkbPl5CabegkFnO5x2KviNexoTLVWjAwv20nDh48iHZnblWkYxhPGErmgIFkJ5CBkanWoYNY48OuOvBhpHM1Y+xfdx1YsTlg3HO0FiI3FvFaH3nbLFeFLUHgoPfHpiZuQ9GQuDViLQ0N/anUWHtWscUKaTyp2dI0KrEYyveOg7IlRBNKgsoydNCDxWJeIFNpC0PhYalp1Ow4qLcohuN5VtZGOQt2KXoe6BaM45mPArVtGB2iigp3jwE+q6RxE7BjwHWQs3QSemYkLoGBhzMGHduSB3oB+Tc7DhDBkUXHORD5SP5CtMc6h6S1AFj1+zQSbQSE3LRhkBODDZA4SRWXF7JRnTIDTtrwSQcZC8EMlmUJKdmBV9/ObtlZqTpuZG1stgikOitEeDYJpvC5kFD2XqJPWRfGtcWoXb1PQ8oyZ5ELaSUdFRw2QqhD1NAXaDlJTxswjPeiTad1iN44GNeOKcfoievSWNuVujJya3wu9W1gIemuhYwhThDqeAGosbwhWGOiXVqUZzGF2p0JAetqt6jIpzj4VOZ7ob0Nbm57/Re4Nm0EcuqIUJjS4UEsYWV/fmkR3FuE74lcjmGPHSftlB8w2njhIbV7c4lDagwSIpxyyik447TTYbQWcLVm9bWmlf5yrQHfY6r+8Orf1oj9rIngjY1h27bLCN7ImrZBmxi3Rm5cjLv8OERpBgnbSr0ea8VaCZxYLm4O6WywcZit9qAKXvziF4OI8Ja3vGXFZd/+9rfLr/F2GxdffDFuvfXW2udLS0t4yUtegt27d2NhYQFPf/rTcffdd09p5IOxPE2jtXAaOYplWTHLqVIRGrGInajVSFFNTkRq0qSGS7cBxE7QkOKiIo8F+XE7JKKyQd+soq8btyMPZbFsCi8ElwfIssH7M9PaqVwjSGWRWFHZTrf0fdXPg9NAiFjBplLPVYnyhKJ9ZyquFQaaDgy/3k0kx0xG5iWkeyt1Y8Ql0ah2ioLrrpCx0zSkR40rI6BxElnmwxdagA84qjdtxOMyKhniEnnY6rGVEjJK3vX4quebjRjMs9p8he5hRkihatq7yKONWmxeQfkjIZzrTKNrQHmOiLW5IcxJ+AhhPY+lvEBPdexyEjJJbekQJetE9mPIQ4QRpF4qn3kPzrrg7hKo6MEUPXQcoe0MtrUddrQdtqUObUeYbyc455yzcfppp9e6T8NDay0Pr/D9W6kRYuj2gybiIIKn5RKTeg3db//+QzFr9TVsnTWMe0WssP36sn1jXGl7QzDW+FbcxnjXT/WaWYlnrYWHiaPP1ojAlWBwUUzktUzjqcFAzCSJe9/73odPfepT2L9//4rL/umf/ile8YpX4A1veAM++9nP4gd+4Adw+eWX45577onL/NzP/Rz++q//GjfccAM+/vGP46677sKP//iPT/MQxgMRoIqzUk9WfmFD3ZA1AAVh2Sr50hseV7tZ9WHOWuwUfDstUSQrpTSGj9vxun5IsYmel36sshrR27UID/jS5SF0cAbLqJ4vJGUHXnbDpJCu80XUGqs5KGhTBYfoW4g6hTRXTFWqVIrRur/+sIqSrKC3FuZl2T1RI6NCXAqAy+iTZrlLNRAf0qKs0hsWcAlIo1hQyQ1Ji6owMZlKowOkJk3tsFjJXHBDIJYOVUuExJjYAGDj/JCkRW1Y39XJKSGeJ/Fp1fo0XyD+OtBavyKS/nDdUHmeQsOGFx1Co2liQM+xl2aDbu5VkBjSOeta0rSRtKRDOIhXa21h2Dfr+RCSZ2LeX6zWcq2rW0JqgLYz6DhCxxHmEoO9u3fioeefj507tpencMLPuXEfzkMf9qshL2sZ30rEahRJG0TsViJ3a30Nwqj9L1t2vHlcFXEbSFbHI/+rIW3rxdYjbwqWzMRkXlt0DjYYM5dO/da3voWf/dmfxd/+7d/iyiuvXHH53/7t38YLXvAC/NRP/RQA4LrrrsOHPvQh/OEf/iFe85rX4MiRI/iDP/gDvOc978GP/diPAQDe+c534iEPeQg+9alP4TGPeczExj7U7H5oFE6EdUOaTz5TOREjtXAJQevYQjeq3IgkFdqGNwl6uXptcllK4pREpC5EZtSUvqLlFQr/s0IK7zOthwNKQ3OjaUcUGoULBI7E2kpM7RGJYK/wyL0VkeFCNOPirHgtfDcJkGewbSFhhdZLSYRGj8MlQrCMRvvUuzNahelWo3+szyMhE3IrtXAhChccFAxVag71ly75TArrAaAQBwXjWqotJwvn7JF5QrfwcMYicS34JIOJyecyFdlOCN4bEElEL9SpMUunqUnmUK1pC8SM2MORAzmG00JBo6QudDaHujYp8kfU8Av2V5Ki7Inxfb4kqdaiB3JtGJsAevziZyrp4V7BSK00T4AZXOQqY5IB6TGQdUjTBaTWwFlCzwM973E8K+Q98phvL8ADIGNhfBGvT7ZpjBLnMdIsjg2czklnrp+XVOzSMZmPPANlizDGopN04IyFIcJpp52GPaecsiYh2X6evxqslCZbKWqz2jTvwDGMeW9ZsR5tBFYtcjzlGrtVpWvHSq+Od+VMgz+tJjC8XgLXpFC/vzBTJM57j6uvvhqvetWr8NCHPnTF5Xu9Hm6//Xa89rWvje8ZY3DZZZfhlltuAQDcfvvtyLIMl112WVzmvPPOw4EDB3DLLbcMJXHdbhfdbjf+ffTo0fj/g75kYxO4uHyoT6m/bwCEbkOjkRXZhhQEs0FZj2bFaqlA2Y2qmr6qKafyG0pwyuhb0IJzCKbt/T96Qk2eNSg7OAdFu8iUqcJRqKYe47ESAB7+Y5xMnKBqMwFRJYRM0BCXH3j3jcfGZRqPmVXnrJrOE3IbTemZJaVNmpL2Wv8GJU6ayhaJEa5tR+rMAM+EXOvAYjQODGO0bs/3EWoycu6ZQLoeSLqSA5hEsy33Wtxf6DgNA6w7Cd22RS6zZoWoGpdGezRJjUpLQzCrT6vzUeTi5KbE1AHaTUxYyuuOEgXEVYKsds8WWewKhrFg7XgOPsDkCJn34CQBaVqY2h3EoncnNY1BVHl+bhsOHTqETqcTSSsADHVh2EAM+X1WX2aK41zNtlcik0xmZWJW297qsRHWVuW+No+0VTHuKZpE9G0WCFwjMbKxmCkS9xu/8RtwzuGlL33pWMt/97vfRVEU2Lt3b+39vXv34ktf+hIA4PDhw0jTFDt37ly2zOHDh4du+9prr8Wv/MqvrO4AxkD1JsZUmpUDZXSJKMhEAKVzvQHIKwHTdJptqTabLGH1+ytRmVIHrWpsTQi1VZKqZJPU7E3EFgvRGYEIQOHLerNQC6YErv8OZVCaqFPIR1YQHQuAGMOKn2GFB4Ouu5Z7XbToqv7dH0UJhYBaC2bICokiimuWAryJdN0aC/g+QWOwRBiZkCixkiYFHT9ZOZcu1eNS/bYoKAhYjVhRtTaEjMhtwcZh5swwGoH1jktio7VtCFHeIotiyeGIvQdyeHhWzThbMbmPpDYDq1RI6gzS3CK1EnE1VE5ZsGgjY4UEh2ssRmrDeD0ci8esJwdK2lKrySIETdYBNgUbAxiHk/fswf4DB2GM/FhYD3FbTzRuXIxD6taynUmAKz8mhoLs2GRitaRv9H7XG7Vb3URv1WzlzIMnqBPXdKeOhU0jcddffz1e9KIXxb8/9KEP4Xd/93fx2c9+FsOscjYSr33ta/GKV7wi/n306FGcccYZq4rCjUad4Ajpkf+XlGEZQZMFCICkFMVGSSJxPi8JSiBgZeE/okm7LGDALEbjsGlU7i8VJQiWSoPzEM2rjoHJSa+iTVTCw9W8VJ1Vg/pQ6pRXvohB26zf5L5y7EQUpHt1cgd/kcM+awgRSzbxPC1bRrcsZMqAyADq2Vl2c4iTRUhlFsSlswPUCi11Mn/exShgKU9RwBgL68vGBPEI1f0TlTpxobaRTO06kto2ddQoMiXPTs4fEJsshAyJ5HLhUWuEQJGDWTudK2LEtrJM8Oj1rA/lymcc69N6oKKLhOaQOkLbEwATm0riMQXvWSpQNpdINFVmVcacF2KflnmGsSmQdJT8an2SdbDtOZxx8Gzs3LVL3sNwEraqVNUqiJwfY8GVSOWkycI4YxoFM0b8bCyyp5hEqnglrDe6tJmEbZyhT6r+bRaicA02HptG4p785Cfj4osvjn/fcMMNuOeee3DgwIH4XlEUeOUrX4m3vOUt+PrXv75sGyeffDKstcs6Te+++27s27cPALBv3z70ej3cd999tWhcdZlBaLVaaLVaazy6YV9M+ZKFL1tV1Nfq85OghftBWJeL8qFPRozMrYOnMpUKqFSEk4eqI0LbyTao6AnJsC2whTxYnXY2uhSFEiZDiB2RhkR7LbUQgWAoQUnaiGbhuj7bBPBRHs/qAABTI0lEQVQy5uDdOZ9YtK1By1DpzUpqh+VaYNcGJ21khXA85jIF7Iz4wwrp6JZFftppGvw7GVI7JyWCFuR1AjWCBV+Aigy24t8ZbMwKDt2mBBPM5YMoLqANHBmSZA6FUeumyjeFIVEk49p6Wh0QHAd0R85awAGGTBTVDaluuQbkXIZaQGaAvaQ6HZHWtnVL4VwyQpCSFky6INlSZvSUwRsAXcewziKx2hmaiUUXGwNyLRhjkXR2RBHdnswUci/yKVnBcC6FSVrg7pKQwMVjMNaBug7zCwt6rTqkPYazkjZOgpNH7QcHEBpoiFQ7TzXvcvJIYNEtGOQc0taC/ChJM8BYLGzfiYNnPQhJWn7/SnmP9T+oKsNbNyZB9FZDzNY75GLcffF46dINSWlvwajZRpI3YLYInJ9QBG1S2znRsWkkbtu2bdi2bVv8+4UvfCGe9KQn1Za5/PLLcfXVV8emhX6kaYoLLrgAN998M5761KcCkLq6m2++Gddccw0A4IILLkCSJLj55pvx9Kc/HQBw55134pvf/CYuueSSdR/HSD2pUcv3l5cBsQYqSl8ECY/gAUoi+MowpYQHNNoUImek7gxFVo/kWZXFICMkSm2+PKv/pBF5ClDpsWqB8klHkt4K/89JWzotg6WV1ksZEokMpzIZ5ZPSyBhsEtO4gUx5hLoxWd8RxQYK8oWsI3spo1ChScEDbCUdSUAtckdcwFAqc0IEUNmpGlJ8bHRM3oNM/bxZIxFJq1274PJcSW1b8HlloJBJ4Fj7x7AwIS+qo9doqUbtCu3ULHw1mgqQZbGt0pwpFblGujyosLWGC9a6NCZCUTC8JU31Bn9U6Sqg0HFa5LCUiGhyILaMiiSMdt1aJwQciOslJA4bOTO8q0ReI4nj8kVlHaUzIrWSOCDniqRMOHbnYCyDjMOp+/fLj6tqeq0iEBvmbhJYKSoXxJrXi/VuY9Ta02rgC6LKo0BY27HNQi3jtLDR5A2YLQLHmFwtG094nk5UzExN3O7du7F79+7ae0mSYN++fXjwgx8c37v00kvxtKc9LZK0V7ziFXjuc5+LCy+8EBdddBHe8pa34NixY5H47dixA89//vPxile8Art27cL27dvxsz/7s7jkkkvW3Zm66jqMPgJXvUQNSBT2fSWNFtX2lSwZgxwEr9peZWcilDxpV2no1vQqSUJG652MuBdYJVBeSA2hrvQfbJtiJyqghfdUkkmbSB0UCEZTsG1nhcypV6vh0sKJQ9qyEsHLexxTeVaDWNHPNEhjMAOmvCl4LeYPRMwSwRptFogTrWlVLxZf1lh5KFVr25RAsFVvUasxTS0EJOaY1nZEYKNDobKuj7XBBEAlF16pKyNpUhBiLklc8oWkcZXrVDXswjVhvM5zaFDw2txiGUw9EKT2zYDg2YsVFoSIZQWQOFez9YJKp8BnIJ/BJQkMAGcMvBex5cJCGxQkTUypiDSX63uQz5FYp0LGPkYNbYgcqgwOeZlLuZZzWHJIjBCi1Bode2V4zGi3Ozh05gHMz8/3fWemm67bKCK3FqyXvK32IVgtY1lp++OQPGBwNG+z5nMU1kssx04/z+CxTxQ8wVq2JhI3FmaGxI2Lr3zlK/jud78b/37mM5+J73znO3j961+Pw4cP45GPfCRuvPHGWrPD7/zO78AYg6c//enodru4/PLL8Y53vGNd41jzrx+uF/SHCBypRIXUQlX04IyFdy0wDDIvqvlBBiQ6OlitgcsWgbwbteBicblNUCQd6UIsgCzTvCJJGk4iaBJ5M/mSspuQGtOie5vCm6QWPQoHZA3QsgYMD0eEhZZBog4Pkk7lKKPhWwvwro3FnNEtfEzvtEhU+BOCmLD3jslxAADNA7aAJ0JWePR82Y1LAIgMjHVyI9YCeYneLAEAknQeLWdUhLiMXhUM5CCYtK0MVu2zSKKWFkDqAMBINK5S+yfXgCn10CqNH0E6BpB0tDSG6JjYg4wDGweQ1BNmRdD5U3cCC6SJAxUa5Sx6qtsmhvcmX0Lq2shVhiT3Ht4DaU6w5JFYA0o6cGlbpEJ8Ac66IJsC2RIS10LqCF4jsaIbR8hyBqfzYF/EqCFnPTlGZlDRQ5I4sJWrFhCSmzqAel0VGJZuVmKvdWwGnU4HgNFaS0kZW5CkdS2w5+STceD000cTg75o3HrQ/92t/jlo06ZGbjbmIbxWAjcucRu0DTMWLRMUMbs93n1wUG3qajGNeNNaydtmk7ZZir412FzMNIkbVAc36L1rrrkmRuYGod1u4+1vfzve/va3T3B0gzHyS8sD/1ciNYU+5AOBi/6YImIZ1PVzJTAhchfSj6bIxJIrGJiTgUhOWDBZWV8tlwqtvSIAiASOpYA9WyoL9a3TYj2J4Mn+EevwpAtViJclEhJmCQkXoGDvpfVwIWrFLkW3kO7GYMIe5FSisHGuzhJBgqMyp54lchVIZG64THdG2ZaQ2lN3ibwHixYK0uL5SOSAvAAS2xLyV2h+VrX4iAtYcnCGQSwRGQItq20rny4ElrYPQM+R1IUpMdeIWmw2cC5eCxIZZATlE4Z6v8IgiCOzL+ShmXdhXTtGYAFEkeZMz3OqKWtyTiJqGiljL9IjjhIYMByZWJdXgFWMOAWKVNYB1Dmj7MClCpGNZvYh+gkpB2APiaD6AgSvPrmk60sqt51YnHngAHbv3iXfm0maxY/AqJTsSvVyZSp4a0ZURhHAYZ+NImD9pHEYqRtIGlfJQ/o3sR4asxbytqoGmileH7NN4BhcTObYG7Hf8TDTJO5EAmvRfb+sRuwWCw/7EEmCcDAGRR2v3MtDWj5juEgoWNKn+VJsJODgKECSH+1p4XrGHHlK6GQ0RFEcFvlSfIKRsTHFyCB0vZe6Kw4PcoIz4vbpjKj+p5ZAuRbk+xDZIq0dcyhAyFjHAcSmBigxiJGcQtOpxiKQA0A7HH2oaZMIUpT9IJXPCHNY5GDKQa6AsyL54QugINZOSZG/YOdAnGjkSBtJqilRA01/UqmyQkGAV5ZjhBo3jocM7RoN3qghKhnSjdZ1EB5NzIgpciKVDiELCmliVTGHCaLLkqas3s9jWpRZGi+skyaFPOjMeSG2XMCZFM4QCgv0gnetB3IAiVH9Nlfpag51mQjTEq6dcIH7+r9QssRy3M6mYCPrEQHbF+ZxzoPOQquVlgcwSrJiwmnV6kN2YF3rJpO5OK0D9z29WrhBqO5rJeIVSN04EbrVbHfgvrA2IrcaAjcrxG3LgJvGho1GQ+I2AeGrHu4PxL5ilxRSgaUcR1bIg7bnJXoVJEBA0hlo8kVQ9xhM9zhqjgwkRe45WSzmhZA4/V4kLBwvBcFkSzC9Y0C2CNM7roOy8DYFyMAbh6WcsZhVomfalWiMgeEcqbFIjIHxGaj7gHZVaj2cdYBJ4JMOjufBsonRzcXk3bggZ8KSDs6X4BePSSTIOaC1oNG1UEMGLOVynIkh9QIltGoSGRJxgpEIZZLMxxSQL1jryRgFJKXqXBtknETMgDJqxF6tywCQ2pVVnj6sIr3dvKzv81ySZKdPJyGnPZkXYwGfwSQdJNYh81Kr18s5jBxLOcMkCZKkLfVtmcwnL3lQexFkHdrtHUgNoXAWx3sFer6AKxyWjIclwrZ0HqyNK5x1w8GD8h6SdA6p1aihpkY9GL0csK4tkUibAFkXQdaGbYICmm2PtYWyDavyImyTSNxrkiss9XTWMPafKs0L/b6npPWb5ZtlSn+aWO56UI6r/yHe/5yeVJH+MDI4aOuMwaRHflwNHk8gV+OQpfWSq7C/1UhFDZQMGoHVDGucc7QVyNpsR+AabBYaErfZkOd3rJeKqcxwRyPSBgSOEhmepX6NIFE4ScFK8ToXeXnz1HRsKOLPWaI1Rt0EZPcU032hgxEAyJURpmCplRVlQwWFgjoAwXsUxpYRNF9IWi1EcJSQFplaYOl2gvgsAaW3azCkr0ZlNO0XtMaAUqKlP7pZQ3BfgGiT5VRGPyVqp+nVEC3U46nf1QN505q2ED0LinbWxPMS0t2WCbAou2Z1LNVmEfI5jHNRVDkeW26QJxJldCYBh07TAK09I59L96yRbmBxUWB4T7FJAdYBRQKyuk9mMHs4CzhPcCwkWKrcSKRbgOgqwZUfFN642AwTxJINQpevNIcQM9iGhhwldjoDrSTBgYOHsKBSJSs+k6ZM3obudkSUbqX6ubViGNEYRO7qV2Z1G/3rVtbp2/6o2rn11q+thrytZV/jrjJJ8rbZUbatROAmlQbdoOqKLY+GxG0iTCXaU0O1C5RMTDsGslLyu4oxfeUVZC5YU6kiYSG1cDl7OG8Ag9IOqihN0znPVJrCxXEEtX0PIYEeLPIhUB7nS4JQRhO1RkqtvYLReyCjuVoxhTSqoXCQoZ7N1+djHMR5IwD9BEAiAxYi3ss6f6GcyxPDkOlbLTBs/auv6UTcCYwSI6lpC/V6bBhUAOxK+RNi1uiglX+LDNa1pROYEIVwYT0yL40sqUsQRZI13Uicg71IyDhK4Uhq23pcaGpZO3hdC2S6gM3lfIaDY47RRUdiDVadZiG1FjAMsh6huSWk9QuEukqCN0I2gw1ZtTZOInNy/neetAtnHDwEa5fbr20Yln3PViaJ4eE9KuUaNz+F5/wgIlIldv2frpXU1bYx5oGsVZR9KxC3zSZtk8JGHwdDMh0T2VZTEzcWGhK3CahSg2VfslAXRKEQXFhGIHDV+rFAfEJReLUeJUTAmEpv1PCANzZIZfRFwJjBoZg9jKWPBFYjYTIUJZIAECRS4sMy1FJZlUkx8Ch9QI0WuIOw3N0hPGC1yQBU9s6FG3WI4g1SoY/uA5UUa6hno7BeNZio/1kuaVHVQPMlSQXA7MXxgQ2kNaSMxon2ntS2pUFPDvqAzLqgBNLAkeRwxqESr5PatthEAlibwLgEcJnUtxXSJIEiQ2Jb6HnVYMtCnZZGx4KXqc+AoqpWXLcGsz7MZ/xY0puajg+NKeH6CRFhZqkrlGikkxVtef2wsTAuxWkHD2H3yXtWjCbElOqkMewn/SpI3SgyF5eZUrBk3BSuZx5KdoalYGW9+t+TdMyZJmGT7Y+39FSJ20ohow22FIu7PUGIaIPRaEjcBsNo9+Kyr6WmrISIaWei0VSU2j4FDbdavVWFNJFLNIJm1VYrlRqmEMEzgIMRX9UgyGtRkgIA5JxISqiemzcORUUKBAAcyTYSY2T9bqZkSdKNbISSMDlxinAp2Li4DUNA4giObVT8t1UySARKpSOSXCIdk8YJRyCJpAV3iNSpuLCBCu5qXZZRkeTgM0sGwdopMRQJrDV1q6qQomUus6qGCNY46bj1lU5TY2XekjaMmYudr5lnKckzwJJjOJeAXArkDpQLEeM8ByUdkHVI2zvQciRCukUBD6BbMAx5OGOQpHPSmdpiAItSb5RnQNZFu7UNng0AD+YyyuXBKGBArh3JZ7zOSCzdkqBxBxNrkmyFWDPUq5UMGKaWBo/XgwdggIxJ3B6MkXQqEebm5nHwrLPQandk1yO6QgOmRuTGwRhNFeOMbVWm9GNsb1m0bcj2bd/740yjZ46ey7OE1dYaTi0tukk5va2UPq2B0XinbjAaErcJCEQuhOQk+kMS1dFUlJC3MmUZo0YUBG6pL2JmhTQRym7C0F2q61tDSkiUBFKpnh/CVNGA3DqN4nHsDZVuVHUxUGFeQ/pwhhfyGMeiETBNp4UUr9GOWsNSmxc8WqmaCDIWlIqlFVu19iKKpMoqXzRUis3WfvEbCzCVBM4ksfYtzIVRQmwR9q1FXkDNRYEoHCeVD3NWuY5wg/eFuKIRgUi7Z1X+pSgYuWWYqosCIGHRIgflmdiDqYuCs4RewTHqlXsArgV2osMGpzWL7MGcw0I0AuVc1tPtnqEHmWiq01eOQaJxxgDWU3yQO6tzwrw8zT8CrOQOxoHIY+/efdi/f/+aojqbSuQGoa82cyVMe+xjb3+MuR/HSzVgrZ24k3ZomGoTwglSiLV5359GYmSjsTmVw9+vqNx8lt08g6iumsqHejhZjSLZCcTLKhkD9FcbSRE7u0QN7hPpnIzEheBINNkSI1E8S5V6PDJgcmLJpevDihht4FeWAmEAEmNkDEB54yMljzaNr0AGAYqOB9agZs1lbSXBrARUIoHlWIK9l9RyldZezvZZhBFp+jaJHrGw4jMb5kLstDTqxDmoyCSlHDp7NR1ZxIYOSYuGtC6AMq1aiEF88H2lSKCkvi3YWcUmg9g8IbVtwUUhsYAjiXJqXA2F1tlxuCasA7mkJEYs0jJO5zMcV3hohtq2eF2RRmmN1XPG0WItvITUenX80KYQ9oi/KTSCaUCqVViHcwnOOedcnHbaaRNNy60Lk2yQqDYgTRq15qZ1vgAl4iu8YonByi+j957VvsbBasYxcjt9x7fqOd9kMNG6o3Cb+gOIpSZuUq9p4t5778VVV12F7du3Y+fOnXj+85+PBx54YOTyP/uzP4sHP/jB6HQ6OHDgAF760pfiyJEjUx3nSmgicWvEsBqZYVGEmErq+37K8vKQDyr38r7mtEgM4R0TfGgmqESRQNpFSAbsND1mrBjNw4C1iL1l9QkM8b9MLJAQRPrCiJ8qnEcsRnctZGShSh6wRGg5JT5EmE8JTgWCozuETaUjMxjDA7JtdTAwYLSdiQb2QTjXWQiBUm9YqANCiCZ610YOkRZJLCHRebEgdJwSMRUWjt2wNonr5QWQMWtEUwisKTLppFUCJ1ZiDibdhkzThUsazrcgFExIkjYMq7OGPw7AgwqZY5MvoeVayL2BMVLM1vMFuuqiYMmglc7DJh2J4vV64DwDmR7QW4QziaaIPYwRcWaGepoaB5fOi1QIEQy6mh72NReFwpuaB6vMs0RX2aVlKFKjiqS1l6FJhSCuDFV3ifDjwgBIrAUVJAoptaimpGBP2nkSzjzzAJxztQL7tfidrtaTeEWM0qBbK6b40F9NFHQgxlg/2L+NC5pmt/Ckn9czQMgAjP0DYmJ+wLMUwZ5xXHXVVfj2t7+Nm266CVmW4ad+6qfwwhe+EO95z3sGLn/XXXfhrrvuwpvf/Gacf/75+MY3voEXv/jFuOuuu/Dnf/7nGzz6Eg2JmwJGEbnwef/yQEmyqqk9QK2YgnAsykgIQSJPrKblpNQoykHERgchP7Ku2CRZIolAsXSzhhs0q9I/uzSm9IAK+dF0biBw5LNICti44TcjljE7NYSPwrm6bXiWLk6DGIUs/WIlKCTjQI38Ge3SRJHp5Gg61zhkDGRFcHiQMCCF8xCjaBmCw4WcARlfaFAAA54kMtZJrAjhhpRopdOUih6ca0lk0RCMp5iKDtG4VD1NKWlpl0mhLgrqaWodrCe4yqUTUrtOddrI5+BqfZtqDFpjYS2BKvNkdNxEBjBJpeZQQoaxiYNCBKOod+CyB4h1NwbWOrCRCQln2RDgnMGZp5+OPXv2DIyUTOoBtW5iV3X0mEGMTdwmMf5A4scET4MEn8hYBeE90QjcxGripphOveOOO3DjjTfiM5/5DC688EIAwNve9jZcccUVePOb34z9+/cvW+dhD3sY/uIv/iL+/aAHPQhvfOMb8exnPxt5nsO5zaFTDYlbJ4ZFGUbV9dTWqT6ww6NRP6umBJYLM/hyWRJa5zV6xxQ0w7SGDEra9MFuwRKBC00RoXaODNi1pJlBiYcHELphQ8rQkboyeHEPkOO1KAB4X1pihYhhJGqAEhSuRSRLj1SSuj4giuhKWhKx2SCkkaWOzovLREhtkgEb9S41Dr2coy8pEA9V96ljL7oajZQ5IC5gNHUbZFUokLFCyVS107TIhfzlPZDL4EwCR0AGiVgya/kbMwoQrEvL2jZfyHkMnabJHHIjDh1Bgw5QJwfrYG0CFFncP4gQdmCcgyPAGw69BtUrrpaeD/MbrpV4IVY7cCskjiFRGLF5k42rKgnm5zo4dOgQ5jqdZVfoRmCZjts4D7IZIiQbStzWsr3oV7u6/S/v8m4wCCccgYM8AyayLd3O0aNHa++3Wi20Wq11bfuWW27Bzp07I4EDgMsuuwzGGHz605/G0572tLG2c+TIEWzfvn3TCBzQkLipYjmRC/9PNSInsh31xVwkcoUSBa7XnoWIm00iYcuDPBvUZJzKTlbjM6AIkZai3BeR1J4ZhwJArwBykeSPzgOhbqpFRYw6UdZFaE3kpAV2LXTz0psVEBLXcpK6Ja3fiqQrHH+QQrHSwRrsq3o5wPBCIjUwaSHdtOLz2pVx9I6VaULXiinZjIHF3EeBYoKkpQ2R1L8VOShbBOVL4N6SNHT4DqidwWjna+Y5OkOkxqJtPQwZtJI5sLlPTlWvC5gM5I7BEKHV3o6WNfDsYbwRcWUClgpZN2kFoVuSdC6UxOYZ2m0AMDBEWFK5FRFmFkJNriVRSKBS/0cAexifI7UWnssGEGmGIbXQDV/1kuSzbsdWo8DsSwLHDMBL0zGRigtbEQIGcMqePdh/2mnx71lAzW1h1INtE6NyYxGilZbZqIc2F4PfX4F8DD3GGSN3EyObG5w2re16RgjcNJBlGXbs2FF77w1veAN++Zd/eV3bPXz4ME455ZTae8457Nq1C4cPHx5rG9/97nfxq7/6q3jhC1+4rrGsFw2J2xSU6dJgPh6K6QFNgxHH6FskXuHGaCzIONXp4mhFFSQgoik5hSQtRyeF6IhAQUtOOkcLINp7eW0CkFIpKs3p80xtsTLRHgMk5EOiaZd5ry+VRDFAGu8vksIUT1UPwINIa9+ktRNMhDzoo2kKNMxUsBkzRNLR6aWrM3jFVnXkAJI5qcyLDRGucMMLNV9FDu71AOeVyOWwkE5P78toHFAg86ZMixorOmoAOM9hihzsheAmtoPMk5jS6zF4LzJ47NLoS0q+qDxEpJnAWYeCEZtW4uyx1jAZq9pvldQowqkggMoopwnXAMssRv9eJf2xRM6oc0ZIi2udZtx334MnsRYHDh5cdnOdNYxF6GYoKjc2xi3YnwSGkZOh87kCSZmyptpqMBECtwlp09ruZ43AMSbXnVowkiTBf/7nf9beHxWFe81rXoPf+I3fGLndO+64Y91jO3r0KK688kqcf/756yaU60VD4jYN9bo3Lb+K/x/Tp1q/VSNf4TMrKcCCQ90Vq/tASBtqByFLzZgQnuDN6kCh9gxGfFWZkXkfyWRKFOVNLFASuKIrBCRKeUj3Z6Gp1MIHdwlCoGGlP2wljRu87Sup0yAsHOyrgLr+VajdQkWvTWet9mCRGBKXtW2QiGTt9hJIXZHJKNWgvhqY8gjrU3RkYBUxJiMG9ew9wEJQ2WVwyRwSo96sJhB0FUu2ohlHvgDbTPdXdrxamyAxQG5MTbxVpOdY/F1NIv+yl7rB2MXMtW5AiajJbEhNU3VOUFlOliHS2kgy+qZKklS6crdv24YzDx5CkiQTr0WfJkbKlgzya53qWMaoRxtFLkMafegOJngMg7Y1irgMGtdqyMtq97dGrJvAbTJ5A2aQwAEAeGLG9V4Lobdv3z72Oq985SvxvOc9b+QyZ511Fvbt24d77rmn9n6e57j33nuxb9++kevff//9eOITn4ht27bhfe97H5IkGbn8tNGQuFViWHH1er6o8Vmr/79c3VPrpljCJ4TyJhQJQqX2ixiIuvkEoPBaA1f6dlZDPQWEnOQFi1BteWSSvjMSDYwELvirMscGhMLLdiSSJpGvmstEtZkgOB6QAaINE5XOEgwlS3UQIXZORmeI/huZRpLkJ2GIOomfqDcDnjFxXr34zqrna/8tWkil/Jszw0UnCj0PRS7eoUUO11ItPSYYXz7DvM6zsSngCqDo1R5axAWMpiyd0XNYGa9EWbXbVK+Fuu5CXVahShTi9YJ4GSHMsNhmybaluUTPHEtkDtr4ctrpZ2DP3r2V7a/vut9ozFJkbmwiBwwhNiOI3LSPYZW6ecu/o6u8ZiplJOvFusjbKted5ndjNgkcJh6JWy327NmDPXv2rLjcJZdcgvvuuw+33347LrjgAgDARz7yEXjvcfHFFw9d7+jRo7j88svRarXwgQ98AO12e+iyG4WGxM0Qqt9LrrxJ8amrllVcMv8gSluNOIXIlZAeNV0veqAik7yedVGolskiKyCRuEpTgiWp23JGLhLKu0Lg8gzEuWjKESE4JGRZSQJzX0aEDImWHBU9Kf4P0S5AhNG0Lq7QYwm+nOH4Q1OE0Rq/Zb6qRpmZsfHhQEp0o7CxNzX/eDbS6QnrYJIW2C6VN2g1l09MgtQRcta0d6g7ZNGNayUd+CKDQYWE+QJc9JCiADsLwKDwRYxsegZ6OQDnkKRzZXQ1kDFfgIoMzjDazsWUZ0iRAzI/nmxFpBnxmIXE+QpLKx9+RF4lZ5QkR5ILwDDYE2AYiaa2YTimqdudNg4ePITO/MKya3YcO6pZxEhCNzSFOFliNIxQLPdS7s+tV5qaau9XjmPYOpPGWghWzONP95pZE2Fbwzobfe3PLIHbQnjIQx6CJz7xiXjBC16A6667DlmW4ZprrsGznvWs2Jn6rW99C5deeine9a534aKLLsLRo0fxhCc8AcePH8cf//Ef4+jRo7HpYs+ePZvmC92QuE2GFJ4P/lIG/8px4Ickt6gmZlm/yYfGAu/LGqkYCAydpSH6pSldqj5AVMetQEkkwzFJY0UQFO6LmoXoETntQrXRMyEKC6MkokajRCHAFkSFyTuwqcpmhBswR+0yxxCyiNIsITZU2ARsElCS6sCtzlkBYxOp6bMGngt49RflQICMFUuxIgclXEY4WQrprLXR3QLMUdy5gEYFrRMrriKr35R1nizkmAvien2anqBgpUbVOQ+TpwSu6mkLNmBTkZiunC+v22EG2BjAhOuGsPvkk3H6GQdWbF7YalG5KrhC/kdig4hRP/kYSepqUbFVkLr+ddeCtUa11nKdrCp9ucpxzVCEbSVsBQI3OceGiWxmKK6//npcc801uPTSS2GMwdOf/nS89a1vjZ9nWYY777wTx48fBwB89rOfxac//WkAwNlnn13b1te+9jUcPHhwugMegobErQGD6mvW+xALxGnQd7Qkc8NvNvJ45kigtN8Ag7gdh21p9Cp8V4KnK0EJmDY1oPDxGxUEQqUZwYHV1SF2OwLiokClO4OEC1VOQ+dInB1c6QzhS4JCJMLApBE4p2QwNFqElB8sx5GXxyUPPWsskqCvogWHgcJ4Vhssm4JdBhNInFWRWvbiCmEkBQtnNboYJhBC/ioiukSl7hpxAYsEiZFtBKJFum7BUNuxROoSgy5btSOZhZRaMrH5BUCULKmCCABxJL46S/W7oEZ0JUKpg+m7Nkp3DoKxCc488wB27tyJcbGViRywCjIXMGkniGEfjSJ1o4hl9VwMrFXboCaCKZO2gFWRtxmoaVsttgSBAyZWEzdt79Rdu3YNFfYFgIMHD5aNcAB+5Ed+pPb3rKAhcRPEoIfYOHpxlglstCmhtrKQHbJSRE6+QoA0amQNtJtRnQwQImBCwkrfrdJHVUzpJQrljUPIoQYrrkCcUgc4LqQTNDQyhO0kHXDSBruWdF2y8AKnxCW1hJY1cCorErpI2aUIFmG+tQBvk9iRKi0D6qdqqOJKUU3bWcAZMFJ5mFXlVyodp84CCy0bLbNy/XVIkC5c2ASutQCyDj4Y2Qf4AibvYT5JkJh6s0dwQvA2BVKA1GaMVS5E7AzEyiu1CQpnpFYxRL70lOQFYG0qncNcAL4aOYOkviF+uia4XkBEnzNRgKkFNkVORmrYCDoPsYOVASqEwNkEbBjWE4xqylmUGoIAsLB9Ow4eOIA0TSvX4nhps0HX+kY/BFdznx00tGHjnepDdC2RphWaAOpkr38jm9SRuw7iOK0I26yQtGFYz3U368fWYP1oSNwGoCRy/eEPSZUxVRTwwyccZEb6is2BMnVI4eErD2THIQXZZwiviv3xphYiYMbG4RgCpJBd/j+xQgSrUbig6SbacG2wTeHJwXOpaQYAqRUSlzqAMq3Fi2QyibZeuXHSkKG1cNIJK0QysQQTnQM4pmC9cQBr0wRZmMSVbgNFVqYRC4ZzBtYa5Az0gFptWuEBYxKYhCrdvxop1G2kLtHGDoOiKOVbjKYzyWptYuX8xZOn2whWVR6IBvXQq6DQyKdR03gUkPViQwgDXJS+9WTFs5SkySLG55hQQPTzhPRSPNfEDIaMhVmK6S2MSKiw1isqCbSGsP+0/di7d69EfldKx42JcR9CExM+HRLRHrjPVZRnbfYDcbW1eyNr7mZMr62KadeyrfU8rpZLTeJy2XIEjjExp4VpOjacSGhI3Bqxokfq0OUHE7mQTh24XnATCF1nQewXIfUJMFPUJYmp1LA97TCEkrxorWUsvJInrylMq9ZaiRESJak9rhBBigb1IYoWftMHV4hA4qK3qvcI1laBwHnXEmFhFj22kOIjqIl7tlRKiRABxoHJwlOpi8csxEgcHBwMeXlA+QJAAaMSHKl1gLXIveyvAEvAjkXzLEnnpVM01v0xuMjgjINxCawHcqLYOAKSSBos4GxS3q1DMwFJfRp7D+scyIaaQ0K1XCRyRjAsjFhy+QLsi3pUDqgRuSo8AAMGWDXr+gll7WKS+WFjaiTfENBpt3Dw4EFs37a8eWGjsJlRvA2qtV8XVpqLOH8jJUD8qkjSej1cp+LcsAE1bJMIulYqJNaErZA+HYRJGddPyvnhREdD4taBkdpTI5cXIle9QVo1iQdKLa9gFB90wRhcWlQBgHZ+GkOwRiIr+rakyPQuwsaBE7VFUiIVdNmCbEVqAQLBWTW597l0pKqUBxMBrXlJ69kESwVQZD6O05DoyiWWMO8IJl8C9Y4D2aKQouDMkM4jMw7dnHEsK6IWXNsatKxByxJM0YNZ/F60BmOXAjYF0g4yJOgWkuKMnbQGaFmDbUmiEbkl7cbNNQWcIO3sgHMpurk4OYT9mozQchapm0NCgOk9IG4OuUQQyVhYY5HaFvIkiQQyY0aRAz0QDDm00m2SGvW5eLmyiPdaLqQWzwRRZYqRwKpWmyGGswRrE9Gfy7uIHqYoQJQD7ADDsMapLJ5cR4HIeU8gw5LiZfFMjRSbvfzNrDWDFLUIT959Mk4//fRl3VWrvb6ngf79j/tAXk00rrb9Eeusl+BNeyp5OH0vx04rd9BV53wW7bMmQexnmR9N4ju32VHjBhuHhsRNAasq8OaQOisAiPiu4VJjzXsARtNuqHQOlhsAaRrNVMIrQXKCQ42UEjdJ0gX3grKWLficOoivKlVFeQEEU/kQfctYtOkYoXO0EsELBE6JlDxBtInCJshyRq9gdYeofazuEl1Q1o0uE4DWAbLMSuGDJ6qMP2EhMZyEWiE9hnwJBAO2GShpwRgDa2w0lffMADGoCGlmQss48TZllvETSQTSF7B2O2BIhsRAzjL/YdqdBaxNYHxRauPlXY2gWsBbWNeSujhCJJJeFzVKwqyeo3g2WWhaqHMzJoEnrjWu1OMlIaUqV428ZWoPeQOCsRZnnHEGdu3aNcaFOhtYzXdrrURuGJZlM4cMYxL79BPYSFX4eexeDTqxCMAsk7VB2PIEjnliDQnTbmw4UdCQuA1GLbrR969UTpX2SKxRLl+UVlxOa+FCJK8amQtyJP2/njlE+VgFZzVMHaLV1oRar9LSKtaJ6ZhF1sMJgSuAvCgdFUodN9FlQ68rBCjrgnwGJiepXmNRcEnggj+oM1QaJXDpa+q7S4D3MMaCCwewCPfmLARuMSvgmdF2Vmq8oFZlLJPGS8cBY0BJS9wUbArjrMh86DaEowpJIhDSSJ68NhcAbAoQJ6C8B+ta8AboFoj2ZNEzggmJZaTGAoW8S5ralZMojSGhuQAe0RvWQyJ88BJZjc4JXMS6NniArBjRk6aeTRy9RkTDNaYpaHjVFuy7JuYX5nHmmQdXNJKehWhcP+qRohVSjJVM96QxyW1OgrStZ5uB8E1iGBvJIWbs0qxhtfOw5QlcGMMWkRg5UdCQuI1CyKIue7+P0FF9QdaPWD8iK5Eaqq7fJzlAwgTKyBvVI2/V7xgBZXOEz0FFtyRwoahDmyIKSAow8yLqW635MATRRYOa0+c9FRnOQdbEeq2s0EiaZ/SUxHmroThAQo9FDs56QNYFFzm43REiw17JDqObeyzlXlO5Hs4QyhIKIbc+65XbbMl4DInCdsFAljNyFg/XjFgaD5xV4qIuF/CAdxrd6wkJU9/aQtPRskE5BPKEVLtEwSquHEgie7BNJV0aziBXGy7k3BvVuRPipWQwEDn2gNbQsWH4QpZfdjnpuSfjdDe6PSLs23cq9u3fX5L+Fe65s0jkArayrMlqSNY0Zr86a2shkWbIvM/opbKhWM0lOavfrbWAMbmauEmRwRMdDYnbCHDl34FELpAwI+TJSFStUOmOoK5vICk3GJYmAgaiH2n1RmAsGAlgTSRwmUaOQuQHJNsLciSmyKSeK+ui6q8a0nJsHHoFJIrmPTL9ghmN4lmthzPZEihbAuVdcNYFjKqXEQGaiu16j14ukTijUiJEEhGkogB8Bu4uwi+KyCL3uqB0DgCiKX0vkjgZR2qNzFegR1yAu4sIkiM01wPyHihV4shAzxdalyYMjMiDjZOaMgAoemKnZaxE4rJ2jKSFbRRqx1UYhgfBs0HbOZgi13FU/F3ZggpZ17oWDJFG8yQtnavsBxUEZ5U4mopUCKCuDjlgk9gp218L5cEwZEp7Lp3/JG3h4KGzsLCwUHcsGLMzc1YfNuNE5vrf3uxDWYk0jTu8adR+mzEJSDHkGDaDUg8jlBuJzYi8BWzVHzIN1o+GxM0ICBJpGlh4HCI1VKbMys/88mgcL/9CM1dSd2Ebuli09YqSHhXht4qciTg7cJ0vakupId2Oz5VpqWSHmtuH7XiPmNZdNgehDbPPXYKGuAUEzTagIoAb0oaDntpa1E+Vj0NzR5iCkDqupR99AbADNBJGzBrFqhyDzivHsGlIh3JtDOQLwLLKg1DticcaiQtRSwpp7IEESoiaSIWU81FbIkRlAew8aRcOnHlw06xhNgrj2oBNul5utQgEfq2YZuPeStteieSNM7RJU45x53JaZG8zI28zReAY4H418rVuqsmnjoWGxG0E+p/3VKr4rwXVlFn16xtTS1wnF8IruJa669vi0AKEWA83oEst3MwNJCIX5UjiAhoNMgZQsdqq4rVRUV9njNTjxQNRDTznZFwhVIdSp03coaj2d2XHAAzIJeAgUVKZPCNmZ3DGwHtfv7EHAhYcLQbecOW9YfdOH9Oh+lrGv7ySSRvlXcqTqouz7IBV8JerrQu6PoJIb5g2qowpBOCMw+mnn4aT95wyeLCrwCxH4/oxTpp1mvVy60XfLWMiGKQ2P66tXxWjSN64Ubxhm5gmHZkGgft+TZuOwsQkRpp06lhoSNxGYdCXPd4BjEbhTG1xqw2J/fSpduMgA1AUmYgEaPnuCSCOEbgorDtw404H4DSSptE0+NjJmliKUib97hDsRDuNbCFyJklbZEKMhWWCNYS2EypljHS0OiVlMh0WZmGH1MUBQGtBZUYkhegsYT51cMYj9x5tZ0WaJEQOrYNPWqCFHaA8A1wiY9I0aWIJKUtbQGoNSOv5HJESMKuWWi2pB0QgszaeI2cQtfmM6r25ED0L82hcrCeM+n4V5iDnl+Aq8jBhCjwYRFYDs8vrHnUjcGTgqbTlkqOSCN9cZx4HDx5Eu91edj2sFau2ptpEjCtPMupBPM3D7CcV/dGk6qf9wwhkadyI3DC7oHFthMb2cB6yubWSu/XSrkkRt7VsZprfkZmKvjXYVDQkbhYQpCBqoRSBlYKysscgfKw/1UOkRlsX9bM6kQubtUxgDQGGyFdcTNN/bF2ZkjJWiEiMginp067K2BBRHXIwltf/Z+uUzIiGSLD0YiMld+KvShq5grpTOLBrg6xcnt4lkQwZIrEEMwA5A4mrCbGL/EitypB0QK4lBNSKuLEchxBHoKzrcaZyHEQqSpxWrKs0MqcEKswFe4CVU1UjgmVjgYoshxNYSdUSlec3RvdQOY54XVj9hAdqgUnSlEsSTMDePXtw2mmnDX34buWGgLVi3FRrbZ11TtFqnuNVwjGM0A0jc7LO8G33Xwer8YBcS7Rus7Fe8rbW1Tfix81Mf2+ZJ9ed2kTixkJD4taJ9aSYqjVLAGp3DoOScFlof6OShNpXmEzp5hC2G3TCNCJDLGTBoyz8NyHbV9n3MnsvdUkI4yJIAwOses9rJM4Y/TCQFJtK+pRZ9Okq0TxDhEQ3aSspUVshk2wTIG2XDxqbgl0KJgurkThA5oI5kDKjmUsjBM4X4NTLNohkTEokLYmoMUFkQQIZjdHAEEVz7QqJIxVJVs9a0pupRXyyBpkWE0hZcKgIdYZKBMOchikrKRriuamcYJ1XW85HNXccgpdqmZYkCQ4eOIDt27djmhj3uh/1wNmsaN5ayNya9zVkFysdeiAha4nOyXorjWvjiMC4Ubgq1jq6tZC39U7FVohKbyQmphPXODaMhYbErRKdTgdzc3PL3l+VdtUqHn6DFo0Zu76Ghlp0RUld/3Y8c+1GR1QZjxbtLzsOTQN2eHABsTVU30bNVaIyDjJIK6sHpwcgkB8GuAXiBYBPqh5xHEOLbBxD9TseInoyJx39t1i+DWPRwvCi8nIbftn8xnQoGbTH3sZyG6t4TlR4uJyPSr1gIM40/kOi1WrhjDPOgHMb87VeLwmqdchuwoNwM22+xt2NWYHODL0Gae01dettbFgN1rKpjSRqs0TQZjoC12DT0JC4VeLcc89dV5RjUmbgte30NyVUo3KV7VRXqW5+6LYGbKd/+DVCOWgsle0w0TLSMpCsxML9sO+K60BlG+EBtp5tLBvqEIJcPY5Bx9K/jZHzURlH3N4K44l/T/ChMksp1XU3TYy47laDtdp8rWabq9n2oEVqvUMj6upGbX3UTE+SpAWsd5OrJW6zVsO2XszK93QlMBqduI1GQ+I2EFO7SYz5sBrrPrBer8RQxD9iDDErOGJAy7phB3bHjj6gUduojmMoVnEs1fdWxIBjWfO2TiBMvPt1yA+S1WCaD/a1/qAbReyGfSdGpWVnBeupY1vtqrNM2PqxHgK34cfJkyNfTTp1PDQkboOwmi/TrP3qWq0wbA1jEJZl2+wnT33bGIvwrEDAxhrHgH0P2sboBUYfy7DxDK2lmjTRmTGsufs1zOuwcz4iqjrrGGsuVrgQ7YjI8VbApqZD16JXNqHra0sROMWkLOSmYUV3IqIhcRuAE/mhOxBj3MDGIj/rWT9sI9yAh2xvQ/jysH0PSGeOM55JErlZSqlWseZ6uTHIu+xgMunXNe1nChioO9n/42eM7czitVDFxO6l0z4vfZJRq159vd2132/PnO9jNCSuQYMGDRo0aDARDLNjWy2aSNx4aEjclDGtX0QnelptYhiUzl1n9GkS3cfrxVYS3V0vlkUrVzrm6jlfTcRlpWWHRVbWGNWhjYgGjbto0C488S+njcEaonDTbKLZKDCASfUjNH0N42HrFIY0aNCgQYMGDRo0iGgicSc4ZrXmadYxLNI56bmcRFRwvb++1zKGUfuc9vW2qnq5SUbPJhg5WzEKt8Hm36uOCm5AY8ggv+aZxyrHPKnvymZH4ErwxNKpk9rOiY6GxH2fY1Jf/o1I706SHIyj2h+OadZJ8CRSq+PMx7jbX43w9Xqx6lRrXHBzmxjK9OVwHcHxGjQ26UHHxWS6gkZ1a6+TyG4ICdwk0lYbwgyRHebJpUE39mfM1sXM/dS544478OQnPxk7duzA/Pw8Hv3oR+Ob3/zmyHVuuOEGnHfeeWi323j4wx+OD3/4w7XPmRmvf/3rceqpp6LT6eCyyy7Dl7/85WkeRoMGDRo0aNCgwVQxUyTuK1/5Ch73uMfhvPPOw8c+9jH80z/9E173uteh3W4PXeeTn/wkfvInfxLPf/7z8bnPfQ5PfepT8dSnPhVf+MIX4jK/+Zu/ibe+9a247rrr8OlPfxrz8/O4/PLLsbS0tBGHtWpMytVh2PaIOb4mifUU/K80lnGPdS1pwUmmBtcyp5M6F9P6lb+e8U3jOhsFJlr22jCQGf0aOF5Te624vWX7pPprI8E8+LWqbfj6a71DGjaXa8Uazml9PNO7Fjf6uzUuCuYJvTb7SLYGiHl2roJnPetZSJIE7373u8de55nPfCaOHTuGD37wg/G9xzzmMXjkIx+J6667DsyM/fv345WvfCX+5//8nwCAI0eOYO/evfijP/ojPOtZzxprP0ePHsWOHTtw+O67V2W7tdYv2VoJ2jjbW+2YVnPzWSsZmxSJG2db693+pPc9yTGs96a+5vTkKre7kZiZB90YJGXdtXKzcKzrOdfrJF8TT6GuezzTu+7Hua6PHj2Kvfv24ciRI+uyixwHH/3oR/Gsyy7Hb+x80ES2d7jo4f/tfRvHjx+fyPZOVMxMJM57jw996EM499xzcfnll+OUU07BxRdfjPe///0j17vllltw2WWX1d67/PLLccsttwAAvva1r+Hw4cO1ZXbs2IGLL744LjMI3W4XR48erb1mEeP+wptW9G3QeFYaR//fkyRwa8Ws/qpdLdb7i796nUzap3Wz5ndQdG5TSOUYUZ3+yNyySN2KL1rda03HMcFtrjKyBYyeozXtc42RtmHX1bSvsVm/V00uEje7xzhLmBkSd8899+CBBx7Am970JjzxiU/E//k//wdPe9rT8OM//uP4+Mc/PnS9w4cPY+/evbX39u7di8OHD8fPw3vDlhmEa6+9Fjt27IivM844Y62H1qBBgwYNGjRoMHFsWnfq9ddfjxe96EXx7w996EMAgKc85Sn4uZ/7OQDAIx/5SHzyk5/Eddddh8c//vEbOr7Xvva1eMUrXhH/Pnr06JqI3Fq7NlfbFTlNAdq1jmXYPqftI7ueTtnN7EYdp0N0XKx1DqaVTh20vc3u+t3s/S8DWflnZI3mCh6xlejRWN2dMzYFa06HbqLF1UZgliNv/ZhYd+rWOeRNxaaRuCc/+cm4+OKL49979uyBcw7nn39+bbmHPOQh+MQnPjF0O/v27cPdd99de+/uu+/Gvn374ufhvVNPPbW2zCMf+cih2221Wmi1WmMfT4MGDRo0aPD9jMaxYeOxaSRu27Zt2LZtW+29Rz/60bjzzjtr7/3rv/4rzjzzzKHbueSSS3DzzTfj5S9/eXzvpptuwiWXXAIAOHToEPbt24ebb745krajR4/i05/+NH7mZ35mMgezAjYqGjdNrGUsm2kNtlnRuM0S353EWAbtc5r2Xv3bnJVrfdJYdcOmhsdGTodG7Za9XYt0jhGd2mBR4ZGYQFPCNK+hUedxWrtdb6PUifqdalBipsR+X/WqV+GZz3wmfviHfxg/+qM/ihtvvBF//dd/jY997GNxmec85zk47bTTcO211wIAXvayl+Hxj388/tf/+l+48sor8d73vhe33XYbfv/3fx8AQER4+ctfjl/7tV/DOeecg0OHDuF1r3sd9u/fj6c+9ambcJQNGjRo0KDBiYlJNST4LZRC3kzMFIl72tOehuuuuw7XXnstXvrSl+LBD34w/uIv/gKPe9zj4jLf/OY3YUz5i+2HfuiH8J73vAe/9Eu/hF/4hV/AOeecg/e///142MMeFpf5+Z//eRw7dgwvfOELcd999+Fxj3scbrzxxpH6c8OwHsmQzYzGbVZUbDOjcevBZkdBJ1UfN04kbZx9TDMiFzDpernqUKd9KicxLcseWgO2aVY4EB6jyK22iSERvRMJG3H76d/Heq+3SUsFbRR4go4NxWQ2c8JjpnTiZhlBJ+7uw4exffv2NX1JNltDbLPGsJk3pM2a80mSnWnqx23WOV0tZjkttNqpWG+EoX/tjZqZlQhkgxJrmappCH4fPXoU+/bu3TCduGdcejl+aeHQRLZ3j+/hd/zdjU7cCpipSFyDBg0aNGjQYOuiSaduLBoSt4FYb7F92MZmjmGjJT/Wi81MIwOT+XW92andQZi2FEk/ZrkJgmjyKbvVbG6jru6VHs7f7xHBzYq+BczCd6LpTt14NCSuQYMGDRo0aDARTCoSVzDPnI7hLKIhcWvEeqJSYf0GG4PNbCqZVCRwkkLA/dudVONMdZvTxqB9bGojyoBdD5uG/kjSoLRRdYnVzOa0BVLNiCley67XcsZGpdk2Mkq32ZG3gFmIwDXYPDQkrkGDBg0aNGgwEUzUsaHhpyuiIXHrwGaIws5SdGij9rnZVlizNN9rGc9K+570/G50VG7YvjY7QjFq99WhDooeVaNNgzYzbFZHRcomEaXztXGvf3vrxbQib5PY7LSv/c2+vgdBauImmE5tsCLWL5HdoEGDBg0aNGjQYMPRROLWic2IEm3VyNRmRuM2OxK4Wd2q4+5vWjV3mxWVG3d/Kx3vpMccr4MVptmMkUdajQQDY/MiZ+vZ7XoibdO8RW5mTfMsRuCqmJSRWxOHGw8NiWvQoEGDBg0arBsMbtKpG4yGxG0iNlM3bivaYW3VCGQVsz7v04rIVbc5S8c/i9FBoK87dci5sH3vr/dQJi2uOul6tUltbpauv3Ex69G3BpuHhsRNAJuVYlwvNqO5Yiseb8Ck5Thm+WGyEWSuf18nLHiNCSaSkuW1EL/a7sc8h/2kcJZxwl8zivVa/234PDXeqRuOhsQ1aNCgQYMGDdaNSXanTlvz8ERBQ+ImhK1a8L8Z2KoNDpPY/0ZjvVG/6nrTOu7NbH7YENDmigCckHN6gmO937XNPOeN7dbGopEYadCgQYMGDRo02IJoInETxDTriFba71YTHd7K0cfN3v9aMIlaxCYq16DB9DCJ79QsfGcml07d/GPZCmgicQ0aNGjQoEGDdUNq4ib3mibuvfdeXHXVVdi+fTt27tyJ5z//+XjggQdGrvOiF70ID3rQg9DpdLBnzx485SlPwZe+9KXpDnQFNCRuRrDVIjsNth6YKL7Wi43ofJvUWBs0mFVM4jsZvouzEIXbSrjqqqvwL//yL7jpppvwwQ9+EH/3d3+HF77whSPXueCCC/DOd74Td9xxB/72b/8WzIwnPOEJKIrN66Vt0qkNGjRo0KBBg4lgK6RT77jjDtx44434zGc+gwsvvBAA8La3vQ1XXHEF3vzmN2P//v0D16uSvIMHD+LXfu3X8AM/8AP4+te/jgc96EFTG+8oNJG4GcF6fkWt91fcRu9zPfudxL5nAZv9q3lSc7iREbkT4bw3aDApzGL0baLp1CmO85ZbbsHOnTsjgQOAyy67DMYYfPrTnx5rG8eOHcM73/lOHDp0CGeccca0hroiGhLXoEGDBg0aNFgXnHPowaOYkOvpEgrki0s4evRo7dXtdte97cOHD+OUU06pveecw65du3D48OGR677jHe/AwsICFhYW8Dd/8ze46aabkKbpuse0VjQkbkJYa7RgPb+m1hqdWG8NxWaqiG+2ftIkIkKz8ut5kpGtjTqmjY7GVb/Xo14NNhYbdS7GPf9r3e9m3P+nhUsuuQRtWNyB+yeyvdtxBCchwY4dO2qva6+9dug6r3nNa0BEI1/rbUS46qqr8LnPfQ4f//jHce655+IZz3gGlpaW1rXN9aCpiVslJlGEut79f7/texZa7yeZftzsMfRvc1IEbCtIr2yENMq4mBUyP2msZi6m4R290v5Xs8/VyOoM+3yc/Q1aZtx5HLXcRn4fnXN41wf+As948lNxLhaQriNG9B9YxD3o4et3/Qfm5+drn7VaraHrvfKVr8Tznve8kds+66yzsG/fPtxzzz219/M8x7333ot9+/aNXD+QyXPOOQePecxjcNJJJ+F973sffvInf3L0QU0JDYlr0KBBgwYNGqwb/+2//TechASfxxFchJPWtA0G41P4Hh6F7Tj11FNXte6ePXuwZ8+eFZe75JJLcN999+H222/HBRdcAAD4yEc+Au89Lr744vHHygxmnkiKd61oSNwGYrW/Ojcr3bURpufAxojHbtT2x8WsjKOKWRzTKGy18Q7DiXIc68FmzMFmpOS/X0BE+MBnPoFLHn0Rzsc2LKyBYnwZx9CFx0cXvz2FEQoe8pCH4IlPfCJe8IIX4LrrrkOWZbjmmmvwrGc9K3amfutb38Kll16Kd73rXbjooovw1a9+FX/6p3+KJzzhCdizZw/+4z/+A29605vQ6XRwxRVXTG2sK6GpiWvQoEGDBg0aTAQXXnghDqKDz+C+Va+bw+MzuA//3/XvQrvdnvzgKrj++utx3nnn4dJLL8UVV1yBxz3ucfj93//9+HmWZbjzzjtx/PhxAEC73cbf//3f44orrsDZZ5+NZz7zmdi2bRs++clPLmuS2EgQ8wlamDFhHD16FDt27MDhu+/G9u3bN3s4DRo0aNCgwUgcPXoU+/buxZEjRzb0ufW1r30N55z1IDwN+7Ab43dufg5H8FUcx93FIoxpYkzjoJmlBg0aNGjQoMHEcOjQITwUC/gUvjf2Ooso8HkcwZ995MaGwK0CTU3cmAgBy/vvn0z7dIMGDRo0aDBNhOfVZiTcPvqfX8epu/fgP7CI09FZcfnP4gj2oY0f/dEf3YDRnThoSNyYCF+Gc84+e5NH0qBBgwYNGoyP+++/Hzt27NjQfe7atQuPwg58Ct/Dj6MNg+ENHkeQ4Q48gH/6ly9s4AhPDDQ1cWPCe4+77roL27ZtA22hbqOjR4/ijDPOwL//+7+fELV8zfHMNprjmW00xzPbmPTxMDPuv/9+7N+/f1NSlN1uF3va87gQO3EuFoYudxO+gxQGd3CT6VotmkjcmDDG4PTTT9/sYawZ27dvPyFucgHN8cw2muOZbTTHM9uY5PFsdASuilarhf/vPe/GC/+fq3EW5uAGlOEfRhffxCK+ede3NmGEWx9N9WCDBg0aNGjQYCp45jOfiTYs/nmAHVcQ9n3EGoR9GwgaEtegQYMGDRo0mAqMMbjho3+Lz+MIFlHUPvsaFnEUGT5+/39s0ui2PhoSd4Kj1WrhDW94w0i/ua2E5nhmG83xzDaa45ltnGjHE/AjP/Ij2Ic2Posj8b0CjFvxPfzOde/AwsLwerkGo9E0NjRo0KBBgwYNpoovfvGLeMRDH4afwKnYgQRfwP34F9yP72TH4VxTnr9WNJG4Bg0aNGjQoMFUcf755+NczONW3IcePG7HfXjXB/6iIXDrRBOJa9CgQYMGDRpMHd/+9rdxYP9p2I82Mnh8yy9uKcmuWURDgRs0aNCgQYMGU8epp56KH8B23I4juPXWWxsCNwE0kbgGDRo0aNCgwYZgaWkJ//7v/45zzjlns4dyQqCpidtiyLIMr371q/Hwhz8c8/Pz2L9/P57znOfgrrvuWnHdt7/97Th48CDa7TYuvvhi3HrrrbXPl5aW8JKXvAS7d+/GwsICnv70p+Puu++e1qGMPa5+3HDDDTjvvPPQbrfx8Ic/HB/+8IdrnzMzXv/61+PUU09Fp9PBZZddhi9/+cvTPAQAwLXXXotHP/rR2LZtG0455RQ89alPxZ133rnierN6PP1405veBCLCy1/+8pHLzfLxfOtb38Kzn/1s7N69G51OBw9/+MNx2223jVznYx/7GB71qEeh1Wrh7LPPxh/90R8tW2a11/AkUBQFXve61+HQoUPodDp40IMehF/91V9d0SdzVo7n7/7u7/CkJz0J+/fvBxHh/e9/f+3ztV4nm3WfG3U8J+J9e61ot9sNgZskuMGWwn333ceXXXYZ/+mf/il/6Utf4ltuuYUvuugivuCCC0au9973vpfTNOU//MM/5H/5l3/hF7zgBbxz506+++674zIvfvGL+YwzzuCbb76Zb7vtNn7MYx7DP/RDPzTV4xlnXFX8wz/8A1tr+Td/8zf5i1/8Iv/SL/0SJ0nC//zP/xyXedOb3sQ7duzg97///fyP//iP/OQnP5kPHTrEi4uLUz2Wyy+/nN/5znfyF77wBf785z/PV1xxBR84cIAfeOCBoevM8vFUceutt/LBgwf5EY94BL/sZS8butwsH8+9997LZ555Jj/vec/jT3/60/zVr36V//Zv/5b/7d/+beg6X/3qV3lubo5f8YpX8Be/+EV+29vextZavvHGG+Myq72GJ4U3vvGNvHv3bv7gBz/IX/va1/iGG27ghYUF/t3f/d0tcTwf/vCH+Rd/8Rf5L//yLxkAv+9976t9vpbrZDPvc6OO50S7bzeYHTQk7gTArbfeygD4G9/4xtBlLrroIn7JS14S/y6Kgvfv38/XXnstM8tNJkkSvuGGG+Iyd9xxBwPgW265ZWpjX2lc/XjGM57BV155Ze29iy++mF/0ohcxM7P3nvft28e/9Vu/FT+/7777uNVq8Z/8yZ9M4QiG45577mEA/PGPf3zoMlvheO6//34+55xz+KabbuLHP/7xI0ncLB/Pq1/9an7c4x63qnV+/ud/nh/60IfW3nvmM5/Jl19+efx7tdfwpHDllVfyT//0T9fe+/Ef/3G+6qqrhq4zq8fTT3rWep3Myn1uECntx1a+bzeYHTTp1BMAR44cARFh586dAz/v9Xq4/fbbcdlll8X3jDG47LLLcMsttwAAbr/9dmRZVlvmvPPOw4EDB+Iyk8Y44+rHLbfcUlseAC6//PK4/Ne+9jUcPny4tsyOHTtw8cUXT+04huHIERG23LVr19BltsLxvOQlL8GVV165bJyDMMvH84EPfAAXXnghfuInfgKnnHIKfvAHfxD/+3//75HrrHQ8a7mGJ4Uf+qEfws0334x//dd/BQD84z/+Iz7xiU/gv/7X/zp0nVk+nirWcp3M6n1uGLbqfbvBbKHpTt3iWFpawqtf/Wr85E/+5FDD5O9+97soigJ79+6tvb9371586UtfAgAcPnwYaZouu6Hs3bsXhw8fnsrYxxlXPw4fPjxw+TDG8O+oZTYC3nu8/OUvx2Mf+1g87GEPG7rcrB/Pe9/7Xnz2s5/FZz7zmbGWn+Xj+epXv4rf+73fwyte8Qr8wi/8Aj7zmc/gpS99KdI0xXOf+9yB6ww7nqNHj2JxcRHf+973Vn0NTwqvec1rcPToUZx33nmw1qIoCrzxjW/EVVddNXSdWT6e/nGG/faPY9h1Mqv3uUHYyvftBrOFhsTNOK6//nq86EUvin//zd/8Df7Lf/kvAKRY9hnPeAaYGb/3e7+3WUNsMAAveclL8IUvfAGf+MQnNnsoa8a///u/42UvexluuukmtNvtzR7OuuG9x4UXXohf//VfBwD84A/+IL7whS/guuuuG0riZhl/9md/huuvvx7vec978NCHPhSf//zn8fKXvxz79+/fksfz/YLmvt1gkmjSqTOOJz/5yfj85z8fXxdeeCGA8kbwjW98AzfddNPQX3MAcPLJJ8Nau6xj6e6778a+ffsAAPv27UOv18N99903dJlJY5xx9WPfvn0rHkd4b9xtThrXXHMNPvjBD+KjH/0oTj/99JHLzvLx3H777bjnnnvwqEc9Cs45OOfw8Y9/HG9961vhnENRFMvWmeXjOfXUU3H++efX3nvIQx6Cb37zm0PXGXY827dvR6fTWdM1PCm86lWvwmte8xo861nPwsMf/nBcffXV+Lmf+zlce+21Q9eZ5ePpH2fY77jjmNX7XBUnwn27wWyhIXEzjm3btuHss8+Or06nE28EX/7yl/F//+//xe7du0duI01TXHDBBbj55pvje9573HzzzbjkkksAABdccAGSJKktc+edd+Kb3/xmXGbSGGdc/bjkkktqywPATTfdFJc/dOgQ9u3bV1vm6NGj+PSnPz214whgZlxzzTV43/veh4985CM4dOjQiuvM8vFceuml+Od//udlPyKuuuoqfP7zn4e1dksdz2Mf+9hlki//+q//ijPPPHPoOisdz1qu4Unh+PHjMKZ+C7fWwns/dJ1ZPp4q1nKdzOp9LuBEuW83mDFscmNFg1Wi1+vxk5/8ZD799NP585//PH/729+Or263G5f7sR/7MX7b294W/37ve9/LrVaL/+iP/oi/+MUv8gtf+ELeuXMnHz58OC7z4he/mA8cOMAf+chH+LbbbuNLLrmEL7nkkqkez0rjuvrqq/k1r3lNXP4f/uEf2DnHb37zm/mOO+7gN7zhDQMlLHbu3Ml/9Vd/xf/0T//ET3nKUzZEwuJnfuZneMeOHfyxj32sdl6OHz8el9lKxzMI/d2pW+l4br31VnbO8Rvf+Eb+8pe/zNdffz3Pzc3xH//xH8dlXvOa1/DVV18d/w6SHK961av4jjvu4Le//e0DJTlW+m5NA8997nP5tNNOixIjf/mXf8knn3wy//zP//yWOJ7777+fP/e5z/HnPvc5BsC//du/zZ/73Odit+Y418ks3edGHc+Jdt9uMDtoSNwWw9e+9jUGMPD10Y9+NC535pln8hve8Ibaum9729v4wIEDnKYpX3TRRfypT32q9vni4iL/j//xP/ikk07iubk5ftrTnsbf/va3p35Mo8b1+Mc/np/73OfWlv+zP/szPvfcczlNU37oQx/KH/rQh2qfe+/5da97He/du5dbrRZfeumlfOedd079OIadl3e+851b8ngGoZ/EbbXj+eu//mt+2MMexq1Wi8877zz+/d///drnz33uc/nxj3987b2PfvSj/MhHPpLTNOWzzjqrdj4DVvpuTQNHjx7ll73sZXzgwAFut9t81lln8S/+4i/WSMEsH89HP/rRgd+XcD2Nc53M0n1u1PGciPftBrOBxnarQYMGDRo0aNBgC6KpiWvQoEGDBg0aNNiCaEhcgwYNGjRo0KDBFkRD4ho0aNCgQYMGDbYgGhLXoEGDBg0aNGiwBdGQuAYNGjRo0KBBgy2IhsQ1aNCgQYMGDRpsQTQkrkGDBg0aNGjQYAuiIXENGjSYOv7gD/4AT3jCE6a+nxtvvBGPfOQjR1pPNWjQoMGJgobENWjQYKpYWlrC6173OrzhDW+Y+r6e+MQnIkkSXH/99VPfV4MGDRpsNhoS16BBg6niz//8z7F9+3Y89rGP3ZD9Pe95z8Nb3/rWDdlXgwYNGmwmGhLXoEGDsfCd73wH+/btw6//+q/H9z75yU8iTVPcfPPNQ9d773vfiyc96Um1937kR34EL3/5y2vvPfWpT8Xznve8+PfBgwfxa7/2a3jOc56DhYUFnHnmmfjABz6A73znO3jKU56ChYUFPOIRj8Btt91W286TnvQk3HbbbfjKV76y9oNt0KBBgy2AhsQ1aNBgLOzZswd/+Id/iF/+5V/Gbbfdhvvvvx9XX301rrnmGlx66aVD1/vEJz6BCy+8cE37/J3f+R089rGPxec+9zlceeWVuPrqq/Gc5zwHz372s/HZz34WD3rQg/Cc5zwHVQvoAwcOYO/evfj7v//7Ne2zQYMGDbYKGhLXoEGDsXHFFVfgBS94Aa666iq8+MUvxvz8PK699tqhy9933304cuQI9u/fv+b9vehFL8I555yD17/+9Th69Cge/ehH4yd+4idw7rnn4tWvfjXuuOMO3H333bX19u/fj2984xtr2meDBg0abBU0JK5Bgwarwpvf/GbkeY4bbrgB119/PVqt1tBlFxcXAQDtdntN+3rEIx4R/3/v3r0AgIc//OHL3rvnnntq63U6HRw/fnxN+2zQoEGDrYKGxDVo0GBV+MpXvoK77roL3nt8/etfH7ns7t27QUT43ve+t+J2i6JY9l6SJPH/iWjoe/2SIvfeey/27Nmz4j4bNGjQYCujIXENGjQYG71eD89+9rPxzGc+E7/6q7+K//7f//uyKFgVaZri/PPPxxe/+MVln/WnQL/61a9OZIxLS0v4yle+gh/8wR+cyPYaNGjQYFbRkLgGDRqMjV/8xV/EkSNH8Na3vhWvfvWrce655+Knf/qnR65z+eWX4xOf+MSy9//qr/4Kf/mXf4mvfOUreOMb34gvfvGL+MY3voFvfetb6xrjpz71KbRaLVxyySXr2k6DBg0azDoaEtegQYOx8LGPfQxvectb8O53vxvbt2+HMQbvfve78fd///f4vd/7vaHrPf/5z8eHP/xhHDlypPb+lVdeid/8zd/E+eefj7/7u7/DO97xDtx6661497vfva5x/smf/AmuuuoqzM3NrWs7DRo0aDDrIK725jdo0KDBFPATP/ETeNSjHoXXvva1AEQn7pGPfCTe8pa3THQ/3/3ud/HgBz8Yt912Gw4dOjTRbTdo0KDBrKGJxDVo0GDq+K3f+i0sLCxMfT9f//rX8Y53vKMhcA0aNPi+QBOJa9CgwYZjWpG4Bg0aNPh+QkPiGjRo0KBBgwYNtiCadGqDBg0aNGjQoMEWREPiGjRo0KBBgwYNtiAaEtegQYMGDRo0aLAF0ZC4Bg0aNGjQoEGDLYiGxDVo0KBBgwYNGmxBNCSuQYMGDRo0aNBgC6IhcQ0aNGjQoEGDBlsQDYlr0KBBgwYNGjTYgmhIXIMGDRo0aNCgwRbE/w+K3EwvvZq16QAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_taper.plot_field(\n",
    "    field_monitor_name=\"field_xy\", field_name=\"Hz\", val=\"real\", vmin=-0.3, vmax=0.3\n",
    ")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "86a20ed2-0275-457a-8992-942d8d1141e6",
   "metadata": {},
   "source": [
    "Plot the insertion loss. Here we see a huge improvement from including the metalens in the waveguide. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "d1d269be",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:51:56.786179Z",
     "start_time": "2026-03-18T10:51:56.743891Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:13.658024Z",
     "iopub.status.busy": "2025-05-15T10:50:13.657913Z",
     "iopub.status.idle": "2025-05-15T10:50:13.791388Z",
     "shell.execute_reply": "2025-05-15T10:50:13.791032Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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RsbGx2L59e+Ua1kzkli6AiIhqprCwMKSlpZn1M729vXH69GmTfsa0adPQt29fAEBUVBSaN2+Oa9euoUmTJoiOjkZkZCQmT54MAGjYsCGWLVuG8PBwrFixAnZ2dhg9erTuWMHBwVi2bBmeeeYZ5ObmolatWrp18+bNQ48ePcqsw8PDAwDg5uYGb29v3fJu3brpbbd69Wq4urri4MGD6Nevn275oEGDMHbsWADA/PnzERsbi6+++grffPMNtmzZArVajbVr10ImkwEA1q1bB1dXVxw4cAA9e/YEADg6OmLt2rWwsbGpcDtaCoMPERGZRFpaGm7fvm3pMkRXvPfFx8cHAJCeno4mTZogPj4e58+fx8aNG3XbCIIAtVqNpKQkNG3aFGfOnMHcuXMRHx+PrKwsqNVqAEBKSgqaNWum2y8sLMyo+u7evYtZs2bhwIEDSE9Ph0qlQl5eHlJSUvS269ChQ4l57UDp+Ph4XLt2DU5OTnrb5Ofn4/r167r5li1bVqvQAzD4EBGRiRTvhahJn6lQKHTvtb0h2vCSm5uLt956C5MmTSqxn7+/Px4+fIiIiAhERERg48aN8PDwQEpKCiIiIkoMDnZ0dDSqvpEjRyIzMxNffvklAgICYGtriw4dOlRo8HFubi7atm2rF+C0tD1NlanRkhh8iIjIJEx9yqkqatOmDS5duoQGDRqUuv7ChQvIzMzEokWL4OfnB8D4dtL2tKhUKr3lR44cwTfffIM+ffoA0AxSzsjIKLH/8ePHMWLECL351q1b677Hli1b4OnpCWdnZ6Pqq6o4uJmIiCQtOzsbcXFxuHDhAuLi4hAXF4fU1FSjjvXBBx/g6NGjmDBhAuLi4nD16lX89ttvusHN/v7+sLGxwVdffYUbN27g999/x/z58436LE9PT9jb22PXrl24e/cusrOzAWjGFf3www9ISEjAiRMnEBkZCXt7+xL7//TTT/juu+9w5coVzJkzBydPntTVGRkZCXd3d7z00ks4dOgQkpKScODAAUyaNAm3bt0yqt6qgsGHiIgk7cCBA2jbti2ef/55tG3bFq1bt0ZUVJRRxwoJCcHBgwdx5coVPPfcc2jdujVmz54NX19fAJrTROvXr8dPP/2EZs2aYdGiRViyZIlRnyWXy7Fs2TKsWrUKvr6+eOmllwAA3377LbKystCmTRsMHz4ckyZNgqenZ4n9o6KisHnzZoSEhOD777/Hpk2bdGOMHBwc8Ndff8Hf3x8DBw5E06ZNMWbMGOTn51f7HiCZIAiCpYuoSnJycuDi4oLs7GxR/+EqlUrs2LEDffr00Ts/TOJiO5sH29l8qkNb5+fnIykpCUFBQbCzs7N0OUZRq9XIycmBs7MzrKxqfp+ATCbDr7/+Wu5dq02hsu1c3m/N0L/fNf+fLhEREdH/MPgQERGRZPCqLiIiIomR8igX9vgQERGRZDD4EBGRKKTci0DmIcZvjMGHiIgqRXu1WV5enoUroZpO+xurzBWOHONDRESVYm1tDVdXV6SnpwPQ3ANG+yiH6kKtVqOwsBD5+fl6l1kLAqBWa6Yn3xefBwArK0AmKzlpl5e1jZSU1c5PIwgC8vLykJ6eDldXV1hbWxtdA4MPERFVmvYZWdrwU5VoA4pK9fhVOz2eF6BSCZDJMvWCjTlYWWkma+vH74tPZS2vjqFJEAQ8evQI9vb2RoVjV1fXSj+PjcGHiIgqTSaTwcfHB56enlAqlWb5TEEAMjKAW7eA27c107//AvfuaZbfuwdkZgL375svxJiTs7NmcnGp2HsnJ02YsgSlUom//voLzz//fIVPVykUikr19Ggx+BARkWisra1F+eMEaMJKVhaQlKSZkpMfv9fO5+eL8lGQyQTY2RXByUkOe3sZ7O0Be3vAwQG698Wn4su1NxAuKAAKCzWvZb0vbVlOjiak/e9RW2bh4gLUqqWp3c4OsLWt2Hu5vPTTemWd5tNOarUcFy/6IjDQDs2bW+ZO5Aw+RERkUZmZQEKCZrp8Gbhx43G4yckx/rj29oCXl2by9Hw8lTbv7FyE//7Xso8GKSrS9E7du1f2lJX1+H1mpmY+K0tzuq4isrPNG7QekwNojdati9C8uSU+n8GHiIjMQBCAf/55HHAuXXr83phhQfb2QGAgEBT0eAoMBOrWfRxsHB0NP56Zzs6VSy4H3N01U0UIApCb+zgEFZ+0Yam06eFDTY9Tfr5mqmh4qgxLjk9i8CGiKq2oCHjwQDPl5Gj+A68d8CmXV+xVodC8J9NRqTSnoIoHG+1Ukd4buRzw99cPNsUDjpdX9RzcawoymWbcjpOTps2MVVT0+DScNgyV9b6o6PEA8OJT8YHhpa0rKirC+fMX8eyzFuruAYMPEZlBURGQlvZ4AGpamuaPYGmTNuBoJ7FvDePkBHh4aHoEPDzKnrTr7e3F/fyaQqkErl173HujnRITKzbuxssLaNoUaNZM89q0KdCwoabnxlIDcKVKLtdMFekpqyilUsCOHTfRsCGDDxFVUw8ePA40ZU1paY/vdWJp2t6jGzcM297R8XEQqlsX8PMrOfn41NyepPx84MoV/XCTkKBZVlRk+HECAx8Hm+JBp3Ztk5VOVKoa+q8qEYlFpQJSU4GrVx9PV65Y4/z5bsjJkVdq8GlprKweX3ZbfHJy0rxq/2+0qEhTW1mvpS0rKNAMCNVe8myIhw81U3Jy2dtYWwO+vqWHIu3k7l41ezDy8jTh9NYt/Skl5fFAY0NDq7W1prfmyXDTuLFpexGIKoLBh4igVmv++BUPN9rp+nXNZbf6rAA4PfW4MpnmVEbdukC9eprXunU1PSS1a5cebhwczDN2o6jocQhKT9e8ljdlZJR9LxhtOExNLfvzZDKgTh1NAPLweDyI9cmp+DqnpzexjiDo35hPpdKcjkpLe3yfmyfDza1bhgfA4mxsNGGmWbPH4aZZM03osbGp+PGIzInBh0hCcnI0/xdffLp6VTNWo6L3Q7GxUcHf3wp168pKBBvt5O2tGVBcFcnljy91NkRREXDnjqYnRBtytJN22b//lr2/IGiCVmamZhyMIRQKwM1NjoKCCCgU8hLBpvhkihv0OTjo995op6Cgmntqj2o+/nSJapjilw1rw432/T//VOxYtrZA/fqa/5MvPgUGKhEXtwP9+lnunifmJpc/Pm1Vlvx8TS9K8TCUmqpZpu01ysjQjDEyhKbHRgbATpTvUJxCoQmr2kkbXovP+/pqTj0S1SQMPkTVVE6O5gZv16+XDDi5uYYfR6EoPdw0bKj5A1jaHz6lEjh/XrzvUlPY2QENGmim8mjHGmmDUPFQ9OSUmal5tlGtWvawtpbB2hoVmjw99QONdnJ3Z6ghaWLwIaqi8vP1b9H/5O36Kzo2w90daNJEc9qiSZPHU0BA1Rx0W5PZ2mp6U3x9n76tUlmEHTtiLXpHYaKahMGHyALy8x8Pqk1P15yCejLg3LlT8ePKZJrxF6UFnIreDZaIqCZi8CESgVqt6YHRBpn0dODuXf354lNlLgG3stKcqih+J1ttuGnYkDfcIyIqD4MPURkKCjS9MtoAc/eu/vviyzIyxH3Ojbf341vzP3m7fj+/qnulFBFRVVdjgk9ycjLmz5+Pffv2IS0tDb6+vnjttdcwc+ZM2PDGEvSEggLNVTfJyfpTaurjUHP/vvif6+pa9hOitSEnMJC9NkREplJjgs/ly5ehVquxatUqNGjQABcvXsQbb7yBhw8fYsmSJZYuj8ysoKBkqCk+VfSy7rLY2OiHmCfDTPHJw4M3dyMisrQaE3x69eqFXr166eaDg4ORmJiIFStWMPjUQNnZmh6bmzf1X5OTrXHlSk/cu2f8uSAnp8c3tnsy1Dy5zMWFT4gmIqpOakzwKU12djbq1KlT7jYFBQUoKCjQzef8b9SpUqmEUqkUrRbtscQ8Zk1VWKgZW5OaKsPNm5rXlBQgJUWGlBQZUlOB7Oyy0oYVgPLPE3l5CQgIEBAQAAQECAgKwv/mBfj5ae5Wa6iKPKSxJuHv2XzY1ubBdjYPU7azoceUCYIpbnRuedeuXUPbtm2xZMkSvPHGG2VuN3fuXERFRZVYHhMTA4eK/AWUCLUaUKmsUFQkQ1GRVYn3SqUMKpXmfUGBFR49UiAvT468PHmx94r/zcufmNe8KpWVu6mMi0s+vLzy4OmZB0/PR/971UweHo9gayviKGQiIqoS8vLyMGzYMGRnZ8PZ2bnM7ap88JkxYwYWL15c7jYJCQlo0qSJbv727dsIDw9Hly5dsHbt2nL3La3Hx8/PDxkZGeU2XEUplUrExsaiR48eZr0JmSBo7hmTna0ZrJuTI8P9+5r5nBzg/n1ZifeaSYacHM0dgJVKTS+MUgmoVJY9r6NQCPD3B/z8Hr9qe2r8/QV4eSlx+LD521lqLPV7liK2tXmwnc3DlO2ck5MDd3f3pwafKn+q67333sOoUaPK3SY4OFj3/p9//kHXrl3RsWNHrF69+qnHt7W1ha2tbYnlCoXCJD9+MY6rVgNZWSUvry7r/aNHIhVvItbWmrEy2id0u7hontzt76+ZAgIev3p5yf53m/3SA5i2p9NU//xIH9vZfNjW5sF2Ng9TtLOhx6vywcfDwwMeHh4GbXv79m107doVbdu2xbp162BVRR5EIwiaHpPcXAVu3dK8f/gQyMvTvBafylqmDTrp6ZrxL6YeW2Jjo7n0ulYtzXsbG829Y558LW2Z9tXO7nGYKR5qnlxmZ8cBwkREZB5VPvgY6vbt2+jSpQsCAgKwZMkS/Pvvv7p13t7eFqwM2LQJiIxUAOhjts+UyQA3N82VR+7umh4UFxfN5Or69Pd24j8MmoiIyOJqTPCJjY3FtWvXcO3aNdSrV09vnaWHMYk1RlouL/2y6tLee3hoticiIqLHasyfxlGjRj11LJCleHsDnTurkZf3LwICPODkZAUHB8DR8fH0tHlnZ02vDU8JERERGa/GBJ+q7NlngX37VNix4zj69OkDhaJqjD0iIiKSGv4FJiIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyZAbu2NKSgpu3ryJvLw8eHh4oHnz5rC1tRWzNiIiIiJRVSj4JCcnY8WKFdi8eTNu3boFQRB062xsbPDcc8/hzTffxCuvvAIrK3YmERERUdVicDqZNGkSQkNDkZSUhI8//hiXLl1CdnY2CgsLkZaWhh07dqBz586YPXs2QkJCcOrUKVPWTURERFRhBvf4ODo64saNG3BzcyuxztPTE926dUO3bt0wZ84c7Nq1C6mpqXjmmWdELZaIiIioMgwOPtHR0QYftFevXkYVQ0RERGRKogzEKSwsRG5urhiHIiIiIjKZCgefdevWYeLEidi4cSMA4MMPP4STkxNcXFzQo0cPZGZmil4kERERkRgqFHwWLFiA8ePH4/Lly5g0aRLGjRuH9evXY968eVi0aBEuX76MWbNmmapWIiIiokqp0OXs69evx7fffouhQ4fi9OnTaN++PX788Ue88sorAIAWLVrg7bffNkmhRERERJVVoR6flJQUdO7cGQAQFhYGuVyOFi1a6NaHhITgzp074lZIREREJJIKBR+lUql3d2YbGxsoFArdvFwuh0qlEq86IiIiIhFV+JEVly5dQlpaGgBAEARcvnxZd0VXRkaGuNURERERiajCweeFF17Qe1RFv379AAAymQyCIEAmk4lXHREREZGIKhR8kpKSTFUHERERkclVKPgEBASYqg4iIiIikzM4+Jw/f97gg4aEhBhVDBEREZEpGRx8WrVqZfA4Hl7ZRURERFWRwZezJyUl4caNG0hKSsLWrVsRFBSEb775BufOncO5c+fwzTffoH79+ti6dasp6yUiIiIymsE9PsXH9wwaNAjLli1Dnz59dMtCQkLg5+eHjz76CAMGDBC1SCIiIiIxGPV09gsXLiAoKKjE8qCgIFy6dKnSRRERERGZglHBp2nTpoiOjkZhYaFuWWFhIaKjo9G0aVPRijNWQUGBbkxSXFycpcshIiKiKqLCNzAEgJUrV6J///6oV6+e7gqu8+fPQyaT4Y8//hC1QGO8//778PX1RXx8vKVLISIioirEqODTrl073LhxAxs3bsTly5cBAEOGDMGwYcPg6OgoaoEVtXPnTuzevRtbt27Fzp07LVoLERERVS1GBR8AcHR0xJtvvilmLZV29+5dvPHGG9i2bRscHBwM2qegoAAFBQW6+ZycHACaB7IqlUrRatMeS8xjUklsZ/NgO5sP29o82M7mYcp2NvSYMqH4g7fKcfz4cTz77LMGHTQvLw9JSUlo3ry5QduLQRAE9OnTB506dcKsWbOQnJyMoKAgnDt3Dq1atSpzv7lz5yIqKqrE8piYGIPDExEREVlWXl4ehg0bhuzsbDg7O5e5ncHBp2HDhggODsbYsWPRp0+fUk9pXbp0Cf/5z3+wbt06LF68GCNGjDD+G/zPjBkzsHjx4nK3SUhIwO7du/Hjjz/i4MGDsLa2Njj4lNbj4+fnh4yMjHIbrqKUSiViY2PRo0cPKBQK0Y5L+tjO5sF2Nh+2tXmwnc3DlO2ck5MDd3f3pwYfg091Xbp0CStWrMCsWbMwbNgwNGrUCL6+vrCzs0NWVhYuX76M3NxcvPzyy9i9ezdatmwpyhd57733MGrUqHK3CQ4Oxr59+3Ds2DHY2trqrQsLC0NkZCQ2bNhQ6r62trYl9gEAhUJhkh+/qY5L+tjO5sF2Nh+2tXmwnc3DFO1s6PEMDj4KhQKTJk3CpEmTcPr0aRw+fBg3b97Eo0ePEBoaiilTpqBr166oU6eO0UWXxsPDAx4eHk/dbtmyZfj444918//88w8iIiKwZcsWtG/fXtSaiIiIqHoyanBzWFgYwsLCxK6lUvz9/fXma9WqBQCoX78+6tWrZ4mSiIiIqIox6gaGRERERNWR0ZezV3WBgYEwcNw2ERERSQR7fIiIiEgyGHyIiIhIMkQLPvfv3xfrUEREREQmYVTwWbx4MbZs2aKbHzx4MNzc3FC3bl0+GJSIiIiqLKOCz8qVK+Hn5wcAiI2NRWxsLHbu3InevXtj+vTpohZIREREJBajrupKS0vTBZ/t27dj8ODB6NmzJwIDA3mzQCIiIqqyjOrxqV27NlJTUwEAu3btQvfu3QFoHhSqUqnEq46IiIhIREb1+AwcOBDDhg1Dw4YNkZmZid69ewMAzp07hwYNGohaIBEREZFYjAo+n3/+OQIDA5GamopPPvlE93iIO3fu4J133hG1QCIiIiKxGBV8FAoFpk2bVmL5lClTKl0QERERkakYNcZnw4YN+PPPP3Xz77//PlxdXdGxY0fcvHlTtOKIiIiIxGRU8Fm4cCHs7e0BAMeOHcPy5cvxySefwN3dnb0+REREVGUZdaorNTVVN4h527ZteOWVV/Dmm2+iU6dO6NKli5j1EREREYnGqB6fWrVqITMzEwCwe/du9OjRAwBgZ2eHR48eiVcdERERkYiM6vHp0aMHxo4di9atW+PKlSvo06cPAODvv/9GYGCgmPURERERicaoHp/ly5ejQ4cO+Pfff7F161a4ubkBAM6cOYOhQ4eKWiARERGRWIzq8XF1dcXXX39dYnlUVFSlCyIiIiIyFaOCDwDcv38f3377LRISEgAAzZs3x+jRo+Hi4iJacURERERiMupU1+nTp1G/fn18/vnnuHfvHu7du4elS5eifv36OHv2rNg1EhEREYnCqB6fKVOm4MUXX8SaNWsgl2sOUVRUhLFjx2Ly5Mn466+/RC2SiIiISAxGBZ/Tp0/rhR4AkMvleP/99xEWFiZacURERERiMupUl7OzM1JSUkosT01NhZOTU6WLIiIiIjIFo4LPkCFDMGbMGGzZsgWpqalITU3F5s2bMXbsWF7OTkRERFWWUae6lixZAplMhhEjRqCoqAiA5ont48aNw6JFi0QtkIiIiEgsRgUfGxsbfPnll4iOjsb169cBAPXr14eDg4OoxRERERGJyej7+ACAg4MDWrZsKVYtRERERCZlcPAZOHCgwQf95ZdfjCqGiIiIyJQMDj68IzMRERFVdwYHn3Xr1pmyDiIiIiKTM+pydiIiIqLqiMGHiIiIJIPBh4iIiCSDwYeIiIgkg8GHiIiIJMPoGxju3bsXe/fuRXp6OtRqtd667777rtKFEREREYnNqOATFRWFefPmISwsDD4+PpDJZGLXRURERCQ6o4LPypUrsX79egwfPlzseoiIiIhMxqgxPoWFhejYsaPYtRARERGZlFHBZ+zYsYiJiRG7FiIiIiKTMupUV35+PlavXo09e/YgJCQECoVCb/3SpUtFKY6IiIhITEYFn/Pnz6NVq1YAgIsXL+qt40BnIiIiqqqMCj779+8Xuw4iIiIik6v0DQxv3bqFW7duiVELERERkUkZFXzUajXmzZsHFxcXBAQEICAgAK6urpg/f36JmxkSERERVRVGneqaOXMmvv32WyxatAidOnUCABw+fBhz585Ffn4+FixYIGqRRERERGIwKvhs2LABa9euxYsvvqhbFhISgrp16+Kdd95h8CEiIqIqyahTXffu3UOTJk1KLG/SpAnu3btX6aKIiIiITMGo4BMaGoqvv/66xPKvv/4aoaGhlS6KiIiIyBSMOtX1ySefoG/fvtizZw86dOgAADh27BhSU1OxY8cOUQskIiIiEotRPT7h4eG4cuUKXn75Zdy/fx/379/HwIEDkZiYiOeee07sGomIiIhEYVSPDwD4+vpyEDMRERFVKwYHn/Pnz6NFixawsrLC+fPny902JCSk0oURERERic3g4NOqVSukpaXB09MTrVq1gkwmgyAIJbaTyWRQqVSiFklEREQkBoODT1JSEjw8PHTviYiIiKobg4NPQECA7v3NmzfRsWNHyOX6uxcVFeHo0aN62xIRERFVFUZd1dW1a9dSb1SYnZ2Nrl27VrooIiIiIlMwKvgIggCZTFZieWZmJhwdHStdFBEREZEpVOhy9oEDBwLQDGAeNWoUbG1tdetUKhXOnz+Pjh07ilshERERkUgqFHxcXFwAaHp8nJycYG9vr1tnY2ODZ599Fm+88Ya4FRIRERGJpELBZ926dbpL2L/66ivUqlXLJEURERERmUKFx/gIgoCNGzfizp07pqiHiIiIyGQqHHysrKzQsGFDZGZmmqIeIiIiIpMx6qquRYsWYfr06bh48aLY9RARERGZjFHBZ8SIETh58iRCQ0Nhb2+POnXq6E2W9Oeff6J9+/awt7dH7dq1MWDAAIvWQ0RERFWHUU9n/+KLL0QuQxxbt27FG2+8gYULF6Jbt24oKipirxQRERHpGBV8Ro4cKXYdlVZUVIR3330Xn376KcaMGaNb3qxZMwtWRURERFWJUcEHAK5fv45169bh+vXr+PLLL+Hp6YmdO3fC398fzZs3F7NGg5w9exa3b9+GlZUVWrdujbS0NLRq1QqffvopWrRoUeZ+BQUFKCgo0M3n5OQAAJRKJZRKpWj1aY8l5jGpJLazebCdzYdtbR5sZ/MwZTsbekyZoL0xTwUcPHgQvXv3RqdOnfDXX38hISEBwcHBWLRoEU6fPo2ff/65wgVX1ubNmzF06FD4+/tj6dKlCAwMxGeffYbdu3fjypUrZY49mjt3LqKiokosj4mJgYODg6nLJiIiIhHk5eVh2LBhyM7OhrOzc5nbGRV8OnTogEGDBmHq1KlwcnJCfHw8goODcfLkSQwcOBC3bt2qVPHFzZgxA4sXLy53m4SEBJw9exaRkZFYtWoV3nzzTQCa3px69erh448/xltvvVXqvqX1+Pj5+SEjI6PchqsopVKJ2NhY9OjRAwqFQrTjkj62s3mwnc2HbW0ebGfzMGU75+TkwN3d/anBx6hTXRcuXEBMTEyJ5Z6ensjIyDDmkGV67733MGrUqHK3CQ4O1t1QsfiYHltbWwQHByMlJaXMfW1tbfWeOaalUChM8uM31XFJH9vZPNjO5sO2Ng+2s3mYop0NPZ5RwcfV1RV37txBUFCQ3vJz586hbt26xhyyTB4eHvDw8Hjqdm3btoWtrS0SExPRuXNnAJpkmZycjICAAFFrIiIiourJqPv4vPrqq/jggw+QlpYGmUwGtVqNI0eOYNq0aRgxYoTYNRrE2dkZb7/9NubMmYPdu3cjMTER48aNAwAMGjTIIjURERFR1WJUj8/ChQsxfvx4+Pn5QaVSoVmzZlCpVBg2bBhmzZoldo0G+/TTTyGXyzF8+HA8evQI7du3x759+1C7dm2L1URERERVh1HBx8bGBmvWrMHs2bNx4cIF5ObmonXr1mjYsKHY9VWIQqHAkiVLsGTJEovWQURERFWT0ffxAQA/Pz9dr8+FCxeQlZXF3hUiIiKqsowa4zN58mR8++23AACVSoXw8HC0adMGfn5+OHDggJj1EREREYnGqODz888/IzQ0FADwxx9/4MaNG7h8+TKmTJmCmTNnilogERERkViMCj4ZGRnw9vYGAOzYsQODBw9Go0aNMHr0aFy4cEHUAomIiIjEYlTw8fLywqVLl6BSqbBr1y706NEDgOZ20dbW1qIWSERERCQWowY3v/766xg8eDB8fHwgk8nQvXt3AMCJEyfQpEkTUQskIiIiEotRwWfu3Llo0aIFUlNTMWjQIN0jH6ytrTFjxgxRCyQiIiISi9GXs//f//1fiWUjR46sVDFEREREpmR08Nm7dy/27t2L9PR0qNVqvXXfffddpQsjIiIiEptRwScqKgrz5s1DWFiYbpwPERERUVVnVPBZuXIl1q9fj+HDh4tdDxEREZHJGHU5e2FhITp27Ch2LUREREQmZVTwGTt2LGJiYsSuhYiIiMikjDrVlZ+fj9WrV2PPnj0ICQmBQqHQW7906VJRiiMiIiISk1HB5/z582jVqhUA4OLFi3rrONCZiIiIqiqjgs/+/fvFroOIiIjI5Iwa40NERERUHVWox2fgwIEGbffLL78YVQwRERGRKVUo+Li4uJiqDiIiIiKTq1DwWbdunanqICIiIjI5jvEhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyWDwISIiIslg8CEiIiLJYPAhIiIiyahRwefKlSt46aWX4O7uDmdnZ3Tu3Bn79++3dFlERERURdSo4NOvXz8UFRVh3759OHPmDEJDQ9GvXz+kpaVZujQiIiKqAmpM8MnIyMDVq1cxY8YMhISEoGHDhli0aBHy8vJw8eJFS5dHREREVYDc0gWIxc3NDY0bN8b333+PNm3awNbWFqtWrYKnpyfatm1b5n4FBQUoKCjQzefk5AAAlEollEqlaPVpjyXmMakktrN5sJ3Nh21tHmxn8zBlOxt6TJkgCILon24ht27dwoABA3D27FlYWVnB09MTf/75J1q3bl3mPnPnzkVUVFSJ5TExMXBwcDBluURERCSSvLw8DBs2DNnZ2XB2di5zuyoffGbMmIHFixeXu01CQgIaN26MAQMGQKlUYubMmbC3t8fatWvx+++/49SpU/Dx8Sl139J6fPz8/JCRkVFuw1WUUqlEbGwsevToAYVCIdpxSR/b2TzYzubDtjYPtrN5mLKdc3Jy4O7u/tTgU+VPdb333nsYNWpUudsEBwdj37592L59O7KysnRf+JtvvkFsbCw2bNiAGTNmlLqvra0tbG1tSyxXKBQm+fGb6rikj+1sHmxn82Fbmwfb2TxM0c6GHq/KBx8PDw94eHg8dbu8vDwAgJWV/nhtKysrqNVqk9RGRERE1UuNuaqrQ4cOqF27NkaOHIn4+HhcuXIF06dPR1JSEvr27Wvp8oiIiKgKqDHBx93dHbt27UJubi66deuGsLAwHD58GL/99htCQ0MtXR4RERFVAVX+VFdFhIWF4b///a+lyyAiIqIqqsb0+BARERE9DYMPERERSQaDDxEREUkGgw8RERFJBoMPERERSQaDDxEREZmNIAgWvbFwjbqcnYiIiEpSq9W6Z1Pm5+cb/b4i68qaVyqV+P777zF8+HCLtAWDDxERkQkIggClUqkXAEoLDYasq8j60pYplUpLN4eewsJCi302gw8REdUogiA8NVw8+frw4UOcOXMGV69eRVFRUYWCSnnbCoJg6eawCIVCoXsIuJ2dne69jY0N8vPzUbt2bYvVxuBDRESiEAQBRUVFuj/8xQOBIe8NXf+0fS3Zm2BJZYUN7fviy8pabsj7p62ztbUt8cBwLaVSiR07dqBPnz5mbp3HGHyIiGqAJ0+rFJ+eXGbINsYGFUsOWrUEmUxWaogo67Wi6yqyvqywQfoYfIiIRKBSqZ4aJAxdX3xdXl4ebt26haVLl6KwsLDcbaV0WsXKyqrMEFB8uaGBRC6XIzExEe3atYOjo6NBQcXOzg5yuRwymczSzUEVwOBDRNWe9hRLeUGjIqHEmH2Kioos3Qxm82TIKCtolBcYKrNMG1TEDBzFT8EoFArRjktVD4MPEYmiIsGjvOnRo0dG7SeVUyw2NjZlBo7SgoK9vX252xgSXoovs7Gx4SkVqtYYfIhqCEEQSj0VUlaYKCtgGLptVlYWZDKZbr1KpbJ0E5ic9vRKRSZt74i9vb1B4ePJdVZWVjh06BBefPFFODo6MnQQVRKDD5GItANMnwwKxecNeW/MvBTGeMjl8jJDhKEh5Ml9ywsfT25niVMgSqUStWrV0oUgIqocBh+qkVQqla73o7RwYegyY9bX5PAhk8l0wQEAateuXekAYmiI0Y7rICKqDP5XhExGO+C0vJBQ1mtltnn06FGNHmgql8v1AoM2RDwZIAyZL6v3pKwwoh1QyoGgRFRdMfhIgPb0S0WChzZAVHSfJ4NJTR33YWVl9dSwUZn35QUV9noQERmP/wU1M+0pmLKChVjvn1xWU6940Y7PKB4SCgoK4OXlBQcHB711pZ1aqegy7XuGDyKi6on/9TaDrVu3YvTo0cjLy6uRp2CKj/sw9tWYgFLanUp5CoaIiMrD4GMGMpkMOTk5Zvms4qdfir+WFzzKW2bI/gqFgncuJSKiaoHBxwzc3NzQuHFjKJVKeHp6wsHBoUTIKCuIGPJe+2pjY8MAQkREVA4GHzMIDw/HhQsXeAqGiIjIwng3LCIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikgwGHyIiIpIMBh8iIiKSDAYfIiIikoxqE3wWLFiAjh07wsHBAa6urqVuk5KSgr59+8LBwQGenp6YPn06ioqKzFsoERERVVlySxdgqMLCQgwaNAgdOnTAt99+W2K9SqVC37594e3tjaNHj+LOnTsYMWIEFAoFFi5caIGKiYiIqKqpNj0+UVFRmDJlClq2bFnq+t27d+PSpUv4z3/+g1atWqF3796YP38+li9fjsLCQjNXS0RERFVRtenxeZpjx46hZcuW8PLy0i2LiIjAuHHj8Pfff6N169al7ldQUICCggLdfHZ2NgDg3r17UCqVotWnVCqRl5eHzMxMKBQK0Y5L+tjO5sF2Nh+2tXmwnc3DlO384MEDAIAgCOVuV2OCT1paml7oAaCbT0tLK3O/6OhoREVFlVgeFBQkboFERERkcg8ePICLi0uZ6y0afGbMmIHFixeXu01CQgKaNGlisho+/PBDTJ06VTevVqtx7949uLm5QSaTifY5OTk58PPzQ2pqKpydnUU7LuljO5sH29l82NbmwXY2D1O2syAIePDgAXx9fcvdzqLB57333sOoUaPK3SY4ONigY3l7e+PkyZN6y+7evatbVxZbW1vY2trqLSvrqjExODs7818qM2A7mwfb2XzY1ubBdjYPU7VzeT09WhYNPh4eHvDw8BDlWB06dMCCBQuQnp4OT09PAEBsbCycnZ3RrFkzUT6DiIiIqrdqM8YnJSUF9+7dQ0pKClQqFeLi4gAADRo0QK1atdCzZ080a9YMw4cPxyeffIK0tDTMmjUL48ePL9GjQ0RERNJUbYLP7NmzsWHDBt289iqt/fv3o0uXLrC2tsb27dsxbtw4dOjQAY6Ojhg5ciTmzZtnqZL12NraYs6cOQxhJsZ2Ng+2s/mwrc2D7WweVaGdZcLTrvsiIiIiqiGqzQ0MiYiIiCqLwYeIiIgkg8GHiIiIJIPBh4iIiCSDwccIf/31F/r37w9fX1/IZDJs27at3O0PHDgAmUxWYnryURrLly9HYGAg7Ozs0L59+xI3ZJQaU7RzdHQ0nnnmGTg5OcHT0xMDBgxAYmKiib9J1Weq37TWokWLIJPJMHnyZPGLr0ZM1c63b9/Ga6+9Bjc3N9jb26Nly5Y4ffq0Cb9J1WaKdlapVPjoo48QFBQEe3t71K9fH/Pnz3/qc6Fqsoq2M6B5PubMmTMREBAAW1tbBAYG4rvvvtPb5qeffkKTJk1gZ2eHli1bYseOHaLWzeBjhIcPHyI0NBTLly+v0H6JiYm4c+eObtLeaBEAtmzZgqlTp2LOnDk4e/YsQkNDERERgfT0dLHLrzZM0c4HDx7E+PHjcfz4ccTGxkKpVKJnz554+PCh2OVXK6Zoa61Tp05h1apVCAkJEavcassU7ZyVlYVOnTpBoVBg586duHTpEj777DPUrl1b7PKrDVO08+LFi7FixQp8/fXXSEhIwOLFi/HJJ5/gq6++Erv8asOYdh48eDD27t2Lb7/9FomJidi0aRMaN26sW3/06FEMHToUY8aMwblz5zBgwAAMGDAAFy9eFK9wgSoFgPDrr7+Wu83+/fsFAEJWVlaZ27Rr104YP368bl6lUgm+vr5CdHS0SJVWb2K185PS09MFAMLBgwcrV2ANImZbP3jwQGjYsKEQGxsrhIeHC++++65odVZ3YrXzBx98IHTu3Fnc4moQsdq5b9++wujRo/WWDRw4UIiMjBShyurPkHbeuXOn4OLiImRmZpa5zeDBg4W+ffvqLWvfvr3w1ltviVGmIAiCwB4fM2rVqhV8fHzQo0cPHDlyRLe8sLAQZ86cQffu3XXLrKys0L17dxw7dswSpVZrZbVzabKzswEAderUMUdpNc7T2nr8+PHo27ev3m+bKq68dv79998RFhaGQYMGwdPTE61bt8aaNWssVGn1Vl47d+zYEXv37sWVK1cAAPHx8Th8+DB69+5tiVKrJe1v9ZNPPkHdunXRqFEjTJs2DY8ePdJtc+zYsRL/vYiIiBD1b2G1uXNzdebj44OVK1ciLCwMBQUFWLt2Lbp06YITJ06gTZs2yMjIgEqlgpeXl95+Xl5euHz5soWqrn6e1s5PUqvVmDx5Mjp16oQWLVpYoOLqy5C23rx5M86ePYtTp05ZuNrqy5B2vnHjBlasWIGpU6fi//2//4dTp05h0qRJsLGxwciRIy38DaoHQ9p5xowZyMnJQZMmTWBtbQ2VSoUFCxYgMjLSwtVXHzdu3MDhw4dhZ2eHX3/9FRkZGXjnnXeQmZmJdevWAQDS0tJK/VtY1vhBo4jWdyRRMKB7rzTPP/+88NprrwmCIAi3b98WAAhHjx7V22b69OlCu3btxCiz2hOjnZ/09ttvCwEBAUJqamolq6tZxGjrlJQUwdPTU4iPj9et56kufWL9phUKhdChQwe9bSZOnCg8++yzlS2xRhCrnTdt2iTUq1dP2LRpk3D+/Hnh+++/F+rUqSOsX79exGqrL0PauUePHoKdnZ1w//593bKtW7cKMplMyMvLEwRB83uOiYnR22/58uWCp6enaLXyVJeFtGvXDteuXQMAuLu7w9raGnfv3tXb5u7du/D29rZEeTVG8XYubsKECdi+fTv279+PevXqWaCymqd4W585cwbp6elo06YN5HI55HI5Dh48iGXLlkEul0OlUlm42urryd+0j48PmjVrprdN06ZNkZKSYu7SapQn23n69OmYMWMGXn31VbRs2RLDhw/HlClTEB0dbcEqqxcfHx/UrVsXLi4uumVNmzaFIAi4desWAMDb29vkfwsZfCwkLi4OPj4+AAAbGxu0bdsWe/fu1a1Xq9XYu3cvOnToYKkSa4Ti7QwAgiBgwoQJ+PXXX7Fv3z4EBQVZsLqapXhbv/DCC7hw4QLi4uJ0U1hYGCIjIxEXFwdra2sLV1t9Pfmb7tSpU4lbMly5cgUBAQHmLq1GebKd8/LyYGWl/yfT2toaarXa3KVVW506dcI///yD3Nxc3bIrV67AyspK9z+gHTp00PtbCACxsbGi/i3kGB8j5Obm6v2fQFJSEuLi4lCnTh34+/vjww8/xO3bt/H9998DAL744gsEBQWhefPmyM/Px9q1a7Fv3z7s3r1bd4ypU6di5MiRCAsLQ7t27fDFF1/g4cOHeP31183+/aoKU7Tz+PHjERMTg99++w1OTk6688YuLi6wt7c37xesQsRuaycnpxLjphwdHeHm5ibp8VSm+E1PmTIFHTt2xMKFCzF48GCcPHkSq1evxurVq83+/aoKU7Rz//79sWDBAvj7+6N58+Y4d+4cli5ditGjR5v9+1UVFW3nYcOGYf78+Xj99dcRFRWFjIwMTJ8+HaNHj9b99/fdd99FeHg4PvvsM/Tt2xebN2/G6dOnxf09i3bSTEK0lz4+OY0cOVIQBEEYOXKkEB4ertt+8eLFQv369QU7OzuhTp06QpcuXYR9+/aVOO5XX30l+Pv7CzY2NkK7du2E48ePm+kbVU2maOfSjgdAWLdunfm+WBVkqt90cRzjY7p2/uOPP4QWLVoItra2QpMmTYTVq1eb6RtVTaZo55ycHOHdd98V/P39BTs7OyE4OFiYOXOmUFBQYMZvVrVUtJ0FQRASEhKE7t27C/b29kK9evWEqVOn6sb3aP34449Co0aNBBsbG6F58+bCn3/+KWrdMkGQ8G0niYiISFI4xoeIiIgkg8GHiIiIJIPBh4iIiCSDwYeIiIgkg8GHiIiIJIPBh4iIiCSDwYeIiIgkg8GHiKqsuXPnolWrVpYuQ0cmk2Hbtm0V3i8xMRHe3t548OCB+EUVk5GRAU9PT91zj4ioJAYfIolbuXIlnJycUFRUpFuWm5sLhUKBLl266G174MAByGQyXL9+3cxVmpfYgevDDz/ExIkT4eTkJNoxS+Pu7o4RI0Zgzpw5Jv0couqMwYdI4rp27Yrc3FycPn1at+zQoUPw9vbGiRMnkJ+fr1u+f/9++Pv7o379+pYotVpKSUnB9u3bMWrUKLN83uuvv46NGzfi3r17Zvk8ouqGwYdI4ho3bgwfHx8cOHBAt+zAgQN46aWXEBQUhOPHj+st79q1KwDghx9+QFhYGJycnODt7Y1hw4YhPT0dAKBWq1GvXj2sWLFC77POnTsHKysr3Lx5EwBw//59jB07Fh4eHnB2dka3bt0QHx9fbr1r165F06ZNYWdnhyZNmuCbb77RrUtOToZMJsMvv/yCrl27wsHBAaGhoTh27JjeMdasWQM/Pz84ODjg5ZdfxtKlS+Hq6goAWL9+PaKiohAfHw+ZTAaZTIb169fr9s3IyMDLL78MBwcHNGzYEL///nu59f74448IDQ1F3bp1dctK61H64osvEBgYqJsfNWoUBgwYgIULF8LLywuurq6YN28eioqKMH36dNSpUwf16tXDunXr9I7TvHlz+Pr64tdffy23LiKpYvAhInTt2hX79+/Xze/fvx9dunRBeHi4bvmjR49w4sQJXfBRKpWYP38+4uPjsW3bNiQnJ+t6NaysrDB06FDExMTofc7GjRvRqVMnBAQEAAAGDRqE9PR07Ny5E2fOnEGbNm3wwgsvlNlbsXHjRsyePRsLFixAQkICFi5ciI8++ggbNmzQ227mzJmYNm0a4uLi0KhRIwwdOlR3Ku/IkSN4++238e677yIuLg49evTAggULdPsOGTIE7733Hpo3b447d+7gzp07GDJkiG59VFQUBg8ejPPnz6NPnz6IjIwst3fl0KFDCAsLK7f9y7Jv3z78888/+Ouvv7B06VLMmTMH/fr1Q+3atXHixAm8/fbbeOutt0qM6WnXrh0OHTpk1GcS1XiiPvKUiKqlNWvWCI6OjoJSqRRycnIEuVwupKenCzExMcLzzz8vCIIg7N27VwAg3Lx5s9RjnDp1SgAgPHjwQBAEQTh37pwgk8l026tUKqFu3brCihUrBEEQhEOHDgnOzs5Cfn6+3nHq168vrFq1ShAEQZgzZ44QGhqqty4mJkZv+/nz5wsdOnQQBEEQkpKSBADC2rVrdev//vtvAYCQkJAgCIIgDBkyROjbt6/eMSIjIwUXFxfd/JOfqwVAmDVrlm4+NzdXACDs3Lmz1DYRBEEIDQ0V5s2bp7estON//vnnQkBAgG5+5MiRQkBAgKBSqXTLGjduLDz33HO6+aKiIsHR0VHYtGmT3rGmTJkidOnSpcyaiKSMPT5EhC5duuDhw4c4deoUDh06hEaNGsHDwwPh4eG6cT4HDhxAcHAw/P39AQBnzpxB//794e/vDycnJ4SHhwPQjGkBgFatWqFp06a6Xp+DBw8iPT0dgwYNAgDEx8cjNzcXbm5uqFWrlm5KSkoqdfD0w4cPcf36dYwZM0Zv+48//rjE9iEhIbr3Pj4+AKA7DZeYmIh27drpbf/kfHmKH9vR0RHOzs66Y5fm0aNHsLOzM/j4xTVv3hxWVo//M+3l5YWWLVvq5q2treHm5lbi8+3t7ZGXl2fUZxLVdHJLF0BEltegQQPUq1cP+/fvR1ZWli7E+Pr6ws/PD0ePHsX+/fvRrVs3AJoQEhERgYiICGzcuBEeHh5ISUlBREQECgsLdceNjIxETEwMZsyYgZiYGPTq1Qtubm4ANFeOPTm2SEs73qa43NxcAJrxOe3bt9dbZ21trTevUCh072UyGQDNuCMxFD+29vjlHdvd3R1ZWVlPPa5KpTLoswz5/Hv37sHDw+Opn0kkRQw+RARAM87nwIEDyMrKwvTp03XLn3/+eezcuRMnT57EuHHjAACXL19GZmYmFi1aBD8/PwDQuypMa9iwYZg1axbOnDmDn3/+GStXrtSta9OmDdLS0iCXy/UG9ZbFy8sLvr6+uHHjBiIjI43+no0bN8apU6f0lj05b2NjU2oQMUbr1q1x6dKlEsvv3r2rN3/jxg1RPg8ALl68WOJWBESkwVNdRARAE3wOHz6MuLg4XY8PAISHh2PVqlUoLCzUDWz29/eHjY0NvvrqK9y4cQO///475s+fX+KYgYGB6NixI8aMGQOVSoUXX3xRt6579+7o0KEDBgwYgN27dyM5ORlHjx7FzJkzSw1RgGZgcXR0NJYtW4YrV67gwoULWLduHZYuXWrw95w4cSJ27NiBpUuX4urVq1i1ahV27typ6xnS1p2UlIS4uDhkZGSgoKDA4OM/KSIiAseOHSsRpNLS0jBv3jzcuHEDW7duxQ8//ICsrCxcvnzZ6M8CgLy8PJw5cwY9e/as1HGIaioGHyICoAk+jx49QoMGDeDl5aVbHh4ejgcPHuguewcADw8PrF+/Hj/99BOaNWuGRYsWYcmSJaUeNzIyEvHx8Xj55Zdhb2+vWy6TybBjxw48//zzeP3119GoUSO8+uqruHnzpt7nFzd27FisXbsW69atQ8uWLREeHo7169cjKCjI4O/ZqVMnrFy5EkuXLkVoaCh27dqFKVOm6I3DeeWVV9CrVy907doVHh4e2LRpk8HHf1Lv3r0hl8uxZ88eveUtWrTAlStX0Lx5c3z00UdYu3YtbGxsMG3aNKM/CwB+++03+Pv747nnnqvUcYhqKpkgCIKliyAisqQ33ngDly9fNtkl4MuXL8fvv/+O//73vwA09/HZtm0b4uLiRP+sZ599FpMmTcKwYcNEPzZRTcAxPkQkOUuWLEGPHj3g6OiInTt3YsOGDXo3QhTbW2+9hfv37+PBgwcmfWxFRkYGBg4ciKFDh5rsM4iqO/b4EJHkDB48GAcOHMCDBw8QHByMiRMn4u233zbb55uyx4eIysfgQ0RERJLBwc1EREQkGQw+REREJBkMPkRERCQZDD5EREQkGQw+REREJBkMPkRERCQZDD5EREQkGQw+REREJBkMPkRERCQZ/x+bN10Yf54QZwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "T_meta = np.abs(sim_data_meta[\"mode\"].amps.sel(direction=\"+\").values) ** 2\n",
    "T_taper = np.abs(sim_data_taper[\"mode\"].amps.sel(direction=\"+\").values) ** 2\n",
    "plt.plot(ldas, 10 * np.log10(T_meta), c=\"blue\", linewidth=2, label=\"Metalens taper\")\n",
    "plt.plot(ldas, 10 * np.log10(T_taper), c=\"black\", linewidth=2, label=\"Linear taper\")\n",
    "plt.ylim(-10, 0)\n",
    "plt.xlabel(\"Wavelength (μm)\")\n",
    "plt.ylabel(\"Insertion loss (dB)\")\n",
    "plt.legend()\n",
    "plt.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2a45f2bc-a187-491a-afd6-d81b1a605ec6",
   "metadata": {},
   "source": [
    "## Shape Optimization of the Metalens\n",
    "\n",
    "Even though the metalens-assisted taper outperforms the regular taper significantly, the current design is likely not optimal. To optimize the design, we apply adjoint-based shape optimization, which is very easy to do in `Tidy3D`. The objective function is simply defined as the average of the transmission over the entire wavelength range."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "e2cd10f8-5d1f-4889-b372-0c8fe8039dcb",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:51:56.791176Z",
     "start_time": "2026-03-18T10:51:56.789590Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:13.792294Z",
     "iopub.status.busy": "2025-05-15T10:50:13.792187Z",
     "iopub.status.idle": "2025-05-15T10:50:13.794010Z",
     "shell.execute_reply": "2025-05-15T10:50:13.793781Z"
    }
   },
   "outputs": [],
   "source": [
    "def J(l_slots):\n",
    "    sim = make_sim(l_slots)\n",
    "    sim_data = web.run(simulation=sim, task_name=\"invdes\", verbose=False)\n",
    "\n",
    "    return np.sum(np.abs(sim_data[\"mode\"].amps.sel(mode_index=0, direction=\"+\").values) ** 2) / len(\n",
    "        ldas\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9552e428-5b9e-4160-8bc1-5430bf512aa8",
   "metadata": {},
   "source": [
    "Test if the gradient tracking is working properly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "861dbe05",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T10:54:32.334614Z",
     "start_time": "2026-03-18T10:51:56.833265Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:13.794773Z",
     "iopub.status.busy": "2025-05-15T10:50:13.794603Z",
     "iopub.status.idle": "2025-05-15T10:52:35.493547Z",
     "shell.execute_reply": "2025-05-15T10:52:35.493045Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.669906540148081\n",
      "[-0.00221674  0.00280066  0.03328918  0.00116612  0.00043398  0.06184528\n",
      " -0.02706328 -0.02394216 -0.13288868 -0.08822594 -0.01444992]\n"
     ]
    }
   ],
   "source": [
    "dJ = ag.value_and_grad(J)\n",
    "val, grad = dJ(desired_l_slots)\n",
    "print(val)\n",
    "print(grad)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "153f3420-ebfa-4755-aba3-d32f29555ba1",
   "metadata": {},
   "source": [
    "We will run the optimization for 30 iterations using the `adam` optimizer. We will set the maximum and minimal slot lengths to 3 μm and 100 nm, respectively. We use a wider range compared to the previously used slot length range for the unit cell design to enlarge the design parameter space. These values can be tuned according to the specific fabrication constraint."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "36c86162-6a9e-47f0-ab4d-2e7f242c4af0",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T12:17:00.206835Z",
     "start_time": "2026-03-18T10:54:32.386309Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T10:52:35.495354Z",
     "iopub.status.busy": "2025-05-15T10:52:35.495195Z",
     "iopub.status.idle": "2025-05-15T12:07:13.438797Z",
     "shell.execute_reply": "2025-05-15T12:07:13.438335Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "step = 1\n",
      "\tJ = 6.70e-01\n",
      "\tgrad_norm = 1.79e-01\n",
      "step = 2\n",
      "\tJ = 6.82e-01\n",
      "\tgrad_norm = 1.72e-01\n",
      "step = 3\n",
      "\tJ = 6.93e-01\n",
      "\tgrad_norm = 1.60e-01\n",
      "step = 4\n",
      "\tJ = 7.03e-01\n",
      "\tgrad_norm = 1.45e-01\n",
      "step = 5\n",
      "\tJ = 7.11e-01\n",
      "\tgrad_norm = 1.23e-01\n",
      "step = 6\n",
      "\tJ = 7.17e-01\n",
      "\tgrad_norm = 1.07e-01\n",
      "step = 7\n",
      "\tJ = 7.22e-01\n",
      "\tgrad_norm = 1.01e-01\n",
      "step = 8\n",
      "\tJ = 7.25e-01\n",
      "\tgrad_norm = 1.00e-01\n",
      "step = 9\n",
      "\tJ = 7.27e-01\n",
      "\tgrad_norm = 1.07e-01\n",
      "step = 10\n",
      "\tJ = 7.29e-01\n",
      "\tgrad_norm = 1.18e-01\n",
      "step = 11\n",
      "\tJ = 7.30e-01\n",
      "\tgrad_norm = 1.18e-01\n",
      "step = 12\n",
      "\tJ = 7.31e-01\n",
      "\tgrad_norm = 1.13e-01\n",
      "step = 13\n",
      "\tJ = 7.31e-01\n",
      "\tgrad_norm = 1.06e-01\n",
      "step = 14\n",
      "\tJ = 7.31e-01\n",
      "\tgrad_norm = 1.02e-01\n",
      "step = 15\n",
      "\tJ = 7.30e-01\n",
      "\tgrad_norm = 1.03e-01\n",
      "step = 16\n",
      "\tJ = 7.30e-01\n",
      "\tgrad_norm = 1.17e-01\n",
      "step = 17\n",
      "\tJ = 7.30e-01\n",
      "\tgrad_norm = 1.28e-01\n",
      "step = 18\n",
      "\tJ = 7.30e-01\n",
      "\tgrad_norm = 1.40e-01\n",
      "step = 19\n",
      "\tJ = 7.31e-01\n",
      "\tgrad_norm = 1.50e-01\n",
      "step = 20\n",
      "\tJ = 7.32e-01\n",
      "\tgrad_norm = 1.51e-01\n",
      "step = 21\n",
      "\tJ = 7.34e-01\n",
      "\tgrad_norm = 1.52e-01\n",
      "step = 22\n",
      "\tJ = 7.35e-01\n",
      "\tgrad_norm = 1.47e-01\n",
      "step = 23\n",
      "\tJ = 7.37e-01\n",
      "\tgrad_norm = 1.41e-01\n",
      "step = 24\n",
      "\tJ = 7.39e-01\n",
      "\tgrad_norm = 1.32e-01\n",
      "step = 25\n",
      "\tJ = 7.40e-01\n",
      "\tgrad_norm = 1.24e-01\n",
      "step = 26\n",
      "\tJ = 7.43e-01\n",
      "\tgrad_norm = 1.16e-01\n",
      "step = 27\n",
      "\tJ = 7.44e-01\n",
      "\tgrad_norm = 1.11e-01\n",
      "step = 28\n",
      "\tJ = 7.46e-01\n",
      "\tgrad_norm = 1.06e-01\n",
      "step = 29\n",
      "\tJ = 7.48e-01\n",
      "\tgrad_norm = 9.98e-02\n",
      "step = 30\n",
      "\tJ = 7.50e-01\n",
      "\tgrad_norm = 9.99e-02\n"
     ]
    }
   ],
   "source": [
    "# hyperparameters\n",
    "num_steps = 30\n",
    "learning_rate = 0.02\n",
    "\n",
    "l_slot_max = 3  # maximum slot length\n",
    "l_slot_min = 0.1  # minimal slot length\n",
    "\n",
    "# initialize adam optimizer with starting parameters\n",
    "params = np.array(desired_l_slots)\n",
    "optimizer = adam(learning_rate=learning_rate)\n",
    "\n",
    "# store history\n",
    "J_history = []\n",
    "params_history = []\n",
    "\n",
    "\n",
    "def record_step(current_params, grad, state, step_index, objective_val):\n",
    "    print(f\"step = {step_index + 1}\")\n",
    "    print(f\"\\tJ = {objective_val:.2e}\")\n",
    "    print(f\"\\tgrad_norm = {np.linalg.norm(grad):.2e}\")\n",
    "\n",
    "    params_history.append(params.copy())\n",
    "\n",
    "\n",
    "params, opt_state, history = optimize(\n",
    "    J,\n",
    "    params0=params,\n",
    "    optimizer=optimizer,\n",
    "    num_steps=num_steps,\n",
    "    bounds=(l_slot_min, l_slot_max),\n",
    "    callback=record_step,\n",
    "    direction=\"max\",\n",
    ")\n",
    "J_history = history[\"objective_fn_val\"]\n",
    "params_history.append(params.copy())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8c676d2b-6b54-41dc-94cd-f8bf9f9295c9",
   "metadata": {},
   "source": [
    "Plot the objective function history. The average transmission power easily improved for about 10% during the optimization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "8b626b55-fc50-49c6-bb7c-0ba8c9557216",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T12:17:00.327316Z",
     "start_time": "2026-03-18T12:17:00.263192Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T12:07:13.457314Z",
     "iopub.status.busy": "2025-05-15T12:07:13.457176Z",
     "iopub.status.idle": "2025-05-15T12:07:13.505760Z",
     "shell.execute_reply": "2025-05-15T12:07:13.505427Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(J_history)\n",
    "plt.xlabel(\"iterations\")\n",
    "plt.ylabel(\"objective function (focusing intensity enhancement)\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8250efa3-d143-4809-800f-504a5adfd7bd",
   "metadata": {},
   "source": [
    "Get the optimized design."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "b1fb2cbe-ab03-4201-86bc-62b46db95d73",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T12:17:00.462546Z",
     "start_time": "2026-03-18T12:17:00.332497Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T12:07:13.512360Z",
     "iopub.status.busy": "2025-05-15T12:07:13.512246Z",
     "iopub.status.idle": "2025-05-15T12:07:13.602817Z",
     "shell.execute_reply": "2025-05-15T12:07:13.602180Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "l_slots_opt = params_history[-1]\n",
    "sim_opt = make_sim(l_slots_opt)\n",
    "sim_opt.plot(z=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1339ae14-e759-4086-80f8-2f741a3a7691",
   "metadata": {},
   "source": [
    "Run the optimized design again and plot the results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "4ecbe48d-5014-42ae-aadc-b070a2917ddd",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T12:18:00.715617Z",
     "start_time": "2026-03-18T12:17:00.468642Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T12:07:13.606554Z",
     "iopub.status.busy": "2025-05-15T12:07:13.606476Z",
     "iopub.status.idle": "2025-05-15T12:07:56.504714Z",
     "shell.execute_reply": "2025-05-15T12:07:56.504363Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:17:00 CET </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'optimized'</span> with resource_id                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:17:00 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'optimized'\u001b[0m with resource_id                          \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">8-4081-b0a3-cfc3fb1b4968'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=86976;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=123138;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=86976;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=893757;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=86976;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[32m-acf67735-dae\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=86976;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[32m8-4081-b0a3-cfc3fb1b4968'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/folder-df61810d-cad6-4474-8ea9-e4f00d5dfcb0\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=847150;https://tidy3d.simulation.cloud/folders/folder-df61810d-cad6-4474-8ea9-e4f00d5dfcb0\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
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      "text/plain": [
       "Output()"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
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     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:17:10 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.224</span>. Minimum cost depends on task     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:17:10 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.224\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "jetTransient": {
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     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:17:12 CET </span>status = queued                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:17:12 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                    \n"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>To cancel the simulation, use <span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or              \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete the task in the web UI.      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Terminating the Python script will not stop the job running on the \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>cloud.                                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or              \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.      \n",
       "\u001b[2;36m             \u001b[0mTerminating the Python script will not stop the job running on the \n",
       "\u001b[2;36m             \u001b[0mcloud.                                                             \n"
      ]
     },
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       "Output()"
      ]
     },
     "jetTransient": {
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     },
     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:17:27 CET </span>status = preprocess                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:17:27 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                                \n"
      ]
     },
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "jetTransient": {
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     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:17:32 CET </span>starting up solver                                                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:17:32 CET\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                 \n"
      ]
     },
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>running solver                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                     \n"
      ]
     },
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    {
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       "Output()"
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     },
     "jetTransient": {
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     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:17:53 CET </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">30</span>%, exiting.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:17:53 CET\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m30\u001b[0m%, exiting.                            \n"
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    {
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
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     "metadata": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
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      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>View simulation result at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">8-4081-b0a3-cfc3fb1b4968'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=653158;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=553735;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=653158;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=593205;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=653158;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[4;34m-acf67735-dae\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=653158;https://tidy3d.simulation.cloud/workbench?taskId=fdve-acf67735-dae8-4081-b0a3-cfc3fb1b4968\u001b\\\u001b[4;34m8-4081-b0a3-cfc3fb1b4968'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                         \n"
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       "Output()"
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    {
     "data": {
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:18:00 CET </span>Loading results from simulation_data.hdf5                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:18:00 CET\u001b[0m\u001b[2;36m \u001b[0mLoading results from simulation_data.hdf5                          \n"
      ]
     },
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    }
   ],
   "source": [
    "sim_data_opt = web.run(simulation=sim_opt, task_name=\"optimized\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "6220f5ae-174c-4ac3-a6bc-0c9f70cdab0d",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T12:18:01.351334Z",
     "start_time": "2026-03-18T12:18:00.729369Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T12:07:56.729734Z",
     "iopub.status.busy": "2025-05-15T12:07:56.729673Z",
     "iopub.status.idle": "2025-05-15T12:07:57.208282Z",
     "shell.execute_reply": "2025-05-15T12:07:57.207272Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_opt.plot_field(\n",
    "    field_monitor_name=\"field_xy\", field_name=\"Hz\", val=\"real\", vmin=-0.3, vmax=0.3\n",
    ")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "5701fe73-c33e-4f90-bdd7-b5e5c04c2bc8",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T12:18:01.401484Z",
     "start_time": "2026-03-18T12:18:01.356009Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T12:07:57.210865Z",
     "iopub.status.busy": "2025-05-15T12:07:57.210768Z",
     "iopub.status.idle": "2025-05-15T12:07:57.255228Z",
     "shell.execute_reply": "2025-05-15T12:07:57.254895Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "T_opt = np.abs(sim_data_opt[\"mode\"].amps.sel(direction=\"+\").values) ** 2\n",
    "plt.plot(ldas, 10 * np.log10(T_opt), c=\"red\", linewidth=2, label=\"Optimized metalens taper\")\n",
    "plt.plot(ldas, 10 * np.log10(T_meta), c=\"blue\", linewidth=2, label=\"Metalens taper\")\n",
    "plt.plot(ldas, 10 * np.log10(T_taper), c=\"black\", linewidth=2, label=\"Linear taper\")\n",
    "plt.xlabel(\"Wavelength (μm)\")\n",
    "plt.ylabel(\"Insertion loss (dB)\")\n",
    "plt.ylim(-10, 0)\n",
    "plt.legend()\n",
    "plt.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b2e699d3-003d-4baa-93dc-56186263ae49",
   "metadata": {},
   "source": [
    "Lastly, we can visualize how much each slot length has changed between the initial design and the optimized design."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "a4be58f9-bd5a-4515-86cd-2a1b2b661320",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-03-18T12:18:01.444129Z",
     "start_time": "2026-03-18T12:18:01.405401Z"
    },
    "execution": {
     "iopub.execute_input": "2025-05-15T12:07:57.256493Z",
     "iopub.status.busy": "2025-05-15T12:07:57.256409Z",
     "iopub.status.idle": "2025-05-15T12:07:57.293236Z",
     "shell.execute_reply": "2025-05-15T12:07:57.292700Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "jetTransient": {
      "display_id": null
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "delta_l_slot = l_slots_opt - desired_l_slots\n",
    "\n",
    "plt.scatter(ys, 1e3 * delta_l_slot)\n",
    "plt.xlabel(\"Slot position (μm)\")\n",
    "plt.ylabel(\"Change of the slot length (nm)\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "42dce7ce-89db-47c0-97ba-304bfffefadd",
   "metadata": {},
   "source": [
    "## Final Remarks\n",
    "\n",
    "In the optimization, we only optimize the slot lengths. In principle, other parameters such as the slot positions, widths, and taper shape can be optimized at the same time to potentially achieve a better result. Users are encouraged to explore these possibilities. \n",
    "\n",
    "In the follow-up work `Ma, Wei, Hou, Maojing, Luo, Ruiqi, Xiong, Bo, Liu, Nan, Liu, Guandong and Chu, Tao. \"Topologically-optimized on-chip metamaterials for ultra-short-range light focusing and mode-size conversion\" Nanophotonics, vol. 12, no. 6, 2023, pp. 1189-1197.` [DOI: 10.1515/nanoph-2023-0036](https://doi.org/10.1515/nanoph-2023-0036), the authors applied level-set-based shape optimization, which allows a larger parameter space compared to what's demonstrated in this notebook. Interested users are also encouraged to explore this direction by following our level set optimization [example](https://www.flexcompute.com/tidy3d/examples/notebooks/Autograd10YBranchLevelSet/).  "
   ]
  }
 ],
 "metadata": {
  "applications": [
   "Passive photonic integrated circuit components"
  ],
  "description": "This notebook demonstrates the design and shape optimization of a metalens-assisted waveguide taper.",
  "feature_image": "./img/on_chip_metalens.png",
  "features": [
   "Adjoint inverse design",
   "Parameter sweep"
  ],
  "kernelspec": {
   "display_name": ".venv",
   "language": "python",
   "name": "python3"
  },
  "keywords": "inverse design, silicon photonics, waveguide taper, photonic integrated circuits, design optimization, shape optimization, adjoint, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.13.5"
  },
  "title": "Design and Shape Optimization of a Metalens-assisted Waveguide Taper in Tidy3D | Flexcompute",
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