{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "798fc116",
   "metadata": {},
   "source": [
    "# Waveguide mode size converters"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6914938e",
   "metadata": {},
   "source": [
    "Note: the cost of running the entire notebook is larger than 1 FlexCredit.\n",
    "\n",
    "It is common to have waveguide components of different widths and potentially thicknesses on a photonic integrated circuit (PIC). Therefore, having a low-loss waveguide size converter becomes a necessity. The most common and simple size converter is adiabatic waveguide tapers. However, to achieve low loss and meet the adiabatic condition, the taper inevitably needs to be very long, which is not ideal in many modern high-density PIC designs. To alleviate this shortcoming of the conventional adiabatic taper, novel designs of compact size converters have emerged. \n",
    "\n",
    "In this notebook, we aim to simulate different types of size converters and compare their performance. We first simulate linear adiabatic tapers of different lengths. Subsequently, we will demonstrate two compact designs: one based on Luneburg lens and the other based on semi-lens emerged from segment optimization. These novel designs achieve ~-0.5 dB loss while being only about 6$\\lambda_0$ in footprint. The linear adiabatic taper can only achieve similar performance while being 30$\\lambda_0$ long.\n",
    "\n",
    "For more integrated photonic examples such as the [waveguide crossing](https://www.flexcompute.com/tidy3d/examples/notebooks/WaveguideCrossing/), the [strip to slot waveguide converter](https://www.flexcompute.com/tidy3d/examples/notebooks/StripToSlotConverters/), and the [broadband directional coupler](https://www.flexcompute.com/tidy3d/examples/notebooks/BroadbandDirectionalCoupler/), please visit our [examples page](https://www.flexcompute.com/tidy3d/examples/).\n",
    "\n",
    "If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "36de9cc7",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web\n",
    "from tidy3d.plugins.mode import ModeSolver"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5d524f20",
   "metadata": {},
   "source": [
    "To suppress unnecessary warnings, we set the logging level to `\"ERROR\"`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "7c3bcbfb",
   "metadata": {},
   "outputs": [],
   "source": [
    "td.config.logging.level = \"ERROR\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8e88f8a9",
   "metadata": {},
   "source": [
    "Define the simulation wavelength (frequency) range."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d8828055",
   "metadata": {},
   "outputs": [],
   "source": [
    "lda0 = 1.55  # central wavelength\n",
    "freq0 = td.C_0 / lda0  # central frequency\n",
    "ldas = np.linspace(1.5, 1.6, 101)  # wavelength range\n",
    "freqs = td.C_0 / ldas  # frequency range\n",
    "fwidth = 0.5 * (np.max(freqs) - np.min(freqs))  # width of the frequency distribution"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "52105151",
   "metadata": {},
   "source": [
    "All devices simulated in this notebook are based on silicon waveguide on a thick oxide layer. We define both materials as nondispersive since the simulation wavelength range is relatively small."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "c3086ea4",
   "metadata": {},
   "outputs": [],
   "source": [
    "n_si = 3.48  # silicon refractive index\n",
    "si = td.Medium(permittivity=n_si**2)\n",
    "\n",
    "n_sio2 = 1.44  # silicon oxide refractive index\n",
    "sio2 = td.Medium(permittivity=n_sio2**2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "28da9857",
   "metadata": {},
   "source": [
    "## Linear Taper "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "67db0883",
   "metadata": {},
   "source": [
    "The most straightforward way to connect two waveguides of different widths is via an adiabatic taper. The taper shape can be linear, hyperbolic, Gaussian, and so on. Here, we demonstrate a linear taper and investigate how the loss scales with taper length. To be specific, we model a taper connecting the input waveguide of 10 $\\mu m$ wide to an output waveguide of 500 nm wide. Both waveguides have the same thickness of 110 nm. TE0 mode is launched at the input waveguide.\n",
    "\n",
    "Since we would like to perform a parameter sweep over the taper length, we will define a function called `linear_taper_sim` to construct the simulation. This function will be called repeatedly to make a simulation batch. The structure of the taper including the input and output waveguides can be conveniently made using as a [PolySlab](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PolySlab.html?highlight=polyslab).\n",
    "\n",
    "<img src=\"img/linear_taper.png\" width=\"400\" alt=\"Schematic of the linear taper\">"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e7e2e3c7",
   "metadata": {},
   "outputs": [],
   "source": [
    "w_in = 10  # input waveguide width\n",
    "w_out = 0.5  # output waveguide width\n",
    "t_wg = 0.11  # waveguide thickness\n",
    "inf_eff = 1e3  # effective infinity of the model\n",
    "\n",
    "# define the substrate structure\n",
    "sub = td.Structure(\n",
    "    geometry=td.Box.from_bounds(rmin=(-inf_eff, -inf_eff, -inf_eff), rmax=(inf_eff, inf_eff, 0)),\n",
    "    medium=sio2,\n",
    ")\n",
    "\n",
    "\n",
    "# define a function to construct the simulation given the taper length\n",
    "def linear_taper_sim(L_t):\n",
    "    # vertices of the taper\n",
    "    vertices = [\n",
    "        [-inf_eff, w_in / 2],\n",
    "        [0, w_in / 2],\n",
    "        [L_t, w_out / 2],\n",
    "        [inf_eff, w_out / 2],\n",
    "        [inf_eff, -w_out / 2],\n",
    "        [L_t, -w_out / 2],\n",
    "        [0, -w_in / 2],\n",
    "        [-inf_eff, -w_in / 2],\n",
    "    ]\n",
    "\n",
    "    # construct the taper structure using a PolySlab\n",
    "    linear_taper = td.Structure(\n",
    "        geometry=td.PolySlab(vertices=vertices, axis=2, slab_bounds=(0, t_wg)),\n",
    "        medium=si,\n",
    "    )\n",
    "\n",
    "    # add a mode source that launches the TE0 mode at the input waveguide\n",
    "    mode_source = td.ModeSource(\n",
    "        center=(-lda0 / 2, 0, t_wg / 2),\n",
    "        size=(0, 1.2 * w_in, 6 * t_wg),\n",
    "        source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "        direction=\"+\",\n",
    "        mode_spec=td.ModeSpec(num_modes=1, target_neff=n_si),\n",
    "        mode_index=0,\n",
    "    )\n",
    "\n",
    "    # add a field monitor to visualize the field distribution at z=t_wg/2\n",
    "    field_monitor = td.FieldMonitor(\n",
    "        center=(0, 0, t_wg / 2), size=(td.inf, td.inf, 0), freqs=[freq0], name=\"field\"\n",
    "    )\n",
    "\n",
    "    # add a flux monitor to measure transmission to the output waveguide\n",
    "    flux_monitor = td.FluxMonitor(\n",
    "        center=(lda0 / 2 + L_t, 0, t_wg / 2),\n",
    "        size=(0, 2 * w_out, 6 * t_wg),\n",
    "        freqs=freqs,\n",
    "        name=\"flux\",\n",
    "    )\n",
    "\n",
    "    # define simulation domain size\n",
    "    Lx = L_t + 2 * lda0\n",
    "    Ly = w_in + 2 * lda0\n",
    "    Lz = t_wg + 1.5 * lda0\n",
    "    sim_size = (Lx, Ly, Lz)\n",
    "\n",
    "    run_time = 3e-12  # run time of the simulation\n",
    "\n",
    "    # define simulation\n",
    "    sim = td.Simulation(\n",
    "        center=(L_t / 2, 0, t_wg),\n",
    "        size=sim_size,\n",
    "        grid_spec=td.GridSpec.auto(min_steps_per_wvl=20, wavelength=lda0),\n",
    "        structures=[linear_taper, sub],\n",
    "        sources=[mode_source],\n",
    "        monitors=[field_monitor, flux_monitor],\n",
    "        run_time=run_time,\n",
    "        boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),  # pml is used in all boundaries\n",
    "        symmetry=(0, -1, 0),\n",
    "    )  # a pec symmetry plane at y=0 can be used to reduce the grid points of the simulation\n",
    "    return sim"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1e504189",
   "metadata": {},
   "source": [
    "With the `linear_taper_sim` function defined, we can use it to construct a simulation batch. We aim to simulate taper lengths of 10 $\\mu m$, 20 $\\mu m$, 50 $\\mu m$, and 100 $\\mu m$.\n",
    "\n",
    "To visually verify the simulation setup, we can take a simulation from the batch and use the `plot` method."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "d479a55f",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "L_ts = np.array([10, 20, 50, 100])  # taper lengths to be simulated\n",
    "sims = {f\"L_t={L_t}\": linear_taper_sim(L_t) for L_t in L_ts}  # make a simulation batch\n",
    "sim = sims[\"L_t=20\"]  # take one simulation (L_t=20) from the batch\n",
    "sim.plot(z=t_wg / 2)  # visualize the simulation setup\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2bde659d",
   "metadata": {},
   "source": [
    "Submit the simulation batch to the server."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "7fc0413c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e5b2b3ba997c4d25b58fe5c24c981356",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:43:47 CEST </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:43:47 CEST\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m4\u001b[0m tasks.                      \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:43:52 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.534</span> for the whole batch.               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:43:52 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m3.534\u001b[0m for the whole batch.               \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after   \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>the Batch has completed.                                          \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[0mthe Batch has completed.                                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "544411a7053f404f96e25afbc41b9605",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:45:34 CEST </span>Batch complete.                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:45:34 CEST\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "872aac1ba3b34baeb48fea9c80dc42e7",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "batch = web.Batch(simulations=sims, verbose=True)\n",
    "batch_results = batch.run(path_dir=\"data\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3cb1bfcd",
   "metadata": {},
   "source": [
    "After the batch simulation is complete, we can see how the loss scales with the taper length. From the results, we can see that a 10 $\\mu m$ taper has an insertion loss of ~-6 dB and a 20 $\\mu m$ taper has an insertion loss of ~-3 dB. To achieve low loss, the taper needs to be longer than 50 $\\mu m$, which is not sufficiently compact for many applications."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "44ccfc5f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# using a for loop to plot the insertion losses at different taper lengths\n",
    "for i, L_t in enumerate(L_ts):\n",
    "    sim_data = batch_results[f\"L_t={L_t}\"]\n",
    "    T = sim_data[\"flux\"].flux\n",
    "    plt.plot(ldas, 10 * np.log10(T), label=rf\"{L_t} $\\mu m$ taper\")\n",
    "\n",
    "plt.title(\"Insertion loss for different linear taper lengths\")\n",
    "plt.ylim(-10, 0)\n",
    "plt.xlabel(r\"Wavelength ($\\mu m$)\")\n",
    "plt.ylabel(\"Insertion loss (dB)\")\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "55b56a24",
   "metadata": {},
   "source": [
    "The field distributions can also be plotted. From the field distributions, we can see the leakage of energy at the abrupt changes where the taper meets the straight waveguide. This leakage is reduced for longer tapers and thus the insertion loss is smaller."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "d0d71e4d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f, ax = plt.subplots(2, 2, tight_layout=True, figsize=(8, 8))\n",
    "for i, L_t in enumerate(L_ts):\n",
    "    sim_data = batch_results[f\"L_t={L_t}\"]\n",
    "    sim_data.plot_field(\n",
    "        field_monitor_name=\"field\",\n",
    "        field_name=\"Ey\",\n",
    "        f=freq0,\n",
    "        ax=ax[i // 2, i % 2],\n",
    "        vmin=-50,\n",
    "        vmax=50,\n",
    "    )\n",
    "    ax[i // 2, i % 2].set_xlim(L_t - 5 * lda0, L_t + lda0)\n",
    "    ax[i // 2, i % 2].set_title(rf\"{L_t} $\\mu m$ taper\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d905557e",
   "metadata": {},
   "source": [
    "## Luneburg Lens Size Converter"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0d6f353c",
   "metadata": {},
   "source": [
    "Besides adiabatic tapers, there are many novel size converter designs that can achieve both compactness and low loss. The first example is a taper design based on the principle of a Luneburg lens, which we will demonstrate here. \n",
    "\n",
    "A Luneburg lens is a spherical graded index lens where its refractive index varies with positions. The most common Luneburg lens employees a refractive index profile of $n(r)=\\sqrt{2-(\\frac{r}{R})^2}$, where $r$ is the distance to the center of the lens and $R$ is the radius of the lens. The result of the graded index is that light propagating parallel to the lens will be focused on the edge of the lens.\n",
    "\n",
    "On the other hand, waveguides with different thicknesses have different effective indices. By applying the same principle of a classical Luneburg lens, we can design a spherical waveguide region where the thickness of the waveguide varies such that the effective index follows that of a Luneburg lens. Consequently, the incident light from the input waveguide can be focused into the output waveguide and we achieve a low loss while having a small device footprint. The device design is adapted from [S Hadi Badri and M M Gilarlue 2019 J. Opt. 21 125802](https://iopscience.iop.org/article/10.1088/2040-8986/ab4fa3).\n",
    "\n",
    "To use this design, we first need to obtain the relationship between the effective index and the waveguide thickness. Here, we ignore the effect of finite waveguide width and only consider the effective index of a slab waveguide. This will leave room for further optimization, which is another topic that we will not cover in this example notebook. We will first use the [ModeSolver](../notebooks/ModeSolver.html) to solve for the effective index. Note that the effective index here is that of the waveguide, not to be confused with the effective index used in a 2.5D simulation. The simulation here will be performed in full 3D.\n",
    "\n",
    "<img src=\"img/luneburg_lens_taper.png\" width=\"400\" alt=\"Schematic of the Luneburg lens converter\">"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "aa89280d",
   "metadata": {},
   "outputs": [],
   "source": [
    "t_slabs = np.linspace(t_wg, 0.4, 30)  # range of slab waveguide thickness\n",
    "n_eff = np.zeros(len(t_slabs))  # effective index of the slab waveguide\n",
    "\n",
    "for i, t_slab in enumerate(t_slabs):\n",
    "    # build the slab\n",
    "    slab = td.Structure(\n",
    "        geometry=td.Box.from_bounds(rmin=(-inf_eff, -inf_eff, 0), rmax=(inf_eff, inf_eff, t_slab)),\n",
    "        medium=si,\n",
    "    )\n",
    "\n",
    "    # define simulation domain size\n",
    "    Lx = lda0\n",
    "    Ly = 0\n",
    "    Lz = 10 * t_slab\n",
    "    sim_size = (Lx, Ly, Lz)\n",
    "\n",
    "    # define simulation\n",
    "    sim = td.Simulation(\n",
    "        center=(0, 0, t_slab / 2),\n",
    "        size=sim_size,\n",
    "        grid_spec=td.GridSpec.auto(min_steps_per_wvl=50, wavelength=lda0),\n",
    "        structures=[slab, sub],\n",
    "        sources=[],  # for mode solver, no source or monitor is needed\n",
    "        monitors=[],\n",
    "        run_time=1e-15,\n",
    "        boundary_spec=td.BoundarySpec.pml(z=True),\n",
    "    )  # pml is applied in z direction and\n",
    "    # periodic condition is applied in other directions\n",
    "\n",
    "    # define a mode solver\n",
    "    mode_solver = ModeSolver(\n",
    "        simulation=sim,\n",
    "        plane=td.Box(center=(0, 0, t_slab / 2), size=(Lx, 0, Lz)),\n",
    "        mode_spec=td.ModeSpec(num_modes=1, target_neff=n_si),\n",
    "        freqs=[freq0],\n",
    "    )\n",
    "    # solve for the mode\n",
    "    mode_data = mode_solver.solve()\n",
    "\n",
    "    # add the effective index to the n_eff array\n",
    "    n_eff[i] = np.array(mode_data.n_eff.item())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "80d5367c",
   "metadata": {},
   "source": [
    "To order to obtain the waveguide thickness given an effective index, we perform a polynomial fitting using `Numpy`'s `polyfit` method to the effective index obtained from the previous step."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "dfcd51c1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "coefs = np.polyfit(n_eff, t_slabs, 3)\n",
    "t_fit = np.poly1d(coefs)\n",
    "plt.scatter(n_eff, t_slabs, label=\"Simulated results\")\n",
    "plt.plot(n_eff, t_fit(n_eff), label=\"Polynomial fit\")\n",
    "plt.xlabel(\"Effective index\")\n",
    "plt.ylabel(r\"Waveguide thickness ($\\mu m$)\")\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8cb3d5f6",
   "metadata": {},
   "source": [
    "We will construct a circular Luneburg lens region where the height of the Si layer changes gradually such that the local effective index follows $n(r)=n_{edge}\\sqrt{2-(\\frac{r}{R})^2}$, where $n_{edge}$ is the effective index at the edge of the circle. To minimize impedance mismatch at the interface between the input/output waveguides and the Luneburg lens, the edge of the Luneburg lens will have the same thickness as the waveguides."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "29900fae",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "n_edge = n_eff[0]  # effective index at the edge of the luneburg lens\n",
    "L_a = 11  # diameter of the luneburg lens region\n",
    "R_lens = L_a / 2  # radius of the luneburg lens\n",
    "r = np.linspace(0, R_lens, 100)  # distance to the center of the luneburg lens\n",
    "n_lens = n_edge * np.sqrt(2 - (r / R_lens) ** 2)  # effective index of the luneburg lens\n",
    "t_lens = t_fit(n_lens)  # thickness of the luneburg lens\n",
    "t_lens[-1] = t_wg  # make sure the edge thickness is the same as the waveguide thickness\n",
    "\n",
    "# plot the thickness profile of the luneburg lens\n",
    "plt.plot(r, t_lens)\n",
    "plt.xlabel(r\"Distance to the center of the lens ($\\mu m$)\")\n",
    "plt.ylabel(r\"Si thickness ($\\mu m$)\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c4dc99d6",
   "metadata": {},
   "source": [
    "From the above thickness profile, we can construct the Luneburg lens structure using a series of [Cylinders](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Cylinder.html?highlight=cylinder). The radius and length of each cylinder follows the above plot. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "aeb13295",
   "metadata": {},
   "outputs": [],
   "source": [
    "lens = []\n",
    "for i in range(len(r)):\n",
    "    lens.append(\n",
    "        td.Structure(\n",
    "            geometry=td.Cylinder(center=(0, 0, t_lens[i] / 2), radius=r[i], length=t_lens[i]),\n",
    "            medium=si,\n",
    "        )\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "34ca9a8f",
   "metadata": {},
   "source": [
    "Build the input and output waveguides."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "dc1301a0",
   "metadata": {},
   "outputs": [],
   "source": [
    "wg_in = td.Structure(\n",
    "    geometry=td.Box.from_bounds(rmin=(-inf_eff, -w_in / 2, 0), rmax=(0, w_in / 2, t_wg)),\n",
    "    medium=si,\n",
    ")\n",
    "wg_out = td.Structure(\n",
    "    geometry=td.Box.from_bounds(rmin=(0, -w_out / 2, 0), rmax=(inf_eff, w_out / 2, t_wg)),\n",
    "    medium=si,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "c50e9c35",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# define the simulation domain size\n",
    "Lx = L_a + 2 * lda0\n",
    "Ly = L_a + 3 * lda0\n",
    "Lz = t_wg + 1.5 * lda0\n",
    "sim_size = (Lx, Ly, Lz)\n",
    "\n",
    "# add a mode source that launches the TE0 mode at the input waveguide\n",
    "mode_source = td.ModeSource(\n",
    "    center=(-lda0 / 2 - R_lens, 0, t_wg / 2),\n",
    "    size=(0, 2 * w_in, 6 * t_wg),\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=freq0 / 10),\n",
    "    direction=\"+\",\n",
    "    mode_spec=td.ModeSpec(num_modes=1, target_neff=n_si),\n",
    "    mode_index=0,\n",
    ")\n",
    "\n",
    "# add a field monitor to visualize the field distribution at z=t_wg/2\n",
    "field_monitor = td.FieldMonitor(\n",
    "    center=(0, 0, t_wg / 2), size=(td.inf, td.inf, 0), freqs=[freq0], name=\"field\"\n",
    ")\n",
    "\n",
    "# add a flux monitor to measure transmission to the output waveguide\n",
    "flux_monitor = td.FluxMonitor(\n",
    "    center=(lda0 / 2 + R_lens, 0, t_wg / 2),\n",
    "    size=(0, 4 * w_out, 6 * t_wg),\n",
    "    freqs=freqs,\n",
    "    name=\"flux\",\n",
    ")\n",
    "\n",
    "run_time = 2e-12  # simulation run time\n",
    "\n",
    "# define simulation\n",
    "sim = td.Simulation(\n",
    "    center=(0, 0, t_wg / 2),\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=20, wavelength=lda0),\n",
    "    structures=lens + [wg_in, wg_out, sub],\n",
    "    sources=[mode_source],\n",
    "    monitors=[field_monitor, flux_monitor],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    "    symmetry=(0, -1, 0),\n",
    ")\n",
    "\n",
    "# visualize the simulation setup\n",
    "sim.plot(z=t_wg / 4)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5e61baa3",
   "metadata": {},
   "source": [
    "Submit the simulation to the server."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "688ed54e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:47:35 CEST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'luneburg_lens_taper'</span> with task_id                   \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-c84fe186-0b37-4dcf-8319-badff18c95b5'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:47:35 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'luneburg_lens_taper'\u001b[0m with task_id                   \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'fdve-c84fe186-0b37-4dcf-8319-badff18c95b5'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>View task using web UI at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">37-4dcf-8319-badff18c95b5'</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=736682;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=902973;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=736682;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=863515;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=736682;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[32m-c84fe186-0b\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=736682;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[32m37-4dcf-8319-badff18c95b5'\u001b[0m\u001b]8;;\u001b\\.                                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" 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=161483;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "150843919b9343399a9dd857274b0294",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:47:38 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.597</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;36m12:47:38 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.597\u001b[0m. Minimum cost depends on task      \n",
       "\u001b[2;36m              \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed \n",
       "\u001b[2;36m              \u001b[0mFlexCredit cost after a simulation run.                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:47:40 CEST </span>status = queued                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:47:40 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>To cancel the simulation, use <span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or             \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete the task in the web UI.     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>Terminating the Python script will not stop the job running on the\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>cloud.                                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or             \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.     \n",
       "\u001b[2;36m              \u001b[0mTerminating the Python script will not stop the job running on the\n",
       "\u001b[2;36m              \u001b[0mcloud.                                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "1e27335a01c44b26817e08e4fa370f01",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:47:51 CEST </span>starting up solver                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:47:51 CEST\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:47:52 CEST </span>running solver                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:47:52 CEST\u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e25382a76eb4488d9135b05b14458e52",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:48:49 CEST </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">96</span>%, exiting.                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:48:49 CEST\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m96\u001b[0m%, exiting.                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:48:50 CEST </span>status = postprocess                                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:48:50 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "9e35afd3580e4084ac101a824d9899a9",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:48:54 CEST </span>status = success                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:48:54 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:48:56 CEST </span>View simulation result at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">37-4dcf-8319-badff18c95b5'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:48:56 CEST\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                         \n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=599652;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=255179;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=599652;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=873413;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=599652;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[4;34m-c84fe186-0b\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=599652;https://tidy3d.simulation.cloud/workbench?taskId=fdve-c84fe186-0b37-4dcf-8319-badff18c95b5\u001b\\\u001b[4;34m37-4dcf-8319-badff18c95b5'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5a9c8b0e007548bc81d30b5c8d2a3836",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:49:05 CEST </span>loading simulation from data/simulation_data.hdf5                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:49:05 CEST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data.hdf5                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim, task_name=\"luneburg_lens_taper\", verbose=True)\n",
    "sim_data = job.run(path=\"data/simulation_data.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "96585808",
   "metadata": {},
   "source": [
    "After the simulation is complete, we can visualize the field distribution. In the Luneburg lens region, the wave front converges into a focus and the coupling to the output waveguide is efficient."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "1855adf3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data.plot_field(field_monitor_name=\"field\", field_name=\"Ey\", vmin=-50, vmax=50)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9be095ca",
   "metadata": {},
   "source": [
    "More importantly, we need to quantitatively examine the insertion loss and compare that to a linear taper. The Luneburg lens is only about 10 $\\mu m$ in length. Here, we plot the insertion loss of the Luneburg lens size converter to a 50 $\\mu m$ linear taper. From the plot, we can see that the Luneburg lens outperforms the 50 $\\mu m$ linear taper while being only 1/5 in size."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "874a5943",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "T_luneburg = sim_data[\"flux\"].flux  # transmission of the luneburg lens\n",
    "sim_data_linear = batch_results[\"L_t=50\"]  # simulation of the 50 um linear taper\n",
    "T_linear = sim_data_linear[\"flux\"].flux  # transmission of the linear taper\n",
    "\n",
    "# plotting the insertion loss of the luneburg lens and the linear taper\n",
    "plt.plot(ldas, 10 * np.log10(T_luneburg), label=\"Luneburg lens taper\")\n",
    "plt.plot(ldas, 10 * np.log10(T_linear), label=r\"50 $\\mu m$ linear taper\")\n",
    "plt.title(\"Comparison between Luneburg lens and linear tapers\")\n",
    "plt.ylim(-3, 0)\n",
    "plt.xlabel(r\"Wavelength ($\\mu m$)\")\n",
    "plt.ylabel(\"Insertion loss (dB)\")\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "18fa3948",
   "metadata": {},
   "source": [
    "## Semi-lens Beam Expander "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "54e7ae80",
   "metadata": {},
   "source": [
    "The Luneburg lens design introduced in the previous section requires a more complicated fabrication since the thickness of the Si layer needs to vary gradually. This is not desirable in many cases. There are a number of other designs that circumvent this issue. One such example is introduced in [Siamak Abbaslou, Robert Gatdula, Ming Lu, Aaron Stein, and Wei Jiang, \"Ultra-short beam expander with segmented curvature control: the emergence of a semi-lens,\" Opt. Lett. 42, 4383-4386 (2017)](https://opg.optica.org/ol/abstract.cfm?uri=ol-42-21-4383), where a compact waveguide taper is segmented into 6 segments and the particle swarm optimization algorithm is used to optimize the shape of each segment. The result of the optimization is a semi-lens structure that also outperforms the conventional adiabatic taper of the same length by a great margin. \n",
    "\n",
    "In the previous models, the input waveguide is wider than the output waveguide. In this case, we model a beam expander so the output waveguide is 9 $\\mu m$ wide and the input waveguide is 450 nm wide. \n",
    "\n",
    "<img src=\"img/semi_lens_taper.png\" width=\"400\" alt=\"Schematic of the semi-lens converter\">"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "4aafe94a",
   "metadata": {},
   "outputs": [],
   "source": [
    "t_wg = 0.26  # thickness of the waveguide\n",
    "w_0 = 0.45  # width of the input waveguide\n",
    "w_6 = 9  # width of the output waveguide\n",
    "\n",
    "# optimized design parameters\n",
    "m_i = [3, 1.1, 0.01, 3, 0.32, 2.55]\n",
    "w_i = [w_0, 1.7, 3.3, 9.06, 10, 3.19, w_6]\n",
    "L_i = [1, 3.61, 0.05, 0.7, 3.11, 1.03]\n",
    "\n",
    "L_tot = np.sum(L_i)  # total length of the device"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5d0141c0",
   "metadata": {},
   "source": [
    "The width of each segment of the device is described by $w(x_i)=(w_i-w_{i+1})|\\frac{x_i-L_i}{L_i}|^{m_i}$, where $i=1,2,...,6$, $w_i$ is the width at the beginning of each segment, $L_i$ is the length of each segment, and $m_i$ is the curvature of each segment. The optimized values of $w_i$, $L_i$, and $m_i$ are listed above.\n",
    "\n",
    "The structure of the device will be constructed using a series of [PolySlabs](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PolySlab.html?highlight=polyslab). The vertices are calculated from the above equation and the optimized parameters."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "a7a76f40",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "X = np.array([-inf_eff])  # x coordinate of the vertices\n",
    "Y = np.array([w_0 / 2])  # y coordinate of the vertices\n",
    "\n",
    "# obtain the vertices in the upper half of each segment\n",
    "for i in range(6):\n",
    "    if i == 0:\n",
    "        x = np.linspace(0, L_i[0], 60)\n",
    "    else:\n",
    "        x = np.linspace(np.sum(L_i[0:i]), np.sum(L_i[0 : i + 1]), 60)\n",
    "    x_i = x - np.sum(L_i[0:i])\n",
    "    y = (w_i[i] - w_i[i + 1]) * np.abs((x_i - L_i[i]) / L_i[i]) ** m_i[i] + w_i[i + 1]\n",
    "    X = np.append(X, x)\n",
    "    Y = np.append(Y, y / 2)\n",
    "    plt.plot(x, y / 2)\n",
    "    plt.plot(x, -y / 2)\n",
    "\n",
    "plt.title(\"vertices of the semi-lens structure\")\n",
    "\n",
    "# obtain the vertices in the lower half of the structure\n",
    "X = np.append(X, inf_eff)\n",
    "X = np.concatenate((X, np.flipud(X)))\n",
    "Y = np.append(Y, w_6 / 2)\n",
    "Y = np.concatenate((Y, -np.flipud(Y)))\n",
    "\n",
    "vertices = np.transpose(np.vstack((X, Y)))\n",
    "\n",
    "# construct the semi-lens structure using the above vertices\n",
    "semi_lens = td.Structure(\n",
    "    geometry=td.PolySlab(vertices=vertices, axis=2, slab_bounds=(0, t_wg)), medium=si\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c08344ce",
   "metadata": {},
   "source": [
    "The simulation will be defined in a similar way as previous simulations. Since in this model, the output waveguide supports higher order modes, we add an additional [ModeMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeMonitor.html) to investigate the mode composition at the output waveguide. Ideally, the fundamental TE mode should be dominant."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "e585a9ed",
   "metadata": {},
   "outputs": [],
   "source": [
    "# define the simulation domain size\n",
    "Lx = L_tot + 4 * lda0\n",
    "Ly = np.max(w_i) + 4 * lda0\n",
    "Lz = 10 * t_wg\n",
    "\n",
    "sim_size = (Lx, Ly, Lz)\n",
    "\n",
    "# add a mode source that launches the TE0 mode at the input waveguide\n",
    "mode_spec = td.ModeSpec(num_modes=5, target_neff=n_si)\n",
    "mode_source = td.ModeSource(\n",
    "    center=(-lda0, 0, t_wg / 2),\n",
    "    size=(0, 4 * w_0, 5 * t_wg),\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=freq0 / 10),\n",
    "    direction=\"+\",\n",
    "    mode_spec=mode_spec,\n",
    "    mode_index=0,\n",
    ")\n",
    "\n",
    "# add a field monitor to visualize the field distribution at z=t_wg/2\n",
    "field_monitor = td.FieldMonitor(\n",
    "    center=(0, 0, t_wg / 2), size=(td.inf, td.inf, 0), freqs=[freq0], name=\"field\"\n",
    ")\n",
    "\n",
    "# add a flux monitor to measure transmission to the output waveguide\n",
    "flux_monitor = td.FluxMonitor(\n",
    "    center=(L_tot + 2 * lda0, 0, t_wg / 2),\n",
    "    size=(0, 1.2 * w_6, 5 * t_wg),\n",
    "    freqs=freqs,\n",
    "    name=\"flux\",\n",
    ")\n",
    "\n",
    "# add a mode source to measure the mode composition at the output waveguide\n",
    "mode_monitor = td.ModeMonitor(\n",
    "    center=(L_tot + 2 * lda0, 0, t_wg / 2),\n",
    "    size=(0, 1.2 * w_6, 5 * t_wg),\n",
    "    freqs=freqs,\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"mode\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "ca27323f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# define simulation\n",
    "sim = td.Simulation(\n",
    "    center=(L_tot / 2 + lda0 / 2, 0, t_wg / 2),\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=20, wavelength=lda0),\n",
    "    structures=[semi_lens, sub],\n",
    "    sources=[mode_source],\n",
    "    monitors=[field_monitor, flux_monitor, mode_monitor],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    "    symmetry=(0, -1, 0),\n",
    ")\n",
    "\n",
    "# visualize the simulation setup\n",
    "sim.plot(z=t_wg / 2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "537857f5",
   "metadata": {},
   "source": [
    "Submit the simulation to the server."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "4e4f954a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:49:11 CEST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'semi_lens_beam_expander'</span> with task_id               \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:49:11 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'semi_lens_beam_expander'\u001b[0m with task_id               \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>View task using web UI at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">49-4708-b54d-f1fc819fc9e3'</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=76168;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=830516;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=76168;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=409501;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=76168;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[32m-5689f1d1-3b\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=76168;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[32m49-4708-b54d-f1fc819fc9e3'\u001b[0m\u001b]8;;\u001b\\.                                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" 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=256334;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d94438f47ad14ee39255909b184a2676",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:49:13 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.293</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;36m12:49:13 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.293\u001b[0m. Minimum cost depends on task      \n",
       "\u001b[2;36m              \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed \n",
       "\u001b[2;36m              \u001b[0mFlexCredit cost after a simulation run.                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:49:14 CEST </span>status = queued                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:49:14 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>To cancel the simulation, use <span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or             \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete the task in the web UI.     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>Terminating the Python script will not stop the job running on the\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>cloud.                                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or             \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.     \n",
       "\u001b[2;36m              \u001b[0mTerminating the Python script will not stop the job running on the\n",
       "\u001b[2;36m              \u001b[0mcloud.                                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "cc71d2b6d3c4457fa47ede493d88d433",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:49:26 CEST </span>status = preprocess                                               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:49:26 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                               \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:49:31 CEST </span>starting up solver                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:49:31 CEST\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>running solver                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "96dfe6bb1f914a25bee548d0bed79805",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:49:52 CEST </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">44</span>%, exiting.                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:49:52 CEST\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m44\u001b[0m%, exiting.                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>status = postprocess                                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "802bbee3ce534be4b1bbf21c8e3660bb",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:49:59 CEST </span>status = success                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:49:59 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:50:01 CEST </span>View simulation result at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">49-4708-b54d-f1fc819fc9e3'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:50:01 CEST\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                         \n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=958103;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=193578;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=958103;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=267662;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=958103;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[4;34m-5689f1d1-3b\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=958103;https://tidy3d.simulation.cloud/workbench?taskId=fdve-5689f1d1-3b49-4708-b54d-f1fc819fc9e3\u001b\\\u001b[4;34m49-4708-b54d-f1fc819fc9e3'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7942159a79154c77b56f62d58bb4a8ec",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:50:05 CEST </span>loading simulation from data/simulation_data.hdf5                 \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:50:05 CEST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/simulation_data.hdf5                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim, task_name=\"semi_lens_beam_expander\", verbose=True)\n",
    "sim_data = job.run(path=\"data/simulation_data.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a900c63a",
   "metadata": {},
   "source": [
    "Plot the field distribution."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "f260899d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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82Z/9Gf7iL/4C9957Ly655BIcd9xxeO1rXwsA+OEPf4i3v/3teMUrXoGnPvWpEELgK1/5CjzPw6mnngpAp/H+8Y9/jJNPPhmHHHIIduzYgUsuuQQHHnjgjKGhcznub//2b/GNb3wDb33rW3HTTTfhhBNOgJQS99xzD77xjW/g+9//Po499lgcfvjheO9734sPfehDeP7zn4+/+qu/Qrlcxi9+8Qts3LgR27ZtA6BDMy+99FJ8+MMfxuGHH45169Y50WwaQRDg4x//ON7whjfgxBNPxKtf/WoXEnzooYfi7LPPXuhty+C5z30uVq1ahde97nV45zvfCcYYvvKVr3ScGI855hhcffXVOOecc3DcccdhaGgIL3vZyzq2+853vhM7d+7Eu9/9bnz961/PfHf00Ufj6KOPBrAwTcmBBx6Is846C//0T/+EOI5x3HHH4dprr8VPfvITXHnllRmXxnnnnYcrrrgCDz30UCavyoc//GEAmggAwFe+8hWn0zn//PMBaD3Rli1b8MpXvhJHHnkkOOe4/fbb8dWvfhWHHnoo3vWud83a15e//OV473vfi4mJCaxYsSLz3djYGF74whfitNNOw8TEBD772c9ieHgYd911F/7lX/4Fb3nLW+Y9NtPhhhtuwAknnNCm6SlQoC/Rk5ifAn2B3//+93T66afT2rVrqVwu01Oe8hQ688wzKQxDIkpCgjuFDRPpEOAjjzySgiCg9evX0xlnnEF79+513//2t7+lv/u7v6PDDjuMKpUKrV69ml7wghfQf//3f7t9brzxRnr5y19OGzdupFKpRBs3bqRXv/rVdN99983Y97keF0URffzjH6enP/3pVC6XadWqVXTMMcfQBz/4QRofH8/s+2//9m/0rGc9y+134okn0g033OC+Hx0dpZNPPpmGh4cJgAv/bA0Jtrj66qtde6tXr6bTTjuNHn300cw+r3vd62hwcLDt+t7//vfTXH6+P/vZz+g5z3kOVatV2rhxI7373e+m73//+239mZqaote85jW0cuVKAjBjePCJJ544bXjv+9///ln7NBuklPTRj36UDjnkECqVSvT0pz+dvvrVr7btZ8OlH3roocz26fqWHq+dO3fSm9/8ZjryyCNpcHCQSqUSHXHEEXTWWWfNOfx8+/bt5Ps+feUrX8lsP+SQQ+i0006jt771rTQ8PEyrV6+m888/n/7rv/6LhoeH6cUvfjERJc9Fa0j8dL8re8/T/RsbG6NSqURf/OIX59TnAgXyjqL2TYECBQosEG984xtx33334Sc/+Ynbduihh+Kkk05aluKMn/70p/GJT3wCDz74YNcjkwoU6AUKTUmBAgUKLBDvf//7XZbi5UYcx7joootw/vnnF4SkwD6DQlNSoECBAgvEwQcfnBG0LieCIMDDDz/ck3MXKLBUKCwlBQoUKFCgQIFcoNCUFChQoECBAgVygcJSUqBAgQIFChTIBQpSUqBAgQIFChTIBQqh6xyhlMLjjz+O4eHhovBVgQIFCvQYRITJyUls3LhxxuKcBfoLBSmZIx5//PHcFGgrUKBAgQIajzzyCA488MBedyMDvuapQDgOMfFEQZjmiYKUzBHDw8MAgPsfeMD9u0CBAgUK9AaTk5M44vDDc/c+vuOOO0B7fwv4ZVx55ZX427/92153qa9QRN/MERMTExgZGcHo9u1tdS4KFChQoMDyYmJiAhvWr8f4+Hhu3slEBG/FRrCBtWCVVZBP3IHGxC5UKpVed61vUFhKFgDWgcfREuhMOp1nIViKvll0q4/A0vbTopv9BZanz3NBv92HxSJ9vba/dlue+98Pv2mLJ9sz1Q1873vfAzX2wtv0IoAHwM5fY/Apz4d8/Be97lrfoHB2zRPT/VAZkft0C936IXe7X0uFpRjDpUav+7wU505fU6+ub7o+dOpL67Y89L9T//qBkBTvsYVDCIGTTz0NfMMzwbwSGGPwNh4Ltf3/w+7du3vdvb5BQUoKFChQoECBRaLylJMAJcHX/IHbxoc3gg2uxboj/6R3HeszFKRkCdAvq6InI4rx7A908z4RYz25791+DyzldSylFaIb7ebdNVer1SCf+CW8jceCcS/znbfxOKjd9+LBBx/sUe/6CwUpWULkydSYZ81LgfyjF5NBNybivE5ic8VyEaqlPsdiXWq9IpZzxYrDnw9WGgIbOaTtO1ZdBbbqKTji2C096Fn/oSAlS4zFTtyLPX6pfsxLSUjy/PKZDsvd5+X0r+fhfsyXoORhElvs+Ze7/70Ys9m0Q/2w8Nm+fTvUjv8FP+C4aRNrevs/GzTxKG677bZl7l3/oSAl+zCW0tS7FFiOl+JSRN/04kW+HMjDxN4JaYLS2r+89XmhfenlNeRtDPNOTjY+/USw4QPAB9dPuw8LBsDXPh2bX/RyFFk4ZkZBSpYYvTR7dxtL+XLotxBHYN+1juRtUpoNaYKS9wmsn5C35yCP9/Wee+6B2vMAvP2PmXVfvu4oUDiO//qv/1qGnvUvClJSoECBAgUKLAB/ePyLwdccAVYZmXVf5gXgG56FU175OsRxvAy960/kipRIKfG+970PmzZtQrVaxWGHHYYPfehDs5q7br75Zjz72c9GuVzG4Ycfjssvv7xtn89//vM49NBDUalUcPzxx+N//ud/lugqEvTKSrIU6HcNSbfzLiznvX2y6UcWiulylfQj8tTvpY78WQjyMD4//vGPQVOj4BueNedj+JqnAgAqTzlxqbrV98gVKfn4xz+OSy+9FJ/73Odw99134+Mf/zg+8YlP4LOf/ey0xzz00EM4+eST8YIXvAB33nknzjrrLPz93/89vv/977t9rr76apxzzjl4//vfj1/+8pf4oz/6I2zduhU7duxYjstaNhSEpB15TQQ1Fyz3pJqnSWe+mGmc+k04mWf0mpzk5f4ppXDSS04FX38UmD/3FPKMcXgbj4Ea/RUmJyfndc5LL70URx99NFasWIEVK1Zg8+bN+N73vue+bzabOPPMM7FmzRoMDQ3h1FNPxfbt2+d1jjwgV7VvXvrSl2L9+vX40pe+5LadeuqpqFar+OpXv9rxmPe85z247rrrcNddd7ltr3rVqzA2Nobrr78eAHD88cfjuOOOw+c+9zkA+oE66KCD8I53vAPnnnvunPpma99sHx2dU52FbmYxnAv6LcIGWB5C0k0s18u4Fy/efiYkwOLGLO/PYT/cm148s+OTkz2rfXP11VfjVX/7d/CfdioYn1+1FiKCfOB7YEMbIEfvnPNx3/72t+F5Ho444ggQEa644gr80z/9E371q1/h6U9/Os444wxcd911uPzyyzEyMoK3v/3t4JzjZz/72TyvrrfIlaXkuc99Lm688Ubcd999AID/9//+H37605/iJS95ybTH3HLLLdiyJRv/vXXrVtxyyy0AgCiKcMcdd2T24Zxjy5Ytbp/5YC4viF6E8nUbBSHJYrlcTHlZCT6ZsJRWlG4lDsv7czFTRNS+hjAM8arT/x7ehmfPm5AAAGMMfONxUDt/jccff3zOx73sZS/Dn//5n+OII47AU5/6VHzkIx/B0NAQbr31VoyPj+NLX/oSLrroIrzwhS/EMcccgy9/+cv4+c9/jltvvXXefewlclWQ79xzz8XExASOPPJIeJ4HKSU+8pGP4LTTTpv2mNHRUaxfnw3FWr9+PSYmJtBoNLB3715IKTvuc88990zbbhiGCMPQ/T0xMTGnaygIyezolwKBFv2meZkv+n0S6ebYpdvK27gwotz1aTq09jPvpGo+GHjKnwA8AFt92ILb4INroVYciAOPOglq933zPl5KiWuuuQa1Wg2bN2/GHXfcgTiOM4vvI488EgcffDBuueUWPOc5z1lwX5cbubKUfOMb38CVV16Jq666Cr/85S9xxRVX4J//+Z9xxRVXLHtftm3bhpGREfc56KCDZj2m3wnJUq/IlnoV1Y+EpB9WwU9W5FGHkrf+zBX7ihWl0WhAbb9Tp5Nni5s+vf2PBe39LX7zm99gYmIi80kviNP43//9XwwNDaFcLuOtb30rvvnNb+IP//APMTo6ilKphJUrV2b2X79+PUZHRxfVz+VGrkjJP/zDP+Dcc8/Fq171Khx11FH427/9W5x99tnYtm3btMds2LChTcyzfft2rFixAtVqFfvttx88z+u4z4YNG6Zt97zzzsP4+Lj7PPLII4u7uAIFChQo0Neo1WqAjMCGpp875gpWHgaCAXziE5/ILIBHRkamnfP+4A/+AHfeeSduu+02nHHGGXjd616H3/zmN4vuS56QK/dNvV4H51me5HkelFLTHrN582Z897vfzWy74YYbsHnzZgBAqVTCMcccgxtvvBGnnHIKAC10vfHGG/H2t7992nbL5TLK5fKc+96PbpTlPFe/aUiWGv3W3yc7FuLWWcp7nPcCdTMh3ed+/R0w7rUV3ltYQwyvec1r8JnPfCazebq5p1Qq4fDDDwcAHHPMMfjFL36Biy++GK985SsRRRHGxsYy1pLZFt95RK4sJS972cvwkY98BNdddx1+97vf4Zvf/CYuuugi/OVf/qXb57zzzsPpp5/u/n7rW9+K3/72t3j3u9+Ne+65B5dccgm+8Y1v4Oyzz3b7nHPOOfjCF76AK664AnfffTfOOOMM1Go1vOENb1jW68srCkLSGf0YYv1kQy/GMk8ulLz0Y6HYF1w6i0WpVHJhvvYz1wWxUgphGOKYY45BEAS48cYb3Xf33nsvHn74YbdA7xfkylLy2c9+Fu973/vwtre9DTt27MDGjRvxlre8BRdccIHb54knnsDDDz/s/t60aROuu+46nH322bj44otx4IEH4otf/CK2bt3q9nnlK1+JnTt34oILLsDo6Cie+cxn4vrrr28Tvy4U/Wwl6eccJEBBSAr0DnkRnvaz1cTClgjoF3TNUjIPnHfeeXjJS16Cgw8+GJOTk7jqqqtw88034/vf/z5GRkbwxje+Eeeccw5Wr16NFStW4B3veAc2b97cVyJXIGd5SvIMm6dkdPt2jAwPZ75bCsHpXLDY8xaEZHr06p72Av06meVlTGcavyLnzPwx1zHrRZ6SXbt2Ye3atSgf++YFhQO3Ivx/X8UPr/8WTjrppFn3feMb34gbb7wRTzzxBEZGRnD00UfjPe95D/70T/8UgE6e9n/+z//B1772NYRhiK1bt+KSSy7pO/dNriwl/YheTl4LXan1u7tmqdHN/udl4pwO/Xqv8jSuM/0Oe2EByIsFZ6HoB6tJ9ywlc79P6aSinVCpVPD5z38en//85xfbqZ4iV5qSAgUKFChQoMCTF4WlJEdYjtVBP7k8+h15X+0tdymEJyt6ZS2x5+5H5N1awrxuRd8svol9DQUpWQDsDyYPZv659qNw2cwN3biOvL5M86xB2tdhx74gJ3NHr8ZsLuA9cN88WVCQkgUiD4Qkffx0/VmOH3Q/vvCWCnl5gT6ZhLq9xnzGupfkpF9/p3m0mvQi+ubJgoKU9Bjd+rEVKv/Fo18tCf2aB+bJjMKlMz/kkZgUWBoUpKSH6OcfWT++2GZCvxGSfW38+xWLuQ+FS2d+yBMxYazQlCwVClIyT/SzZaNbyMPLrFvj108akjyMe14x29jk+fdWuHT6D4xzML744FVWsJI2FKSkQIECBQoUmAcKTcnSoSAlPUCeV20zYV9bVfWLlWRfG/duYy7j02mfxd67bt+XXlhM+tWVU2DfRUFKlhkFIckH+uV6+qWfvUI3NB1Avn6XBTmZHnnRlWj3TRESvBQoSMkyIg8/pvkijy+pvKxwi9wvvUU3xyePBKWI0Jkeve5f19w3+R7mnqAgJcuEvLzo5ope/+iXCv1yXf3Sz15hKccnT0m7eh2hk+5DXpC3/hToLgpSsgzope5gPufuhx/7YsayH64P6J9+9grLNT4FOUHmnMVzmYB5HphXCF2XAgUpKVCgQIECBeaBXlQJfrKgICV9jtlWL/vS6iZPVpKlWrHm7X7lwUpg0auxmU7b0Ys8H4XFJB8oNCVLh4KULDH25cmr07UtVb/yREgKLD/yeg97NVEX5KTAvoqClCwhluKFkYcXQS9CFfOEfZlo5g39Mia9yo7ay6ihJzM56VaV4CKjazsKUrJEKAhJPs6VhzGbC/LYz321wOB8Mddx6PUkXaSrXz4UGV2XDgUp6RP0+kc/lxddN/uYRwsJsO+SzVYs5/jn8foXg7yQk3Rflhq9vublRvc0JU+O8ZoPFl9RqECBAgUKFChQoAsoLCVLgG6vTnq9+uhl4qbFIO8RN72+r63Y169vIVjMmOTBerDcVpMniyuncN8sHQpSkmP0+sfdi8RrTwZC0uv7mkZeUvbvy8gDOUmff6nJSV6udylRkJKlQ0FK5onZfmh5nVTni34mJN3GvkRInkzi4cWi289jXibr5SQnvb7WpUKRPG3pUJCSHKLXP+Re5j7oBvJIknp1TwuXTP7wZCIn+zIxKbA0KEhJF9Hvq9CF9L8b/c3j5J/HPs0FebU29RuWS38B7PvkZF8kJszjXal9s48NS1dQkJIcod8IST+fdyb0mwtuucZwX5tY8oK8VORdSnKyrxETxgr3zVKhCAkuUKBAgQIFCuQChaWkS+jnKIZ9xUqSJ1fSctzPPFqZ9gX0clzzYDVZKovJvmQtKaJvlg4FKckB+pWQLKbfBSFZHJ5MhGS5tVrTVQVebvSaoCzFOOwzxKSoErxkKEhJj7GvRGX08tyLHcN+E7X24t714jnt5nXOd4LPCzGxWM6K3K3nKIhJOzhn4Lwb19Df47AUKDQlXUCeXl5zQb/1dybkiZAsB/qtvwsBI1ryMNW5IO8Tpx2npX4miLFcJyMssG+hsJT0EP28+lxo3/NklcibxWY2PBle5Hm7xl5V3p0vlsPV022rST9bTBhnYF2xlBRoRe4sJY899hhe+9rXYs2aNahWqzjqqKNw++23z3jMzTffjGc/+9kol8s4/PDDcfnll7ft8/nPfx6HHnooKpUKjj/+ePzP//zPEl1BgQIFChTYl8EY686n1xeSQ+SKlOzduxcnnHACgiDA9773PfzmN7/BJz/5SaxatWraYx566CGcfPLJeMELXoA777wTZ511Fv7+7/8e3//+990+V199Nc455xy8//3vxy9/+Uv80R/9EbZu3YodO3Ysus95X0FZLIeZdy596BbytsIqrCSLR56v0bow8vbcdcJS/tb74fqXA1ZTsthPwUrakSv3zcc//nEcdNBB+PKXv+y2bdq0acZjLrvsMmzatAmf/OQnAQBPe9rT8NOf/hSf+tSnsHXrVgDARRddhDe96U14wxve4I657rrr8G//9m8499xzl+hqZkaR5XPhyFOkDbC093Jfu3fTYTmvc7H3q99cOt1+PrvpxulnF06BpUGuLCX/9V//hWOPPRaveMUrsG7dOjzrWc/CF77whRmPueWWW7Bly5bMtq1bt+KWW24BAERRhDvuuCOzD+ccW7ZscfssFHl/KQFL08eFvER6rWVJoyAk80cehKd5Qz9ZTrqNbl53P95/qylZ7KdAO3JFSn7729/i0ksvxRFHHIHvf//7OOOMM/DOd74TV1xxxbTHjI6OYv369Zlt69evx8TEBBqNBnbt2gUpZcd9RkdHp203DENMTExkPmn0ww+pH/o4HzxZCEkeXG37KpbinvUDOVmKZ+rJTEwKUrJ0yJX7RimFY489Fh/96EcBAM961rNw11134bLLLsPrXve6Ze3Ltm3b8MEPfnBZz9lN5MmnnJdChXkmJP3wUl4Kd0A/XPdckR6XvF5Xt90lecvnslzgjIHnnIj2K3JlKdl///3xh3/4h5ltT3va0/Dwww9Pe8yGDRuwffv2zLbt27djxYoVqFar2G+//eB5Xsd9NmzYMG275513HsbHx93nkUceWcAV9Qb72ksib6vQbk/KvbxfaQHnXFf86fwYve5/XtFpXPPyHOfVYlI8RwWAnJGSE044Affee29m23333YdDDjlk2mM2b96MG2+8MbPthhtuwObNmwEApVIJxxxzTGYfpRRuvPFGt08nlMtlrFixIvMpUKBAgQIFuuW+YTkhqnlCrkjJ2WefjVtvvRUf/ehH8cADD+Cqq67Cv/7rv+LMM890+5x33nk4/fTT3d9vfetb8dvf/hbvfve7cc899+CSSy7BN77xDZx99tlun3POOQdf+MIXcMUVV+Duu+/GGWecgVqt5qJx5os8M/ql7Fuv6m90A3kS2gLLayGZbtU+3bUsZGW/EOtJnn9HS4WZ7sVyWlXyai3pFxSakqVDrjQlxx13HL75zW/ivPPOw4UXXohNmzbh05/+NE477TS3zxNPPJFx52zatAnXXXcdzj77bFx88cU48MAD8cUvftGFAwPAK1/5SuzcuRMXXHABRkdH8cxnPhPXX399m/h1LsjzizSPhKRXBf+61Yc08taf6ZAXzUDrca39erLqEeaKpdaodFsj1I37WYQIF2BExVthLpiYmMDIyAi2j452xZWzFD+8fYmU5E1MmXdC0k+hya19XU6LUb8j78/Pci4AJiYmsGH9eoyPjy+be33Xrl1Yu3YtnvF/vgnulxbd3j3/8vf4/jevwkknnbT4zu0jyJWlpEA+sdwv84KQzA37wiQLLF8ysn1hFb5UY9WtsXmyWL8Y158C3UdBSnqAfnox9lNfW1EQku6dazkmmn4Iqc0LluKe5Im05akvnWBr1yy+ocU3sa+h4HoFChQoUKBAgVygsJQUmBZP9mibPPXFIs+rx26isJrMjqVw5XTDQvFkcOG4gnqLxJPj1zw/FKRkmdEvk0ovMqjmaWwKQpIf9EsBvF4hjyRgX4/EKUJ6lw6F+2YZkdcf2L6Gxb4MC0KST3Qjf0feJu9uIW/i8H0djC1/npJt27bhuOOOw/DwMNatW4dTTjmlLdlos9nEmWeeiTVr1mBoaAinnnpqWzbzvKMgJcuEfkqG1M8TYEFI5tk2ZT/9gDw/n52SyC1XOv5uJl3Li/uzUz+erKUNfvSjH+HMM8/ErbfeihtuuAFxHOPFL34xarWa2+fss8/Gt7/9bVxzzTX40Y9+hMcffxx/9Vd/1cNezx+F+2YZkOeXaCv6qa+tyAsh6Sbm26fpxqBTO512JQKWchi6magLWNg9Xyq3wHyy2C4p0eySO6fQl0yPrhXkm0cb119/febvyy+/HOvWrcMdd9yBP/mTP8H4+Di+9KUv4aqrrsILX/hCAMCXv/xlPO1pT8Ott96K5zznOYvv7zKgsJQsMfI40U2HfjYBLzZzbB6vvVd9mnf3SWU/y4heZBruBpZ6tZ8ni8m+0IdWdDPNfBRFmJiYyHzCMJy1D+Pj4wCA1atXAwDuuOMOxHGMLVu2uH2OPPJIHHzwwbjllluWYBSWBgUpKVCgQIECBXqEq666CiMjI5nPtm3bZjxGKYWzzjoLJ5xwAp7xjGcAAEZHR1EqlbBy5crMvuvXr8fo6OhSdb/rKNw3S4jlspLkxf9rkceVTSv6yYI1V8w27vMxx7e6caY1w8/TMrIUrpM8uAgWWx9oKZ7HPIxLnvrRTXQz+uY1r3kNPvOZz2S2lcvlGY8588wzcdddd+GnP/1pV/qQJxSkZImwL056ecVcXnj9dj9m6++M2o/piALjiyImcwapvsjB3U2CtNiJd6nIyb4emtsrdDNPSalUmlftnre//e34zne+gx//+Mc48MAD3fYNGzYgiiKMjY1lrCXbt2/Hhg0bFt3X5UL+3xx9iOX8AT+ZrSSz+eUXUgZ+tuiJXq/40lEyHSNmDCFhpDKf9Hf2WAtFlPm0nq8f0K/aklYs+zPWQz3QfGDHJC/3y6aZX+xnPtnTiAhvf/vb8c1vfhM//OEPsWnTpsz3xxxzDIIgwI033ui23XvvvXj44YexefPmbl36kqOwlHQZ/bai6GdCMhMWcl1z7f9sK8elMldP12SrRYN1mGAYAOpgvWglIXbboiMLemAtWei459ES0DMrzjT3bbH92RddOMuNM888E1dddRW+9a1vYXh42OlERkZGUK1WMTIygje+8Y0455xzsHr1aqxYsQLveMc7sHnz5r6JvAEKUtLXKH7knbGUhCS9/3ISk9am0mSCM6aJidtZGTNKipgwAuMAAQDzMm2km7ZtdIWYTIM8koB9HQUp6C56USX40ksvBQCcdNJJme1f/vKX8frXvx4A8KlPfQqcc5x66qkIwxBbt27FJZdcsrwdXSQKUtIlLPdLNm8vmLxYSZaDkMwVS5UevZVMSCIwAJxpE28UxYjCJqSQUEqBMYbh4SH4AXNvUkXkjlfmH5zpNvuZLuxr1hKgB9bXnGqC8vTO65amZD6gOVx/pVLB5z//eXz+859fhh4tDQpS8iRGP+YyWIpy7UuNbq5S04REpZocGxvD+N49mJqcBJQEI5k1r3AfK0ZGsGrNGqxYMQJiDIqyLzoFliEmi7aWzDC55ZUE5K1PwNz61fp4ddp9sW6cwoWTQFtK8ves7AsoSEkX0I9Wkjy+fGfDUuhIlgvzfSHPNAFYQkJEqNfreOThh9FsNsCZyTRJElBaV8JAIGP7GB8fw9jEBDj3sGLlSqxctRrVgUHXLgc5YjK3i1qcMHKpSMBiJr+8EpP5YsGRUwUK9BgFKZknWl9Y/UhIuom89Wc+WGwW2IUcs1Biwlh2NUxE2LN7Nx559BGQNZkwc01GT6KtJQqMcb3wZQwAg5ISe3bvwp7du1AulTGyejVWrVoNPyjBW+aJLI8kYCF9WurfwYwkdY4C6Hkjp26cXMBGz3ShnQJZFKRkEehXQtKPbpvZkLeJrVtoJSYcDJIIe3fvwqOPPgJS2mrSat1goETwCkNMUmpYe+eaUYhw9AnsGh3FipEVWLlqNUZWrgTrRm2PPp7Q5kpMltt1Od/nvJWYZIhxjkOA845u5ikpkEVBShaAXkyAeSIAS4F+JXjzxUJcC2nBI2PA5Ng4Hn/00QX3QRlK4rrB9DZbdyN41MPq/fbDfvvt5zJLtvV5pgltnmQkj9YSYPZ+9ctvsnDldB/dzOhaIIuClPQBuhpaWlhJFt33nkRDAGDgCMMQj/zuIZN4xFpPpgHjALQJnpgH2ERyRDMmRRNCYMfoKHaMjmJkZARr1q7FyPBwYq6eIWPsQtFtYrLUlXLnVeAwdXw/Z1fNI3EssO+hICU5Rp4m/jS63a/iZdcBrcnPTEK0R373WygZgzFPm347DR1jIPc910JXsw2UzUtim+DoHL48Pj6OsYkJlMtlrF2zBvutWQ3P8zqccw6EJJM3ZWEJumz3lvORyViqukRol/q33Ro51WYtSd0L1vKsdUqyt9zoJpFbCnicwSssJUuCgpTkEEudNyNP6De3zbL0dxpCsnvXbkxOTprZhcAZ1yHCLZoBgOtEaWS+MISEwKCQtZJYnYoTybakUrPXG4YhHn38cTw+Ooo1q1dj/dr9Zi0aNqdrXGDYaS9cEgt5dpb6eZkpqZ7990zaoFZCYre1EhNqITiZ/bt4iZ3GK4+hxN0iJTl8JfccBSnJEfL2w+uEXrqSOr2c8ki0FoVOhASAkhKPP/G4mxEYFLRDhzmNiD5ef0uMw5pStMtG60YylIMBniMkSY2cmVbKSins2rkTu3buxMqVK7F+3VoMDg2b4xbg5lhEPox+1krMOtHOYlXqhE4lA+x2l/U3NV4ZQtJCEjsRE2D6SJ8CBbqFgpTkBEtNSPa5yXsByD3pm0E8un3HDsSxaD0AYAycsveWTOiv3cVmb221kHhgJkqHjDUmITzEuCMzyUHZMRwbG8Pe8XEMDQ1hw4YNGB7OVjplbI6r3EWEni6YmCxg0l+Wtlrbs3/P0m6akHRyz7W6czoVacz8PQMhabXALPoemHN1ssbk9bVVuG+WDgUp6TFyP1GmkAfBbdonP9/qv4vFkhK7aQgJMQ5GCrV6o+MbOjMO9hLt5GGjbNCZkGixLIEp2WEWSM6lQE5zkuoZAE04pqam8MD9D6A6MIB169e7sukcrOOkkl6hu9V4y8Q7n/s73aQ4LSGax0Q8+8kViAiNRgNhGGay7C44pLjTs5DqW1uupBayALRxSQCaRDCXy0ZliGj2XIZsmAIvlCIfrTWXUrvPyYo5bThyy3lautKx7cnJyfa+LxO65r7pQl/2NRSkpIdYLkLSjck0D4Sk2230AgvTJZgJqeM1E5h9z7eSEySEJM05rECWkUoISYoUWCtJp4J9yTmteT/pU6Nex+8fegjbq1Ws37ABK1eu1MQESCKIOrinpiMmndCaRG7emCmUeYbzdxJeKikwun0Hdu3aBSFEx33ngvk+E3Nqv5O5pO18nc7byeo2Tbsd25zh2Gn2a9s/Fare6Ti7X61Wm7atpUbXLCV9+h5bShSkpEfoJwtJN9GvOV56YSUBkBAF7s+g9UisFgDa3S5IrTiNsJWlXTYZ94Nx/VBCaBhLW0vIEYtWYmItM/VGHb//3UPYOTCAjRs3YmR42O2fud5O+oUUMeiGtaQb6JTFOWw08OCDDyIMwwW1mb62+Qg5F0RI7DY2207p7Z3JSFq/xCktkG5tkyXXmGoyudZpWBMl53BuSdeVtososA+iICXLjOUmI3mykvQrIZkP5j05zoWQmPwi2pXTej3tEwIjfQwnI4JNrzjtf9LmE/cly1hJnKXdXFOGyGQaTES0jsSQrsvz4P33YcWgJieDA9Vsgwt0myzaWrJIhGGI++67z1hHpjEdANPO7/Yezky6Zmi3BdO1kyEQHUK+5xsKnHYHMrS69QjtbrkO49FBaJs+b/ocnd2G+YBfuG+WDAUpWUb0o3WkH/vcKyzlUElFxnrB3JtM3xttvdB/Jy/5NmJiwDHNqpzxjlYSILGuuImybWJLtAD2o+dIggeGyakp3HvvvVi1ciUO2H89SqUSXMo3pxHqHO2x7NaSFhdO67mllHjwwQc7EJLWdlr+PY02In2exRScnJ/GiuZMSFrbTVNglt7gdkhuQjrqC0A7gWkRVrvnyDRjMw2nLXTEOuTI6QE8VghdlwoFKVkmPNkn9362ksxLUDvDrvNK1Z46txMytpi1k4ksSxh0uDCgJ35Twya9aqeWVbIhJJ2sJC29ybp7OkxkVujJARCzJIqDkcTevXsxPj6OdWvXYP91a8E83+zZouWYg+h1OmvJUrlx7LkeffRRNJvNzAo3IVTTuBdmISTuHDMQk056oU4WGLKioXk8+gkhWfjATSuatefANJYPx3zbNy2lS26xKKJvlg69T923D0Obu6lnhGSxRKBw28zznF0mJPa41nYVSBMUmmZsjblCEw/zDLa4cYhxEPcAzgGu/00mGVvaSpJ0BC2rW0NOOgkcockJmVUyWSsMY1BKYXT7Tvz6vgewd3yG6Ik2QWz772i68U7vtphnrzUaZGJyErt37W7pV6vFofP5srqLTpqKuXRI/89Zvqj1y9QYGeuW/XRsjnFnobCE1H5a22SGUMw6mi1uwbRbj1yfWXY/Siw3lGomjdlIT4F9B7kmJR/72MfAGMNZZ501437XXHMNjjzySFQqFRx11FH47ne/m/meiHDBBRdg//33R7VaxZYtW3D//fcvYc/73zLSz4Skm+hp/1MTHmftE0yWmHQmJ5aYZDa7/U2mV6YJSXo3wyGST2tIZsv5bL944l1KJiKkVuNmPKMoxkO//z0efOh3iNryr6SuvwM5mQumJSYLzCOiiPD4Y4+19GWaVO3TdpEySepavmrva6d+mB3VtCeZZhHk7mE723Ri1A5f6/5K3W4LMUnuLZvW/ZMmuJakZndoH4t2QkJtf/f6/epx3pVPn78elwS5JSW/+MUv8C//8i84+uijZ9zv5z//OV796lfjjW98I371q1/hlFNOwSmnnIK77rrL7fOJT3wCn/nMZ3DZZZfhtttuw+DgILZu3Ypms9n1fufhBwMsbjLtd0KSh/FPY6FWErsvIwJHYu1oW/1SamKYq/4itSpuc40gISOcmZwm7kuWTOxuIqLkK3MMZ6mu2NVxOgTIYHxiAr+++16M7tgJmu6+tZCTjFhzhsvtxmNg2xgbG0OjXp9l7xbCmG2pMxnRX2X/Pw2c1WG6s7fl/ph9v7TuQ6YscMkOWatba5vTk6MsOt6LlmgsbZGZ5phOwuweghv3zWI/BdqRS1IyNTWF0047DV/4whewatWqGfe9+OKL8Wd/9mf4h3/4BzztaU/Dhz70ITz72c/G5z73OQDaSvLpT38a559/Pl7+8pfj6KOPxr//+7/j8ccfx7XXXtu1PueFjBToHpaEVM1ASOwquu2jBJjSwkpG2Ykha8pPERPGOs/YNMMHCeHxzMfWxQGQbZt72XMY8sKY8wglOVGQkCZKHWfdB4oUHnv8cdx3332ZhUJ6DNzYpSaw+WAx1hJFhB3bt3eegGeYLO3+mb5mJvn2fdOYlsQATqNh/0qHaU9rLZkGrS6WpN923AlQ9l5kdSEZl8w0z1zaUkLI3gvWQTwNIJOELo/oBiHxOJuLQ+xJh1ySkjPPPBMnn3wytmzZMuu+t9xyS9t+W7duxS233AIAeOihhzA6OprZZ2RkBMcff7zbZz5Ih/P1WjOyFCisJBrd6v9c+zPTBARSelJQEozktMTEumXsZJ/VDGRX8elP0gn9YcYq4z6pa7DEwpILa7a3fbJkxjqIsnqGrMvIndB8avU67r3nbuzasaONiLSRk2mgiLKZTbugL5mcnEStrhN1tVkSOvVhOoLRUZnb4pLppKVodb/N4ZHqlKtmpn5YbuUIhBPWUkIGW9w/dn+tG8oqVR1JMpvaSEYnYtLpOjJ/zMPCWKBvkbvom69//ev45S9/iV/84hdz2n90dBTr16/PbFu/fj1GR0fd93bbdPt0QhiGmcRIExMT7t95JyH9ruPYV9CV58RNBub/zIZWZIvxKRA4MRPBMV1bM3U2qznolHOiXTfQLoi02z20P4fZiavT+QFJhEcefQQTE+M45KAD4fvmFUUSYFk9AwPPkq20wNL8u1MhOn0+PudJbs/u3alzzoLZbvk0ISWtbWfIw7x/zu1upE5RL0kobrZ7mVJKpBxpIGonJIDZn2BC0WXSvl3A2Ud2Jsz2W8nZO7dwvywdcmUpeeSRR/Cud70LV155JSqVSk/7sm3bNoyMjLjPQQcd1NP+9BMKK8k0fZnJHJ+xbMyAaaJdgKzwdWHXYISYSgJKW2cyrgZKLBE6Soc560ziarLWHOnM/a6TqU+btYYSSw8AjI+P455778XU5IR2XZEClNSfuYRS2zEhO6Ga7XMZl1T7QgiMjY3NUTmRPX/bMdM8n9Ty/8z+ROjoNpl1km/RoKT3T5lF5vSbcZaSrEhXkfmoFutQyqqSEWYTWo0tLfeSMv/KswvHY6wrn8J7045ckZI77rgDO3bswLOf/Wz4vg/f9/GjH/0In/nMZ+D7PqSUbcds2LAB27dvz2zbvn07NmzY4L6326bbpxPOO+88jI+Pu88jjzyy2MvLPfJuAZoJuSck8+pDipw48WpKz9HyJmvrcWoCzmop9P/SE0Vbpk83YaVN9rotBUomIgLkNKLILJlp0Qq0uIzsHCVhiE5KsBtFMe5/4EHs2LkTTEYJObFtZyZIyrSX/ve0xGQO2pLdu3dD2XDVVu/KNHqSWe9+y5i2N5O6B+mOz7HddD/SLpbki6w7xj4D9r62EYdpTpWMr93KjAWGEgIzjbQp21jrvWzpv2nAWWwKS/A+jVyRkhe96EX43//9X9x5553uc+yxx+K0007DnXfeCc9rz+a3efNm3HjjjZltN9xwAzZv3gwA2LRpEzZs2JDZZ2JiArfddpvbpxPK5TJWrFiR+fQDev2D7eecJEtKSBbgD3fkxCY34zZ8t10vMFM+Ctsvp0VpjeCZy2VTMklIpT/tk10LmUnpr6btV/YUhphwR0yICI889gR+/+gTIBmniEm74NVOkOlPul3bxTnBWCfGxva2Hdce1tqBmHQiA6bduZ0/mdznzBJSsGTH3idC9vlmpC1OTMlpicN0VjtLTomQ5LXJHGhcPkq13ftEgzLz1JPRuBDaOtjr91z3hK4FWpErTcnw8DCe8YxnZLYNDg5izZo1bvvpp5+OAw44ANu2bQMAvOtd78KJJ56IT37ykzj55JPx9a9/Hbfffjv+9V//FQBcnpMPf/jDOOKII7Bp0ya8733vw8aNG3HKKacs6/UV6D7yQkhm7Md8CEmHlzUxDvKCJJcIJdkx09ExyQGd+pUmCCkLimnPZRNlbNqZm+xKOvV3NilJWn+gAJMSPE2iOhEniVQGWaYnOi81UzIQdu/Zg2YU4bAD1sOvDBj9QqKJSK/Y09oHlcqfooicxgSsPXtqay2WMAxRr9Wz14uW+dFmnzWEL235cEM8g87HEr2kE9nvmXHBuP1TbbshS1tUUp2zZEQSMud3lgwARO31lIgAxQitS8C2voCgoNt2z0LK1QOe6J/stSpqWQlbcmk1PvaZsVopyue0XWhKlg65IiVzwcMPPwzOk8f6uc99Lq666iqcf/75+Md//EccccQRuPbaazPk5t3vfjdqtRre/OY3Y2xsDM973vNw/fXX91y30m30OjfJcq9e8tLnrhCSVsFhy+QiSItA3e6pf7SVdZ/Gn9OpNk52F1P0jxGAuQlBO125TS2frqWT7ngbGTD/sZ4fnetEt6EnK72qr01N4d6HFY445ACUKia8GFbnoslIqw6BOyEwyxCT5OQ8cTXYTebfe/fsSa6JUhNqmogBmck0Mw4ELGpOdX3qIIzN8o+UlYq5IXeuGGiLCfcoIQRE0OJpE0LckTiY+2jGv/UZnfbpsBYyS34s0TD8xJLC9r5T0nd75aRJK8+MR+/hcwa/KMi3JMg9Kbn55ptn/BsAXvGKV+AVr3jFtG0wxnDhhRfiwgsv7HLvuoPZCm0VyCIv1hGgC4RkGjJim7XmcakIypacSUlL0qGyGbKRtmIgG83BSIK4p/dNRfBwa53g0GZ9O4WRnqUY9OJXZlbdLZfsXELZWjqufbuXSvRh3AscsbATogDB5xyMc0BKt/puNhq453eP4YhNh6DiBVqDQuQISevdSGrxUJaYmGudNrEd4xnXTZrsWFfIdE+PIzBtg6MtSWTJQ0s/OVIWCmttaKmgm+5LhmC4trXpKyEZZEfc9NvcBVLQd4SyFooUcaBO7gVH6iwhA4glD5trLz2Wdsz0ztm202SKkuJ7sGPICURzEaYU2FeQe1KyL2Muk+JcqofOta2lxHKcv5sErd8IiSRAGCuCBziLAzM5TGxzmSqq1PL8pC0tlFRctS4EYgRGyLhO0roQBkOIOrkxXAcUYPKY2Fo6yqzqFQgeGcKjpHP1aKuID8WMDsK4GzgjbSlBMoExkojDEPf87lE89bCnoOyVE+GtsZZkusQsETFWk5nue+qexVGIeqOBtLOhk/shGy6bZYLKuk2mccnY+zKfKBNLvLTrJfmHDcXV48Qzlps2F4s5N1lLidUaIUscMlqOtDWjA1rb1tsMWTbf2794CyFjRCAlAa4yY6WJJtO6GM9YzXKCrrlvCq7VhoKU9AjzmRTnSkz2RSzFdfcTIUlEm+QmDCtUBUxSNTMhkfnOak4AW1E4/aa3q1jWpoGwLgFNEjwwyOQLEDjjIBC8VBkbt7JNX5cx4ygiSJVYDZzX1U6i1lrCPDAvaUORXunrlbJ14WjrCpECYxwyjvDr+x/EEUc8FUGpDKG0viF9WxgDOKUtJJbsGN1KR3WnbmB8fDyzyU6sifuh411Njmn9g1LCVatBadmlTW8BpKwYzAlKO57fEgYOQClwzweM5sNaM1otDozIEYd0nwnUWcvhrDcpuQg6uHE6PP8EbenjDC6vSbpNBu0msuTXki+pCD7P5sjpVDV6udEtUlJwknYUpGSZ0esfU78gzyRs0RE28yAkRIm4UEFbSZzrRkozuYs2M79bfTNtbnfWDej8IqmlcEbA6gGQTE/YGXGkkgDX2VoVo8Qm4JbsdkfjtrGkxBIetFgNlExcOCoGOHfaA7uiZorBz+gmlF7xyxiMeSAw3H3vfTj8iKeC+SW9skYysTPGQAzwUq4bMiTFYxkDQRakMD6RrWCsryFlRTD7ddJ9WC0H60RgptGJZDUind8Rlh9KEDgZEur6YQiPgiYxKeKgTB+UsZw5504Hy4ftHYcVU6eukwDG/czzbwlnR2uP6TCZdsk8D5zpvzkzIlul9MOhdOE/e/3k+m3GPTUuvX4/dE/oWswHrciPPWwfx8ITWiXHL+S75UA3z7/UafuXbKy6SEimA0eiJ9Evc0NI7IRk2lOUhO0qwz0yK80O8lS7Arckou3ajHUjXSl2phDkjAUm/e/0+NtkaEoaS0KKKxnrkEy7XJQClAATEZiKwRmDFAL33P8A6mGESBGEIsTG3SWN68i6dVrDhNPjn53YJaYmJzFz6v+W8em0yzTjmOxP2b60HtPhWSCrt0A7EWCG6NnEda39pdZ+t5zHjr1KhRFn2ibS40/SSo8ybWdT00/zjMEQlMw3SltJTP/tXC9ByT3UjKhD5wvsayju8hJjsWTkyYRer37mgvlmap0J0xGSmUbBOmMsQchMcizrMrHkpHPiLC2Q5alVaSbgM2UNaMuXwRJC4nQtHaBMm3ZSkYZodIy8UFKTHWb7ra0eSsFF2Wh3lQRUDCYicBnDY0DUbOLh3z+ERqwQK4JQ0MREJZOaXamT+X96vDPjSwq1yQlIEWe22/BXez2Z8YQmek5wbPZr2zd1za3E0BK37EaV2jdrnciQDKvlcboPk13XcYQkr4jubCqyquXeJda59LNgDlaJO69j24SMNSPTtrXyEDnS4/ZJk1MlMzIWRdCuOYVciV27VSU4R5eUGxSkZIlQkJH5oR8IyaKRWum1EhK33fw/PZlpgamuKMotITCr1kyEA+PO7SOhrQzJdJadLGYqgta6e6f900UAnRXGWVQ02clYtykVusu9pMowrIiWsl2EJiQ60ifRQjAlwaQAZAQmIwScwfMYpqamsOuJxxBJaylJuY4sUUNao9Phms2EPlmrJ4Sv9Ro6jVXG+mHHJ7EIJJWcFVpJoT3cEp42a1LLvpZcueRlrffRmaRaSI8hGm3J7jKXR464ZfQ5jvCYqKk5ts1aCExSjdgQsJSVSrcrnRXGQt9HTTTzNIN3K3lagXYUmpIu48lGRPKQlr2nWICVpNOYdVq1pyNJGLQvXqch6WAeN1EqSsGZ+AEkLgGGZEK0/SbKZq9vFTd2WNHDJJKwk21rJIXVNTCPwDnAlBY2WF2DVIDvcx35w71UZJByIkdzaqeNkWDg3IfLnaJMSjTeBPfL8JkHDwy7du+EVxnA0MhKBMQBT2svAAYPWuhJIBdG3DmNqcLE5GTKMtT6vR4mBYKXsVS15ylJ3YZk9KazhhGgWrQZVnNDVujL9SpSwhAtGMtES6RUkpDMNQ2gg9vEEIdWsauzeqSJA9LPjbIya7e/I3qOeFsyJcEQpE+px4+QjZlOkTUPDNxEYoESkk0dcsH0CgWpWDoUlpIuobCMLAzLSUiWNGvrrAd3yNRqmmt123Raxdueu0tIkyGTip5MxEraIkDt019q8sqSHpt3zWlWUt/byY8Y03VqrIsIlvFYF4ZZ7SoBDww+N5E3KdGlJAI8X1tLeHqioWRfZCc74r4O3zGZXGGtJSJEydOTBAfDjscfQRSGeoXt3FjUUYPhJmA7BqSglEK9NpWyUOgd0sdndR8tJM9+nxp/yty49vvn3DyWxDgLRYr0pAkbkv2yxMFeRwfSmmoyUeBagkFt+qCO1iSn/Uk9F+YZkIqybdtQdSUyWYedC4fgSii4/loXjvVRIhENa7Kd9LF41+67KEhJF9DvP5C+tlT0EouwkrQSkk5gZl87SfPk3Z7aydSIAXPmcQu9v/Vbd7J6GNeJadRZY3QPTYez7iFlNAE2b4qeeFtWvEqAKQFOApzbEGPztSU03AfxINGLGBM+54lFyE52sdSkhLzA5T9hpMCkAIub8ElqNw4HSCnsevwRSKU66i07unBShLE2OQGyBQVbdR/UWSPiJtXUyex+GTeIHZ+UO6S17ey+BCcAJdlWJdhqhlx9JHfGlvtm223te1qHYp4V3YJNwtayr2vM/tsWUtRNyzRBUhIgAZuPJj3REIxwFSxZzBmrjb5W5UTd6f6kXYa9hseK2jdLhcJ9swgs549jxqJm1Ju4/Z5aHpYAtjtdH8rWiJsOhGQmK8m0bXIfLu+Fmdx1VIz+D4ee4D0wl8sk20ZyoZb42NwjtmBbsoNJhmaEpNL2WDEwj8C4p4vlmSgNMpNL4JcBzwMJ5iawWGkiFPhlc/FNfZwS8LkHxbXFhyQgSM+8nHFUykPgtk9xqK0lcQOMexiojIBM3tZGvYbG+B6UVq91Y0vWatHiwmnNvDrVjJ2FRGe9lS5UWd87q9NJ9DBJRlLVth93GUxtJtV2spe4QbRLJsmla0SgACBjML/isqkqkMvIm9bc2LazAbSW4AFJGLElUtLdM7cZKQsV85J2yChlnEDaJrvTfbHFFAGVaE+4AJMxPBaAgyGGApR2M0oAnHvJ78O65pQEZ37KKpj0x8vJLF4kT1s6FJaSPkDeJu99EekhntNwd0lLArQvYGdsw7ZjrCPWbYOUVYUznU/EYwy+zruVvSg7EXRwOdocKMmG1CrczmPWz2BdIwpAehp0YtQYkAKeyapqc2UoY2WRqb4wIj3xCi1e9XkilBVECCUhJgYqDQJ+GeQHAGN6ZS1CcNFE2WcIGANnDKNPPA4pIncZaRdOxhXjxlNf41StliIa2XtsjQ2dRKD2N9rJmtFGNImyLhZKuTWsFygjHrZ9abXcWCLAWvbP7ucEpva6mVGEmMgXZvKDZKJejOMp3XYyLln3je2/jUNKGjGRUiQzxM9awKSCJtZW1GRdSko6D05GdlK8Bp8UKEjJApEHE2KB7mBJX3azWEnSp+7oGmhx4aS+MNYLz1kxbEitxwCfAx63VpLURGL1J8xLqg6nmpz+OjprDuwEnxThS+rl6LwTMbgS8L3kZaNIEw2poLUigF7dyxhMRuAqRuABnqd1Itq6otAUhJj7UKVBwK9oQmPJTNxEQBJlnzs3zo4nHu94Kck9SDQLuk4PT+lJEpdM27h0IBmtEUp6ek2iWbInTxMN0xdLHCgbmeIiWOx4wnBMc4yaoT+tBMlaQSzS5CtdiyhtLUHaJdPi7nF9TxOqFLNhLsxXu/GY7bghPdJYYsD8bCQOdNZgL+X2a4sy6jG6FX1TzCLtKEjJPoLCmrK0WOz4pknsTDqSjue2E1RKU0I2nbsLndGw6dw9DviMteTPYIaMeADXk7BNctb5xKnXA5HzEtjQZPcVzKTBebY/drUshYmoSGVVVS3WEgAuMVrcQEDSWD10M7EiNKVCIyYIvwwqVUF+SVtLrBsnbqDiMZQ9Ds4Y9u7di0a9nr0Pzk2RkACdO4Wj0QwhhXAzeOfw14TIJOg8Wdux0ftmxaVWs8Ja9rPJ3lrdMdaN00ZOqWXCTp/D6XhS1g9DwGy7aT2MbVq1CpnTifeMq4e1tK+tJeSebWZcPTbJX9oAJ50FyTwzPEtmoYTTNqVFsnlC90KCc3hxPUahKZknljvKZl8lG3m5rgV1o4PrRhe4mx/Hn81Kkp6AGGOpWjPmeMZT7zT98uaUvMRdBeGMlYRliuW1njZNepitl+KuUUfH+LqcLWweejdRMw/gAeARGOKUm0KCQcHnDMJ6LKx+QjH4Vrdg3QlEAPdQDgYREwNTBClhIjy0hmY4GACXsXH5aLcPoiY4DxDwMjyuSc+O7U9gaOiwpJ+m28z+39wHYgy1egNux5Q1w42JmaQ5IakNY8mICVdu1WY4LYurCQQTYcJTkSmpcWSU0mYkbhOyO7AU0en0GrL6FjOOifxVR9hYgWl2f2NZST2+Ohy7pQZO2r1CChw8uSR7vQAATXg1qVPmuWGOXAPpCBzPWO5SVgPSffW4vvecWOa5z8O7w2Osc+2keaKgJO0oLCX7EBbyY13oD7zf3Fc96a8hKemIm7m4bdJhsWnfumeIB8vMSHoPew5rGeFKZFf6TJtQiPsZQpL+um2IjIvIFpBjJOHBWGGMJcbKIKWxepBfAkyUTMYkL0UiumXa0SGlSYrl+ck5ZAwmmmBRA1xGKKe1JUprS5pCoSEBCgYAT+fAYCoGi+vgcQNl31pLgF17xztaS4gSa4k02V9rjUZqJ+WumYO5FyUhPfm6BpGIUtu1GRkXi7NOJNaSNHEwLbUTXEd+Un9SQgZgBabWMmHEHm6qJx1Wq+VA2gaRNCSykUbmAu05MlYMQzKhlCEayWGyxfWU7rcltJZUwfWdpTL22nFX7sHv+FwW2KdRkJIcIw8rggKzY8YaKR0wm4XEtQsYl4f1P1tXjJ0WmSuwljRKiXXEzSowolZdxM6tUlPntq4hniI7GRcRYCIjBDwQAo8h8DQ5Yeb0mpgwKL+sxaiGMMCEtHogl7fEjoMk0uHBnu/EjtaFw6MaAuOOYTCkRCiEQhMT5ZUAr6TN/0RgMgLiBry4YUKEGYQkPDa63WgkyAky2/O5APWaJS8qmXw7uWTs0LZYHFpT7jsNR5uLpUVg2qL9SG5vSsthZaSt8z21uN8oRUxUNuLKCkzb3D2WOKSsHunSAJlCeDYVvNIp/jPuJ+hnoM2t6C6qdRxTfUlbkgBn5XFPY86IiRWUL/ZTmEraUZCSnGKhhKQgMnNHN4ZqroSk07lmctlYQqJdNgQuYzBj/UgyfTI34U030bhNhpAISiI8yLgxrAUjk0+EaVKi84mkc4kIcBGCiwi+ESQyc0qhgEgCwhITL9BmeSLtZpFCkwVjqpdEiKX+kF/Rrh89MtodkyIYgRG9RkKhKRQiSWhKAgUV3T8lQSIGi0OwqI6yxxCYwdy+cw/CSDhioodIC21tOvpYSDTCyF2n+1gNBVLWLhOZkg1llSnrh70Kk9NF2QRqKW1Giji4YTf3xBGH1sio1D229zxrsTE31qRsT4t0rWg1ybza6sJRWR6ReoySCCmjEzHEhHO44oxubAhJGYFWsOz+yfaW6+yDd5jHuvMp0I6ClBQoMAsyL8m5WkVaXDcAMhqOueQjYcZVo/N/KJcHBKkVuc394SIlUv10k5jRQQk3Eev97WSoo4aNy8e0q4hc3RGCFiMyaHIBEYKJJrgI4RliAsDUKCFEQhMT8gITIWMja0JwEgg8OBeODfcV3AcFZW0xIdLZWg3BqHhAiTMEPgPnQCQUImM1seQH3ANEDMQNINaun5Kn94+VxN49uzMZWXVYb0JMxqfq7ZEpTtSZLRJnXSxo21+TgtbwVzvBZ8WcqeJ26LB/68PQIUQZlLhMXCtpywdlo3WkJVQpUsIoK0ZNNa3vvyNH2b4zJQ2RzWbgJZCJBksdY87jqlwD7RaCvJlCZgHnrCuf/rrq5UFBSnKIflgp9BOWSk+yUCvJbITEWkn0wcrle9CZUuNkcnIr62QFb0+YCU+1GhK7kk24iiYkJuoFUrjoCgIgJBBLHfli647ovCDGIhE3wUQE3/RVKG31iKRCJADFfJ2HAtB9j0MwEcLnOv08oCe+plQIBUBBVYf6Mg9EBCaammDEdVR8jhJn8I0aMxaEmEzuEr8MslYWEYPHIVhcR9m3+U4YHtu+yw6ZGwtpJnWpgGaz4fK/2HFnKfKQmbAN/7CmBacRgcoWlDPswp7DhU27hoTL4eHcZpTwinYth8q0ncmkap8dUmBkyatqj5IiG93TWqPGiFFT1+i0Ja0iXdsXkBOvaqJmMt5yXUIgqyvS1iaWIjEsY61JP6/tv9fW31C/adoKzB0FKckZngyEJA/XuNxdmK7gnv10gtMomNTtrbVHXIgnYHz/QGcnNUvtk5SlZ4CeRE3FXSYjF3pKlFg+QmWKv9nMpiQAGbpKvbY/RJrAREoTE0GGzJC1sBgBq0mQ5kFn9gwFoS4kQvJcqC9jDCQFeNwAixqoeEDZYyj7HJwDghSEJETW9ePp2jgkBEiELqy45DH4jGN8qoawGep+mvuhSGsshCI06o0WS1PKDaKS5F86v4a5bxmBJjkikJHhpF0m3ENWYNpCNFpOn/kj5RrKcJ40gUnniLEWjQ7uGJdwzUKl3FQsERYr40qypMSKb5mta4NEvGpPks1Zk9aUZK0kloS5itcWKQtjkuk26U9ewE30zWI/88WPf/xjvOxlL8PGjRvBGMO1116b+Z6IcMEFF2D//fdHtVrFli1bcP/993fpqpcHBSnJEbo1Wedh0s8LFrKimvaQlGVkLlaS1nPblSqANiLS+jdjSHz9pJNGOD2JyztiXTHkVv+un5lMoKkJCYnrgTNmCtvpkFomYx3FQtJZVWJJ2iohAfL8pE6JNDlFRKQtLUxP2NZaEpM+xsaZMiWNBaMBFtcRmKgaAhAJQlMQ6rGCCga0xcTzAaVAURMsqmWsJSVDBgTBkJIyyK+ABSZtvbPkNFD2OEo+Q8nnmBgfy9wL+5FEmKrVsjk5KEn+Za0fjCUH6fuYsmZZ4tDiBrHZX50bJOU26aTlsLlBVOpeMpPcjKmW+jdIuVh4y6s81bY9xj4nCmghMAowhRTTzTg3kiM9rdoP1aYT0dWXk3DmpDEb88Nckr9p03TYpH7umc1qpvJgJemGyJUv4DpqtRr+6I/+CJ///Oc7fv+JT3wCn/nMZ3DZZZfhtttuw+DgILZu3Ypms7nYS142FHlKcoKCSOQTC7ovKRN9p8Ons4x0hDOV23wjWaKhJxqkXu7GkmIsHszjxjKia74olZ0MtKVEV9wFY2CMg3zdP6EIsZkdY0Uoe2Y1biZJIgI8LcD1jJvGEi8hCTEnkG8ToyltwSAJ5vngwQACzweLgaaQEKQL6pUlx2CpCopqAG+ChBbWsrCOytAAmh5D7DMowXSxPkWIFFApVUBRCcz3QUqBywgsaqI6MIRI6cDb3XvHsX7Det0dRw51r+uNJqp+cu/Sok5KWRzssRKtKditm006N4grymfMWTonR9IQMxaXVi2HIwPJGdtcJs4NR0bK4qeIgNMdEbyWWb8tS6uSWnFprB8cSe4ba6WQIHjc0+4WZx0y+hl0gGVZM+TtYRkLSwe9DJC5xry9HbslVJ1vEy95yUvwkpe8pON3RIRPf/rTOP/88/Hyl78cAPDv//7vWL9+Pa699lq86lWvWmRvlweFpSQH6DYhmc9KIg+rjqVCV69tnlaSNDolKdPb52GSbq05wngmvLVV5NpqKQEScafVIjgthIqNEFVoy0nKhSOMOyaUShMUL4DLiaFiV+PGM5EYBE1IhDX9w+ouFCgKQWEDLGo6a4lOqKZDfF2obzAACipgniE6RiNirSXuOGOVCSVBlQZBpSpYuQrGuTumxAkVn8PnQK0+lR1D46LaNTEFqVSi+7CjZcbCijrtPbOTddYNojq6QazFSbtB0hN1cn+spcG27aKjjFUqsdqkXCawYmR9T4lxl6XXXZyxZDj+oVLWuhZ3j3M9IZuoLCOM7WQtAZvesmifxfT+LftmReTkdnKVgak9fH1fQxRFmJiYyHzCMJx3Ow899BBGR0exZcsWt21kZATHH388brnllm52eUlRkJIe48lmIcnD9faqC4oSK0majMxKTNIv9jbFX0I0gGTFzmxRvHS+CjvpWXdP2uevzCRsxJfWHaNgRKXGKkFGxKg7rlPIMxm7FPIMSAqugbSuhKesJaGOjmEiRInDuHF0PpF6JNGUCk0JUFDVLhmjE2EyAot0YrSSp0kJoN1XTalMsb4BkF8G/EBHK8kIPKqh6jNUPU1MmvV6NmSXAIoiHSpNSK7NWjGsu4wlq1pb60V7cKZxg6SIg+WMKjXpJse0uvFsBE76AbEhviYhXkosakmGTZVvYXUfrKMOpeUZSkUZcZbpXiZyyEbUzClzsSVFHTa3gnUah/S1TXNcL9Gt6Bsw4KqrrsLIyEjms23btnn3aXR0FACwfv36zPb169e77/oBhfumR8jD5LwvY6FWkvRhne7RfK0kndCJhCjS+UjmHhrJMom/Eu+NtX4IvZd1s5gdpCNFDIoIXmr1y0iBrI7CaREIghSk8iAUQL4PMC3YJCIwEiAlwGUMz/PgCX2crm2jM7aWbYZX0z+KbOROiMAvoeQxHUZsdCixIk1KgjK4KIHCJkjEgIzA4ybKXhlNadLWS4LgQFMQgtIgWByCSwGyeUuiOgKvjIofaA1GVIc3PAQpbQQOIQobmpM53YeZdEXstC0ufTwMqVPMVEe2N1DqJZ6y2U5TLjwkJMalU7cin1Rytkzb1poBJOTIuGWcrcW44iRSbactN0YqylqeKUumbF/I9sNE67QGxbRZVjo+jTBWGTYjg7D6EEYdnnPXD0r+RNJcutVevz8XqglpB8NrXvMafOYzn8lsLZfLXWi7P1FYSpYZnVYFBWaGrTeU/sy2b3c7MH8iMlsfOmsHZrOapPvRusI2ibLSE1iLUNMepYxbRlfpDQDmu/atoNJLWT640TBIG4Xj6YRqbgIyid0CprOoWrGkJSbklXRETUkX0NPWlQjcFNCrBh5KPncWk1AqCO4D1lri6/5pYW0TJR8oc24KmgGx0taSSDFQqQoVlLXoVUkd7RPVdK4Tj2FisgaOxNIQCUK93jRkAEmEkZIgZZOiCaQnd6VSbjOzjYhAUrjJnRnTinPFIDVXG3dJ2prh7rBxsUibSMb2xbw3dO6RxGzjQr0VMiTGaVBMkjOWOrXuT8vzad1EVmuUJiaAc8MlVpIZpg5SeszsxSMRZlv3VHtVYZXkTCGVsexocW4yRvva+7NUKmHFihWZz0JIyYYNGwAA27dvz2zfvn27+64fUJCSZcJykZHl0ogsV52d6a6nE1FZ7LXP20rS6i9v+dvpDpC4bjqRjnmNSod+ZTalIkGYM/urRLNgrAOCjDvGhNJqJsHdhMmVgOcxpxUBUlEhNmMnT3KXQMbwPV0PxzfEhKBJieIBEFTBSgNAUIatcwMZoQSJis8wVPJQMspBqXRmWGWsJaxUcQSIiRgBSZODRHdbSEIkCA1BkKVBTWa4TqjGZAS46B2GOGxkSsYHHsNUvQZh75VxUegLVppopLPoQocjZywIQEIAW0ggkBAHPVhp4iBhrRnptpMQYj8rSFUSMJFO7n7YCd4SpNb9jWWlNaGbs3x0yLw6669oht+ZJrKUcmclLitLnshcLFm2pgcENvy69bfnavbkiIt0K6NrN9/WmzZtwoYNG3DjjTe6bRMTE7jtttuwefPmLp5paVG4b5YB+xqzXy7kQoQ7nZXEJTBTM5q1Ox46zTZFJhBi1gZM0T3WIZW3+54y1hIOBs6SVbWAFolKn4P7JUAEycrWCF/LvIKQM0g/WeUKBZR4oC0fIoKNwmAyhg9C4DMEKkndJkingx8oDQKiCQ6lXTGAtrDEDQz4g1BKl4O3mgqhCKpUASsN6OgXRMa9FIOJEOVgABXJIZWCgBZ8hlKhKRgGSoM6Fb6KQXEIzjyosA7fK0Exz4SjatdUI4wRRQKcG9dWC8EjIczqPWXNIIKQLanmrS9HtYqLCVAMmSbsvWHMWUyYace2LQMrEk61b60ZyBJFEMvqW4AWy0qQtayAaTZn3XaMLZgYE5JcOelxS5LJAeRC2MndW+IsS9Ct9YjpaCfuLFBGo9TJ3dNDdM99Mz9MTU3hgQcecH8/9NBDuPPOO7F69WocfPDBOOuss/DhD38YRxxxBDZt2oT3ve992LhxI0455ZRl7+tCUZCSJcZyEpKFTuKuPkmOsNyEZLbTZawgnSwm8yQmnSoDA2b1aFaVmS6l9QepFShngEoJE9siJJw7IWnQmtAFJ0QS8L0yGG8CPE7s+zJGEFRR9jgUKe1OsN3wSwD39f+lMBek69WUeRnCY24Vr5TOJVIqBQgqK6AAMNZMLDlxiIHBYSgAXCgIpcvW6+J7hGppUOtcgMRiETcReCVUfF8LaYV2d8QSCIVCpVwBD6ogEQFhQ4ciiyaYaMLjga69w/T1jE1OQZACNzoOCYLPmL4PSroQaKu3sKROcbKKjdRQK/BUkjN3r81knLnnSoEgXFSN1aAoBQimoBR36dpZpm3l0vrr5ygVnZK22qTvfaeCw9ZSMsOD71w5yFo/yERfpa/PWj/csUT62UhZYpS9PjMQEloM7cPomaQA4x60WDhdt8eKhQndtS0sHJ4p+LjcuP322/GCF7zA/X3OOecAAF73utfh8ssvx7vf/W7UajW8+c1vxtjYGJ73vOfh+uuvR6VSWfa+LhQFKVlC5G2i7zaYM3fPbd9+wVL2dVEtG/+8zW/BPbi5wWkWTC4JJ6iEvR6dsyIx/Ws3iSCCCkpgfgCoAEzqNPZMxuAyRtnzIRVDBF20T9sHOCioaFeC65wOES75ZQhPhyvH5mpjpdAUHDwYhAdoDYswyZxkBC+uYSgYBIfO7iqMeymUBC/wUSoPgxPpjLBK6to7UQ3VyggEcSilEJK+pkhpN85gaVBngwVAUQjuB2BRE15QBSPlMmoOcJ0ZlnOCJJ6MoR1vl70UqSsFhFJ6s2EIZBlYKo8MyJIGAoi7e89IQQmh6wmlonts2+6Ytt9Woj9p/Urfl06WFZWyrCTEUiOV22S233Gr9cMco8x1EqV0NmYMkuglswMlY6eF0um+aKsUTHFF29d05t08ZXTtFU466aT26KkUGGO48MILceGFFy5jr7qLgpQsEZZ7Es6Fq6NLWOpraQ0QmPZ0nVw3XYy+ITfB6FU6Z/o7RnplyjutZK2ZmyQ8lMBTE41QQBAEYH4JTEYJAVISTEQIvDJKkjmRoQK5JGc8GNCROvYaldAZUUsDYCUPnkgmhlASyqVBHbkTN3XiNUBHvgAYKA3C5xwNQYhM/o9arBBLQtkfQHWoCh5OgUU1HbZc3ws/aGKosgJByUc91gX3mkJBKoZqEGBgYCV4YxwIp8CjBsjkVVkxsBIocahIakuJJDAm4ZcCVCrD4I1xUH0Kqj4FxnywoIyAERTXBC1sNtwKXlf0Td9qCWZyrLCWSVIplp0clNKp9Fu0Y0Jqi4rVrKRr60BaYXEMzkvJMcqUBGBelmQYfUtGH2I1S50etBa3k21GYwaxOLKHcWOdY1LoiCbPT6x1pPsaSYWSx801mhMJTUtZKanXRKQtZ0opyIAn55ECiEOQUmDlQZ0xGJ6ztHGmjIXFuHV6/L7rlvtm33lrdw8FKVkC9BshWUx/52otyaOLCJhbBG43woBngo6cYZm/bWVfBujwzfTYpVw5Onuonpik0VZwHoB5pdTEobUFPmMIPAZBDDJ1fkkAeYFOWGY0JQC01USECIIBCBuKQ1p7EUsAQdWkDGeaXBA5YlIOqoDvAYIjNO6fhrGAEHkYKA/BUxKQU+BxqHUEAEoDqxB7DJFKcqMoELySh0ppQOc4ieraWqIUOPcwUF2JWHAIpRAL7TppcNJ98MxkH4f6WFsUMBhAwBkazabLH0KwFoB0rnUz5ad1Ilom4qwFmX1TZQBsjg0XIePatlE9BC1EJpeoPdOXtHDVWV/aLSXOdZIKe3Lunha0pmxvpTOWxyS1mlj2C0M0bD9sSLpQOgmcJHL9IGHD0ltJHZwOKE3QSRrLm9HlMBMVJiQhYuTC2fOAbmV0LVhJOwpS0mXkceLtJyxb9FC3T9OiK2FWUDjXw4mgwDJJsRKNCE+iXVJ6AWZCTz3OQEpbP4QEfM8IUW30DaBX2CRQ8jwo4ohTk5MiggBD4JUAX4IJZLQljIUo+WVAMgijjQiVnlQqfsXoIepgItYi2UiLa8ulQSjj/olJhyALRSBIcOahGlTB4wYgQk0yAHAvQBAMA9DhujoaxYPHFErlCjwv0BNYowZEIRjnCIIKyn4ZDWGiVwRDwBmiwIPnlzSpkyHQbIBVmlBhHUFlED5n2lJC2TF3ZFCpZAImlYlVzBRYtN8jsX6lk6cJqT9ZES0lOWGUBPNnn59c22mnWSrAZSa0kxG9FcYVmBGvUmJRcZtJVx9WSukq0S7rry1qCHCmoChJu082kR8JQAmAl02frR4nNSQmER8B4Kb+ku23MGbAPLlveiV0fTIgdyHB27Ztw3HHHYfh4WGsW7cOp5xyCu69995Zj7vmmmtw5JFHolKp4KijjsJ3v/vdzPf7QvXETui1GbObyP21zNViYvZb6OUklWV1BlX9MRVmU9lUmZLwPbh8IkR6NSkAlxvEhpXqDK8xAgZUfIayzxBwnRtEQZMZxQOXtAxe+rgIPkkEnn5hSKWL9IVCoS4UhBfoSr3GYsKiBnhzErw5gYqnI3I40yb+WiTQiG3xvQrAA51+vlEDwhpYVEOJ62sSpDAVSow1Y9RjnekVtsZOswaqjQO1MbDmFMo+c+HB9VgilLrInx4Drie8qAEmmpBhHT5nUFJASjP5KcpM7q0JxzL3R3VIfW5q5DgLCOAiqjJC13SxOqVgE5e1ni3btrGsKBtC3GrNaBdOt4FSWhW7wdbrEXHG8qGJgNIEz9AGF4EkhbaApMTWQhEioRBJY82w5FwKHVJt3E4uVb8ZD+0OTJEhqZJjjLDY9lkY8gP0wXuiwKKQO1Lyox/9CGeeeSZuvfVW3HDDDYjjGC9+8YtRq9WmPebnP/85Xv3qV+ONb3wjfvWrX+GUU07BKaecgrvuusvtsxzVE/vNbbPcmC3nSO4xhwibVldPp9XUdKL9dF0aoiRLp7aS+JooZJbr+kXPWRIJoIvhAcoLNDHxgoTISB1OGzBKpWs3iUhJZ1J1xMQvuSysui5ODB9w5datELUuFOqCoIKKznlCCixuAM1JsOYkvMY4BnwG39i6m4IwEQrUhUIjJk2AAFDYAE2N67o4IoTPdMbZplCYCAUmI4GmUNrFxBhIxFC1SaipcbCoBh+kiQaAplCYCgWaUgFeyaSqj0FhA6o+BRWF4DKGCJvGKpBYjDJhvvOBNS+0mC4sgVHGItFmPVMSrZiPRcC6h5J+qJTo1mxCQnJtcUBbjoCk0DoOEonbScFZd5TRt7i+mlpH6dBnSxoika0fRNb6EUea3LLk96Cz/RqLiXNR6Sy8EHFmXIQiRFIZnU0+3hM2+maxn3xcTb6QO/fN9ddfn/n78ssvx7p163DHHXfgT/7kTzoec/HFF+PP/uzP8A//8A8AgA996EO44YYb8LnPfQ6XXXYZ9pXqiWnk5cc5XyxFvzuRwTyND4NJB05OlpGBnT44EjcOgxa8SkVg3Ae8EsjzXUIqZvQInAQCzwMRc6HBNmNr4NuskJHL1ApEYCAEXgDP8xErI6wEae0lAYHnwQ+qmv6Y1TGLm2BgCPwyYsVA0lQQVgCRgs8YBvwKiE8BcaRr3EQhGGPwgyoqXgmTUBBK6TBkDgz4uiIwA0BxCIpDeJUJ8IGVCIISOGOIlEIsFSZCjpGKApXKLvU7hQ0ozsGjOrgI4UHrRyKpMAVgWPigso0sUqA4AjVrUFEdkDHiOEzdA8rci+SLlP7D/mnDSCzs82cJAVRb8jRXlJHNsXZMqm1y+WNaooAoa2nIHqfc1ZDTfaQorXmGSGiBKWQlk0rf1gJS9ngTJk0iBjgHJ5HRiQhJgIds/SClc9JQHAFKOA2GMpfiIpjS+5sxZEoCvmnbkca5D9tSg7PpFxcFFofcWUpaMT4+DgBYvXr1tPvccsstmcqIALB161ZXGXE5qif2Qz6STuhnDcxMWXK7mUF3XpPIDJjJJQC0zHMwad1JR26QF4B4kLV8mJWoD7jspoAmGEJBu3H8kraYcA821JfFTbC4AS4jUxBPHxdL7ZJpCNIF7vyysZYonfgsqsFXAr6JXBFKu0qagtCw7hgv0P2PmlATe4HaGHhzEhWfoeRba4nCVCTREDqdPCuVDclogpp1IG7oSsCMg0wUTi0UCAUhZh7IileNS4YaNUCEztwfC4V6LFGLBMgvg3m+nuxCva9q1MBEE2EzzJIHewPm+PtKazRISe1+SBGHTK6SuWo/Ou2jVJKrxbhUnGGGbNuUuFTS5IXZMG5DYtLnMHliKOUyAQwpkeSEwzJlPSIhQFGkyYkSSep9E8kVSZUR51IcJVFDJpjMWlaEQlJIMEVMYETT6V+dUIb45ATchJQv9lOgHbmzlKShlMJZZ52FE044Ac94xjOm3W90dHTGyogLqZ4YhmGmfPTExMSCrqHbyJMFoJeYK+GYTy6V9oP53HUkc4QN++UMUNCrz3QqKgWAp0Sv0uwsSBMMBgKZGiG6YmwMSI7AL+loBpAz6cdShwj46eOkFh3a/BGcMfiej1gYCwuRzglCHDzwEHiBi1ohJcG4h0plJRosIRg6ZNNHJeYYCqpgfmDcJU2oSQ6vMoTS4CqUPKYjNKRCHUBDKIQCqPiGyIgQqjYBP2qgxIGSz8A4QywVmoxhKpKIRICyXwK8QPcn0lYZJmJ4Zd2nUBFIKNQjBcV8nXIeAKSAatYhG5NgIkLY4rrV2VHtjZomW256X6AlDMZE3pBakJ7IcQWjtbB1YMxGY4VJzq/svmnbmxEnp8OBFfRzpPOxwIl3mZJQ0pIM4cgMmedASEKkJJTyXfZZnQpeOReLHSahSOuAlAKxAMS4I2kUa3cZQ0LUpFSIhNLRWEzXUSKbE0YKbQU0YlJSZCyIyXX282KqwMzItaXkzDPPxF133YWvf/3ry37ubdu2ZUpJH3TQQcveh1YUhERjvi+krr7A5mo1scTBhe3O3dyrTeaJvkQqLfIjcBD3kwnTRjconegs8ExUgGnDVt0VYFB+WVsxGIMulhab8Nim1oqAOfFhKAhNqQkDeQEArgvoRXWwcAqeaKDsa5+4IqAeS0w0BWpCgkoDQFAFmGdIxiTU1BhYOIWyx1HyOSSAUEhMRVLrRHxjYZEKKmqCmlPgoomSx1Ay5p9QKTSFRGh1IqUSGPe0hSIOARWbIoJ6EguVQl1owas1ISmTC0NMTQBEiKKwzaefqWdjQ1sNOWi98+6p6pBLxt5vPsebniYkaThikiLHZP7TVqgOZLQhSWRPWoyqrRPpKBYjLBWhduEgEZdqQmLEqyplKTFWFYojMCkyz7SUSleStuNHRrMitAbF6kl0RWbjIrLuG/NMJ/tLeCkNimwR9vYaljAt9lOoStqRW1Ly9re/Hd/5zndw00034cADD5xx3w0bNsxYGXEh1RPPO+88jI+Pu88jjzyy0EvpCpZLi5F3LHtRQ/syTpORRbhzGEtX353epZMmJtJ+QNqdwn3XR1sMj8lI157xkHn568gITUzIL2uSwbiJ5jDERMbwzSUJI3gNha7Wq5gu2EdhQ4tKGxNgzQkM+BwlnlhLJkxUTUN5oPKArggslY6SaUyChVOo+gwVn8ODTnI2FQk0DClhJZNXJWxA1SfBwhrKHkfF5wg8DmXcOJEkLXYtVQHPT/JbmKRiHHrCi6V248SkI3CY54Ok1jjEjSlAhIgjbQnlrXVYZki/zrkVjVqtRcuzYPKUpMN2OUsqJ3d+KJLspm2huzZCxt5QexoyidnSk7Vx35CINdlw2xOiIWzEC2PJvkK4woPuuSFCLJUWmKbFv1abE4eAqVhsiaCglvYBR0wY6RpCDHD1byKpTB0cL7u/EDqjsCkGyZyIW19PHt5bHu/Op+Ak7cgdKSEivP3tb8c3v/lN/PCHP8SmTZtmPWbz5s2ZyogAcMMNN7jKiAupnlgul9vKSU+Hpf6R5NlCkue+pTHfe9TpuuZKTFojcFqtJTMREzs5ESXExEbiKLMKJWZWlqYPjpiIKNGXmPbsyz8UBGH1GCyJqoGMwETTaDgsyZBGK6LQlKT1LEJoq8fYLvDmBLy4hrLHUOLaHTMVSexpxJiKJag8BD4wDBg3jqpNgkd1lDhpUuLpZHCNWOtKqFQBM9WDVRxpUhLVUPUZBkocPmOQBE0yFGmdSKUK+IEeO2Py9z3A9xg8AEIqnUtFEsADMD8AM+cVYYR4ckyPQeo+2QiZ7E23uTaobVWrd2U6FLqTu6flEbK3WRcW7BR1Q47waP5hSQVpV0gqKyoh0XFkw2qFFg1HoQn1bYmQsbqP9P7GhWMjZABj9bAkRiF55mym1igCZOwsJRKaODtLjGsoccnY3CNAEn0jHbHjyf4musdDErVl8/AU2PeRO03JmWeeiauuugrf+ta3MDw87DQfIyMjqFarAIDTTz8dBxxwALZt2wYAeNe73oUTTzwRn/zkJ3HyySfj61//Om6//Xb867/+KwD90u/X6olLNennYbXRNUyn+5iDRaN1GDISAWay0DpztC5G5kjHHDQnVtPCmF71KdK+d6P4cyt0DmQyXNptirWsHAh6uU7aSsAUnKvIpnv3g4qeC5iOkCEAytTNGwgqYDICk5G2lKgQ4B64X0Hg+eAm2jMiBZ9xVH2FAb9iasg0QE2lJ/jyEAYGB1Dx9WTcFApjzRirqwHiygDK1RVg5QqoMaWtLLVJ8JUNlP2yIRlkrCUSNFIFrw5qEtOog8ImENZQ4oTBko+Kz9EQ0oSdEgTz4ftlsKAEagBQuu6OxxhKHncra6EosZQEZXDPh5ICSsRoEAdnnVO22zq82Qelc3ZUnXV1BstK6+ZpCjsSTOr/NlJkXDEyzm4212cLH7r2TJivjnwx2iHDJaRU2m0iyYV7O32I1NYV7XJK3CuRISaJK0u5sGCmJDzeHuZLaReYKbRHVrzKrJWJnHhVEaVcPiqxrCBxf+rxzg84iuRpS4XckZJLL70UgC48lMaXv/xlvP71rwcAPPzww+Ape+hzn/tcXHXVVTj//PPxj//4jzjiiCNw7bXXZsSxS1U9cakm96W0QHQvKmV5f5Qd+z0TKeiUZbXFKtF2CE1DTABHQqYlJrNUC2ZM5/kgY073zBuakOSCSK/UFRg8a1lBysLNPIATAAbwVFZQE/LLGUfZK7m03EKRzsQq9It0IKhqtw01HJHhXgnl6koEZmWqw2oFqgHDcDlAuVTSE119EhJAMLwS5cH9UA0YPI8jasaYJMKuWoSRsodSZRi8Mgjie7UroTEJFtZRKVdRMb6iSEhMRQIRqqiWBrSLRZGu7FubAI9qKHtVlH0PgSd1jRUlEcsApUCTEsY9Zx3gQkcTVXwO3xTKE4qAUgD4JcDzwZSEVAphLNruj4uQaXPJmDBsZrUESaVbUOp3wGYWx6Ya1GMpVcvWhGColJXEhsraqJTUZqcVSWQiKnHHiMg80InGSI+hIQHOmiEcEUi7nSQRpFQmlwh3Fj0yxMdqSuwxlmhk8onYmkA2tNqMkbSkhFosK0o5XQkj6aihRL40Jd2KniloTTtyR0pmqoBocfPNN7dte8UrXoFXvOIV0x7TreqJy65p6DL6lZB07sQc1k6zEIWOh3QgJgASq0krMZkFmTG3VVsZd+0qw0isfkSZqBgPBG6ICYdy7hViDOQFOn8JmYRWiMBE5KrOcgAlL0AkdYr3WGnBLIdCqeKj5JnMqHEExJFO114aRIl78D0GEREiIVHxOYbKpu4M55BRBK7GIPfuBB9ai6q/ChWfQxIQhgLjQYx6XMJK68LxfKioCdaowY9qKA/sp10ynKMWCzRMSHGlVAUrV8BMplWKmmBRE+XSoCYZRrfQFCY/ilfWLh9PjwGFTTAZouRXjQ4l0dWQF4BXqkCpDCYFlBRoNhvgqLpZwU54Cvrm25U7SeXyhFgDV3Iv7f6pkNYWN05riC+D9c8puEiW9P6p3B/uNCYyhpR0k1gSVqutDWQ4KplJHSJum9iFtC4cZdo31+iSoglTCNKOXZJJlVKaEiWkqXUkM3oZSzQUkXEv2qR9xmpDEhy+tpYo0joUqcsPgDEwxqFM5mGkxLFJyv7U0Pf4/VOkmV865E5T0k9YCoLS6x/bXJCLPrbqNmwtGPOZ9fBZbl0qojLZxljKXD9NEqyWc2ey1ZICU1rEx4QOk/R5ko1Vkp5whdJiU5eWQcYQjakkYRUZrYgCInhQfkVHsABaIxI3wKMaAkYopSwf9VimMrBWQdwDGQ0HamPgjXEMBBwVX1dnrQuJsabAVCShKkNgpaqeSOpNyMm9YM1JDAQcQ4GHwGNoxgpTscRkJCH8MvjAEFAq64k90lleS5wwEPgoe0nG1oZQoKAKXh0C9z2QVFChTglf9rSuhHFdRDCSutow+QFYuarVglKHnbI4RMXT/S9zLahVABT3wYy7B54PqQhRs9G2TFVAUmQv/YybhGheqwGl0zM0nVak5ZF04bItmVFtu4moUzmxKGxSMdMl5awNqVwiSjmiqqOSpNPCaAGwMqQEzoVDRICMjbUkcWlZgbWwYWBpwuX21ySGiDSJsS5JliI8ZKwlLaHSNmm+HvNUpJNMjYv96ZjIoQL7PnJnKXkyY6kn+26QqF4SkukqDXciIcxYM/SBM1tL7ATQaeXTccg69cO5eKwpn5ssmMkxXCknLoVSgOdrLYdfQQhtyajHClGoK9l6MsKYjBBPjQEi0u9nTiAeQChd0p2IEHgMFT9AiZlaNSICSQHOGMqVEXgxg1AKTaFXsSWPYWigAu75OndHfRIURfArAygPrETZ06vfplAQKsZQ4OGAlSvAB4fBAw9RvQFvahw0uQflVQdiqOyjzHWEzFQoMNYUqIsSSkFV6z4UgZoNUH3KuWQCM8M3hUIoCVSuglcGwIIyKKrpkFPRROBBW29MvhJhMslSqQIeGNEuCZOrpImgwgyx4lroqnQ9FvJL4OUqZBxBSoUwisA8cq4HO8m3RdS05B5pk4ik73nbw6MtAjoLrBWopt2HiUsmqRKcJjEpF4jRiKQndlIpXYZCkkFPKijjXmEpMSoZ941QiXVCX6Jx+QhrLfE0oTPWDOVIjxackCIjYJV2BACYatNka9RwMC+xrtjonlZ3j8t2mzFNJsJYbqYoSdSZBPYILnpmkcjB8i53KEjJAtFtK8m+7rJxKay7fJ0zWUUyxCQFOxytPmrrNmlFu/jQmm9b9CQAAO7eNFIlvn5bjAxxU1fGVQKkJBoqwBT5GA8lJmp1RI06YmMi8TkQMIDHdbDYJPoyWVN17RltNfAlgwJH4AVgSoKaUzoVOIAgGECJe+CMoR4JNIWe5IcCwrBn6s40ayA5CVkqgVdXoRKshs8ZIiFRk4QdPkdz9QoMDq8GL1VAcgKi1oQ/uQe8OYFqMOJ0IvVQohbqOjUIqmAm1b1sRvBqE+BRHeVgABVfFwMUpkhfPFSBXxnQLpaGTgNPIoYHQsln8M3MGimlNRF+SWtKPF9nao0j8DhE2WeoBh4Cn0MKZSZt6BT9gc7uqoIyojACqlYnYu8zjA4niaghADbfB4OJmDLFAggdSCtlMwknxfiymVGd6yZdyRlZ60fmt2LFqMq4/6wYVSnnxiHmOa2dJRpQ2sKTuHCU0X3Y8HJDMpQC4lATAe45sbATxhJALDVdmERn6Ygd5YSryOR4ISngmX05z4ZHKzICVpZKSezGpT1dP5APS23X3De9v5TcoSAlC0BBSBZ+7qUiJ236EhsuOw0xyRwKZHz1HS0maPFpg8BsQS0lwWx4i7WQmAk3VvrF7DGAxRGaEzXUx3ajXq+jEUv90vZKIL+MpjTWCSJ4jKHscQQ+gYlIZ1U1PiUWVKGUzvUx2RQ6dwZ8rCiVACJQs67dGUKAB1WUK2uSOjKxgs8ZhiscQ6WKntSbDYh6E/ADlFavx8DAGlR8D7Ek7K1F4JxhPJKoVkfABofBvF0QjRBqYi+85iQGVqxCtaRdOKFQ2vohCFQ2+UcAiDCC35iEF9ZRqWoXC+cMYShRjxQiAVT8iiEaxiUThWAigsc0qZKkc2eEQkHAh+9XAN9oY0wSMG5yrpQ8jlho7YQkArgWuzKrpZFSu/rshArtfoC1ZqQ0FFYDkhaBKpW2EdiHQlcKZim3gyK06D5aBJ1SZPrhspcSjIiWO4sKxZEWo7J0P4xGBJp4OTIgjBhVaUuJ7zEnVE27WBhLJZYjgk5aZpJ7ceOWATK6D9d/p7XRbWvildLZpH53OhJI6Txppm1JyZh3tDalyV3OQoJbPXwFuoeClOzDyIOFZDrMlv69tetJ5EniOmFtVop0Ay0um5a/XYE0+7U9D7IvGzLvTFuHRpFeWXvMrpqhCYmIwJTQGVcZR6PRxM7xSUxO1VGr1YywkjDoAzycAotqmmxwD6w0CBFUEEqFWqxzcfg8tRITTfDmpJ5kKhK8PAigjEYssacZO7K0YbCqze61CZ3oLGwgGBhCdXANSh6HUISxpoAkYHWlhLUrh+AHJSghEU3WAeyCt2o7SisPwoAJ9R1vxJqcNATWjYzAG1oJ7vuIp5oQtRqC+jgGVnMMlXyUAw/1SKIhTKbWwTJ4SYfxq0hANepAYwLl/bSLJfAYpsimqjdJ1PyynjzJrNxVDI/7zpohpK5GG0ug4vmaVAF6koxCMBkh4DrsmHHmVu7k+eC+mbTJVMVVCiwlq9MWjVSor3t0pE69D1segFz9GfecpiJSoJR7RjO6j1YFtU2pnspeai0TNmlZkIp4gYtKUU6HFJuQ3VhoMSrz/MSvIGLnxvOZ1thI45LR5Qu8hMSYxHJJNV/dhHQuFmT2d/0nBZ0Zxv5ezHgbV49tW1uDdL8zYdhIaVDS0Uv2N96yb4F9HwUp6THynoekYxKxaQjDfM8/n7o0re/z5AuV7NDaIUNEOllL0pYPInIJzdr6z5jWBpARnxrLh+8xVAD4nEM1plCfGMNUM8JUJFCLdOE4nRVVp+tmAMoeBxcheGMcmNqjdRDVQSc4DKXCeFOgLiQGfA9l3zgL4hBqcgyq2QBfIcAqw+ClMiKpSUYktPn/0JEKAsagoibi8XGwWg18YBh8xQYEvKJJSS1CIxRYXQ2wYSjASGUAABDXmpBhjGD1KPyN46iWVmvLRyxRjwR21CIcvGIYQ0Mj4KUApBREvQE1uReeaGBF2Uc50GMcmoJ4gpVQLpXAOAMpBdkIQc06eNx0YlQg7ZIJkvTxZkJlUsBn2n2jFEEwQmTdG76pAMy5E3falb5NuqVX+e0TcKJZ0FYYl7QMWQsIkQJz4azJdqf9ILej1mV4scleKlNtGJJhk5AxU+fFRMhwU6zOwhITldZ9EIGJ2BCvJHRXGetRpKQmPZ6fTO7mHFwJbSlJuWQ0EdARMna7zWvimRpFFkLqkn5pomHb19E6QDrmiIz7xiaUc+4hM4YZi5PRoVgNSjrs2P62eQcfR6/zLHGwjv0qsHgUpKSH6BkhmcbV0bZbS/+ma7aVMMznhdGJmMz1PNMekCEU7SJX55u2qzrbZ27ygqTdMdwHgw55jaSuiluv1SHDBhA1oKIGRBSBm8yoIAX4ZSi/4pKDhYLMJKkALsDCKYjdo1BRE7w6DK88BEaE2JCMiUhgqKSwouIDYGAyghjbBapPgkQIf2gVgvJqCEWYbMbYMxVBEtAUgxj0fCAK0dwzCQDwBx+Hv+EpCEzkzFgjhlKEVYMlHLqyguHSILjvQTRCkJCIdu1BqTGOgZG1qPoeJBGmmgJ7GzHqscJQeRBeSecTiaeaULVJeGENgTfiSEYzVsb6AVRKFR1RoxRkFEM1G8aaUXXEIZZKE4dSkLhXiHSWUSnglRKrkY0eEZIA7utJGHDCS6ZkKm9XKhqEp8J2XTSLAGcl91w47YRduQPOGpDWilhCIlKaIVIylVjMFLdjTKcNkQTh2WfN2tcAW0WXSQHPTHI2yiRSpo6MqwmjI4ys9YjzkiMCkkySMwldfNC5cGIXTqyr2gKec8loombFqKRIEzsil0BNXz4l1gzugTFuSKYlgQJgPpix7Enbtg2jd6RKwYaqc65zfMQmNJnsb7UFtnZUHlG4b5YOBSnpEZa9ls08q93OlmRsbo1Mc84WktCqM2EMLsFYK7gVIRLcZIFUGLCziDCesBiTG0S//EzyJqVzd9hJizPAJ6DiM/C4ARZOAYwjgoeppsBUM8TeyTr2TNbQNJaJgDEMlTlK0RR4bQ9YVAe4B1UZhje8AZFS2N2IsaehQ383DlWwbpBD1acg9mxHND6F0sgQ+IpVwBpdb2ZHPcToWBMjAwFWlH3sP+TDDxuId+1AbXQPyivHMDgwjOqqA8EZsGcqwsN76phoChx/4EqsCaoAKTR3jyOuNcE8hpUHPIGBA/cH4wx7axEmjU7koJEq1q9eDTa4AiQk6rumwMs7UDnk91ix7qkYqQQIPI4wFBgdb2JivcTa8hBYpQpSCnE9hhjbDb85iYHh1TpfiSLUQ4GJUKARKwyVBsEqVTDOoWIJatbA4wYCf8DlXQmlvhfEAzBPV/RVsQRFSURNyePgnCE2rg1BOv098/yUeDSlQSC4AnRJuKwhI0KYvCYCnm8KGBJBAKYei34IdVE74xYiYZ8gHQFkqtzqOi8mFDcKQTKGatRNhlkt8hWkQ5/rsUCsfAQmXbuKI/CoARIhGJQjaWGs0PQ1+YJXdknlZCTgNbSlKeBleIZQhIYExikBsB4O0m5FGSLgOuLJFbhTAHmeTijncXetIAGPa8uUx5CK1iGA+bpwomnbFv3LuBphhskQRm0tEe533pqq3yWs415qfzgyaPOgcJ4vywRPubgWg/xcUX5QkJJ9BMtFSFqJAncrIbN6sN/PI9OqRUeriTsvXAVTnn61WUJizseAzsJWQ0xA3LWn68KYZFwAKh5Ds94AGpOYmpxAY2I3ojAEvACyNIipSGEi1PVaOBgGSxyDBLA4BGpjEGO7wTwOb/V6qOoqAD6mQok9dU0CKj4HrSiDKQlRayIcqwEAgmYNTElESmJvLcaOiSaascJBK6uIJVASAtFkHY2dexHXGqhsGIUX1VHyAsSSUKtHCGOFPY0Yh67S+UpEI0R9TxPB4BhWjO9C+VDA59odE9ZjjI41sLMWIl63EkFlAMxjkKFANDalBaxRDUNlD+VATxK1UKIpJKhS0hOTUlBRBNnUFiKfI5kkrdhVKV3R1y+DcZ4k9jIuFrs/ERnLR5LbgoQWdtrU575dXZtVu57ImJnMuFFiJs+MjQSxtVv0TU+ynVKs3SAItMtGKIIHTWLSlhKSwoS6iCRHCKxbTueUSeq2CP18CVsXRpOS2PQtkib3TMr6ASFAzYbJjppYg2Kpiwlm3DFK6Yq+MoLvJbWK0sX2wA1R49zpRGDcQ0nF3STBGfP8rDWjk4tFWXcP0y6WVKivtWb4Rrxqf1uERBTLdLY0117rZN5Jw2PBWHuofq9dNwWWFgUp6QG6HxY7nb+ju3L1TpaL6aJVgM7hurPlDmklJonPWa/a9AuU9DRApM+hRHKtjINxP5tG2/ZbGZGgXwYkQUqB2uQUalM1hM0awnoDHiNUVBOsOQEWN8EBUGkQLBhALAmTkc7DoVdwJQjlASqGmtwLtWfU9YEPr4PHVyJSCntrMWKpMBh4UHwI3AughEBca4Bxhmp9ElwJKAVMNQV2T0WmlozQExPniGtNNHY34NUiRLv2YCCcQsXfT2sKmhJxpGvPqGAYCMqQQiGaDNHYW4Oa3Atfxih5HFIBUShQr8XYVYvQiAnlgWEw34cShKgWQ0xOwg/rGApGUPE9MMYQmzL2xBMXi4olZBhBhU0TsWG0N1KhEUvtfghM6C5n+haRcbGk7rk1+bssqkSQsUAgtD4jHdKqTN6MzKOYKlZnb7egpACd0rFSmhSJEIgiQyBEpnChtpSY0F19Mq374FwTJM1WTOVlTdK0XkWLZ5UUgIQjPNyzJED30Vl4LAkQEiqOjEg6hmdcSbYislAE8n0wE2GkhASE1tl4ntbNcOMGcUJaznVtopROhNv9W4kD88C8ILFmGJLhgZnQXQZpxs+6e9rE40pqaxPX4u/kh2xCfK0fyPw//aqQVlTsDmlJ009JVpdupHTvJgr3zdKhICX7KhZISKazkmTSXpv/s9R3WfNt1nrhMI3otC07K7hLMmUTPllBIWcEYtC1TUiZKre2xgcD+UYjwBiI+y4jJlMCzWYTk/UGpuoN1BohpsIIDaEjFwQRfMZQDThYVAdvTkBNjuk+ryCwygpIcExFEnvrujhayeNYUzUTRqOGxs49UEJikHME6w5GMLwKpAjjjRj1SGCo4qMuFEYqNiIlRlxvgpo1U3AtQFNINOsxpJDYMxUiFArM90FCIJyMgEmgsWscQ1ENQWUtAEDEElJqUhIphpIx38d1gWgiQjwxiUpcR8VMbiJSiBpai9IQCquqg/BKAZRS2loyWUc1rqMcrMRAyQP3uLM8ZCKYpE45bq0ZgHaLhbFEIxQIhQIqAViprFfXQjoCka6MHLdVulUgkaQ+T2sc2mAFkak07LZ6blMoDMlU7K6xlMgoAo/CxPJh9SFGkKqs9YNMplir/SAJMKOnkUbHQSbfB+Ou3ypswFMxuHm7Cqk04RG2arEW3SrjBlTNBriIwJmOPJIEhJbU8QDcNy4tKY2lRIt/rUsL0hTbsxoUl03V6kRkB50IEvFvOj+ICU92uVtUortqjaghaSwlSMJ8ATiNCOO8ncRMhxneCd1wk3QbhdB16VCQkmXGslhJ5kNIphO5diAkrWdqJSdtfWjrW8o60qYryZrfGfdgo16s/sNGyZQ8hoqnj2FxmAhMzSyg/AoUDzBZq2Nqagq1Wg2NqUnIqAmmYoBxKL8MIXVeDUtMSj5D4DNACajJMcjd2vLhAWADK+FhGJEg7K5HiCWh4nM0V5T0hBQ1EO6dRFxrgvse/IP3Ihg5BIzrpGW7JiMdMisURoIqwBhkGEMJCTk1BT8O4XslbYaPJEQksWsqQlMQWMm6ZGLIWCHcqwlTaYgh8DikVIhDid2TmmRVqoPgnEEJhagWIRyfQjVuYCDQBfeICHGkMNEUCCUB5SF4pQCccyhBkKFOgx9UGMoBT0WyGB+dncSIoGJTENBOYsY6oUNVlV6Nz1BFV+efsKTERl6YTKImj8e0L38iV7yNiOAZFwHBWEqcBcHsL2OoOIKKYk0yTAp2HWZsCv6JhCCRiCEjAU6kRaYyBkcACU0aQmspMS4uElLnY7HiVZMoTFoSYxKdwSQhU1JCSYnAEA3Ph8ukGgOIhXHf+NrSZCN8mNK5WKzuQylKCtZxT1tKPO4imEA2FDex3EhFmrT7fva3qJQLT7bWCZdh1tMRNYwx/dsn6TQoaeLghKtcpz1lHnfuG0tg5oTCTfOkREFK+hiLJiSth3Z4WXQiJOkkYpwZHz6Re4mx6QSoLVVUM2nj08e4lyQHQZvUm1KbpzkYJDEMBj64jMCjKbDGBAQvYVJ6mBB1TEV7MFZvJplRPSBQAkw0tVWFMa1KYWXESicgs2G4FV8LY1VtEmJst16xcw5v1XoEAyugoKNRJkOBgZKHRkygwAgam9pdwssBBvfuQOVguPToUUNg12To9vcCH1IoqKZAND6FSlRDtbQSnAFSSCgJ7KnpEGPyKyYMlyAaMaJJHfVS8TgqJgxXxFq7EkoFVhkEL5n03KHWr7CoiQHfw0BZWz6ICM1YWzPID+CVA3CfmcWy1n74jDlxpF0Fz2azTvJaZENaQZTUM3FRLC37ugdMmT7ojbZ6rk2eRspEZZhoFxmZgnVCuMRlUio0Y5PCHnCF8FQYQ0axtjiQDnUVRAiFQiwUokGV5BNRShMYIeCHDXAZu8uJjSXGCXStZkZIIDIkw07qShOkptDWDHCTtIxIWxzCJiBDeEEStitMmK/iJXi+EaMajQi56rwJkigjvz0XitWJMDjxqlLmN5lymZCtHdXStr0H2n3T0jZRmwaFqL1t94VB2lKW4qPmbz0urS6+TFM99p0U7pulQ0FKlhFL/kPqsoakE9K5PQDAvjqcP9m6bUiBycgdx7gPIpOCnXF9nBXPEbT/WEZaHwKAqRK88hCU0IRkKpIYN1qOkYqPgARQi1AbD1GbjNGs7dHtBlUIv4y6sX4wBlTAETAtSGWRFpdyAMFAGaCk8FzTVxiu+Dr7p4wRjU8hrjUxwDn8DXtRHj4AHAz1SGLXZIiAc+xaE+GQdYNgfhkqlogmIvilSZ2/I66biBQgigSmpoCxZgwMVY2GQyGaihHunQTq4yhXD8SAIRMiFpioRRhrCtDKAQSDFTBfWzKiqQiqMYmAM1RLeuUqhcJUM0ZTEPjAEPxqWYtXhYJohkA4heoIw1AlgOczKONJiYyLhZd88MAD4mxBOastSINNY13T6ShMvZnkQdGiValAdjZ0j4pOhCatO8E8P2SzhdpN0JaPWJKzCuhnREJFIVQUJxYHozdxlhIjXCUwQBjLVBjrFOyURNM0Y4UwlglxgBa5yjACKULQrIMrAebDEDqJeiR1hAz3dG4VRTrs2VjkuLE4SNJh0rE0ETJB4ISoMop1mK8U8HmSTl8aEbYkQsBT+TuIdO4Rk4vFuUzMGBLzUvlBtFuLKV0pWBN6Q5JIu7UYY1oorJQpmpe4epKcIWTNl5n7TR3eN61Wr1a0kqlWpEWurk1KQpPzgm5F3xRoR0FK+hTtBeEWQEjSaaBniLhJR8A4MkLJzpzBFZ9jZhtTQlsl7G6edt0QC6DA9MuZCB5nCBjX+8dNsLihJya/As59ACXUY4WxqRpEowEZ1lGPGtgDgTIEeH0PeHMKnCQoqIL5JUQSqEd6lcyZ7tNAiYGJJmhqr9YpKAm/PAyPc0SCMNGMMcUZBnwPh6ypApxDNCJNGACUNu5EaaN28cRSoVaPsIMz7G5ECDGAyuAwGOeI6zGaYwzN3XsxFNYx4A/p4JBYIgQw1hRQq6rwSj5UrMWozb2TkGO7MbiBY6Tqw/M4pCCETS2qVeVhBMODCKo+GgCUIKBRQ9lnGKr48AKdsr0eStRjASoNIBiswi95EJHU4bVhE4HHMFz2USr7iCPpKggDHH65BL/sQXIGHniZleyMj5CnI2CIEquaZyof+x4DIwmS2jqhhHSTDhGZqrXkLFr6wZLafWO3cc/l+tAuE+WeQSit9RCNULcZR7B1ZBIiYLQwAEAKMoy028ykbAc0gakbDUxTSBPmqy0lMoq1iyps6JT3vo2QIUdiiJd0ThKpx1qFMSgOtUDXuFdiYykRNpGbsRqqWItdtdA10SlIlRTac7lblHaXWYtQxh1jjtFL+ERTQiZ9fCY1PaVq8WQq/2qrCgeDnxLx2GRrBF0PSBMw4ca0zaqijBXUkhpTERkmUqe19o2FezZcBtikv2ldWa+tJABcHaRutFMgi4KULBO6+UOaa0hcW+6OeaJTtI3ebl02+m8yG5mNkiClIwpEmJAlKgPcB6GMSCo0TaIqjxFYwFEipVOvj2+HikI0vQrG2U5MCA/NZoywKTAe6kmg5HGsG/C162ZqN+TeHQAAvmodUB2BAGHcVKsteRzeUICVzAcTEeT4Lqj6FLywAV4ZQrmkxaLjDYF6KFDmHHLDavjVIZBSCCcbIKWgxnbAa05gwBSYi5sS4yrEE+NNTEUK1cER8HKgxZI1gWi8BhZOYaA0gkrg64qrkUAtFFDBCl0NV+pol8buBtTYDgz6DKsGS/ADD4DWlow3YkQ8gD+yEqXBErjPIGMJ0QxRipsYDDwEJU8TIkloCgINVBAMVuBXA6PN0ILNsscxMhAgKOsw0HLg6QmCMTDfg1fydAK5UgB4JUhbD6YT9FLaiRklmRW1ge9x+IwDog4VNSFD4YiJfWaEsq4bx3C1i0VKZymxws+mUGhEMnHJ6IcOJIUjJYiS500YIhDGUlsFoCc7JaT+xNKxb2nq6dQjgTBWEKSvj0i5fstmE0FK0BsrpS0lQmkrjJncldGVUBS5irg262oYa8uKjmBKiIOKE7Gw0+8Ya49LWtaSvyOtwVJK63cy7jJozUo62omnrDDCetGcNUS3S1KApSwSOtLJJjhrEa6m0unbftiIGmTIBmVcQzNB5z9xy6Bs23IBC68CfYd5k5KHHnoIP/nJT/D73/8e9Xoda9euxbOe9Sxs3rwZlUplKfr4pIFdoM3/wPYfa/ql1THiZY5WEgBJ4jG7D+BM7nZ/u+j2PWP1ECFYc1JnRmUcqqTrwlBlBZqxxGSoTdmByTDZCBUae6cwNRahNjUJEntA3AMNrsE4ythei/HoRBNNobCy4mO/6hAQNyB3Pgax6wkwxuB7PtjI/ghJYVctxuhUE1WjE1k34COQEdTenWjs3INyfRLlFaswsP86+B7DVFNg+0QTHmcYD0ew39AIeOBBNARkKNHYvgsrGuMYrmxE4HEIoRCFAo+NNTHWlFg3vBqloQEwxrTuY2IKaEygWj0IZZ+DMR31MtaMEQpCpVwF8xhEXaCxt4Hmrj0YbI5jVTVAUNHVXqWQmGjEqMeEVStWobyiBL+qIzFEo4myaGrLR8WHb7QluoZMGcFgBaVBHyQVuDHPe4xhqOyjUvURcmCg5KPEPb2C9Ti8cgDmSfjVMsjz3cRuSQMHyzwg3OPgvqejgyhZUXPGEHhaNMykAMKGsTgIN+FIE/ESmgRkinR4t85CKp3YFdwzmg+JWqjFpUIpM/EpIDbuG2XEqClLTCiUJhmStGWCNBnRLhYjAoXutyYl2iUjFVnFqSYkjVDnY1GxqzmjlHb5RCY5m29+PLptXQvJQ0IENCnRYdVIRaWQ0cJQHDnLCpCylLQQB3IVdCmTat66ZGwlX21t0MJYQGWiaWy0k7uVRqejc5ooAJTRiEjLMVr1JB2QuG+Q3VfGSJOM9L7p3a2OKN2+zpNi3HbTe4aWFbosRRc6kgOrTzfxsY99DG9961uxcuXKBbcxZ1Jy5ZVX4uKLL8btt9+O9evXY+PGjahWq9izZw8efPBBVCoVnHbaaXjPe96DQw45ZMEd2hcxFyuJ03vOQkzmVlNmlhXFNISkFbomSPv5FOnXi5DWrEruZV3yODgp8LgO2vMEZLMGcA/eyBpw7iNUazDVjDE+OYnaVA1xsw7RbGAwAILmOLzxJyD3bAdJBW/1WlB1BE0V4NGJJu7fMYVmrHDAqgqevnYQTGiSMfXIDvDAw9DgCvgHSMTQmVEf3FlDxfcwXPFxyEgF5ThCY+ceTD68HY3dE1gzvArldYej5HHUI4G9402EscSehsSawVXwBypaJ1ITqO8cw/D4LlQ3HICyz6GkQtQUGB1rYEc9xOGrRxAMV8EDjqgW6xTsk3tRWccxXNGWCaUUxusxQkmolitgnOlV+kSE5q5xDDfGsbqyDoMDJez1tO5jrBGjLiTWDK9CaWQQwcA4mMegIgEWN7CitBIrBwNMVHzoqFsC/DKCoUGUVpShBIGXNJHxOVDxOYYq+mc/UPJ0tBF0iC4PtMWFlwKQF+jJwEwcnhW7EjktAeMmssIPIEHOreJxIPA4fA5ARFBxBGmtGYB2dRAQCYnYRLBwxpz+REba3ZNO1R4qwlQYu8ndsmQSMUQYa9dMJFAypCSWCs1YoBn7OuIF0MJVod0rMowAoUO7iQixkNo9FEsdHsyYITGmP2GkSY8TuiYJ0bSFwgpRBaRx3zCjz5CG3MXS5B5hepxtnzQBy1oRFNn8KgSAJ64NlznOHk6pYpHZGTvtNsm0myY8drs0Fauta8jmgzPkMEMcrO7DFeRL3EhOuGxvkDREytYbsm2Y/chqRdILIyFcWnpAW16kSp6vPKAQurZjcnIS559/Pk488URs3rx5we3MiZQ861nPQqlUwutf/3r853/+Jw466KDM92EY4pZbbsHXv/51HHvssbjkkkvwile8YsGdKtCOuSZIWyghma55uxpQRjsik3cNIpVkRPUYg/C1UG9ACtDEHjR+dy/ivXvglUsQ6w9FfTLG+O8exwSVsKcpMdlUEKQwXPZ0NE1jHPETv0P0+KMAgJII4Y3sD8Wq2FOP8MCOKTTNSlZs0sLY5p4x1B7fBeZ7qK5dBZ8kYgJGx5p4eMcUPN/DhpUVhGsHMaQUwr2T2PvbPfDKPqprVmD4qXsxEKzWhecmQzTrMR6eaOCwjatQWjEIAAgnQjR2jEPuGcXQQc/GyICe5ONQoDEZYmctgtq4GpVVI1r3sbeJcDKCnNiLgYBhRTWAF3igWozJUKApFPjAMAKT40Q0BJp7J4HaGEZWbsTqwRJGSx5IweT7IGBgBOWRIZQGTYItIcDiEMMVH6sGyhitBi77KnEfqA6iNFiGDLXlw84ygcedmHao4sNnAKR0zwYvc3iVinbfKDi9B2f63jJKXCsAwH1dqdfqPqSxyASeDillQhMSGYvMMygpyfXhRLFK5+GQoTBWFeWevVhqS0YstBvEPodKSCN01YTAPshWqxIKaynRRfDSpIeEADPiz8hoT2JThRhMZ4klkVhXSOhka1YsGkPp/CBOsqJdMUpIUBRmtBx2LIVSTpsBGNInbMXizsXn3G9UKePa0pYSBU1GtG5GZYwX1tJkU8F3IjypneHCuzNJ6PR4uHDj9LvDZudtIUixyPZDC5e1VYtS1h1J+r4LyoponYVMZNvOaIMwdxf2UoFjZsHuvo4oivDd734Xjz32GKSUCMMQ1113HQ444AC86U1vwmte8xoMDQ3B8zzsv//++PM///M5e1LmREo+9rGPYevWrdN+Xy6XcdJJJ+Gkk07CRz7yEfzud7+b08mfDOiGlmS+GpK5wGWVnKVp233PCFnB9QuFSJORvVNNxI0pxI0pnftBRAg8QiAk+MDB4P5aLVqbikHxHoiVB2BXXeKhsQZGp0L4nOPgkQpWln1UZIR4xyjGf/sYSBJWcQ7/4CmgshLjDYGJiRBRI8YTJW3Sp1gXnpscnQL3PazYO4myjNFUEk+MNzCxpwHGgN+trqJxyEoAQHNsCpOPTQEAhtY/jhUTOzGwci0kEeqTEUgpPLS7juMPWIHK0AgAIK7FmNpeR7xjFFUmsHKgBC/wIOMYjVqM0fEmaoIwODQCr2wErLUIYnwMJRIYqQbwfJ2AbLwe6zT1K1YjGKzA8zhiIRHVIqipcQys5RipBvADDyKWiEzkEVUGUV45BL/qa7GjJLC4gcoAw37DJVQGAlR882LnHnipgtLwAJSQ8KslMBO2zBlD2dcTYjng2sKlc6WDB762hgRl7TaJE1N84DFt+VDCpIpXYLbyLPN0AjKzCpdEOmqH6QgZGQuQkGC+5/onFVCPtGVCkX7BMxVDhU2IZgiRIjJkNCVhLLXgVSRTKimdV4WUzgJro28UJcJYkRauCgkRCshQmFTw2vWoSGtvmkJqJ0PKZaJEe+RQJAmeuWayGhSlHDmiVFp6wLgflEl732IZMCfK7ktpS4YyYbLGSpJxbSTRTir1u9ZWIaEJkhWnp/dNyz6UMvlmEteQDcG2ehWRMqu4jLuU6HJ00T6rKdFtk+mrEsKlu0/32xKNtM7Z7W/GLy24bo/LKdArnH766fiP//gPbNiwAUEQIAgCPPWpT8VNN92ECy+8EP/+7/+OMAwhpcT27dtx1FFH4fbbb59T23MiJTMRklasWbMGa9asmfP+BWbGrISE8Y6akmn3xdwJSaYPpLRbhvuAxzA5WcPE9u0IpyZRixWaxpxd5lzntohqoMcfQLR7FBSH4EMrERzyByBw7K6HuHv7FB7cMaXzbBy8CgetKGMFEZq7xzD2u71QQsKrllE5cjeCgYN0nodahGYtxmQ10mZwoXN81LbXwTyG5t5JjIgYgghjtRiTu8cBAI/uN4jJUIL5PkQ9wo56jLpUGPrdOPbf9Tgq+z0dABA36wgnduPBHesxGUkMGl1JPRLgu+qoje5BpT6G1ZUKgpIHIomoKf5/9v48SrLsLO9Gf3s4Q0wZmVlZWVVdPXdrRDNiEBj4DPJtPjCDYQkbrkCAjAfADDLzZxALsFlmMsZghBhkYIHN1WIwNsNFVwaBQCBQMwkhQFK3Wt1dc1UOMZ1p7/vHu/eJE5lZ3VU9qFui9lqpVkWcOHHixImzn/28z/O8XJyUzGrHaDjGZDLxlhOxFOeLPdbSlDQTh8wkOmryIel4iO1bmn2Hqxxutk9utYhdU0NTN8G10eCTjGTYIx0klNOwUq1KUq1Z76eMegm9zAahpEJlPewgJ6kbbD9HZXl78zda8kcyrVvgECcuZUPfFG3a1bRWitRqUm1QzQIaSZyVS0q2rQObUTae2BrFhBJI1IgoENuxTkRPUjWtJVhrZNKqCpp5gStr0WY0dUhodVSVwzlphNeWO+uapnbgvACf8Fuoatm+qgXItBH2dY2rRSviq3JFw+GaOAkHViB8EGEzmrZU4aNAt1kyh222St3IuXEOFdshxE0O/OBi2abVUbAsVaxoM7xvRbq+E6kfGaTKudVUXB+3DaxDBwxEBmklQdc1S71KF2S0ZadQagn3GnEAhcj7jnhVdDBuZd+uqVv2SMpx8p/I7rRi3o7GxlWNlNZcs6KFeXqVbxTX6lD7cBy/9Vu/xW/8xm/wj/7RPzr03H/7b/9t5d/vfe97eeYzn8nly5fZ3Nx81H0/ZvfN+fPnOX/+PO6A4OkFL3jBY93lh914vCzJY6YouyDlYLZAZDy4ursGlmUb5cXeS1OhmpJyMeeBh86wP5nSJAPmtWdSOXYXNc57NnoJea3JnKM++3727j9LvSjoH99ltL4F22KLfe/5CWce3kOFcsILT47YVoZ6XjK/OKPYK8lGlzi2c57kZjmWunIUsynFXEoLOEc5LdjfF71CcXlP0l0NlIuaxc4FmmrB5MQGO4saleY0leNK1XC5bLjtoX2aKxfIrJby03zCYvcCl68s2FnUnBqMUVpROHDTktnZSxyfX2E9v6UVltZVxc5Mesjo/gibJ/jGUYdQNFVMWM+3yTOL0lLy2VlU+PURva0x+TinWQRGoCpJDQwyS5oZ6lIATu083qSovIftpbjAbMj2ioEVV80os1ilxI5pE2wvoylqkkEPleZhAvBtfoYNJZZ4QWgtzId03lXtdZBYTWa16E+aGspymTsSXDhxopF29Fe/7lXwhJaVhJtFcKOVElZlsaCel1TzoM0IlL9M1I6m7k6qcdL1NJVrRbSOmGkSbLhdTUnV0CxEK+Lr+kAeB0th76M41mLJybuo+2D578atZHhEdqLxnZC4cExdQOKhTTBeMT25COyWnxGW+pBlKu5ye9eEMlIoDcXzEoFGiz8C6+mqwGh1ovdbANMFSKFZouxbck0Ix12FUlwd3VGuCWBKmDJf1+E4ouYnfD9N0Nk4R1PVUs4KTEkLSgJ7BE996QZudAne2NjgRS960TVte9ddd/GsZz2L2Wz25ICSd7zjHbzqVa/ir//6r5erK6XaCPCmuUGyPZYRf/SHFN1H9I85NLpsySOwJkcBkvjzPvjjWOln4xpUvWDn4gXuf/AhfFUJxY9YI/cXNRdnwl7UjWdgNSOtKXYnTB++yGJngSsqereeR7tamtTtLti5OEEpzf3DlEuzituzDJxjsVNwYVGTn5ngdi7SswprtFD0izllsUZZy5HX85orlcN5uPnyHDebYNfFNltOdqgWEya7BZfnFa4vjpd546m858KiZnFxl9woEmtomop6PmG6L6BE9waYRFM4z27luPninObKecY33UG/l6CUwTcVs3nFpKhR+RCbB3fMrGaxIw6c0dpNjHKL1pq6bNgvaprsGOnGOvl6RjUt0YkG32CAgdWkqaG0Ul6RiG+LSnuYXoael61Q0ijIrGGUWbLEhGwQKQ+YNMH2Ukye401KEzrJOi9siVKqzZXpTo4Hhw72YdHE1hL/Xi9/516bdtVeS2Tp0uYbckdA3DrKioi2bMRR4+oOOA4JqnXZCCgpq1aMGi/tOEE6eRtc09BUgWkKTpN4/bpaGJOuANQ1jqaOvXUqDIpu7mgM6fKoQwnE8nsJGgsnJaru3c43hydLB234F4RWMyi8a+R4/RJoeE+ra6m659f7UEZqQmnDxdPVAYKdCdv7FgRENgYicHBtA8T4/biqWWFJ4vlruxV39SqhdLNkP0K/IR8Bz6pepauzWWV4PIsgLq69W57rCJBKyZxpRbTuEezpN8YHfbz3ve+9ru3f9a53XfO21w1KvvRLv5RnPvOZ/ORP/iQnTpz4e01hPdK4XpZkVTe/LJms9IS5ikj1cJDayjJrJV/A+eW6Lv7GY1R8d0jNOUxuwNmLV3j44fOoUtqsg0MnPYzSlM6zX9Tsziuq2rHZTzg2GKGNoZxWzC7OUVqzcekiWTnDakVdO6rJFZqqYHqsz8VZCaOBlFicY69uWFxesLi0y8BJpDtAXS+EBamlHOMbz6R2lM4zu7zATXbIt0LKabUA11BMdrkyK+GkBIrFm+Ze3VDuThgoT2aX57acS56IzzPQikXjmDaexeU5bu8KvVuDo8ZYWdlXjlnd4PMUnYZmeHVDPROdSL4pSao6WIl35xXzyjNY2yDf6FHsFdjw+ZRvSKyml1oWaU0SvNZeaVSSSo+amL6KEBrWSDkmT3RoZx8mKC2WXZIsAAdhXdpV/oHrxjl/SLyntfQaSkJHWhXo+DZHRKs2p2QpRhTx55EL2tAHJ9qNG+c6EeKyUm4WTZsn4ut6VX7hPIcix9syyPJxYSdCeFpw00QARtCf+KY+cql6rXOfc176IqGISbTdidOjcEctEhRS7mn8yjF7H5JrwzmRkpeCoMtxVR10JY2wUyzBQ1kv31sATxPaFTTLfTdLHUc8zKXuo1nqSg4wXwI0aPft68O2ahdYpkUd3Eud8loEUzR1e6+KDqD2momC+igUrhvRlYSsl9g/6Okybrhvnrxx3aDkfe97H7/4i7/I3Xff/WQcz9/b4XxIf/Shh8xRnXY7mpCV+3KMage5+6zcCHV7441Cd3EVdlZFrDbUivRxjYSbnTt/mfMXdkiaClUVUM7QxoK25NkmaejvcmVaMS8bRrlluz+it76GToQdmF+ZM7+4S2++y3q+RZKKMLCeT5hPSy5NS1y2QTLI0UpKJpOyptidMqzm9FOD0gpf19SV2GRVzPrwMKkdxc4CN90lt6qd5AGq2R6XJyUuHZOu9ci0ZoKjcNKvRtcF/dRgjLAcTR2SOo0IVAEK5yinFX62T2YV/dRirJYJJCZ72hyTSjBW4xuqWY2fT8mNgBhjpVQyLxuKxjEabZKvD1lcmUuvGpOA96RGM8gse1ZKWzFQC2Wk2V8uvWpUkrbXgdbCJlkjZRD8coUsGxix7TqZ9B6xFXx4nUYavsWoecE7YjN1Mf8kXH8e6dfinadRahkLfrD/SbiOY8mB7go4uECa2uEqj6vqoOPoPu1XI8eDAPRgbMbVgJd8PLciGFUhgfbgMR553J19rsTvH4hHV2Eh4LxbYTK0UiGPJZRAopZDaSndNK6drMOpFcYjTNSuXhXPliEWf4mFPDR1q1XpMlpS1hKdjfOhf5DrAEC3vN/EmH4RF7s2R4ZGjrspKxEWd0pDEWC0fXhCuSlG+/u6AnzL2CyqOjAloldRAdg1ZUUdLNuKKKJdLTc/1amuf9/dN93xSZ/0Sbz61a/mFa94Bb1e73Hv77rP66d8yqfw53/+54/7jT+cx2P5wcS688otNNj5oiK+TWj1yxprE9X/8SYakxNdLVqQrt+/4wCoHFQrN7PO24YV9bxyvO+hc/zd/Q/hfNCXVHPczkWaiw+j98/Tp2KcW1IrgtAHr8x438Up52cV9uRt9LeGMnnPauYXruB3znOsbzk2zrH5EIC6bLgyLSmVJR0PSXKLRo6vns1R1ZxeYjBWaO+mmIkjJRHhp1VQec90UVPv7NJLNP1+QtKT/Tdlwd6ixtmcdG3IWocVqRcV1IXEtaf95fcBoeOqac+JqxxNWQbLqyaivabxAZQkmMxKKQZkci0XWC1x8EkqDc2k67FH9/oko758hl7WNmmzSpFZTZYaMmtIjW6/e50YdJpi8wyVpNROAtPixG6VDnX/KmgEDq/Eo66gDcWiwzYsl9CHrot4WbflgGZV4xCzJGIGxco11QUecft22/gGj+82f7AEQReYXO8iu3OcUWtz1FCxQ65fJpFKdosIhuvAesTqmA3aGV8XLTAJb9KmuFa1WJ9bOBGYjCbapAOb0ZZ6Gre0VSM6lShGbXU2fplyWzbLY21dOmUZXF3LUk9Zy7Zl7ZbMSuMCwKhbnUvcflE3LKpamJJ46N19x4aJLAW3B62+cTtXBs1PJxemqq/dXfhkjyh0fbx/Hw7jxS9+MV/3dV/HyZMn+bIv+zL+8A//8HHt77qZkp/4iZ/gVa96Fe985zt53vOeR5IkK89/5md+5uM6oA/18VgRfO0kgCwyHi2oiD0mtG33HT3+7X1FQ2qEnpbVTLlcBVqh/n07GdLeJLUCtEIHPVA3LK1ycG5nl/fd/wG09mSNItMGX5U0+1fw0z3cdB9rczbGt7MeArmu7Jf8rZuwvZZz18k7Gd5yguw9F5ldnDO7OKU+9wBbt72EZ5wY8d6NMeV8V6yyIbl0bWOTfD2jd3ku52VRoaoFw7SPsRK37aqCnUWF2x6Rjgf0w4p91ngWV/YYJppT6z3eNVyn2LsEwLSomdeefHONY6nmvhlkcaHf1AxzSzoYoJMMY+PqXmMSS240Vrkg3RGhaNJphoYPjg0j5RWbmmWDQuewGjKrsYkF6uWq3FjpzptabJbIRBZCyjKr6WeGQWZIdRCY+galtZRwsgSf9CjDzXpRNayRiHDTN/hKHCxNIQ3fulkVVeMwWi9p9m5ejVsVacpHiGLKcL70AfDg/SMq9mQi9UsHhmvQ2q6wNXLd6fD5r76vR9p/d5hHUCLqIM6Nb+Q7Ja1oZZYnmoMvXAE3EhAn23cbyUmonMUrQ1lH4WcngM6Jc6UuKmEzwoltkG3LLlMC0FRLx0vXDoywXl3Hi/z+q0MgxrMEJTH4DWjD3pa6jwavBEwVwYYdxa7EY6kb6kVoGRBTcQPDs6hce11FJ03MeZGGf7KfxkmmyaJughBZtQ4j2XcQ16ulFqZ4GoGSG2M5fvAHf5Dv+77v41d/9Vf56Z/+aT7xEz+Ru+++my/90i/lC7/wCzlx4sR17e+6Qcnb3vY2fv/3f5/f+I3fOPTcDaHrYx+LxpPEe7sJN65qgWpC6qRJJDXSSgpoGfz9SkESXqK9AyehWsrVrYUvrkBj59Gyca2GpZdoEoS+1k2FVhpvNJenBWceeIB5WMkZpRjmfbAJfrrH5MEL6OQyQ60ZPneDm4Z9+qmlWNScn5b8eW75pNtup3/Xsxj99fuZX1qw2CmYPfAgax9xkWdvD/nD7T7z6TbGSqLqrGrY3NhmsD1g/IF9Eo0kl5Yzhuk2aW5RWtNUBZf2S1x+jN7WmI1U8+BcyjjF7pTxYo/TGz166yeZXXgQk2ZtQ7SNjXXW1nOOzWqG1oQI9oph2iPrpWSjY9jUSLdWpdBZwtAqhlZhewkmtZSxZGJi7xexiXplsL0MkxrS1LSlH6UgtQaTKMCSWd2urlEKk1h0mrSuF60gtZo8sfRSQ24NyhW4MAEordBpjrcppfNMa8cs0OyAMCWhUZ0rQ/O5IEiECDLEBrwiSowJoB0aPwaLxTh4r82yo1osgYQSS7cE0g1Ea9+zanBNjXUNVickNmh/nJOoFC2NAXVi0EmDTuwKe6KCU0ZrtRIyprQG3WE2wnNad1akitYphFYiujVWAPqB36IW4+/KY0prVGAzoqbFaEKUPERLcPu+NqFmyXy0+1YCGl1dBPuwa/dPZEqaZdNBrcDHkklXN6J0KyyXrI9uOasOYW9LJsN3mJK6ERamC3gi+0GH+Yh6ksq59jrxwW7syjpoUEIDRAjlmABKwvYugJ4m6E9aTYnvlHuapeYn2qqFtalXgHQZXWdPA4bh77v75uCw1vI5n/M5fM7nfA7nz5/n9a9/Pd/6rd/Kt3zLt/Bpn/ZpfNVXfRWf/MmffE37um6+9N/8m3/DK1/5Ss6cOYNzbuXvBiB57OPCtObKomEeXCW6mGCmlzC7D8vf/Ip0ufUwrTxXioaL85pLs4bdoqGIyZuLfcz0EurKQ+idh9HTy6hyBiDddhcNZyYlH9gtuDiTtFClFKaYYPbOYi/fT75/lvLc/VRVxcVZyd9dnPK3l2acL8APJYNm8uB5zvzReznzf/4A987f446NlLuPSwLq5XMT/vKvzvNHD+2hnvUxHHvenWRrGdNzE87/2X3Uf/0HvGB7wCd9xEm2To1J84TdWc1D+wWcvJPNZ51m+1iPgZUut83uJY73EzbWc9LBBgAPXJ5ycdEwfMbdnLh5jROZlHyKy/uY/Qs86/iQ4zePWTt1N9naMZzzzGqHPXkrm3dvcEffciK3mF6Gamo284S1YzmDE7fRX8skiEwbsvGA8SjjptwyODFAD9dpvLBaxhpsPsRa0XKgtGSrrOdk6zn5eobO+zgnk1eeWQbDhM1hRs9q3HwqoMuEiPesh9O2pbOtUfRTQy9RqHKBLxbCfACkGSQ9FrXn8qTgyrRkUYUJrhHtS7k3YbEzodybopqyZSYaL+B0EWn5ECzWZmzUFSoAlqJqmJc1k0Ut15jNMalt9SSublBNjQlsUKszIZAK2oQVs5Pvcl5AvaBvjWwfgJvYnhNMnpIOEpI8kcaAWi8dYprDM4FScv70KoOTGC2MU6JDEm0AEonFZka+9zRr9VXOSUPJJOhyaCqoa1wAetINWbfbggD1JNjJfVW0pRhlLRhL46AI+qS4H6vCvssyNChcWqtr50NI3HJ7rYGmbrd1MVBOafkOKznGtgQSAKkrKprQIRqEhakax6xoqKqQrhoAT7MoqBaRuQmdkxv57uuo+4ggM5Rj6jKwH0E4X9Wy77qqRUMDRAt2tahp5gW+nKP8sg1AE8s9sbzmg1albKgXZRtL3wT78Kx6+swv6gn6+3Abb3/723nta1/L93//97O9vc03f/M3s7W1xT/+x/+Yr/u6r7umfVw3U3Lp0iW+9mu/9ropmQ+XsYLSfctnH3ouLlyuFdT/zcUJ28OMROds9gyqnOLOv5/m0lnQBnv8NCrp0+Se/bLhwb2C3UVFYjTbg5RUK4aJRy32qc+8j+bKBaH6j51CnU5gtM20djywO+fMpKBqPOPcMspGbCqDnl2B8/fRXHiIXd1jvxmg1JidRc17LkxDoqdi6/QJ9NomTdmw+8Au0wsz8vV3cvzO53PL+gnSzFDN9ij3K/74/Sd40YlbWL/5FrLRX3PlAw07799l/2/ey8ZzzvOMYyP+ZLNHWdTUVc2FSUlz8jijW08yOPH+cBN2uL0rDFPN6fUe7x0MqRcTdqYVO4uGkydvZXzrGtsP7kmaZO1w+5c5fvxWto/12NncAiCxmrL26LVNBifX2djaRWmFzTPwjmFmWB/l7K3123RUrzy2n9PbFEFtfzNHD0YxABVjFUlqSXLRfuClh0zSt+RrGen6ED1Yo3KyGk+spp8a1jJLbhV+tt9S50prVJK1E1NcFSYmpK6WBRRzXFmhrEUpjTeW2bxmf1EzK0I6qigxcVVJPS+p5xXNosQH0WCMd6/qsGLuigddiGpv6iVT4jxV5ZgWjYS4pRZlpWQbMyiUq7BaJugYD9D+Brq/iUYa1qmmJrFSooolMOdEFKuSDJ1aTN5Is79ofQ6sh9ZqWfZRCm1Mq+FRZmmJ0FqhgyvJ6qUjSX6uAigxltrRTuhKB8FwEJpLDkd8TpgVYUpo30MAj0Sud4XFwsIEx0vdYT40KNe0oWKt+0ab4JARQOI65RtfSzNDV3XKF0EUWzUS+tbEci0egp6om91Ch/lwbhmNT1OLS6cSO3ZXuFo2wVYdLcFe+h5JSSYEtHWYkqrxIUfGtafb1cttqeN1Jb2PXChTNY0wMTpcU2LxDimwYVQBeLkDzQKfqvFEMSVPg4/yuMf58+f52Z/9Wd7whjfwd3/3d3zGZ3wG//2//3fuueeeVjfzxV/8xXzqp34q3/d93/eo+7tuUPI5n/M5/PZv/zZ33XXX9R/9h+volEhgVWt3EJx07bvdZNXf+KuzfMTpMf1kk9OjBLV7jtk7/4Sdv/0AOrVsPu8Z5OMtqsEpHtwr+IP7L/P+SzN6ieH5N48ZpRtsmxp3/gH2//SP2bv/LMpoNp55C8PBCLbu4vyk4o8/sMO977/CvGy4bWvAreOcW9dS1O5Zpve+lQvvuo/z4yH2+R+HHa5zZVbyNw/tUJWyWrllLee27ZvRVnN5VjPZK0n/5AE2XvSXnH7+LYyHGb6pmF58kPd84A4efM4Jjp+6nWwtpXCe2ZUFm+95mI2z7+Om0x/FqXGPi+enlPOaB3fmXCnGHDt5K8MT72R+cUY9r6kuX2So5XiH6znFpEe5qDk/KXnW+klGt55g468vUe6XUiaY7LB2s+H2rSFnNiaUhVhrS9fgsiH94+sMT17CO4ftpeA9vdRwYi3n0jhjfZCQijiDZNCjf7yHzQz51hg1GLcN5CTV1bM2zOgnGuUqlDbYXkIO5Bsj9Ghd+qo4h1aKYZawnltsXeBm+1SzBa5xAZSkVI2srmchUh0C5V9X1LM59aLA5kKjE1bLs6qhKmoWVeyeK6WSuqipC6Hmqav2BlHVMjktYmM7pZc5GI2TMpFz6Dh5OBdW/F4cQkpKGTHinabGKnH/SFNA2rh50GgbOteGEg5NjU0gTww6iG8cHq9TSDNsnoiWKLATCuk+rY1GN538HCWW58i2yPss81uUEjtzCxycROObRAuwS7Jl99kwEr10MLXOHR3KdCHltm1SqHUb+ibCz7rjs+9E73vfrl9i40FXNZJSGsWxSgmbUbs2kNIQMk1CLozYgR1oLfoTH7fvinsFVPoABlYzSrwAkJplNkqIxZfSmuiJFMvyTbRVL3NNlvZh13HfeC8x/a6OCbAsnVrhWhSQ53BO0wT79EFBryTGutYSrFFtLky3DHZjPH3GzTffzF133cWXfumX8sVf/MUcP3780DYveMEL+KiP+qhr2t91g5JnPvOZfPM3fzNvfetbef7zn39I6PpVX/VV17vLD83RyRDxRwCSo8LQWkASJhTlfQtM/s+v3cu7n307417Ci04MKN/zF/ztG3+fd/7Rwwyt5rn3nOXum++i2HwOv/e+S/zPt7yPi+8/g+0N+avnnWJ7kPKMXDF755/wrp/7A/72by5hlOI5L3mA56+vo+7+eN51YcKvvvV+3v9nf0E9n/Deu1/IJ9y9xUceTyn/9k95+Pf/got1w+Wzlzh+/DTZs+9gsqi5fHbC9OJFFtOSu08MueXm28g2R0xqx32zEn3fDqf+4l1svuRTue1Yn780CfV8wpWz+9x3ZcYLbzpOOh5QObhU1my9d4fqwfewfufHsjmQ62c+rbjv4pRz05Ljx2+R5nr5FapZxfz8FfL9c9y+fozRRo/JzhpV2XBpXtLcvMXo1pOsnf4Ak7MTtFa4xYxhorl5PWe0njObVuSJFddBv0/v+CaDE+doigqTCyjJjPSQGQ5TNvoZqdWgHGY4pL81JMkX9I6toftDGjxZosn6CTaxbI9y1vMEVe3jnfSaMWlCtrGGy0csase8lBvqKLesZRZd7lNPdoXWrhtJUs16FI1jUjVMFstVolEK5Sqq6ZxqspAHg9bIeYReryVuvA3Fq2uaoqEupGFdTNOMjoembgJTEi9JT13Ucv6KCryknTZOVsuzshYtkrIQmBJhshpcIQ6jmGVCm6gK3tjQfVi1Dh/lReybJQI0TNBqSCnGoqzYrSNLopRYk61RuJiZEn9yWmMC46IT0/4WddCNJDbog5YqXbQN+S3Grlh8lZJ9i4MpMhlL1xPKhMZ6rnXTtM6bpg7WZN++j0OYqbo5CEqi4LcDJgJTUoVtWxIWD3UtzEcs9YT7THTfuC4w8R7XhG2jPih8RonG77AqCqQTcoOr/YqQ1gVLsA9C6vZQO9t3DzQ6qRq36rwSEOQhOLPiDbLqAJgVt04l2pmu3TgeT5fVe6pTXT+c3DOPd7z5zW/mEz7hEx5xm7W1NX77t3/7mvb3mNw3w+GQt7zlLbzlLW9ZeU4p9WEPSi5evEi5CBODd0tgERwuXVDSRrV3WZKr5I7013rkSYGa7XLhgsGUnnIjZbCZYPsp83GfS/OKSxcvkFb7ZKagN0xJM8dAzSj3r3DhsqZWlno7Z3guQRtFtZFwqXRw/jxqtksvKxkdO05dbTIc1iSLXS6endDsTthPE9799vuo5zX94+sMnvd/sagcu2cfZPLwe5lceD9vOj7gk257NoOTy7jg905LnvMXH+D4lQe5eX2MzcRaOzn/Af7u3C00z7iFdCSP7VSOK1fmTM9cZM1XDHOLaxyz/TkXLyR8YHfBc2/Zpr+9jk40i52C6ZmLbFz4ADfdfIq7tofsXJjgnefipGS/8oxP3sro5r+lKRtZNZcFpp5zrJdycr3HQ070DnXj8ekAPT5GfmxMNVtgsxTlHYlWbPRTtsc5m4OE1CjQFpUPyNbXsHlGtrmGtzneQ5YYRqFj76n1nFFqUOVcko2txfYT7MYmPl9jOndMQgx/PzNkVqHKGdVkSj0vJCTLGrxJWTSOK9OS3ZmwO1UjK1dfFRK/vqhRpoSybFedVUgpjQ3rSKLFVxwvrTgyTDRN3dBUwpS0k0HoCeOQ7BbV1GgjAmjfyaAgCF29E5q9KcXdoxVYLeDAdy3HVgCayUwbj4+PDia9zGABvDYoY8VlZQIocS4Ifw3WaGrjO4JajU4MJkukV1LQoMRPlRgpEVktgu/oKlIBwCgr3Y2bDihJY5y+W3W6oBTe2Fag2Wo+kM7J+OB26QZ8tSDj8AQag9Z849uyU7T6e4dkyoayk3Q3bpYgRgmAaQi27O6E7V0oqzlcvQRJUffhXSiRxANp7cZL0a3sRhx6TRPATNx/sJ83VbMC2pwTwNN1MsWY+aaS1N12W8K+nW9t5e19M/b4CUxJLG/I9odO41M2nrDyzYfwOH/+PNvb21cFJHVdc++99/LRH/3R17Xf6wYl99133/W+5LrHj/zIj/C93/u9nD17lhe+8IX8l//yXx7xg73xjW/kW7/1W7n//vt5xjOewX/8j/+RT/u0T2uf997z2te+lh//8R9nZ2eHj//4j+dHf/RHecYznnHdx/bQQw+x2495Ft2bjfQcOTIPQXWR/cEN5HWLy+eYDeacP2N4MJuizpznoZ0JZ+cFCQ16Z5/6zAUuqwc5+9AFphceZn5xSpUaLvVnPPSg4oEywV3c4cz+jItzAU5ud4o6cwH1gQe4fG7C4so5qv0dmVT2C/YunOXByZTJX7yLd/7in/G756WDbu/3/5Zn/7/OoRVMzz0AQD2f8IF3P8x9H387zz91iqTzq3z4PVd49oN/y6lTn0DakxbV8ytneejKjFmtSNfknM0ax8WiYXFpl/VySmI0deVY7J5nN0l474Ups1vXycZjlFGU+yV7D+1RPfgeNu/+GO4+PuDdazmLacnurGKvaNjcPEX/xDEWOzN0avFVgSpnrOcjtoYZk6C9cXicTrDDMfnmmmhucgEW1iiGqWFrmIk92Gg8Dh268zZFih6O8Va27yWybWI0J0YZ/VSjpnNcUWGskQ7AwzEuG7JzZcb+oqaqneSPaI2q5lTTBdWiRluxHvskY156Lk8rynlNk6jWGurLkmZRUE6EIWnKEuMaQNO4UBpxfrXDbTcxNLARVe1oKt82+2tDxhpHswj6gFCS0eHuEGn2ttsuYfKIuoKmxigVtBvye5O+Jg1kKaaXYTNL7aqW/dCoNvBt5eaudeuSicFiAngUeSKha4nRLeDXLRMjJZkI9E0IfIuaEtWx9yoTmBJtVsLVdNivBmJCq3cSJ28SK92Ng+5jJUDNu6CX8C0bBKtESOQCdJv+uprmKtvHrKIlyyp6lSp8v92MF6ijycDLhK2DoDeWbppq1X3TeCRBt1k2t/MRxMTQIi++nAh4VkS04by4AG5c4zhkm+4IgeP23i1BcjwvVQAjzrllp+Xw+mUjQbfCiDxSr64P9niihKqPZR/XOz8+WePUqVOcOXOG7e1tAJ7//Ofz67/+69xyyy2A6E9f9rKXXbcB5gkLpTtz5gzf8z3f87j38wu/8Au85jWv4bWvfS333nsvL3zhC7nnnns4f/78kdv/wR/8AZ//+Z/Pq1/9av70T/+Uz/7sz+azP/uzeec739lu8z3f8z380A/9EK973ev4oz/6IwaDAffccw+LyHg8puHFZumWnUnjcHia8Cc1/s5rvDvwOo/ynrN/8bv8xa/9b37jL8/g8Fz4gz/mf/z6e/idh/Z403su85tv/EuK9/wlk7LhN9/2AH/z2/9fzr3zrTx071v4k1/+n/zeey+hXMUDb3o7v/jb9/OWsxPecnbC/+e33seZ3/4jlGt487vP8We/+quc/Yvf5dw738q7/89v8pdn91DFhL/5xXtbQALwJ39xDs6/nzyR/i5xXPrbP+Gvzu1jT9xKr7PKfc+konjoAY73E9KezGauKpjsl8zqBtvvtZPPtPGUe3NoSpRS1GVDsXOR2aWz3Hdxyn7VoAYjtNbsVQ2TM1P27j+L2T/HqbWc8VoGSjEpKvbLGtcb0zu+Tr7el4Z43kNT0ksVG4OEcS+VCc1D5TxqsEYy7JEMc1To4ZMoxTC1jHuWfmpl0lMalfWkO+94iO6NhD1R0p9ma5hycj1nq58ytBo33ZckygB21GDMolFMyoZZWVM1vhWu+mIult0gXtRpAjZnUtXszUuKRSUNCKPjoKmoFwXVpKSeiXhVuWYlK6VsDoeWxaGCDqGohSmpa8l9iPOcd5Kk2pSiQVG+Fpt52H1cLbelSh/6sZQlvizFHhu3baSvTdl4vE3RqSTdmpDKC8HKbg4mqR5xiw7ps5lW5IklsbqN3o9ZI8palDVSvtGm/b2ZUFKymlbf0L5TsAR7aPvYGB3yZ5SIUVu9R0dTUjsBXN0ySFc7cQhoOM+hVFnv2/j3+N2AXjbji5kpoTQU2QmZrB3K6ODG9u2Ev9y3a/NBIivSPZZgNzogcD58jDEEz7dAq7N941s2A7eauNtl5VqA0bgjz4uwJHC4bYCUBgkJsCbu78a47vnxyRwHv5P77xfH5iNtcy3jMfW+OWq8//3v5+1vfzvf8A3fcN0H0R0/8AM/wJd92ZfxJV/yJQC87nWv49d+7df4qZ/6Kb7pm77p0Pb/+T//Zz71Uz+Vr//6rwfgO7/zO3nTm97ED//wD/O6170O7z0/+IM/yL/7d/+Oz/qszwLgZ37mZzhx4gS/8iu/wj/7Z//ssR9s94QrD6jQzKvzlOpu4uSJldet7vLB914B4MyfPLTy+LmiZuc9DzL9yIYPvONthw7l7+6/gnrpmPf9yZlDzz309jOc9p773rdz6Lk/e2CHLzru+LOH9lcef3hRUz/0PobH7jz0mr96aA/10VsMO8moe3XD9OGLDBJNli8vq7oQ27HNs3bSmjdiD8U1eG+pyppqtiv72btbOu7mg7Cth0nJ9OGLbO1f5PjaFlvDjItmyqJyTMoGtzZED9ex/d7SltnUJIkij9bTEAxXOyDpoXpD7KJs9RFGQ6oVPWvIYoCWUqgkRfWGmLpCpakAFaQJ3lo/YZAYxrlF1wv8YtrGetssRfcGVM4HUCJCQqVkkvRVGTJEGuhZtDXipqka6SFUiM6k7ffhY6Oy0KyuKMHVLTvRNqqL2ow4+ceQN61xTlI662BRrepGrtfASoiA0QcNSoVWq6BBJqblv10dhatVW6KME2Xsg+J1AmmGzhJUVUvaaWdo1QmhkwNu2RTvJAhMKzCh1BND69pyvtIYa3BaS+uDTp0/Hn8Ul7ar+iNcct1jacWo3RWeDrHxTUiu7a5DvMe7KFxdBT/XOiLYO1TpiSXfI0pAUfd6MH1XGIgDgIQAKg8yGe4AaGmW+TQ+MBi+KwZu03yPLkvF1x76fK2mRy0Brj/c4dgHHYtzfkW3B8vsm6daTwLhWnkKNCXXOz8+1eOx6G6umym5cuXKyt/Fixd5+9vfzu/8zu9ck93nkUZZlrzjHe/g5S9/+fIAteblL385b3vb4YkYJMytuz3APffc025/3333cfbs2ZVtxuMxH/MxH3PVfV7LOMiOdMdB3HH4ySAQ8/7QfvYefh8eeOjc9NBLp2d3mFWOJuSOdMfupRl4x7v3y0PPvWdvAd6xd+Hioed2Ls/xTc2lsj703OzcpbYRXndcujLHZ0Nssnr5LHYmneRSGVUZxJTGthdb470wBD50LK0L2Xa2SzmvmFU1KknbZnh7lZNOw3tX6NnQDC/c3CTePUPlA2wvXU5wrpG4dq3E5RFLC3hZXScpOkvaIDAJONOSO2GC6VApsNJjRv6btcJkawTwDBJLZpRkyBRzye3QWjQiOqFqPGUd7brRtqmWVsxWfynbl41YcJtQ52+Fq7HJWrUsm/AI1+ChEZwjlcw2rTtmuX/XrmplRS0JsLEMcnDIdm7FsRFvQD5kYtTR5ht0ItroFUDwiP13ILhNPFpLvkeiJRNkhV0xUu6JwCv2kGk/dpw8DnXbVivHstxd7PGz/BGLvkUBejm5HyjDPhEr+SP3EFmYA0DIBxdQ/G/LkHXAlD+gYeumQHdH1INc83F2WZNuw1COYFzcstTVBUCNW94jD761953SVkfvAzwt7MCwvHwe79/1jMcyP34ojutmSn75l3/5yMf//b//9/zKr/wK//Jf/svHfDAXL16kaZpDGSgnTpzg3e9+95GvOXv27JHbnz17tn0+Pna1bY4aRVFQFEX77729vaM39I4utuv+vjol+Gse9ULAyOSISOV6Vq2ucjqjWszBe2ZHqMH2wr6qxeTQc3XVAEc0TQPqeXEk0m2qJogSV0GJK2vssiExQKv6p7OtlK67dHDnZtXEdM9OzxnvqUuJTtdK7KGwvMl6FRI6ox4hDNVhDNrSArQHuPxsMqnq0MZ+ZeEet4n7VRrtVatziCGhyjUrHWFVmIAdPtTy5XGDbN+NJW/3r3RoAb/Mqej2Q/JByxBb2eMPd/U98vo4kNt+cILrjnbfzl3XtXvVySKUWAAOxdM/hnEUQPqgjQCED5YbnqzxuCbgq9wngMNsySOMq+Lea3z9kS9dqXo9+n6u1nfow2WUZXlofsmyjCzLVh57LPPjkzmUUuzv75PnuQj8lWIymbSf5apz5qOMJ0xT8vmf//n8zu/8zhO1u6d8fPd3fzfj8bj9i+KdQ0Otrv5WKuSP4bdkQ9miWxppn+snV70pJ3kPlGr7wHRHbECXhAZ4K/tMjgYkALaXHbkCNImRmvsBAKRTCaNaMRjFlWpnW62krNBu0zlmY7RoAMKkrRUkWrr+Sq4EbZy6CWUW5f2yh0hnNRbr4dAJvIL2AJefTVJDRQt0QKB4cJXnXdu1tI40uUdAWtca3kTQIHbW+BEbAlg92D03ZDRICUG3+R1Gq/aaUkYvm3npCHpWx5HXx4FygjSYO7wZsNy31ldn+44Y7uh1PkH8IP/3MZQ1Dr3P45gMH/fw4qh7NIbniRpXPafXMh5hIo8hdNcyrtoj8XEAhQ6+v6bjuFqZ6Kkcyvsn5A/g53/+51fmmvF4zHd/93c/xZ/w0Yf3nmc+85lsbGywubnJZDLhxS9+MRsbG2xsbPCsZz3rMe33upmSq40///M/58UvfvHj2sfW1hbGGM6dO7fy+Llz5zh58uSRrzl58uQjbh//e+7cOU6dOrWyzYte9KKrHss3f/M385rXvKb9997e3gow8UpzeEqQ8Yj3LCVr8vj//YFf/dpNd6KA0ycGvGu/WHlucHKdItGYtH+ohDM+1gelefYo5d6dVQHv3Ws5KM3a8S2uvG/1cNY3eyjjOJbaQyWc/oljzMrDyuljGz1UMaGuVj9/vj6kqB11tdxPkmphKZq6PVtGKUnhVELHaxvEpv0xaS+hn1h8VYLz5EbTM4p8PUevbTCvHfuLOsRkK3KrUXWBX0yp5+Vy0tKG2nsK51lUDXkAXwolkeohilv3l+6EspZMBkNgvLyHupJjqStx9XgPSjIiFnWDUVA0Hp/nqKwn2pAQ2a5cRWIUqTVkiaEK58vjpRmfNcs2Mk62T40iSUQnYRKztJVrg7YGk2h0Etwj19NV1zVoRJMRm/6ZTl1cEksVysVSSLCduqNX1croAJ60pMuyBHCKTpKqE3dOE4LZukjn0RiHaJV1LvSEaTvudl7XLMsbLbDrnJbWznrwXF2lxtpEe2qHX/dtN2QJlNNKoQ6wGE9EZsWRe1DL8lT3I6jgXor/XQbKScpte0ydF0UQf6jXT0i/vebj7ACJLhBXHM7uUFofZhsRkB4fPvjWSqnloiV+B+G7ckH4+pQPf2D19TjGF3zBF/BDP/RDK48dZEngsc2PT+a41tyR6x3XDUq6E3Uc586d43/+z//Jp3/6p688/wM/8APXte80TfnIj/xI3vzmN/PZn/3ZgKRJvvnNb+Yrv/Irj3zNy172Mt785jfzNV/zNe1jb3rTm3jZy14GwB133MHJkyd585vf3IKQvb09/uiP/oh//a//9VWP5Sj67NBQ3R/Osubp8O0dpvt7OwRkjriR3XzXBgCnXnoa3nO5ffxEZlm/+2aKxHDLR76M+9/25pXXPeP2Dbyx3PnSU9z7/7tv5bnTH30KlOKOO9d5/x+tvt+Lbl3HJ3NedHrEm++70j5+U26xp+9ksnNYa/IRp9fwuw+ulJjWrGFw0xYXKkexWL7GZpbMKupF0bIVPaOxqVgylQpR7f0xvY0TrK1l9BKFC2WsnlFsDFMGN23hR1tcmFVcnBQ0jSdPNMPUoIsJ1WSHejZfnmtjqZwAh6J2pEHsajVQzfHziaSjhijrxkHpPPMQZOaCWtlXJX4+wdUNuizFoqkkdXVvVlFlnt1FjRv2sPkAFToM10WJm09JNsVq3E8Ns0JSQmuHaFrSREK5WPaQ6ScZ417CTmZIUrPiNNGJwaSGpGcxWQratj1J4sTUhnm1Vl/fTthai27GWk0NJNaEnA2P0iEdVXtpDmiT1qIaR8zNiENbOSZM0s7vcfJMjA6NBCsoC1wRGsQdYNfcwVKCX9pYldZgEnGlBGtq7Fjro+bWi/7GxyTaDtCIx+9iHVWF6ayzTfcnGI8lbh8nd3lyCXjMQaZJKQGNeskyXe+I2rJDxEEEFkcwCiZijkNAIJQVOwxkC6YOsiSdY9V6SenFRFwV/msObC/NKI8GMkfhm7Z05z1a6ZVj6XZmFldUAMZKryzaopbIK/WUi13VARHuYx+eNE1ZW1t71C0fy/z4ZI5P+qRPelL2e92g5E//9E+PfPyjPuqjOH/+fGtNeqwrh9e85jW86lWv4qUvfSkf/dEfzQ/+4A8ynU5btfEXfdEXcfr06Zbe+uqv/mo+6ZM+ie///u/n0z/90/kf/+N/8Cd/8ie8/vWvb4/ja77ma/iu7/ounvGMZ3DHHXfwrd/6rdx0003tF/vYhhL74RHjUC24vZcHZkStPumV4uQLPpHtW9b4v59/Co3i+Md9FP9sb87ZPz9P0rPc9LG3kd39fIap4VNfdiu/nd/DzoUpNjWcum2dT7jrGF4n3PqPPprPbTwX/1pErSdesM2pf/gxeG34lGefYOczP5Oz9+/gnWNje8jzT67hM8OzPvclVD/zR60t+KUvOAHbt7G4UKNM0tqCjz3zpXzEiRH1+x4QZ0wYdw8TstO3cmEmGRsAOskYjlL61lDP5m1ZZGAU6VoPTIr3DpsasvUt+sdOcsfWgFFi8NN9nHOsJYbhqQFrt5+kGZ3gzLkddvcK8J5hljBKLXq+y/zCDoudGTZP5NozKfPSc2VasTsvQ7aFlIL8dI9qIumo2XoQ2XrPpKzZDcfugkjQF3OqyZymKDHjfbSr8QqmtePipCSZ1xwfpEzqjM3BCJul4Jz0m5nukhsfQIklMVWbDaKyHraXtX1bXFlBvWCYDFjrpWR5gkkUWSyvmQSbZyTDFNuXxnVem06CqESqX80R4J3DIGFiJgAn6T0DOEI/mDAhZQleSe+WlngKrIryoagQyjw6TVFpKuFWLUmlyKwhNQpVl7hy0TZaa8GSD7HnKyzM0XqYpmW86jYiv91J6NfjG3ECKde0d7XGhdA3R8s4tO/USL8ahUzGLoSFxYh0r5f25TZ7xDUicE50CJZbqUNIXsqBGTl2Kl4ZBwCPgDDJY+kKi6OTijBJq9CV2jcuSHUEHK2Ag9ACQLJbVt1OOiZ+HShBqSOOsS0TBl3WCjtilPQlsiFIb/nW7bGrwDQpowLQOHxeRAd2WPCsNBKCaBMImSk30lNlPNr8+OEwrhuUPFmUTRz/9J/+Uy5cuMC3fdu3cfbsWV70ohfxm7/5m62454EHHkB3bi4f93Efx8///M/z7/7dv+NbvuVbeMYznsGv/Mqv8LznPa/d5hu+4RuYTqf8i3/xL9jZ2eEf/IN/wG/+5m+S5/l1H9/JkydZGwZthveBFwlhT2qZ6BqFP9AhVA5SxmqJ/PON4/Q2x2xtn+TUTZuYh47TjAe4XkbSTzi1NuTU9jHym25iez+h/wFH4SYkqWHzxCanTp3m9Lai3lxjMeyhejnaKE6u9Tm9fQxuOs36YodsvMAONXXVYAYjBpvbnDqhaZ73bIb/ZM7gD95DPa85/fHPpBmdwPmHGJy4lcnD78X2htzy7Ju4Yz1nceYMVWdCuenuDczNz+TMlQVlCG7rbZzk9EafvvXs7km5qW80W5khPzbGpQOqZhebaPLxNuNjPe46PqDvFyx2d/GNJx2lrJ1eI7n5bi4sPO+5MGW6t8BYw7ifsJYZmofPMDt3icXlBf0tJS6ZtM/OnrAqu7OacS9Q767CTXZZXN6jmi1oFuJWqhux7l6cFBgFZeNQeNxiSrEzoVkUZJu7qLoEA/NKtgXYXsuYlQM2kh46S6TT7nRBM9nFFBPW84xRbrloNUXtKJzDJz2SQU6SW8kIqWpUVdDLlSTK9ixJsMACqDTF5BnpMCEdpJg0bcXARsfVcQz+iq6RDg0eQsgSqzGJAsyy2Z+TFarJw/6yRCLYO+xHYnVoVBeYGbMsI0nzOd+yNkrJxJ1bA01JMy+oi3ppmYW2h0zduFXNZNQFBfZGhdC3mA9S1k4iykMZLTa2k9yM1UaCzi1dQF51QEBIDRWH0XKyc2G/UQwt76/a2HPlGowVoXV8nXOhNGQttBN4YBO6WCGsRIRFlf0qo6AT6xAtzApJ0W1zYUwSvt8Oa6Bigq4mEhzOib1bMlu0aL867jLRNmm8cZ17U2AmEh3FXhBKJDr0G+qm7saYfqUJbqoDC7ODTIzSLXCKwEYrYdLiZ7Kqa/GO4EsJ4Ol8P0+FBfeq4wks31zPeLT58YM1Xv3qV/ODP/iDjEaja9r+y7/8y/mO7/gOtra2HnXbJ0xT8kSOr/zKr7wqHXWUmPYVr3gFr3jFK666P6UU3/Ed38F3fMd3PO5jO3HiBOPRaMVDL+zH4Zh5WP6QVBBkygtcW+uNr5ntFxRNHzXa5OTJk6hcc2GnYn65wuw1DPbnbA8zzIkT1PeXlO4S8+kOlcuZqSH5+jFOHlfMleOhCwWznQqjFPlOzXbPok6dQp3XLKrzTC5fop5PyNZeiBtscOL0GLexRlE3POvFt3DFOQbPei6TGvJEMz55M9bmrJ8+yT963knGzR7nzy5LS3cNUrZfcAvNxs08eN956kIAyHD7Fp5xYoiZXqbcl8fWE83GRo/BqS0KlTBZ1Gij6Y96bB0fcMs4R++fZ3Z+B1c50kHC4NQWHL+Fhycl7z0/YT4pGW322RqmjBJFc/YB9h/cZX55Tr6eQZrR2B6X5lc4uzOnmFcUtZNGa+WUZvcSi0u7NEVFXZR4pamc58qs5PzugkRLoztcjV9MKXb2hFXZGJHXC1Qu/Wb2pyVN5TkzWrBfNvikh1IKX9dURUV95TJ2sccgOcEwl0C2WdFQ1B6f9kmGA2wvk6j5ukE1JbnRbAxSxn35aSZGVqIqybC9lCS30kQwZKbE1FJjNVli2gkkTgJSklmuXq2JTElDniw5PW2t9ITR0jk5Rqo3zgeNiJJ9h/h1pTUm0RLtHgXIQduh4jEpUFUpLEmxZEnExbLs/Nr+Tjv6k1a4HEBJGXr1uE4KLUhIWFNI4mkTutzGT1U1EhZXOwfKtvqH2BjQ19LfJ67UvfdBV+QhsADt8F6i91XISgkMhOS8SF8ck9hVRkBJGNtRZQ4VdCLOqNb6rFRIcdWAU20ujFI6sBJhPz7YtSFoerqdkwPIsFrKa/G7RwCpCmWdbjlGB/2S6YjrVQiTM0axkskRWBuTmMAMBQAWdCnyuqghkedNIlqodlvCvlu2ZAlKdEjbVQHsxlumbH/oND514xFzH65nP9f/kkeaHz9Y4xd+4Rf46q/+al7wghc86rb7+/u8/vWv59u+7duuad/XBEo+9VM/lW//9m/nYz/2Yx/1zf/rf/2vDIdDvuIrvuKaDuBDdih95PUUF5NHofq2FtoBJHF88qe/hI84PeaFJwV5pne/gGe+4iLbL1x2CbYnbiMzik+48xhGK95/6VTbJfiZxwagS/rPeynP/X8X3NzpEpw968WUwHOPD/nMf3A7994ybrsE37XZo9EJ2TNfzE0ffxH7rvsw4wH25G0UtWeYWzZPDhlt9nnObRu8+OQIffFdFJf3GVrNHf2UZ96xzsYLnsvlSvP+SzN8U2F7QzZOjrhjo4+e3E+5OyXRcDyzbNy1TnLz3VwsGi5PZanYGyTcsTXgxCDFvf8DzC9coV7U9DZ79LY3cKMT3P++ffavzCkme2yeHHGsl2ImF7nywFn2HtpvuwTrvM9e5XhwZ8H+zoKyqFlUPSknlDPmFy4zPTfBO8faogSlKBrPxf2SyaTkSmYoa1mtN5MJs4sTyr2SbHOP0WyCGSqKylHMKsqi5vx+xs6iwvczlDbU85J6XlFc2aO/2CdfP0Uv5L3sL2r2ihrXH6CGY0wvk54pzuOLOZnRDBPDME/aCbvxHq8TkoGk0No8k269yDyVJQZrNYlexq8razGZkZj0NJEIduiwL9JLppWsaIXNZLWvswSUxTVh4rDQTyV6X/kmJG0Kxa4Tg85y6lAqiWA8Ns1TgclYpqNqKQ05T1FFkOFWG9vVnYZyEHq7CJvlmmWzPzRSKqtd2xwwLhRiYmhVNyEvpVUUh74w0q1YJBlLUFI1nto70HY56YZ945uQ+qrbCbINqzN2GVQX3kcjgMcaRd1u74Vd0Ad0IiEXRkBM556Bku8yCU0KI+hUtGFyRQCT8QltOg0NO00NtRLgYFy4/3hACbjQVrXlGLmuBMAqI9k97aF2tg8UCITPqVQnrC4MY8O2sUQUnksCcEpiF+ewvQ7gyCR2Ve9yoOTkj7i/flDHU8SUPF3GS17yEj7t0z6Nl7zkJVhrSZKE5zznOXzjN34jP/VTP8Xv//7vs1gscM7xrne9i5MnT16zGPeaQMkrXvEKPvdzP5fxeMxnfMZn8NKXvpSbbrqJPM+5cuUK73rXu3jrW9/Kr//6r/Ppn/7pfO/3fu/j+sAfcuOAsr/Dch/Ssh71Y1IK/u+POMn2MON4P5XXj0/Qe95LSU/dDNpgj5+m6W+QGMXNaxkfd/smH3FyRGI024OUcabx2mK2b2X04pL+7RdkNXvsFH5dLobtYcJH3bLOzRs9qsYzzi2bvUQmvfFJ+i/5B9xyyx2MVM79bkjtPRv9lGedXicxihfdPOamUUL9tw/iasdm37LdSzj10luxdz6fh/ZLdicFyiQMtm7m7lvG3DxKqf76foq9kkwremsZG3ffBCfv5OH9kjO7c1zj6A0zbl7vsZEJ8zE5N6UuGmzPkmxuMXGG91+cMtlZ0BRz0tyyPUxRe/ez/8A5rlyZ03g4pRV6uM5e0XD/xQn7V6SUVDWeVIsodnZhh8nZCUor6rmAknnVcG5vwXS3YCe3lEHYWE3nzC7MWewu6G/t4qe7GC15FVXZUMxq9iYFs8rhdYp3DfW8YrFTsLiyj9vfIT2msFoySCZFxc6iprYjkv6IpJ9TT+fi2KlKEiNpsf3EMAs+CefB2wTb72HzTGLVlQbvSI2lnxiSzIrWAdWKYm1mwXkpx9ikdTAk4rkmT3QrFm2FromRZNTQ2E5YdE1mDblV0EgjQO+crIpDqaf2odlfuE9Hdw84XOhQHBvhyfawqJo2j0WjWlFsvaikv0oTNCPQsiSrQWEhhbaOgXI1IYmmTSQtYxfaoPvwjZfmcHUdcm/UipujcsLe+CDCjl9A1JTEnj1aKZrQldlrA1a6Gy9z+RuZ2KMWZwWUyHnQnZKG9x6DlMm01tKjBmFirLGBOQhAIOiDrIrbd4WrFoxtSzjdUlJiFMYavK87ib8S0y/fu27ZpFhiMVqAQ8upda+TDnBQSgWWQ7dR/V2tjc0syiYtu2cCU5TYVdYGJaWkyJQ0sZSkFYl9Wvhubgzg537u53j961/Pww8/jHOOxWLBT/zET/Cbv/mbvPvd7+blL3854/EYYwyf93mfxxd90Rdd876vCZS8+tWv5pWvfCVvfOMb+YVf+AVe//rXs7u7C8jF+NznPpd77rmHP/7jP+Y5z3nOY/uUHyJjRfV9EIx434KO6wXyz9oa0ks0/SB89OkAvX0bZnxM/t1bw6U9jFKMUsMt44wTwxSNopcoeknQteQj7Kk7MRvbojnIR7hM2JeB1dw67jHOLVXj6SeGnhV63PU30Ntgjp1mM+lz8eHL+ItT1nPL3ccHjHLLXZs97P45qr3LmNQwvnXM8KYRGy96HtWx2/nA312mLBqS/hp5P+WjbttgUy+YP/gBiv2SNDWs3zZm9Ky7mPe3+bsPXGTn8py6ctjEcnyYYiYXuPLAWabnptTzWnQLaxtMSsdDO3PK6QTXVKwPEtZzQ/2+B9h9YI/zi4ahDbT1aJMLs4rzl+bMLl/E5D2qeoPUKtyly0zP7nDl4oyeNdSLApRmsmjY2V8w3ZvRG6UsamkGVs8WzC/P2d8vGF5e4Kb7RJa7qb1E5C8airoR9sx7qlnNYq+g3JngpnskWia+qnbs1o69omZRe9L+CJOJA0dASSGN56wmtZpZ1WmaZzLIetIjByRFtanpJzmj3Er34SRYjJVCJ6mUeZSSPjw2wSMrWpk0IlPSFTyGpnZmtbFdkmgGmRE3TVPjA1MiZQKL14kwJXUnvTP+Brr/NgqTJuKMqn3ovbN0D+EEKLiyplkEnYhbakRi6NeyI66kl7qq03cmWkddZFVCsmxHXS59foQpsZq25BXDvOrAZsokGp8TYaxWnSA+twQ82tiVcDhpUhjYDKtZtBoUEdG2jQSj5T4wJTboONqGeYCyCTqxrShaTqZk+kgpaSm69SiwiTAriW7BBwFkJEbhmiVD1lrTEy3XVqdhYmqEJUuMbq8rpQI7FvVEUdeEgJ7aSumuxTB2uS1tw8QAdgPTY4xuQY+UezQ6CSAmjNhR+mmT6PoEum8+FMctt9zCd37nd6489sADD3D77bfzv//3/15piHu945o1JVmW8cpXvpJXvvKVAOzu7jKfzzl27BhJkjzKq2+MRxsbPYPVciMA8Gkf5xqUFe2AtxkYYVFyK/R7Y+WCTk14nQOX9GSHqfzX2xyfiKA3s5qhBxssnCY4Nrz3uKSHH4Q6edpnpNcxO3/NWmrJreFYP2EzN+gLu3jvyTbXSNeHjO88jb3rBTw0rXl4dwHOMxjnbGwPec7WAH3hr9l7/1nqeUW2lrF22xbpHc/l/ZOKP39gh/2dOd5BPzNs9VPU3n1MHjzP/s4C572AjP6I/bJhb1JQh1TarWHOODOUZx9mcnbKTt2QGUUyyHH5GmfOLti7NGO+c5ZsdCx8fkWze4nJmQlnFw0bKWJV1YZJ1TDfL1nsnqfY6FNJ613q6YLppORS6di8PMcvpmGVLBNbU8yp60FbanFFRTktqaYV5bTClYuWhS5Dz5n9RUXZeHSWLy3BlUySyrul+yKURCoHPpG4e50YmXybChphVoa5ZZQnrSjWawNZD9vvoazF9nK8TtrJ3CgF2kupIAKHEI0vNlzRR+mQN5Ilhl5qpCu0q4SdaKJtV4E2uOBc8UFTAmFeCiF4om8JoEcnlAFwRVBitUK5hqasqUvp8ePrejUMz3E4SdT7YHteDWeL9t46ZIx4pQIpJABGLMpVa3nVWrUtZpxHAL3SrXYksjZdS20U9zrvMXYZbBhD/LReAoFWGEvYt7Gt3kcZFYTIYZLW4NqSEge2DcyE98KUBE3JsrwijQaVNW15DaTSFZmVqhERvvOgjEWnCTYV5iM2KdQ6WMa1XunKTACuolkxAlQQ8JUlUva0KgiuI0uSGgE8JhHQhG/dN4kJAmqF6HLicYccHh+unTS0dXjajL/n5Zujxq233so999zziPlf1zIes9A1Js/dGE/M6FlZvcTFkNcW0h4+aAcwFq+t3Iy0IrfgfKjPdm11NsUBKrzO21T2FbbLrMIoTSzJt6s+ZdBJD68URe3AJNx8y63M3vNelIJRoklCfxedpPRPbJCuDUjv+AjqjVs5c37O5VmJTQ1rPctLblvnZOao3vdXTB7eoS4bhtsD1m4/Rb1xG+9+/5QzZ/aZXr5MNhzTTw2DVNNcOsv0/IydypEFm6rKh+wtasp5TVMVKGvZGqWkTcHls5e5sKiZ1I6bckUy6uN6Yx7cucD0yhWKvUuYtEdiNbnRNLuXmJ6bcaGUVW9T1aAN06JmPi0p9y5TFbcIyPCeuqiY1I692lFOK5rFoj1nEvneLN0uvqEuSqp5TT2vaYrlpFp7icqva8esaMS5FBrIxVbtviyk86+KdlbHrGxY1A30MplstJZmfGWJqkuyXNNPLb1E3DSACAwDU6K0Fg2KNu2aTFw6Ul45uO7U1rR6lbhtEiYcrUGVddt0MNqCfdh3bLKmOCB2DMFsxmpMavHGSo+fxrUgQwO4BldWNAvp+9OE/j7xGOMc4Jw/nHbaASsO37pvGrcaFuYah6t9y3wYVss3jYvCWHNIWemj9qXdNqT6ysy51EAEm7JRopeIThPCOUJbsEnQZnQtu+KoyRLTlsGEtJHgPG11h43xQVMiwKmrKcFabJZQd903qNCvSVN1W1joWIqR94ifwWrZPkkiKAm7D8yKzYTpiQ4wFRY4qRVGI15ZYhuX41FJGpgS12ptWhYmjFhKMiErB0RPkthOZs/TYdwAJUeO3/iN33jc+3haum8+lEe3hHM9Iwt12DYgqAUj4cIXDx4gWRtGLYk/o5QEpSvRlahEt42yvLYyMUQwAzRatffwGJLU+NAJ1MtNNjeK7c11mltv5tyZhxmkGrVYoJIUs3UTg2MnMZsnqLfu4qFJzYN7C5zzbG3k3HV8yCfeeQx93zs4/2fvZv+hfZRSrN0yJn/mC3iwULztvRe5/NBFFlfOkg3HbA0z1jNDeeZB9h7a50rZcDK3JMMclw+5fFFEpd41pPk6p9ZyzOQCs7OXuVLJtLNmFcObttjzlr89u8/s4oNyDpxjlCcME83eB87z4KyicJ5pYDe8zbg0WzDf3aecXKEq6nAuGup5waR2zBvRLQDBOeJpwuRGWIFSF9SzBfWipmhcEGNqqgYmRS37jZMxSFO+RUk1XUgDv6qUklHjmZUNu7OKYVaJXsWkstJ0jqasqGdz0mJCPpQAuVFuQ94GeJ2g8wG2n6NtDVkP33EyRPCSxPJNayEONtgVAeNytW+1avUk7Qhx9x4OZI4sh+hVNCYLE41JQhCalHuMDrZT3+BakSuHgtbk8rwK3X3A4dIEyiP2ChLUJOJlFzoiU9egotNkyU45H8ogXRtxtCqr5QIgloYaJyWWCACausHXBdrV5MEVFX9joldJUJkIlut5KcAu5sgcAA6NB2wqZb5UGBOQ8oFVkgeTJSJyhpCvYjN0msjEHsSuUSOSJYay8W1qsYBXcXaZNAFlZN9aS3k3tdJkMyIHkwizErc3MoWkRtPLxBou7I187yZLsHmCyTOUzVrQE4+ln1pSraUcEpw3tpcGHVSKc0HMbXXbHPSx3mNvjA+N8XQyWX3YjMeSNmh0zCjoDG2Wf2oZSR+tgyb8qSBWlCclBdFrYVa6CvmYg2C1ItHCnBzhVmybzfUSzTNuPcWdt5xEq2BfTnro9S3M1k240TYzEnYXNWXd0E8tN2/0uXNrwHY/oT77fmYXJzS1I+lbesc3UOvbXJrVXNpdtKUYmxo2Bimpryl3J1QLiaRPNNh+D5/0mFcNTe1R2mCyPsPUoKo55bSi9pAoxSC32PUx88oxm1VUc9m/STPWcouuF5R7k7ZBIYDNE7AZk0W9Et1vQCLS62UPHp1oTJrS+AgsQjnExLj7iqaoW/BirEan4kyZLGqqUlgVoxWJVrj5jGp/Jp9hXgiQVEri8WtHUYpWpWzcsrV91eDKknpR4KsSq2VCiCtlcY4YVNAVrEaCC4Xf2ojVUmkR8zVUd8V9YLTi7TbVU6/s3+hl4NZB99lyJd/N2lCrpYfHufKM/YCWbxr1XZ0Peu07a/+v5Ksc/Zv2LVPSEa02TgCPk8ldOhvL9nUQxiqbhTKIiW8iv7vICtijbLt26ajxvnXftHkz8dBNCE+zywC4+JtOjBYXWstkiS5Ip+mqxVdJ+m9kP5ZMSQSXdlnuC9vn1pAndtVN0923te11nLTHrlZyUOJ2OhXhsOsA6eSIfmBP2Wg7vT/Ovw+T8Xu/93u88pWv5GUvexkPPfQQAD/7sz/LW9/61uve19PoW/77PXS4by57WOg2/6QLLEBAT3TXKXVQfKtWX6NWJyUV3mt1Alk9lgiQRKuiuevUcW7eXJOVepKJeLY3xuVrLGpH6WR1tDFIuHm9x81rOQNVUe7s4SpJbO1t9OhtjXG9MTuLiqoUx4ftDekNUo4NUomLn4qWJNMwTC3ZeIBPesxCGqiyFpsk9K3BF3N847FKGhhm6zl6MGZRS6kkjqS/xuYwRZdTyr05RVjpZxpsnuFsxqxsaEJqrbFGQEZT0dRxW006SFD9EUXtmZWyope8jrB9LcmlvnHCMPQtqjdg0Ui/nqYW50UvNWRG4/Yvs9iZUOyJuJOmAqUoG8e0kP3PynqZ5eFF/FkvKsnmqMr26436iegciaWVdrgGg0xGXevw0RfjMoNDpBTdaPew8u6WNrwPugLd5lvEEhEHuyGD2GW1ahNGVwCLkjKPTpS4O9RqYmgbTd72cVDBinv4GpanD39OHcFLZBfcwWRZjp4wgs13JTit3emq3sGHSScyFPF8x0C0CEhiQFzc1gRBZ6sP8iwBgDVLEIPcK1Ir9uTlb1iJ+0br4KzpbB80QomVnko+aGd02K/Sy/uMVWIJluwbOX4JcpPjNmmyYtuNfZVsYNS0QvQnWrJyWpYM1Z6TPLGyfyVJwYTAOpMmkowcxNk6vKZ7zT7VMfNtyN/j/XuqP8cTMH7xF3+Re+65h16vx5/+6Z9SFBIqubu7y3/4D//huvd3A5Q8SeN6fzQHb50+gAvf+Tu4/26nydUnu4glilTkJhsZFoVQ8x1x/sqfUZ2yEHD6xDFuO3EMlfaCeLaHC+LJVCtGmeXkWs6JYcZaatDFPq5pSAcJ/a0ew1Nr2GNb+LRP7bzkagw36G3exGCcs9VPoZzi6xqrNWvWkG/m5MfGVNq2jQGtzUlzEd/6ukYZxdBq1hNDfzNHD9dZ1NJjxiQ5aEM2HLPRT6GaU5dNO6GtWUM6HlL5oKMJI+1ZBplF1QWxKeDAKPLN3mpTwKZG2wSbaPrWhEh1SYhNrMH2U/RQQNJkUeEah7WacS+R/j57V1hcmVPuly2I8spQ1Y55EHzGSHXlxTLclBWulOwPkHtaLIUsKifOkfD5fCxTVEutig2AM4LS7jiqY6tzPug/QsJodI2EydQ7Dz6AsDgpRRbmKNzj5UYcV+1Gdx1Akk9h8s5Eae3qfVuv5lVAh+XprLhNsJ22ORhdj75WIejMHml+OIo9PGpoLRHovk1pXbXnKvzR4C8oSVcSd1kyWUk4J0pLsitaWBIdw9mUQTpQB72FEbdWG5QWmzda02nOt8w1sWa5EFEBnEWbb2RhRKSr2tJdvPsoLeDIpFLGUaF8E0W9uRXBfru2CuBLB1dXLLvoqFmJTEkMm0zi974MT3MEdvHppCm5MdrxXd/1Xbzuda/jx3/8x1dMLx//8R/Pvffee937u25Q8qpXvYrf/d3fve43ujEeeaykJnbHVdiSldFd1T1C59jIsMT3gyUIOep4lv8weJtz7ORNPPvZz6a/cayjb9GMcstWP2V7kHJ8mJJbyVLIxkMGN20xvvM4w5uPYze2cVpqyBvjnPWtIevbQ27fHnKsn6CrArQmX8/Y7ieMTg3R61vMa2EBlFaYvEeaGVIrx2d7lo1EcyzV9DZ76P6QuvGYxJAO18nHWwzHGZu9BF0Js9IzikQpjueWfGvMovFUdYMxCbY3ZDDKWc8tbj6lCYLbrcww2OphNrbZXdTM5hXeNyiT0O8lDDOLX0yoF8K22L4lXx9Cb439Rc3+osY5YY1GmcUU+5RXdljsFJSTUko+ytAgfXXKIIptnEwQNDW+nNPMC8nwiFZZL80B94uaomqEKQk6kaasqOclzWKBakpMZxUbLbYeAttw9evGeS/7Fn+q2F87K3AVMjnEtqlX+rfQ6SHjGieOl0a6IWfWoG3nWtO6dYIkPSuahY4tNPZW0WrJjGjT7Zxsibc0rYKd1UaWIkx6If1WBUFvg18RwkYWRuHBH2Z5VBDGxs/X5UcO9nchHI1Wy+2dk0lWgIMNYCayOkvg0M3kUIH1ipP7MkV1CRziOfRhMaICoDsYex91RMvcEdOCzC6KjN9n/GuZKKUCQIrCWBE567YsuGrbjdk03a7W0WWUh+7ZVulObTA2nkxBGXwskXavqafBiJbgx/33VH+QJ2D8zd/8DZ/4iZ946PHxeMzOzs517++6ha67u7u8/OUv57bbbuNLvuRLeNWrXsXp06ev+43/PozHK8h6zN0wHwWYxJvPtXj+vVLiFgg9ONJ8zO3rp7hw6QoXLpyn56Y4r7HB4ZNpTWoBrbEnb2OcZBJSNVxHj4+Bh/Xccte29A/KE80zT44YJhrmDbaX0tvqk61njG45hlnflthvwCaarD8g66VSo9eadJAxGmUoo8g21/A2B4+wKevHARhu9FjPLX6+wCSajcSQacXo9AizcZyidjTeY3tD8vFxNjcElPizu3gXSkmDlP7JY7jeBjs7NXXQjdgkYb2fCvMx26deVCijsbklHQ/x2ZCdyzWLosY7SDLLep6gFjvML+6y2F20+1JJStnAtKgpi+A+IdhlmxK/mEtabNF0tvdMa8fuTMBQHdgzX4tOpV4UVNM5eblog7xEAyqiy6ZzPTjnUU5SVdu8Dy/5I0WMX88spKlMjH5JQXcnyEeKA/derLWp0eTJsjlgDCEzeS75KkgPHqVUu1LWWoN1IWdF4LTSkflYTu6xlKC1Jo89e6C1qJo82F+tDYcf2CgdMznUo9b72/KQXjpN2n93QsjitiYwPN3JHVgBg93S6sr8q02r3+hqeCIQONhpFy0MSWSauiWWqCdqMUgs4SZRs7IEGVHzEYHg8lhC6cmKMBYi4FHUjTAfSoVtQ5ZNBElyHLF8E74fo1C+Bi1MmYusijYrDSFNB3g95eUb7z+sNCGPZ5w8eZL3vOc93H777SuPv/Wtb+XOO++87v1dNyj5lV/5FS5cuMDP/uzP8tM//dO89rWv5eUvfzmvfvWr+azP+qwbmSVP8HjUH+D1/DBi3TaApY7x4lGPAWVw3tCElMx0sMZ6NqTamTJYTEgXU7G0Bl2GSwfom+4m3TotK04XesPgONZPeM6JIRuDBKs1t45zYVeUIj+2zvrtG/jGs3brCdTaMSrnsUaTD1K0VozWUpmorUz8gxN9tDXkGyNJPnWK9UHCzrExSsHNx/qMMoPfr7H9lO2+XKPrt4+xWzexCKAnyfvYNOeu7SGj1NBMdnGVCHj7W30GJzdx/XUun92nKhuUMqS5ZWuY0rcaN9mlCYAhHSak4yEuX2OvnFAWDc5JbP96btHFhHJ3Qj2rJY8lkTyWRe24MpVyjvdLSlxV0q24nFYSp661gBLn2JmV7M+FfRD9iUTW19MF1f6MejzAF0src7QbF84tO+LGG34QaCq3LHM5Lz1hStfgjQWTYKyhrmtJdnVNm5mRGtXmoTQhUr0ruHRVA67CarEZiyZCBaeSgSTD9DJc49CpTE4aKQkliaZuREcRyQ9lJVJd9EZmKaS0sn1iTZj0XAgik4wNk4pFtXWhaQkh0zq6jBqiL1cHXYToWySHRQfxakuOhHKWCmUTtCa264zjIBO6LDt1bMHBTr0CBAKTJc0P9QHGQZw3S6AGqLhtBG1L1qUFGl19hu5oWzoLlghg4vZR9xFFtAThqu+cQ2tW9UoxJK61G/slw2NDRolWtPex2OEYm0AXlBxRbnxKh/fXdvP8ezC+7Mu+jK/+6q/mp37qp1BK8fDDD/O2t72Nf/tv/+0197vpjsdkCT5+/Divec1reM1rXsO9997LG97wBr7wC7+Q4XDIK1/5Sr78y7+cZzzjGY9l1x9244mwr13rysArfc0pg11gAlf/fcXHXaD6m+A2UEocJFvjAdWoL83/rGKcavL5RdT59zI/fz/VzmVMmlGfuI35eJ3desFWv4fWPbb7GbV3jDJDasCblGT7JOMQS56cvAmfCaMy7lnW1jIWueXUuCfiuCQj3xwxOjlEWUO2MQKTkGvDqXGPy5sFxhpu3xrQCzf+fH3I6PQQk1nGd96EXzvOrGowStEfpWijueNYn74vqCe7chyDhOGJPsn2SebesjMraaoGkyT0BgknxzkDq/CTXZpCUmjTQYodr1Mqy+5cBLNaK8b9RFJ0L1ymmi5oGnFopAPRn8wqx+68oq4avJNgvGFqUKV0K67nIbLdiBNqUUvPnsWsYpHLz1m5BlcuKPdnFHsF+bzEV0X7PRZ1w6ysKaqQFts6e2q80VAV4JqgPZALpGo8tQN00GKEyHbRlHQi1bWSEL9orQ16iIPlHmOhn4YUWnnJilXWN06ElBACA3XY1pHZJccXo+5d3D5c01oJ6Mm63Y21bjM2TCbgynkpgUlfGAGAunPhRzuzMoolzSHfi9Zq2eE2NCnUIbZdzpEB5PvqOt80R6wGOsxKZAWWpIgEpKko1Okch+5ohDQdLVt01dgl4FzZVnXKthEI6BA7oBRa+8DsSIsE29XKhBIOyqyCGCVRBZpQFm71KiGdtQOOYqnHGrUEdp3jVoEp6VrAn0bRaTdGZ3zTN30Tzjk+5VM+hdlsxid+4ieSZRlf//Vfzz//5//8uvf3uHJKzpw5w5ve9Cbe9KY3YYzh0z7t0/jLv/xLnvvc5/I93/M9fO3Xfu3j2f2N0RltfP1RN7MOEHlUYNLpUHxULP7B3cc+IxKOtXzcaEi93DyzYHPNjaKXGGyTYdaPk975HNxiKkK98TH8+inm67dyZndOtr/PaH9CtZjhyjBh9sYkp25HZz2ZlDaP45IM7WCzn3L39pBF5Ti9kWO1wpuUfHOdwU0zoZ/HG6AMiYKT6zn7xZDcGk6NMpnItCbbGLFx5yZ20KN/2234/gazy04yE0YZ/X7CrWs99PwS5d4UgGwto7c9xmyeZFI1bakkySy9UcbxQYpe7DK9sks1r1FKkY1SzNoGe5Vnb17RVA1Kwyiz5FbjZvtUAWDYniXfGMFgnd1FzeXAlBhr6GWWzCrY26XYnVBOS2zPSrx7krG/qLkyKyjnFUUlZQ/laphPKacFVbAbxxA3CWSrmSzkrw4OjHhtuKKhWSywTRmazy3ZEolUX22U5uog+NWihzBaUzW15Lh4j7cpppe1ACO+T4y7T82BoDWbYTJLUy5j2yMj0E8NVQhyM4Ep0VbSQrV3Uh4IF3JkBDKrWyGlCq4XEzM8rMXjMUpARtRzpDb8poJ7ZRnmZXEEgXgU6h5oatgKNdMMr1T7+4nn0mqNwuODK0lYmADy4HAoXGcI6JFod0ncpSMwPhBCplX4C7qPrlGoqymRjVstx4rLL3xHJrxmpWWAluTYFR2Kjr14Vg5a2Bql21IcEGzSapnm2jIlgd2xq/s+aB1+ynNKnjBL74c+26KU4v/5f/4fvv7rv573vOc9TCYTnvvc5/JjP/Zj3HHHHZw9e/a69nfdoKSqKn71V3+VN7zhDfzWb/0WL3jBC/iar/kavuALvoC1tTUAfvmXf5kv/dIvvQFKwrgWtiT+5h/tt3YtrMljBSYHh7vK++hwrNYojCgl2xt7DHFzSR+9eQrravl32sOlA6xWrPUzlEkYrm2QaMXQetRin/mFB5kmmllvTYSd2oC25Fpz85pE5S9qx3puMUrhbYreOM6wESBgxiLATZRiu5/hjnt61rDVT0iNaDB6xzcByDbXsDfdztzklM2UfmrZGOfcvNFjs2dQV65QzxboxNDbtPSPr6PGIrotaoc2mjS3nFwXxkfPz1Dtz3GVwySaZJijRxssolPHe7TWjPsJmVH4YoF3HmM02VpKHuzSly9WTGclrvEkGaz3xP7s9q9Q7k6pZjUmNejU4pMee/s1O9OKclHTuNDHpS6oJlPKvYJqVuHKoDdxcv4mi5qiqJmVjehErPRacZVYjl0pYlRtl8LSJsS2x/4nchm5kMlRid04XEeNi8FigEnRiQATV9Xh+vMhB8OQWNM2OBSBZgQN9YoTJNOKYZZQ1A1ZbCQIKJtgswTnvKTFRgF2sJzmwXIqF24Qi2YJJlhOIUy+1pAlAk5bt44S7YlJZXuVZO0ckhhpUphGO3II/5LuzAkqyXBKyg9GL0Wjsu9mGZ8fdCJK6yOBg+hVHLHHjEzwq0BA9CqxPNQBDiZkmhwQsEbnS1e3oo0wKjFLxIXjMxHcrGAY0x57LGmBACQXdEst6D5G9fkAAJCKSURBVAmBfFLrskt7t4qNCg8zR23DyVim4mi32FM5nrjeNx+6oygKvv3bv503velNLTPy2Z/92bzhDW/gn/yTf4Ix5jFhgOsGJadOncI5x+d//ufz9re//cic+3/4D/8h6+vr130wf9/HY/7NHWBLYBWYHLQTy4NXZ0wOYpGD0EQRblbBfaqV3JDaxE9twWb4fLRMlrUZ2BTlGnKjINOh/w70E02qE/TWGiqZ04xgplJ2VZ/9RsOihkFCbjWLWkSSWgFJD3P89DKOem0Tpw2Z1mwNEmzIWRnnVqhfIyCml/WEuVnbZlaJ4HOYW7TKuW2zzzgz+KAnsT1LOsjondjC9cbsT2qqYO21/YTT6znrucGfv0w5meG9x/YS0jVx3syDSNR7sKlmPU/IrFpmrPQtvY0e+dYmLh9zZX6ZatHgnMNYw1ovoZ8omr0rFHsl9byC9Uz62dic/WJOuVgKb1OjUXVBNV1QTmvqRS19arSm8Z5JUbOYi914VtaUrkGi7h1NIWWmel6gmrq17bbOEVZRs0S2S48apQgr6iCObTxV7fG5hawnThpotSUxgj0L7piYg6Ft0mpQlFZSRlLi1BlkJpRAYjdkDYmkl2oQ0NCJPc+sJksiU+ICyDhsZzVIYmiTGvqp6TA3uj1uk6fSP6jTQDBPNKnWmE5miuzbgk2ly2/YXhJMdehR5ehqKJS1qCSlk7of9BlRb7EsJalOicWxtPlLKWn5mxftSWAc0CvajFYjEr/KkC8jJRYpvnQZmzZkbwU1Ha1mXtHCdLc1CRwwe8ZtVwCP0cIirZSoQkkL4OmCSz7Mws8ey/i2b/s2fuzHfoyXv/zl/MEf/AGveMUr+JIv+RL+8A//kO///u/nFa94BcZcf9HtukHJf/pP/4lXvOIV5Hl+1W3W19e57777rvtgPpzHExmNfD0ak8czdId+Xn1cbp6RTV06BhTEgC2btoAEkJhzvYykVsqHiHGFVfIanw5g/RTaOwY2p9ffoO9Tmv2S+d4+49mMUTHDl3O08rhsiB4ew9gMvAhp0bLSHWeSZaIV9IxG+UaYlfGWOIFGm9S9DYpSjnHcs2wMEk4MM0w1xc0nUu4Z9cg2Ruj1bVy+xmxHUl+T3LA2zDg1zhmmGj/dxRWV9AAZWNLxAJ8NmS0aFlUtK9rEMMgsulpIDx+jSAcJvWM99Po2k9qLyLVqAIVNDeNeQuoqyt0dymmJq8XubPMMl+RMqwlVKd10xWapUNWCarqgjloWo1FJRtGIS6cqJF22qBpZsHuPr6UJXlNJjD1NieERbJjBdePDBGvUEnAAEuTmHdgMneai4YBlTDoEe3L3PYQFkBJFYGO8lFdyq+mFmPEsujuQEoLtZfLyNGuBdgRUreWUZYx5m8kRfo/GaDKrASsgJpQTlNKYzAYreg6mkzCqpZyUWinHxJA4bQ02S1GpiGhdyCqJx5IajXJVG6EfSz5x3zEoTyuWIlDXtOWelp1QmtjVJ+o+hLHpCGuNAWWWvYnc0l5rI4HSATyEZn6+M/MLaAj+ooMTsdYr9zQdbgwCGJebCdOiV0SxVxtKddJm6QIT6SZ8Yzx9xhvf+EZ+5md+hs/8zM/kne98Jy94wQuo65o///M/f1ys1nWDki/8wi98zG92Yzxx4xAwOYItefSdXBtbEklhESRGYVu4mcXXEG9y8n+ELUmXOwm2YuUdWmnpOEsUCTayfZKLuwPApLgkh9IxSA1+bcRu2kOrLca5ZdPWMN1huttjOtmnms/CzVpEs/1Uk9SSy5JZDb7G2xw13ADA5SNqk9C4mtQq1nJhYo4PU1S5i3cO20vJNkb0Tx7DbB5n5hRlLem1g37K9ijnWC8lo8ZN9wUY9BPy9Zz82AY+6zObNDQOTGLIovOmmlOWQRA7ysg3Rpj1Y0wrx+68pmkcxqrl9sU+1f601aBoq6A3oKglvr6pxNnTzwz9xKJmM6rpvA1k04lBZTlV49kvasqixjVQxqRYHHUhVmNXyd9Ve8wcvIQamZCjuBREDN240OdFSR6ISRN845dliLDyjdqP5XUSWJL4mGtavUqWGLEtd8oxsXeLa5rQ8E32b5TYzVe0CEpjshRXN+gkFX0MMvn3M4vRTQCyaimMTRPRfGQ9vE1piMyHHE9utWh4vBcbbiLlIZVkLfMR9Se5DYJR17QZKNIML227OLeai8iUaMSizRLAtCWWqFcJLJWJddWuPiPoPrqLi8hMmYOJu0ZYGIeXpoTxYQjCWN8CpGU7As3Bu47W4X4SAU+njBQc4Z1jWf7/9towuv0e4/GuBD0+gQu8xzyeKKbkQ9jB8+CDD/KRH/mRADzvec8jyzK+9mu/9nGX2W405Psgjif9x/RYgMl1jsiStIr+gx+nDXrzeJOulpBaNa0AkxVgpUS4GsGLN0KVayXNAUkNvURo+8wqNnsZ1hYY20P1Kwo/ZL/R7DWKSeHxlCTh/awBHBKRr2Q17tIBgZCgbw3k8t+eVVBVkskyHpIMeiRb2/jBBkUjk0Y/NWyNMk6t52wNUlQ5xdUFOjGkaynZ5gg92sAlfRb1voiCU8twmLKeJ1Dt4OsabTXpMBHXUH9M0Uh8PYBNLGuDlPXcosodqukCXzu0VaTDFN0bUTnPvAzptVYzzBNyq3CzifTSaTw2E1aFbMi8kmTZpl6KL1OroVmmxLoDl0+MmO8Of5VrTKtVh0f8XlUI/DroYFFatZZgvXxwWaaIDxGSTo2i0Muuvl6LoFSnCdqJSDa6b2JMutWhORweZZM28rwrpLRGSjGRkTGBhFDGipZEK3TeB22D7kuRJ1LqSY1emailfJPjddLmwSwBkoBx1VRipTahPJRkeGOpnYiJ5bsJImAl5Z52glcKbNLmzMTvRrXum6YFGrFPjtcGR0hGVfJFWSW6HO+9iIBiiSXoYFbzWwLzceB7V0cwscvyzdGTrbBHVx9KmxaEtfsM19W15Cp90MaN8g1N05Cmy4WntZbhcPi493sDlHwIjyPLOI8DmBwFmmIJp3ubOQhEFMtVshyXRikHHI7HP/h+K8etAExoKGjAyfumRihk72WV3ApqTYpLhyhtSbxjU1s2bIbL16h1yt5kymw6ZTKdMp/sy01Wh7wJm0IjHZdHuSWvJSU2sxpqjR6MsOvHADCbJ/HZkKoRanqYS8+O7YGEpqla3EM2z+htePrH19Eb20wbaW2fGE3as2yNMtl+WtBUNcZqbBZC1tIB86qRspg1GAubg5RhalGLhYhPtRK9yihHD0YsQrQ8gE0Mm/2UzGj8Yiq9dACTGewgx6c5s6JhVjRinw3N0zKrUYX00nF1R7tgLLWXPBPnO8DkUVZ2JgodlVotJyjVlghaG+nBbduLTq/kd0hmBsGxI/oH7wkTqRWBq/fBfSOvMSGcKzMqXLshJCxLMM4tAQwqaFYkjTaNsfeBKdFpEpimHt4kbcirlMo0iQblqtYSrKyRMpKxbV6LCEv1EvDUrm2+qKywWJhM3ErhPMuxGLSr8XWNb6KQVrQwByf3tt+Mqzmk/dAGPK39OT6svFthSrollkPsR2RVDu47lGy7GhSlDu+7fSKMLhN3cJ0m9ufV+8ah1gJPMcNwQ+gq3+EXf/EXk2VSPl0sFvyrf/WvGAwGK9v90i/90nXt9wYo+SCPJ5otedzApFPCWdlFp4TTBSawBCeP+ClCHf/wY0e/7wp46dSeo15FTplqRbXtayL7Edwb3go7Y2nYWBuyOeqD24SmYjabMZkvmMzkr6Ym8xqNpzZeVtdKgbbo0Xp7LGrtGC7p01Se1CqO9WV1sNFPyY2GyqFS0Z4koz69E1uo4QZV6C7bTy1bIzg1zulbDdUcvMdkidhlh0N8klEvpPOrTQ1JqtkapuRW4csFALaXYHuQbayhR+uUtYAGYzRkcGyU0rMKN5/inBcmZpCSjYfS1HAivXSUUiSpZi23ZEZBMZGeOiEG32QJ3mZUjaeo3FLnEF0SkU5RQQ/RsZzqABpb+6tviP1ujhrLNNIl7I0iV20kr+KqNlkl5QllE5RzLQsTmZUYztVWh0wipZLGoZI0aC3knKdWMjFSuxRqKptg0rD/JMObBNd4EcYmhiw4h1pmwhosqezbWMn0cZ0GlzpmpoQyXJu6GkCME5VIFKMmVkFTQ10KWAnCVa8TaieAtwnloda26xp8HTQrrW1Xh3yhTrlHK5QTkfJBnUgTGJ4WVLUA0+Fdp7SnDCjbZhe1Xwssr5PGtccCMVrgGgHFU12iuTEecbzqVa9a+fcrX/nKJ2S/N0DJh+t4jIzJ1bQlXdHrwVvFIbV96Ox61C3lSObkwGM+CmaJ2gO/zIKIk0wENSaVfcbP2jYg9FLrj8Mk9Icj+mvrbNmMeeXYny/Yn0yZTiYs5lPKhaSe+rSPczXKCPjw6QBvEkzlGKaGup+glWI9t22olO4NWrux2boJn48EAGjFuJfQTw0nRhl9q/GLubwmTUj6OSofBHdCaP/eTxjkls2h5Kv4ukZZK9knuZFuy+mAKq6qEwkEW88TUu3xVWgK2LekaynJ2gif9FnUAdykmrSXsDlM6VmNn09pygqtRdiZjvr4pB+6IQuzEm2k3WtKB+FoVwBqtGgtJF9FQ1Pgy6IVdhISSbsr5UMJo7G7rbHtvg+WlToHId+5XmoSJAFWmAxjlvZhEadYTJqi0qVTR6uQ4oq4tWT+DOnHSQZpJumvShgHpZcZK1aFyT1ago1GZz0I5RugbVCYWoUxAcQ419qTdS56FVf6Vtgr1mRhYXxdhY+6BDC195SNW4pXQ7x/PBb5KagAHMzKOdSxXBaOo2tPjguCrlsnVm9UFDbH7yg4fCLQcM5L8iqsiKCXX+wjCFUP3qs62x5s4Py0GN3z9vd0vOENb3hS9nsDlDwF44PClkBngn5ifjxHuXGObCLYHtcj3ISu8tzh8hFBqEd7c1y6fMRGqrRdASW+A0yihkR2luC1bW2daZoxGqfkgRVJlccVM1jsM9vfZ7p7kaauwST4oGkYpba1pPasxmrZrx5ttBS72ThOnQ5oai/NBwcJWis2egnaVdBUaGtJBj3StT66P8Jri9Y1w9xybJiy1hM9SRI0Bckgp3esh+3npFub+GzIYhoa4eUGmwgo0dWcpiowVkS0vY0BerRBbRLKZiY6kszSHyRsDZY9e0TjIm4gOxrhsz6Ted12XE602FmVq3Ch5q8Tg8lSdJaLSDN8R4nREqKnkc7JVdmWJbpukDhig7jWzqpCYqhN8EoYhHgFH2UjxWi6XfVaTUlb6pMGe1JeyYL41oKy7X5tYBtSo5YWX60hlEtERKvabVNryCNTUof49ZB0q4JGZBkURojgF6Yk/lYlmC0Vp5pOOqUV1YpiVVPj6ihwDtHuxtI0QVPSOtg6+pO6kth9HXJHjKXBU8cyXLAaK99AU604e7xSNPgVLZFGdco3B0CGNiHDJiTjtj9ktzpxh/92bx+S/rrsHOSPKPfEzZtrZVc+aMN/SItUn87jBij5MBmPaBO+TtbkkZw4VwMhrYY1Hscjvec1AhJYLnKX9mO1dPmEfXVZmasCoVgvDx9IK1qWI9bjrVbk/TFZZVGjBE5vMW9gf1EzWRTYyRyYtR2Kk3AsPslQg3Vskop7IR9JLkvdMMwMm0569WzmKaopxbY8yMnqmnQ8ROUDnDak2rMxSCiqnHE/YS2zJAbp8TPq0zu+QbY+EI1L2qfcK0mMYtBPWe+nbPYSVLUnn6mX0d/09LbX0eMtilro/iwxlP2Ek+s9jg8ykrrALWb4xgtLsj5Er23QpAMmxT5FJRPFIJNJWNUzaKqgt0glv8Pm1A6awIZkVvQTmdZQlvi6EGFnLCeEiSxur1RgYeIqPDR9U0m6tMq6bjmBpZ3VLXvUdK+ZyOxY3dGrBKZEgTAgxkKYSKM9OQpjWwdLKCHFBnEgPYEyo0iDtbaFTMYKQLKpRNgHoi4Gp6UxUj2We0w4nrwnICYIVtruvEpBXbdOHQKowqTUXkBG/E3Ez4qrRCjqHCpJUDYRoWtNp3yjlqWepu6IaDv6k27PHk2bl+JDOSY6anwADocAD0sXkBcLUru/g8yHAFLf+UkvnTfeHy73PC0a8t0YT9q4AUqeovFkOHEeFZjANYOTa4mgf/SdHHjPR2BOuueiWzICuSnpA8ey3F8Q1B71vnHjyJ4ciNA2yqPNkoWJIVHeZm34XGYS7DjDlA1p5dhsGuazKdV8Tl3MqIo5Punh+huopA84fNLDIyvutSxmsygGqTg1VCJ9bnJjUcMxujegQTQE49Ti1jJGmWUtswLCkhQ7GjEA7GiE2dhmhlDy/UwEtFtDEdESIvuTQY7pZfSOb6BGmxRh4h7lCYlR3LzRY6ufoItdXDGXLstrGb1jY/R4i2nlmVYSFBdD3HpWQ13IRAmSdDoc4tOc0jnqsGqP9tfEiqiX0LhPWxOARtrqJyCwFHHl3rWzRm2GF4uqc74N6TNI2WTVu768OGLOh8S6h2tQG5l4E9F9uANdaG0o45gwAUtEuw5MmSVCX62jZiVm87hVViWVUs9S46vItCLVRoSuUURrLMpmAhyUxgWtSWJke2MUFFUL1nRiUGkqzrRmOVknISTQKHH2xO9HKSVASS+dPfE1USNCTOWND7b6E2E+YlKsilqYAJAkT8QcAjzyZNx3s8J+CIA5wLRG3XNgVcTFZNpjcfjwlL+6tuipGDdi5p+0cQOUPIXjgw5M4HGVdA6yJt3HH/EYHiXE7dHOwaHuqoeEvQoOpEV2AcnR+5T/8UHAK6tveY2PtuTw+sZ7Eq1ogiNgNFrDjMcMEk0/0VSTXWZ7l5nOS6azGbNCNB2ZVQzQJDpBKwn9QhtUPsRubON6c3SvLyBGyap7nCcYI/vNbChpmBS9toFNM8xoA5ePqBo55nHPYhRsr0mnZTWvIMnINkYoo7FbJ/D5qM0kGWaWtdxycpgxTDRqOsFVJTpNSVOJu1ejTWZ1w6KWayRPDZv9hH6i0bM5ripRWmN7Yk326YCi8hThPbJE07eGTCtUvcAFjYs4TUQ/URVL+6vVcZVfi7ATggA0AZ2sWGVjF1+jFZS16C06ounutaR0FEZ3tDBxxR670DrfKQ11RdXLB9WBPiwxHt2qVZNqLPPEZNk4idoQ/JXYTrddgLC9VzZoMuQaTIwmCY0EW72KVuiwb28SXL106sRzYjXBPrxknAihhQ7acxjD0K6mPzkoRrWq46Tq6iiUaoGD7wIe1NHi5pBp4gLr1ZbiCPs+lEr99BW6PmHumxuY5NC4AUqe4vFkAZO476u/8SMDhe7rV27013io19aj5+qloCNxx5EbhzLRURu0E9XqZ43amKhXORiE7FW4QROPI6aKKlJjVmL1dVORW0W+NuLYsMbrY7ikx34FF/cm7E+mTCZTqrKQjBfbg9FxVNbH1KXoK1Kx0PWt4cQwZdN5rFaSnwK4rI/dvllo+XyE661TOU9uNdvDjK1BxvYgYZhoEVDmfXont1GDEcnNd1MNjlHsS2z8yfWcUWa5bb3Peqbhwi6+cWTjAemoT3L6TprRCfYmjlnZiHNoaLltvceaaXA756mnC7Q1ZBtrmGMnqbI1dvbnTAsBFP3UiLNHNbj5DFc1aGtJ1wbo4ZgqHTCbLFjUTfu5M6NQ5QK3mMtq2SaoNMcnWehQLJNYpgXwpCYCntBsMMvEiWUS6qC3AFr2g6aBIBhVNpY1Epqgy4jlO00sVcTSkm5ttdF/Frft9o9RxkopJs3wQbuED40KW40IaCdsg1IabxPZ3iZBN7M85tRoEsNKUixJhuoNaGxGvWjEqaMUuTX0rSEJ54RGPidGjseZhCo4eBon7iGrBAQe1J+gjZSGuoDHLJkp39RhexMYJCN6kvDbMbG8GlgS7/0yxO2o0lBcDPhGSkNhkSBNB6M9+fB95CkHLDdySp60cQOUfBiPJ6r2+mQCp6u+51We7n6etr/PUfqVg6DrKsAEOOQUOgSI6PT6aV8fEjQbYVaUBU9KjOoeZhlJ3mNr67jcaL2Dcs5i9yLzXZhOVcssSMicl0Z9iZYyiFIh9daDzXH5SL6HpIezGZTQSwybeYLWMM4lvh5AD9ZQaYYajHG9DeYNlI3DanEMbfQSRrlGlxN8VaKtEUBybAuzeYKZyZgFp864l3BslLHRs+j5Ds1kB1fXmCzBDgbQHzOrHZOypqgajFb0bEg6rQt8GZ1GFt3rQ29NXD2Vo2qWEfKp0aj5QvQn3ocyi0zwTeU7ThYJXEsM0rQxBm1pHSbglKoSvYV3vgUOqpG8D6EjdNvtuPtV62A5P0rjEK9X55fCz66GGm1a7Uk3fj06e1oh6sGcj1ZjE4LWAB/LMZ1GdSrsP5Z6Grcs9VgtpT/lnZyPWI5pM008tXc08TqOTFN030CbgeK1kcpLdFOpmCXDyvbt8avVc6hUFNGuOnUE5OtD9uF4zmWSP6BW5sDpejqFp90YT9q4AUoew3iihVZPZtLrUwlMVhiWI1iXJ3RcVTx7DYxQ5/9fVcjLUmwbt2vPa9dNErQryvtQZpBXG2UwCYz1GnqYgKtp6oqZS9h3hr3SwWSKKRbUcU4Jr43ZKx7wSS6N67QjMwodbMn9VKOaOSiFyvuo/hD66zT5GkUtAWipFq3HZp4ysAa1WEBTo/IeSZJhNo7jehvMKs+ibkiMYmOQcnyQMk4N+vIu9XQf3zhsL0OvbeDzEbPaMS8lA0VW7qH0VC1wpZRubBZKPVmfRe1Y1BKNn1hNP9WkFlS9wFelaByMDixCSrNoQjJq6CFjNRYvrEDUTwR9hjMJtasoG9cyCeJKqSTvo6nl+9YxKCzoNWKfnwMizVb0EMoU7fevOTxFKiMMgtItLd9lVVpxbthBK6Lt5PIorVAuus5CmUBp/IFSz/I4go0ZAV4tyLACYmKybN0sY9/boDW/LPXoEEePNi17FCP9NbRaGN85LypGx4N0wQ6s47J8swQwwsLoNuXWhVDBeM4frS6su4Llp8O4oSl50sYNUPIYx4caMInv8XjG4znGJ++z6avWdq8GSOKCtSukhasDkkOalrASPDKDobOt0aobaCojyXFayiyqb+nbnMzm5GXDoHLsFQ2LxRxVFVhXoZuSaqpoYilKi2PEKkVmNKn2y0Z8ZdVqVrxNRXtiEspSJvV+asitYphpEcVORRSr8gHKZpjNE9S9MYuFo3ae1Br6qWK7n5K7BW7/Mq5ciFZlkKNHm7h8jfnUt/qTfiZNB3OrYTrHh7Rbk6fowRo+lfyTRQBK1mgGqSVxNX4xg7IQrYSREkuD9BuK5YRUa1KtUHUZAExN7IHjkoyi9syrhqqWzyCAQCZsVxX4pkZXBWmWUqNWMzmi/iTYPZdWWbOcfFmWE9Tq191+0StN6gKr0vaaaUXfpi0LHezzYoOQduX3ahPJsgnsjnPSk8aGQDarFcrXq+xEAAJdS7VE7wtQU4H5UFrJsSRZW46JehUDLaBSvpP7E8paXht87OPTLWnF4wiC2GXcvT/U+0bD0kIsO6JNXj7C+fe06H3jlnH+N8YTO26AkqfReLJ/bE8EkHoqbwhXO/ajgMnBhNhHGo+UtXKkVOWa1L4OhW4fl/Omw8QSfnbaSL0/lHGMVgxSQz8ZotSQRCt6VmFcxd+96y/xPjS4Q1gUE1wRVil0U8pEqg0+64eSj5RKGuexWtNPPP0k9BCqFlLSMBbdH6H7I1y+ToGlaGqck7LKWmbZ6FvU4jJuuo+rGunvMhRBbIFlUiwonASsDTNpIti3Cl3NqatSVv95D9Uf0qQDiqKhCiWG3IYo+GqGX8zwVbF03ticqoHSNdRh1W6NlLUiq4JvhJnKemBzKieloQiSTJyA6xJXzKEs0P0BeZYxVaoFGGJ7jZNvF2yalv3y/vC6thVpHnnxLFf4OlwiqrMHpUL5puNKEY1KZAWWrMpScLvKqrTalo6bBqPbNFxvliFuMXiwZfBiaShak22wPuPbZFmlu4DKL0FMaN7X5YtM0IdI36NVV48KlmrXdEBdWxo6QhhvrACkNutlqd95OgzvXAsAb4wndtwAJY9jPBl++afFKuBRxtPiGA/oSK6lTLPy8iPEtAefP/RYfEEUQR7F0Bw4joM3Wx8BSchMqYP4EEJvF720QLcptjbF9oYU83l4YLmSVr6Bupb8E5CEW2PxSZ/KK8owMaRGoxX0rRbAMJ/LSjnYYxms43rjMKFLZ96+NaznlmFq0DsTmnIueoR+jhmF0k3lmFRSuskTzTAxjFKDrQvcbAJlIXqFtAf5iNIpZlVN0Sn19KxGFXPcfIKrmzYV1ds8NCl0+CDQFAGoQhUVvpiLfsKEwLIkk35AdUPhXAi5I/SPKQTENDVGa9K8B9XqV6fpgIyD2g/0wTiUoydJfVA2zeHePggQ8F5KIPHajeBYq+X/Fyt70KsEtiEe0opeJbIwOug3jG1dQBHwSFdm3V4Lyi3tvRjRn3hlWmuy6Qi6iZqSONrtQwsKpVoX0IpQOJazTHKI+TAr59x1jiWWhpZlMKXE3n1jfPiPG6DkOscHYzL+cNWYPOHjWkLhrhOswGFAsnK+HgmQXGWsnKeQX+G81PgbtxRURldPbD6mlMIheREOEcC2YMTVknkSusIq18gEpA3e5jiTUtZOAscUJEaaD/YSje1YbyMj4fO1ttRTN1L2SBPNKDX0rcKXM3BOItr7I0mt7Y2Zz4WVMAryzDLOE/qJQRe7+Nk+NDXaWHRvINbhADJq50iMopdISUntz/HFQsBHasV5k+YUjey/9j7knwQBcFPgq0I+h+2hshxnMspSSkNV48XtopGuvIt5KA01GGvJshxXLamPFhCEyb1NlzUROETtRPfC6Ogn4oR9gNI/CFw8qtWotCWc7vatw6ejx7IWX+uVULGYq+K6ehVoA+o8iKVamU7pRqF80KCIRSa8ZinS9ahOlkkAPLpjY9bSWkC0MKa1MoNctzGETtJfw7kwwvK4wHxIllqwVRu1oleJrh6xbGvZf6e81p6TJ3gxeN3DuSemfPNUf46n4XjaQM+qqvjGb/xGnv/85zMYDLjpppv4oi/6Ih5++OFHfe2P/MiPcPvtt5PnOR/zMR/D29/+9pXnF4sFX/EVX8GxY8cYDod87ud+LufOnXtCjvvJmphlFfzkXLBP1DF/sG8MRx73dUTZH3z9kbu7XkByrb09kPtPEzIaPLROhJVmZqEkE10M8jrJ0mhpe9+gnLAjqi4lMAsEkJgUZ1OKpuNYCVbanpVJXVVzSf5UWgBJ1selA4rat6Wk1GiGiZUo/abCl6XQ8P0RZn0L15dSz7ySZNbUGkaZZWuQMkwVarGPW0xFl2EsKopcm2VpJbWGYWpJaaCciQhVK8h6qMGaHFPjKWop9xgFqTYkBnQlzId3TcgHyXA2pXICSupAa4gdWESuhPRSozV5mhz6ftogr4OAMwo6o0izo0dCda4Rf62TVCjHmMOAREcHciyLKNF7dEs9nYdbpqS9bGNqbYivj118NUt7dBpBRjzuWOpRq80PjZJ8FY1c823yawAxvu1WvCzHLIPwOqWnoIWJluC4bxuyXvRRAmAb7MbxWHjkMusHfURNyeP9uzEOjacNKJnNZtx7771867d+K/feey+/9Eu/xN/8zd/wmZ/5mY/4ul/4hV/gNa95Da997Wu59957eeELX8g999zD+fPn222+9mu/lv/1v/4Xb3zjG3nLW97Cww8/zOd8zuc82R/pCRlPd2DytBgxrfXg37W8VK3+rTzXLdc8GiC5yojnuWVHEBASAUn8dl04Ft35U+qIH2gUEbo6JJq69n28SfE2ayPZJfVbkShFZkUMq6sFqi5bqt8nmdiMTUrVCPjRWrQevUSRWS0uF0ClPfRwjF7fwudrbakHZPv1PKGfKJJqBvM9fBFel/XQgxEu6VHUvrU8Z0YxTA2qmuPnU6grYSayHLIBpVNMy5pF7WiCuDe1CuubZTkGQlkjofHSpC6KNK2Wzy6i2GLZs8cm5Ko5BAhjkFdoMXfgvB++nqJ1+JG6IB9qJncVrZOKgEStNickCkXNKohSxFyVTmkoxMRHV4+ydqXcY2L/HaPa0k1MosUkK80PY5ZJ2sbXd3JbjJWMEm1ERNtx9dgYPtdJcV66jDo9rFRHD6M6TEzY3ithbeLvRs7302f4pnlC/m64bw6Pp035Zjwe86Y3vWnlsR/+4R/moz/6o3nggQe49dZbj3zdD/zAD/BlX/ZlfMmXfAkAr3vd6/i1X/s1fuqnfopv+qZvYnd3l5/8yZ/k53/+5/nkT/5kQLobPuc5z+EP//AP+diP/djHfexPdi+Gp0Wp5Crj6Xxs3XG9x3jU93mtgOSgvuUgIPF+CUjiv9v36BymiCPDypiwYPeuLdm0gCQGWdmUGukP11L2QeiZWrC+Ee1JWNF7k4gGJQhEYy+V3Jo28CsP+g1lLXowQvUGuHyNJhlQzGpK5zFG0zOKzV7CMDGo+QQ32xeQYRMBJGmf0ikBGI1DKSnd9KxGlQspxXiHTlJpUJgOmNeh1OMlzySxOohcCynH1JWcu5D3UTdifW0Ql0kb1V5Kp13fSNS9zVLS0QZcvLSaUxIYqtUvPQSnqcMR6bLpAafOyhd/4J8R4yopxRwUSrZ5IMSqzpItUWYJtFWQeEg35AOlnqgl8U7ARkevEpNZ0w5DE8s2Kk2Dk0YeN0Zjg61drrtwzcU4/TT094nbA16JG2iF+Qg9cqJwFQQYRgBjWmGxW24fmJWGZQieerpZgm+MJ208rb/m3d1dlFKsr68f+XxZlrzjHe/g5S9/efuY1pqXv/zlvO1tbwPgHe94B1VVrWzz7Gc/m1tvvbXd5qhRFAV7e3srf0/leDJAz4cCmDg4PlianuUbPjaG5GrjkQBJd0RAstSZsOz34upl7ksEJEYsrlWnJ0qk91NLyPUopNQT+sCgE2FKTLLMRlGiPcmsWI61D83dMmFJfG9NWJLaUboIYjRrqaWXKHq6QRUzKfcYLXbj3gifDZkHK3ADgSWR8pCqF7K90pD1BJRkg1ZPUjWu7ZybGsk/8eVcMlaUWjo7vExtIuhUAmIiU9LUbUBY0huCzaSBIhJ7vqL9eCTmw60yWYe0RUHY2S2DdHUXR18UrmXq2o68ccQmefELjW+jaO23y1KSlJmUFdajBVhhm7ZBYVR5x22tXSauxutGqVYUu2JlDvZrlWSij0IyTZRe9g5q9w+tSNcr2+pyNKGMFOzJKz2MlAmdjRMhBOnE6bfi36fBfSt2QH68fzeIkkPjaQtKFosF3/iN38jnf/7ns7a2duQ2Fy9epGkaTpw4sfL4iRMnOHv2LABnz54lTdNDwKa7zVHju7/7uxmPx+3fLbfc8vg+0BMwnnJx19NkPJ4Qt8f/5tcISIK75iBLci2jC0gUwdaqFQrXClzje4i4NQnW4jABstQQJEYAia4L0VZ4D8ouAYnNqYEGj0beJ7OK3GgyS9CrONGqpH18NqSxvdZqrBX0E4mVH1iDKmdQzcE3KJuhByP0cB2fDSkaR1k7DJBZwzCNya8hGt1odJqj8iHO5pSNpwyzeaY1uTVkRkNT4suybd4mLpMklKxkgoxx9Fmn+7A2FpIMO1wDpciy/NCc0HWOdLM2Yt+Wla84/p+Dv8sw+Uop5Nq+9LgvfUAZ61tRrF7dNgCNLoDxKEmqjSWfkK8CS+1Jy2TIuwl4sSGiH93qZaxRkgljgsX3QNfk2Cyx+/GMkSj9ZSlmmUIbRavyGZflIa1Z0Vcst1+m3MKyMeDTZtzQlDxp4ykDJT/3cz/HcDhs/37v936vfa6qKj7v8z4P7z0/+qM/+pQc3zd/8zezu7vb/n3gAx94So7j4LgBTGRcK9B4XIDkSehtcRRL0n2XIwGJEgZD1SX///bePU6OqlwXflZVX+ea+0yGXCFACALRqHHwhpv8CMoxBN1sQDcBjYL7JCqEwwGOkriPurMPInIxmO33ATlbomK2iojsSAwXLyRhcztchAgxJOyESciBzOQ2091V6/yxLrWqurqne6a6e9XMevy1ZLpXrVqrbuup933e94WT91lJqJUE5blOCr5IBY+QyO1chy1SdkISEtdKoiDkBQRIWUxHkuHaDVFHhSbTQDILmmpGv6O6elgukyauQSH5Y9JtQzLNsFrHws20IQcbOYdVehUFB7MJRnyorEmThtXcBjeVRc4FcrzonKg63JKyeeZXPh/LBlIpXuQvKUOr0xZBNmWjKcUsPcT1asFYmSbY2VbQRArpTMZ3biwQjx0MsmBIMuAL+fbnNKkWKjGxCPEICfuShckq+7dEW59lhUh9iCAkFth1JCwlhLejQn+SSsmMq6ILod9JWbZXjE8kepPRMV6VZZX0iGJ1hLtuRBFBCs8wYNsWUqLoIHW80gIi9b6I7OEkkwQJmE4ExSBSNExTsmjRIsyfP1/+fdxxxwHwCMmuXbvwyCOPlLSSAMCECRNg23ZRJM2+ffvQ2dkJAOjs7EQul8PBgwd91hK1TRjS6TTS6XTF86m1rkRFlDqOeo47apTLVBvlQyuSaqAo7aoRUN8QigiJkwdx89z9whcIXgVW6ki4a8EGzwoK8OicHCckluLuScIlCeSVWiRJLjqUZCY/wAWRFpBIwU1mUbASKOQpKBW6AFYcTyRkEySGpDLMgtE8Bm6mFf0FilzBIzItKaYnSbgF0NwAW7zSGZAMq5rMNC4sUVcmYaE5nUA6QZAUuhiAayGyINlm0EQaboGTMV5LpzmVYPoTp8AWvDRra2WbQRMZpDOF4nQk7ERVdD7ZIulFpEj9hOhGbWsBlVySFgmxqFlKODCxZN0dywIsKvoWFhX+g0iqQikICK+ErRQcBNj1k0wzca+dkFooAuYacimrqaO6bwR5YdaMBKgjRKjcumJbiiuGuXpEfR+Xe8WYvoUlAGSuHiW8VpIS4iPrQhSrCygvOBhBTxH0MbLQMEtJa2srZs2aJT/ZbFYSkldffRW/+93vMH78+LJ9pFIpzJs3D5s3b5bfua6LzZs3o7u7GwAwb948JJNJX5vt27dj9+7dsk0cEVciIUKd1c9wQflbpfrRCarrJmy2FrwbUVhJxMe2CHPZODmvtgknpZTYjFg4YGHGwjxO2EOcaUhyMtLCCxlOI09s9DsUeZeCgsIGy/+RsdnCb+WPcXePiNLJgCbSbF8uBVG0J9kkDzUu9IO4DtMcNLeBtIwFzbShkGBJzVyIzLIsFDiTsJhlBQBJpmFlW4BsG9xklkUCUVavJ5u00Za2kbVZkT+I1PJcf4JUE9xEGg7UcGae/6SQY9WBJelphpVqAuwkksm0cg48q4L/5Fg+N4gI1/W5WRRNB+GJ1nxkh0fUMF1slSXvCZE1ZopymgQjdXzbeVeVEMYmVM7E7xOSSPDqygmP5INbSiziZaLlCdJIIumLjhHjSNhcSEvgIxgkkWTExErAkVY8oXeyPPeNaG8nWF4YHj4sE8RZBJZOt3VUmhKDImgTfZPP5/G3f/u3eOaZZ/Dggw/CcRyp+Rg3bhxSKSZKO/vss3HBBRdg+fLlAIAVK1bgsssuw3vf+168//3vx6233oojR47IaJz29nYsXboUK1aswLhx49DW1oYvf/nL6O7ujiTyRkW9rQ5xiXwRKHVsal6sLypUFALsXzjckDmXkhmobhsiwlMp5f5nkfBMKEbA/O5caOi4CiGxAcvJM0KiWlbsJCMWFMg5VIpbLQtIcpJhuXlGLpyCF93DLSsFMPIDeHoAUXdHpK0HsUCTWaZ1STXBybbjaMGLosgkCJqSirunn9ff4VYMmmLkp1BwZMbXhE3QKkjMQD8z9SdYbRyrpR001YwCWHZcC9wSk04gY1vAQA7UdaX402pqgZVihfsS6Qxf6wkXu3KbwlAsY9J04TeJWBaBJfomxJdmXpzDIKpZfJnlwy+MJVagci8EyfWEr1QJH4brci0Kj9SxIK0SlqUUouSWOVH3JhjZk0pYsC3IORJeqJIkU3AtL2kg4EXfsBwoqijWkq4hASGeFflPdHhORGUpiem7ZU2hDSnZs2cPHnjgAQDA3Llzfb89+uijOOusswAAO3bswIEDB+RvF110Ed566y2sXLkSPT09mDt3LjZu3OgTv37ve9+DZVn49Kc/jYGBASxcuBB33nlnzedUD+hyk0YB7edSSQZZ0Q5Df+B4lhLCXDYiJwlcLyyTZ28tOJ5ORVTETQAysRoL/+WF0+wk8hTo50nSXFDenoeWunmQ/DG+HYvOoHaCRfYQmwlpobqVmGXFcnJMrEopqJ0AEixfCtOfEOQLLlzKLBhCr9Ik3D1uHiSVBpAG0izra85lc0oQCy1pFqLclLSQscHIGQCSaWYLZPMY0EwLBgoswiVhE6QIq6eTSRCQI4yUCFcPTWRgpbKMwNgJ2LYNIM8yjCqXXjlXm8Xf2n2XqmWzxVWxqkgyIIvygV8/SiQLISyJXWAf/r4tz12nWD8YyfDIaFkUCUWJF9mTSHqWID7ehCAc3BpCRXgQt2RIVxFEhBcXxQp3DOBFAHH3jbBkiT5ty2/pIbYlE7mBeKJbQXpsy3PXav2cMBgWtCElM2bMGNTnDgCvv/560XfLly+XlpMwZDIZrFmzBmvWrBnOECtCnDUaOqBeDxz5chbVrsKyx1ZxGahWEkBYS+Albguq9YnFFzOeqp6vh6wibp4RC1dYSdji45IEcgUXA44rJQc2z3PhIzJuni86CWldyTlg4lbKFq6kRZgGJd/vWVYAyKieZBYD1MYAF8UKk33SImhK2MjYVNbfIYk0Iz/pFrjpFuS59iSVIEiBuWGakxYsHqVDCAGyzUx4m2lDPpHBQL8LF4zIpBI8fBgOCwemLnMLZDgpSTcxYbBLkUpnYB3u9x1zNRspESRDqcMCBK0TniCVKJE3ol3C5pYHj0P4ImREfpDBLhfZt9KyYq0KJ0auX+nCxhFweaqeIvk1sUAJJySJpEzKJgrwscrGXmQPFRFDNtsOvLo1G7NiEZRDsb3MshbL5soy0XpWGL3cN1FFz5i1IghtSMlIQtzcOMMZb6X71ZWocYNA+TYhVYijRDBhl0yYpmSUJWGLoBJuDDCBq82tK3BySugw058UKLOQ5F1mVRAJumwhpM33s+2oyxYTxd0jCgeKqrtJm8DOH/O2AQBigybTcFMsG+uxAgvppZS9FYvInqxNYQ0cBnimWJdH9riZNuRcIisIJy0i6/WkiQOSO8osRjYTT9JUM9xMK44WKAb4fpIJrnMR6fTF2ET0UDINJDMouOw4NGWzsEgvGz7/+EsHELDF2yMlzJog2lJ/W1GATmnHFn7+b8rdb1K4ykiPVyXYs7KwbLGeaNQbT2C34v/UXCIodiUCHjlRv1EhDCJFWhXxQ8IrxCfmyPQqzM2mWkpIQlTDtnz6E4tb2WziWXhEvhmZkp5Y8iWVCWiJrAmlBYwmpGYwpGSEYCSZNGs9l4r5UaXumiohIiyKsofCe0hL03xIDgy2iBGmJ1G+tggYeXLyEEX6qHjTtxMouECeJ/ISyhSLsIWf5AYgU9cDoGCZNQvERn+BYsBxWR4ToVnJ97OcJIUBmYyNJpiFRCUkgvykLAvZBGHkov8wcxM5BXaeU81w0y2slg5PQ0+4NSZtW8jaABng+wJAEymWGj/ThmOujYGCIy0/CQJkbAspi7JMsU6BaUnSGbgiDJp4FX/TmQwPrfXcZvJQc+KgLu7CnSAjXuQPFkA5wfBpSiCFzP6kYpbXt5UoCgtnOo4Q/Qnxq1IGzd0xxPtIHapLIV09Il28bES8SsKqpc/T2Nj8GmSkjnBCItPLiw245klklhWmGpHIjVlhFGtOg19yqCvSxA+3Iz1f1hqJhkXfjHSMFIJQDtXMUefjEXwulB3rEKoO+zYv8b36QJcLY5AQycWAP+zVxA+iD05G/FkymauHVSZmmxDwujgWYbk8CsJ147D52wm4iTQGCsBAwWXWFUZVpKsHhQG2HQ83FiRmwGEkRohbE4TVuUmjAOtYL8jAYRCeVh52UhKSo3nPtUQAHmpMYOUOg+SOeIUHEynQdDNyVhLHCi7Tkwi3khTeHmM6F9dlGUITGWkpcUG8woh2yldzRubkELCTkgTK4wzvjb+4IKNyfRClXxI495Ylw2spPFefIEjg51K1fggLGQ1wVW7LYQLTYHt+iQi3jfc1+xZFKeEUF6I6YJ4M0G85onIDoTMiCmEhij5E1dmwSB3L73oiLBJIZJYVOhsZ2WObNPOjBeY01xD1Dk8d6ttDo986wlD3CsSD7M5nCg8SkyEQFTXs1x9dyh/ewctGuGxIQlo/WDQDd0EBSnZM/0JJLRuUZ+sUbW1LJEoDT3jGQ225OIUmM8i5BEcLDvoLLFJHLBKkMACSPwYrd4y5iihlb/vJLI4WKCcXFA6Xs2QSFrLIwzpyANbRt0GO9YE4OTauVBMOuzbe6XdwKO+iv8DIT5onWLOPHYR19CCsgaPMsmInQdMtyCUyOJxzcSTPCBPASExz0kbKGQA51svmZVkgPBOtm25BnhLkXTY2SoF0JouUZbN06hZ4Tg6qCDRFSLDFrVvi7d3iRENEmjCSIaJaxOVkKW/5qt6CJERWVK8QHiCsSjYvgufI+4BYTJshiuBB6V9G1khCYiufRLixTWiVpIuw+AaQPwGMOFk2TxfvkS/2LyJdSBbxrjmRBE0V0doWEzyL/Ce2FNLyysZ2iumSlAR0Yo52SUrfAMQgo+u3v/1tnHnmmWhqaipZqmX37t0477zz0NTUhEmTJuHaa69FoVCo6bgGg3Hf1AFG/Do0aOGSKuXCEd8PgZBwx0zRd9K/PmgHLGKjpEubk2GiLE4uqH9R5UJVm2d8JU6elacXNXHsJAa4/iRXoKyyLFiuC5LPK5E9fH92ktXe4VYVx6Uyy2fGJrCOHYE1cBTu0cPMetHcykS0ySyODrg4VnCRc1wkiIU0r4kiXEQsDX2BWTsspnMZKFD0Oy4KXB+TTABpm0X2WEeOgOR50rRkmrlt0k0oWAm52InQ1Gw6iWTKBlyXaRYC1gFGNAhUlije3n3hw+I1XgmVBSCr+Pq6ENoTIXRV9BOibxsk3PIRELuKLLTM+OFdEIQQuFxLRBUVrcyX4nqEpJIAg+D1Jf/JE7n5rlmZFt/yBK+8rcUT+6l6EvWYUHG9CjJGIN2GWsF1a04qhotcLocLL7wQ3d3duOuuu4p+dxwH5513Hjo7O/HEE0/gzTffxJIlS5BMJvFP//RPDRgxg7GU1An1sprUi/wMZS5D2aZcbpOoE7Gpm4eNtUg4WBRxUywaFIuAxU3bYREEVR2VkHEFzezSzC/SgktTOJeXEEYWkhbxErK53JTPFwfXSsBxKCtNryyAMjmW8qYnssQWeISOIAqMxLDcJ8gfA80dBYTbhhDATiEHplk5nHOQ4+4e9jYN5oLJD4DmWG4SEAKaSCJPbAxw640MA+biVjt3BMhzC47rgNoppllJNqG/QJFIZVi0Ej9ceYeiJduMhDhXVLg1AJHMSy6W/FwliCU1PEHrBLVsTgS8U+LTTggRKCHs3HiSWdm3tJ65Be+iDLF8CMJjS1cSLW5PWGZUNTeOJcgUDV9YB72LytxnLDydSOIsJ851QpYFaVUhKpsRx4NXZFYh3VkaERPqupF8aqkp+cd//EdcffXVOO2000J/f/jhh/HnP/8Z9957L+bOnYuPf/zj+OY3v4k1a9Ygl8vVbFyDwZCSOkPHjKO6oxryEVWWWH+nQ7CGDDIGonxUlA97VMfhb0i4OweEyLdN703cVt3/MuOrbYG7Xwqyf8oXVlbcjisPeEivbRHYAIjDBLGCKMBOgloJ5HkSN1d5uU9YRIYa0xzPf8Jzn7jJLPodimN5B7mCC5cyi0zaZunnwXUhlJuTaSIFmsggVwAGXFcmjEtaqrj1GKz8AGh+gM09lYWbaka/wxLGtbW2+BbpVIKgqSnjiVeF9ceyWfirZQMkAYB41gwhXhVEgB9/Tz/BQrVBFQMHii0llCchCwpjmXuN+AiGCNulvDKvz/LBF3s/4fGIqVqMVv4UpB7CChPizWHXKSM8XhRaGQG4CCeXohFhKfHcjLY83n7dk6j3I8fL52jq3kSPLVu24LTTTvPl9Fq4cCH6+vrw0ksvNWxcxn3TIJSr22IwfAzV9aOGCIe53aIIDw6rbyIsKVWMVPrafUMU2hMrAVDqRd9wiLBKnw5BmPFFMi2RfRNCqMr0FgkLLOU9ZYnc2ELJclC4dhJO3mGVXUFlxs6EBSDPigFSPj6SSntp6/tdaSERVY2TFgvnJfkB0Dx7YyOJJCcyGQz0s2ibgkuRslkoaibhCWJpYYC5iFIZuKkm5O0k+gdc9DsuEukmSWaE1SidaeKVa/nBFOc3keRv7x5xkIukBb/wUlileOSIq7jlCT/uBOoi7BEHsQL7+lasMER19xDi058QrrWQfcuLQeg+CGjgehWuHqIQKuFmcWmAkEirjVs2Eo3y/6PqDRQCUUgwtInUTRHvT6WtuknDiYnrAG407/S5XA59fX2+76qtvTYU9PT0+AgJAPm3yKbeCBhLSYPR8JurztBhvo0agko8VIvI4Nk4VZFtoHHALSSFlpbNsqsqrgehPZC1WNQFUhZCS0jLilhAkgkic4YQt6DUKrG51SPJK7pyMSwIt6owNxGR7Vm9GiSzLCGbC14QkFlImlI2MjbL3EqElUREz9gp0FQWAwXKU+RzVw9hVpIkoVx/MiBr3VA7BTfVjGMFimOOi4ILpLNZT4TK3VEklSqu20J4UjElnNUTr3okQy7UcmFnlik1eZq0ECiuDG+boMVLCEfVC0S44RKyJozrIzIKwYR6HTAyxYSqXvsi8stdJmLcPt4kLjlJYiqs3SMIRsjXQYRZj71jhtIkppGIUOj64x//GO3t7b7P6tWrQ3d7/fXXM6tcmc8rr7xSzyMROYylRANELYStxkowki01kQplFcFrtdYSixBfkjPv+yr3r8yFUBeE2Dw5F/yvkYq40C+6BFzihacKUzkTtgpXDCMyAPszwQeZti0kLQLkeZE+WKCWxYiPnZTaEwIR8smLCXKzPyUWSCoNYifgpjKgySZWCdilMm9FmmditfJHQfI8xwjAxapNTBcy4HrbcbFu2hZWkmOgA8dAXRdWOgs32YScS9BfcFBwgaZsMy+YBzk/GwQT2lrQa/G6LY5iaVBInUyRTuAJhn33LTediAWeuko7fixUK4wIqyUWXJ46TVi9pMtHWB2kS45ZPoQIVNaDIYRdj65CGBQrjPQCWd5CLzUloi0nX5RSf8ZYLmSVFiQRvsVBQcvLIoK6q0Bb3/2pkDa2X5GGnupHSiLEZz7zGdx+++2+70pZSa655hpcfvnlZfs7/vjjK9pvZ2cnnnzySd93+/btk781CoaUaAIToaMnhnRelKgcEnSvgJvLK+1T+tg9Aavat1r/hG8ACuIl/lIYCwGBZQXdUTy9N++QiuRYlBESMcykRUDgyrl5uhWmJxFrOXNVMGKStIii0bBYOnmR+MxOIT/AlvpMwmZCVZEorf8YCxmWOUZY9Ey/Aww4LBrIpRS2xYhSygJIrh/EycEtFBTLSgbHChQDBYqBgoup49rlvCUhZBNHNpOG5QwEiCfkPP3CVe4yUUgGJZ4eRxBQQWAsbnIg1PFdDCKqx3/2ijkmlHNPuTvGIlzVwY1cxFdTx0vi5gSosCU6l6YcLrbllhXX8S4nYSWxQby8N67DahPwMYVSc+FGKufu8ZlvxDXtF92q9YV04yRSqDr8npBKpdDW1lZR64kTJ2LixIkR7Bfo7u7Gt7/9bezfvx+TJk0CAGzatAltbW2YM2dOJPsYCgwp0QhRERMdXCS6YCjWkpJu8SqtJcF9i7dUkc1VJSZBkzobAxdNEiYykK4EGWIpMn96Png5TrmyeASGEEDlJC5lRelAkzJySNQdEWNN8potSRtM4CqiYGxRFycFaiVAC5DhnoQASa4PEapXsWAj4VlJXP7SzWrViCJ9R3l6+AIjMqkMXBE9M+Ai51LkXIfn/2C5SUhhgLl68izjKxJK/Z1+F7kCRa7goq1tjO9cCFiEoKW5Gf19uYA7xi8UZkJisQ38x5hQyKR2at/wFnY1OkaGygaSockCfsq59BEepXd2/nmuj+ACqfQto6e45cECSrudXH//8vJSc5pwUFHqAJ4VkEg3UnHiPzEWFxQW5dqYsMcddeXO2TXrF7pqkSogKk1JDd9Dd+/ejbfffhu7d++G4zh47rnnAACzZs1CS0sLzjnnHMyZMweXXnopbrrpJvT09ODrX/86li1bVnM9SzkYUqIZRoPFRIc5hlkwagnhwvGPofyDVbhXiBCu+qwfbPFyCQWhUDKGhj7lQXiuB0qJ8q2wlKQAouhEACkCZfoJsKgbmZckwVwbPIqGjcdLDW8RliArQbilhBCeGZVHwyRSyOddOKAyQqcpYfP6Nsd4ET3KXD3JLGgqK60kAwWWuj6VsGRNFDLA8piI7K0kkYabzCJPbOScAgrURXtLMzLZDBs+PH2HmGe2KYv+Q++oJ4cv7CJvBuQxJ8Jl4iuQqLpAAiSDCLEor/Qs+yeyfRC+S0OOJUwfAqn58BMN4rPwCHJR7HZCqNtJjJ25nVxf5I3Qq0C4kpQByYRy0tXjmTtkUwq4hG0kKlVLCHEvpTJYWvysX0G+KCSZtXsIrVy5Ev/7f/9v+fe73/1uAMCjjz6Ks846C7Zt48EHH8Q//MM/oLu7G83NzbjsssvwP//n/6zZmCqBISUaQodFeyShVm9WlWpLggQoLPrG1y+YFcOWmg/mJoGV4DkghF6Evy3zP3kZNv5WSmTYJ6EuLCsBl7DQXrFrSgGHADYnPIS6MiyTUIoE18cyVwUPy1Wr5nJLSYFPTuhPbEKQSgAWLUCGoVgJHtKbRsFlOUZE24xtscyyuWOsSB91mCWJp4ZXrSQFbhFIJgizxhDKLCVuns0rkWTJ0pJNPJcJc/V0TRovDpkXRgtGLmwLyGayOKiyCRGeqmTPVc+nTEfPry3Co118OUqIN0epV/GlpU9Icam0gBD4iYbYYZDAiPGDW8v49zLbqpKFFt4mkmQGtS00oHsiih+JqFYS5fwLV5LsW1h4uBha1l7iHQr9iSgJQFXTk2pRDHn2BW9f83wcHOvWrcO6devKtpk+fToeeuih+gyoQhhSYmAwCHwksVSG16KNmPZCJUSq4HUwYgIIdwHhVhIL1PJuV+Fusbm1hI0NPj+9DAWlLHdLgvtv1FwUlDBPvsWFqwL+4mdMRElBQOwk3z+L7nFAZNpzmy/2SRtIgLJaNbwuDosGSsMlCeQLlFlC+DZpmyDhFkDyAyyZGyGAnWIumBTTkuRcinyBSiuJqDhsFfplAUIkkkCSRfe4dgq5AYdle7VsjB033suYGyAkNiFob23Gm8pbq7Q0EOIjGlweUhS2SAVTIcR3XkUK9mKSIXQifsIj2wcvBlW8LL/zjrlUpkgRBidI/JIQhMQnXAW83CABt5PPNcSjbryD54l/XapEAhGw0cv0+C6YjY3tx4XfWuI/gPEiGdRxQB0TvFoLGFKiKYZqLWm4rzVGiMKFM1RrCRBOTORbJLjmgwtXXZ6gTH2aC8Jj0cA5l9eAEmlCHYDYSBAChwSICQAq3EDc/EK4EtH3lswXMMoTfzmUysRcRLh5LMAGhVUYAJy8R8rsJKid4HVnGDGzCZERNGSgH3Dzctw0kQKSWTjJLPI5F3mHaRFSCQuZhIWUzdLXk2P9zI3CE4y5nMiIFPkAMGnCWGTSyYDbxiMkNgGSto2mdBr9A4dRpBEhBKIeMxELO4hCMiwf0ZBGBfCMq1YgfBgK6bFs0AI/q9wgYltcQxHUcChURWgsfGfeNw5u4RHaV850pCvJZ/op1rb4XEO8MGBQ/Ou6QT0Jd9+UqusS0J943we1KjF4hsksyMNEvLhYXWBIicYwbpx4oNoQYdWgUc5iIogJAJ4ana0S3jXBiAQbg3iQM+FiUVwEpSBgxMQmRC4OKjkBAa8ETOAjJEpMKSU2HICloA9oJ3yEpDDgVQ/mYlEHhKWGVxY+mxBYboFZSISIVkTopJqR5xWHKUQWWiV02MkBTo4tDoSwlPIKkXFclv/kuM6OIreNpf6XWz+ampvQ3/d/wVwaLkSK/hLJT/33piBsijVDWFVA4BNqymNi2ex8qURTcZuoZFAQzKAbiRAlhb0yDtm/WrwPxCM8RZOxfOcSYFY4OzBPGY1kJdn5F92I86m4tXzmJd9VL75WxhIQ0lLlGg3OWwvEQFMSVxj70whCverRAPHz6TZkvIpoDxBvksVvuEEBn2oSF+Z3l4KFd1JxzjxiwggEN8dzUuJaXjVh9gNlQlC3wDQmRHErwL+GeOOn8i1ZRKM4AM+myurciJBTRkjACvU5eS+EFGALHq+E60Bx3dg846tT8PZhJ0ETGSaItVMY4FE6ACMlaZsRkqwNkPxR5roBWNRQsglukiVYG3CYYHP8mDY0NTf7piUWcsKPgc3JTnM2qzSy5JxdaSfxFl+/hYI7dATJUNZikYBObqCkUmc6C48+CteNBRSTXLGN+qdCqGTuGMXt5CM8RGpTIUr6eR0lfFYYNfIlXNvCs9ZSf44S4UoqZk5CswImeRLj4WPxC4YtjwjSEtelwYiGsZRUCVFbpV4mxpFqLdFlXkNy4YToSoqK9VXSDcpbTNS/KV8AXEI9070S4cDCM/nbJX/wWzyXBAEnCJT5WgilvK5Loiipm3zzFREXoPJ7SghcLlIVtXFEoi+LAIQ6IG6ea0kEkRH1WiyWhVUu2Lx0vQUQR0T1cAsCF8QOOBSOw+Zj8yidjG2hKUFY6LC0xnDrSioDN5FhkT389Ezs8JJAlbOSEErR3JT1GlIlZFfdnoqkXvD8VorbRBBGZkkR1hKR00SYIkRK+gQTuAZJDBH5XUS0C/Ea8OtGWmGKLioLqttJLaZIwEOT1TOujD2ohRFlDHwHUPbtaUQA5TgCkFlffYSE+kLgRWQXy93iBqxObNyOS5UwYg86uHeo64BGlGbewA9DSkYIdLhRRzKGS6LCBK8V71tYQSgg5CNFrhX+vZom3CVc3MrdOTJUE5QbJlwmcCU0nJj5IkWI9+YKWhzVAcLrowTM9jwVPRNFUpmjhYUCcxmkTEPPUtZTHs6bl+1Z3pO0bSGbJEgUBmToMChlOVOSWVBe4I9ZSSjGjB2D5uYW/3lQNCWE/5elaHeQSadgJxJwpfXFXzdITokEv1a0HEFXD0Rb6llU+Jce5fNbD+wia4OwwoS4+opcQ2If3ljEGGQ4s6KFEQncwrQwQhjr08JI8a9HzMXYvQyswqWpaGfgHRqbCEJIPG2GL7tswisGqZA2nRBZ8jQN59ZoGKo3ROjwlm8QDWrK54LF0Pi+KnHjAB4hKVqMuGuFUIf/15VWEocy94rjcneJmqKe57Mg1OFvs/4uS8/D/6PMvwHPDF+UK4NrD1wrgYLjyRssworvsSrFPGSYWIyQ2Cm4VhJ5h+lWXLAw5qRlIZMgSLoFWLkjLHTY9XKg0GQGeWJjoMCsJMSy0NHZFToV7xx4BINQFxYomppbFOuBf7H2OgjpkIfIqk1EqnQSbKukmJfHEx5JUl0gMuurOJ6AF00TdA0FxuNLtCamozTz3EiWF7oLr53M/qpqW0LIl6gF5K/6q1arTki+KswpltSrOGBKX8XVBxbR5VCPkFhFkzQYqTCWkhhAF1fHSIbqxqmIpFQaGqxuUsLtFzCol++D9yNdK9QFIaxmCYjQo1DPtO4QlhVc3a/rMDZBadF1VawrUa0lnjtCKGxFVVuo7/1C02AnmZWEWzxAPSLgs5JQ14vQSaRkbRupJSFMS5IkFGTgCBPRFrg1w2Zp6N1EBgMFyq0rFB2TJ8NOelkpRSZTlUj5jyebZ0tzMw4dfJst9wGXnDiCIksr+9IC4MrzGiQCMtrF1xHxLBTKcbW5hcKv41AJTJjVJlBTRyWgcrxE1iXyIm8UN08JLYzndlLcSIH+Vc8Sl+J6XxAL4BmCg64hpuMBUCh41jXLy7Ei+IiIRlP3pQOoQ0Gd4VtKQmKRRj0MKRkGtEh3jMa5bnSZf1So2VSUWjhiP5SGu3EqyV/i61fJRQIIkzePVuQLogMKQkLeNQP7dil40T7enliAyOLKCYxYaIUfySYiuZqnC6EEbGGxU3BJAgXHE8SCL6SsenCefSjlbgFPe+K4VGb7TNosZb2VP8ZTyudYojfLBuw0aCKDnAtZPTiTbULr2NL1QYpcN8rC0JJJenMQKd5d/7a+Q0gI42cBywcRJ1mxxPAf5HHyjYn/1089lCggmXHVrxHhzpKic0mLz3bR2D2rjajSywvfCS0Mge/YeNt5VhhCmM7G9mlh4FlfeLVqt+BFdnlkjXhaJzllnuvF9bsUVQ6nA6jrRkJKDIphSMkwIaMeanzH1NJa0ihLzGi2AAWJSZi1JKxon/xGEBLXYVYLYvOFyttG6EuE2ZyChCxVSlt4xEQujcIixF0+NkmAWhRw+cIiVlFfBi2LRcNYCRQUKwnA+k5YYBoXnvlTbmdZMqKHvcsTXgmXIEEdf2QPhJUkCTeZwUCeVQ8mxMLkKdM9DSp3RbB/+8NnpQVDWRSbW9tALGZ5UosZsiESfmSCLhkrdNUk3DpDwk6u0p4RQf5vooTJEgKAVyomotCfIha1hFi0RN0bZVcWJZ4WRhycgBZG9E3Uj4+RcUtGIKOw0J+oZMoLHWaiWFWqKt1mVIm8UV1JxF/jRxBZIdLV4WXIaEpqB6MpiQgiKsegOtTz4TLc81M01moibgLhwYC3hgX1JWEhwoIwyM3VfQuNCNdfqJElymCVf3qLHuWaCQr4/xtYZAk8l1GCECRsEQZMvJooIJyMJEHtJAoA04YIYkK8hGmkkGNuGEfRlBAbjtA98rf1hCWKAeYBp8BSlxMvuRpNt6C/wLK9OpRiQudxsFIpJC0LtuW9kZeMulEOCyUWLMtSdCWWPOe+7dTjGgjxFYfXW6hF4jRVlxGwqoBIgkfUU8U7kgu8ciZlMjSZF8QLLA6eO3nKJSmhHikRhEdZHWU+k8A8mT7Er50RWV+lO4ZHXQktCeykFDiLcdicaIrIG3kt2gn2YQyak3ZFr6K6xsyzdsTCWEoiRr0sJ7ogireWWFtMItKWlCrYJyNvwK0YnDAUmeJ5VI1lERCXQGg+fOuTzAHheouoYk2hQVsKISHWFbagqdlffW97xJILl+t6b/aCENgWe/tm4cOBXCbEy6sh9BLsDRm8hg4ft23xBGsZ5h6irLjfuLHjMXb8eFlrRix+tmIlUV034SfHQmtLC44cPRbuLxDWAfBjIxb30L6Kuyh5ryiESbYV4lOl/o7Ml8LJgJ/wKNYt9Wu+TZEqRbhtfAQJ0kwiCYzcGj4rjOjPc8fAR47UVPfKLgPaFvj6BbFk+nqPtHsuQkps6ADquKBWFO6bmD73aghDSmqE0UZOhotYE5NKoWhLBDERbhwBscar2hJmvaA8FJfwiBTC3kSVt2RCXRBi+zQfwgzve/gFIkXCx6r8O6S9lyvFqx7rJRxjmgOfNkaSDHhpyJV7RLwdq8fBsnh4rKKZkGG6dgrUZqJYx6FobmrGxK4pSNpE6hZsAklEbMtv7QitOMsXxdbmJrwpVuXgHMKOVWBhZ8dHmYfqCiMqCbPk5hblVhUSsAJIiw1zsQhXj7DYFCmFpM8qaClhNpvi8GF1el7kj8/tpFiBwsOkw/uWkUPSdccFt8KN5qrHAgCxfXWGAI9YJoRFSJPHaXSkxCAIQ0pqDENOKkcciEnoGIdgLQGKiUk5fYncv/gQG0DB/6ZOmaXEtrxXarYYKz0S741XkAdALEDqogK5IFHVssLJgxAtUr5/KXBUwIgVgUWYvcUmirhR7odI14AIabb467cF7tKQGT85syAswZprJ+EUKJLpNKbNmIlE0pZDFynlRZIutsj6rSRWyD1JiYWWtnZYdsKXsIstulS6Wrwf2LkXmXTF/oV9KZz8kCKSJwmB70tLaev9KFw30qqhnh+FxHieEUVPAqV9QIAt+naDqhlJdDztjGecUfom8LlYfH3zNr4II9FGtQhZxcUPExaP8HL0eTa4jgM39ORWCX2mpA0MKakThktOyi3WjRZ+Rbl/0U+tyEnNjlWlxCQYiVOCmITBBXvRphSgFgGxbDCGUPBZYCyFp8gFTBHlhUZm8P+z1cVLnRsRmVm9miRenZxiWCA8igcAJd66ps4t6J6Af99S3ChftZnQktpMt+JSCsu2ceKsE2Cn0qA8FFpaKfiCKdw3qoVEromq1kNsbQGtra04ePhI6Nx8HchtQ5qEHkf1/HvWLC65CehVws4TAQgtcvUAworBXSbEQtD0JElMiYGq7hJBCHx9A4CVYP27Slkd3lbNURIG8W2RG0lEAHFhrOCgNrxIHXYdGMvEaIAhJXWGsZxUhlqTk+GgpEVHLDaDPTwrJCbyrVWGgfLNubmEWjYTnwbWRIsvXOLfvoJq0pXgvX0Toi7kwn/vn5/I5OlQJVRTGmCUa1m4cxRC4CJEIKoINynPZeGZ+dnimwiuXkJUyisOw7Ixe9aJSGeyLK8JSJERRlhIPGGrZ+mQ7okgiIW2Nj8pCZIr0a7IAsXnStXtAn0Hha7F7cKvebFvO2wcwmJmeUUEhXfEl+SOKvlkQnOa8J8Q4nbiVhu19pI4lqUsQiBeEUThdpIRRjw/DbEsxWJC/JuDW7S4FUZeMw1+fkYVfWPylBTDkJIGoZo3dh0X5npBPUZRHYeai3MrsZpUQUwof5CrJn4XlL09WkoeDfEjASzq/btIUKi0ZS4YRRQL9vBnkRHqm6+oXwJZV8a2WE4Tn/SQumzAhMIiFmBRpQaMN05KbBBbmHOEZkUsdESKIYkIfSZehlBKbFiJJGafcDwyzc3I89XXocUPeZWQqFE3Ya4b9bi0t7cDe3u848JNGUXWjBIgwT+IEMb6j7/axB9WK36QVNRzqpRqR/h/Lc8tx8gAlGtHIajCJRMYc5GLyrcPP+ER+wgfszo/Asui3n58hIp6NZIIox4Wvw9si7vc1FT3GrzQRaYpGb2P9pIwpKSBqMRqUulCPJJcOKUQpfUkTsTEtpgeIxFYz6SeQxhogosBCRwrZb40sBixt1m+2gXr6vB9iaKA8m1V+BzU+QAs7T3AXtwVawIjQAAsf1k4VxQGpMriLIiY6yhv9mzhSqRSmDX9ODRlUnA50aC+Y+I7BGzfBCgZcSMbe+cslc4gm8ngaH/O11eRyyTE8iRQXCPHvw3lJ7qahHlqW89SwkkeqOK6UbaBZ2WRYxCEJGAtkWJbMR2fwKPYsiK3C/YNyGtbXl80nPCI+jiC8Hh9cmubpZBTTWCErrWDISUaYDRbQoaCqMiJNsREtIUyJz4umxD5xmgFX0CpIBcq2VAsJL5xstgH8W8IMzxVImlELhJXqSocCB0OLp7BmRMeWCzdOCAhuhMCanmPHlGp2HO3sNTyhPKkJeL4EAupdBonzTgO6WyGzYkLg1miMlo0Ps9VQ3xWEhIkbHJo3kEeM2Ysjvbsk7oGSQZQ/tpT3WHBvv2iYf84JTEE9QiD2obrdIotE0TpW9i6xFjFuRXjDkRKgfgJqmINCj8+pCixmSqK9VuDAsRXITz+69wjR7JvadUKROoYjHiEK7Q0wJe+9CUQQnDrrbcO2nbNmjWYMWMGMpkM5s+fjyeffNL3e39/P5YtW4bx48ejpaUFn/70p7Fv374ajbxxGM4iHYWVo97kKqoxR55UzbeDCm+xwJugGBehFBYoEkRJVOXTcHArBiHeOIqmI97MLT8hKWrCiYQSZjwYQq38oJ61BTRgTWELl//j17KKAn++t2NiIdvUhNnTu5DOZH2kRoYaEy/pl5fojBQREh+oStTgO05jx43z5kRCLB8Bi0DRcSDhx6dilNCfqLv278wjO6rFiRA1CivYnl8P4muxHQCAIkiaVZS8svlOBeFR9TWC8ARMIsVjFx8C73qv9F6qA4SmZLgfg2Loc5YV/PKXv8TWrVvR1RVe5VPFfffdhxUrVmDVqlV45plncMYZZ2DhwoXYv3+/bHP11Vfj17/+NTZs2IDHH38ce/fuxac+9alaTsGgTojKZRQFMSmdGKuK20wsxMqHuAUQJ8/ykPBFXiwwLB8I96mIT2BcfBCAWCS45UNdieT8B7MAiIUFIQs0z2dCQfxvyUqfLmjRR27uIw6e+4iCYMyYdpw8cyqS2WZGSEjgDR9+q4hKRoKEpJQVwCNtDJlMBtmmrCd/CJISwJsn/0HkSFHblbWqqHMPuXyKQoeVduIXGhiDry2UiCrJWfm5IjzqKWS7sKiqsDDmIteQIDpWQhIeda5FuhkRwhy02PD/RRF1Wwu4jhvJp3xp7tEJ7UjJnj178OUvfxnr169HMpkctP0tt9yCL37xi/jc5z6HOXPmYO3atWhqasLdd98NAOjt7cVdd92FW265BX/zN3+DefPm4Z577sETTzyBrVu31no6dUejXUGNqqETBaIYeyTERGxCXc9awN0qhDpsnIHdqAt8qXGpZMTXvpJpK2+5tsX9/MHFK6hTIMJCU/r8qLsWxMGbN/v1uMkdOH7aFFiJFCcknvXAJ4QGfFYSNfxXJSQVgZO3MWPGFm0XmrAsuDkpsbhXeh0QhdypjKJMexUygZw4FfBf34yQ8BT2NHxtLKqpo/Tt0/0ER8dJBiyrJOEp1bfaTl5CBEUDbPRzzqB20IqUuK6LSy+9FNdeey1OPfXUQdvncjk8/fTTWLBggfzOsiwsWLAAW7ZsAQA8/fTTyOfzvjazZ8/GtGnTZJswDAwMoK+vz/cZ6dBB1T5UxIKYVDwG13toy8VZFZ/6x1jCW1PsmuL/VMmL+LenRRGrgV8EydxIfteILZiK3K9YqSzFklG8WKoLtVhzvCqzngspkbAx64Tj0dnRAWqrhIT37QvDJb7+1H8HCYlnFRrcfD5+/Hgu1vUW96L5BjDo2Q8c0+JulHOgDrzCftVxhJIj37n1dBy+2j4VcCDv+IpvqY9MiSy0g95SRecyMH7FYgboQUio40byMSiGVqTkf/2v/4VEIoGvfOUrFbU/cOAAHMdBR0eH7/uOjg709LBwvp6eHqRSKYwZM6ZkmzCsXr0a7e3t8jN16tTqJjOK0aiHhvbEpMxbsiAig71BllsERfTM0HUy3L3DC6/5yQXbkahHw96QxX6odH1QHrIrokB8wlvlI8iJJCly8WHjbm1pwSmzZ6OtfYxHRnhIcCXWBnlMShGSsht7/SeTSbS3t1etDQld10tcnyTwX1974rncVDI56KUuLBKi3zDyWM7l6OvL07bQAHkQhQSLSY+f8Ij2RYTHdy79ZFVX1w0QHSnRgF9ph4aRkvXr16OlpUV+Hn/8cdx2221Yt24dBg3dqwNuuOEG9Pb2ys8bb7whf9PdoqDDm4RBRNeJmhiL+JevYGVX/8IeIjIpNxwpmBVCWI9ciA1V4iSK6qnCFCZqZKZ7B/BrXeCRJZHAy/fh47ZA0dXVhVknnohkOqO86ttyUaRygQxYYZS/BXECSizgVYSXjhs/ftDDJzEoWShPTARowAVWHfzXRWjW3YAmRx2e32ij6oSIvx1R2hP4CbVCeCp6HA02T82euZQaoWut0LCQ4EWLFmH+/Pny7w0bNmD//v2YNm2a/M5xHFxzzTW49dZb8frrrxf1MWHCBNi2XRRJs2/fPnR2dgIAOjs7kcvlcPDgQZ+1RG0ThnQ6jXQ6XfS9vNGCptIRQgSiqj/TqLwpuo2/0vGw8NYSDymeEIvyjJdSG8KhFseTETRFfXvXbKnU8J7EJPC7YkJXtR7sJ9cnnnUCziR/KnqlD6BoUcxmMpgxYway2Sxv7uVx8bUtYykJRteofw71umhra0NTtglHjx0Nr4wcHEPAQgDAC8kOjoGwRHfyOAX6DnOBVWTcENdvkfDZCw0P67PIoiQIsfw3KdommDVYJTzi2yKrh6pvKcPkggTJYOSjYWe5tbUVs2bNkp8rrrgCzz//PJ577jn56erqwrXXXovf/va3oX2kUinMmzcPmzdvlt+5rovNmzeju7sbADBv3jwkk0lfm+3bt2P37t2yTRQoG31hEEvUhGiWebBSxRLg+1gJHgJbmpCw/6ghvaXUi2U+8ASwDv+4oIqlQ+lb5jLxxLIOWAI0l6cXUROtCa0IUbaTFhcQTO6cjNmzZ3uEJHA85LELEbhWAr+2pro3VIsQTJw0qaTFoRRLEO19Y1VcMmFtVYRZMmQ3vm0UElAq5LsMpJuH+Pv1RfVYFkLdSPL/Sl9zPrkS/OfCn3xOGZPmj9LoNCUj42U2SmiTPG38+PEYz82kAslkEp2dnTj55JPld2effTYuuOACLF++HACwYsUKXHbZZXjve9+L97///bj11ltx5MgRfO5znwPA0kUvXboUK1aswLhx49DW1oYvf/nL6O7uxgc+8IHI56FLzZbhvOnrZm2oFrpVGy4aD6kgqZrSli0E3IROURxlQ7xFv1IndVFtG+U8Ufi4Biih3oNCzWFCXUBx70i+wrcV4aLs7V8lMFQuQi3NLZg2bSoymUzFkUu+sZaZbiTeM8L2MXbsWLy1fz/6jx0r05pCHIvQhHGlrGHCOjLIeMMsML69B0lMiabqOMQ9aoVViAbkQZQWm0CfJa1uAYSeC3EfKESTqlY4dRvNXvio44ISk2a+FtCGlFSKHTt24MCBA/Lviy66CG+99RZWrlyJnp4ezJ07Fxs3bvSJX7/3ve/Bsix8+tOfxsDAABYuXIg777yzpuPUbWGsFnEnJlGhoeNXFhmXFof8hglE/duHR8Co7b1F0ouWAIoXe2oREJ88hfrM7mJsLvXWV1Wf4EUTsXaJhI3juo7D+HFjSy84IZaCiutFlXLbDDFVuW1ZmNzVhZ07dihj8RZ3v3sJJRabcB2H3CY41hAIYlKaDJSwklBxTyMwOOpz7RVtplw/aoVoZcgeIQ4dDfs/wUOt4MEpoWvxnTLiv/Z0eJ5Ql8I1mpCaQGtSEqYjCftu+fLl0nIShkwmgzVr1mDNmjURjm5w6GI1GY3QjRQO1VrC3h6Lvw9dlEL9+qVN+aplhekMmCjSUQiGNKNTvggTxjr8OTQC/cLbzqc3oBSEEEyYMB5dnR2wbbtoW6+T0taRsOn6No14zRKL5Jj2dowbPw5vv/126bYlSKx3/ocxOL6e+1126o/qDkOE0EVjdfk1Qn2LflifYfqUalAsoFWYh+LOKsXnGAF0hj4Ag9hAa1IyUtCoBXK4b/nGWlIdFK9EzRBckHxWEtWtoRIS9RTK7YqL7hE4oFYCoqpvyDss/09pQuVlVeX/Vlw37W1tOK6rE5lMxuuHkNC3ZRXVXDvBpsO5ftXrVqyhU6ZMxeHDh5EfGOBjCw9p9aFCLlI286sYyyD9VEseVGIS+KWoT9VKUrpDv8amyOUkrgfRVv1v6W5KtmsUmPsmivHo8+KkCwwpqRPiajWJMzGp99jFwlWq6VCsJYR3yGq6qFYH2avSv1ggPTIiit15/YkIFeXNk7qsG8sGoa6s7KuOzAWFLSYJcC0JlMgbWiRoFNlZmzMZHHdcF1pbmvn+ig9Sqeiakm6FcG/V8BEgSEFikkjYOOGEE/Dq9u1wHDUkOtiP8hMfV7lnQCXXabnrsLp7y69vKRUNFdZvkfyFfxEW1ROqV1H3HygQKWARbx9hYl4dQB0HRdMaSj/xWg7qAkNK6ox6k5OaV8Kt81iqRb2tVFVPrxwx4SJAL79HOQJT+s3WN325WJIQ572/si8l1McfqCAzISGl4o1YtLUIQSaTweTJkzFuzBj4Cw6WLvJWCRr9IM9mszjxxBPx17/+FblcrnTDQchp+Xuh8gupVD/hET3e/VDtIi/PcWj/QdIQMqaghylk/+o+KhXRNgIsz4i+44szDClpEHTTPNQLcSUmNR33YMQEYEX5QvKP8A7434I9hHSjfOcS6llLCAWg7J9SCP+NcOOwFv43Vs/s7zfVA0Aqncakjg6MGzcOtuW5BuTbeZFepDorSRhqeUkFzz2hFE1NTZh98kl4c99+/N8DB6oWPQb7G+pYwhuhnDemTKPQhr6vi6J0UFov48vmKzahAfNRyH7kPkLHbDDSYUhJA1EvYqKTtSSq8cRVpzKU4xiMXGFfqiShNBkh8v+UMfD/o8RiiWJdB6qCRFpLFItLsNewqJ50JoOJkyZh3LhxYBV6WV0XZotnxCcYFltpUjTZfriXYDkCWLYMQPGOE8kUph7XheMmd+LIkSMYGBjwRSRV5PILm1Bo2HBpsia6cAeL3OHng/CwbvHfUvuiXO+jZmZV9zFYCv+w+ZesOxTYj/y6TN+HDh0qPdkaIzJNySh8MR0MhpQ0GHHSmuhATNT9V9NHXK0lYgFvymbQ19vLvyx21fg3Yv+x1LwmiqeGUsAhFDYlAAgo15L4H5Dem2+4Gd2zzjQ1NaGjowPt7WN8JSJKa2tCFv8Kom1KoVTTkuc7eKyHo1UgFiyLJYNsbW2tah4lx1cFKQkjJKWMJCopIW6h9L74/tSih2oUmNiXVcG5Luo2LDw7JCFekRY25FiFZdyuF6ITuhoEYUiJJqi11SSuloUoob3LrMxbfMekSThw4AAKBTUsstiS4YXgemZyafEgnsZEEhOhLQECwsPwa0Y9hm1tbZg0cQLa2sfI34qmVMnxHgYpGPIlHaVoMmoB5hBIk0WIJAthhySYfr/IlUYH1/kICVK5VP5VYRBRscHohCElGiEOVpNGWktKRS2MKLIVWJDE4mEnEpg8eTLe+M898FWOVaJrpKuG+rO7EsIK7AkRoWivWkw8d0z5c0sIwfhx4zBp4oSiGjVDui4iSpAWNwx6rIZAdFRiEvweKD5ePldaOZ2POqyANnq0wnVcuHG+ADWGISUaolbkRMcFvN5jGi6pqst4w4gJgAkTJ+Htd3px5OgRAB4hUU3dMkrHFVV8AQoCYlHASviiasC3dQmFRQmCmTPV+SaTSUwYNw4TJ4xHMpmMZo4h0JmQDE0PVNvrJUgSBAFxKS2yaIQhLPV9aPXgOlkxvMigoQmB64XIom/0m1rDYUiJxtDVchK1G0RHstRwqAuDiHSxLEybeTxeeflluAAopf78Z+IQUsoICQ/DJcQCpSwviUiOFlSPiNTlwXPb0tKC8RMnYtwYRS8S5mIKiaopO6cQVJoLpt7waR2GeU/W614e1MWiEF+d8n8I6PbMCyIqTUkF6ehGHQwpiQF0EJgGoZM+o9o5xcJa4tuhJwRMZ7OYMn0GdvFyCywiokRVVenCYVYTSr15lzPD27aNsePGYcLEidJFU1HStwp0CaUQ9fGM6tosl6ys0n1EeZ80kryblweDesCQkiEgzMRYa+hEAmqBuLlxhoqh7DMYldA+diw6Bgaw9829QxqDqG+jppGwQNDc3IwxY8dhLM8vYvGIC0JCjlcFuVUqJSe6LnSDjSsu96SmhzfWoC4FdfQ/93GEISXDQFwXUmMtiQ+ChEQIGSdM6gAlBHv37AmpUcN1JMQCwNwqVImyATxPTzKRRNvYsRg3bjxS6QxPZ89+q1SXUHrwFbh0NEU1oeZAfdwNQwqhD2xSbZkDg3C4jgs3imRuejw+tYIhJVUi+PCJKzGJCrqNpxoMZ+xDOe/V7issb4PsixBMnDgJ2WwT3nhjN3KyQBxh2g9isUwjgpBYtozYAQja28dgzNhxaG5plVqRUBdQjaEjkRzKmGp9H5TNd1LCFTfsQxtTQlkPUJeChpdWNhgmDCmJAHEkJnG0LAw2b53nNBxCUtQXGIFwQdDa2opTTpmDg++8g3fe/r84euQIKLHZekKJF/5r2WhpacXY8eMxZsxYwLLgUiaWlf0SUh0xGeabdq3O1XDuDV2vn2oxQqZhMAphSMkoRhzdOFHvqx5jj7J/kYtCEBO2A4IJ48ehc8I4uE4BA8eOIjfQD6fgwKUuCCFoa21FKp0GtRKglg3HpWx7QuBS0TfvTtnXsFDmTVvHxV/HMQHRRSVVdR0OI39MJPvXHK5DQ8ovDAEj55BEBkNKIkK9xa+6uU10ISZDIVq1GnutjodKTMTfDBSWZaEpm0FTJl2cFVRZaNREW6p1RM9luXIM9ZjrSEgaNiZN3TY6PfOoo9ZLHlZPEfQxsmBISYyh002qE+pBTAbrP/LEdyWSZKm/e6ldhcDVVhr4a5mIPlRyo2LYVpIy0JEAjHSY50S0oA6NJMeIOSvF0JMSxxhxu/njmkOhFqSg2oiLKPddCUrtNvi9JB/Kp1SCrDDyEQkhacDbtrGShGO4bhvAuG7ihtdffx1Lly7FzJkzkc1mccIJJ2DVqlXI5XK+ds8//zw+/OEPI5PJYOrUqbjpppsaNGIPxlJSA9RTcKmb6LXebhyg9ANP/T4qwtFoyKSqtARJ4eLTwSrxqpaXciRE88MhMVIISd3Ho6mrJghxXHSxDuuuKXnllVfgui7+5V/+BbNmzcKLL76IL37xizhy5AhuvvlmAEBfXx/OOeccLFiwAGvXrsULL7yAz3/+8xgzZgyuuOKK2gysAhhSUiPoHAky0lDJgyr4u+7nZrDrp+zwIxKYDvkQxWyhiwLDXSh1jEQS0P1eaQSi05TUBueeey7OPfdc+ffxxx+P7du34wc/+IEkJevXr0cul8Pdd9+NVCqFU089Fc899xxuueWWhpKSeDw9Yop6WwyGg7i6cYYKVriOavHWFRUqyUBaKcom3fL9UN0jpBbXhg7ncKjzooRoTUiigC7j0BW5XA59fX2+zwDPOxQlent7MW7cOPn3li1b8JGPfASpVEp+t3DhQmzfvh3vvPNO5PuvFIaUGBgYGBgYVAHXpZF8QIEf//jHaG9v931Wr14d6Xhfe+013HHHHbjyyivldz09Pejo6PC1E3/39PREuv9qYEhJjRGnt4Q4W0uGs7+oLSZRzb1RY6p6+EFhbR0RVy1JLS0kQO0LEtYTOowhCOrQSD4AxWc+8xn09vb6PjfccEPofq+//noQnrW51OeVV17xbbNnzx6ce+65uPDCC/HFL36xDkdneDCakjogTvqSOI01iNhV/60AQ6mAXHHfIenJaz39qI6xjllbK7n+6nF96URI4vRSVg2Y0HX4dYMogFQqhba2toraX3PNNbj88svLtjn++OPlv/fu3YuPfexjOPPMM/HDH/7Q166zsxP79u3zfSf+7uzsrGg8tYAhJXVCrRe8KFXpOi7OlUIXYhKX8xHH06zzQtfI+0Y3a1+tRLZxfTZFgYkTJ2LixIkVtd2zZw8+9rGPYd68ebjnnntgWX4rZnd3N772ta8hn88jmUwCADZt2oSTTz4ZY8eOjXzslcK4b+oInR+mIwm65FTQKbpjJCAKN9tIXdB0IyQjHdSNyH1To9t6z549OOusszBt2jTcfPPNeOutt9DT0+PTinzmM59BKpXC0qVL8dJLL+G+++7DbbfdhhUrVtRmUBXCWErqjLhYIaIYZ7XWAp2OzWizmOgMQ8jKQ8fjM9JDkalDfcUsdcOmTZvw2muv4bXXXsOUKVN8v4lxt7e34+GHH8ayZcswb948TJgwAStXrmxoODBgSImBgYGBgUFVcB1XFrIcFmrEay6//PJBtScAcPrpp+MPf/hDbQYxRBj3jUFJNOINTCfXiU5jERhpuVVKYSTmkYkatTg+Ot03BqMTxlLSAMTJDB+nsQahUwr+qNNj1/O81GuRMYtZ5ajFsdLpPtdpLGGgbjQF+UxJvmIYUmIwKOpNTHSrxaMzMVH7jivilPm40ajVsdIxt47OoA6FG4VuJoKxjDQYUmKgJXSz0OhKTATiQFDCxlXPRUy3a6oa1PI46XZMdBtPGKjjFuX4GVpHEfQxwqCdpuTll1/GokWL0N7ejubmZrzvfe/D7t27y26zYcMGzJ49G5lMBqeddhoeeugh3++UUqxcuRKTJ09GNpvFggUL8Oqrrw5pfDrfMDpmiBxuptUooNtbYK2vIVWPEYWVaKgQWUtLZS8dLW/VQ0WtdTVRZ5Ud6RE3BvWBVqRkx44d+NCHPoTZs2fjsccew/PPP48bb7wRmUym5DZPPPEELrnkEixduhTPPvssFi9ejMWLF+PFF1+UbW666SbcfvvtWLt2LbZt24bm5mYsXLgQ/f39QxqnzjeOjsREh33qSEzqqQkp9RmsfaUIEpBK5qbzfVQrlDsXUZLJwRD1sR9tBDO6NPMGQRCqUbD1xRdfjGQyiR/96EcVb3PRRRfhyJEjePDBB+V3H/jABzB37lysXbsWlFJ0dXXhmmuuwX/7b/8NAKuW2NHRgXXr1uHiiy+uaD99fX1ob29Hz759aGtr0zqJk26mXl2OlW4EB2j8wzwqC8ZQj0m9599oItTo8y2gKympZlx9fX3o7OhAb29vxWnah4sDBw5g4sSJ+M3s9yBlDf+d/rJXX8D6hzfirLPOGv7gRgi0sZS4rovf/OY3OOmkk7Bw4UJMmjQJ8+fPx/333192uy1btmDBggW+7xYuXIgtW7YAAHbu3Imenh5fm/b2dsyfP1+2CcPAwEBROem4oNEP3qihy4NcIOrsmY1OTV7tG/pQrCKjDY2wflSKkUBIDEYutCEl+/fvx+HDh/HP//zPOPfcc/Hwww/jggsuwKc+9Sk8/vjjJbcrVX5ZpNMV/y3XJgyrV6/2lZKeOnXqUKfWENSsVkod36KHu99ajEOgFvkhdF/gazE+nedbLXQjH2HQlZDEDdR1I/kYFKNhpGT9+vVoaWmRn+3btwMAzj//fFx99dWYO3curr/+evyX//JfsHbt2rqP74YbbvCVkn7jjTd8v8fhYRqHMVaDkU5MBHQnJ3FGrSKfdF+ca3FNjeZ6O65DI/lEk+tkZKFhIcGLFi3C/Pnz5d8TJ05EIpHAnDlzfO1OOeUU/PGPfyzZT6nyy6L0svjvvn37MHnyZF+buXPnluw3nU4jnU6XnUOtwjujRC3GOJTQyqjG0YiaPLUeTynodH3FpcJ1PRGXMdfi3I1mQgJEWPsmHpdQXdEwS0lraytmzZolP+3t7Xjf+94nLSYCf/nLXzB9+vSS/XR3d2Pz5s2+7zZt2oTu7m4AwMyZM9HZ2elr09fXh23btsk2jUA9H2hxvOnLYbRYTIDRYzWpd3K+4W4fB0JSq2tntBMSg9pCq+Rp1157LS666CJ85CMfwcc+9jFs3LgRv/71r/HYY4/JNkuWLMFxxx2H1atXAwC++tWv4qMf/Si++93v4rzzzsNPf/pTPPXUU/jhD38IACCE4KqrrsK3vvUtnHjiiZg5cyZuvPFGdHV1YfHixQ2YpYGBgYFBnEHdiJKnGRRBK1JywQUXYO3atVi9ejW+8pWv4OSTT8bPf/5zfOhDH5Jtdu/eDUsJxTrzzDPx4x//GF//+tfxP/7H/8CJJ56I+++/H+9617tkm//+3/87jhw5giuuuAIHDx7Ehz70IWzcuLFs/pNKERfTs3gjaeRY4+I2GQpqPZ64XGfDgc5z1HVcYYhruoE4wXUoXGLcN7WAVnlKdEYwT4mK4Wa9rDcaHcKnk/m3FlE0tUSjFoU4uVcqQaXzicsiXI/zo9u90sg8JT/vnIMUGb764Yr9f8GPf/dbk6dEgTYhwXGGTm/slSBu4y0HXRKz1QtxG+9QUGsdzUghJPUKI6+FhmY0XMcGQ4NW7pvRiEa5IRrpzqlFtdzhHMMoj0U9zmcj3ByNuE6jPC/Vjl03QtKoRbwWx2EkEBKXUrgR+F70usr0gCElGqCR+ojhLHDDGbduxATQK2x5MOisv4ga9b43dDmujV68DSEpDYdSOJFQCj2uNZ1gSElEGO4iEVdiotN+RyMxEfsyiA6NJHw6LNq1TAo4UuBQwImgH3PnFsNoSgwMDAwMDAy0gLGUaARjLdEDUVpLRH+1hNp/LY+lbmHYIwW6HFPdqovrjMjcN3o9+rSAISURIorFrNHERIyhUujkMolqPICeY6oEwf3oRvjignqQZV0W6tEyzygRlfvGoBjGfaMhGr2QNDIaKApEmYclqnE1KjW5GjaqS7Xm0Q5dSgfU45rUYZ4G8YKxlFSJwW7iOAkly6GaeehonYgScbWahCEKS4q6zUhedKK+HnU5VvW6x3SZby0QlftGv6dd42FIicaolyahFKpx5+hGTKJe/KMmJqLPRmO4epRy2+gwPx2gy3EwZCQ6uMZ9UzMYUmJgYGBgYFAFHEphGUtJTWBISQ2gY/6N4aDebpXRYC0B9LKYANFH8VTahy7zD8NwzrkO86q3O1SHORvEG4aUxAQ6EBMxjlKIcoyjQV8i0OhzG4Z6Hv/gfnQ7FtWi0eNvlKB6NMGhJkqkVjCkpEYYqYtXPReruIdYVwMdx9koYqibkLbS49DosY7mLLT1hiEltYMhJTVErYiJ6LtRqGd6cx1TqddqsdaRmDQaOlzvlWAkFcyrFLqfk1oiMk2JPo81bWBISY1RywVM9N8o1HPfjSocaKAHdD2HhowYGEQLQ0pijsHISTUPL90fNjoRk9FiLdFJ29MoIl5q/o04T4aM6AHjvqkdDCkxMDAwMDCoAiYkuHYwpKQOqMfbZtQhnLq+FelkLakV4jLORqFex0cXCxFgLCQGoweGlNQJOpnBK4EOmpVaIC4LflzG2SjU8vjodJ+aiJpi6HBvGPdN7WBISR0RN2IC6ElOhnscdUuJXwo6PHx1RpTHR8f70uQbKY1Gny/jvqkdDCmpM+JITICRt0DGZT5xGWejMJzjo+t9aMhIaehyzoylpHYwpKQBiDMxAeLzABsMUSz49dQLjZTjHjUqOY9xiJQyZMTAwJASAwMDAwODqhCV+8Y4cIphSEmVGOm1XSqBDi6FKIv2if4aPZbBEIfoqEYhrvcSYMSscQQF4EbUj4EfhpQ0EIaY6IPhzqfe59IQFD0QR01LXK8XnZ6VDqUgUVAKfaakDQwpaTCiWsyiyOhaLUaa1iFuxEQgbJ9xyF47mmH0I9XBXH+jB4aUDBFRWgqG+9AvN456FLQbaVaT4UCXBTxqoqLLvHRENde/sY5UDx2vO4cCURxR/WbWeBhSMgSIm0QHYlLp/mtNTkYKMYkqIkf0pROC46l2no2wxo0UGDJSPXS+riJz3xgUwZASjVCPt9Fa7mOkuXOGC92tC1Emkas3dD6uQRhXTfXQ/fxGZSkxKIbJ/2JgYGBgYGCgBYylZJiI2m1Rzdv1UPdrXDnlEbVbTvSpI+J6rnSyQpU7fsZKUj10Oa/lEJX7Rv+Z1h/GUqIh6vVQqeV+6vFgidPDlxISq/HGATocT50ISdyvMUJpLAgJwNw3UXxqiUWLFmHatGnIZDKYPHkyLr30Uuzdu9fX5vnnn8eHP/xhZDIZTJ06FTfddFNtB1UBtCIlhw8fxvLlyzFlyhRks1nMmTMHa9euHXS7DRs2YPbs2chkMjjttNPw0EMP+X6nlGLlypWYPHkystksFixYgFdffTWycdfiRhopxKQeGplaoFbjjvOiYeCHLucy7mQEiId1JG742Mc+hp/97GfYvn07fv7zn2PHjh3427/9W/l7X18fzjnnHEyfPh1PP/00vvOd7+Ab3/gGfvjDHzZw1JqRkhUrVmDjxo2499578fLLL+Oqq67C8uXL8cADD5Tc5oknnsAll1yCpUuX4tlnn8XixYuxePFivPjii7LNTTfdhNtvvx1r167Ftm3b0NzcjIULF6K/v78e09IetX6gGWLiR9wXEJ3QiGOpEwnQZRxDRZysIyqYpYMO+1PLmV999dX4wAc+gOnTp+PMM8/E9ddfj61btyKfzwMA1q9fj1wuh7vvvhunnnoqLr74YnzlK1/BLbfcUsNRDQ6tSMkTTzyByy67DGeddRZmzJiBK664AmeccQaefPLJktvcdtttOPfcc3HttdfilFNOwTe/+U285z3vwfe//30AzEpy66234utf/zrOP/98nH766fjXf/1X7N27F/fff39kY4+ztaQe+4orMakVdFrYDAaHOF/VnLNant84Xz+CiMSRjAg4iM59k8vl0NfX5/sMDAxEOt63334b69evx5lnnolkMgkA2LJlCz7ykY8glUrJdgsXLsT27dvxzjvvRLr/aqAVKTnzzDPxwAMPYM+ePaCU4tFHH8Vf/vIXnHPOOSW32bJlCxYsWOD7buHChdiyZQsAYOfOnejp6fG1aW9vx/z582WbMAwMDBRdKAYGBgYGoxdNTU1IgWA/hk8aDqOAo3DwwAMPoL293fdZvXp1BKMFrrvuOjQ3N2P8+PHYvXs3fvWrX8nfenp60NHR4Wsv/u7p6Ylk/0OBVqTkjjvuwJw5czBlyhSkUimce+65WLNmDT7ykY+U3KbUgRUHVfy3XJswrF692neRTJ06ddDx15v5R72/Wr991frtqBZjr4eFJ65vvCMdQ7GO1Bq6jadSjATrCMBIyVy0YyvewXCdL/+Bg5iBJnz3u99Fb2+v73PDDTeEbnP99deDEFL288orr8j21157LZ599lk8/PDDsG0bS5YsAdX8HDQsJHj9+vW48sor5d///u//jm3btmHr1q144IEHMH36dPz+97/HsmXL0NXVVWQNqTVuuOEGrFixQv7d19dXMTGp50OjFvurdbhlLY9RLUJw63FOGxniGtewYIEoj53Ox0HnsQURd/JRDo8d3YuJTa3YgaOYheYh9XEAOfwVR/Ha6zuRTqeRTqcr2u6aa67B5ZdfXrbN8ccfL/89YcIETJgwASeddBJOOeUUTJ06FVu3bkV3dzc6Ozuxb98+37bi787OzuomFCEaRkoWLVqE+fPny7+PO+44nH322fjlL3+J8847DwBw+umn47nnnsPNN99ckpSUOrDioIr/7tu3D5MnT/a1mTt3bsnxlbpQKrnZDDEZHLU+RlGPv17EROzLoH7Q/TqMAxkZTddsNpvF9+/5//GVz30BM9EEu8rcrhQUW/EO5qAV06dPr2rbiRMnYuLEiVVtI+C6LgBIvUp3dze+9rWvIZ/PS53Jpk2bcPLJJ2Ps2LFD2kcUaJj7prW1FbNmzZKffD6PfD4Py/IPybZteTDD0N3djc2bN/u+27RpE7q7uwEAM2fORGdnp69NX18ftm3bJtvUAnF35QD1cefUElGPvV7ntBEm+tG0qKhuGZ0XfJ3Hp7pjGpGPpdG49NJLkYSFF3Go6m3fQD8OIIfH3n49+oFxbNu2Dd///vfx3HPPYdeuXXjkkUdwySWX4IQTTpDr3mc+8xmkUiksXboUL730Eu677z7cdtttPg9BI6CNpqStrQ0f/ehHce211+Kxxx7Dzp07sW7dOvzrv/4rLrjgAtluyZIlPn/bV7/6VWzcuBHf/e538corr+Ab3/gGnnrqKSxfvhwAQAjBVVddhW9961t44IEH8MILL2DJkiXo6urC4sWL6z3NmiKOIaxx02zU8wFc70UpzsRksErZcSAhcUCjdSG6nD/btvGT3z6IZ9CLfjgVb+eCYhvewXvQXlNrRFNTE37xi1/g7LPPxsknn4ylS5fi9NNPx+OPPy49AO3t7Xj44Yexc+dOzJs3D9dccw1WrlyJK664ombjqgSEaqR66enpwQ033ICHH34Yb7/9NqZPn44rrrgCV199NQi/GEW48Lp16+R2GzZswNe//nW8/vrrOPHEE3HTTTfhE5/4hPydUopVq1bhhz/8IQ4ePIgPfehDuPPOO3HSSSdVPLa+vj60t7djX08P2traKt5uuDdRLSsHV4u4iVSDqIUwuJ6op6UmrtCxKKRO9/BQoBNZVY9LX18fOjs60NvbW9UzOUpMJVmMQwrdqIxgvILDeAa9eKv/cMU6ktEGrUiJzjCkxJCSIAwp0Q+GlEQPQ0pK4/nnn8e8M+biQkxGG5Jl2+bh4qfYi7t+ci8uvvjiOo0wftDGfTNS0YgbulYm1lqav+NYK2ek1jZptIm+WqjaBuOiiQ66XQc6ntfTTz8dx6MJ/4GDg7Z9AYfQDBsXXXRR7QcWYxhSMoIRN41JHGvljGShn26LkkA5kaVuYx7qWBo5B92Ooe5Ec/Mbr+B1HMNbZRKqHYOD59CLf3t8k5QiGITDkJIaY7g3UxTun7ilwNfpgVgpRqrVBNDjfFQb6aHDwjrc/Tcigq9R13G5j+6YMmUK3oXWsgnVnkYvupApmwjUgMGQkhpCpxsqbsTEQC800g05nH03mpgMF/UiCvWKghsq4dCBZJbDYwd3423ksRvHin47iDxewWFsfPmZBowsfjCkpAaIkuHrfCPGEeZ4xgNRJ75rxHmP+jlQy3nU0ioRRb+6JxZsb2/Hd+64DVtxEG7AWrIN7+AkNGP27NkNGl28YEiJgYGBgYHBMHHllVeCguIVHJbfvYl+7EE/Hnnz1QaOLF4wpKRKlGL9tfCBRlnPIw6uljj5kQUaPeZa7FsH3341OoPgdzqMP2x8cbCemufY0JFMJnH3z+/D0+hFHq5MJ38G2hpaSyZuaFjtmzijXjeGzjegQBzGqCJu460UI3VepRA23zgcgziMUSBOY9UFF1xwAVqRwP9BH8YhicNw8NjhPY0eVqxgLCUGBgYGBgYRgBCCX/zpEfwf9GEr3sFt/99aNDcPrZLwaIXJ6Fohent7MWbMGLz62mtobW1t9HAMDAwMRjUOHTqEE2fNwsGDB9He3t7o4fhwAmnGQeSxL38UiYRxSFQDc7QqxKFDrBrkibNmNXgkBgYGBgYChw4d0o6U7KBHGj2E2MJYSiqE67rYu3cvKKWYNm0a3njjjYbVW6gV+vr6MHXqVDO3mMHMLZ4wcxseKKU4dOgQurq6YFlGiTBSYCwlFcKyLEyZMgV9fX0AgLa2thH3IBEwc4snzNziCTO3oUM3C4nB8GHopYGBgYGBgYEWMKTEwMDAwMDAQAsYUlIl0uk0Vq1ahXQ63eihRA4zt3jCzC2eMHMzMCiGEboaGBgYGBgYaAFjKTEwMDAwMDDQAoaUGBgYGBgYGGgBQ0oMDAwMDAwMtMCoJyX5fB7XXXcdTjvtNDQ3N6OrqwtLlizB3r17y273jW98A4QQ32f27Nm+Nv39/Vi2bBnGjx+PlpYWfPrTn8a+fftqOR0f1qxZgxkzZiCTyWD+/Pl48skny7bfsGEDZs+ejUwmg9NOOw0PPfSQ73dKKVauXInJkycjm81iwYIFePXV+pbkXr16Nd73vvehtbUVkyZNwuLFi7F9+/ay26xbt67oXGUyGV8bHeZWyTUVRBzOGQDMmDGjaG6EECxbtiy0vc7n7Pe//z0++clPoqurC4QQ3H///ZGMa7D7tR7Pk3JzG8nPSgN9MOpJydGjR/HMM8/gxhtvxDPPPINf/OIX2L59OxYtWjTotqeeeirefPNN+fnjH//o+/3qq6/Gr3/9a2zYsAGPP/449u7di0996lO1mooP9913H1asWIFVq1bhmWeewRlnnIGFCxdi//79oe2feOIJXHLJJVi6dCmeffZZLF68GIsXL8aLL74o29x00024/fbbsXbtWmzbtg3Nzc1YuHAh+vv76zInAHj88cexbNkybN26FZs2bUI+n8c555yDI0fKp3Vua2vznatdu3b5ftdhbsDg15SKuJwzAPiP//gP37w2bdoEALjwwgtLbqPrOTty5AjOOOMMrFmzJvT3oYyrkvu1Hs+TcnMbqc9KA81ADYrw5JNPUgB0165dJdusWrWKnnHGGSV/P3jwIE0mk3TDhg3yu5dffpkCoFu2bIlyuKF4//vfT5ctWyb/dhyHdnV10dWrV4e2/7u/+zt63nnn+b6bP38+vfLKKymllLquSzs7O+l3vvMd+fvBgwdpOp2mP/nJT2owg8qwf/9+CoA+/vjjJdvcc889tL29veTvusxtsGsqiLieM0op/epXv0pPOOEE6rpu6O9xOWcA6C9/+cthj2uw+7URz5Pg3MIwEp6VBnph1FtKwtDb2wtCCMaMGVO23auvvoquri4cf/zx+OxnP4vdu3fL355++mnk83ksWLBAfjd79mxMmzYNW7ZsqdXQAQC5XA5PP/20b9+WZWHBggUl971lyxZfewBYuHChbL9z50709PT42rS3t2P+/Pk1n0859Pb2AgDGjRtXtt3hw4cxffp0TJ06Feeffz5eeukl+ZtOcyt3TQUR13OWy+Vw77334vOf/zwIISXbxeWcqRjKuCq5Xxv5PCmHuD8rDfSDISUB9Pf347rrrsMll1xStmbD/PnzsW7dOmzcuBE/+MEPsHPnTnz4wx+W1YR7enqQSqWKbtaOjg709PTUcgo4cOAAHMdBR0dHxfvu6ekp2178t5o+aw3XdXHVVVfhgx/8IN71rneVbHfyySfj7rvvxq9+9Svce++9cF0XZ555Jv7zP/8TgD5zG+yaCiKO5wwA7r//fhw8eBCXX355yTZxOWdBDGVcldyvjXyelMJIeFYa6IdRV5Bv/fr1uPLKK+Xf//7v/44Pf/jDAJiQ6+/+7u9AKcUPfvCDsv18/OMfl/8+/fTTMX/+fEyfPh0/+9nPsHTp0toM3sCHZcuW4cUXXyyruwCA7u5udHd3y7/PPPNMnHLKKfiXf/kXfPOb36z1MCvGaLmm7rrrLnz84x9HV1dXyTZxOWejFeZZaVArjDpLyaJFi/Dcc8/Jz3vf+14A3k22a9cubNq0qerKlmPGjMFJJ52E1157DQDQ2dmJXC6HgwcP+trt27cPnZ2dkcylFCZMmADbtovU6+X23dnZWba9+G81fdYSy5cvx4MPPohHH30UU6ZMqWrbZDKJd7/73b5zBegzN4HgNRVE3M4ZAOzatQu/+93v8IUvfKGq7eJyzoYyrkru10Y+T4IYSc9KA/0w6khJa2srZs2aJT/ZbFbeZK+++ip+97vfYfz48VX3e/jwYezYsQOTJ08GAMybNw/JZBKbN2+WbbZv347du3f73gBrgVQqhXnz5vn27bouNm/eXHLf3d3dvvYAsGnTJtl+5syZ6Ozs9LXp6+vDtm3baj4fFZRSLF++HL/85S/xyCOPYObMmVX34TgOXnjhBXmudJlbEMFrKoi4nDMV99xzDyZNmoTzzjuvqu3ics6GMq5K7tdGPk9UjLRnpYGGaLDQtuHI5XJ00aJFdMqUKfS5556jb775pvwMDAzIdn/zN39D77jjDvn3NddcQx977DG6c+dO+qc//YkuWLCATpgwge7fv1+2+dKXvkSnTZtGH3nkEfrUU0/R7u5u2t3dXZd5/fSnP6XpdJquW7eO/vnPf6ZXXHEFHTNmDO3p6aGUUnrppZfS66+/Xrb/05/+RBOJBL355pvpyy+/TFetWkWTySR94YUXZJt//ud/pmPGjKG/+tWv6PPPP0/PP/98OnPmTHrs2LG6zIlSSv/hH/6Btre308cee8x3ro4ePSrbBOf2j//4j/S3v/0t3bFjB3366afpxRdfTDOZDH3ppZe0mttg11Rcz5mA4zh02rRp9Lrrriv6LU7n7NChQ/TZZ5+lzz77LAVAb7nlFvrss8/KCJRKxhV8ngx2v1Jan+dJubmN1GelgV4Y9aRk586dFEDo59FHH5Xtpk+fTletWiX/vuiii+jkyZNpKpWixx13HL3ooovoa6+95uv72LFj9L/+1/9Kx44dS5uamugFF1xA33zzzTrNjNI77riDTps2jaZSKfr+97+fbt26Vf720Y9+lF522WW+9j/72c/oSSedRFOpFD311FPpb37zG9/vruvSG2+8kXZ0dNB0Ok3PPvtsun379npMRaLUubrnnntkm+DcrrrqKnkcOjo66Cc+8Qn6zDPP+PrVYW6DXVNxPWcCv/3tbymA0P3H6Zw9+uijodegGH8l4wo+Tygtf79SWp/nSbm5jeRnpYE+MFWCDQwMDAwMDLTAqNOUGBgYGBgYGOgJQ0oMDAwMDAwMtIAhJQYGBgYGBgZawJASAwMDAwMDAy1gSImBgYGBgYGBFjCkxMDAwMDAwEALGFJiYGBgYGBgoAUMKTEwMDAwMDDQAoaUGBiMMNx1110455xzar6fjRs3Yu7cuXBdt+b7MjAwGB0wpMTAYAShv78fN954I1atWlXzfZ177rlIJpNYv359zfdlYGAwOmBIiYHBCMK//du/oa2tDR/84Afrsr/LL78ct99+e132ZWBgMPJhSImBgYZ466230NnZiX/6p3+S3z3xxBNIpVK+Eu9B/PSnP8UnP/lJ33dnnXUWrrrqKt93ixcvxuWXXy7/njFjBr71rW9hyZIlaGlpwfTp0/HAAw/grbfewvnnn4+WlhacfvrpeOqpp3z9fPKTn8RTTz2FHTt2DH2yBgYGBhyGlBgYaIiJEyfi7rvvxje+8Q089dRTOHToEC699FIsX74cZ599dsnt/vjHP+K9733vkPb5ve99Dx/84Afx7LPP4rzzzsOll16KJUuW4O///u/xzDPP4IQTTsCSJUug1vCcNm0aOjo68Ic//GFI+zQwMDBQYUiJgYGm+MQnPoEvfvGL+OxnP4svfelLaG5uxurVq0u2P3jwIHp7e9HV1TXk/V155ZU48cQTsXLlSvT19eF973sfLrzwQpx00km47rrr8PLLL2Pfvn2+7bq6urBr164h7dPAwMBAhSElBgYa4+abb0ahUMCGDRuwfv16pNPpkm2PHTsGAMhkMkPa1+mnny7/3dHRAQA47bTTir7bv3+/b7tsNoujR48OaZ8GBgYGKgwpMTDQGDt27MDevXvhui5ef/31sm3Hjx8PQgjeeeedQft1HKfou2QyKf9NCCn5XTAE+O2338bEiRMH3aeBgYHBYDCkxMBAU+RyOfz93/89LrroInzzm9/EF77whSIrhYpUKoU5c+bgz3/+c9FvQZfLX//610jG2N/fjx07duDd7353JP0ZGBiMbhhSYmCgKb72ta+ht7cXt99+O6677jqcdNJJ+PznP192m4ULF+KPf/xj0fe/+tWv8Itf/AI7duzAt7/9bfz5z3/Grl27sGfPnmGNcevWrUin0+ju7h5WPwYGBgaAISUGBlrisccew6233oof/ehHaGtrg2VZ+NGPfoQ//OEP+MEPflByu6VLl+Khhx5Cb2+v7/vzzjsPN910E+bMmYPf//73uPPOO/Hkk0/iRz/60bDG+ZOf/ASf/exn0dTUNKx+DAwMDACAUDW+z8DAIPa48MIL8Z73vAc33HADAJanZO7cubj11lsj3c+BAwdw8skn46mnnsLMmTMj7dvAwGB0wlhKDAxGGL7zne+gpaWl5vt5/fXXceeddxpCYmBgEBmMpcTAYISjVpYSAwMDg6hhSImBgYGBgYGBFjDuGwMDAwMDAwMtYEiJgYGBgYGBgRYwpMTAwMDAwMBACxhSYmBgYGBgYKAFDCkxMDAwMDAw0AKGlBgYGBgYGBhoAUNKDAwMDAwMDLSAISUGBgYGBgYGWsCQEgMDAwMDAwMt8P8AenRl+g3/xtoAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data.plot_field(field_monitor_name=\"field\", field_name=\"Ey\", vmin=-30, vmax=30)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5b902449",
   "metadata": {},
   "source": [
    "Lastly, plot the insertion loss and the mode composition at the output waveguide. The insertion loss is about -0.5 dB, much better than the linear taper of the same length.\n",
    "\n",
    "Due to the symmetry, the output power can only excite even TE modes. About 80% of the power is in the fundamental TE mode. The rest of the power is mostly in the TE2 mode."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "7a7065f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(10, 5))\n",
    "T = sim_data[\"flux\"].flux\n",
    "\n",
    "plt.sca(ax1)\n",
    "plt.plot(ldas, 10 * np.log10(T))\n",
    "plt.xlim(1.5, 1.6)\n",
    "plt.ylim(-4, 0)\n",
    "plt.xlabel(r\"Wavelength ($\\mu m$)\")\n",
    "plt.ylabel(\"Insertion loss (dB)\")\n",
    "\n",
    "plt.sca(ax2)\n",
    "mode_amp = sim_data[\"mode\"].amps.sel(direction=\"+\")\n",
    "mode_power = np.abs(mode_amp) ** 2 / T\n",
    "plt.plot(ldas, mode_power)\n",
    "plt.xlim(1.5, 1.6)\n",
    "plt.xlabel(\"Wavelength (nm)\")\n",
    "plt.ylabel(\"Power share at Port1 (%)\")\n",
    "plt.legend([\"TE0\", \"TE2\", \"TE4\", \"TE6\", \"TE8\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "fd077846",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "applications": [
   "Passive photonic integrated circuit components"
  ],
  "description": "This notebook demonstrates how to model waveguide size converters in Tidy3D FDTD.",
  "feature_image": "./img/luneburg_lens_taper.png",
  "features": [
   "Mode analysis",
   "Parameter sweep"
  ],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "waveguide size converter, taper, luneburg lens, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.12"
  },
  "title": "Waveguide Size Converter Modeling in Tidy3D | Flexcompute",
  "widgets": {
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    "state": {
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       "_view_name": "OutputView",
       "layout": "IPY_MODEL_1df53ddda16e4656abe4217c06469252",
       "msg_id": "",
       "outputs": [
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