{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "713e6fe0-322b-4792-9a5c-fac5d5050664",
   "metadata": {},
   "source": [
    "# Designing a power divider for wireless communications part 1: Low-pass resonator"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "65234ff4-1467-4b76-9ac3-db9b91f472b4",
   "metadata": {},
   "source": [
    "The power divider is a key component in modern wireless communications systems. It is usually subject to key performance metrics such as low insertion loss, minimal crosstalk between output ports, and a small footprint. In addition, low pass or bandpass filters are typically incorporated in order to suppress unwanted harmonics and noise in wireless signals. These filters should have a sharp response, quantified by the roll-off rate (ROR), and a wide stopband. \n",
    "\n",
    "In this 3-part notebook series, we will simulate various stages of the design process of a Wilkinson power divider (WPD) created by Moloudian et al in [1]. \n",
    "* In part one (this notebook), we start with a simple low pass filter design and improve its filter response in order to achieve a higher roll-off rate (ROR).\n",
    "* In [part two](https://www.flexcompute.com/tidy3d/examples/notebooks/WPDHarmonicSuppression2/), we will add a harmonic suppression circuit to the low pass filter to achieve a wide stopband.\n",
    "* In [part three](https://www.flexcompute.com/tidy3d/examples/notebooks/WPDHarmonicSuppression3/), we will implement the full WPD design and compare its performance to a conventional WPD. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6cfed6fa-a521-4248-9a7f-6a39b126f52e",
   "metadata": {},
   "source": [
    "<center><img src=\"./img/wpdhs_1_render.png\" width=480 /></center>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "525e3c0e-715d-4f47-baea-0d457e483bbc",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "import tidy3d.rf as rf\n",
    "from tidy3d.plugins.dispersion import FastDispersionFitter\n",
    "\n",
    "td.config.logging.level = \"ERROR\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "669d4cfa-accf-4445-bad9-4db91e516d29",
   "metadata": {},
   "source": [
    "## General Parameters and Mediums"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "850ba4be-b96d-4407-aceb-85a3bd878737",
   "metadata": {},
   "source": [
    "The target cutoff frequency of the low pass filter is 1.8 GHz (within the GSM band) and the simulation will cover 0.1 to 8 GHz.  The `bandwidth` of the simulation is defined using the `FreqRange` utility class. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "51016474-2faf-4c65-b7e0-4d5588171297",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:43.818899Z",
     "iopub.status.busy": "2025-12-05T21:40:43.818628Z",
     "iopub.status.idle": "2025-12-05T21:40:43.820786Z",
     "shell.execute_reply": "2025-12-05T21:40:43.820442Z"
    }
   },
   "outputs": [],
   "source": [
    "(f_min, f_max) = (0.1e9, 8e9)\n",
    "bandwidth = td.FreqRange.from_freq_interval(f_min, f_max)\n",
    "f0 = bandwidth.freq0\n",
    "freqs = bandwidth.freqs(num_points=401)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6a594023-d564-455e-89ea-86ad11b46474",
   "metadata": {},
   "source": [
    "The substrate is FR4 and the metallic traces are copper. We assume both materials have constant non-zero loss across the bandwidth: loss tangent of 0.022 for FR4 and conductivity of 6E7 S/m (i.e. 60 S/um) for copper. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a4fc1703-5f78-4651-8e91-eec76a135460",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:43.822200Z",
     "iopub.status.busy": "2025-12-05T21:40:43.822109Z",
     "iopub.status.idle": "2025-12-05T21:40:46.037929Z",
     "shell.execute_reply": "2025-12-05T21:40:46.037609Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "530c9ad55a794c6c9fd62e64823c9a4f",
       "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": [
    "med_FR4 = FastDispersionFitter.constant_loss_tangent_model(4.4, 0.022, (f_min, f_max))\n",
    "med_Cu = rf.LossyMetalMedium(conductivity=60, frequency_range=(f_min, f_max))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "29a7eb69-b5df-43c2-8d5b-97944ae693a0",
   "metadata": {},
   "source": [
    "## Basic resonator"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aaebb271-a7a1-4b88-9643-7eb2e906e62f",
   "metadata": {},
   "source": [
    "The basic low pass filter uses a LC resonator design shown below. The geometric lengths and widths of each metallic patch determines its equivalent inductance and capacitance. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "967f631a-8ee3-44d0-9c2f-da9c662ca5c9",
   "metadata": {},
   "source": [
    "<center><img src=\"./img/wpdhs_1_schematic.png\" width=300 /></center>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e27ac8f4-bddd-4bd8-af77-6519fac38923",
   "metadata": {},
   "source": [
    "The figure above is taken from Figure 2 in [1]."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1daf92b0-2c47-49a3-971b-433d0521a4ef",
   "metadata": {},
   "source": [
    "### Geometry and Structure"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "68906568-d112-4186-9c5d-ef615b2fa6e9",
   "metadata": {},
   "source": [
    "Using the dimensions provided in [1], we recreate the resonator structure below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "87b7a4c0-6035-4c48-a25c-4122ae35c552",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.094491Z",
     "iopub.status.busy": "2025-12-05T21:40:46.094419Z",
     "iopub.status.idle": "2025-12-05T21:40:46.096315Z",
     "shell.execute_reply": "2025-12-05T21:40:46.096056Z"
    }
   },
   "outputs": [],
   "source": [
    "# Geometry dimensions\n",
    "mm = 1000  # Conversion factor micron to mm\n",
    "H = 0.8 * mm  # Substrate thickness\n",
    "T = 0.035 * mm  # Metal thickness\n",
    "WL = 0.5 * mm  # Line width\n",
    "LL1, LL2, LL3 = (5.8 * mm, 1.2 * mm, 11.1 * mm)  # Line lengths\n",
    "WC, LC = (4 * mm, 5.3 * mm)  # Patch dimensions\n",
    "Lsub, Wsub = (LL1 + WL + LL3, 2 * (LC + WL + LL2))  # Substrate dimensions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "ca82c4c1-aa9a-4cf9-aa03-cb5db1d2e236",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.097474Z",
     "iopub.status.busy": "2025-12-05T21:40:46.097362Z",
     "iopub.status.idle": "2025-12-05T21:40:46.100231Z",
     "shell.execute_reply": "2025-12-05T21:40:46.099976Z"
    }
   },
   "outputs": [],
   "source": [
    "# Resonator geometry\n",
    "geom_C = td.Box.from_bounds(rmin=(-WC / 2, 0, 0), rmax=(WC / 2, LC, T))\n",
    "geom_L2 = td.Box.from_bounds(rmin=(-WL / 2, -LL2 - WL, 0), rmax=(WL / 2, 0, T))\n",
    "geom_L1 = td.Box.from_bounds(rmin=(-WL / 2 - LL1, -LL2 - WL, 0), rmax=(-WL / 2, -LL2, T))\n",
    "geom_L3 = td.Box.from_bounds(rmin=(WL / 2, -LL2 - WL, 0), rmax=(WL / 2 + LL3, -LL2, T))\n",
    "geom_resonator_basic = td.GeometryGroup(geometries=[geom_C, geom_L1, geom_L2, geom_L3])\n",
    "\n",
    "# Substrate and ground plane geometry\n",
    "x0, y0, z0 = geom_resonator_basic.bounding_box.center  # center (x,y) with circuit\n",
    "geom_gnd = td.Box(center=(x0, y0, -H - T / 2), size=(Lsub, Wsub, T))\n",
    "geom_sub = td.Box(center=(x0, y0, -H / 2), size=(Lsub, Wsub, H))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "825b3e1c-1707-418e-b495-e42bc3f5dea7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.101214Z",
     "iopub.status.busy": "2025-12-05T21:40:46.101127Z",
     "iopub.status.idle": "2025-12-05T21:40:46.102996Z",
     "shell.execute_reply": "2025-12-05T21:40:46.102744Z"
    }
   },
   "outputs": [],
   "source": [
    "# create structures\n",
    "str_sub = td.Structure(geometry=geom_sub, medium=med_FR4)\n",
    "str_gnd = td.Structure(geometry=geom_gnd, medium=med_Cu)\n",
    "str_resonator_basic = td.Structure(geometry=geom_resonator_basic, medium=med_Cu)\n",
    "\n",
    "str_list_basic = [str_sub, str_gnd, str_resonator_basic]  # List of structures"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8171fce4-e997-4d61-baf5-67382a6a48d2",
   "metadata": {},
   "source": [
    "### Monitors and Ports"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d37af651-4fc9-457c-91c7-a51e194022a2",
   "metadata": {},
   "source": [
    "We define an in-plane field monitor for visualization purposes. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "bb9fc740-6781-4328-8f4c-d4417df9e0f2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.103912Z",
     "iopub.status.busy": "2025-12-05T21:40:46.103828Z",
     "iopub.status.idle": "2025-12-05T21:40:46.105591Z",
     "shell.execute_reply": "2025-12-05T21:40:46.105309Z"
    }
   },
   "outputs": [],
   "source": [
    "# Field Monitors\n",
    "mon_1 = td.FieldMonitor(\n",
    "    center=(0, 0, 0),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    freqs=[f_min, f0, f_max],\n",
    "    name=\"field in-plane\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e98bcf47-b903-4884-aee1-59c3251ea1d3",
   "metadata": {},
   "source": [
    "The structure is terminated with two 50 ohm lumped ports."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "074cb3dd-d91d-4197-8461-8a60abdd865d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.106540Z",
     "iopub.status.busy": "2025-12-05T21:40:46.106457Z",
     "iopub.status.idle": "2025-12-05T21:40:46.108434Z",
     "shell.execute_reply": "2025-12-05T21:40:46.108170Z"
    }
   },
   "outputs": [],
   "source": [
    "# Lumped port\n",
    "lp_options = {\"size\": (0, WL, H), \"voltage_axis\": 2, \"impedance\": 50}\n",
    "LP1 = rf.LumpedPort(center=(-WL / 2 - LL1, -WL / 2 - LL2, -H / 2), name=\"LP1\", **lp_options)\n",
    "LP2 = rf.LumpedPort(center=(WL / 2 + LL3, -WL / 2 - LL2, -H / 2), name=\"LP2\", **lp_options)\n",
    "port_list = [LP1, LP2]  # List of ports"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "be336cae-e4af-4650-931e-62e63085665a",
   "metadata": {},
   "source": [
    "### Grid and Boundary"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a8dad369-7960-4a6f-adc0-84cdf40d16f7",
   "metadata": {},
   "source": [
    "By default, the simulation boundary is open (PML) on all sides. We add quarter-wavelength padding on all sides to ensure the boundaries do not encroach on the near-field. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "825df94e-1935-4929-9bf9-46f8aea4daeb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.109492Z",
     "iopub.status.busy": "2025-12-05T21:40:46.109400Z",
     "iopub.status.idle": "2025-12-05T21:40:46.111258Z",
     "shell.execute_reply": "2025-12-05T21:40:46.110804Z"
    }
   },
   "outputs": [],
   "source": [
    "# Add padding\n",
    "padding = td.C_0 / f0 / 2\n",
    "sim_LX = Lsub + padding\n",
    "sim_LY = Wsub + padding\n",
    "sim_LZ = H + padding"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5856f490-2cfd-417b-bbd8-cb6699790f94",
   "metadata": {},
   "source": [
    "We use `LayerRefinementSpec` to automatically refine the grid along corners and edges of the metallic resonator. The rest of the grid is automatically created with the minimum grid size determined by the wavelength. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "3f75a82a-a939-4391-83d2-76f5610c0cbc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.112394Z",
     "iopub.status.busy": "2025-12-05T21:40:46.112303Z",
     "iopub.status.idle": "2025-12-05T21:40:46.114377Z",
     "shell.execute_reply": "2025-12-05T21:40:46.114123Z"
    }
   },
   "outputs": [],
   "source": [
    "# Layer refinement on resonator\n",
    "lr_spec = rf.LayerRefinementSpec.from_structures(\n",
    "    structures=[str_resonator_basic],\n",
    "    min_steps_along_axis=1,\n",
    "    corner_refinement=td.GridRefinement(dl=T, num_cells=2),\n",
    ")\n",
    "\n",
    "# Define overall grid spec\n",
    "grid_spec = td.GridSpec.auto(\n",
    "    wavelength=td.C_0 / f0,\n",
    "    min_steps_per_wvl=12,\n",
    "    layer_refinement_specs=[lr_spec],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6fbd0a93-e0db-4698-b701-a1528c8f6768",
   "metadata": {},
   "source": [
    "### Simulation and TerminalComponentModeler"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "861b0ad9-82b8-425b-b875-cf0de855653a",
   "metadata": {},
   "source": [
    "We define the `Simulation` and `TerminalComponentModeler` objects below. The latter facilitates a batch port sweep in order to compute the full S-parameter matrix."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "eb39cb85-4b58-4201-bc07-95436c914512",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.115530Z",
     "iopub.status.busy": "2025-12-05T21:40:46.115439Z",
     "iopub.status.idle": "2025-12-05T21:40:46.127699Z",
     "shell.execute_reply": "2025-12-05T21:40:46.127404Z"
    }
   },
   "outputs": [],
   "source": [
    "# Define simulation object\n",
    "sim = td.Simulation(\n",
    "    center=(x0, y0, z0),\n",
    "    size=(sim_LX, sim_LY, sim_LZ),\n",
    "    structures=str_list_basic,\n",
    "    grid_spec=grid_spec,\n",
    "    monitors=[mon_1],\n",
    "    run_time=5e-9,\n",
    "    plot_length_units=\"mm\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7b146e9e-8674-4e8f-b0f3-388618d4dfd7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.128814Z",
     "iopub.status.busy": "2025-12-05T21:40:46.128727Z",
     "iopub.status.idle": "2025-12-05T21:40:46.130455Z",
     "shell.execute_reply": "2025-12-05T21:40:46.130170Z"
    }
   },
   "outputs": [],
   "source": [
    "# Define TerminalComponentModeler\n",
    "tcm = rf.TerminalComponentModeler(\n",
    "    simulation=sim,\n",
    "    ports=port_list,\n",
    "    freqs=freqs,\n",
    "    remove_dc_component=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "336db26a-5992-4540-ba50-0a21dd612513",
   "metadata": {},
   "source": [
    "### Visualization"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7f81c87-7851-4768-8d42-5fe4114689da",
   "metadata": {},
   "source": [
    "Before running, it is a good idea to check the structure layout and simulation grid. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "19f44e16-2357-443f-b55a-17999b28abb6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.131445Z",
     "iopub.status.busy": "2025-12-05T21:40:46.131353Z",
     "iopub.status.idle": "2025-12-05T21:40:46.333843Z",
     "shell.execute_reply": "2025-12-05T21:40:46.333450Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# In-plane\n",
    "fig, ax = plt.subplots(figsize=(8, 6))\n",
    "tcm.plot_sim(z=0, ax=ax, monitor_alpha=0)\n",
    "tcm.simulation.plot_grid(z=0, ax=ax, hlim=(-10 * mm, 15 * mm), vlim=(-7.5 * mm, 10 * mm))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "b44e5c51-d5ed-485e-9d88-210f3f183555",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.335204Z",
     "iopub.status.busy": "2025-12-05T21:40:46.335080Z",
     "iopub.status.idle": "2025-12-05T21:40:46.649400Z",
     "shell.execute_reply": "2025-12-05T21:40:46.649044Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Cross section and port\n",
    "fig, ax = plt.subplots(2, 1, figsize=(10, 6), tight_layout=True)\n",
    "tcm.plot_sim(x=-LL1 - WL / 2, ax=ax[0], monitor_alpha=0)\n",
    "tcm.simulation.plot_grid(\n",
    "    x=-LL1 - WL / 2, ax=ax[0], hlim=(-3 * mm, 0 * mm), vlim=(-1 * mm, 0.1 * mm)\n",
    ")\n",
    "tcm.plot_sim(y=-LL2 - WL / 2, ax=ax[1], monitor_alpha=0)\n",
    "tcm.simulation.plot_grid(\n",
    "    y=-LL2 - WL / 2, ax=ax[1], hlim=(-8 * mm, 12 * mm), vlim=(-1 * mm, 0.1 * mm)\n",
    ")\n",
    "ax[1].set_aspect(2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "48d2ed75-27b4-4837-a34d-57ce95009ad6",
   "metadata": {},
   "source": [
    "### Running the Simulation"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b9819abc-97bd-46d8-9a23-625ba6458b3a",
   "metadata": {},
   "source": [
    "The `tidy3d.web.run()` method executes the job and downloads the simulation data after completion. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "2578bdb5-0c5c-4c8c-850b-6d350ad22cb5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:40:46.650749Z",
     "iopub.status.busy": "2025-12-05T21:40:46.650640Z",
     "iopub.status.idle": "2025-12-05T21:41:58.666883Z",
     "shell.execute_reply": "2025-12-05T21:41:58.666464Z"
    }
   },
   "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\">16:40:47 EST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'WPD basic resonator'</span> with resource_id                \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'sid-b1ee4ada-11f5-4d18-b026-3ff9fd697543'</span> and task_type           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'TERMINAL_CM'</span>.                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:40:47 EST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'WPD basic resonator'\u001b[0m with resource_id                \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'sid-b1ee4ada-11f5-4d18-b026-3ff9fd697543'\u001b[0m and task_type           \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'TERMINAL_CM'\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/rf?taskId=pa-2c140dfc-f64b-420b-b7f0-102a829ab8f9\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/rf?taskId=pa-2c140dfc-f64b-420b-b7</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/rf?taskId=pa-2c140dfc-f64b-420b-b7f0-102a829ab8f9\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">f0-102a829ab8f9'</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=916001;https://tidy3d.simulation.cloud/rf?taskId=pa-2c140dfc-f64b-420b-b7f0-102a829ab8f9\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/rf?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=174352;https://tidy3d.simulation.cloud/rf?taskId=pa-2c140dfc-f64b-420b-b7f0-102a829ab8f9\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=916001;https://tidy3d.simulation.cloud/rf?taskId=pa-2c140dfc-f64b-420b-b7f0-102a829ab8f9\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=820847;https://tidy3d.simulation.cloud/rf?taskId=pa-2c140dfc-f64b-420b-b7f0-102a829ab8f9\u001b\\\u001b[32mpa\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=916001;https://tidy3d.simulation.cloud/rf?taskId=pa-2c140dfc-f64b-420b-b7f0-102a829ab8f9\u001b\\\u001b[32m-2c140dfc-f64b-420b-b7\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=916001;https://tidy3d.simulation.cloud/rf?taskId=pa-2c140dfc-f64b-420b-b7f0-102a829ab8f9\u001b\\\u001b[32mf0-102a829ab8f9'\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/f89aec3e-3357-4624-9c24-096a87582f12\" 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=334096;https://tidy3d.simulation.cloud/folders/f89aec3e-3357-4624-9c24-096a87582f12\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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       "model_id": "785718d6acf8486bbe342fb15b49fa6b",
       "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\">16:40:56 EST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.142</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> after run.         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:40:56 EST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.142\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 after 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\">16:40:57 EST </span>Subtasks status - WPD basic resonator                              \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Group ID: <span style=\"color: #008000; text-decoration-color: #008000\">'pa-2c140dfc-f64b-420b-b7f0-102a829ab8f9'</span>                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:40:57 EST\u001b[0m\u001b[2;36m \u001b[0mSubtasks status - WPD basic resonator                              \n",
       "\u001b[2;36m             \u001b[0mGroup ID: \u001b[32m'pa-2c140dfc-f64b-420b-b7f0-102a829ab8f9'\u001b[0m                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7d46978e103d4f78936e024a99553227",
       "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\">             </span>Batch status = preprocess                                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mBatch status = 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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">16:41:04 EST </span>Batch status = running                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:41:04 EST\u001b[0m\u001b[2;36m \u001b[0mBatch status = running                                             \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\">16:41:44 EST </span>Batch status = postprocess                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:41:44 EST\u001b[0m\u001b[2;36m \u001b[0mBatch status = postprocess                                         \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\">16:41:55 EST </span>Modeler has finished running successfully.                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:41:55 EST\u001b[0m\u001b[2;36m \u001b[0mModeler has finished running successfully.                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.050</span>.                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mBilled flex credit cost: \u001b[1;36m0.050\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\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "47b6041228fc43ed93c131d97273c1ca",
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       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">16:41:58 EST </span>Loading component modeler data from data/tcm_data_basic.hdf5       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:41:58 EST\u001b[0m\u001b[2;36m \u001b[0mLoading component modeler data from data/tcm_data_basic.hdf5       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tcm_data_basic = td.web.run(tcm, task_name=\"WPD basic resonator\", path=\"data/tcm_data_basic.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bfb6a752-2b6c-4492-ad32-cc08f6257c64",
   "metadata": {},
   "source": [
    "### Results"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8662c649-1947-4f09-b662-f38822d2cb9e",
   "metadata": {},
   "source": [
    "#### Field Profile"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dc2822ca-9895-4c0f-a883-c7513fdefab1",
   "metadata": {},
   "source": [
    "The `TerminalComponentModelerData` instance returned by `tidy3d.web.run()` stores the monitor data for each port in a dictionary in the `data` attribute. Use the corresponding port name to access it. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "a66c6566-8a7f-47b1-b02d-3f4daa1146f8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:41:59.052333Z",
     "iopub.status.busy": "2025-12-05T21:41:59.052232Z",
     "iopub.status.idle": "2025-12-05T21:41:59.054099Z",
     "shell.execute_reply": "2025-12-05T21:41:59.053631Z"
    }
   },
   "outputs": [],
   "source": [
    "sim_data = tcm_data_basic.data[\"LP1\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "627de0f2-6737-4621-9130-fa68b910b13f",
   "metadata": {},
   "source": [
    "The in-plane field magnitude is plotted below at `f_min` and `f0`, showing a clear difference between the pass- and stopbands."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "adee3033-e433-4fb5-9e1d-bbb3bd125ebc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:41:59.055208Z",
     "iopub.status.busy": "2025-12-05T21:41:59.055100Z",
     "iopub.status.idle": "2025-12-05T21:41:59.539940Z",
     "shell.execute_reply": "2025-12-05T21:41:59.539360Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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69GgkJyejsLAQhw8fxj//+U/Exsaqbnj2xfnz5zFp0iR06dIFJpMJ//jHP1SvDxs2LKAt/0R1wdJXpiG5XXPce28ann12Ou644w6PA7zVC8Hp/IaIqsvejeTevXs1X9fqRlIIIY4dOyYeeOABkZiYKIxGo2jRooW47bbbxPvvv6+Uce5G0m7FihUiOTlZmEwm0adPH/Hll1+K/v37e92N5OTJkzXr6NzVnn39GRkZyrQffvhBpKWliZiYGNGkSRMxYcIE8d1332lu44YNG0SnTp2EyWQS3bp1Ex9//LEYMWKE6NSpU5XrttfVsRtHrW4kjxw5Im666SYRFRUlAKi6lPzPf/4junXrJiIiIkTHjh3FP/7xD81lFBcXi8cee0w0btxYREdHi9tvv138/vvvLusXQojc3FwxefJk0apVK2E0GkViYqIYNGiQWL16tUv9nX388ceiR48eIjIyUrRt21a8+OKL4q233nLpqjMnJ0cMHjxYxMbGetU9qLtuJKvLYrGI559/XrRp00ZERESIrl27in/84x8u5caMGeNSdyE8d1/prR07dog777xTNG/eXBiNRhEXFyf69Okj5s2bJ86cOaMq279/f9G1a1fN5Ti/v+zP3T2ct4WI1C5cuCDM5mix7fPFoqj4PyI5ublYt25dsKsVdJIQfrg+SEQUonr16oWmTZt63cUhERGFjqdn3Yv9+37C1s+svUH9453/4Lnn1uDo0eOaoyfXF8yBJ6I6oby8HBUVFappO3bswHfffYcBAwYEp1JERFRtZ86cwbLX/oW/LBivTLv7nkFo0MCE11d7PxZJXcQWeCKqE3777TekpaXhvvvuQ1JSEo4cOYJVq1bBbDbj8OHDaNy4cbCrSEREPpg8eRhOn76A9z+Yr5q+6cOvMHnyEhw79nu9vYeEATwR1Qn5+fl4+OGH8d///hfnzp1DdHQ0Bg0ahBdeeMFl0CQiIgpt2dnZ6NKlE/bsfR1durRVvSaEQGrqJAwffhNmz3o9OBUMsqCm0Hz55Ze4/fbbkZSUBEmSXLoGEkJg7ty5aN68OaKiopCWloaff/65yuUuX74cbdu2RWRkJFJSUrBnzx7V6yUlJZg8eTIaN26MmJgYjBgxArm5uf7cNCKqZWazGe+99x5OnjyJ0tJSXLx4ERkZGQzeiYjC0Lx5j2DkyAEuwTtgHbtiwYKH8NKif9ZKl8ahKKgBfGFhIXr27Inly5drvr5o0SK8+uqrWLVqFXbv3o3o6Gikp6crQ2xree+99zBjxgzMmzcP+/fvR8+ePZGenq4acnz69OnYvHkzMjIysHPnTpw+fRrDhw/3+/YRERERkW++//57ZGTswNx5Y92WSUvrjV5/aI9FL02tvYqFkJBJoZEkCR9++CGGDh0KwNr6npSUhCeeeAJPPvkkAOsl8oSEBKxduxajR4/WXE5KSgquvfZaLFu2DIB1OPJWrVph6tSpmDVrFvLz89G0aVOsX78ed955JwDgyJEj6Ny5M7KysnDdddcFfmOJiIiISNOwYTchKakxXn3tcY/lvvnmB6T/8QkcO/ZbvRvhOGQHcsrOzkZOTo5qYBCz2YyUlBRkZWVpBvBlZWXYt28fZs+erUzT6XRIS0tDVlYWAGDfvn0oLy9XLbdTp05o3bq1xwC+tLQUpaWlynNZlnHx4kU0btyYQ/oSERFR2BBC4PLly0hKSoJOF1odEu7duxf/+c9e/PTzu1WWve66Lhg0qDf++tdJePXVD2qhdqEjZAP4nJwcAHD5RZWQkKC85uz8+fOwWCya8xw5ckRZbkREBBo2bOj1cgFg4cKF+POf/+zrZhARERGFpN9//x0tW7YMdjVUnnlmEqZMHY7ExHivyv95/oNIve5RPPHEcbRp0ybAtQsdIRvAh5rZs2djxowZyvP8/Hy0bt0a1tsI2AJfNe4jIiIKtJDICg4DAoCM2NjYYFdE5YsvvsDevT/inxvmej1P9+7tMHz4TXjuuUewZs2nAaxdaAnZAD4xMREAkJubi+bNmyvTc3Nz0atXL815mjRpAr1e79KjTG5urrK8xMRElJWVIS8vT9UK71hGi8lkgslk0nhFAoPTqkncR0REFGAM330TSinAQgjMfmYKnnxqNBo18u2HxbznxqJH93F4+ukj6NSpU4BqGFpCK/HJQXJyMhITE5GZmalMKygowO7du5Gamqo5T0REBHr37q2aR5ZlZGZmKvP07t0bRqNRVebo0aM4ceKE2+USERERUeBs3rwZ2b+ewdSpI3ye96qrWmDs2Fvx7LOPBKBmoSmoLfBXrlzBL7/8ojzPzs7GwYMHER8fj9atW2PatGlYsGABOnTogOTkZMyZMwdJSUlKTzUAMGjQIAwbNgxTpkwBAMyYMQNjxoxBnz590LdvXyxduhSFhYUYN24cAOuNsOPHj8eMGTMQHx+PuLg4TJ06FampqeyBhoiIiKiWybKMP/1pGp75032IiYmq1jL+9Oz96Hj1fdi3bx969+7t5xqGnqAG8N9++y1uvvlm5bk9x3zMmDFYu3YtZs6cicLCQjz88MPIy8vDDTfcgK1btyIyMlKZ59ixYzh//rzyfNSoUTh37hzmzp2LnJwc9OrVC1u3blXd2LpkyRLodDqMGDECpaWlSE9Px4oVK2phi4mIiIjI0YYNG1BQUIQJE26r9jKSkppg0uSh+NOfJmHr1t1+rF1oCpl+4MNNQUEBzGYzAD2YA1815sATEVGgCWbBe0kAsCA/Px9xcXFBrUl5eTk6d26L2bPvw9hxt9ZoWRcu5KND+3uxefMnuOmmm/xUw9AUsjnwRERERFS3/f3vT8NoNOC++/9Y42U1bmzGjCfuwuxnJqOut08zgCciIiKioHj/g52YNHkoDAa9X5b3+ON34uv/HsaZM2f8srxQxQCeiIiIiIJDNERMdPVuXNVivwm2rrfAh2w/8ERERERUDwgByLL/llUPMIAnIiIiouBhAO8zptAQEREREYURtsATERERUfCwBd5nDOCJiIiIKHiE8F/gzQCeqJJfB2KSPC1Lp1qfdVAOP/0qJ6LQVU++dMlHmt8X9uxf1+8GKUBvIw4QRaGGATwRERERBQ9TaHzGm1iJiIiIiMIIW+CJiIiIKHhktsD7igE8EREREQWPkBnA+4gpNEREREREYYQt8EREREQUPLyJ1WcM4ImIiIgoeBjA+4wpNEREREREYYQt8EREREQUPEJAEmyB9wUDeCIiIiIKHvZC4zMG8BSyrrnmD7bhq/30oSai0FVPvnTJR5LkMmn//u+CUBGi0MIAnoiIiIiCR8A6mJNfllU/GgMYwBMRERFR8MhMofEVe6EhIiIiIgojbIEnIiIiouBhP/A+YwBPRERERMEjhLUnGn8tqx5gCg0RERERURhhCzwRERERBQ9TaHzGFngiIiIiojDCFniCBNeBMvy/kuquw8tf5LXxi7va2xAO+Fs+sEJ4MLJ60lpFYcr5/Vmnz8P1mBDsB95HDOCJiIiIKHiYQuMzNrsREREREYURtsATERERUfBwJFafMYAnIiIioqCRhIDEAN4nTKEhIiIiIgojIR3AWywWzJkzB8nJyYiKisJVV12Fv/zlLxBV/LrasWMHrrnmGphMJrRv3x5r1651KbN8+XK0bdsWkZGRSElJwZ49ewK0FURERETkkRD+e9QDIR3Av/jii1i5ciWWLVuGH3/8ES+++CIWLVqE1157ze082dnZGDx4MG6++WYcPHgQ06ZNw0MPPYTPPvtMKfPee+9hxowZmDdvHvbv34+ePXsiPT0dZ8+erY3NIiIiIiI7ew68vx71QEjnwH/99dcYMmQIBg8eDABo27Yt/vnPf3psLV+1ahWSk5Px8ssvAwA6d+6MXbt2YcmSJUhPTwcALF68GBMmTMC4ceOUebZs2YK33noLs2bN0lxuaWkpSktLlecFBQV+2UYiIiIiIl+EdAt8v379kJmZiZ9++gkA8N1332HXrl249dZb3c6TlZWFtLQ01bT09HRkZWUBAMrKyrBv3z5VGZ1Oh7S0NKWMloULF8JsNiuPVq1a1WTTiIiIiAio7AeeLfBeC+kW+FmzZqGgoACdOnWCXq+HxWLBX//6V9x7771u58nJyUFCQoJqWkJCAgoKClBcXIxLly7BYrFoljly5Ijb5c6ePRszZsxQnhcUFDCIJyIiIqopjsTqs5AO4Ddu3Ih3330X69evR9euXZWc9qSkJIwZM6ZW62IymWAymWp1nUREREREzkI6gH/qqacwa9YsjB49GgDQvXt3HD9+HAsXLnQbwCcmJiI3N1c1LTc3F3FxcYiKioJer4der9csk5iYGJgNISIiIiJtsuBATj4K6Rz4oqIi6HTqKur1esgeDnJqaioyMzNV07Zt24bU1FQAQEREBHr37q0qI8syMjMzlTJEREREVEuYA++zkA7gb7/9dvz1r3/Fli1b8Ntvv+HDDz/E4sWLMWzYMKXM7Nmz8cADDyjPH3nkEfz666+YOXMmjhw5ghUrVmDjxo2YPn26UmbGjBl44403sG7dOvz444949NFHUVhYqPRKQ0REREQUqkI6hea1117DnDlzMGnSJJw9exZJSUmYOHEi5s6dq5Q5c+YMTpw4oTxPTk7Gli1bMH36dLzyyito2bIl/v73vytdSALAqFGjcO7cOcydOxc5OTno1asXtm7d6nJjKxEREREFmh8HYKonKTSSqGpYU9JUUFAAs9kMQA9ACnZ1akSqjfpL3qyj8oKQBAnXXPMHCFgCV6eQEZgLYX45rl4dN38K5EXBWr6sWsNTq0BNT80B3l5+dVAwSBL27/8Obt/fAXpf1vzzGGoEAAvy8/MRFxcX1JoMGjQI99/QDGNuu9YvyxNCQJ/yJE6ePIkWLVr4ZZmhKKRTaIiIiIiISC2kU2iIiIiIqI5jP/A+Yws8EREREVEYYQBPRERERMETQt1IvvDCC5AkCdOmTVOmlZSUYPLkyWjcuDFiYmIwYsQIl/GEahsDeCIiIiIKnhAJ4Pfu3YvXX38dPXr0UE2fPn06Nm/ejIyMDOzcuROnT5/G8OHDa7rVNcIAnoiIiIjqlNLSUhQUFKgepaWlbstfuXIF9957L9544w00atRImZ6fn48333wTixcvxsCBA9G7d2+sWbMGX3/9Nb755pva2BRNDOCJiIiIKHhk4d8HgGXLlsFsNqseCxcudFuFyZMnY/DgwUhLS1NN37dvH8rLy1XTO3XqhNatWyMrKysw+8ML7IWGiIiIiIJIAMJPY1fYeqGZMmUKnnvuOdVLJpNJc5YNGzZg//792Lt3r8trOTk5iIiIQMOGDVXTExISkJOT45cqVwcDeCIiIiKqU0wmk1eDVP3+++94/PHHsW3bNkRGRtZCzfyDKTREREREFDwBSKHx1r59+3D27Flcc801MBgMMBgM2LlzJ1599VUYDAYkJCSgrKwMeXl5qvlyc3ORmJjox53gG7bAExEREVHw2Huh8deyfDBo0CAcOnRINW3cuHHo1KkTnn76abRq1QpGoxGZmZkYMWIEAODo0aM4ceIEUlNT/VPnamAAT0RERET1UmxsLLp166aaFh0djcaNGyvTx48fjxkzZiA+Ph5xcXGYOnUqUlNTcd111wWjygAYwBMRERFRMAn4nPrifll+Wo6DJUuWQKfTYcSIESgtLUV6ejpWrFjh9/X4ggE8kd/5dmuJBKnmq5S0luG5HpLmPHb6GszrjWDefuOny7Q2wt2XhbKLLL7Np8zuRT09LEN4vY+ruT9q/B5wEoAvXSIKE6LmI6hWLqvm55IdO3aonkdGRmL58uVYvnx5jZftL7yJlYiIiIgojLAFnoiIiIiCR0ZIp9CEIgbwRERERBREst8HcqrrmEJDRERERBRG2AJPRERERMET4r3QhCK2wBMRERERhRG2wBMRERFR8MiCLfA+YgBPRERERMEjREj1Ax8OmEJDRERERBRG2AJPFGxej2jp/ve29sioejevVy5HclmmejmSpL1OrfW5Lit8CR9GJ3U3oqpQdYmmLiMgOxz2ynLqZalHcNVcj+S+npKXjVDej9jqzL8j2hJRPSaYQuMrBvBEREREFDzshcZndafJjIiIiIioHmALPBEREREFjyzzJlYfMYAnIiIiouDyV+BdTwJ4ptAQEREREYURtsATERERUfBwICefMYAn8pp3F6wkeNstpI/Lldx/XCVJ7zrNoRtJnc6hS0n7+mxdRNq7hLRPd+wO0rEbScft0upe0l2Xk74IZFeUvnQN6XYZwnUZjtOEQ3eR9umO6xWQK7uD1Hhdli0OZdXdSEoaXUYKUeG+rk7zuy9YP77siCiEsRtJnzGFhoiIiIgojLAFnoiIiIiCRwj2QuMjBvBEREREFDwcyMlnIZ9Cc+rUKdx3331o3LgxoqKi0L17d3z77bce59mxYweuueYamEwmtG/fHmvXrnUps3z5crRt2xaRkZFISUnBnj17ArQFRERERET+E9IB/KVLl3D99dfDaDTi008/xQ8//ICXX34ZjRo1cjtPdnY2Bg8ejJtvvhkHDx7EtGnT8NBDD+Gzzz5Tyrz33nuYMWMG5s2bh/3796Nnz55IT0/H2bNna2OziIiIiMjO3guNvx71QEin0Lz44oto1aoV1qxZo0xLTk72OM+qVauQnJyMl19+GQDQuXNn7Nq1C0uWLEF6ejoAYPHixZgwYQLGjRunzLNlyxa89dZbmDVrluZyS0tLUVpaqjwvKCio0bbVeZKvPbG4owP80HtIKJO83FdaPc3Y6XURLtN0OmPl61KEQ1mjbXkGSJAgQQ8dJEDSQYIOOugcepSp/I2vc+yFBlq93vjrmAefY28yVZet7O1Fdvjb3guNDNna04yw/iVggYBQepCxyOXKPBZdWeWyHKZbn7v2OOO5nt5tg+TDtvq+dKJAqfvfDUSehHQL/Mcff4w+ffpg5MiRaNasGf7whz/gjTfe8DhPVlYW0tLSVNPS09ORlZUFACgrK8O+fftUZXQ6HdLS0pQyWhYuXAiz2aw8WrVqVYMtIyIiIiIAld1IsgXeayEdwP/6669YuXIlOnTogM8++wyPPvooHnvsMaxbt87tPDk5OUhISFBNS0hIQEFBAYqLi3H+/HlYLBbNMjk5OW6XO3v2bOTn5yuP33//vWYbR0REREQQAhCy8NujPgjpFBpZltGnTx88//zzAIA//OEPOHz4MFatWoUxY8bUal1MJhNMJlOtrpOIiIiIyFlIt8A3b94cXbp0UU3r3LkzTpw44XaexMRE5Obmqqbl5uYiLi4OUVFRaNKkCfR6vWaZxMRE/1WeiIiIiKomhH8f9UBIB/DXX389jh49qpr2008/oU2bNm7nSU1NRWZmpmratm3bkJqaCgCIiIhA7969VWVkWUZmZqZShoiIiIhqCXPgfRbSKTTTp09Hv3798Pzzz+Ouu+7Cnj17sHr1aqxevVopM3v2bJw6dQpvv/02AOCRRx7BsmXLMHPmTDz44IPYvn07Nm7ciC1btijzzJgxA2PGjEGfPn3Qt29fLF26FIWFhUqvNBQCpGD9tvTDen3ugcd97zKqxXoo59jjjF2EPlr52yhFKX8bdA2s/8IIg2SCJCToYYABRkhCZ+2XRljXJYnKbdFVsW/qUi807lTVO43s0CuGLFn/tsACIcmQJYEKlEGWLKgQpaiAtZeZCqlImadcFFf+jcq/3dbH48iFFg+vOSyjfnzXERHVKSEdwF977bX48MMPMXv2bMyfPx/JyclYunQp7r33XqXMmTNnVCk1ycnJ2LJlC6ZPn45XXnkFLVu2xN///nelC0kAGDVqFM6dO4e5c+ciJycHvXr1wtatW11ubCUiIiKiAONIrD6ThKgnW+pnBQUFMJvNsLaehnfLY0BaTqvVD3xlC68k6XHNH3raWjxrs6/fmrfASz5ePZAk1z7cteg8lDMYIl2m1agFHmyB11KjFni4aYGX3bTAW9Qt8Ba5FM4scpnLNKWuwv1rqnIa/ct7NZ+XLfzeL5BfReQFScL+/d/Znmh8NwTofeTL2BDhQQCwID8/H3FxcUGtyaBBg3Bfkowx13X0y/KEEDBMXY2TJ0+iRYsWfllmKArpFnii+sDbgZx0Og8DOWkE945Be5Q+vvJvEQsAaCA3gAlGGCQJRp0eRkmCXpIACdZ/fVSX4i9/jENm3x+yELAIa7hbaqlAhSxQinIU6ayBe7H+cuVMlouV8+vUwYksXANmCe6D7zp0OIiIyAkDeCIiIiIKHqbQ+IwBPBEREREFj/DfAEz1JTOcATyFgJDuzVQR7BxvycN+0mv0QmPPdQcq02YAIF40BAA0NBoRE6FHpB6Isj10HjbR4nBO1Do9ujv3enMqrY3zrS9pMe6Kau0fXRWvA9Z9UyGAgnIDSizAlbII5FVY054uOpQr15Uof1cIdc67TnJNobJ4fE9617sRPKTheObvz62fc+qJiOowBvBEREREFDzCj/23swWeiGqHly2ZHnq3kSTXj7IBla3yDeTK1viGRuv0hAZ6tIgSaBZZjoTIYkQYZGu/BLIEi2xdV5lcuU6Lw9/lsmtdLO5a4EXVTd+1ebr1piFekrRrZNA4BAap8mZTo87xb2uLskEvoJOsfVicvBKNsyVGnCrWA7bOZ0rKK49NkcOVFMmpxd3TFZgaqe4du/7+kvTHncNa6smXOVFYk8EA3kcM4In8rvZTgrTSewySSfnb5BDMx0RYA8MWUQI94/PR5por0I+4AdJvvwPFpcCVEogia/qGuFzZFaFcXJniIEpdu2/T6OXQVlhjkjfn15r2Hurt7yKNuFEjW8W6yAiNwpEOXW3GGB3+tu3/2EggLhqIboCWX/6I4/tjgItmFFZYV2Iqr5zH8Zh5Grirsu4eNrJ+fIcREdVLDOAp5CjBqCQF6Jd0eOTcO/PU3aRWsKcTldMMDvNG2iY3iyxHm2uuQDf+dggAolcjj+uvaq95m3FdX2j9/tB1aI822IwzuxrgRJE1B97x2Kj73Vcfb1/HFyAiChtMofEZA3gKAzrU7mBOoclTCoVzsAcABlT2DW/SV37U42wNvi1jCmG4qTNkAPv27cOlpz9FQWEkCsoicKXcWr7EUrnOErlyHRWy6/pkN8kpWqfSUDq/arbAuymr09iaSH3lNJNDCk20wfq3OaIUjeOKYG5Tjmvf/DMMN3VGy4Mn8NNl6/FxPDZ6ufKYOadFaV1l8XYMASKi0Cb898UQSl8wAcQAnijI/JLbrNE66xjUO7aOG+wXOACgsHIU0OMXzLhUZsSVCh0KbYF7iUPHIGUOQbtF4wTpLgdeSyidX30K4DX2s8GhsMkhmG9g+9tcZsCVciNaiwLrC4VFkBzmUx0bh2dVjXxbFW+D+1A6FkRE5B0G8ERhwlOgr/WaJCqnOY6sau/qUBYSUFCoTD9XGoFLZXpcrpBQVGGN6hxT3cstlU8qNIM+7UiwNq+K+qtB2n13mlr3GlT+bdJXPomyvVAi6wFEIOaybWTcgkLIQlLWoVel0FQeM+eUGabQEFFdJWTrwy/LqieNEgzgieoArdZavWNrrkZkW2GRgMuV/Y4XVOiQXy7hSoVAiS1CL3EI2ssdTq5aLfDCTQAfjidTdz8ENG8Wdoj2Ha9SVDgE45E6HfLLbDeoXi6x7nsbx2OjV7XHVx3AB6xnGiIiCmkM4ImIiIgoeAR4E6uPGMATBZ13eR+eUii0+oHXyY7pGK7zlMt6yFcqU2iKKiSUWKyt78UV1ub2EtmxBb7yb4tGa7u7Fng5xPsz1LoB2F2VNVvgHe8N0Lv2xWOQdCgySLhi6zZSLihBuRxTuUyHRTou36UXGq3WdqbVEFFdwF5ofMazPxERERFRGGELPBEREREFjRC8idVXDOApTIRPX/CB6ptbK33DTisNxF03hParlOWyDvKVcqVUmSyhVBYotQiU2go5ps2UobJPSVnjWLhLlXGXWhPK3O1rrf0sHG88deh20967TLksUGrRocR246pcVGHd9xq7RTWQk3NalM/pMt6Wr+6F2PD4PFId4s251V7Gz1Gcp/Ovo3A834UEGUyh8RFTaIiIiIiIwghb4ImIiIgoeAT8d1GvfjTAM4Cnui70LzJ5O0CPx15o4Nr7iTv2c2SF0EEUO6TIyIBFFpCFQIUtGbHC4Yxa4ZAfYtE40wofzr6hdJnZ20vj1rKej5Vj2lKF7XJwhbA+7H3Ei2IZFUKnubcc55ck9THVqmeg0rWIiGqVEBB+SqERTKEhIiIiIqJQwxZ4IiIiIgoeGUyh8REDeCIiIiIKLn8F3vUkgGcKDRERERFRGGELPBEREREFjeBNrD5jAE9hxNvBnKp/YcljjySBGqDJy+V67oVGo4cSh2mO5zP7ObJCBuRSWPuvKS2FLARkYR2LyH4CdBycSaj+1uqFRvuk6W6Ap9DhWj+tAZustAaw0jn8Xfm6sE237lcB2bZMudS67y221Xr7XaPV05CnXnGq6jGHiChkMAfeZzzDExERERGFEbbAExEREVHwCED4qQW+nmTQsAWeiIiIiCicsAWeiIiIiIJHgDnwPmIAT0RERERBI5hC4zOm0BARERERhRG2wNchHrtADEmuvx+r3oZw+M3p2t2fP/irW0B744QQUmWLR2mZcgVTCIcyDtci3XUpqfV69evmr2uornzZf+62Ra/x/nS7j2x/yrb9ae++U8i2fa+xCsf3v/NnQatrS8/b5G33pNU8bwj/nm/qSaMZVVeAuvGlEMFuJH0WDtGQ4oUXXoAkSZg2bZrHchkZGejUqRMiIyPRvXt3fPLJJ6rXhRCYO3cumjdvjqioKKSlpeHnn38OYM2JiIiISIuArfHIT4/6IGwC+L179+L1119Hjx49PJb7+uuvcffdd2P8+PE4cOAAhg4diqFDh+Lw4cNKmUWLFuHVV1/FqlWrsHv3bkRHRyM9PR0lJSWB3gwiIiIiohoJiwD+ypUruPfee/HGG2+gUaNGHsu+8soruOWWW/DUU0+hc+fO+Mtf/oJrrrkGy5YtA2BtfV+6dCmeffZZDBkyBD169MDbb7+N06dPY9OmTbWwNURERESkkG3phX561AdhEcBPnjwZgwcPRlpaWpVls7KyXMqlp6cjKysLAJCdnY2cnBxVGbPZjJSUFKWMltLSUhQUFKgeRERERFRD9puw/PWoB0L+JtYNGzZg//792Lt3r1flc3JykJCQoJqWkJCAnJwc5XX7NHdltCxcuBB//vOffak6EREREZHfhXQL/O+//47HH38c7777LiIjI4Nal9mzZyM/P195/P7770GtDxEREVFdYO8Hnik03gvpFvh9+/bh7NmzuOaaa5RpFosFX375JZYtW4bS0lLo9eou+xITE5Gbm6ualpubi8TEROV1+7TmzZuryvTq1cttXUwmE0wmU003iYiIiIgc+LP3GPZCEwIGDRqEQ4cO4eDBg8qjT58+uPfee3Hw4EGX4B0AUlNTkZmZqZq2bds2pKamAgCSk5ORmJioKlNQUIDdu3crZYiIiIiIQlVIt8DHxsaiW7duqmnR0dFo3LixMv2BBx5AixYtsHDhQgDA448/jv79++Pll1/G4MGDsWHDBnz77bdYvXo1ACj9yC9YsAAdOnRAcnIy5syZg6SkJAwdOrRWt4+IiIio3hMSIPtpsK560gIf0gG8N06cOAGdrvJCQr9+/bB+/Xo8++yzeOaZZ9ChQwds2rRJ9UNg5syZKCwsxMMPP4y8vDzccMMN2Lp1a9Dz7MNWQEbIC+mLQ37ljxFWJcn70V/tlxcFoNytL9XybfuBHHHV13X6sv+1RqD1aj7H2eR68/0SGgI5gmd9uVYfbE7HUIJU9WfRPg+PUXgQ/stdry+HPOwC+B07dnh8DgAjR47EyJEj3S5DkiTMnz8f8+fP93PtiIiIiIgCq/40cxIRERFRyBFC8uvDFytXrkSPHj0QFxeHuLg4pKam4tNPP1VeLykpweTJk9G4cWPExMRgxIgRLp2lBAMDeCIiIiKql1q2bIkXXngB+/btw7fffouBAwdiyJAh+P777wEA06dPx+bNm5GRkYGdO3fi9OnTGD58eJBrHYYpNERERERUhwQxB/72229XPf/rX/+KlStX4ptvvkHLli3x5ptvYv369Rg4cCAAYM2aNejcuTO++eYbXHfddf6pdDWwBZ6IiIiIgiYQAzmVlpaioKBA9SgtLfVYD4vFgg0bNqCwsBCpqanYt28fysvLkZaWppTp1KkTWrdujaysrEDukioxgCciIiKiOmXZsmUwm82qh73LcWeHDh1CTEwMTCYTHnnkEXz44Yfo0qULcnJyEBERgYYNG6rKJyQkICcnpxa2wj2m0BARERFR0FhHYvVPl6/2FJopU6bgueeeU71mMpk05+nYsSMOHjyI/Px8vP/++xgzZgx27tzpl/oECgN4IiIiIgoeIUH4aSAnewBvMpkQFxfn1TwRERFo3749AKB3797Yu3cvXnnlFYwaNQplZWXIy8tTtcLn5uYiMTHRL/WtLqbQEBERERHZyLKM0tJS9O7dG0ajEZmZmcprR48exYkTJ5CamhrEGrIFnoiIiIiCyJpC479l+WL27Nm49dZb0bp1a1y+fBnr16/Hjh078Nlnn8FsNmP8+PGYMWMG4uPjERcXh6lTpyI1NTWoPdAADOCJiIiIKIgE/J8D762zZ8/igQcewJkzZ2A2m9GjRw989tln+L//+z8AwJIlS6DT6TBixAiUlpYiPT0dK1as8Etda4IBPBERERHVS2+++abH1yMjI7F8+XIsX768lmrkHQbwRERERBQ8sv9vYq3rGMBTEGjfOy3B9uGVdEo5CQIC/v00KuvRfNHTCcS7e74lj8uoASkA95zbd60s6s1Jr7bZ96syyKAAZE/vQR9IHt4Tnl5TEfpqrr2imvO5E6g+Ffw0vKOWQH3W6+OH0et9aX2fSJAgVO8ZN8fZvtz6uE/DiDWFxk/LqieHmr3QEBERERGFEbbAExEREVHwCCloN7GGKwbwRERERBQ0sgBk5sD7hCk0RERERERhhC3wRERERBQ8QRzIKVwxgCciIiKioBHMgfcZU2iIiIiIiMIIW+CJiIiIKGgE2ALvK7bAExERERGFEbbAExEREVHQCAHIbIH3CQN4IiIiIgoeIUGwH3ifMIWGiIiIiCiMsAWeiIiIiIJGsB94nzGAJyIiIqKgEWAOvK+YQkNEREREFEbYAk/ekWr6y9j9b0UJDsuWdLbV6SBJEoRwep38Rnbcr3I9abIIIzro1ROkEGtvqfE5wUnAms0Cud/kwCzW3/u2TnA4jpIOEM773v66m2PizT71w3uwOt9XAjz/ciRW3zGAJyIiIqKgEUJiCo2PQqxJh4iIiIiIPGELPBEREREFjQCYQuOjagXwJ06cwPHjx1FUVISmTZuia9euMJlM/q4bEREREdVxAv67o6SexO/eB/C//fYbVq5ciQ0bNuDkyZMQDj9xIiIicOONN+Lhhx/GiBEjoNMxM4eIiIiIKBC8irQfe+wx9OzZE9nZ2ViwYAF++OEH5Ofno6ysDDk5Ofjkk09www03YO7cuejRowf27t3rl8otXLgQ1157LWJjY9GsWTMMHToUR48erXK+jIwMdOrUCZGRkejevTs++eQT1etCCMydOxfNmzdHVFQU0tLS8PPPP/ulzkRERETkPXsvNP561AdeBfDR0dH49ddfsXHjRtx///3o2LEjYmNjYTAY0KxZMwwcOBDz5s3Djz/+iL/97W/4/fff/VK5nTt3YvLkyfjmm2+wbds2lJeX449//CMKCwvdzvP111/j7rvvxvjx43HgwAEMHToUQ4cOxeHDh5UyixYtwquvvopVq1Zh9+7diI6ORnp6OkpKSvxSbyIiIiLyjoC1Fxp/PeoDr1JoFi5c6PUCb7nllmpXxtnWrVtVz9euXYtmzZph3759uOmmmzTneeWVV3DLLbfgqaeeAgD85S9/wbZt27Bs2TKsWrUKQggsXboUzz77LIYMGQIAePvtt5GQkIBNmzZh9OjRfqs/EREREZG/hVWyen5+PgAgPj7ebZmsrCykpaWppqWnpyMrKwsAkJ2djZycHFUZs9mMlJQUpYyW0tJSFBQUqB5EREREVDNC+DeNpj7wOYC/cOECJk+ejC5duqBJkyaIj49XPQJFlmVMmzYN119/Pbp16+a2XE5ODhISElTTEhISkJOTo7xun+aujJaFCxfCbDYrj1atWlV3U4iIiIiIqs3nbiTvv/9+/PLLLxg/fjwSEhIg1dKQz5MnT8bhw4exa9euWlmfs9mzZ2PGjBnK84KCAgbxRERERDUkBCD7qf9H9gPvxldffYVdu3ahZ8+egaiPpilTpuDf//43vvzyS7Rs2dJj2cTEROTm5qqm5ebmIjExUXndPq158+aqMr169XK7XJPJxL7uiYiIiPxMwH+pL/UlgPc5haZTp04oLi4ORF1cCCEwZcoUfPjhh9i+fTuSk5OrnCc1NRWZmZmqadu2bUNqaioAIDk5GYmJiaoyBQUF2L17t1KGiIiIiChU+dwCv2LFCsyaNQtz585Ft27dYDQaVa/HxcX5rXKTJ0/G+vXr8dFHHyE2NlbJUTebzYiKigIAPPDAA2jRooXSU87jjz+O/v374+WXX8bgwYOxYcMGfPvtt1i9ejUAQJIkTJs2DQsWLECHDh2QnJyMOXPmICkpCUOHDvVb3anq34YSnH5tS/Z5dAD01odksU7y50/qaqZ9BSxdTAqre8mplsiwBLsKtcrlfOAnIqDjMvKzW9us7xMdIAGSqBy7s/I4Ox8Tf43vSYFkHYnVTy3wfllK6PM5gG/YsCEKCgowcOBA1XQhBCRJgsXivy+dlStXAgAGDBigmr5mzRqMHTsWAHDixAnVyK/9+vXD+vXr8eyzz+KZZ55Bhw4dsGnTJtWNrzNnzkRhYSEefvhh5OXl4YYbbsDWrVsRGRnpt7oTERERkReE/9rp6ksKjc8B/L333guj0Yj169cH/CZW4cVR2LFjh8u0kSNHYuTIkW7nkSQJ8+fPx/z582tSPSIiIiKiWudzAH/48GEcOHAAHTt2DER9iIiIiKge8ecIqvWlBd7nBL4+ffrg999/D0RdiIiIiKieEZAg+/FRH/jcAj916lQ8/vjjeOqpp9C9e3eXm1h79Ojht8oREREREZGazwH8qFGjAAAPPvigMk2SpIDcxEpEREREdZsAb2L1lc8BfHZ2diDqQURERET1kHUkVubA+8LnAL5NmzaBqAcREREREXnB5wAeAE6fPo1du3bh7NmzkGX1IAmPPfaYXypGRERERPWBBMGBnHzicwC/du1aTJw4EREREWjcuLGqH3hJkhjA10vVGHVV9aLj/G6WFcDxBtT8MbJiGI7OqJNqbxcHmVTLx8dv+1UEZkTJ6o7lIYSf96MUoO2rL9/mHgR2NNrAcPudIUmQJJ01TUKC8rmwl3fdVnfvU433m6fPQn3JywgSGYDMHHif+BzAz5kzB3PnzsXs2bNVI6ASEREREVHg+RzAFxUVYfTo0QzeiYiIiKjGBAdy8pnPUfj48eORkZERiLoQERERUT0jYB3MyV+P+sDnFviFCxfitttuw9atWzUHclq8eLHfKkdERERERGrVCuA/++wzdOzYEQBcbmIlIiIiIvKWtR94/y2rPvA5gH/55Zfx1ltvYezYsQGoDhEREREReeJzAG8ymXD99dcHoi5EREREVO+wH3hf+RzAP/7443jttdfw6quvBqI+9Y7H/tFrrRL+r4NX2yU530Otg2SbJkk6SJLk/76mq6qSx32hr7V6aPLQD7gQFp8Xp4OAcph0VR8vncMx1T7Ren/arO2+2P2lqve1zsPryhZLtn1vIzv87c/+ur1OaazmKv2dMhmwz3qA+pcPJ0H7nqlJLoPb95cOgB6SBAghu3yPSE7nSfefKa33G98rwcJ+4H3ncwC/Z88ebN++Hf/+97/RtWtXl5tY//Wvf/mtckRERERE4erLL7+s1nxt27ZF69at3b7ucwDfsGFDDB8+vFqVISIiIiJyZL2JtW72Az9mzBif55EkCdOmTcNjjz3mtozPAfyaNWt8rggRERERkRYB/+Wuh1j8juzs7IAsNzwTUYmIiIiI6imvAvhbbrkF33zzTZXlLl++jBdffBHLly+vccWIiIiIqO4TQoLsx0eo2bhxI8rKypTnJ0+ehCxX3jRdVFSERYsW+bRMr1JoRo4ciREjRsBsNuP2229Hnz59kJSUhMjISFy6dAk//PADdu3ahU8++QSDBw/GSy+95FMlKBzU8GKNS48zrsuUlDJ6Wy8lugANDla93mS8rUsweljR6mlBuOnpxE4CINl2hTAYIcF6RCSpsnMax94ratIDizOt+gSLL/XWOrbu9pH97aKTrA/7c0kPr9bofEwDt8+q+371b69MkuR7T0reCVzvUSLUkm1DTQBO35IkQZJ0tjxnx15jbH/bv0dsvdG4O2/53OOT17068T1RHQL+6wMoFI/A3XffjTNnzqBZs2YAgC5duuDgwYNo164dAGsD+OzZszFz5kyvl+lVAD9+/Hjcd999yMjIwHvvvYfVq1cjPz8fgPXD1KVLF6Snp2Pv3r3o3Lmzr9tFRERERFQnOf/Y98ePf69vYjWZTLjvvvtw3333AQDy8/NRXFyMxo0bu3QlSURERETkDQEJoo72QhMoPvdCY2c2m2E2m/1ZFyIiIiKqZ+p6Ck0gVDuAJyIiIiKiqn322WdKw7csy8jMzMThw4cBAHl5eT4vjwE81Zjvw3S7v3nV/lySdJCggwjADWjVvzHW25v9AnMHvPDQPiHgegOg7Ka8cjOlJCDZs99MJugkCXqd9SjobcdE73At0vGmL63j4u4mS6166/11Y5kPfHmfursRWa8x3XGa43bpbDtaJ0nWfWvbD5LRtu81quN4zISo+qZOIWreZlXtm679/jYP0OcmgNfTA3KPfcgI1E3FNVV57pEcOkdwOczOx8arz4qnz4K/2odJi3UgJ/8tKxQ5D+g0ceJE1XNfYxMG8EREREQUNNaBnPyUA++XpfiXY5eR/sKBnIiIiIiIwojPLfBjxozB+PHjcdNNNwWiPkRERERUjwjU3RSa5OTkaqXuTps2DY899pjb130O4PPz85GWloY2bdpg3LhxGDNmDFq0aOFzxaiOcxm4SWMAHKfcd/U0HQDJDwM5+e8ik7e5wpLmoFWBpZV/LksOl+w0TmgGHaAz2vavXo8IHWCQAKNeQoWwboPseEZ1+FMrn9xdzr2ssd/c5brLqjx77eU5z+sut935eNkHbPImF97d4E46jW0xOLx/DQ7HPsL23jXqJETogAidtd46owS94+IdNsfxmDlvp9Z9Dp54n9tevc+YvwcsC9R3riQxd7l6ap5hG4j7DyRJsr73JHugZrFN19nWaT/e9ven0wBP9uVo5MQH8h4cT3y/j8y9YG0Dubd27dpqzde2bVuPr/v8Cd20aRPOnTuHd955B+vWrcO8efOQlpaG8ePHY8iQIewTnoiIiIi8JiDV2Rz4/v37B2S51WpCadq0KWbMmIHvvvsOu3fvRvv27XH//fcjKSkJ06dPx88//+zvehIRERFRHWTvhcZfj/qgRtfIzpw5g23btmHbtm3Q6/X4f//v/+HQoUPo0qULFi1ahOnTp/urnlSHuEsxsU9XX5qv2WV6/17mD26fcZ67DHR9zeKQcmFx7A7S9qdekiE1qNw/Jr2ASQ+UyxIsyuTK9BCdXLn9Fo0R8yxuuvzUuqTrPM1iq799ujWVRuf03E69rY7H2DlNRgdJ+dtxmnp+121x182l1lSDziFtxuFvo15nm2ZNn4nS27qRbKCDThLKcXA8NqpjhgrVegJ1aby6KV/+6MJSVY+A9akQuJQ2T127krtuNmu6z6zdDEPAIY0G8DqVhqiO8PnMVl5ejg8++AC33XYb2rRpg4yMDEybNg2nT5/GunXr8Pnnn2Pjxo2YP3++3yq5fPlytG3bFpGRkUhJScGePXs8ls/IyECnTp0QGRmJ7t2745NPPlG9LoTA3Llz0bx5c0RFRSEtLY1XDWpC0rk+vKIHoFf6fQesX+JKP/C2vuDtX+z2v315uKlwtR6qenl8SAF5eCKE7PqQKh8WQHkIKN99kKIqf8PHGAQaGIBoo4Roo871YdArjwYGg8sjWq/9iNK5PiIlpwesjwgYbQ8DDNDDAD300EEPnXJUnY+x4zM9dMp8ETDACANMykMPE/Qu69aqX5Re+xFjcH047pdog055xBglxBglRBskxBgEYgy2ACPKAL0klOPgeGwskkV5WAMOh4fQeHii9bnUeATi/Vg91ftcVv0InOqck+rTQ5uuhg+nY6B8f+jhfD9VMO5HouphC7zvfH53N2/eHBMmTECbNm2wZ88efPvtt3jkkUcQFxenlLn55pvRsGFDv1Twvffew4wZMzBv3jzs378fPXv2RHp6Os6ePatZ/uuvv8bdd9+N8ePH48CBAxg6dCiGDh2qjHYFAIsWLcKrr76KVatWYffu3YiOjkZ6ejpKSkr8UmciIiIi8o49B95fj/rA5xSaJUuWYOTIkYiMjHRbpmHDhsjOzq5RxewWL16MCRMmYNy4cQCAVatWYcuWLXjrrbcwa9Ysl/KvvPIKbrnlFjz11FMAgL/85S/Ytm0bli1bhlWrVkEIgaVLl+LZZ5/FkCFDAABvv/02EhISsGnTJowePdov9a5r/Dfaqqd1uC/juTXdf8K1xUarB5gKx3QMhyYJi0NRKdKoJGbEGysgwQCTTkKxrZuUEoeOT8odUmgqNFo4LG6aPbTKVjiVtcg6VdkKIaNCtl45kCHDAhkCAjKEyzvBMTXGYGurt48mq5MkGHTW1w226tuf2xk0WpN1bt5Weo0XIhwmGR26l4nSWzcm1igjPsKCRpGl1vpGGm37wL7tlftCPRJraF/yD5fPSqjvx/DnvrnTH2lRzmlKkq0lXpKsq3ZNY7K3wofqSLJE/uFzAH///fcHoh6aysrKsG/fPsyePVuZptPpkJaWhqysLM15srKyMGPGDNW09PR0bNq0CQCQnZ2NnJwcpKWlKa+bzWakpKQgKyvLbQBfWlqK0tJS5XlBQUF1Nytwqn1Zu7a/iLVzpZ1JkgShkWvtC38GGd6mDQQul9c9rVxc2SGH2uIQxJQrudcSpAYRytdvq+gixJSacKVCj0JbEnxJZTI8Sh0C+HKNmKjCzbFyDPwrp6m/9MtsyyuzCNtzCaUWHcplgXLZGqRbbKkkMirzwe0JNfa/jdDBqNPDqJNgkCQY9RIidPbuHK3rMDm9/bQCeINOOygxahxaxwDepK/cMQ1sf5uNFWgcWYKmja9Y6xlphEVIyo8Vx2MjS5XHzF23nP5W7fern7tnDESXg0D4/NBwFF4/Ompyjq76mPvafa/zvquc7rJg12V42O/1JCsjaOpyP/CBUvOOXgPo/PnzsFgsSEhIUE1PSEjAkSNHNOfJycnRLJ+Tk6O8bp/mroyWhQsX4s9//rPP20DuOd+06tgHvPJaNb58a5Kf65fg28c6e7tOj1/qGq9V6MqUv0vkysCwoCwCAPB7kQntvzyN2N6X0Lt3b/Te3dvLGrtRXKw5WbpwwXVa7jnVc3HSWqb8t0IAQN7vJvyeZ0aZRcKPl034R+ZulMkWWLeoMrS1Z8EDQAT06BFvwn0DuiFCL9A0qgiNmxYisqX1/aBvYbbO1Dxeve6mjV3qJ+LjXaYBAEwm7eleki5eQsGufPxelISCMuu3TImoPDaOx8z5ePt6w6S3nwPXaxpeLt/fX5Lsr10hSd41cgRSoH5QuV+f98dfknQQAkorPFD5+XAN2NkSHw4E/HebcT2J30M7gA8ls2fPVrXsFxQUoFWrVkGsUV1VGUxI0LkdvCYoQXoIt+RpDeTk2GtJGcqVv4ttuRvnSvU4dLIZuv7tazRMj4flt4sQxRbIxQIVhdb9W1Zcuc3lZZVBRWmZ66mjtEL7dFJc7jr9Srl6vIi8iobWf8sb2163noSvaVSCVlEVMOkkVAgJOmHNb7TXyrEFXidJaNXAggi9wLcXIwFEIionHrE/WvdDnNFi+/eyat3Rhksu9YsyVrhMAwCTwXV6hENZU1Tl38Zo6342xEiQYvTQRRuRv78c359phnOlOhRXWOvjeGxkh2C+yptUUcUP3DD7FgvGlauaqsu90ATmRmX3PwyqaqyxB/huezGzvX8Cd0y8fX/yBwPVjpAO4Js0aQK9Xo/c3FzV9NzcXCQmJmrOk5iY6LG8/d/c3Fw0b95cVaZXr15u62IymWCqYetbfeJ6knUdbVWr5d3+vPI170bZ9K1y1WxxDNAXmn/yRF2/NCyiMuWrTFf59+UK6/0rOcU6VMgROF3SHPFvWhCha2pNUhGSkp/tmBZTVkU3kmUaqTIAUKrxfVrsFAcX2apfakuhkSQJTUxAq4b5MF2OhlEvwSDrUCGE6seK5NACr5ckJEWVoKW5APsvReJSGXC+RCg57ya99XQXpVef9qI0Gjsj3DSARmg0Oxsd0m1Uf9vKGnSVbdw5pQZcKJFwrkTgcoU1cHc8No5pT1o/ynzh9fuqmi3f1W25r0sC9qMjrFJofON4GvU22BZCqL5THFvZ7ctz34Kvd1mv5/IUDEKgximzjsuqD0I6gI+IiEDv3r2RmZmJoUOHAgBkWUZmZiamTJmiOU9qaioyMzMxbdo0Zdq2bduQmpoKAEhOTkZiYiIyMzOVgL2goAC7d+/Go48+GsjNqcNq+iWmPjErJ2pJp75M7yHw9ldw7Y8vZF+X4W2akKdyWn2EW0Rly26Jrkj5O19YW78tJUBBuQEniyRE6vWI0LvW3PErzjE/UasVzfnGVDvnfHfrNPWXpz0f3H4PqDlCjzgj0Kh1KXACMOl1KLEI6GVAhqRKobHH2kadDk1jr6BR6xLEngLyy4Bii4zSMvuPAms555x3o8aNqVp58QBg0DgEOlVg4TDdoYz1hxFwpdyCMlmgyFKBK7AekxKp8thY5Mpj5u7qkyNPN5cHukXb379n63Jrts9CIIXGH6pKw/H4HnUIsJ3faxJ0Sg67fRVKGaEUsr3u7n2ltW4/vAer88GoLxGnB8FMoVm4cCH+9a9/4ciRI4iKikK/fv3w4osvomPHjkqZkpISPPHEE9iwYQNKS0uRnp6OFStWuKRj16aQb0KZMWMG3njjDaxbtw4//vgjHn30URQWFiq90jzwwAOqm1wff/xxbN26FS+//DKOHDmC5557Dt9++60S8EuShGnTpmHBggX4+OOPcejQITzwwANISkpSfiQQERERUd23c+dOTJ48Gd988w22bduG8vJy/PGPf0RhYaFSZvr06di8eTMyMjKwc+dOnD59GsOHDw9irUO8BR4ARo0ahXPnzmHu3LnIyclBr169sHXrVuVXz4kTJ6BzGP2wX79+WL9+PZ599lk888wz6NChAzZt2oRu3bopZWbOnInCwkI8/PDDyMvLww033ICtW7d67Bqz3vM57UTdguTYeqyT7G87dQqNMnCTrRVeJ+khJEmzlcbXnglqk+9dbnq5XB+3xSIcbmIVlb0mVUjWlI1CRMIoR0Jv0UNfrodBGJSccufRS515M7qqXVX5+QBgsL1fYvXWNDWTXkKc0QJDm2jEXilEhM7aDaRe0sGaZSMr9dPb9otBAmLjS2FsGw3zXgsuGPQoKJNQZmvVLrJdkXBet9Y2Oo/W6qlsVftIQMACGTJklEvlsEgWlEslKId13IkKh1Qnx2Pmzcirnt4T3r9bqtfaG6iRYSk0+CXFxIdTocsVGIerEC5dSdq+KwSsA9UBjvW1/Wu/n8Sppb6SxvZ5vKeEue2B5M8BmHy9oLF161bV87Vr16JZs2bYt28fbrrpJuTn5+PNN9/E+vXrMXDgQADAmjVr0LlzZ3zzzTe47rrr/FNxH4V8AA8AU6ZMcZsys2PHDpdpI0eOxMiRI90uT5IkzJ8/36+jxRIRERFR9firScC+nNLSUpcuv725nzE/Px8AEG/rjWzfvn0oLy9XdT/eqVMntG7dGllZWUEL4EM+hYaIiIiIyBfLli2D2WxWPRYuXOhxHlmWMW3aNFx//fVK5kZOTg4iIiLQsGFDVdmquh8PtLBogafQpnUZ33laZdoMINn+tpfROTy3ptDoIUk66CWjy3JcnlfnN2gIdwfpTxbHHk3kyj7aK2ypGyXSZWX/6aCDpLOOcGh9bk+h0U6v0EwlcXPjnVbZCKFOV4uR4wBU3sQapQdiDRZIiY1gzCmGUWcdQVUnSbB29GKvp7X7SMD6ekQTHaSEhog1WhBt0KtuUC21pQ453jQKABVSGZy5Sw8RGpfR3Za13YQqO9yeZREVlaNH2i75O6YYebpxVZJcT9cB6hiJvMWeTGrE043LWik89mkGfRSEkCGERVmG/TV7V6z2++Ttt7w79vBk5fo9wJ5pgkdAguznXmimTJmC5557TvVaVa3vkydPxuHDh7Fr1y6/1CWQGMATERERUZ1iMpkQFxfndfkpU6bg3//+N7788ku0bNlSmZ6YmIiysjLk5eWpWuE9dWleG+pHUyQRERERhSTh54dP6xYCU6ZMwYcffojt27cjOTlZ9Xrv3r1hNBqRmZmpTDt69ChOnDihdFEeDGyBJy97TfH0W881dULndLnf8fK//TWdzvqvXmeyrUEHnc4ACXroJAOM+hh1byCO/W17+dtTV4d+o8qeLjdrveZwOdgxTcP+txBOqSMaZz13KTSavbS4SU0ySK69O+mc0m3s21aZDgOYdDIQHQVdA501dUaSIEnWTiUqR2KtTCPRSRIQqQMaRMKkuwyDpO633Z7qUi5V9voCAOVCnVIDABXO+0ZZiOt+9jYFxpnWvtU7npJrmC5Wl977IYspTB7PS9Xh6Vxm/6xF6KOtz0U5ZLlCVQ+LbP182z8v9pQa50+DRTNdxv22SF5uJ/tmqh4RxF5oJk+ejPXr1+Ojjz5CbGysktduNpsRFRUFs9mM8ePHY8aMGYiPj0dcXBymTp2K1NTUoN3ACjCAJyIiIqJ6auXKlQCAAQMGqKavWbMGY8eOBQAsWbIEOp0OI0aMUA3kFEwM4ImIiIgoaGQEbyTWqkYMBoDIyEgsX74cy5cvr16lAoABPNWYdi806reWXheh/G1PoTHYUmcM+ijrv5IJOskIvWSEHgY00DVUejaxp/novBh0RvLTney1RUjenW5kD+kZ9svE7pZrUfXAUHmaVHpucJxWzdNotXoEcmI/kcqiZpei7Zdiq3tJ1t22aL211CVd35+Oy7Kntag/M5V/O6bQOKe2afXy4yn9zZvPChB+nxcKLd6ev3zlfL5TBkYTFsTom0KGjApRCllnHaDNPiCaxfb9Ug5rz1uSsH6+LM7jREka50zmvwSVv/Z/fTmOTJIkIiIiIgojbIEnIiIioqARkCD76a7wetIAzwCevKOVJmPn3OOM1jR7TzMAYNRbeyUx6BoAACJ11n5aI6QGiBBRMMKEKBGFJnKSdd1K+kzdvNQve3m6cTdgEABYJNf0GovDJWjHeYVU2aODLDleV/acTlPVpXJ3KT5aqRwGYdQsa19CuQBKZR1wpQhykQxZCMhCKJdG7bXSofJyqSwERJEFKCxGmaxHmQxUiMqy9veRUagH8tBrvH9ljf3pblvcpaBopc5UDkClqxwsSzj2riRpzGN7Lrt+Bj31NONd71Kh87nytr6+8vS5ofCg9JwFARkyEkUZKmBBkXQZZTprqkyZrTepEqkAQOV3VrnFOnCd8yBNQuNzL6Ryt3WoL2kZwSIEU2h8xRQaIiIiIqIwwhZ48pKnG+K0bmJ1urXPobVDL1lbQE26GABANBpZ/5XNiBKRaCCZEKs3ItEYDVlz6cERqEG2vbkDHoDHHsZljWU4TnLs81i5UdSxrMtrlS1e2nXRGObcXVk3rdmO9Lb3l307yixAcYUOuHgZlssyLLL1JjRhW4t9XTIk5W+LDFguC+DiFRRZYlBqASxyZa0MwvoejEasat2S7Nry665lW6/1XndoOdZqRVZa2m0d1kvKdI35pcq/9ZLTTaway9Z7aLT2tj1bkkKjBT5UPufkP76cM705/jKs56giQyOUyjLyLFEolKwt8IVSvmpBxcJ63hE6df/wntfo3Y3f5H8CweuFJlwxgCciIiKioJGDOJBTuGKjBxERERFRGGELPLkM2e7z7Brze7yJ1X7zqmS9edUsxwMA4hELc4QRZpMeLRoArcx6VNh+SVemeKifhyJfWxG8bS3wnEKjUd5xmsPf9suUzvPYpws3fbBbHGbQer3CzYZUaFSuzGmafdk6WzpHqUUgr0KPihOXUXTBiDJhTa+xCOGU+mOdZt0egaKLRlT8fhn55WYUVlinReqsl8UjYR1+3eCUMmLQuaaQGHVuUmg0sk0cpzmmozgWtU/WWqpBVbDyT+dqaVTT4wV/71NovCzoRKs+RP5if3vZ35/25wJATLwBhRXAiSt65JVZv1suydYb42W99QxRobOmzNjHyHD+TvLUMYN2hbwsL6pOGSRt/vpeD+X4wJ8YwFNAOA8643jyNNhy4COFNQc+1hZYNTZFILGBDs2jgGsaFiKxSQGulBut3UvZLq+JMBh0xteTh8XLUMviYdsrNPK4ZY2gHbB21wVYA/XKoN02zWlex22RHdav9RVl0eglBQBKNRIbi53GUCmyLbDU9qtDkiRcLgcuHzfgfF4DlFsEKoQ1/1UomfDWvHB73n6FAM7nN8Dl4wZcrpAgA4gy6BBrC+BNtrdklFPU6/wcACLcRMYGjZ54HItKDr36KLnuDgGIZJtfNYyTwzLV053Wo7FuT8G3VnnNctX8ugv9TyKFE+d3YWUAL6CTrJ8HvWTtaPBy0yvILTFBFkYYbR8US4l1CVdE5cCAAFBu++7RGgiNQocAU2h8xRQaIiIiIqIwwhZ4qjGtS5HO0xxbP/SwXuqMEBEAgAY669uwYYQOCZFAx5hSpN50BsYbm6Li2HnIFQKiAtpN2xrNgDXMCHJLeHuLvK8pNF5ecZVdR/52eM11ox2XKzu00CutE0KqbHl3uLohZMeUJclhGZXrqLC47vgKWbuFq6Tc9TRzuVzdD3y+rcylcusyCsqtdTh1IRYXykwokwUqhKzqgQaw90pjrUuFkHG6qAFOXYiFEECjCCBKLyHWYD1wZqN1h8Qa1Ts82uja93OUQXtnG/WuB0unc2hB1zm0wEv2qwSV70lJEpAk22v21x3TZhyW5dxgqNNrtMDr3L/ZJO2u9l3LVbcp3c9N8IH63FI1eXs8atB1iOY51c15XjIAOoMEKUYPuXkOzh6KxO/FLVFisVa0oMx6DjHJ1nFG9LYPgP1f1+8kvuFCCfuB9x0D+DolcCckX092zt3w6TVSaCJk67+xButrTSKB9jFl6NfxJPR/fRAyYmA4+jMQFQkRaQIMRogIW1Sit0U3ettyHYMJx/xlf56kvY3gZR+/0So8ROaOyt2Xk8rLXCdaHIJNx3lt2yHJtjOmfbsstn9lufJapuywDIvDdmnVudi5mzabgmKXSfLFPHVVz1nrX5hrPa7nL8XgTFED/C8/Bj/kWVBUIaNClmFRuo+0p6JIyjRJlvH5GQOa5cWgQ2w5mppK0TimCLGNrPWKaGJdl75JpGrdUqMo1zpHx2lvS5TJdZrB4TRqcIi67e9Dnc4hCV6yviclCcKeI6N3mMfd387rsREGD1G6wcuUAY3lesXfARCT6usfx5wJ5/NQufWHtVRRbj3flJRCKikBcs5DGtMfScePo/2on1FYYW0IulhiS5UrtX5GDbb7ruzfXZ4GPbPz9D1XX4LCYGE3kr5jAE+1QnLIFLaPZmmw/2v74jbpgEidDL3J+jHeN/OvWPpuAqINEiL1AkYdYLS1ONpvHNTK3w23OMDbvD9Pw0xrLcLdF47soYxwWofj657mA9zfZFuhcVYud8rZt9/UWuqQC18hBEotAuUOre/OZAjobXW2ACixCLyTuQdGnYQInQSDToLJ9p1stL0FI5zeIFq54gY33+NaIbG7vtidW7Ylhy1Qtbprz64xvyudH76qwu3z4iu2swZPVQGZ1rlPVq6oWZ+XyxLKZaDEIqGwQuD3wjLsyOsCqbAQkXoLImwH2P49Yh93wf49Y//uYYs71TUM4CkgvDlZ2k+0BuUEDBh0AqLCOr3891LkFFcgSq9DpF6CUScpPYjo7Y2bSpTjMAR9FQFJoOOVQP369xzou77orry7xWgF5d78CKhquVoBfIXTVQr7l7W9N5pye48zDv/K0B4syvGG1gohQ8gSKoSEMtn61V2ks7/PbP86Bex6jTeM26BcY5q3ATggaaaruHs/ehdYu/+cBTowr+NxPwWI+sZ411dk5Vxg/bdCAOWyQIlFRrFFRpGwXW08fwl6ydqwA1R+j9gHhdMJzy3vEn/ahRT2A+87BvBUY96cCB1PovYTq/1Eaw+W7AFHRZkOKCtDaYEehZZylFl0KNbrYZAcA3hJNY+7lshwaF3010nL4zr8UgfPhdwtQ2uUWItwLmOfXtklpAxh63UGLsG7TiN8FBC2nooEJEmCxRYw62x5/HpZPRKqnVawrnOTGF71+8lzgarm9z2kYAs8hRe35wmn1+0/5iuE9WpcmcWCcsgoQ7k1ze9cHgQMymdG+R6xj3zMAJ3qOAbwFBCebmK1n1idh5gHrN0hlpfqIV28iPJSPcpQARl6WCywBfC24F92DuAd1+XvrQkN/mpV8CXP0JdVum+t12g1dwng1bnt9q4hHYtJtv+cW+El57Qf2wosELZuJm3rUG4qVZev0ArgtTfFi/eWQ5pMVUWrWJc36up7nequqq7qOf+YrxCyNYiHBRWwWG9bP38eIr8YsohV5rd/j7ik0EhMoQkX7AfeNwzgiYiIiCho2A+87xjAU63TeRg/UsDWdWF5GWRZUgbtkSFDFjqN1lxb14eOo2HW4MPrjzYaf91JX1P+PocF8qSodNJiP5CSBNnhllodKlvlPbVtO17NqbzC4796VrUPHNfl7e5yd/OvV9WuQ19UbB8NTzU53zm+fYVTy7usSqeTVQO4obwMsMiqweXsJF6WonqCATwFhHDqclE4dEouS+47Ppdg6wvbFAmdTihpEwboYJB0Sm6y/YZE+08Bd+ds53SJ2hAqgYjWDZ81W171aPae4zTJU+831mV4t3at3HhvenNxXU71BDJ2CMZ7magqvn5W3J2XlJ/ntg+R/eZ3HSQYbI03ymfAZIJk1KtGMVaWYz958OMSVqxjfPjnoNWhdg2PGMATERERUdAI9kLjMwbwVOuE7aKr8w2LgASDTsAQYYGIj4fRZEEEDIiQ9DDqdJq90Biq6tWjHrfCaF1eDhXuLru7P4F7e0Z2v83u3guhcsWkKvX5vUx1R1XnJaVLWcl+E6uECiGgkyWUCQkVqICIbwwpNlL1mRBON8LLtuQ0+9Vf56vCROGOATzVmPAiC1J2KCNL1r8tthOsvUtBe/BmjJQBgwGmhhbE6iNg0ksO/cBby1T2A29fqnY/8HUp5gmlRoWat5RoL0Brufa+Yyr/73mJzmVq2vVjVYIZWNel9zfVD973A185oJO1H3gdSi16VFgs1tGNmzaEhMvKN4vyPWJvGFIaihi4hwP2A+87BvAUEN60dthPtPZcR4vtAyzprdONLUxoFqVXRmI16QC9bSRWeyCv1f+7//vaDqxQ+Xqpjf7o3a5bs19322VVWI+ZN/nlFqEuG6jRS2si1FrSQ+3zQHWb4/nOm5FYLbKEUllCiUWHwgqB0sII6wtNGsEirqDcPuCT/XvE1jBkbyiyf9xd7ssKmTMv2bEbSd8wgK9TqntCct8rTHU5t3rIolz5u1yUAABKJeuIekUV1hPupTIDThebcOq3huiQk4Pei/6Edxb5vWpERBTGpLO/Qt52AGdKkpBXZg34iy3W75FyyfpdY4H1X8fvHqK6hAE8eaWm+YOOAb295cOCCgBAqWx9XlQBXCzXIbsgFsnLPoHxxl6oOJYHuVxAVGgvV3NsjnBrUgyRhqCApYj60BzieOlTkgBJD+jidJALZAiL50ujkgToG7kv61MPMbXYSh6248uEa70puNycZ1zOP045cZIB0BklSNF6WI4dw9lDkbhQpkehram+zGJdQLktcLfYAnfZh1Qa5skHjwym0PiKATzVmNZJz1M3kvaWkTJ7C7xsjc7zyww4U6yDDpGI/jIRCRdkFFY0hiwkyEJSDfQgPNwIJdWkI/gw5Wl/hAPt3v2tx1InWY+7sL0H3JFgTbGyl9Varrv5yHf18XNGNefruUqSBPSS7Qe6JEMHgYKjicgtMSGnGMgvszUA2b5H7N8r9u8ZdzexMlgPPf7q+tjfXSiHqpBtQykvL8fTTz+N7t27Izo6GklJSXjggQdw+vTpKuddvnw52rZti8jISKSkpGDPnj2q10tKSjB58mQ0btwYMTExGDFiBHJzcwO1KUREREREfhOyLfBFRUXYv38/5syZg549e+LSpUt4/PHHcccdd+Dbb791O997772HGTNmYNWqVUhJScHSpUuRnp6Oo0ePolmzZgCA6dOnY8uWLcjIyIDZbMaUKVMwfPhw/Pe//62tzavzHFvcAUB2yIGpEKUAgBLdFQDAZRENADhXokO5bMTlcj0uV8SgzQUzKhzuTNcatY/qNtXIpl4cc3t5vj+I6gZJcr1KlnMuBlcqgJOFFuSVWVvaC0QRgMrvlQrZ+j1j/+5x/k6i0MJ+4H0nCRE+m7p371707dsXx48fR+vWrTXLpKSk4Nprr8WyZcsAALIso1WrVpg6dSpmzZqF/Px8NG3aFOvXr8edd94JADhy5Ag6d+6MrKwsXHfddV7VpaCgAGazGdYbQKt/Ed6voytWcxhIyYubWCVdlNvX9LpIl2kGvXpahD5a+dto+ztSbwYAxKAxACBamBElItFAMsFsMKJ9zyTHSqoF6l3LfIqQoTWqqp3jyKzuynk7emudVc83n+oI+8fb3iuNEMj+3xmUyjLyLMUolIoBAIVSPgDgCi4AAEos1ufllkIAQJntX7sKS4nLqixyocs0OyGXeVVdgWr8UPBjGOZ9+ogAYEF+fj7i4uL8tv7qGDRoEEz/M6NbbC+/LE8Igb/99hxOnjyJFi1a+GWZoShkU2i05OfnQ5IkNGzYUPP1srIy7Nu3D2lpaco0nU6HtLQ0ZGVlAQD27duH8vJyVZlOnTqhdevWShktpaWlKCgoUD2IiIiIiGpb2ATwJSUlePrpp3H33Xe7/bV4/vx5WCwWJCQkqKYnJCQgJycHAJCTk4OIiAiXHwGOZbQsXLgQZrNZebRq1apmG0RERERESicV/nrUByGTA//uu+9i4sSJyvNPP/0UN954IwDrDa133XUXhBBYuXJlUOo3e/ZszJgxQ3leUFBQz4J495cFhUYfj7LTNHs+omo+e3eSOmsOY7GUD4MuEkZhQoQlCsaKSEiQoLP9zvRXupEU5j221CZd+PzGDwkc9bF+EeyJJ+DsKSH2z5aAwFHLaVhQgRL9FVTYxhUpE9ZUmjLZlgNvsT53zoVXluuub2KiMBEyAfwdd9yBlJQU5bk9b8kevB8/fhzbt2/3mKvVpEkT6PV6lx5lcnNzkZiYCABITExEWVkZ8vLyVK3wjmW0mEwmmEym6mwaEREREbkhhP9uBQifOztrJmSa12JjY9G+fXvlERUVpQTvP//8Mz7//HM0btzY4zIiIiLQu3dvZGZmKtNkWUZmZiZSU1MBAL1794bRaFSVOXr0KE6cOKGUISIiIqLaIWAbzMlPj/ogZFrgnZWXl+POO+/E/v378e9//xsWi0XJUY+Pj0dERAQA693Lw4YNw5QpUwAAM2bMwJgxY9CnTx/07dsXS5cuRWFhIcaNGwcAMJvNGD9+PGbMmIH4+HjExcVh6tSpSE1N9boHGiIiIiKiYAnZAP7UqVP4+OOPAQC9evVSvfbFF19gwIABAIBjx47h/PnzymujRo3CuXPnMHfuXOTk5KBXr17YunWr6sbWJUuWQKfTYcSIESgtLUV6ejpWrFgR8G0KZ55GrROS62uyU5dbjtmG9lxEi+3fCls3YCU6A3SSERJ00EtGJMJQmf+ujDdf9UUjT90PWhdW5SJqlTfdeIYzv3aVWkvqwkh+1erOjsiPataVa+X3iuP3jwwZufJPkCFDFuWQhfUeKtk2Eqtzzrvyr9N3knNOvPN6qHaxH3jfhVU/8KGkvvUDD8n9bz2dzvXeAJ1TeZ0uwuU1vW0+ve25zimA79mrS2AC+BDDAD70MIAnqrlABfDfHfyhxgG8RaNfd2FbliYvb3plP/C+GzRoEHQHzegc3csvyxNCYNlJ9gNPREREREQhJGRTaIiIiIio7rPfxOqvZdUHDOCJiIiIKGjYjaTvGMCTVzlzkoffxlp5gxanm4FUOYy2fHZ7DqI9v12CDpJke0CHovJmleuXtLO9qpNf7W5ZoS5c6+0LKQBZfaIOdyrGm+7IG+HwPvH0PeRc/ytluRCQIYSsvGb/nNtz4e3tufbXXQdy0sp39/A9V2/adSlcMIAnIiIioqBhCo3vGMATERERUdAIIeCvThHrS+eKdf+aPBERERFRHcIWeCIiIiIKGgEO5OQrBvBEREREFDQC/stdryfxOwP4OqW6PzslL24dEe57exHQGqFOdnrmMDqdsI48KknW+SSN0VZ1OgMq5OJq5bJJ1RyR1l8C0ZNKWAvH3nPCoNeOYKvLvfuQ9wKVb+yp55xyS5HtddmlnHDqfQa27x7X5Wks3+Pn3sv3e31p/qWgYwBPREREREEjBFNofBWGTWNERERERPUXW+CJiIiIKGh4E6vvGMATERERUdAI23/+WlZ9wBQaIiIiIqIwwhZ4IiIiIgoa3sTqOwbw5BVPl6Qkra63nHpyVHfhZe/my1bU3s2g0r2kDpBlyHIFBCp87qYs2N1IBg4vmJEv2M0jVV+oDkcvSRJkuQxC6ULSonq98rvG6f3vRdewwUq9qC8pH54I4b/AO0Tfun7HiICIiIiIKIywBZ6IiIiIgkYAkHkTq08YwBMRERFR0AgwhcZXTKEhIiIiIgojbIEnIiIioqCxptD4b1n1AQN4IiIiIgoeIfzW81Go9qDkb0yhISIiIiIKI2yBJyIiIqKgkTmQk88YwBMRERFR0Ajr0Fx+W1Z9wAA+yPz5RpOchz/1uhJe1EFyf3uJ0MrEEurR8dR1sy3LNgKr68h5OsgABCogy+VOr1Ut/H59M5ONwhFHeqXaJ4QOsqgAYLF9d3gecdX9d6yP79/w+2KhOo4BPBEREREFDfuB9x0DeCIiIiIKGo7E6jteuyciIiIiCiNsgSciIiKioBGCKTS+Ygs8EREREVEYYQs8EREREQUNu5H0HQN4IiIiIgoaAQHZT7kvop7k0IRNCs0jjzwCSZKwdOnSKssuX74cbdu2RWRkJFJSUrBnzx7V6yUlJZg8eTIaN26MmJgYjBgxArm5uQGqORERERGR/4RFAP/hhx/im2++QVJSUpVl33vvPcyYMQPz5s3D/v370bNnT6Snp+Ps2bNKmenTp2Pz5s3IyMjAzp07cfr0aQwfPjyQm0BEREREGgSsrfD++q8+CPkA/tSpU5g6dSreffddGI3GKssvXrwYEyZMwLhx49ClSxesWrUKDRo0wFtvvQUAyM/Px5tvvonFixdj4MCB6N27N9asWYOvv/4a33zzTaA3h4iIiIgcWPuB99+jPgjpAF6WZdx///146qmn0LVr1yrLl5WVYd++fUhLS1Om6XQ6pKWlISsrCwCwb98+lJeXq8p06tQJrVu3VspoKS0tRUFBgepBREREROHtyy+/xO23346kpCRIkoRNmzapXhdCYO7cuWjevDmioqKQlpaGn3/+OTiVtQnpAP7FF1+EwWDAY4895lX58+fPw2KxICEhQTU9ISEBOTk5AICcnBxERESgYcOGbstoWbhwIcxms/Jo1aqVbxtDRERERC7svdD46+GrwsJC9OzZE8uXL9d8fdGiRXj11VexatUq7N69G9HR0UhPT0dJSUlNN73aQiaAf/fddxETE6M8du7ciVdeeQVr166FJEnBrh5mz56N/Px85fH7778Hu0pEREREYc86kJPw28NXt956KxYsWIBhw4Zp1E1g6dKlePbZZzFkyBD06NEDb7/9Nk6fPu3SUl+bQqYbyTvuuAMpKSnK84yMDJw9exatW7dWplksFjzxxBNYunQpfvvtN5dlNGnSBHq93qVHmdzcXCQmJgIAEhMTUVZWhry8PFUrvGMZLSaTCSaTqZpbVwd4+kBIVWecCY3fipJwnk8GJB2EbboQFYCwOC2nLt6cEjoZexKC/2O5vqib72WiwKg8N1kgRLn1T1HhUs7958qL86wfuh/k5zp02FOfHVUnlsvOzkZOTo4q9dpsNiMlJQVZWVkYPXq0X+rrq5BpgY+NjUX79u2Vx8MPP4z//e9/OHjwoPJISkrCU089hc8++0xzGREREejduzcyMzOVabIsIzMzE6mpqQCA3r17w2g0qsocPXoUJ06cUMoQERERUe0IRArNsmXLVKnPZrMZCxcu9Llu9vRqT+nZwRAyLfDOGjdujMaNG6umGY1GJCYmomPHjsq0QYMGYdiwYZgyZQoAYMaMGRgzZgz69OmDvn37YunSpSgsLMS4ceMAWH81jR8/HjNmzEB8fDzi4uIwdepUpKam4rrrrqu9DSQiIiKigIzEOmXKFDz33HOq1+pSJkXIBvDeOnbsGM6fP688HzVqFM6dO4e5c+ciJycHvXr1wtatW1W/nJYsWQKdTocRI0agtLQU6enpWLFiRTCqT0RERER+ZjKZEBcXV+Pl2NOrc3Nz0bx5c2V6bm4uevXqVePlV1dYBfBaee9a06ZMmaK0yGuJjIzE8uXL3d5tTERERES1Q9ja4P21LH9KTk5GYmIiMjMzlYC9oKAAu3fvxqOPPurXdfkirAJ4IiIiIqpbApFC44srV67gl19+UZ5nZ2fj4MGDiI+PR+vWrTFt2jQsWLAAHTp0QHJyMubMmYOkpCQMHTrUL3WuDgbwRERERFRvffvtt7j55puV5zNmzAAAjBkzBmvXrsXMmTNRWFiIhx9+GHl5ebjhhhuwdetWREZGBqvKDOCJiIiIKHgEENQW+AEDBnjsP16SJMyfPx/z58+vSdX8KmS6kSQiIiIioqqxBZ6IiIiIgsbaf3to3sQaqhjAExEREVHwSDKEF6O6e6O+BPBMoSEiIiIiCiNsgSciIiKioJER3JtYwxEDeCIiIiIKGmsGPFNofMEUGiIiIiKiMMIWeCIiIiIKIutYrP5aUn3AAL4Oqe6bVoJUwxVrrFdyXqbrB1M4XQCSIAFCtr1WoRpUob58IION+5koFPgnkAk+/13kt5+brN9XMiBkN+crL/edh0F7qPbJEJDZC41PmEJDRERERBRG2AJPREREREEjOJCTzxjAExEREVHQsBca3zGFhoiIiIgojLAFnoiIiIiCRrAXGp8xgCciIiKioLGm0Fj8tKz6EcAzhYaIiIiIKIywBZ6IiIiIgoYpNL5jAE8ha//+g4CoAFB/PpBERBzIyT0JEiAxeYCIATwRERERBY2QOBKrrxjAExEREVHQ8CZW3/E6FBERERFRGGELPBEREREFDW9i9R0DeCIiIiIKGiFkyMJPKTSifgTwTKEhIiIiIgojbIEnIiIioqARkJlC4yMG8EREREQURAKCvdD4hCk0RERERERhhC3wRERERBQ0su0/f6gvLfAM4Ckgb3bJq0WqL5cJt0+oSpIU7BpQddWTHhOoPvJPSoQjofzP1/n4OQtt7EbSV0yhISIiIiIKI2yBJyIiIqKgEZAh2A+8T0K+Bf7HH3/EHXfcAbPZjOjoaFx77bU4ceKEx3kyMjLQqVMnREZGonv37vjkk09UrwshMHfuXDRv3hxRUVFIS0vDzz//HMjNICIiIiIN1gQa//1XH4R0AH/s2DHccMMN6NSpE3bs2IH//e9/mDNnDiIjI93O8/XXX+Puu+/G+PHjceDAAQwdOhRDhw7F4cOHlTKLFi3Cq6++ilWrVmH37t2Ijo5Geno6SkpKamOziIiIiIiqTRIhfK1h9OjRMBqNeOedd7yeZ9SoUSgsLMS///1vZdp1112HXr16YdWqVRBCICkpCU888QSefPJJAEB+fj4SEhKwdu1ajB492qv1FBQUwGw2A9AD4A2EziTuk9rFm1jDV+iegonqjPpyY6P3BAAL8vPzERcXF9SaDBo0CPu+OYUGEYl+WZ4QAjn5X+LkyZNo0aKFX5YZikK2BV6WZWzZsgVXX3010tPT0axZM6SkpGDTpk0e58vKykJaWppqWnp6OrKysgAA2dnZyMnJUZUxm81ISUlRymgpLS1FQUGB6kFERERENSQEhJD99qgPQjaAP3v2LK5cuYIXXngBt9xyC/7zn/9g2LBhGD58OHbu3Ol2vpycHCQkJKimJSQkICcnR3ndPs1dGS0LFy6E2WxWHq1ataruphERERERVVvIBPDvvvsuYmJilMfRo0cBAEOGDMH06dPRq1cvzJo1C7fddhtWrVpV6/WbPXs28vPzlcfvv/9e63UgIiIiqmtk3sTqs5DpRvKOO+5ASkqK8rxp06YwGAzo0qWLqlznzp2xa9cut8tJTExEbm6ualpubi4SExOV1+3TmjdvrirTq1cvt8s1mUwwmUxebw8RERERUSCETAt8bGws2rdvrzzMZjOuvfZapSXe7qeffkKbNm3cLic1NRWZmZmqadu2bUNqaioAIDk5GYmJiaoyBQUF2L17t1KGiIiIiGqJsPYD769HfRAyLfBannrqKYwaNQo33XQTbr75ZmzduhWbN2/Gjh07lDIPPPAAWrRogYULFwIAHn/8cfTv3x8vv/wyBg8ejA0bNuDbb7/F6tWrAQCSJGHatGlYsGABOnTogOTkZMyZMwdJSUkYOnRoELaSiIiIqP4StiQa/yyrfvQ4FNIB/LBhw7Bq1SosXLgQjz32GDp27IgPPvgAN9xwg1LmxIkT0OkqLyT069cP69evx7PPPotnnnkGHTp0wKZNm9CtWzelzMyZM1FYWIiHH34YeXl5uOGGG7B161aP/csTEREREYWCkO4HPpSxH3jP2A98LWM/8OGLp2CigKsvrbLeC61+4Hd//SsijU38sjwhBC5e2Vfn+4EP6RZ4IiIiIqrrZAj4J3e9vvxYC5mbWImIiIiIqGpsgSciIiKioBG2kVj9taz6gAE8EREREQUPA3ifMYWGiIiIiCiMsAWeiIiIiILG2gs8+4H3BQN4IiIiIgoimSk0PmIKDRERERFRGGELPBEREREFjRAyhPBTP/D1pAWeATwRERERBY2AgGAOvE+YQkNEREREFEbYAk9EREREQcR+4H3FFngiIiIiojDCFngKiPqSgxYy6kmLAxER1T2CI7H6jAE8EREREQWRzJtYfcQUGiIiIiKiMMIWeCIiIiIKGqbQ+I4BPBEREREFjWAvND5jCg0RERERURhhCzwRERERBZEA/HQTK+rJTawM4ImIiIgoeITMFBofMYWGiIiIiCiMsAWeiIiIiIJGQLAfeB8xgCciIiKioGE3kr5jCg0RERERURhhC3w1Vf7Cqx+/9IiIiKiusMYuodNaLQOw+GlZobJNgcUAvpouXLhg+8tf3R4RERER1Z4LFy7AbDYHuxoAB3LyGQP4aoqPjwcAnDhxIkTe/OSLgoICtGrVCr///jvi4uKCXR3yEY9feOPxC388huEtPz8frVu3VmIZCj8M4KtJp7PePmA2m3nyCmNxcXE8fmGMxy+88fiFPx7D8GaPZYJPBgdy8k2oHDkiIiIiIvICW+CJiIiIKHiEgN9a4JkDT56YTCbMmzcPJpMp2FWhauDxC288fuGNxy/88RiGt1A7fsLh/zVfVv0I4CVRX27XJSIiIqKQMmjQIGzf/hUkSe+X5VnD2lKcPHkSLVq08MsyQxFb4ImIiIgoiGQAkp+WVT/apXkTKxEREREFlxD+eVQzgF++fDnatm2LyMhIpKSkYM+ePf7dPj9jAE9ERERE9dZ7772HGTNmYN68edi/fz969uyJ9PR0nD17NthVc4sBPBEREREFkQwBi18e9t5sSktLUVBQoHqUlpZqrn3x4sWYMGECxo0bhy5dumDVqlVo0KAB3nrrrVrcB75hDjwRERERBcWwYcNQWFjo12UmJSXhrbfewl//+lfV9Hnz5uG5555TTSsrK8O+ffswe/ZsZZpOp0NaWhqysrL8Wi+/EvXUBx98IP7v//5PxMfHCwDiwIEDLmWKi4vFpEmTRHx8vIiOjhbDhw8XOTk5Hpcry7KYM2eOSExMFJGRkWLQoEHip59+UpW5cOGCuOeee0RsbKwwm83iwQcfFJcvX/bn5tVLY8aMsSe/KY/09PQq51u2bJlo06aNMJlMom/fvmL37t2q16vzPiDfVXUcnG3cuFF07NhRmEwm0a1bN7FlyxbV6958Fqnm5s2b5/K569ixo8d5eOyCZ+fOneK2224TzZs3FwDEhx9+qHq9uvue59HaU9Ux5HehVUlJicjPz1c9SkpKXMqdOnVKABBff/21avpTTz0l+vbtW1vV9Vm9TaEpLCzEDTfcgBdffNFtmenTp2Pz5s3IyMjAzp07cfr0aQwfPtzjchctWoRXX30Vq1atwu7duxEdHY309HSUlJQoZe699158//332LZtG/7973/jyy+/xMMPP+y3bavPbrnlFpw5c0Z5/POf//RY3pu8t+q8D8g3vuYffv3117j77rsxfvx4HDhwAEOHDsXQoUNx+PBhpYw3n0Xyj65du6o+d7t27XJblscuuAoLC9GzZ08sX75c8/Xq7HueR2tXVccQ4HchYO3rPi4uTvUIlX7v/SLYvyCCLTs7W7MFPi8vTxiNRpGRkaFM+/HHHwUAkZWVpbksWZZFYmKieOmll1TLMZlM4p///KcQQogffvhBABB79+5Vynz66adCkiRx6tQpP25Z/TNmzBgxZMgQn+bp27evmDx5svLcYrGIpKQksXDhQiFE9d4H5LuqjoOzu+66SwwePFg1LSUlRUycOFEI4d1nkfxj3rx5omfPnl6X57ELHXBqva3uvud5NHicj6EQ/C70VWlpqdDr9S778YEHHhB33HFHcCrlhXrbAl+Vffv2oby8HGlpacq0Tp06oXXr1m5zorKzs5GTk6Oax2w2IyUlRZknKysLDRs2RJ8+fZQyaWlp0Ol02L17d4C2pv7YsWMHmjVrho4dO+LRRx/FhQsX3Ja15705Hi/nvLfqvA/IN94cB2dZWVmq8gCQnp6ulPfms0j+8/PPPyMpKQnt2rXDvffeixMnTrgty2MXuqqz73keDU38LvReREQEevfujczMTGWaLMvIzMxEampqEGvmGQN4N3JychAREYGGDRuqpickJCAnJ8ftPPYy7ubJyclBs2bNVK8bDAbEx8e7XS5555ZbbsHbb7+NzMxMvPjii9i5cyduvfVWWCwWzfLnz5+HxWKp8nj5+j4g33hzHJzl5ORUedzs07xdJlVPSkoK1q5di61bt2LlypXIzs7GjTfeiMuXL2uW57ELXdXZ9zyPhh5+F/puxowZeOONN7Bu3Tr8+OOPePTRR1FYWIhx48YFu2pu1YteaN59911MnDhRef7pp5/ixhtvDGKNqKa0juno0aOV5927d0ePHj1w1VVXYceOHRg0aFAwqklU5916663K3z169EBKSgratGmDjRs3Yvz48UGsGVH9xO9C340aNQrnzp3D3LlzkZOTg169emHr1q0uP2pCSb1ogb/jjjtw8OBB5eGYvuJOYmIiysrKkJeXp5qem5uLxMREt/PYy7ibJzEx0eXGvIqKCly8eNHtcsmVN8e0Xbt2aNKkCX755RfNZTRp0gR6vb7K4+Xr+4B8481xcJaYmFjlcbNP83aZ5B8NGzbE1Vdf7fZzx2MXuqqz73keDX38LvTOlClTcPz4cZSWlmL37t1ISUkJdpU8qhcBfGxsLNq3b688oqKiqpynd+/eMBqNqpyoo0eP4sSJE25zopKTk5GYmKiap6CgALt371bmSU1NRV5eHvbt26eU2b59O2RZDvk3Syjx5piePHkSFy5cQPPmzTWX4U3eW3XeB+Sb6uQfpqamqsoDwLZt25Ty3nwWKTCuXLmCY8eOuf3c8diFrurse55HQx+/C+uoYN9FGywXLlwQBw4cEFu2bBEAxIYNG8SBAwfEmTNnlDKPPPKIaN26tdi+fbv49ttvRWpqqkhNTVUtp2PHjuJf//qX8vyFF14QDRs2FB999JH43//+J4YMGSKSk5NFcXGxUuaWW24Rf/jDH8Tu3bvFrl27RIcOHcTdd98d+I2uwy5fviyefPJJkZWVJbKzs8Xnn38urrnmGtGhQwdVv68DBw4Ur732mvJ8w4YNwmQyibVr14offvhBPPzww6Jhw4aqvm29eR9QzVR1HO6//34xa9Yspfx///tfYTAYxN/+9jfx448/innz5gmj0SgOHTqklPHms0g198QTT4gdO3aI7Oxs8d///lekpaWJJk2aiLNnzwoheOxCzeXLl8WBAwfEgQMHBACxePFiceDAAXH8+HEhhHf7nufR4PJ0DPldWH/U2wB+zZo1LgMdABDz5s1TytgHLWjUqJFo0KCBGDZsmCrAF8LahdOaNWuU5/ZBMBISEoTJZBKDBg0SR48eVc1z4cIFcffdd4uYmBgRFxcnxo0bx4GcaqioqEj88Y9/FE2bNhVGo1G0adNGTJgwwWWQiTZt2qiOsRBCvPbaa6J169YiIiJC9O3bV3zzzTeq1715H1DNeToO/fv3F2PGjFGV37hxo7j66qtFRESE6Nq1q9vBgDx9FqnmRo0aJZo3by4iIiJEixYtxKhRo8Qvv/yivM5jF1q++OILze8++zHyZt/zPBpcno4hvwvrD0kIIWq50Z+IiIiIiKqpXuTAExERERHVFQzgiYiIiIjCCAN4IiIiIqIwwgCeiIiIiCiMMIAnIiIiIgojDOCJiIiIiMIIA3giIiIiojDCAJ6IiIiIKIwwgCciqkVvvvkm/vjHPwZl3bNmzcLUqVODsm4iIvIfjsRKRFRLSkpK0K5dO2RkZOD666+v9fWfP38e7dq1w8GDB9GuXbtaXz8REfkHW+CJiGrJ+++/j7i4uKAE7wDQpEkTpKenY+XKlUFZPxER+QcDeCIiH507dw6JiYl4/vnnlWlff/01IiIikJmZ6Xa+DRs24Pbbb1dNGzt2LIYOHYrnn38eCQkJaNiwIebPn4+Kigo89dRTiI+PR8uWLbFmzRplnt9++w2SJGHjxo248cYbERUVhWuvvRY//fQT9u7diz59+iAmJga33norzp07p1rf7bffjg0bNvhpTxARUTAwgCci8lHTpk3x1ltv4bnnnsO3336Ly5cv4/7778eUKVMwaNAgt/Pt2rULffr0cZm+fft2nD59Gl9++SUWL16MefPm4bbbbkOjRo2we/duPPLII5g4cSJOnjypmm/evHl49tlnsX//fhgMBtxzzz2YOXMmXnnlFXz11Vf45ZdfMHfuXNU8ffv2xcmTJ/Hbb7/5ZV8QEVHtYw48EVE1TZ48GZ9//jn69OmDQ4cOYe/evTCZTJpl8/Ly0KhRI3z55Ze48cYbleljx47Fjh078Ouvv0Kns7apdOrUCc2aNcOXX34JALBYLDCbzfj73/+O0aNH47fffkNycjL+/ve/Y/z48QCsrft33303MjMzMXDgQADACy+8gLVr1+LIkSPK+goKCmA2m7Fjxw70798/IPuFiIgCyxDsChARhau//e1v6NatGzIyMrBv3z63wTsAFBcXAwAiIyNdXuvatasSvANAQkICunXrpjzX6/Vo3Lgxzp49q5qvR48eqnkAoHv37qppzvNERUUBAIqKiqrcPiIiCk1MoSEiqqZjx47h9OnTkGW5ypSUxo0bQ5IkXLp0yeU1o9Goei5JkuY0WZbdzidJkuY053kuXrwIwJoGRERE4YkBPBFRNZSVleG+++7DqFGj8Je//AUPPfSQS2u3o4iICHTp0gU//PBDLdbS1eHDh2E0GtG1a9eg1oOIiKqPATwRUTX86U9/Qn5+Pl599VU8/fTTuPrqq/Hggw96nCc9PR27du2qpRpq++qrr5Sea4iIKDwxgCci8tGOHTuwdOlSvPPOO4iLi4NOp8M777yDr776ymMf6+PHj8cnn3yC/Pz8Wqyt2oYNGzBhwoSgrZ+IiGqOvdAQEdWikSNH4pprrsHs2bNrfd2ffvopnnjiCfzvf/+DwcA+DIiIwhVb4ImIatFLL72EmJiYoKy7sLAQa9asYfBORBTm2AJPRERERBRG2AJPRERERBRGGMATEREREYURBvBERERERGGEATwRERERURhhAE9EREREFEYYwBMRERERhREG8EREREREYYQBPBERERFRGGEAT0REREQURhjAExERERGFEQbwRERERERhhAE8EREREVEYYQBPRERERBRGGMATEREREYURBvBERERERGGEATwRERERURhhAE9EREREFEYYwBMRERERhREG8EREREREYYQBPBERERFRGGEAT0REREQURhjAExERERGFEQbwRERERERhhAE8EREREVEYYQBPRERERBRGGMATEREREYURBvBERERERGGEATwRERERURhhAE9EREREFEYYwBMRERERhREG8EREREREYYQBPBERERFRGGEAT0REREQURhjAE9Uxv/32GyRJwtq1a32ed8eOHZAkCTt27Kiy7IABAzBgwACf1xFOnnvuOUiSVGvrkyQJzz33XK2tr7quXLmChx56CImJiZAkCdOmTQt2lYiI6hUG8ERhZu3atZAkSfMxa9asYFevznv++eexadOmYFfDr1asWOHTD77nn38ea9euxaOPPop33nkH999/v9/q8u6770KSJMTExHg9T15eHh5++GE0bdoU0dHRuPnmm7F//36f1rt582bcfvvtSEhIQEREBOLj43HTTTfh5ZdfRkFBgaps27Ztcdttt2kux/4j+P333/dp/UREvjAEuwJEVD3z589HcnKyalq3bt3Qpk0bFBcXw2g0Bqlmdcezzz7r8qPo+eefx5133omhQ4cGp1IBsGLFCjRp0gRjx471qvz27dtx3XXXYd68eX6tx5UrVzBz5kxER0d7PY8syxg8eDC+++47PPXUU2jSpAlWrFiBAQMGYN++fejQoUOV848fPx5r165F9+7dMWnSJLRq1QqXL19GVlYWnn32WXzyySfIzMys6eYREfkNA3iiMHXrrbeiT58+mq9FRkbWcm3qJoPBAIOBp0lnZ8+eRZcuXfy+3AULFiA2NhY333yz11c53n//fXz99dfIyMjAnXfeCQC46667cPXVV2PevHlYv369x/kXLVqEtWvXYvr06Xj55ZdVKVOPP/44zpw5g7fffrva20REFAhMoSGqY9zlwB85cgR33nkn4uPjERkZiT59+uDjjz/2apmrV6/GVVddhaioKPTt2xdfffWV1/WRJAlTpkxBRkYGunTpgqioKKSmpuLQoUMAgNdffx3t27dHZGQkBgwYgN9++001/1dffYWRI0eidevWMJlMaNWqFaZPn47i4mKXddnXERkZiW7duuHDDz/E2LFj0bZtW5f987e//U3ZLpPJhGuvvRZ79+5VLc85B16SJBQWFmLdunVK2pK91dp5Pe6WAQClpaWYPn06mjZtitjYWNxxxx04efKk5v47deoUHnzwQSQkJMBkMqFr165466233O1ulTVr1mDgwIFo1qwZTCYTunTpgpUrV6rKtG3bFt9//z127typbJO7exvs6SHZ2dnYsmWLUt75mFXHzz//jCVLlmDx4sU+/Wh6//33kZCQgOHDhyvTmjZtirvuugsfffQRSktL3c5bVFSEF198EV27dsVLL72keb9D8+bN8fTTT/u2MQ7s7zd3DyKi6mDTElGYys/Px/nz51XTmjRpoln2+++/x/XXX48WLVpg1qxZiI6OxsaNGzF06FB88MEHGDZsmNv1vPnmm5g4cSL69euHadOm4ddff8Udd9yB+Ph4tGrVyqu6fvXVV/j4448xefJkAMDChQtx2223YebMmVixYgUmTZqES5cuYdGiRXjwwQexfft2Zd6MjAwUFRXh0UcfRePGjbFnzx689tprOHnyJDIyMpRyW7ZswahRo9C9e3csXLgQly5dwvjx49GiRQvNOq1fvx6XL1/GxIkTIUkSFi1ahOHDh+PXX391m370zjvv4KGHHkLfvn3x8MMPAwCuuuoqr/aBo4ceegj/+Mc/cM8996Bfv37Yvn07Bg8e7FIuNzcX1113nfIjqGnTpvj0008xfvx4FBQUVHnz6MqVK9G1a1fccccdMBgM2Lx5MyZNmgRZlpVjsXTpUkydOhUxMTH405/+BABISEjQXF7nzp3xzjvvYPr06WjZsiWeeOIJANaAGYDL+9Gd2NhYmEwm1bRp06bh5ptvxv/7f/8PGzdu9Go5AHDgwAFcc8010OnU7VF9+/bF6tWr8dNPP6F79+6a8+7atQt5eXl48sknodfrvV4nAJSXl2tub35+vup506ZN8c4777jMO336dERERPi0TiIihSCisLJmzRoBQPMhhBDZ2dkCgFizZo0yz6BBg0T37t1FSUmJMk2WZdGvXz/RoUMHZdoXX3whAIgvvvhCCCFEWVmZaNasmejVq5coLS1Vyq1evVoAEP3796+yvgCEyWQS2dnZyrTXX39dABCJiYmioKBAmT579mwBQFW2qKjIZZkLFy4UkiSJ48ePK9O6d+8uWrZsKS5fvqxM27FjhwAg2rRpo0yz75/GjRuLixcvKtM/+ugjAUBs3rxZmTZv3jzhfJqMjo4WY8aMcanTmDFjVOtxt4yDBw8KAGLSpEmqcvfcc48AIObNm6dMGz9+vGjevLk4f/68quzo0aOF2WzW3DeOtF5PT08X7dq1U03r2rWrV8fSrk2bNmLw4MEu0929L50fju9NIYT497//LQwGg/j++++FENZ9GR0d7VVdoqOjxYMPPugyfcuWLQKA2Lp1q9t5X3nlFQFAbNq0STW9oqJCnDt3TvWQZVm1/VVtY0ZGhtv1Tpo0Sej1erF9+3avtpGIyBlb4InC1PLly3H11VdXWe7ixYvYvn075s+fj8uXL+Py5cvKa+np6Zg3bx5OnTql2VL97bff4uzZs5g/f76qtXDs2LF46qmnvK7roEGDVOklKSkpAIARI0YgNjbWZfqvv/6qlI+KilJeLywsRHFxMfr16wchBA4cOIDWrVvj9OnTOHToEJ555hlV7yX9+/dH9+7dXXoRAYBRo0ahUaNGyvMbb7xRWXcgffLJJwCAxx57TDV92rRpqnxtIQQ++OAD3HXXXRBCqFp709PTsWHDBuzfvx/XX3+923U57rv8/HyUl5ejf//++Oyzz5Cfnw+z2eyvzQIAbNu2zatyXbt2Vf4uKyvD9OnT8cgjj1Qrr764uNilNR+ovA9EK9XKzv6+cO7x5tChQ/jDH/6gmnbu3DnVFa6UlBQsWLDAZZnfffcdnnzySbfrfPvtt7FixQq8/PLLuPnmm92WIyLyhAE8UZjq27ev25tYHf3yyy8QQmDOnDmYM2eOZpmzZ89qBvDHjx8HAJeePIxGI9q1a+d1XVu3bq16bg8cnVNw7NMvXbqkTDtx4gTmzp2Ljz/+WDUdqExXsNezffv2Lutu3769ZpeCznWyB/PO6/C348ePQ6fTuaTedOzYUfX83LlzyMvLw+rVq7F69WrNZZ09e9bjuv773/9i3rx5yMrKQlFRkeq1QATwaWlpPs+zZMkSnD9/Hn/+85+rtc6oqCjNPPeSkhLldXfsPx6vXLmimt6+fXvlx8jbb7/tkgIDWNPVtLbXU/7+wYMH8cgjj+Duu+/GjBkz3JYjIqoKA3iiOk6WZQDAk08+ifT0dM0yWoGvP7nLL3Y3XQgBALBYLPi///s/XLx4EU8//TQ6deqE6OhonDp1CmPHjlW2zZ91sq/bV+5uSLRYLNVann3b7rvvPowZM0azTI8ePdzOf+zYMQwaNAidOnXC4sWL0apVK0REROCTTz7BkiVLarTv3MnJyfGqnNlsRlRUFPLz87FgwQJMmjQJBQUFSov4lStXIITAb7/9hgYNGqBZs2Zul9W8eXOcOXPGZbp9WlJSktt5O3XqBAA4fPgwhgwZokyPiYlRgvNdu3Z5tU1VuXTpEkaMGIGrr74af//73/2yTCKqvxjAE9Vx9pZyo9HocwtpmzZtAFh7CBk4cKAyvby8HNnZ2ejZs6f/Kqrh0KFD+Omnn7Bu3To88MADynTnVA17PX/55ReXZWhNqwl3gXqjRo2Ql5fnMt1+dcCuTZs2kGUZx44dU7W6Hz16VFXO3kONxWKpVsv25s2bUVpaio8//lh1teGLL75wKeuv3lCaN2/uVbk1a9Zg7NixuHTpEq5cuYJFixZh0aJFLuWSk5MxZMgQj11K9urVC1999RVkWVbdyLp79240aNDAY5rZjTfeCLPZjA0bNmD27NkuN8L6iyzLuPfee5GXl4fPP/8cDRo0CMh6iOqyc+fO4dy5cwHpwjYcsRtJojquWbNmGDBgAF5//XXNlspz5865nbdPnz5o2rQpVq1ahbKyMmX62rVrNYNVf7O3kju2igsh8Morr6jKJSUloVu3bnj77bdV6RA7d+5Uuqv0l+joaM1tv+qqq5Cfn4///e9/yrQzZ87gww8/VJW79dZbAQCvvvqqavrSpUtVz/V6PUaMGIEPPvgAhw8fdlmfp+Nmnx9Q77v8/HysWbPG623y1bZt27x62K8ENWvWDB9++KHL4+abb0ZkZCQ+/PBDzJ49W1n+mTNncOTIEZSXlyvT7rzzTuTm5uJf//qXMu38+fPIyMjA7bffrpkfb9egQQPMnDkThw8fxqxZszSvvlT3ioyjP//5z/jss8/wz3/+02XwNSLyzvjxQ9GnzzWa32P1EVvgieqB5cuX44YbbkD37t0xYcIEtGvXDrm5ucjKysLJkyfx3Xffac5nNBqxYMECTJw4EQMHDsSoUaOQnZ2NNWvW+JQDX12dOnXCVVddhSeffBKnTp1CXFwcPvjgA8089eeffx5DhgzB9ddfj3HjxuHSpUtYtmwZunXr5pLjXBO9e/fG559/jsWLFyMpKQnJyclISUnB6NGj8fTTT2PYsGF47LHHUFRUhJUrV+Lqq69W5eD36tULd999N1asWIH8/Hz069cPmZmZmlcKXnjhBXzxxRdISUnBhAkT0KVLF1y8eBH79+/H559/josXL7qt5x//+EdERETg9ttvx8SJE3HlyhW88cYbaNasmcsXYO/evbFy5UosWLAA7du3R7NmzVRXXLzl65WCBg0aaI5ou2nTJuzZs8fltdmzZ2PdunXIzs5WbnK+8847cd1112HcuHH44YcflJFYLRaLV3n1s2bNwo8//oiXXnoJ//nPfzBixAi0bNkSly79//buPD6K+v4f+OszeyUcSQQkAQSNlYoXUEFjvJV8DdaLyteiXw9UqtUCirFaaRW82nhURQXhp1bQfqUo/Sr1xGIsqDWggHhUpUpRREy4TEKuPWY+vz92d3YmO7vZSXazu9nX08dKdnZm9rOz13s/8/68Pz9g48aNWL58OQYPHtzlydE++eQT3HXXXTj55JOxc+dO/O///q/p9ksuuaRL+yXKJWvXrsVbb23EceWH4+67f4UFC17sfKPeLj3Fb4ioq8JlJD/44APL263KSEop5ZYtW+Rll10mS0pKpMvlksOGDZNnn322/Otf/6qv07GMZNhjjz0mS0tLpcfjkePHj5dvv/22POWUUxIuIzl9+nTLNt5///2m5eH7N5bg++yzz2RFRYXs16+fHDRokLzqqqvkRx99ZPkYly1bJkeNGiU9Ho888sgj5UsvvSQnT54sR40a1el9h9tqLONoVUbyiy++kCeffLLMz8+XAEwlJf/+97/LI488UrrdbnnooYfK//3f/7XcR1tbm7zuuuvkwIEDZd++feU555wjv/3226j7l1LK+vp6OX36dDl8+HDpcrlkSUmJnDBhgnz88cej2t/RSy+9JEePHi3z8vLkQQcdJO+991751FNPRZXqrKurk2eddZbs379/QuVBY5WRTJZYZSSnTp0a1XYppdy7d6+cNm2aHDhwoOzTp4885ZRTYr4/YnnxxRflT3/6U7n//vtLp9Mpi4qK5Iknnijvv/9+2dDQYFo33uPv+BoOX491IaL4NE2Tp572Ezn7t5fIjz9ZLPPy3PI///lPupuVdkLKJJwfJCLKUGPHjsX++++fcIlDIiLKHG+++SZ+/vPz8eVXS1FU1A9XXF4NAHjmmTfS3LL0Yg48EfUKfr8fgUDAtGz16tX46KOPcOqpp6anUURE1GVSSsz+7UzcdPNFKCoKztcwZ+7lWL58Nf71r3+luXXpxR54IuoVvv76a1RUVOCSSy7B0KFD8cUXX2DRokUoLCzEp59+ioEDB6a7iUREZMOLL76IX/3qF/j3l8+iT5/IOJTrZj6MHTv24MUX305j69KLATwR9QqNjY24+uqr8c9//hO7du1C3759MWHCBNxzzz1RkyYREVFmU1UVo0f/CNf+ahKuvXaS6ba6ur348ciLsXr12zjmmGPS08A0S2sKzdtvv41zzjkHQ4cOhRAiqtavlBJz5szBkCFDkJ+fj4qKCnz55Zed7nfBggU46KCDkJeXh7KyMrz//vum29vb2zF9+nQMHDgQ/fr1w+TJk1FfX5/Mh0ZEPaywsBDPPfcctm/fDq/Xi71792L58uUM3omIstCzzz6L1lYvpk07K+q2kpIBmDHzfMyefW0aWpYZ0hrAt7S0YMyYMViwYIHl7ffddx8eeeQRLFq0COvWrUPfvn1RWVmpT5Ft5bnnnkNVVRXmzp2LjRs3YsyYMaisrDRNOX7DDTfg5ZdfxvLly7FmzRrs2LED559/ftIfHxERERHZ4/P5MHfubzB37uVwu12W69x004VYv/4LvPXWWz3cusyQMSk0Qgi8+OKLet1fKSWGDh2KG2+8Eb/+9a8BBE+RFxcXY8mSJbjwwgst91NWVoZjjjkG8+fPBxCcAW/48OGYOXMmbrnlFjQ2NmL//ffH0qVL8d///d8AgC+++AKHHXYYamtrcdxxx6X+wRIRERGRpfkLZmHhYyvw4aY/6ZPSWamu/l+88kotat/7NGkzSmeLjJ3IaevWrairqzNNDFJYWIiysjLU1tZaBvA+nw8bNmwwzdynKAoqKipQW1sLANiwYQP8fr9pv6NGjcKIESPiBvBerxder1e/rmka9u7di4EDB+bci4aIiIiyl5QS+/btw9ChQ6EomVWQsKWlBb+/+8+YP39W3OAdAGbOnIxHH3kBL7/8Ms4999weamFmyNgAvq6uDgBQXFxsWl5cXKzf1tHu3buhqqrlNl988YW+X7fbjaKiooT3CwDV1dUJzepHRERElA2+/fZbHHDAAeluhskjj1bhgOGDcd6kEztdt1+/fPz2d5fgd7+bhbPPPjvjfoykUsYG8Jlm9uzZqKqq0q83NjZixIgRCA4jYA88GfH1QESU2TIieziNJAAN/fv3T3dDTBoaGnD/fX/BX5bNTTi74aqrzsZDDz6Pv/zlL7j44otT3MLMkbEBfElJCQCgvr4eQ4YM0ZfX19dj7NixltsMGjQIDocjqqJMfX29vr+SkhL4fD40NDSYeuGN61jxeDzweDwWtwgwYCMjwdcDEVFGy/XwPSzTUoDvu38mxv7kEFRUjEt4G4/HjTlzLsecOTfj5z//OVwu60GvvU3GnmsoLS1FSUkJampq9GVNTU1Yt24dysvLLbdxu90YN26caRtN01BTU6NvM27cOLhcLtM6mzdvxrZt22Lul4iIiIhSp76+Ho88/FfcddcvbG978SX/BbfbiSef/E0KWpaZ0hrANzc3Y9OmTdi0aROA4MDVTZs2Ydu2bRBCYNasWbj77rvx0ksv4ZNPPsFll12GoUOH6pVqAGDChAl6xRkAqKqqwhNPPIGnn34an3/+Oa699lq0tLTgiiuuABAcCDtt2jRUVVXhH//4BzZs2IArrrgC5eXlrEBDRERElAa///2vcPrpR+O44w63va3T6cAdd1yJu+/+M9ra2lLQusyT1hSa9evX47TTTtOvh3PMp06diiVLluDmm29GS0sLrr76ajQ0NODEE0/EypUrkZcXmU53y5Yt2L17t359ypQp2LVrF+bMmYO6ujqMHTsWK1euNA1sfeihh6AoCiZPngyv14vKyko89thjPfCIiYiIiMjom2++wRNPvILatQu7vI/zJ5+M++5bikfnV+Hmm7q+n2yRMXXgs01TUxMKCwsBOMAceDJiDjwRUWaTOZ8FLwGoaGxsREFBQbobgyuv/Cm8Xj+e+fPvurWfN954H5de8nts3fptRjyuVMrYHHgiIiIi6t2++OIL/OUvNZh7++Xd3tcZZxyDI48qxf1/nNn9hmU49sB3EXvgKRb2wBMRZTb2wGdOD/yll56BPn3y8NjCqs5XTsB7732Kn555M3bsqM+4MpnJxB54IiIiIkqLHTvULg1cjaW8/Ag0N7ehqakpafvMRBlbB56IiIiIcoCUgKYlb185gD3wRERERERZhD3wRERERJQ+7IG3jQE8EREREaUPA3jbmEJDRERERJRF2ANPREREROkjZfJ6znOkB54BPGWUnKyhLrLxMfPkXeZL0uloooyjoNPXdydBnN3vGtaNTzGm0NjGb2EiIiIioizCHngiIiIiSh+NPfB2sQeeiIiIiCiLsAeeiIiIiNJHauyBt4kBPBERERGlDwex2sYUGiIiIiKiLMIeeCIiIiJKH/bA28YAnoiIiIjSR0oIyQDeDqbQEBERERFlEfbAExEREVH6sAqNbQzgKWMdffRP0t2EniHsTemdGXjyLvMl6cuQKMNs3PhRuptAySYRnMwpKfvKjQCe38JERERERFmEPfBERERElD4aU2jsYgBPREREROnDMpK2MYWGiIiIiCiLsAeeiIiIiNJHymAlmmTtKwcwgCciIiKi9GEKjW1MoSEiIiIiyiLsgaeMIRC/HrrVb+psrKCeWfgbPnv08rruOdJrRl1gOVeGgrjvifA2SXpddfb9FCYtv6moU1KyDrxN/PYmIiIiIsoi7IEnIiIiovRhDrxtDOCJiIiIKH04kZNtTKEhIiIiIsoi7IEnIiIiorQRUkKwB96WjO6BV1UVt912G0pLS5Gfn48f/ehHuOuuuyA7eXJWr16No48+Gh6PB4cccgiWLFkStc6CBQtw0EEHIS8vD2VlZXj//fdT9CiIiIiIKC4pk3fJARkdwN97771YuHAh5s+fj88//xz33nsv7rvvPjz66KMxt9m6dSvOOussnHbaadi0aRNmzZqFX/ziF3jjjTf0dZ577jlUVVVh7ty52LhxI8aMGYPKykrs3LmzJx4WEREREVGXZXQKzXvvvYfzzjsPZ511FgDgoIMOwl/+8pe4veWLFi1CaWkpHnjgAQDAYYcdhnfffRcPPfQQKisrAQAPPvggrrrqKlxxxRX6Nq+++iqeeuop3HLLLSl+VERERESk4yBW2zK6B/74449HTU0N/v3vfwMAPvroI7z77rs488wzY25TW1uLiooK07LKykrU1tYCAHw+HzZs2GBaR1EUVFRU6OtY8Xq9aGpqMl2IiIiIqJvCZSSTdckBGd0Df8stt6CpqQmjRo2Cw+GAqqr4/e9/j4svvjjmNnV1dSguLjYtKy4uRlNTE9ra2vDDDz9AVVXLdb744ouY+62ursYdd9zRvQdERERERNRNGd0D//zzz+PZZ5/F0qVLsXHjRjz99NP44x//iKeffrrH2zJ79mw0Njbql2+//bbH20BERETU60gJaEm85ICM7oG/6aabcMstt+DCCy8EABx11FH45ptvUF1djalTp1puU1JSgvr6etOy+vp6FBQUID8/Hw6HAw6Hw3KdkpKSmG3xeDzweDzdfEREREREZKJxJla7MroHvrW1FYpibqLD4YAW50kuLy9HTU2NadmqVatQXl4OAHC73Rg3bpxpHU3TUFNTo69DRERERJSpMroH/pxzzsHvf/97jBgxAkcccQQ+/PBDPPjgg7jyyiv1dWbPno3vvvsOzzzzDADgmmuuwfz583HzzTfjyiuvxFtvvYXnn38er776qr5NVVUVpk6divHjx+PYY4/FvHnz0NLSolelISIiIqIeItkDb1dGB/CPPvoobrvtNvzqV7/Czp07MXToUPzyl7/EnDlz9HW+//57bNu2Tb9eWlqKV199FTfccAMefvhhHHDAAXjyySf1EpIAMGXKFOzatQtz5sxBXV0dxo4di5UrV0YNbCUiIiKiVEviBEw5EsAL2dm0pmSpqakJhYWFABwARLqb02sIw7E8+uif6H/HepFm5JEXqWqVvYw3YffodLvdGZ2Rl0Jd7DVKwkevjPnOsCNDSq7xq4g6E/qM2rjxo9CCOK/dNL2ekvOe7AkSgIrGxkYUFBSktSUTJkzApScXY+rZxyZlf1JKOI6pwvbt2zFs2LCk7DMTZXQPPBERERH1chzEaluudpkREREREWUl9sATERERUfrIJNZvz5EeeAbwRERERJQ+rEJjG1NoiIiIiIiyCAN4IiIiIkqfcA98si42LFy4EKNHj0ZBQQEKCgpQXl6O119/Xb+9vb0d06dPx8CBA9GvXz9MnjwZ9fX1yT4CtjGAJyIiIqL00WRyLzYccMABuOeee7BhwwasX78ep59+Os477zz861//AgDccMMNePnll7F8+XKsWbMGO3bswPnnn5+Ko2ALc+CJiIiIKCedc845puu///3vsXDhQqxduxYHHHAA/vSnP2Hp0qU4/fTTAQCLFy/GYYcdhrVr1+K4445LR5MBsAeeiIiIiNJKAlJL3gWA1+tFU1OT6eL1euO2QlVVLFu2DC0tLSgvL8eGDRvg9/tRUVGhrzNq1CiMGDECtbW1KT0inWEAT0RERETpk4IUmvnz56OwsNB0qa6utrz7Tz75BP369YPH48E111yDF198EYcffjjq6urgdrtRVFRkWr+4uBh1dXWpPipxMYWGiIiIiHqVGTNm4Pbbbzct83g8luseeuih2LRpExobG/HXv/4VU6dOxZo1a3qglV3HAJ6IiIiI0icFdeA9Hg8KCgoS2sTtduOQQw4BAIwbNw4ffPABHn74YUyZMgU+nw8NDQ2mXvj6+nqUlJQkp71dxBQaIiIiIkofibRVobGiaRq8Xi/GjRsHl8uFmpoa/bbNmzdj27ZtKC8v7/b9dAd74CmjSEgIiA7LogmLZSknUnWvif2O7nhczDda3Wa9XxHzcTji33+nj7/7/QGiB/oUJLrTy5P4tjLubICq5Ys4/jbR9y2SMOGg7PIxT1JvGRFRGs2ePRtnnnkmRowYgX379mHp0qVYvXo13njjDRQWFmLatGmoqqrCgAEDUFBQgJkzZ6K8vDytFWgABvBERERElE7S/gRMsfdlr2dj586duOyyy/D999+jsLAQo0ePxhtvvIH/+q//AgA89NBDUBQFkydPhtfrRWVlJR577LHktLUbGMATERERUfpoSErqCwDbAfyf/vSnuLfn5eVhwYIFWLBgQXdalXTMgSciIiIiyiLsgSciIiKiNIpMwNRtNnvgsxUDeCIiIiJKn3AVmqTsKzcCeKbQEBERERFlEfbAExEREVH6JKl+OwD2wBMRERERUeZhDzwRERERpY+UaasDn60YwFNGy863ob0TW3FnWDWtGHumVKtZUoUwvr2j22Se9TSyvRCK4W/rtlnOmCq6fkKv81leUyf+7KcdV47+gok1s2vH/UrTttLwV2S5EJph/Y7tUi3uO07bZfT6RFlNys5nxM6R4K3XkUyhsYspNEREREREWYQ98ERERESUPiwjaRsDeCIiIiJKH01jDrxNTKEhIiIiIsoi7IEnIiIiovRKVs95jvTAM4AnIiIiovThRE62MYWGiIiIiCiLsAeeMo6ETLw2erKlox55gvdpruve8bboGvGKcBluN9Z5d5qWh2u66/8a68DHrA/fWV154w3d7yfozushbq102zuLXwfeWOs9/LeENPwd+Vev827YRjPUbpcd6r5Ly2MQiN3UBI+Z6OLhyY0+LspcSRrwSJmBdeBtYwBPREREROnDmVhtYwoNEREREVEWyfgA/rvvvsMll1yCgQMHIj8/H0cddRTWr18fd5vVq1fj6KOPhsfjwSGHHIIlS5ZErbNgwQIcdNBByMvLQ1lZGd5///0UPQIiIiIiiik8kVOyLjkgowP4H374ASeccAJcLhdef/11fPbZZ3jggQew3377xdxm69atOOuss3Daaadh06ZNmDVrFn7xi1/gjTfe0Nd57rnnUFVVhblz52Ljxo0YM2YMKisrsXPnzp54WEREREQUlszgPUcC+IzOgb/33nsxfPhwLF68WF9WWload5tFixahtLQUDzzwAADgsMMOw7vvvouHHnoIlZWVAIAHH3wQV111Fa644gp9m1dffRVPPfUUbrnllhQ9GiIiIiKi7svoAP6ll15CZWUlLrjgAqxZswbDhg3Dr371K1x11VUxt6mtrUVFRYVpWWVlJWbNmgUA8Pl82LBhA2bPnq3frigKKioqUFtbG3O/Xq8XXq9Xv97U1NTFR0XJEP59naZaNXHZrZhiVUHG7noOxW2xzBP521CRJryuEA4IOKBAAEKBgAIFSqjCTPDknMPwEWGuSBPdFjuPW0FijzldtA4VYMKsKtpIU+WYyO2qXiFGg5QaNGjBKjRSg4qAvq6m+SLbaH7D35HPm+B1i+Mb55DLhAdyWT/WziX5BK5IUVWRHBnQRqmV1GpWFI1VaGzL6BSa//znP1i4cCFGjhyJN954A9deey2uu+46PP300zG3qaurQ3FxsWlZcXExmpqa0NbWht27d0NVVct16urqYu63uroahYWF+mX48OHde3BERERERF2Q0T3wmqZh/Pjx+MMf/gAA+MlPfoJPP/0UixYtwtSpU3u0LbNnz0ZVVZV+vampiUE8ERERUTdJCcgk9cAnfvYxu2V0AD9kyBAcfvjhpmWHHXYY/u///i/mNiUlJaivrzctq6+vR0FBAfLz8+FwOOBwOCzXKSkpiblfj8cDj8cT83YiIiIi6gIpk5f6kiMBfEan0JxwwgnYvHmzadm///1vHHjggTG3KS8vR01NjWnZqlWrUF5eDgBwu90YN26caR1N01BTU6OvQ0RERESUqTK6B/6GG27A8ccfjz/84Q/4+c9/jvfffx+PP/44Hn/8cX2d2bNn47vvvsMzzzwDALjmmmswf/583Hzzzbjyyivx1ltv4fnnn8err76qb1NVVYWpU6di/PjxOPbYYzFv3jy0tLToVWmIrKXq926Cg1jjrGccsBrmdvTV/3Yq+ZHlIvi3U+TBIZ1wwAkFTjilMziIVQo4pCN0n5FRko5OHr/dwbvdoaT4vjQbA9aMg9vMg1iDgzJVoUJCQoUKv/BDEwFoQoVftgMAfKJV38avtOl/C7Xz15sa55SzEIGYt5nanxudVUSUyTiI1baMDuCPOeYYvPjii5g9ezbuvPNOlJaWYt68ebj44ov1db7//nts27ZNv15aWopXX30VN9xwAx5++GEccMABePLJJ/USkgAwZcoU7Nq1C3PmzEFdXR3Gjh2LlStXRg1sJSIiIqIUC0/klJR95UYAL2SuZPsnWVNTEwoLCxHsPc3EYobZTUDg6KN/0mk/aNKPvIi3x8R64G2XkbToPbe8dxFdKjLM5ewTtazLPfBgD3xKe+DRoQdeGnrgZaQHPqBG/ra6DgCqoQRl1GMI7b/T9muJ9dRHbZf0snosI0kJEAIbN36EmK+XFD3fva+MpASgorGxEQUFBWltyYQJE3DJARJTjzs0KfuTUsI5/f9h+/btGDZsWFL2mYkyugeeiIiIiHq5ZM6gmiM/2hnAEyVb3F78rlOUODnwhomawoy97n2U/fS/+2qFwWVaPtzCCbdwwKEIuBUBhxAQAnCEerhT9FAyXjIedvgrRJXBXHVNSrRrGvyaCq+molUEe9RblX36Ni3a3sj2irlnXJUWve1WkzvpEpwsS3RxIqcc+ZIkoh7AFBrbMroKDRERERERmbEHnjJS78s3jE0k2M0t4vzeVpTot3I41x2I9LoDQBH6AwD2c7vRz62gjxPIdwQvigCUGMdeM/RLW3WUJKvzpKcpFoc/5pG2WNchpOXN4X1oADQpEJAKGn0OtARc2OfX0OhzRlYI8YtI3npAmHPYFYuPayHi9MFk6fNBRDlISk7kZBMDeCIiIiJKH5aRtI0BPFG2iNPbKkT0W9khItVt8rQ8/e/93MFqNkP6KBiSr2FIng/FfdvgcQZzoVUN0LTgffm1yH2qhr8DWnRbYn32ajIzEukVkfiHulWvPAAoSvQ+XIpq+DvSne5yBv92OIK3SynwbUMB6trd+K5NARAct9DujZwpaVYiYxkcHT6e4/a2ExFRTmEAT5R2CZanjJNqY5Ve4ZSRYDDPMMi1nzt4f0PyNfxkYCOGl7UDl/wUyjfbgPZ2oKUNaA6VNmz16tvJtsggStkeXXpQ+rpR1i3RnpdYkXUiYhw/y7hYsX5OhCd6YKjINwwg7mco59k/9Hf/vpD9+kL27YfBK9/Dd/9UgN0DsM8fvI8GX2SfTmkoFdqhYVZlOuO9JhJNzcqRzioiymTBXMPk7CtHPtQYwFPGyo23YOoYe3CdhmAwPxQvlnj8evAOANqBI7p1f5nRz55aVq9JO69T+fNKDMMbqHvDh29bg2dFXIbqQoqMPGfxxjwQEfUqTKGxjd8QRL2AAhF1Cb69gxeniFzCA1aL+7bpwTv1HPnzSpT0bUG+E8h3Ak4h9IsS5z8hoi9ERJSb2ANPlCXi9shaBHNOQx1wp6F7PJRBA5cjALFzJ+TgwdiwYQN89/0NLXvcaG71oNkXTOVoC0T24TXkvfst6o+rMXPdM61vvvPemViZOk6LPHq3Ie893xlJLerrCv5d2Lcd/Uu88IwqxE9uuxGisREul6o/J05Dqkt4BlwgsZx39tITUe8gk9dzniM98AzgiXoBq0BOyMgyhyFIdIYWOxRAtLbq4ex33xRib3semvxONAeC67ebgvbIvq3S3WN9ZGbKZ6mdSalireqwuMFlOPR5jkgOe19H8CAVteWhuK0VQ7TG4A2trRBC6s+DYmiYsCxEGbqNPe5ERBTCAJ4ozRLtRY1bB97iNoehB94YJIZ7l1UNQFOzvnxnWx52e11o9CtoCQXwXkNOojGAD9gI4K0kq05vogM1be83xnKrAN54dsPjjDwPfUIrt6sCQB/02xkcBCyamiGl0OvHG8fLmp6zDq1gbzsR9VZSC16Ssq8M6TRKNQbwREnX84GWVe+sMKS0WBVV0TQF2NeqX9/rc6LRr6DRL9ASCH4C+tXIJ6HPEMyrFoONYn32pvqzNBUhfKxnULH4weAw5Nt4jJMy6Z+uCvIcTjQ2h0p5NjdDVSPhuQOxUmiiK95Eidsrn+jrsKuv1yR92xIlQ65Ebb2VBAex2sQuHSIiIiKiLMIeeMpq4d/ZmTZMMhXi50BbpNAYe3ONRyh00Hyqw9QD36oGU2faAhJtoR54rxrpZfUbekcCFuc6s3X6ajtpOA6LdZ2mya6ic9gdQqBFVdAcCNWLb2iBX3VEXruGTYzPU1Tdd6uzLClKISIi6lEsI2kbA3giIiIiShspmQNvFwN4orRLrBfVaibOsI4DHuOtH/6MDGgKZFObvtyrCng1Ca8q9Z53n2bsgY/8HbDIf9aydOotJWb5S6t1o3vBVVNpychZD0foGOYpCtoCQi/JKZu98AUchrKbke2Nz6MizB/PVrPtxsNBr0REvRcDeCIiIiJKHw1MobGJXTRERERElD4SoSA+SRcbqqurccwxx6B///4YPHgwJk2ahM2bN5vWOfXUUyGEMF2uueaarj7apGAAT0REREQ5ac2aNZg+fTrWrl2LVatWwe/344wzzkBLS4tpvauuugrff/+9frnvvvvS1OIgptAQZYl4VWgEEqgZHhKehMmnKtBa/XrWtU8LTtYUkBKB0CnIWHnvAahR+83aHHgbNYwUq8doqPajGI6XK1SdxicBvwTa1eB12eqDX+tnebbYOG5B6fCcWo9zYB8MEfUCUkImKYUmXBHN6/WiqanJdJvH44HH4zEtW7lypen6kiVLMHjwYGzYsAEnn3yyvrxPnz4oKSlJShuTgZ/+RERERJQ+yUyfCfWjzJ8/H4WFhaZLdXV1p01pbGwEAAwYMMC0/Nlnn8WgQYNw5JFHYvbs2WhtbbXavMewB56IiIiIepUZM2bg9ttvNy3r2PvekaZpmDVrFk444QQceeSR+vL/+Z//wYEHHoihQ4fi448/xm9+8xts3rwZL7zwQiqanhAG8ERERESUXsnKwgztx+PxoKCgwNam06dPx6effop3333XtPzqq6/W/z7qqKMwZMgQTJgwAVu2bMGPfvSjbje5K5hCQ0RERERpI0M58Mm6dMWMGTPwyiuv4B//+AcOOOCAuOuWlZUBAL766qsu3VcysAeeMk54IJ9A4j/Ijetl2+Ty8QanJrpevEmeAEAz1MXVQuv6pQOyXdO39GsCqpRQtcj6quHIqoZBrKpFna5sGcTacTCo2s12a4b9qYZdqaFJnzQZHDgcvi7bAvBrij6ItTsli+MPYk1wgjDRxXeMjQmwEtpdUvdGRJQYKSVmzpyJF198EatXr0ZpaWmn22zatAkAMGTIkBS3LjYG8ERERESUPl2o3x6Tzd6A6dOnY+nSpfjb3/6G/v37o66uDgBQWFiI/Px8bNmyBUuXLsVPf/pTDBw4EB9//DFuuOEGnHzyyRg9enSSGm0fA3giIiIiSh8JyCQF8HbPai5cuBBAcLImo8WLF+Pyyy+H2+3Gm2++iXnz5qGlpQXDhw/H5MmTceuttyanwV3EAJ6IiIiIcpLsJOIfPnw41qxZ00OtSRwDeCIiIiJKH4m0pdBkK1ahISIiIiLKIuyBJyIiIqK0kWnMgc9WDOApJTora5hK6S4p2eWyfEkmDUdCmsobBv/1qwJam9RPw2kAVE1CkxJqaAMZo4ykVclImbTzn6mlJrBO7PKM0Y/R+Fp3GrYLl4lUNQlVKgiEy0b6JAJS0Z8HYxlLGe/cb4LlRol6v+z4rCEb0liFJlvxG4GIiIiIKItkVQB/zz33QAiBWbNmxV1v+fLlGDVqFPLy8nDUUUfhtddeM90upcScOXMwZMgQ5Ofno6KiAl9++WUKW05EREREViRCaTRJuuSCrAngP/jgA/y///f/Oi2a/9577+Giiy7CtGnT8OGHH2LSpEmYNGkSPv30U32d++67D4888ggWLVqEdevWoW/fvqisrER7e3uqHwYRERERGWnBHPhkXXJBVgTwzc3NuPjii/HEE09gv/32i7vuww8/jIkTJ+Kmm27CYYcdhrvuugtHH3005s+fDyDY+z5v3jzceuutOO+88zB69Gg888wz2LFjB1asWNEDj4aIiIiIqOuyIoCfPn06zjrrLFRUVHS6bm1tbdR6lZWVqK2tBQBs3boVdXV1pnUKCwtRVlamr2PF6/WiqanJdCEiIiKibgrXgU/WJQdkfBWaZcuWYePGjfjggw8SWr+urg7FxcWmZcXFxairq9NvDy+LtY6V6upq3HHHHXaaTkRERESdYBlJ+zK6B/7bb7/F9ddfj2effRZ5eXlpbcvs2bPR2NioX7799tu0toeIiIiIclNG98Bv2LABO3fuxNFHH60vU1UVb7/9NubPnw+v1wuHw2HapqSkBPX19aZl9fX1KCkp0W8PLxsyZIhpnbFjx8Zsi8fjgcfj6e5DIiIiIiKDZFaPYQ98BpgwYQI++eQTbNq0Sb+MHz8eF198MTZt2hQVvANAeXk5ampqTMtWrVqF8vJyAEBpaSlKSkpM6zQ1NWHdunX6OkRERETUQ6QAtCReckBG98D3798fRx55pGlZ3759MXDgQH35ZZddhmHDhqG6uhoAcP311+OUU07BAw88gLPOOgvLli3D+vXr8fjjjwOAXkf+7rvvxsiRI1FaWorbbrsNQ4cOxaRJk3r08WWKdM6aGpMQgBAQMu7clBlJpuHnv9VR0owzpxra5A9NReqXCtS2yIdAQJPQJBCQkfWNs68a70OzmM/UanbWnqCk5PVrnYypWfR5mGerNfwdOoYagsfUF/pS0dok/KrQZ2bVDHcV9xjmSm00IjtypbuVqIOMDuATsW3bNihK5Ev1+OOPx9KlS3Hrrbfit7/9LUaOHIkVK1aYfgjcfPPNaGlpwdVXX42GhgaceOKJWLlyZdrz7ImIiIhyDgex2pZ1Afzq1avjXgeACy64ABdccEHMfQghcOedd+LOO+9McuuIiIiIyA4pBaRMztnUXAngMzoHnoiIiIiIzLKuB56IiIiIehGm0NjGHngiIiIioizCHngiIiIiShvOxGofA3giIiIiSpvgRE4cxGoHU2iIiIiIiLIIe+CJiIiIKH2kgEzSDKq50gPPAJ6IiIiI0iaYQpO8feUCptAQEREREWUR9sATERERUdpIcBCrXQzgiYiIiCh9NObA28UAvhcRSM6LPyWEnbYpkX+FBpHAuzHWGnbfx3HvK0WHVyZY/FbTAjFvUx3RtwVEZJnP8Lh8oT9bVAXeZic8AMTeH+DTAK8qEZAaAgi2KQA1sj9E9qcaluuPQySpiK9Ndu9VyK5nDjrgiFrmN/ytGLISA6Hn1a8qCGgSvtCXU6BFoF1T4FfD60WeG+NxVWF+TjXbr2YiIuqtGMATERERUdoEU2iStK8c6etgAE9ERERE6SMFc+BtYhUaIiIiIqIswh54IiIiIkobTQIaB7HawgCeiIiIiNKHEznZxhQaIiIiIqIswh54IiIiIkobyUGstrEHnoiIiIgoi7AHnoiIiIjSRoI98HYxgCciIiKitJES0BjA28IUGiIiIiKiLMIeeCIiIiJKHykgWQfeFgbwRERERJQ2knXgbWMKDRERERFRFmEPPBERERGljQQHsdrFAD7NBJLzgk050d12dn6yx3QshBNCOCFlAJHFWpxtDTp598a7Nd5tQqpx9xujNQlI7NNGi3P/qvRFLfOJyDKfGtm2XQ2+7VsDCpqbPSgAIOrq0R6Q8GkSXk2DD4HgdvDr2wVE5G9p8VzIBB9HuoluvJatHrdieL05DK/zgHQAAPxSwqsB7WrwftubnWhTFfhkeL3I9gER0P/WZOTv4H1HP/9W7THeStTrpDA6y5bPsN6IEznZxxQaIiIiIqIswh54IiIiIkobKQVTaGxiDzwRERERpY1EJI0mGRc7qqurccwxx6B///4YPHgwJk2ahM2bN5vWaW9vx/Tp0zFw4ED069cPkydPRn19fRKPgH1dCuC3bduGd955B2+88QY2btwIr9eb7HYREREREaXUmjVrMH36dKxduxarVq2C3+/HGWecgZaWFn2dG264AS+//DKWL1+ONWvWYMeOHTj//PPT2GobKTRff/01Fi5ciGXLlmH79u2QhnMUbrcbJ510Eq6++mpMnjwZisKOfSIiIiLqnES8MhX29wUAXq8XTU1Npts8Hg88Ho9p2cqVK03XlyxZgsGDB2PDhg04+eST0djYiD/96U9YunQpTj/9dADA4sWLcdhhh2Ht2rU47rjjktRyexKKtK+77jqMGTMGW7duxd13343PPvsMjY2N8Pl8qKurw2uvvYYTTzwRc+bMwejRo/HBBx+kut1ERERE1AskM30mnEIzf/58FBYWmi7V1dWdtqWxsREAMGDAAADAhg0b4Pf7UVFRoa8zatQojBgxArW1tSk4GolJKIDv27cv/vOf/+D555/HpZdeikMPPRT9+/eH0+nE4MGDcfrpp2Pu3Ln4/PPP8cc//hHffvttUhqXSF6SleXLl2PUqFHIy8vDUUcdhddee810u5QSc+bMwZAhQ5Cfn4+Kigp8+eWXSWkzEREREaXXjBkz0NjYaLrMnj077jaapmHWrFk44YQTcOSRRwIA6urq4Ha7UVRUZFq3uLgYdXV1qWp+pxIK4KurqzFw4MCEdjhx4sSk5QUlkpfU0XvvvYeLLroI06ZNw4cffohJkyZh0qRJ+PTTT/V17rvvPjzyyCNYtGgR1q1bh759+6KyshLt7e1JaTcRERERJUYiWIUmWRcgmC5TUFBgunRMn+lo+vTp+PTTT7Fs2bKeeNjdktFlJDvLS7Ly8MMPY+LEibjpppsAAHfddRdWrVqF+fPnY9GiRZBSYt68ebj11ltx3nnnAQCeeeYZFBcXY8WKFbjwwgtT+6CIiIiISCcl0j6R04wZM/DKK6/g7bffxgEHHKAvLykpgc/nQ0NDg6kXvr6+HiUlJd1sbdfZHm26Z88eTJ8+HYcffjgGDRqEAQMGmC6p1DEvyUptba0pTwkAKisr9TylrVu3oq6uzrROYWEhysrK4uYyhQdDGC9ERERElL2klJgxYwZefPFFvPXWWygtLTXdPm7cOLhcLtTU1OjLNm/ejG3btqG8vLynm6uz3QN/6aWX4quvvsK0adNQXFzcrWnJ7bDKS7JSV1eH4uJi0zJjnlL433jrWKmursYdd9zR1eYTERERkQUpAS1JEzDZ7YGfPn06li5dir/97W/o37+/HgsWFhYiPz8fhYWFmDZtGqqqqjBgwAAUFBRg5syZKC8vT1sFGqALAfw777yDd999F2PGjElFe2IK5yW9++67PXq/YbNnz0ZVVZV+vampCcOHD09LW4iIiIio+xYuXAgAOPXUU03LFy9ejMsvvxwA8NBDD0FRFEyePBlerxeVlZV47LHHerilZrYD+FGjRqGtrS0VbYkpVl6SlZKSkqjZsYx5SuF/6+vrMWTIENM6Y8eOjblfq9qhRERERNQ9EvZnUI25L5s98DKBDfLy8rBgwQIsWLCgi61KPtsB/GOPPYZbbrkFc+bMwZFHHgmXy2W6vaCgIGmNk1Ji5syZePHFF7F69eqovCQr5eXlqKmpwaxZs/Rlq1at0vOUSktLUVJSgpqaGj1gb2pqwrp163Dttdcmre1ZJaE0KHvDJQQS2Kew2qcSapILQjihT+0gJQCHvpZEnDec6a6jp4aI27Kujn4x7iJe2yzXDyS0nhZnPSmjb1OFT//bLyPHwacG29eqCjT73YCqArt+gE9zw69pCEBFIHRfmojsV4Ma2bdFW6RI1jQc3SNk9yeSS+j1G1lZFzDcdyD0eg1oDqiahFcLruj1uuDVBHyhw6kazhtrInKMpeF4B69Hv65kEqY+SeTLiygj8bXbawQnckpSAJ+UvWQ+2wF8UVERmpqa9NmowqSUEEJAVdUYW9rXWV4SAFx22WUYNmyYXpz/+uuvxymnnIIHHngAZ511FpYtW4b169fj8ccfBwAIITBr1izcfffdGDlyJEpLS3Hbbbdh6NChmDRpUtLaTkRERESUCrYD+IsvvhgulwtLly5N+SDWRPKStm3bBkWJ9Hodf/zxWLp0KW699Vb89re/xciRI7FixQrTwNebb74ZLS0tuPrqq9HQ0IATTzwRK1euRF5eXsoeCxERERFZkMk7oZIrJ2ZsB/CffvopPvzwQxx66KGpaI9JIqd2V69eHbXsggsuwAUXXBBzGyEE7rzzTtx5553daR4RERERdZNxAqbuypUA3nay6Pjx4/Htt9+moi1ERERERNQJ2z3wM2fOxPXXX4+bbroJRx11VNQg1tGjRyetcURERETUu0kIDmK1yXYAP2XKFADAlVdeqS8TQqRkECsRERER9W4SzIG3y3YAv3Xr1lS0g4iIiIiIEmA7gD/wwANT0Q4iIiIiykFSgoNYbbIdwAPAjh078O6772Lnzp3QNPNEItddd11SGkZEREREuUBAMgfeFtsB/JIlS/DLX/4SbrcbAwcONNWBF0LkYAAv7M3amEpdrsnfvZkrLR+/5Syr1vcrTOsGZ69UhBNCOAA4guVE9bvQYt+nFZu/6KWI99ZPdNZLe7NjJjoTZrz1rGZGVQ2zqAYMs3r6QzN/BqSAN+CAaGgAmtqgai4EpHkm1oBhv8b7MO5bb18SZgVNCmH8s/PXoWKxTswj3clTpRiOgRb6W5MSAQmoodeiL+BAQAqEJsSFapglVzO8/rQOM7FCRh/feK+JjHk+iIgo6WwH8LfddhvmzJmD2bNnmyZQIiIiIiKySwOgcRCrLbYD+NbWVlx44YUM3omIiIio2yQncrLNdhQ+bdo0LF++PBVtISIiIiKiTtjuga+ursbZZ5+NlStXWk7k9OCDDyatcURERETUu0mAg1ht6lIA/8Ybb+DQQw8FgKhBrERERERElDq2A/gHHngATz31FC6//PIUNIeIiIiIckmwDnzy9pULbAfwHo8HJ5xwQiraQkREREQ5h3Xg7bIdwF9//fV49NFH8cgjj6SiPZSh4tZdt6z5bl4mLNdxRK0joAT/FU4owgUNGoSwqnfdoUZ2zLZFL4pXO1vEq52d4Ah5afvjI7HHImV07fXIbdH70KSxhnvkcamhx+/XAL+mQDS3QLb5g7XKIaFCgxShGuaGthlrv2sWbcnUuuOd1YKXFq/NmNtYvAQUGXkdS1Md+OBxVqUGTUq97ntAEwhIAS30PKgw1n6PHFfZoe675fG1qA1PHaQytTNXuvqIKOPYDuDff/99vPXWW3jllVdwxBFHRA1ifeGFF5LWOCIiIiLq3XpzHfi33367S9sddNBBGDFiRMzbbQfwRUVFOP/887vUGCIiIiIio2AOfO+sAz916lTb2wghMGvWLFx33XUx17EdwC9evNh2Q4iIiIiIcs3WrVtTsl/bATwRERERUbJIJG/waYZ1wKdMQjOxTpw4EWvXru10vX379uHee+/FggULut0wIiIiIur9pBTQknjJNM8//zx8Pp9+ffv27dC0SBGC1tZW3Hfffbb2mVAP/AUXXIDJkyejsLAQ55xzDsaPH4+hQ4ciLy8PP/zwAz777DO8++67eO2113DWWWfh/vvvt9UIIiIiIqLe6KKLLsL333+PwYMHAwAOP/xwbNq0CQcffDCAYAf47NmzcfPNNye8z4QC+GnTpuGSSy7B8uXL8dxzz+Hxxx9HY2MjgGCi/eGHH47Kykp88MEHOOyww+w+LkqahE6oRIlbIlJfKd6+LcrwRa3viHlbuGRfcHmwjKRDcUNRXJCqBkDqleAipfTMJShjiy6zF6+qXLwSkxAJlq60KOkYd/UER9zEW8+qxKA0lSc0lDeUkX9VCUBVIVVp2E7TSyDaL4mZWNu6sk6iOpaADO87ZmlIq4cY8zWS+HvMdPxl5G40TQCGSUuMd296njocE02zW7qTJSapF+KM772SRPI+sTIxhabj93ei3/vxJJwD7/F4cMkll+CSSy4BADQ2NqKtrQ0DBw6MKiVJRERERJQICQHZS6vQpEqXB7EWFhaisLAwmW0hIiIiIqJOsAoNEREREaVNb0+hAYA33nhD7/jWNA01NTX49NNPAQANDQ2298cAnoiIiIjSRsreOxNrWMcJnX75y1+argub4zsYwKdb1gzIiT14L3rAKtBxkKlxHfOg1ci+hQgOYBVQoAgnFOGAVBymwR4igcGrUhp/xyc62DXczngDRTP3uTI/5tAyRAbTSovHpQjAIQDpdkG4FAgRHNDsgANK6LHGGuBs9ZxbtSFme2P0tSRzMGtY+PXW6WBWi22ilkuLAduGY2TcLrxcCAFFRNZSlPAA4SDj61tTDM9Zh0GryRhQTEmWqs/vTI1AiKhLjCUjk4UBPBERERGlTXAipyQNYk3KXjKf7QB+6tSpmDZtGk4++eRUtIeIiIiIqFcoLS21nR4DALNmzcJ1110X83bbAXxjYyMqKipw4IEH4oorrsDUqVMxbNgw2w0jIiIiIpLovTnwS5Ys6dJ2Bx10UNzbbQfwK1aswK5du/DnP/8ZTz/9NObOnYuKigpMmzYN5513HmvCZ6O4kzQlIjrPvGOOtCKMLzVzDrz+b2gSJyEUKIoLinBCE2owzdRGfjVE/Lz3eHnWcSdXSLRGrc0f2smY0MEq/1yLcSJRH3kgAJeiAf36QvRzwykApxBwSAVOGXwfa8bcecOfmtWkVjEet3XbOuZ3m/PTjc+Rndx6IRRIaJY57PrYC8R7bQY5pPVHo8PiI9NheP07DPt2hpY7hIBTAK5Q7rtTkaZjpZomb1INf3ec+MNinEO8yb0y7VusU939HIqFE1r1WkJkXrRGXSIhem0KzSmnnJKS/XbpE3P//fdHVVUVPvroI6xbtw6HHHIILr30UgwdOhQ33HADvvzyy2S3k4iIiIiI0M1BrN9//z1WrVqFVatWweFw4Kc//Sk++eQTHH744bjvvvtwww03JKudlGbWlWZi3xbdA2qozmHR8x6+rlehgQJFOKCEetNlMqs9WFQSibQ7Tu98gm3Q7J4HFN3vIbSuUKLFvd0hAI9ThSzaDxjQH26HgEcDAmrkLJownHUw9jQH4I/anxKj4o9Vb73a4fWhyUConcY2W/XcRy9TYlWM6dDjHu5p79iLrsjodjvhttynw2Jdl2Fdt2Hf7tDxcCsKXA4BT6iZLocKh+HMhvG5CR8HIPZZCtMyO2emYmIPdcZJdnUb9lJThsuFMpLJZjuA9/v9eOmll7B48WL8/e9/x+jRozFr1iz8z//8DwoKCgAAL774Iq688koG8EREREQUFwN4+2wH8EOGDIGmabjooovw/vvvY+zYsVHrnHbaaSgqKkpC84IWLFiA+++/H3V1dRgzZgweffRRHHvssTHXX758OW677TZ8/fXXGDlyJO6991789Kc/1W+XUmLu3Ll44okn0NDQgBNOOAELFy7EyJEjk9bmXNexV95UB96i5z38bzAP3mHqjTeua5dVr2W8zq24vewJdlSKTnLwo+/U3uoJ71Yac6uteq6BPGeol3fwQPRx/gBNKgCccIQ6zZ2mXvdIT7pfRvdQBzr0GEeWR/fWB+AzXddCveNqaB+aDEBCCz5/IvGeZgHza0YRTv16OK+/Yw98eLmRK0YPvMviLIPLsD+X4XWe5wiu29epoK8T6OMMPtEuVwACgBp63tVYZ0o6POZU1MinHNGVHv1ciYKIspTtAP6hhx7CBRdcgLy8vJjrFBUVYevWrd1qWNhzzz2HqqoqLFq0CGVlZZg3bx4qKyuxefNmDB48OGr99957DxdddBGqq6tx9tlnY+nSpZg0aRI2btyII488EgBw33334ZFHHsHTTz+N0tJS3HbbbaisrMRnn30W93HltthBqXVwncBkOZaDWM3BuyIc3ZrAxqptXU07sJoMyfo+7e1fJjg4titlqPT7MKZphP5VQik0AKANOwBF7h/gFAJuRUG+FgxqvWpkO7+heyRgcQz9MY6rX0YH9r4OQb0/FNCHfwQEhA8B6YOEFkwlMQXxxvtR9B8nCsLpV04IocABJxTp0NNhwoG6G+aA3WXxMeiO8Xp3KdGvJ7dhmUuJPEf5zuDyvk6g0AUUho61yxVsrxYKkFRDipFq+BHEgJ3SKtHPm54M9LNm4kOyqzcPYk0V2wH8pZdemop2xPTggw/iqquuwhVXXAEAWLRoEV599VU89dRTuOWWW6LWf/jhhzFx4kTcdNNNAIC77roLq1atwvz587Fo0SJIKTFv3jzceuutOO+88wAAzzzzDIqLi7FixQpceOGFlu3wer3wer369aampmQ/1F7NaibWjtfDwXswEHMAoUDeVgWahBoT58dFnHe+SDRXPU6OvTWLii5JYOx1l4a2a4YvXFe4B97lREmeihanglZVoE0NPgafIYD3Gh6+X40+UF6LZQDQrkV/zPhUcxDtlZ7gv6HA3od2+OBAQPgBGcwHtw5oNRirGilwwinccEo3nHDCJd16wB4O1D0dzpB4HNHPl9Wy4PLoLxi3Yn17viN4PPq7JAa4NJTkBz8/HE4NmgTUcABvev7tVkjKla+q7khVdRuA4wfQySlNvj4pMb25jGSqZPRMrD6fDxs2bMDs2bP1ZYqioKKiArW1tZbb1NbWoqqqyrSssrISK1asAABs3boVdXV1qKio0G8vLCxEWVkZamtrYwbw1dXVuOOOO7r5iFIr1rT3nUvlF1y0qJ73UEClB+96D7yIO3i2y+L9IIg3WDfBwFzaDMhT8hhh7sE1pr+E4+yABPL7BwPmcePGYdzn4yD27IHYvQfY2xhcaW+zvp32Q1tkHw3RaTHe3daPo+GH6LNae1vzTdd3eYMB/F5/8LWwp11gj1dit9ePb8Q2rFv/XkI/5pzCjfOPPg+D8pzo7xYocgFFoR7v/dyB0L/m9J0Bfdui9tO/qN1y/55B0cuUgZF0G2VQ38gNg4oAAHJoCeT+++uLXf01+DSBQOjbyjjI13h2KDkDVBPR1ddfan54Ui/SWY+5nUiLve9EJhkdwO/evRuqqqK4uNi0vLi4GF988YXlNnV1dZbr19XV6beHl8Vax8rs2bNNPwyampowfPjwxB9ML2ZZhaZjDnycutxhxuA9eLsDAqqpZrbdXHjbaQhxgqaE79tmQJ5oyk1XxwEA5oomfi0YeDX5nfhk62Ac++zrwMVnAgDkwIGQAwdG7nPvD/rfyp49hr8bou7D+f0PUcsAwL2tNWpZn+/NPwDcjf0AAI7WYLCvai60awJOxQ1/6wEJPXYBBUO0oRjSxwW3AyhyAfu5VQz2BO9r/z7BQH2/QnN7+pREB6LO4X2jlgGAKC6KXjg4cry0QYYIv6B/9PZ//Ts+/WIwGvyAVws+7wFT7fc4AXyPBfREPSQZQXl4H7nS7dpLSSTvfFauvBIyOoDPJB6PBx6PJ93N6BXiDXAFwoF7MJFGMwxk7dJ9Wf5wiP0x0bF0n3m7RHPg7c7klKIzINI6hcYrgwFjo1fiqxYPHG8V4chv/obmH9wIBJzwBRzwBoI94W2ByEdEuxppZ6sa/dHR5B9g2YxGf3S3dVOHw7zPFzy2Tb5g2/ap7fDLAA7I64t+DicU4YQqIz3nHSd+Cit0OuHXJLY0t8EhFOQpDvR1BnvI+7qCPw76O/czbdP/39Ft7u+0fo30s1je11Gv/53v3KH/3ccZ/OGQ7wrA7Q7A7VbxZf0AbN6XhwavhC/0Q0pVDI9LGnPgc+VriIhynZSJjwdLZF+5IKMD+EGDBsHhcKC+vt60vL6+HiUlJZbblJSUxF0//G99fT2GDBliWseqog4FxU/zSKAH3iIHXlFcoa3D153B4F0ocAhXMAfe8IYWcQbS2iGtZhENSUYoLWPM4hmLmuDgWLuMM3kGRKTHu10Ec7Eb/S580+xEgz8Pm/eNgFsJzmEKGUyvASL/AoDXcNh8FvFtW4zD2uKPXrklYF65WQ0Gsa2iLdTeADzwIN8poIV+0IV1rBVvrDqT71TQ1yXgRwD7RBuEpsDlDb7O+viCAXy+Yn5++jijn/V8i2UAkGeVL2/Yn8twc/hvY9r8Xl/wh9Nenx8tocfqRyRdxzSINYEqNL1poGvXUwDjS+0PIc4eS0TpkdEBvNvtxrhx41BTU4NJkyYBADRNQ01NDWbMmGG5TXl5OWpqajBr1ix92apVq1BeXg4AKC0tRUlJCWpqavSAvampCevWrcO1116byoeTU+JNVx/OeTcG7sF1XHolGkW4guX+upE+E4uM80NAi5fXm2BqjN3c5WQEYZ0FP6qMDMBuCwWODaoD3nY3fvA54FYUuB2RvYSDHmNPhmoYYeSz6OLwqdbHrkX6opa1C3OOebvSAiASzCrCCY/0IM8JmON/zfTDROnwuPOcAvmO4PEIwA+fErmf5lDpS49mzr/P80bn6Ht80aUlgegBsADgMFSeMd5qrBokZfCItqkBeKWKVtGGVmVf8DFrkRx8TUZ+aHX/dZHiHHVONkREScIUGvt6dvRiF1RVVeGJJ57A008/jc8//xzXXnstWlpa9Ko0l112mWmQ6/XXX4+VK1figQcewBdffIHbb78d69ev1wN+IQRmzZqFu+++Gy+99BI++eQTXHbZZRg6dKj+I4GIiIiIeoYmk3ux6+2338Y555yDoUOHQgihFz4Ju/zyyyGEMF0mTpyYnAffRRndAw8AU6ZMwa5duzBnzhzU1dVh7NixWLlypT4Iddu2bVAMdZiPP/54LF26FLfeeit++9vfYuTIkVixYoVeAx4Abr75ZrS0tODqq69GQ0MDTjzxRKxcuTJna8AnUgUlXu+3okS/jDouC6fLAIBDRHrcAcChBMcWKFCgCJf+r1PkwWHoRUxWCo0aJ88dcUpFBix6ki3ZbKbQEvsdrcnYPapWz6E0VZ4xptAES6BqSgCtcMOpOeHQHHD6nXqPdrgv3lw/3piSE30MvcIbtQwAfEp0lZd22Wy6rnY4th70hZDBZ1wIEZzUSWqhf4110wFn6LFLaHAgmLriCL1eVelHQAZ74cOtaxXm16ZLiX7fu6T1eBenxQRPDjX+Ey6FFpqSSkNA8UJFAKr0wq8FW+SXhuo+WuR56vh8a5rV889Ui86kKjUHSGV6Tib0rWXZa4uDWakbWlpaMGbMGFx55ZU4//zzLdeZOHEiFi9erF9P97jIjA/gAWDGjBkxU2ZWr14dteyCCy7ABRdcEHN/QgjceeeduPPOO5PVRCIiIiLqomT99Arvx+v1Rs3ZE6sgyZlnnokzzzwz7n49Hk/M8ZfpkBUBPKVfvF56RUS/jMK96mFOJdJz6RCe0LLgvy7RJ7gcLjhCefAu6UE++iPcE6Xny9vsTdMsPhLiVZqJ1zsfUKJrn1vxy+iyifH4EN1DbSVeu60Yz1gYyxMGQn3RGgLBWUsVBwQEFDhMg4Y7Ms5Ea3Wc/NK6dnpAjT4egQ4zsYYr5oTHR7iEB5rQ4JfBSaM0GYCGAFTpjxpjEJ7JVJHBgoyqDPaMatCgIgB/KP9fi3EGxWuV1x7jo1FYvNY7I6UGyGAvvIQKCQkpA9C0QKhd1mdKNK3j6y3TehaT3Euc6ERpdqWwRzaVvfvJ1LUzBZlwFiCWcNssXjPsic9KEgJakqvQzJ8/Hw899JDptrlz5+L222/v0n5Xr16NwYMHY7/99sPpp5+Ou+++GwMNZZd7GgN4IiIiIupVZsyYERWsdzXtZeLEiTj//PNRWlqKLVu24Le//S3OPPNM1NbWwuFITnqvXQzgiYiIiChtJJKfQuPxeFBQUJCUfV544YX630cddRRGjx6NH/3oR1i9ejUmTJiQlPuwiwF8b2JzBtCIzn89xksdsEqhMabMAIBb6af/7VKCKTMuBMv55aFf6LoHLs0NJxxwSReKtP1CqR1CL8mXyAk244eAtDiNqsYZnBWIU3rPJxIbxNou7P3CdyjRAyOtqIh9/52VrjSnQAX/DqYXBYDQ5EGdDRKWMVI9wvzSehCrapFao0alhwQ5QoOdVelHu2hHawBoUzUEZDsC0hdMpTEM5hRC6GfRVUWgPSDRrgJ+BKAJFarm01NnVC34b7zBwJH9Wr+X7KRMGNMWws+PDA1nDS4Ll+o01n43bmNup/2ykon1Cok48yL0JJmqCc1SlZqTSklO/8iWVB+jxNJ+FMQcbMtUGkqhgw8+GIMGDcJXX33FAJ6IiIiIco/sYvnHWPtKte3bt2PPnj2mCUF7GgN4IiIiIkobDemdyKm5uRlfffWVfn3r1q3YtGkTBgwYgAEDBuCOO+7A5MmTUVJSgi1btuDmm2/GIYccgsrKyiS12j4G8GmX/pH+CdWBj1eFRometdIZSpMJy1MieWge0R8A0EcG/y3Qgv/mCTc8wgGnIpDnUFDsyYcighXohYifPmNOm4n8rVq8lQNxfubHu82rJTZPQFuHmT470yISW98rYler0ZToNIi49e4RnaKhLzemfhhSioyz1FrtO1aVHKt0mY513w07AQD4RCu8SguafCr2BfzwwwtV80ZVoRFQ9LQTIRS0BTQ0+wGf4oVftkOVfmihFJVw2k9UCo3NmXMT1THlxZweo5nWTGR7u0TCM6V27WvAKj2tO5I9sWtE6lKEkn0MdEk/FtmXRmRK++lwnM3zVHT8burwWJlKQwlYv349TjvtNP16VVUVAGDq1KlYuHAhPv74Yzz99NNoaGjA0KFDccYZZ+Cuu+5Kay14BvBERERElFbJ+o3Vlf2ceuqpcX+Qv/HGG91oUWowgCciIiKitJEQ0JJ06ilXzrUwgKeEWFWaCetYcQYAPIaqMwCQj0L97/7afgCA/RBMnRngDm5f4FbQ1ymQ7xQocEkMK1SgCECB1FNoOr4xwz+YjRNABIwpNBYTQ/jjnE1uj3dbgvMo7fPbe1s1+xOrQtOq9Y15m98ifSUgIstUQxqBDFXlCE9yFZnkSdP/1kKVSUxpM4bKM1bpHeEJojqyqpAjNesKK+HJogQE2kUTflC9aBGtCKitCGheSKmaU2iEoj8eqMA+EcA+n4pWsQ8+rRWqbNdTeMITI3VMoemsgk/n7H1ddDc1xkik8SM82SkvyTwuZqmswJItoUJmVBqKJ246UsenUDiBcLjX4f0r403yRNSLMIAnIiIiorSRMr0pNNmIATwRERERpY1EeqvQZCMG8ASRQCWcuFVohEUVGphHZocrzgBAgQymgoRTZ4b0CU44MzgP2M8tMcDtx5B8Lwbsty/cwIjQOzMQSo3RtNC/hpUCWqStfi369LlXi/1YWtQ4twUSqxj0g89eZaGGBNdv8ceemKddi/7o8xuWBQynmbVQpR0Vml5xRoPU02w0oUGT5lQaAPAZUmSsKpzEqiyjiuh2dzyhHzl9Hgi11wu/1oJGRxPaRTMCmhea5o9KfxGGE+YqfNiHduwL+OETbQiE0mfCqT+RCZQ6HqvEP+67XRkGSkLvt/Dana7R5cnbjPvoWopJ0qvQJDjxlF3dT5GKTYjUhArJTyfKzImcjK8hOy9DIVwAQul0HbYT+qRpHVJpOt6Bxes33oRXiU0sRdRzGMATERERUdpoWTaRUyZgAN+rpK6mfLxeQ6seeLcw14Hvo0WuFziDPe+D8oI9bqX9gu+2Q/p5MaJ/M4YUN6KwPB/ikCFAux9Sk4CmAaqE9Id6YAOhXhZ/+N/IfUnDKFWtPbq9/pbYj6W9OfZborE1sTrwO1vt1YGva09sEOsPfntnB7yGzmq/4ZMxdOgQkDI4+x0kIIPXNQCalFBDn4DGnnufjAyKbbWoXS8V60/NAKLrwAdkhwGvaqj3PzS4VUoJH1rQ5NiFgNoKVfOF6rmb70NKTe9hdShAs2hEI1rh01oQUNugSh9kqN2xe4wT7/rrSi9xrF5yq55v0/ssofkZYrc98Z7+zJCqQawpq9UO9NgcAt3eXxeOQSrPXIR1dSC0I1Q4QdV8CJ/Pi7S3Y7s5qDVbJOudmiPxe5Z9whMRERER5Tj2wFO382gdFiUmXdKcA+9BpJe+jyPYi1noDna/DMsP5k4ftv9eDP1JG5ynHgLt1JMgYS5FaUV0+BcA4Iv0+Dpbm6O28TQ0xtxfv/o9MW8bWPdDp+0BgAO+rE9ovbBd22KXhzSqb429XoMv+jloNvTKew1jAXyhvwNSQA2dtlS1YPZ5+GRHuBSnV430ZbSpkeew2R991iVWt4eqROfGq8J8akSGcu3VUI67Jv0IqEC7+kOw913zWuagCgiEK4Wqmh/t2IdmpREBf2to1lap90TrvX0WOfndkmAPu7FH3PR3rO07nBmwWi9eeddEevAzSop6fDWZYP3XLkhVL3XUbMHd1JUe/Uw8IxJ+TzkdffSzb5Fc9/BYl9D7Xc+Fz5X+2OwmwRQauxjAU0JEnKDHKq2g4+l7lyGYyHMGP4T7u4LvssF5wQBv8MEtcJ4+CtrJJ3Svse5IcCnd+0XdLIuil+kOOqh79w3A1dZma/0DPtiU0Holm3fHvK19R/Sy1n2R49DqjaTptIfq1PtUBX7pgCaBgCbgkwoCmkBAAr7QQN82NRJENgciz/Neb/Rz7mwrsmybX1qk0DjNQX04YAnXbAc0aNKL9kATpAyEbg8HFOY0ExHaVgqgXe5Dm9ag70cRDj1gjwTy5tdmvIFrHVkF0cZllmkrpttF6N/I8VOM9x9nX1Y/lOOdRFUSfFypGjxql2oxl0EyyBQG8Klqc7IDeK0r7UzCj5Mu/XCIcb/h95mAgjxXIfxqezCFJpwi1/VmUgZgGUn7GMBTSihRwYdi+Dv4rye0qMAdDObcB7ih/WR0j7QvpfLt5cBrJ5cntJ5ycuzb+iS4DICeby72NQFt7RA+P9DuBVpaAa8PaPVCNgdz1LU9rfpm3u8jX6z13xdE7fbjvdHLAOCThiFRy/7TZm7dTvc3AIBmsTN4X/4maNKHgNoKQNODsOCXuAbrwFXCF9gHv/TC5ewLBU4owgGnCP54UUKBqtLhY8/qx6kjxkejsJgYzLyuYvhLCf0rIGQ4+BD68nAw75CR+3fI6O0j9xP9mOOF3s4EzzR0NQ852V+Saop6s/0pzOX2pSiA94voH73dEejC/gIJT/4U+/hqnQTwVgG+tKjsY5xQToEDeY4dEGiCX22BFq62pb+PYuXCE/UuDOCp2zoGGlbLHIYowakE/85zBD+o+3mCwaIyrBBa/0i5yQ0bNiS9rblE7Ih0y4tdeyM3NIbSilrbIdsCgF+F9KmQrSo0nwatHQi0hnrgmyO9+D80RwbxftcS/fPgy2brwbibG6NTaLbLnabre7SvAQDt/mCaUvCLuT0SJYZePx2uBq+LyClzb6AJ/1z3JhzCDUVxQBFOiFDPtSNmAG/Rqx6jZ7vjth3XteqN1wN2aQ7cwz8ojGcAHMaeeWm+L6sedSVOCG8V8FtJtKe+Iy3JfZ5qigKuQIqCbKBrgXEi/DFmNe4qVdg/BommHtntZY+1frzl4V55DRpU+DHEdRQaHEArYp+VpOzCOvD2MYCnlFCkOXhQDAG8K3STO1S1JD8/9CW436Co/cinXoFjeCEwsADomw/kB4NIqXRIgzDWQfcaAsY2izI0TS0x2y337It5m/p9a8zbjPZ9Y+9t9d0e657rjurbPTFvawxEB3KtgcgxN6bC+LTgMVSlJ1jcB4AqAVWTwXSa0N8A4Dd0s7YFIl/ozYhOE9qrbLNs2z61LmpZOFAPC/a0A6oWDFyCPe6RlBm9U0507H3XIj3BoXQav9oCP1oAPV3FOnUmzCqFxta4kBhd2FY/Auz8WEhsfoY4VWiyLAc+W/LJjVKVJ570vP0U5hR053mLl59u3K9+nKUKTfoxsOgQSKmGXuPm93eupE8QMYCnhMQLBixTEDr0HrqUSKDhDu2qjyP4oZzfPxTAF0UHsu+/Owh9nQH0df4Aj3MXXK7gl7HDEftT2hjL+/3RL/H2QOyXfbM/dvrLPn//mLcZ7fJaDPCMY7c3sUCr0Rf7MbcEom/zqpHAxVhG0h8q1agi+AUqIaFC0yd20iD1XktjD6NfRHoFvYgeHNymWg/ybQ9EDxoOdKjvGQ7coQdbxqAg3NcbDuRVQ+CkGHrjQwPaQvvQv9BDa1qlvwRvsDj+sdbtRKKlG7sSXNvJ1aeIVA5iTNWPjuT/MOjCMeiBMpKmu4vRxo7lIaXU0K41IqB1cpYi/B5L4Q84Sh7WgbePATwRERERpRXrwNvDAJ5SomNerfFUfzgf3hHKi1Di9Ka3BpwIaAraAk54HCpc3uC6TiXYGyMs3qqaNKaLWE1wFPtlbzUhUtg+izQVK01+ez2l+/yJfdxY9bKHtQWie8u8mqEH3tCbFh6cZuxxl3oPvAZVqPqgsYCIpCMFpM+wv+jUpOCkKtGkZtED1qXevWAPu4AwJMNrpt6WyMtMie4djZVCY9UWWz3kkec74Z7TrnSIWt1zlqXJxJM9vdnmvadmt+kfgNnT5RdjP/9a1Dpa6LOKKJcxgKduSyRtwGoNPasmxgyeQDAfW5EieNEciMy616G2t4GhdDkCFgF8nDgYqoz9WAIJplWoNr/3Ej1tqMU5L6ha3GZc3zhAMPzFHEydUfUgXhMBPZgPB/DGKhLmUnSp/vIMV5vpyBDER7UlGLRHKtWE95NqxmOf2GvEGHx0Z8bUnpgtk7JfJtVC7+prlq/13o114O1jAE9EREREaSMByCSN88mR+J0BPHVfIqcyjWuEe4P0X9vhWUKV6J5Ip5BwKRo8iga3Q4U7lDrjCP1r1XepGnrKrbJZ4n1IBJTYj8WdYEepU7E3MY4r4f3GbrfVbcYzBo44ZxY0SAhogHRCQIM0nNYwzpqoxah3HtaddI7IgNNwtYl4H8GR2ReFRNcLmXeJ/fvqag97b0qPSQR7WFOnKwOgU9Vr39nrOt5ETnyNEEUwgKeU6Fgj2hQIhv4MB9pqOMrWoj+c+zpV9HEG0NcZgMcZiKpCI0J59NIQrBp3E7DIW2/zx64S41JivyWESKy6TECz92XpVRML+P1xvrs0iwDd2AqHoU3h9qlwQAtlk4Yr0UhIqFKFEgqkY33ZahZ1pQPCegZaYfWDRnZYpleKCNdKl4Yp0pP7pR0VzFg+xsRLQ5puZ3WZrkvRD5bupCh1JmV5+0n/UWo/GLccG5JC4R8MHd9Dka8OTQ/iFSgpfV6p50lWobGNATwlJN4XlbQo09VxBj7NlJce/NcfCiQDvtAHsT96UpQhfVtR2L8NeQUBOPoASn5o3fB0rlYxniHJXWuPLjUWiK6AqGvfFztIbzJMZBSPR4k5B2q3OOIEOG5H9Bd+m+HHi3Ewr18NnwGRoRrwElICAalBhpaFnz+foR61F4ZjYxFf+IVFzX0AThH9HEjR4TUjwjn3odsBiNDrSsbMh48W+fKP1IaODtjNPx4SrdceXLcbNeNtBmW5FqCkbFBiKmugp+jHl0zyc9+VHxrJ/xFheS/6X7HuLfyek/rAdA1O4YEvRodBZNfsrc8mLCNpHwN4SomOX8bGQZbh+NobDuD9oYCqJfoD+YCftMJxYFFwIqc++UBecDIj6Qy9dEPd7cL4zjf8EHBYTOTkaoodweftaop5W0F97AmgjAq/7uSLpYM+ewoTWq9fm72JnJqNEzkZqusEQs+FX41M4iQlENCCz5ompR7k+2QkaPeqkZlWnTL6o0NVrCefCTiinwOtw+yY+un6UG1nDeGvdg1CokNvvCEoFwLmiVwUPaAWEKFe3fgTOikW8xjECrYVEf8jM17Q3d2JmexKdQpOsnufZYq+daVIXSDXmydy6ol0lYQmchIOSGgQAARUaNDgFHlwdPJeJOrt+A6glNA6fGkaU2rCVVrCOdptbaEg8YfoAFlceXZCX5E98YM70dAqsXlV7a9/mM39KtsMM6PW74n83RD8ASObvZDtAUi/Cng1qK0apA8ItAn424NBbWtrJGjf2xqZ5Oq7tn5R9/dVc5FlO77ed2DUsjphnvSp0bUTANCmNQAAAmo7ArIdUlOhSj8ACSlVSBkIVZoJfnQpwqGnNinCAaE4oAgnFDghhIAinPpEY+EvfKcwn0lxIvrMistiWXDd6DM0DkR+AAjLVKbIMmN5Vcve/DhBfsfSrLH2ka3UFAXDASQ5GDbwW5xdSoYAos9GdodqkfLWmUR/RNj9ERNr/XjLjeUjVfjhlvloAfQeeaBnfnBQarEOvD0M4KnbOqbLWC0z9cCHesvb1WDw0ewN9ixr3zUC+/YB/YMzno4bNy4l7c0ZsY5f0z4AgNi3D6K9HWj3Bs9aNLUA3gBkqw9yXzAwUfdGAomW+kigumN39FmDfzX1tby7zdETseK7NvNZij3KbgBAK4KBfbu2D6raDlX6oUkVmuYPBvAIQEqp91QLuOBQQgG84oJDuCCEEuwpFwoUOOEIBfgOEfwx4uoQwHtk9Oy7bmkdwLulO2qZwxB0C4sA3RS0C+Pt0YzheyLBebwee6uAP5k6jnPp9v5SFID5UhjY+VP048AnrOdU6CqtY8paAsLzRSSw9zi3xD/2VkG7FBYlcQ1tUeDA2g/Xwae2sBZ8LxI8+5ucfTGFhsjAKs9dv83igz46gI9cDw/GbA9t1uQLBkW+7T7kffgxtJNP6GZr08xrr1dO+WBTQusFPt8Z87b276KX7WuMBKHN7ZGe47ZA8G3v0xzwawIqBAKagFdzQpMu+LQ+8IXPjhjScFoMsUqDL/oTsr7NOuioE7ui29ZhWbsajPL9ajCwVzUvNE0FwlXqQ73vgAZIacjP9UMLpfMIzQER6g0XQoEQItijHUolUfSeeHMvumIxcFmJMWDZYfWRKYwBvLG3PdHc+sRSXewG5AL2qiHZZfW+7w7NInBLBpnCHng1RfvW4nzedm1/XWhnEn74dCXAjleFBgi+x9rVH+BX26FpAcP64WPGoJ5yAwN46jarD1xVmE8BG2cC9YVyaJpDedk724MB/M7/9MXQt/4NJ9C9IF41fPm1tEbdrPzwQ9Qy3e49sW/bEWc7A++/9yW0XtiubYkNeq1vGRTztr3e6LeycebYVtU4O23wX1UGBxSrCPZY+LVgD4gqAX+oK8SnRp63dkN5n32B6GD9B6XBsm2Nsj5qmVc1d8v7tVDgrgb3a+xtB9TQv1qka8U0E2s4OFEh4YAQInizjHzhA4AWCuDVDmkPQrMK4K2DX6sceFOveyd553by0rs9iDXVZSiTnQOfosArlakVyQ60w5I+vqArgXQSno9kj2sIn3Fq9zdCyuB7n73wvUeySpdm0sRlqZSxAbzf78ett96K1157Df/5z39QWFiIiooK3HPPPRg6dGjcbRcsWID7778fdXV1GDNmDB599FEce+yx+u3t7e248cYbsWzZMni9XlRWVuKxxx5DcXFxqh9WRkrkyyLeh6TVadKOOZdeQ05na2gwZGOo+sy3bcHr+bsGoHXtPgz5+t8o+Hw7xCE/BrwBQAIyoAUHrIa676UvVKEk9GNABgxt8Bqq0Hij38iBltg9mW1xqtDsa409iNSovmVwQuuFfd8enZZhZa8vdkDWbNHB1mZY5jNMDxsOzgNS6lVnzFVopD6Lq8/Qw+g1BL5tSvRA4FZp/QOnY7AebI/5h5WmBV8fmgz+GzzjoxoCgEjwbvpwlhJCn1lWBG8Nx/YiXL0i1Csffiwd8tSF1RmkGMFvrMA+srPOAviup7X09qo0qQvgU/hlnqoykkk+Fl05BpmcUx4IfX4EzyyEZ+cOzyER+o6A4bODMh7LSNqXsd8Ira2t2LhxI2677TZs3LgRL7zwAjZv3oxzzz037nbPPfccqqqqMHfuXGzcuBFjxoxBZWUldu6MpB/ccMMNePnll7F8+XKsWbMGO3bswPnnn5/qh0RERERE1G1CprR7Irk++OADHHvssfjmm28wYsQIy3XKyspwzDHHYP78+QAATdMwfPhwzJw5E7fccgsaGxux//77Y+nSpfjv//5vAMAXX3yBww47DLW1tTjuuOMs9+v1euE15DY3NTVh+PDhAJzdqwTRWY+enV11cV8OxXrwoZHLGV11JKyPOzq1o7+jxHR9gByi/72fDA6A3N8dzNEe0ifY7sF5wH5uiQHuAIbkezHg8BIoiPSwApG6y1ooRztcyUYzTlRk6GH1W0yq1K7FPk5tarxe7sR+7zb47L0e9iY4Xq3ZF7snqVWN7kX2apFlfsOp/nC1DxUqpJChLHMNmghO5aQhoJ9VCRgG0wVku2F/0Xn+Ps06dcinRlcXCgTMpSWl3osWbqchbSZ4Q2i9+B9X5vKSYeHykTEmZ7IsRxerDnxnr4HuDRzNtdlXjTK5xze2VOXtJ/tYZOax7Wr4sXHjRwh+RkSq0ER2mmAPvMV950rqRVAwPbGxsREFBXZrpyXXhAkT4Pm4EEf2H5uU/Ukp8cevb8f27dsxbNiwpOwzE2XVt0VjYyOEECgqKrK83efzYcOGDaioqNCXKYqCiooK1NbWAgA2bNgAv99vWmfUqFEYMWKEvo6V6upqFBYW6pdg8E5ERERE1LMyNge+o/b2dvzmN7/BRRddFPPX4u7du6GqalQue3FxMb744gsAQF1dHdxud9SPgOLiYtTV1cW8/9mzZ6Oqqkq/HumBz36J9PbE6x1TtejeWG+HHOkmZa/+d7hcXMAX7IlvV4M98bvaHejjFPA4XOjrdOOgQf3hEIAiYvdr6n0sho4T49+qRYeKP04nS3ucYg1eq51ZaAnYG9i2L5BYzecWaT3TKQD4FIsZZw0DiQNK5O9w5YzgQFEJCTVUEjBYb1kL9cMDCFWCCTJOvqSq0W3xa9btU1WLmVg71LkOD0Q15bwHFxi2MR5/q9ejElkntF2wRz48o6v1q8iqFzBWb73sQmUXO3nv2XM+NHtk0Ulmg9QMjrUjc4+bBhk+A2j4XoruPe/YM5+pj4eA4Hc5c+DtyZge+GeffRb9+vXTL++8845+m9/vx89//nNIKbFw4cK0tM/j8aCgoMB0ISIiIqLukTK5l1yQMT3w5557LsrKyvTr4bylcPD+zTff4K233oobOA8aNAgOhwP19eaydfX19SgpCeZkl5SUwOfzoaGhwdQLb1yHiIiIiChTZUwPfP/+/XHIIYfol/z8fD14//LLL/Hmm29i4MCBcffhdrsxbtw41NTU6Ms0TUNNTQ3Ky8sBBGf3dLlcpnU2b96Mbdu26esQERERUc8IlyxI1iUXZEwPfEd+vx///d//jY0bN+KVV16Bqqp6jvqAAQPgdgdrZ0+YMAE/+9nPMGPGDABAVVUVpk6divHjx+PYY4/FvHnz0NLSgiuuuAIAUFhYiGnTpqGqqgoDBgxAQUEBZs6cifLy8pgVaFIrmS+1rlWhSaT6Q7yZ/MKzZxoposl8H4acTr8I1vBtdQSrljTK/gAAj9cDV7sLLjjhEg60NvjgCOUPCwhTYZHwL0+rlhtPn1lVFQhosR9vIE4VAn+Csxm2iujjEU+7iK7SYsUXZ78Bi/x4VUYqyBinvddz2fVqDaF/paa/FsLHzfjaMObASy06R1fVrMvphGu7d1jbdE2vPtPh3Genea2d3CaNfRQxzqsKi+c8Vr5857nJ0X0iuXI6NzdlSajQy16E1jODJ15thjIP68Dbl7EB/HfffYeXXnoJADB27FjTbf/4xz9w6qmnAgC2bNmC3bt367dNmTIFu3btwpw5c1BXV4exY8di5cqVpoGtDz30EBRFweTJk00TORERERERZbqMDeAPOuighEbBf/3111HLZsyYoffIW8nLy8OCBQuwYMGC7jSRiIiIiLpJInk95+yBJyIiIiJKMcO0fUnZVy7ImEGsRERERETUOfbA9yZdnYpcdD5piBZjgCIABKymf+8w3tM42ZNPCQ7abBF7AABNigcA4BR5EEKBAy44hQf9jBPzABBa96ap19uixB6MGm+wriYSG8Tql9ETF8VdX0ts0Gu850CzGNRlfCzGybpMqWmmiVC0qNvNA5yNkypFH4tYKW/S8phaT7JiPZV5d/plEpikzKofw8Y5WGEa8Jr+CXio51i/XikiVYN84+w3V/Ineplk1m/PlZcAA3giIiIiShum0NjHFBoiIiIioizCHngiIiIiShspZUKVBxPdVy5gAE9EREREaSPBiZzsYgoNEREREVEWYQ88dag0Yk2zqDoSJiyqo/g77FM1rKMowaorinAFtw9VsXEIJ4RQoIhgFZp9sgiq5otb6UFYTHnfaWWIOI9XxhlGk8hxAgBV8ye0nr6+TGx962ou4duiH3OsCjKRJR0fT4xKNTq1k9sTn8o89nOUwDFOdveK6N7Qqa61hn0n0VJVsYQySnfev6LD53039sUKQplFInmDT3PlmeW3CBERERGljZTBFJpkXex6++23cc4552Do0KEQQmDFihUd2icxZ84cDBkyBPn5+aioqMCXX36ZnAffRQzgiYiIiChntbS0YMyYMViwYIHl7ffddx8eeeQRLFq0COvWrUPfvn1RWVmJ9vb2Hm5pBFNoiIiIiCht0j2I9cwzz8SZZ54ZY38S8+bNw6233orzzjsPAPDMM8+guLgYK1aswIUXXtid5nYZe+CJiIiIqFfxer1oamoyXbxeezOlA8DWrVtRV1eHiooKfVlhYSHKyspQW1ubzCbbwgCeiIiIiNJGJvk/AJg/fz4KCwtNl+rqatttq6urAwAUFxeblhcXF+u3pQNTaIiIiIgobWQXB5/G2hcAzJgxA7fffrvpNo/Hk5w7yQDsgSciIiKiXsXj8aCgoMB06UoAX1JSAgCor683La+vr9dvSwf2wPciXa1rKxKovyzj1CpXLTZXOtTWliJSw1zVgr8bw/XfFRF8GQaEAiEUCChwOfLh11rgU1sMbUjWz/Ou1ZuOVyPeSNPUzlcy7TfR9ePVqO/s2ETfR/xtOnmstmq7d2H/Me4jJXp62j4hwJrnPShXpmXMBXwuey0pk/f0JvtlUlpaipKSEtTU1GDs2LEAgKamJqxbtw7XXnttcu/MBgbwRERERJQ2EoCWpCmYutKZ2dzcjK+++kq/vnXrVmzatAkDBgzAiBEjMGvWLNx9990YOXIkSktLcdttt2Ho0KGYNGlSUtrcFQzgiYiIiChnrV+/Hqeddpp+vaqqCgAwdepULFmyBDfffDNaWlpw9dVXo6GhASeeeCJWrlyJvLy8dDWZATwRERERpY9EelNoTj311LhppUII3Hnnnbjzzju70bLkYgBPRERERGkTTKFJ3r5yAavQEBERERFlEfbAExEREVH6SJm0SnNJq1iX4RjAExEREVHaaCmYyKm3YwoNEREREVEWYQ88EREREaWNhExrHfhsxAA+3ZJ5rkd0cYbRBJogRLzto2dp1TrO/Ckdhn2FZmKVwX8js7SGZmIVCiQ0+NU2BALtMI4pT3Q2VGNLkiXxvDqbM7EmvN9uPJYE76N7H3w22teD5zi7ck9xXu7dlyvnd4kySK4Eddkq3WUksxFTaIiIiIiIsgh74ImIiIgobYJ14JlCYwd74ImIiIiIsgh74ImIiIgobaRkDrxdDOCJiIiIKG1YhcY+ptAQEREREWWRrAngr7nmGgghMG/evE7XXbBgAQ466CDk5eWhrKwM77//vun29vZ2TJ8+HQMHDkS/fv0wefJk1NfXp6jlRERERBSLhIQmk3fJBVkRwL/44otYu3Ythg4d2um6zz33HKqqqjB37lxs3LgRY8aMQWVlJXbu3Kmvc8MNN+Dll1/G8uXLsWbNGuzYsQPnn39+Kh8CEREREVmQCAbxyfovF2R8AP/dd99h5syZePbZZ+FyuTpd/8EHH8RVV12FK664AocffjgWLVqEPn364KmnngIANDY24k9/+hMefPBBnH766Rg3bhwWL16M9957D2vXrk31wyEiIiIi6paMDuA1TcOll16Km266CUcccUSn6/t8PmzYsAEVFRX6MkVRUFFRgdraWgDAhg0b4Pf7TeuMGjUKI0aM0Nex4vV60dTUZLoQERERUfcE68An75ILMjqAv/fee+F0OnHdddcltP7u3buhqiqKi4tNy4uLi1FXVwcAqKurg9vtRlFRUcx1rFRXV6OwsFC/DB8+3N6DISIiIqIo4So0ybrkgowJ4J999ln069dPv6xZswYPP/wwlixZAiFEupuH2bNno7GxUb98++236W4SEREREeWgjKkDf+6556KsrEy/vnz5cuzcuRMjRozQl6mqihtvvBHz5s3D119/HbWPQYMGweFwRFWUqa+vR0lJCQCgpKQEPp8PDQ0Npl544zpWPB4PPB5PFx8dEREREVkJTuSUpDrwOVKFJmMC+P79+6N///769auvvhrnnHOOaZ3KykpceumluOKKKyz34Xa7MW7cONTU1GDSpEkAgnn0NTU1mDFjBgBg3LhxcLlcqKmpweTJkwEAmzdvxrZt21BeXp6CR9Y7SKnGvE1YZJzJqJM7kXXC7y0hQutIh35dSAVCKJBSg6p5IeE3vBmj25D8N2oSsudS9OGR/JH1Sc4U7MEPzVTfU258/BNlnoTPt+dIkJYrOJGTfRkTwHc0cOBADBw40LTM5XKhpKQEhx56qL5swoQJ+NnPfqYH6FVVVZg6dSrGjx+PY489FvPmzUNLS4se9BcWFmLatGmoqqrCgAEDUFBQgJkzZ6K8vBzHHXdczz1AIiIiIqIuyNgAPlFbtmzB7t279etTpkzBrl27MGfOHNTV1WHs2LFYuXKlaWDrQw89BEVRMHnyZHi9XlRWVuKxxx5LR/OJiIiIchp74O0TMleShZKsqakJhYWFAJwQiZ/0S60uD/bt3lhmy8cvOu4z+j70FBoYUmgQTKERwomjjx4NVWtnCk14t0yhidxVj90TEfWkRL7FNn64yfbnTa4EdYmTAFQ0NjaioKAgrS2ZMGECvqt1ocTdebnwREgp8XbTQ9i+fTuGDRuWlH1mooypQkNERERERJ3L+hQaIiIiIspeTKGxjz3wRERERERZhD3wRERERJQ2EmAPvE0M4ImIiIgobTRIaEkqrJArATxTaIiIiIiIsgh74ImIiIgofYQGKdgDbwcDeCIiIiJKGw3MgbeLKTRERERERFmEPfBERERElDbBIaxMobGDATwRERERpVFwKqdk7SkXMIWGiIiIiCiLsAe+27r3W09AJK0lkF1sSbr5mJMAABalSURBVEIjv2P/1rM6AkJ23KfhugjuS+rraKHrgBBKcEYHOKBq7ZBSAlATaB/Z1/E57Wbvh4jxWu7q6zLeXcVYnhv9LmRHEj9hKVPY+EzJld7YbKdBQmMVGlsYwBMRERFR2khO5GQbU2iIiIiIiLIIe+CJiIiIKG1YhcY+BvBERERElDaSVWhsYwoNEREREVEWYQ88EREREaVNMIUmORXncqUHngE8EREREaUNU2jsYwBPGWvjxo9DteJj/yqXUfXmuysJ+0t6m0K7TfmHUmranYo68DHvKkc+uClxSZ1rg4goQzCAJyIiIqK0kYITOdnFQaxERERElJNuv/12CCFMl1GjRqW7WZ1iDzwRERERpU26B7EeccQRePPNN/XrTmfmh8eZ30IiIiIi6rXSPYjV6XSipKQkKfffU5hCQ0RERES9itfrRVNTk+ni9Xot1/3yyy8xdOhQHHzwwbj44ouxbdu2Hm6tfQzgiYiIiChtpNSgSTVpFwCYP38+CgsLTZfq6uqo+y4rK8OSJUuwcuVKLFy4EFu3bsVJJ52Effv29fRhsEVI2YM13nqRpqYmFBYWAnAA3ShTlhElzkQibbD3Wy/u4xId9xW5LvTbHBBCYRlJ425ZRrLzu8qR6gOUuIz4jKW04WdCLBKAisbGRhQUFKS1JRMmTMDHa/eiv2dEUvYnpcTXDS9jy5YtGDRokOk2j8cDj8cTd/uGhgYceOCBePDBBzFt2rSktCkVmANPRERERL2Kx+Pp0o+ToqIi/PjHP8ZXX32VglYlD1NoiIiIiCiNJCTUpF26o7m5GVu2bMGQIUOS9NhSgwE8EREREaWNluT/7Pj1r3+NNWvW4Ouvv8Z7772Hn/3sZ3A4HLjoootS9GiTgyk0aZbM/Lwu53omlKNs7xetjJdXL+PltBuvZdrvyxTliKdKFg9vYd4qJQtfS0QUz/bt23HRRRdhz5492H///XHiiSdi7dq12H///dPdtLgYwBMRERFRGqWvDvyyZcuScr89jQE8EREREaWNhAYZ5+y8rX1l8dlnOzItRyHK559/jnPPPReFhYXo27cvjjnmmE4L7C9fvhyjRo1CXl4ejjrqKLz22mum26WUmDNnDoYMGYL8/HxUVFTgyy+/TOXDICIiIiJKiowO4Lds2YITTzwRo0aNwurVq/Hxxx/jtttuQ15eXsxt3nvvPVx00UWYNm0aPvzwQ0yaNAmTJk3Cp59+qq9z33334ZFHHsGiRYuwbt069O3bF5WVlWhvb++Jh0VEREREIcEEmvQMYs1WGT2R04UXXgiXy4U///nPCW8zZcoUtLS04JVXXtGXHXfccRg7diwWLVoEKSWGDh2KG2+8Eb/+9a8BAI2NjSguLsaSJUtw4YUXJnQ/yZrIKZkyasKShCaH6kym/b7Msg+FzH1rd4oDD4mIUimzJnLasPY79HGXJGV/UkrUNb6N7du3Y9iwYUnZZybKtAhJp2kaXn31Vfz4xz9GZWUlBg8ejLKyMqxYsSLudrW1taioqDAtq6ysRG1tLQBg69atqKurM61TWFiIsrIyfR0rXq8XTU1NpgsRERERUU/L2AB+586daG5uxj333IOJEyfi73//O372s5/h/PPPx5o1a2JuV1dXh+LiYtOy4uJi1NXV6beHl8Vax0p1dTUKCwv1y/Dhw7v60IiIiIgoTEpIqSXtkgsyJoB/9tln0a9fP/2yefNmAMB5552HG264AWPHjsUtt9yCs88+G4sWLerx9s2ePRuNjY365dtvv+3xNhARERERZUwZyXPPPRdlZWX69f333x9OpxOHH364ab3DDjsM7777bsz9lJSUoL6+3rSsvr4eJSUl+u3hZcZpcuvr6zF27NiY+/V4PPB4PAk/HiIiIiLqnBYaxJoMuTKGKmN64Pv3749DDjlEvxQWFuKYY47Re+LD/v3vf+PAAw+MuZ/y8nLU1NSYlq1atQrl5eUAgNLSUpSUlJjWaWpqwrp16/R1iIiIiKiHyGAd+GRdckHG9MBbuemmmzBlyhScfPLJOO2007By5Uq8/PLLWL16tb7OZZddhmHDhqG6uhoAcP311+OUU07BAw88gLPOOgvLli3D+vXr8fjjjwMAhBCYNWsW7r77bowcORKlpaW47bbbMHToUEyaNCkNj5KIiIiIKHEZHcD/7Gc/w6JFi1BdXY3rrrsOhx56KP7v//4PJ554or7Otm3boCiREwnHH388li5diltvvRW//e1vMXLkSKxYsQJHHnmkvs7NN9+MlpYWXH311WhoaMCJJ56IlStXxq0vT0RERETJJ0NJNMnZV26k0GR0HfhMxjrwnWAd+PTL4rd2rnwAExGlR2bVgV/33n+Q5xqUlP1JKbG3eQPrwBMRERERUebI6BQaIiIiIurtNEgkZ/BprpzBZQBPRERERGkjQxM5JWtfuYApNEREREREWYQ98ERERESUPuyBt40BPBERERGlDWditY8pNEREREREWYQ98ERERESURhpTaGxiAE9EREREaSOlBimTVEYyRwJ4ptAQEREREWUR9sATERERUdpISEgOYrWFATwRERERpRHLSNrFFBoiIiIioizCHngiIiIiShvJiZxsYwDfi2RS3pdISlOSMyI9F2TSc09ERESpxQCeiIiIiNJI4yBWmxjAExEREVHaMIXGPg5iJSIiIiLKIuyBJyIiIqK0kSwjaRsDeCIiIiJKIwkkKQceOZIDzxQaIiIiIqIswh54IiIiIkofqTGFxiYG8ERERESUNhKSZSRtYgoNEREREVEWYQ88EREREaUN68DbxwCeiIiIiNJIA6AmaV8M4CmOyC+83Hih2MWj0tN4xImIKFHB74xc6a3ujRjAd9GePXtCfyWrbikRERFRz9mzZw8KCwvT3QyAEznZxgC+iwYMGAAA2LZtW4a8+MmOpqYmDB8+HN9++y0KCgrS3Ryyic9fduPzl/34HGa3xsZGjBgxQo9l0k8DJ3KyhwF8FylKsIBPYWEhP7yyWEFBAZ+/LMbnL7vx+ct+fA6zWziWoezDAJ6IiIiI0kdKJK0HPkdSaPjTi4iIiIgoi7AHvos8Hg/mzp0Lj8eT7qZQF/D5y258/rIbn7/sx+cwu2Xa8ycN/+/+vnKjB17IXBmuS0REREQZZcKECXjrrTUQwpGU/QXDWj+2b9+OYcOGJWWfmYgpNERERESU0xYsWICDDjoIeXl5KCsrw/vvv5/uJsXFAJ6IiIiI0kvK5Fy6kELz3HPPoaqqCnPnzsXGjRsxZswYVFZWYufOncl/nEnCAJ6IiIiI0kgm7b+uBPAPPvggrrrqKlxxxRU4/PDDsWjRIvTp0wdPPfVU8h9qknAQKxERERGlRX5+PpI7kVOQlBJNTU2mZR6PJ2rgrs/nw4YNGzB79mx9maIoqKioQG1tbVLblEw52wP/wgsv4IwzzsDAgQMhhMCmTZui1mlvb8f06dMxcOBA9OvXD5MnT0Z9fX3c/UopMWfOHAwZMgT5+fmoqKjAl19+aVpn7969uPjii1FQUICioiJMmzYNzc3NyXx4Oenyyy+HEMJ0mThxYqfbdZb31pXXAdlnN/9w+fLlGDVqFPLy8nDUUUfhtddeM92eyHuRuu/222+Pet+NGjUq7jZ87tLn7bffxjnnnIOhQ4dCCIEVK1aYbu/qsefnaM/p7DnMtu/CJ598Eq+//npSLxs2bMCTTz6JwsJC06W6ujrq/nfv3g1VVVFcXGxaXlxcjLq6um4/vpSROeqZZ56Rd9xxh3ziiSckAPnhhx9GrXPNNdfI4cOHy5qaGrl+/Xp53HHHyeOPPz7ufu+55x5ZWFgoV6xYIT/66CN57rnnytLSUtnW1qavM3HiRDlmzBi5du1a+c4778hDDjlEXnTRRcl+iDln6tSpcuLEifL777/XL3v37o27zbJly6Tb7ZZPPfWU/Ne//iWvuuoqWVRUJOvr6/V1uvI6IHsSeR6M/vnPf0qHwyHvu+8++dlnn8lbb71Vulwu+cknn+jrJPJepO6bO3euPOKII0zvu127dsVcn89der322mvyd7/7nXzhhRckAPniiy+abu/KsefnaM/q7Dnkd2FQe3u7bGxsNF3a29uj1vvuu+8kAPnee++Zlt90003y2GOP7anm2pazAXzY1q1bLQP4hoYG6XK55PLly/Vln3/+uQQga2trLfelaZosKSmR999/v2k/Ho9H/uUvf5FSSvnZZ59JAPKDDz7Q13n99delEEJ+9913SXxkuWfq1KnyvPPOs7XNscceK6dPn65fV1VVDh06VFZXV0spu/Y6IPs6ex46+vnPfy7POuss07KysjL5y1/+UkqZ2HuRkmPu3LlyzJgxCa/P5y5zdAz+unrs+TmaPrECeH4XJs7r9UqHwxF1HC+77DJ57rnnpqdRCcjZFJrObNiwAX6/HxUVFfqyUaNGYcSIETFzorZu3Yq6ujrTNoWFhSgrK9O3qa2tRVFREcaPH6+vU1FRAUVRsG7duhQ9mtyxevVqDB48GIceeiiuvfZa7NmzJ+a64bw34/PVMe+tK68DsieR56Gj2tpa0/oAUFlZqa+fyHuRkufLL7/E0KFDcfDBB+Piiy/Gtm3bYq7L5y5zdeXY83M0M/G7MHFutxvjxo1DTU2NvkzTNNTU1KC8vDyNLYuPAXwMdXV1cLvdKCoqMi2PlxMVXh4vj6qurg6DBw823e50OjFgwIDMzrXKAhMnTsQzzzyDmpoa3HvvvVizZg3OPPNMqKpquX4ieW9deR2QPV3JP6yrq+v0eQsvS3Sf1DVlZWVYsmQJVq5ciYULF2Lr1q046aSTsG/fPsv1+dxlrq4ce36OZh5+F9pXVVWFJ554Ak8//TQ+//xzXHvttWhpacEVV1yR7qbFlBNVaJ599ln88pe/1K+//vrrOOmkk9LYIuouq+f0wgsv1K8fddRRGD16NH70ox9h9erVmDBhQjqaSdTrnXnmmfrfo0ePRllZGQ488EA8//zzmDZtWhpbRpSb+F1o35QpU7Br1y7MmTMHdXV1GDt2LFauXBn1oyaT5EQP/LnnnotNmzbpF2P6SiwlJSXw+XxoaGgwLa+vr0dJSUnMbcLrxNqmpKQkamKAQCCAvXv3xtwvRUvkOT344IMxaNAgfPXVV5b7GDRoEBwOR6fPl93XAdmTyPPQUUlJSafPW3hZovuk5CgqKsKPf/zjmO87PneZqyvHnp+jmY/fhYmZMWMGvvnmG3i9Xqxbtw5lZWXpblJcORHA9+/fH4cccoh+CdYcjW/cuHFwuVymnKjNmzdj27ZtMXOiSktLUVJSYtqmqakJ69at07cpLy9HQ0MDNmzYoK/z1ltvQdO0jH+xZJJEntPt27djz549GDJkiOU+Esl768rrgOzpSv5heXm5aX0AWLVqlb5+Iu9FSo3m5mZs2bIl5vuOz13m6sqx5+do5uN3YS+V7lG06bJnzx754YcfyldffVUCkMuWLZMffvih/P777/V1rrnmGjlixAj51ltvyfXr18vy8nJZXl5u2s+hhx4qX3jhBf36PffcI4uKiuTf/vY3+fHHH8vzzjvPsozkT37yE7lu3Tr57rvvypEjR7KMZDft27dP/vrXv5a1tbVy69at8s0335RHH320HDlypKls1Omnny4fffRR/fqyZcukx+ORS5YskZ999pm8+uqrZVFRkayrq9PXSeR1QN3T2fNw6aWXyltuuUVf/5///Kd0Op3yj3/8o/z888/l3LlzLUsRdvZepO678cYb5erVq+XWrVvlP//5T1lRUSEHDRokd+7cKaXkc5dp9u3bJz/88EP54YcfSgDywQcflB9++KH85ptvpJSJHXt+jqZXvOeQ34W5I2cD+MWLF4fn2zVd5s6dq6/T1tYmf/WrX8n99ttP9unTR/7sZz8zBfhSBks4LV68WL+uaZq87bbbZHFxsfR4PHLChAly8+bNpm327NkjL7roItmvXz9ZUFAgr7jiCrlv375UPtxer7W1VZ5xxhly//33ly6XSx544IHyqquuMn34SCnlgQceaHqOpZTy0UcflSNGjJBut1see+yxcu3atabbE3kdUPfFex5OOeUUOXXqVNP6zz//vPzxj38s3W63POKII+Srr75quj2R9yJ135QpU+SQIUOk2+2Ww4YNk1OmTJFfffWVfjufu8zyj3/8w/K7L/wcJXLs+TmaXvGeQ34X5g4hpZQ93OlPRERERERdlBM58EREREREvQUDeCIiIiKiLMIAnoiIiIgoizCAJyIiIiLKIgzgiYiIiIiyCAN4IiIiIqIswgCeiIiIiCiLMIAnIiIiIsoiDOCJiHrQn/70J5xxxhlpue9bbrkFM2fOTMt9ExFR8nAmViKiHtLe3o6DDz4Yy5cvxwknnNDj9797924cfPDB2LRpEw4++OAev38iIkoO9sATEfWQv/71rygoKEhL8A4AgwYNQmVlJRYuXJiW+yciouRgAE9EZNOuXbtQUlKCP/zhD/qy9957D263GzU1NTG3W7ZsGc455xzTsssvvxyTJk3CH/7wBxQXF6OoqAh33nknAoEAbrrpJgwYMAAHHHAAFi9erG/z9ddfQwiB559/HieddBLy8/NxzDHH4N///jc++OADjB8/Hv369cOZZ56JXbt2me7vnHPOwbJly5J0JIiIKB0YwBMR2bT//vvjqaeewu23347169dj3759uPTSSzFjxgxMmDAh5nbvvvsuxo8fH7X8rbfewo4dO/D222/jwQcfxNy5c3H22Wdjv/32w7p163DNNdfgl7/8JbZv327abu7cubj11luxceNGOJ1O/M///A9uvvlmPPzww3jnnXfw1VdfYc6cOaZtjj32WGzfvh1ff/11Uo4FERH1PObAExF10fTp0/Hmm29i/Pjx+OSTT/DBBx/A4/FYrtvQ0ID99tsPb7/9Nk466SR9+eWXX47Vq1fjP//5DxQl2KcyatQoDB48GG+//TYAQFVVFBYW4sknn8SFF16Ir7/+GqWlpXjyyScxbdo0AMHe/Ysuugg1NTU4/fTTAQD33HMPlixZgi+++EK/v6amJhQWFmL16tU45ZRTUnJciIgotZzpbgARUbb64x//iCOPPBLLly/Hhg0bYgbvANDW1gYAyMvLi7rtiCOO0IN3ACguLsaRRx6pX3c4HBg4cCB27txp2m706NGmbQDgqKOOMi3ruE1+fj4AoLW1tdPHR0REmYkpNEREXbRlyxbs2LEDmqZ1mpIycOBACCHwww8/RN3mcrlM14UQlss0TYu5nRDCclnHbfbu3QsgmAZERETZiQE8EVEX+Hw+XHLJJZgyZQruuusu/OIXv4jq7TZyu904/PDD8dlnn/VgK6N9+umncLlcOOKII9LaDiIi6joG8EREXfC73/0OjY2NeOSRR/Cb3/wGP/7xj3HllVfG3aayshLvvvtuD7XQ2jvvvKNXriEiouzEAJ6IyKbVq1dj3rx5+POf/4yCggIoioI///nPeOedd+LWWJ82bRpee+01NDY29mBrzZYtW4arrroqbfdPRETdxyo0REQ96IILLsDRRx+N2bNn9/h9v/7667jxxhvx8ccfw+lkDQMiomzFHngioh50//33o1+/fmm575aWFixevJjBOxFRlmMPPBERERFRFmEPPBERERFRFmEAT0RERESURRjAExERERFlEQbwRERERERZhAE8EREREVEWYQBPRERERJRFGMATEREREWURBvBERERERFmEATwRERERURb5/8LRjCHZk6TvAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 800x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Field plots\n",
    "fig, ax = plt.subplots(2, 1, figsize=(8, 10), tight_layout=True)\n",
    "sim_data.plot_field(\"field in-plane\", \"E\", val=\"abs\", f=f_min, ax=ax[0])\n",
    "ax[0].set_title(f\"Field magnitude at f={f_min / 1e9:.1f} GHz\")\n",
    "sim_data.plot_field(\"field in-plane\", \"E\", val=\"abs\", f=f0, ax=ax[1])\n",
    "ax[1].set_title(f\"Field magnitude at f={f0 / 1e9:.1f} GHz\")\n",
    "for axis in ax:\n",
    "    axis.set_xlim(-10 * mm, 15 * mm)\n",
    "    axis.set_ylim(-7.5 * mm, 10 * mm)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c776e503-518a-4404-8853-41c058ba6c30",
   "metadata": {},
   "source": [
    "#### S-parameters"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6cc8b034-2baf-4b2b-bb7d-a067c8a0e2c4",
   "metadata": {},
   "source": [
    "Use the `smatrix()` method to calculate the S-matrix."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "c536723f-fec3-478c-8824-33fde26edf01",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:41:59.541735Z",
     "iopub.status.busy": "2025-12-05T21:41:59.541637Z",
     "iopub.status.idle": "2025-12-05T21:41:59.642816Z",
     "shell.execute_reply": "2025-12-05T21:41:59.642540Z"
    }
   },
   "outputs": [],
   "source": [
    "smat = tcm_data_basic.smatrix()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3744c929-9058-4b2b-a493-0896c2dad909",
   "metadata": {},
   "source": [
    "We use the `port_in` and `port_out` coordinates to access the specific S-parameter from the full matrix. Note the use of `np.conjugate()` to convert from the default physics phase convention to the engineering convention. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "9ae6cd83-7bfe-4682-a3dd-6f59db17b888",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:41:59.644646Z",
     "iopub.status.busy": "2025-12-05T21:41:59.644544Z",
     "iopub.status.idle": "2025-12-05T21:41:59.647195Z",
     "shell.execute_reply": "2025-12-05T21:41:59.646889Z"
    }
   },
   "outputs": [],
   "source": [
    "S11 = np.conjugate(smat.data.isel(port_in=0, port_out=0))\n",
    "S21 = np.conjugate(smat.data.isel(port_in=0, port_out=1))\n",
    "S11dB = 20 * np.log10(np.abs(S11))\n",
    "S21dB = 20 * np.log10(np.abs(S21))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1b8d90f-b099-41d9-b8b5-332cc6f67eae",
   "metadata": {},
   "source": [
    "The insertion and return losses are plotted below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "651fbe75-daff-475a-a590-a675d84f7e34",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:41:59.649107Z",
     "iopub.status.busy": "2025-12-05T21:41:59.648811Z",
     "iopub.status.idle": "2025-12-05T21:42:00.009570Z",
     "shell.execute_reply": "2025-12-05T21:42:00.009104Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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yu0sCAAAAAPghnwvd06ZN06BBgzR06FCtWrVKNWvWVNu2bXX48GG7SwMAAAAA+BmfC91jxoxRnz591LNnT1WpUkXjx49XRESEPv30U7tLAwAAAAD4mSC7C8hOCQkJWrlypZ5//vmUcwEBAWrVqpX++usvGyvLPvHx0o8/SgEBqVtgYNrbmT2XlccEBZnji/cBPvexDQAAAABkH58K3UePHlVycrIKFy6c5nzhwoW1adOmdL8mPj5e8fHxKbdjY2MlSYmJiUpMTHRfsRdxvdaVXvPoUenuu4NzoqRMcTisdMN4evtLw7uV4eNdW/r3X/p1Fz7+8rVYGdRy+X1wsCWHI0n790dq27YkhYdLISFScLDZQkLM4xwOu6+If8vs7xHswzXyfB5xjSwrdXM6095Ob8vMY6TU/6Qdjqxvmf26HOAR1wiXxTXyfFwjz+cN1yiztTksy/WXyPsdOHBAxYsX159//qlGjRqlnH/22We1cOFC/f3335d8zbBhwzR8+PBLzk+dOlURERFurfdqnD4drDfeaPDfewiHnE6zmfccF+7TnncdX/w15nZG51M3ZE5QkFOBgU4FBloKDr70OCjIqaAgK+XYdV9QkFMhIckKCXHtkxUamvZ2+vcnKzw8SeHhSYqISFJwsJPgD/iy5GQFJiYqICFBgQkJqceJiXIkJSnggi3ldnJymtuO/24HJCZmfN9/xw6nUwHJydJ/e4fTabYLj9O7ffG5y3ytLEsOyex95C2J9V8At1zbf93HrIs2/XdfeltG92X6awID5QwKSrsPDJQVFCTn5e77737rCntnYKCcwcFyhoQoOTg45djJJ9AA/EhcXJzuu+8+nTp1StHR0Rk+zqdCd0JCgiIiIvTtt9+qY8eOKee7d++ukydPasaMGZd8TXot3SVLltTRo0cv+4PLbomJiZo3b55at26t4GDPacl2cTqlpCQpOTmre0eWvyb1tRxZfPyF+4xf9/LfS9qvcx0nJkoJCVJcXJIsK0iJieaxniYoyFJ0tBQV5drM7Vy59N95S3nySPnzS/nzWxftJQ/8nClLPP33CD5+jZxO6exZ6cwZs509K0dmb8fFmfFD589L587Jcf68OY6Pl86dM8fnz8vhwZ/2Ay5WWJgUGiqFhZktJEQKCzPnXfe57v9vn3JfeLj5YxQZKSsiIuU45Vx4eJrbiogw3dI8jE//X+cjuEaezxuuUWxsrAoUKHDF0O1T3ctDQkJUt25d/fbbbymh2+l06rffftPjjz+e7teEhoYqNDT0kvPBwcG2XFy7Xjcz0vkx+ZXExETNmjVLt956q4KDg2VZJoy7AvnFx1k553pf7Xpv7Tq+cEvvfFyceb9++rSpMSnJoePHpePHXVVn7YOB8HATvgsUkAoWlIoVS7sVL272RYqYbvWeypN/j2B45DWyLPNLdeSIGctz4oR08qTZTp1KPc7otusXMacEB6eGlNBQE2xc414u3Kd37jKPSQ4I0Mbt23V99eoKDA29dLzPtRxfPCYoMPDyXbX/a7295sdc7Epd0dPrmp7Vr3F1e3c6Uz/FvfA4q7cvOE6Kj1fMqlWqVb26ghyO9L/W9Ymxu7aEBLO5Phy6QMqHRqdOpT3vrt+F0NBLg3hkZOoWFWU+eXZ9Kn3hPr3j8PBsa633yP/rkAbXyPN58jXKbF0+FboladCgQerevbvq1aunBg0a6J133tHZs2fVs2dPu0uDj3E4Ut+rRkbaW4urgS021mynT6e/j401OeLYMZMpjh5NPU5KMkF+3z6zXY7DYUJ5mTJSuXJS2bJp9yVLmvfWgK0sy/zjP3jQbEePpgbqjI7Pn7/21w0IMN1LcuUy/zm4jjO67doubOm70nFYmNta95yJido+a5Yq3XqrAj30Tc41y8Hx1+5gJSZqf65cqnnrrZ7xCahlpQZwVwhP7zgzt+PizB+0zOxdH4jEx5st9RPnaxMYmH4oz51byps3dcuTJ+1t15Y7d/bUAcBn+Nzb4nvuuUdHjhzRkCFDdOjQIdWqVUu//PLLJZOrAb4kICC1S3nx4ln/elc2uTCEHz4sHTiQ/paUZO4/fFhatuzS5wsMNMH7uuukqlWlKlXMdv315v0IcM3On5f27jWfELn+YR48eOn+7NmsP3doqOnukT+/efOcJ0/aLaNzuXObIB0W5tWBDsgyhyO1y3hOBU7LShvSMwrmru5gF38qnd7x6dPmeZOTU3uxXA2HQ0G5c6tVSIiCihWT8uVLDeQFCly6FSxo9lFR/N8B+CifC92S9Pjjj2fYnRzApRyO1A/0y5W7/GOdThPK9+2Tdu2Sdu6UduxI3e/aZRocdu0y29y5ab++aNHUEF6tmlSnjlS9OsMXcJHTp6Xduy/ddu0y+0OHMv9c0dFmTEShQqlvbi98o3vx7chI3vgCns7hML0/XOOisoOr21h6wfzUKbO5hp2cOJH+du6cmRTw5ElFSubT6cwKDk4/lGcU1AsV4o8n4CV8MnQDcJ+AAPN3vlAhE5gv5nSaBsYdO6TNm6UNG6T1681+377Unr6//Zb6NUFBJoDXrWues149qVYt03UfPuzMGWnrVrNt2ZJ2f+zYlb8+IsJ0qShe3HyaU6xY+nu7x38A8A4XdhsrVuzqniM+Xjp5UomHD+uvWbPU+PrrFXT6dGoov3B814VDXOLizFh51x/JzMqdWypcOHUrVCjt7QvP5cp1dd8TgGtG6AaQrQICTAYqXlxq2jTtfbGx0saNqUF8zRpp5UozDC8mxmyffGIeGxYm1a8vNWkiNW5stuxqzEAOO3lSWrdOWrdOAatXq/EffyjoscdMF/DLyZNHKl3aTB5QuvSlx/nz0yINwLOEhpqAmy+fTuzYIatdu8yNu4+LSxvIL7cdOWK2pKTUFvgtW678GhERmQvnhQub/3/5/xXINoRuADkmOlpq2NBsLpYl7dljwvfKldKqVWac+PHj0uLFZnOpVEm66SapZUuzJ4R7mKQk84lKTIy0dm1K0L5wZr5ASQUv/JoCBaSKFc0EABfuy5Uz/2AAwB+4lkcrWTJzj7cs03L+77+p2+HDaW9feM615MnOnWa7kpCQ1G5tF4fyi88VKMDsqcAV8BsCwFYOR2rD5Z13mnOWZbqm//mntGSJ2W/aZM5t3iyNH2++rlYtE8BbtpSaNfOMSXz9htNpuoEvXy6tWGH2//xj3tilp2RJqXp1JV9/vVYnJanG3XcriJn1AODqOBxmgrZ8+cwspZdjWWY4T2YDemysmY0+M8uZuGopUCDjUH7xcVhY9vwMAC9C6AbgcRwOqXJls/XqZc4dOyb98Yf0++9mPPj69Sbj/fOP9Oab5m/4zTcHqlSpMqpRwyxfhmx04oT59GPxYtMVYeVK88bsYlFRqbPjVatm9lWrpsxo7ExM1N5Zs1S9fn0+JQGAnOBwpI5Vr1Dhyo8/dy51iZKLA/nF544eNaHe1eV9/forP39UVMat564JLfPnT90zWRx8AKEbgFfIn1+64w6zSWaeGVcA//VXs3rUrFkBkmpq/HjTCn7bbdLtt5uJ2RialkX796f271+82HQTd62J6xIeLtWubX7A9eubrWJFM7AfAOCdwsNTu6BdSVKS+VQ8vUCe3j4hIXV5tm3bMldPrlzmTcCFQfzi/cXnIiKu7WcAZDNCNwCvVLSo1K2b2SzLZMIZM5I1ZcpJbd6cTzExDsXESK++aube6tLFbATwDJw+LS1caNZ4mzfP9Oe/WMWKZna8xo1NwK5ShXF8AODPgoJSW62vxLLMpG8ZBfJ//02dLO7YMbMlJ5uu8WfOmOUiMysszAxfypMnde/a/rvtiIpS0R075AgNNS3srvtz5+ZvG7Id/6IAeD2Hw/RirlzZqerV/1CDBrfq11+D9dNP0qxZZmnn0aPN5grgd99tlijz2wBuWWbCs59/NkH7r79Mi4VLQIDpLtC0qdluvDFzb6oAAEiPw5EabK+77sqPdzrNMCZXCL8wjF987sJ9YqJ0/vwVl18LktRAkkaNuvTOXLlSw3ru3KZLfHR0ajd915beuQvPh4f78RsNXIjQDcDnFCggPfCA2eLipNmzpW++kWbOTBvAr79e6t5duv9+s8SZz4uPlxYskH780WwXT5BTrpzUurXZbr6ZSc4AAPYJCEgN6ZkZiy6lThp39KhZrvLC7cSJNLedx4/r+M6dyu9wyHHqlDl/5ox5Hlfr+t691/49pBfQc+WSIiOvvGX0uLAwwryXIXQD8GkREVLnzmZzBfCvvzaZc+NGafBg6YUXpFatTADv2NHHhoKdPWs+bfjuO+mXX0w3cpeICKlNG+mWW0zQLlfOvjoBALhWF04adwXJiYlaMmuWbr31VgW7JvZ0rX1+UUBPGYfu2mJjL3/7zBnzAYDTmbqWenYKCDB/wzMT3C8X6NPbQkKyt1ZIInQD8CMXBvDYWNP6PXmymSds7lyzRUeblu9HHzVd1r1SQoI0Z4705Zfm04WzZ1PvK1pU6tDBzDDXsiVLtwAA4BIUlDox27VwOs3f3oyC+Zkz5v4rbRc/Lj4+9fldrfHZLTg440B+tRvd7AndAPxTdLTUu7fZtm+XPv/cBPBdu6QPPjBbkyZS374mpHt8NrUsMxHaF1+YVu2TJ1PvK1dOuuceqVMnM5Cd2cUBAHCfC7uVZ6fk5MyF9awEeld4dwX6xETT0n/iRPbVHRBg3njlzp12u9K5iAiFXPh+xosRugH4vfLlpWHDpCFDpPnzpQ8/lKZPl5YsMdvAgVLPntJjj5mJ2DzKwYPSpEnSJ5+YTw9cihY1QbtrVzPTuJ9/wgwAgNcLDDShNDo6+587MTFtCM+OzdXTzulM7aqfBcGSqrVoId13XzZ/szmP0A0A/wkIMD2uW7aUDhwwOXbCBDPf2OjR0ltvmVbvQYOkG26wsdCkJDM4/eOPzezjycnmfFSUdO+95o9T06bmjzMAAMCVBAenTlyXXZxOM6FObKwZ1+7au7Yr3LZiYxXvjg8YbEDoBoB0FCsmvfSS9PzzZtmxsWOlX38148C/+UZq1Eh66ikz8VqOZdtjx8ynAOPGSfv3p55v0kR66CGzFlpkZA4VAwAAcBkBAanjuosVy/KXJyUmav2sWSrthtJyGgP7AOAygoLMnGPz5klr1phu5iEhZlnru+6SKlaU3n9fOnfOjUVs2CA98ohUsqSZan3/frMu2lNPmfv++EPq0YPADQAA4IEI3QCQSdWrS59+Ku3eLf3f/5nJTXfulJ54Qipb1nRBv3BFrmtiWWaJr1tukapWNS3c585JtWtLn31m+ry/+aZZbBwAAAAei9ANAFlUpIj0yivSnj2mp3fp0tK//0rPPmsmWnv55WuY9NPpNLO41a0rtWtnlv5yOMzM4wsXSitXSg88IIWGZuN3BAAAAHchdAPAVYqIMDOab90qTZxoupofPy4NHWqC+IsvmtuZ4nRK335rWrI7dZL++cd0Fx8wQNq2Tfr+e6lZM2YhBwAA8DKEbgC4RsHBZkj1xo3Sl19K1aqZbuavv26WyH7llct0O09Olr76yvRd79LFDByPijJjt3ftkt55xzwJAAAAvBKhGwCySWCgWbFr9Wrphx9Mjj51yqz/Xa6cWXIsZcI115jt2rXNWtobNki5c5sH79olvfaamSwNAAAAXo3QDQDZLCDALCUWE2NavitWlI4elZ5+WqpQQRr/4h4ltmpnxmyvXWvWxHzlFRO2hw+X8uWz9xsAAABAtiF0A4CbBASYlu8NG6RPPpFKFU/SgQNS39dLqdrv72pGUGdZg56Stm8306HnyWN3yQAAAMhmhG4AcLOg+LPqtf1FbTmST+/pCRXUYW1RJXVM+lbNl7+pZdto2QYAAPBVhG4AcBfLkmbMkKpUkV5/XaEJp/VEi3XaNn+fXnhBCguTFi+WGjY0w7p37rS7YAAAAGQ3QjcAuMPOndLtt5vB3Xv2mDXEpk+Xfv9d0S3q6LXXpC1bpAcfNKuAffWVVLmy9Pzz0pkzdhcPAACA7ELoBoDsFB9vZh6vUkWaOdOsJ/bCC2Zg9x13pFlnu2RJafJkaeVKqWVLKSFBeuMNqVIlacoU01AOAAAA70boBoDs8uefUs2aZlK08+elm282626/9poUEZHhl9WuLc2bZ3qilysnHTgg3X+/1LSptGpVDtYPAACAbEfoBoBrFRcnDRok3XijtHmzVKSINHWq9Ouvps94Jjgcpjf6+vXS66+bjL5kiVSvnvTII2bJMQAAAHgfQjcAXIvFi03r9ttvm/7gPXqYruRdu6bpSp5ZYWFmXPfmzdJ995mnnDDBdDn/9FO6nAMAAHgbQjcAXI34eOnZZ6XmzaVt26TixaVZs6SJE6W8ea/56UuUMOO6Fy+WatSQjh+Xevc2L7dhQzbUDwAAgBxB6AaArNq4UbrhBmn0aNP03LOn6Rferl22v9SNN5qJ1t5803Q5X7xYqlVLevFF06sdAAAAno3QDQCZZVnSuHFSnTpSTIyUP7/0ww+m33fu3G572aAg6amnTNa//XYpMdGM+65WTfrlF7e9LAAAALIBoRsAMuPECenOO6XHHzczk7dtK61da9bhziGlSpkZzn/4wXQ/37nTNK7fc4+Z8RwAAACeh9ANAFeyfLlp3Z4+XQoJkd55x4zfLlrUlnI6djTjup98UgoIkL7+2iwL/sknTLQGAADgaQjdAJARy5Lee09q0kTatUsqW9as4zVggEm7NoqKksaMkVaskOrXl06dkh56SGrTxpQKAAAAz0DoBoD0nD1rlv0aMMAMor7zTmnVKrNwtgepXVv6808zp1tYmFkavFo1M/Tc6bS7OgAAABC6AeBiO3ZIjRpJ06aZWczeeUf69lspTx67K0tXUJD09NPS6tVS06bm84LHH5datJC2brW7OgAAAP9G6AaAC82ZY1qz166VCheW5s83rd0Oh92VXdF110kLFkjvvy9FRqau8f3WW1Jyst3VAQAA+CdCNwBIZvz2W29Jt95qZipv2NAskH3jjXZXliUBAVK/ftK6dVKrVmai9aeflho3ljZtsrs6AAAA/xNkdwEAYLuEBJNUP/7Y3O7d2wyKDg21t65rUKaMNHeuWUJ80CBp2TIz/vuNN6QnnrB9HjgAAODnEhOlkydNW4dru/D2sWMBCgwspltvtbvSa0foBuDfTpyQOnc23cgDAqS33zap1Au6k1+Jw2E+P2jb1uznzpUGDjRrfU+cKJUubXeFAADAW1mWdO7cpWH54tsZ3Xf27JVeIVAtWxZy97eRIwjdAPzXtm1S+/bSli1SrlzSV1+Z2z6mRAnpl1+k8eNNV/P586Xq1c1qaN27+8TnCwAA4Co4ndLp01kLyxceJyRcew3R0VLevGbLkyf1ODo6WSEh/0oqdu0vYjNCNwD/tGyZCdhHj0qlSkk//WRmHfNRDofUt6/UurX04IPSX39JPXtK06dLEyZIhXzjg2QAAPyOKzgfP262EyfS7i8Xnk+duvYlRgMD04bli8Pz5e6LjjarsKQnMdGpWbMOSqp9bQV6AEI3AP8za5bUpYsUFyfVrSvNnCkVKWJ3VTmiQgUzq/no0dKQIaar+ZIlJnh36mR3dQAA+C/LMuH58GHpyBGzuYJzemHadXzixLUH57CwrIXlC2/nykWvuSshdAPwLxMnSn36mDW02rY162/nymV3VTkqMFAaPFhq1860eq9ZI915p9Sjh+lyHhVld4UAAPiGxETp33+lAwfM3hWoL967jq+lu3Z4uJQvnwnCF+4z0wodFpZN3zDSRegG4B8sSxoxQnrxRXP7wQfNbOXBwfbWZaOaNU0v+2HDpJEjpUmTTCv41KlSgwZ2VwcAgGc7eVLavVvav9+Eatf+wu3ff81bkKyIjJQKFjRbvnxpA3RGxwRnz0boBuD7LEt69lnpzTfN7eefl157jb5QMquijRhhWr3vv1/avl1q0kR6+WXzIwsMtLtCAADscfKktGtXxtupU5l7nqAgqWhRqXBhM4dKwYIZ7wsWlCIi3PP9wD6EbgC+LTnZrMH90Ufm9pgx0pNP2luTB2rWTFq9Wnr0Uenrr6UXXpDmzJE+/1wqWdLu6gAAcI/YWGnnTrOQyZYt0ubNZr99e+ZCdcGCZpWQYsVSt+LF094uWNCsSgr/RegG4LsSE81A5alTTav2hAnSQw/ZXZXHypvXrJp2yy1mqfKFC00X9AkTpLvusrs6AACu3rFj0tq1Zlu3Ttq4MVBr17bVyZOXH2ZWqJBUpkz6W6lSpis4cCWEbgC+KSFBuucesyZWUJD0xRfmNi7L4TBLid14o9Stm7R8uZnovVcv6d13/W7OOQCAl0lIkNavN5OEukL22rXSwYMXPzJAkhkEXbiwVKmSdN11ZqtUyaz2UaYMXb2RPQjdAHxPQoJJjDNmmEHL331n1uRGplWsaJYSGzpUeuMN6dNPUydZq1fP7uoAADAjyDZtMh8Qr1hh9qtXS/Hx6T++TBmpenWzVayYpKNHl6hHj8YqUMB/J1VFziB0A/ApjqQkBd53n/TjjyZw//ST1Lq13WV5peBg6fXXpTZtpAcekLZulRo1kl59VXrmGcanAQBy1r//mg+A//zThOxVq6SzZy99XJ48ZniUK2BXry5VrSpFR6c+JjHR0qxZJ5U7d46VDz9G6AbgOxITVe/NNxWwdKkJ3DNmELizQYsWpuXgkUfMsuaDB0vz50uffWbGugEAkN0sS9qxw4Rs17Z166WPi4yU6tY1vbDq1zf78uVZoASehdANwDckJirw/vtVbOlSWSEhckyfLrVta3dVPiNfPjOr+SefSP37m5nNa9Uy3c1btLC7OgCAt7MsM2P4vHlmIs/Fi8061xdyOKRq1cy8Iw0bmoBduTLLW8LzEboBeL+kJKlbNwX88IOSg4JkffONgm65xe6qfI7DYSZ/v+EGMyfdhg1Sy5bSkCHS//0fb3oAAFlz/Lj0228maM+bZ9a+vlBwsAnWTZuarUkTs9IG4G0I3QC8W1KSGXD8zTeygoO1/NlnVbddO7ur8mnVqknLlpkW708/lYYNkxYskKZMMeuRAgCQHsuSYmKkmTPNtny5OecSHCw1bizdfLPUrJnUoAGzh8M3ELoBeC/Lkh591CwuHRys5K++0r80t+aIyEjT1fymm8wlWLDAdDf//HN69QMAUp07J/3+u5nXdOZMaf/+tPdXqWIm7Gzd2gRtlqaELyJ0A/Bezz9vkl9AgPTll7I6dJBmzbK7Kr9y//2mJeLuu81ka7fcIj33nPTKK6bFAgDgf06fln7+2Uy+OWuWCd4uEREmYHfoYP5mFC9uX51ATiF0A/BOo0dLI0ea4wkTpM6dpcREe2vyU9ddJy1dKj31lPTBB+ayLFpkOiCUKmV3dQCAnHDqlGnJ/vZb6ZdfpPPnU+8rWVK67TYTtG+6SQoLs69OwA6EbgDeZ+JE6dlnzfHIkVLv3vbWA4WFSePGmTdTvXtLf/1lupt/9pl5owUA8D3x8aZF+4svzD4hIfW+ChWkLl3MZ+J16rCEF/wboRuAd5k+3UyhLUnPPJMavuER7rrLrJd6zz1mgpwOHcwogJdfloL4iwMAXs/plJYsMUH766+lkydT76tUyQTtu+6SatQgaAMuvAUC4D0WLJDuvdf8xe/VK7V7OTxK2bLSH39ITz8tjR0rjRhhWr6//FLKn9/u6gAAV2PXLtPR7LPP0i7tVby41K2b2apXJ2gD6SF0A/AO//wj3X676cvWsaP00Uf8ZfdgISHSe++ZNVUfesh8XlK7tjRlCtcMALxFQoI0Y4b08cdmHW3X8l5RUaY1+4EHzIzjLBwCXB6hG4Dn27tXat/eTIfaooVpMqWvsle45x6pZk3z5mz9eqlNm0B161ZBLKUOAJ5r0yYTtCdPlo4eTT3fqpWZt+OOO6TwcPvqA7wN71oBeLbTp81MXAcPSlWrmjHdTHvqVSpXlv7+W+rbV/r8c4c++6yqjh936rPPpLx57a4OACBJyclmMrSxY6Vff009X6yY1LOnGdVVrpx99QHejNANwHMlJZkFoNeskQoXNu8Gcue2uypchchI02LSqFGS+vd3aObMQNWta5aWqVPH7uoAwH8dPy598olZ8tE1VjsgwHQw69NHateOzmXAteJXCIBnsizpiSfMYp/h4dJPP0mlS9tdFa6BwyE99JCluLg/NG5cc+3c6VDjxmbsd58+DNEHgJy0caM0ZoyZhdy1pna+fGYejr59pTJlbC0P8CkBdhcAAOl6+21p/HiTxKZMkerXt7siZJMKFU5p6dKklHnxHnlE6tFDOnfO7soAwLdZlrRokVnOsUoVM277/HmpVi3T2r1vn1kYhMANZC9CNwDP88MPZr0pSXrzTalTJ3vrQbbLm9cMzx850sx6+9lnZqbznTvtrgwAfE9yshnOc8MNUvPm0syZ5jPtTp2kxYulVavMmG0mRwPcg9ANwLMsX24W+7Qs07/tySftrghu4nBIzz5rlqEpWNCsClevnjR3rt2VAYBvSEiQ/vc/qVIlqUsXadkyKTTU9DDatEn6/nvpxhsZ3gO4G6EbgOc4cMCsQ3LunJm55b33eCfgB266SVq50owgOH5cuuUW6fXXJafT7soAwDudP28mRqtQQXr4YWn7djNe+6WXpD17zOit666zu0rAfxC6AXiG+Hipc2ezNFiVKtJXXzFdqh8pWdKMM+zTx3RyePFF888hNtbuygDAe8TFSe+8Y5b26tdP2rtXKlrUTJOyZ4/08stSoUJ2Vwn4H0I3APtZlnl3sHSplCePNGOGFB1td1XIYWFh0oQJpitkSIgZ812/vrRhg92VAYBnO3fOzERetqwZlXXwoPkw8/33pR07pIEDzdKNAOxB6AZgvw8+MNOmBgSYFu4KFeyuCDZ66CEzsU+JEtKWLVLDhtJ339ldFQB4noQE01W8QgXpqaekw4dN8J4wQdq2zXyeHRZmd5UACN0A7LVwofkIXpLeeENq29bWcuAZGjQw47xvukk6c0a66y7pueekpCS7KwMA+yUnm1UfKlc2c44eOCCVKmU+v9682QzVCQmxu0oALoRuAPbZs8ekqaQkqWvX1GXCAJlxh3PnSs88Y26PGmUmWTt2zN66AMAulmVW1axeXere3SyzWLiwNHas6RnUq5cUHGx3lQAu5jWh+7XXXlPjxo0VERGhPHnypPuYPXv2qH379oqIiFChQoX0zDPPKIlmEcAzxcVJHTtKR49KtWtLH3/MTOW4RFCQCdtff23GI/72mxnnvXat3ZUBQM5aulRq2lS6805p40Ypb17TQWz7dunxx81SYAA8k9eE7oSEBHXp0kV9+/ZN9/7k5GS1b99eCQkJ+vPPPzV58mRNmjRJQ4YMyeFKAVyRZZm+b//8IxUoYD62j4iwuyp4sC5dzBvOcuVMy06jRmZ9WQDwddu3S3ffbf7fW7JECg83Kzzs3GmG3TBBGuD5vCZ0Dx8+XE8++aSqV6+e7v1z587Vhg0b9MUXX6hWrVpq166dXnnlFY0bN04JCQk5XC2Ay/rwQ2nqVCkwUPr2W6l0absrgheoVk1avlxq1Uo6e9YsKTZsGOt5A/BNx46Zmcivv1765hvTGaxXL2nrVunVV6Xcue2uEEBmeU3ovpK//vpL1atXV+HChVPOtW3bVrGxsVq/fr2NlQFIY/ny1InTRo2Smje3tRx4l3z5pNmzU/8JDR9uwvfp07aWBQDZJinJLPVVoYJZczsx0cwxGhNjJkorXtzuCgFkVZDdBWSXQ4cOpQncklJuHzp0KMOvi4+PV3x8fMrt2NhYSVJiYqISExPdUGn6XK+Vk6+JrOEaZYPjxxXUpYsciYly3nGHkh9/3LybyCZcI8+XXddo1CipWjWHHnssUNOnO3TDDZa++y5J5ctnR5X+jd8jz8c18nxXe40WLHDoyScDtX69meOkenVLI0cmq1Ur67/ny946/Rm/R57PG65RZmtzWJZlubmWDA0ePFgjR4687GM2btyoypUrp9yeNGmSBg4cqJMnT6Z53MMPP6zdu3drzpw5Kefi4uIUGRmpWbNmqV27duk+/7BhwzR8+PBLzk+dOlURjDEFso/TqYavv64iK1bobOHCWvDWW0rKlcvuquDltmzJqxEjGujEiTDlypWgZ55ZoZo1j9hdFgBkyZEj4Zo4sar+/NM0Y0dFJahbt41q3XqXAgNtLg5AhuLi4nTffffp1KlTio6OzvBxtobuI0eO6NgV1n4pV66cQi5YaDCj0D1kyBD9+OOPiomJSTm3c+dOlStXTqtWrVLt2rXTff70WrpLliypo0ePXvYHl90SExM1b948tW7dWsGs9eCRuEbXJmDUKAX+3//JCg1V0qJFZsbybMY18nzuuEYHDkh33x2oZcsCFBBgaeRIp/r3dzIZ/lXi98jzcY08X2av0blz0pgxARo1KkDnzjkUEGDpkUecGjrUqXz5crBgP8TvkefzhmsUGxurAgUKXDF029q9vGDBgipYsGC2PFejRo302muv6fDhwypUqJAkad68eYqOjlaVKlUy/LrQ0FCFprPGQnBwsC0X167XReZxja7CwoXSfysJOMaOVXCDBm59Oa6R58vOa1S6tPkn9uij0uTJDj3zTKDWrQvU+PFSWFi2vIRf4vfI83GNPF9G18iypBkzzERpu3aZc82aSe+951DNmoGSaN7OKfweeT5PvkaZrctrJlLbs2ePYmJitGfPHiUnJysmJkYxMTE6c+aMJKlNmzaqUqWKHnjgAa1evVpz5szR//3f/6lfv37phmoAOeTQIenee80U0w88ID30kN0VwQeFhUkTJ5pJhwIDpcmTpZYtpcOH7a4MANLatUvq0EHq1MkclyghffWVtGCBVLOmzcUBcAuvCd1DhgxR7dq1NXToUJ05c0a1a9dW7dq1tWLFCklSYGCgZs6cqcDAQDVq1Ej333+/HnzwQb388ss2Vw74seRkqWtXE7yrVjVLhdHnF27icEgDBki//CLlySP9+afUoIG0bp3dlQGAmZX8zTfNn8Off5aCg6UXXpA2bZLuuYc/j4Av85rZyydNmqRJkyZd9jGlS5fWrFmzcqYgAFf22mvmo/vISLMed2Sk3RXBD7RqJS1dKt12m7Rtm9S4sWlFuvVWuysD4K+WLZMeecQs+yWZruQffSRdMFcwAB/mNS3dALzMkiVmEWVJGj+edxbIUZUqmeDdooVZw7tDB9P13L6pQwH4o9hYqX9/6YYbTODOm9estT1/Pn8WAX9C6AaQ/U6ckO67z4zjvv9+swE5LH9+ac4cM42A02kmLOrbl3VuAbifZUlLlxZVzZpBGjvW3L7/ftOVvFcvKYB34IBf4VceQPayLKlPH2nPHql8eWncOLsrgh8LCZEmTJDeesuMl/zoI6ldO/O5EAC4w6FDZhnDN95ooP37HSpfXpo7V/r8c+m/BXYA+BlCN4Ds9fHH0nffSUFB0pdfSjm43j2QHodDGjTILM8TGSn99pvp6rl1q92VAfAlliVNnWomSpsxI0CBgU4991yy1q6VWre2uzoAdiJ0A8g+Gzea6aMl6fXXpfr17a0HuECHDmaqgZIlpS1bpIYNzTx/AHCtDh2S7rxT6tZNOn5cqlnT0ptvLtQrrzgVHm53dQDsRugGkD3OnzfrcZ87Zz7Sf+opuysCLlGzpplFuGFD08W8dWszqREAXI0LW7enTzfLgL38svTnn0kqWzbW7vIAeAhCN4Ds8eyz0po1UsGC0mefMUsMPFaRImbm4K5dzbq5Dz0k/d//MbM5gKw5eFDq1Cm1dbt2bWnFCumll0z4BgAX3hUDuHY//yyNHWuOJ00yqQbwYOHh0pQpJmxLZkn5Bx6Q4uPtrQuA50s7dtsE7Fdekf7+W6pRw+7qAHgiQjeAa3PkiNS7tzkeMEC69VZ76wEyyeEwb5Q/+cTM+zdlinTLLcxsDiBjJ06YXjLdupnjOnWklSvNB3i0bgPICKEbwNWzLOnhh6V//zUf+b/xht0VAVnWq5fprBEVZSZWa9JE2rXL7qoAeJrffzct2dOmSYGB0vDh0tKlUvXqdlcGwNMRugFcvUmTUmeO+eILKSzM7oqAq9KmjfTHH1KJEmYS/htuMGMzASA+Xnr6aallS2nfPqliRenPP6UhQ2jdBpA5hG4AV2fHDql/f3P8yitSrVq2lgNcqxo1TKtVzZqm80bz5tJPP9ldFQA7rV1rVr986y1z+9FHpX/+kRo0sLcuAN6F0A0g65KTpQcflM6ckZo2NU0AgA8oXlxavNiM7Y6Lkzp2lMaNs7sqADnN6ZTeeccE7rVrzcIcP/4offihFBlpd3UAvA2hG0DWjR4tLVliBsF+9pkZ3Ab4iKgo8+a6Tx/zxvvxx6UXX2RJMcBfHDwotW0rPfmk6Vrevr0J3h062F0ZAG9F6AaQNf/8YwaySdJ770llythaDuAOwcHSRx9Jr75qbr/+upmkPynJ3roAuNfcuWaIya+/mqUFP/zQDDMpXNjuygB4M0I3gMw7d066/34pMVHq1Enq3t3uigC3cThMC/fHH0sBAdLEiaa7eVyc3ZUByG5JSeb3/ZZbzEqYNWpIq1aZMdwOh93VAfB2hG4Amffii9KGDeYj/wkTeCcCv9C7t5mkPyzMLC3WsqV07JjdVQHILnv3Si1amB4tliX17WsmVaxc2e7KAPgKQjeAzFm82MwqI0mffCIVKGBrOUBO6tBB+u03KW9e82a8SRNp9267qwJwrX76ySy+sWSJFB0tff219MEHpms5AGQXQjeAKzt7VurZ0zQB9OplZpUB/EzjxuaNecmS0ubNUqNG0po1dlcF4GokJEiDBkm33y4dPy7Vq2emLOnSxe7KAPgiQjeAK3v+eWn7dqlECWnMGLurAWxz/fXSn39KVauaGY6bNZMWLrS7KgBZsWuXdOON0ttvm9tPPmk+UCtXztayAPgwQjeAy5s/Xxo71hx/8omUO7e99QA2K1HCjLa48Ubp1CmztNCMGXZXBSAz5syR6tSRli83w0VmzDCfJYeE2F0ZAF9G6AaQsdOnTXdySXr4YalNG3vrATxE3rxmaaGOHc06vp07S59/bndVADLidJolANu1k06ckBo0kGJiTPdyAHA3QjeAjD37rOmHV7q09OabdlcDeJTwcOmbb8zKecnJ0oMPpnYKAeA5Tp40H5C99JKZmuSRR6RFi6RSpeyuDIC/IHQDSN+8edL48eb400+lqCh76wE8UFCQ+fXo39/c7t/ftKZZlr11ATDWrpXq1zezlIeGmt/X8ePNMQDkFEI3gEvFxprFiSWpXz/p5pvtrQfwYAEBZjW9oUPN7Zdekp5+muAN2O3LL6UbbpC2bTMdtpYsMQtxAEBOI3QDuNRTT0l795qpXN94w+5qAI/ncEjDhqUuZT9mjPTQQ6bbOYCclZgoDRgg3XefFBcntW4trVgh1a1rd2UA/BWhG0Bav/wiffyxOZ44UcqVy956AC8yYID5tQkIMN1Y773XTLQGIGccOSK1aiW99565/cIL0uzZUoEC9tYFwL8F2V0AAA9y8qRpnpNMemjWzNZyAG/Uo4cUHS117Sp9+60ZrfH991JkpN2VAb5tzRozG/nu3WYaks8+MxOoAYDdaOkGkGrgQGn/fqliRen11+2uBvBad94pzZwpRUSYpcXatTMr8AFwj+nTpcaNTeAuX15aupTADcBzELoBGD//LE2ebAanTpxo0gKAq9a6tfTrr1Lu3NLixVLbttKpU3ZXBfgWy5Jee03q1Ek6e9bM+/n331KVKnZXBgCpCN0ATLfyhx82x08+KTVpYms5gK9o1MgE77x5pb/+MkH8xAm7qwJ8Q1ycmSzt//7P3H78cTMtSf789tYFABcjdAOQBg2SDhww3cpfecXuagCfUq+e9PvvJggsX25a4o4etbsqwLsdPCg1by599ZUUFGTW3h47VgoOtrsyALgUoRvwd7Nnm+7kdCsH3KZWLWnBAqlQISkmxgTvw4dtLgrwUuvWmfW3V6wwH2bNmyc98ojdVQFAxgjdgD87dUrq08ccDxxIt3LAjapVkxYulIoWldaulVq0MK11ADJv3jzzp2rPHum668z47RYt7K4KAC6P0A34s6eeMrOVV6ggvfqq3dUAPq9yZRO8S5SQNm40YWH/frurArzDJ59It95qluFr2lT6808zUzkAeDpCN+Cv5swx72AcDunTT+lWDuSQihVN8C5dWtqyRWrWzCxzBCB9Tqf0wgvSQw9JSUlSt26mxZsJ0wB4C0I34I9OnTLvXiSpf3/TZAAgx5QrZ4J3uXLSjh2mxXvPHrurAjxPfLwJ2SNGmNtDhkiffy6FhtpbFwBkBaEb8EdPPy3t22f65b32mt3VAH6pdGkTvCtUkHbtkm66yfxaAjBOnZLatTMzlAcHS5MmScOHmw5aAOBNCN2Av5k7V/r4Y3P86adSZKS99QB+rEQJaf781Bbvm282q/cB/u7QIdMDZP58KSrKLLTRvbvdVQHA1SF0A/4kNja1W/kTT5jBpABs5QreZcpIW7ea4H3okN1VAfbZulVq3Ngsr1e4sOkR0rKl3VUBwNUjdAP+5JlnpL17TbOaa4AcANuVKmWCd6lS0ubNrOMN/7VypVkSbOdOMwJqyRKpdm27qwKAa0PoBvzFr79KEyaY408+oVs54GHKlJF+/10qXtwsJ9aypXT0qN1VATln3jzTpfzIEalOHRO4WRIMgC8gdAP+4PRpqXdvc9yvn3lXA8DjlC9vWryLFpXWrZNatZJOnLC7KsD9vvlGat9eOnPGfOA0f77pWg4AvoDQDfiDZ5816xGVKSO98Ybd1QC4jIoVTeAoUkRavdrM3nz6tN1VAe4zaZJ0771SYqJ0993Szz9L0dF2VwUA2YfQDfi6336Txo83x59+KuXKZW89AK6oUiXT1TZfPunvv6U77pDOn7e7KiD7ffCB1LOn5HSaeT6nTmUNbgC+h9AN+LILu5U/9phZCBiAV6hWTfrlF/M52fz5UpcupiUQ8BWjRpkRT5I0YICZdiQw0N6aAMAdCN2ALxs8WNq923QrHznS7moAZFH9+tLMmVJYmNk/+KCUnGx3VcC1sSxpyBDpuefM7f/7P+nttyWHw966AMBdCN2Ar/rtN9NvTzKzldOtHPBKzZtL338vBQdLX30lPfqoCS2AN7Is6amnpFdeMbdHjDDHBG4AvozQDfiikyelHj3M8aOPmkV/AXitdu2kKVOkgADp449NaCF4w9tYlulO/vbb5vbYsaZDFgD4OkI34IsGDJD27TPrD40ebXc1ALJBly4mcEsmtLz+ur31AFlhWdLjj0sffmhatT/5xNwGAH9A6AZ8zfffS599ZprEPvuMbuWAD+nZU3rnHXP8f/9nggvg6SxL6t/fjHhyOKSJE6VeveyuCgByDqEb8CWHDkkPP2yOn3tOatzY3noAZLsBA1K75D78sPTjj/bWA1yOZUlPPim9/74J3J9+KnXvbndVAJCzCN2Ar7As8w782DGpZk1p2DC7KwLgJq+/nrq28T33SEuW2F0RcCnLkgYNkt5919z++OPU6UYAwJ8QugFf8emn0k8/SSEh0uefmz0An+RwmDWN27eXzp+XOnSQ1q+3uyoglWVJTz+dOhxiwgS6lAPwX4RuwBfs3CkNHGiOX31Vql7d1nIAuF9QkPT119INN0gnTki33CLt3Wt3VYAJ3IMHS2PGmNsffST16WNvTQBgJ0I34O2Sk80AuTNnpKZNTV8+AH4hIkKaOVO6/nqzYEHbttLx43ZXBX83YoQ0apQ5/vDD1KlGAMBfEboBb/fWW9LixWaW8smTpcBAuysCkIPy55d++UUqXlzauFHq1EmKj7e7KvirceOkF180x2PGSI8+am89AOAJCN2AN1u+PPXdzTvvSGXL2loOAHuUKmWCd3S0tGiR6cprWXZXBX8zZUrq2tsvvWRmLQcAELoB7xUbK3XtKiUlSV26MEMN4OeqVZO++cZ0dvn8c+mVV+yuCP7kp59SlwJ74glp+HB76wEAT0LoBrxVv37S9u1S6dJmWliHw+6KANisTRszhlaShg41LY+Auy1YYD77TU6WHnjAdLziTxIApCJ0A97o88+lL74wTVpTp0p58thdEQAP0aeP9Mwz5rhXLzPlA+AuK1aYJevi46Xbb5c++UQK4N0lAKTBf4uAt9m2TXrsMXM8bJjUuLGt5QDwPG+8IXXuLCUkSB07Slu32l0RfNGWLWapujNnpJtukqZNk4KD7a4KADwPoRvwJufOmT58Z85IzZtLzz9vd0UAPFBAgPTZZ1KDBmYJsVtvlY4ds7sq+JLDh6V27cy/q3r1pBkzpLAwu6sCAM9E6Aa8yRNPSDExUoECqd3LASAdERHSjz+aaR+2bTMt34mJdlcFXxAXZ7qS79hhFs2YOVOKirK7KgDwXIRuwFt8+qkZLOdwSF9+KZUoYXdFADxc4cLSzz+bQLRwoTRokN0VwdslJ0vdukl//y3lyyfNnm3+nQEAMkboBrzBP/+Y2colsw5Qq1b21gPAa1StajrGSNL775vP74CrNWiQNH26FBpqupRXqmR3RQDg+QjdgKc7eVK66y7p/HmpfXvGcQPIsttvl15+2Rz37SstXWpvPfBO77wjvfeeOf7sM+nGG20tBwC8BqEb8GSuRU937JDKlDHvcliLBcBVePFFqVMnM6P5nXdKBw7YXRG8yXffpQ5PGDVKuvtue+sBAG/Cu3fAkz3/vJmhJjRU+vZbM4AOAK5CQIA0ebLpbn7woAne58/bXRW8wd9/S/ffL1mWWbHy6aftrggAvAuhG/BUEydKo0eb40mTpLp1bS0HgPeLijLjcPPmNUHqscdMkAIysm+fWev9/Hnpttukd98183kCADKP0A14osWLpUceMcdDhkj33mtvPQB8Rvny0rRppuV74kQzuRqQnrg46Y47pEOHpGrVpKlTpaAgu6sCAO9D6AY8zc6dpt9nYqKZQG3oULsrAuBjWrc243IlM073zz/trQeex7KkXr2kVaukAgXMmu+sxQ0AV4fQDXiSY8fMDOVHj5ru5JMnM3EaALcYNEi65x4pKclMinXkiN0VwZO89prpEREUZKYUKVvW7ooAwHvxbh7wFGfOmMC9caNUvLgZeBkRYXdVAHyUwyH9739mneX9+6Vu3cyCCcCMGdJLL5njceOk5s3trQcAvB2hG/AE8fFmLZ+//zYzlM+da4I3ALhRVJRpxQwPl+bNk1591e6KYLctW6QHHzTHjz8uPfywvfUAgC8gdAN2S042a7H8+qsUGSnNni1VqWJ3VQD8RLVq0kcfmePhw6Vff2Vqan915oyZUiQ2VrrxRmnMGLsrAgDfQOgG7OR0So8+apqaQkKk6dOlBg3srgqAn3ngAdOiaVnSgw8G6vjxMLtLQg6zLOmhh6T166UiRaSvv5aCg+2uCgB8A6EbsEtysnmH8/HHZrK0qVOlVq3srgqAn3r3XalWLenoUYfeeaeOnE67K0JOevfd1InTvvlGKlrU7ooAwHd4RejetWuXevfurbJlyyo8PFzly5fX0KFDlZCQkOZxa9asUdOmTRUWFqaSJUtqlGs9FMDTJCaaLuUTJ5rAPXmy1Lmz3VUB8GNhYdJXX0kREZbWrCmot97yircIyAaLF0tPP22O33rLdC0HAGQfr/iLumnTJjmdTn300Udav3693n77bY0fP14vvPBCymNiY2PVpk0blS5dWitXrtTo0aM1bNgwTZgwwcbKgXTEx0tduph3t0FBpmnh/vvtrgoAVKmS9M47ZgrzoUMDtGyZzQXB7Y4cke6913S+uu8+6Ykn7K4IAHxPkN0FZMYtt9yiW265JeV2uXLltHnzZn344Yd68803JUlTpkxRQkKCPv30U4WEhKhq1aqKiYnRmDFj9DBTb8JTnDkj3XWXNGeOFBoqffedWSYMADxE9+6WJk/eryVLiqtrV+mff6ToaLurgjs4nVL37tKBA1LlymZCPQfz6AFAtvOK0J2eU6dOKV++fCm3//rrLzVr1kwhISEp59q2bauRI0fqxIkTyps3b7rPEx8fr/j4+JTbsbGxkqTExEQlJia6qfpLuV4rJ18TWXPN12j3bgXdeacca9fKiohQ8vffy7r5ZtPVHNmC3yPPxzXyfElJierbN0Z79xbVjh0BevRRpyZPZgFvT5Jdv0djxgRo9uxAhYVZmjIlSaGh/EnKLvxf5/m4Rp7PG65RZmtzWJZlubmWbLdt2zbVrVtXb775pvr06SNJatOmjcqWLauPXOueSNqwYYOqVq2qDRs26Prrr0/3uYYNG6bhw4dfcn7q1KmKiIhwzzcAv5N30yY1GDFCYadO6XyePFr2/PM6UamS3WUBQIY2bcqrF164UU5ngAYNWqFmzfbbXRKy0ebN5vomJwfoscdi1KbNbrtLAgCvExcXp/vuu0+nTp1S9GW6hV1z6D579qymTZumc+fOqU2bNqpYsWKmv3bw4MEaOXLkZR+zceNGVa5cOeX2/v371bx5c7Vo0UIff/xxyvmrDd3ptXSXLFlSR48evewPLrslJiZq3rx5at26tYJZo8MjXe01cnz+uQL79pUjIUFWzZpK+u47qVQpN1bqv/g98nxcI8934TV6441QvfJKoPLmtbRqVZKKF7e7OkjX/nt04oTUoEGQdu926O67nfr882S6lWcz/q/zfFwjz+cN1yg2NlYFChS4YujOUvfyPXv26IEHHtCqVat0ww036JNPPlHr1q21detWSVJ4eLhmz56tZs2aZer5nnrqKfXo0eOyjylXrlzK8YEDB3TTTTepcePGl0yQVqRIEf37779pzrluFylSJMPnDw0NVWho6CXng4ODbbm4dr0uMi/T1+jsWWnQIMn1b7VTJzk+/1zBkZHuLRD8HnkBrpHnCw4O1ksvBWr2bGnFCof69g3WrFmM+fUkV/N7ZFnSY49Ju3dL5ctL//tfgEJCvGJeXa/E/3Wej2vk+Tz5GmW2riz9L/v0008rISFB48ePV0REhNq2bauKFSvq4MGD+vfff9WuXTsNGzYs089XsGBBVa5c+bKba4z2/v371aJFC9WtW1cTJ05UQEDa0hs1aqRFixal6Vc/b948VapUKcPx3IDbrFwp1aljArfDIf3f/0nffisRuAF4keBg6bPPzLyPv/yS+hkivNfkyWYOz+Bgs3gGk+QBgPtlKXQvWrRI7777rrp166aJEydq8+bNevHFF1W4cGEVLFhQL730ktasWZPtRboCd6lSpfTmm2/qyJEjOnTokA4dOpTymPvuu08hISHq3bu31q9fr2nTpundd9/VoEGDsr0eIEPJydKoUVKjRtKWLVLx4tKvv0qvvGLW4wYAL3P99dKIEeb4qaek7dvtrQdXb+dOqX9/c/zyy1LduvbWAwD+Ikvdyw8fPqzSpUtLkvLly6eIiAgVLlw45f4iRYroxIkT2VuhTIv1tm3btG3bNpUoUSLNfa4h6blz59bcuXPVr18/1a1bVwUKFNCQIUNYLgw5Z8UKqW9fs5ekO+80zUL589tbFwBcowEDpBkzpIULzRJTCxdKgYF2V4WsSE6WHnhAOn1aatpUeuYZuysCAP+R5aY3xwWDuRw5NLCrR48esiwr3e1CNWrU0OLFi3X+/Hnt27dPzz33XI7UBz93/LgJ2w0amMAdHS19/LHpTk7gBuADAgKkSZOkqChpyRLpvffsrghZNWqUuXZRUWbIAB+aAEDOyfI63UOGDElZSishIUGvvfaacufOLclMmQ74jYQE6ZNPpCFDpKNHzblu3aQ335QuM3kfAHijMmWkt96SHn7YTFPRsaNUtqzdVSEzVq0yf6okaexYcy0BADknS6G7WbNm2rx5c8rtxo0ba8eOHZc8BvBpSUnSF19Iw4eb6V8lqUoVadw4qUULW0sDAHd66CFp6lRpwQLpkUekOXOYzdzTxcebbuVJSVLnztKDD9pdEQD4nyyF7gULFripDMALJCSo5Pz5CnrmGem/ZfJUpIj04ovm3aeHLmUAANnF4TBTVdSoIc2bJ33+OSHO073yirRhg1S4sPTRR3xIAgB2yHTozsos4GPGjLmqYgCPdOKE9NFHCho7VnUOHDDn8ueXBg82i53+N9wCAPxBxYrSsGHmv8Ann5RuuUUqVMjuqpCef/6R3njDHH/4IdOMAIBdMh26//nnnzS3V61apaSkJFWqVEmStGXLFgUGBqou60/AV8TESP/7n1nU9OxZOSSdz5tXwYMGKXDAADMbDQD4oUGDpK++Mv9N9u9vjuFZEhOlnj3NrOV33y116mR3RQDgvzIduufPn59yPGbMGEVFRWny5MnKmzevJOnEiRPq2bOnmjZtmv1VAjnl1Cnpyy/N7OMrV6aer15dSQMGaG7u3Gp3xx0KpCs5AD8WHGzmkWzQQJo2Tbr/fum22+yuChcaOVJavdq0bo8da3c1AODfsrxkmCS99dZbGjFiRErglqS8efPq1Vdf1VtvvZVtxQE5wrKkP/6QevSQihY1y3+tXCmFhEj33CP9+qu0erWsBx+URdgGAElSnTqmxVuSnnhCOnfO3nqQav166eWXzfF779H9HwDsdlWhOzY2VkeOHLnk/JEjR3T69OlrLgrIEYcPm+W9rr9eatrUdCM/d87MRP7229L+/abPZMuWzDwDAOkYOlQqUULatcu0rMJ+yclSr16me3mHDlLXrnZXBAC4qtDdqVMn9ezZU99//7327dunffv26bvvvlPv3r115513ZneNQPZJTjZr3Nx1l1S8uPTMM9LmzVJkpNS7t/TXX9K6ddLAgVKBAnZXCwAeLTJScs2d+sYb0kWriMIG48dLy5ZJuXObydP4zBgA7JelJcNcxo8fr6efflr33XefEhMTzRMFBal3794aPXp0thYIZIt9+6SJE80gRNfa2pLUsKFZePaee5gYDQCuwl13Sa1amZE4AwZIP/1kd0X+69Ahs4qlJL3+uvlsGQBgv6sK3REREfrggw80evRobd++XZJUvnx5RUZGZmtxwDVJTpZ+/tnMQD5rluR0mvN58kgPPCD16SNVr25riQDg7RwOM1FXjRrSzJlmY1I1ezz9tJkPtG5d6ZFH7K4GAOByVaHbJTIyUjVq1MiuWoDscfKkadF+/30z0NCleXPTqt25sxQebld1AOBzKlc2a3aPGmWWEGvZkv9mc9r8+dKUKeZDkPHjpcBAuysCALhc1ZhuwCPt2CE9/riZ1efpp03gzp/fHG/aJC1YYNa14Z0gAGS7l14y3Zl37pQYaZazEhKkxx4zx337SvXq2VsPACAtQje836ZN0oMPStddJ40bJ509K1WrZtba3rvXvPurVMnuKgHAp+XKJblWDR05Ujp40N56/Mlbb5k/hYUKSa+9Znc1AICLEbrhvdavNxOgVakiff65GcN9yy3Sb79Ja9aY2chp1QaAHHP33dINN0hxcdKQIXZX4x/27JFeecUcv/WWmbYEAOBZCN3wPgcPmknQatSQvv5asiypY0dp+XJp9mzp5ptZIwUAbOBwpLZ2f/qpWYER7jV4sHTunNSsmdStm93VAADSQ+iG9zhzRho6VKpQwXQddzqlTp2k1aulH35gEBsAeIDGjc18lU6n9Oyzdlfj2/7+26EvvzQfdrzzDp83A4CnInTDO/zwg5ke9+WXTb/FRo2kP/6Qvv/etHgDADzGG29IQUGm89G8eXZX45ssS3r6afM2rkcPqXZte+sBAGSM0A3Ptnev6Tp+553S/v1SuXLSN99IS5ZITZrYXR0AIB0VKkj9+pnjZ54xU24ge/3xR3H9/XeAIiOlV1+1uxoAwOUQuuGZnE6zznaVKtKMGabJ5MUXzQDBu+6iDx0AeLiXXpJy5zYjgL74wu5qfMu5c9Jnn1WRJD33nFSsmM0FAQAui9ANz3PokHTrrdITT5hx3I0bSzEx5qN8ZiMHAK+QP7/0f/9njl96SYqPt7ceX/LuuwE6ciRCJUpYeuopu6sBAFwJoRueZdYsM0Z7zhwpLMy0di9eLFWtandlAIAsevxx0wq7d6/0ySd2V+MbDh2SRo0yb99efTVZERE2FwQAuCJCNzxDQoI0YIDUvr105IgJ3itXmkGBAfwzBQBvFBZmRgZJ0muvSefP21uPL3j1VenMGYcqVjyhe++17C4HAJAJpBnY78gRqVUr6b33zO0BA6S//zbjuQEAXq13b6lkSenAAWnCBLur8W67dqX+DB94YAOfSQOAl+C/a9hr9Wqpfn3ThTw6WvrpJ7PYaFiY3ZUBALJBaGjq2O4RI8yqj7g6r7wiJSZKN93kVI0aR+0uBwCQSYRu2Of7780kabt3m/Vlli6VbrvN7qoAANmsRw+pdGkzHnn8eLur8U5btkiTJ5vjl1922lsMACBLCN2wxzvvSJ07myaP1q2lZcuk66+3uyoAgBuEhJgZzCXpjTeks2ftrccbDR1q1ju/7TapYUPGcgOANyF0I2dZljRsmPTkk+b2E0+YGcvz5rW1LACAez34oFSunJnGY9w4u6vxLmvWSF99ZY5fecXeWgAAWUfoRs5xOqWBA6Xhw83tV1+V3n1XCgqytSwAgPsFB0tDhpjj0aMZ250Vrl4Cd98t1aplaykAgKtA6EbOSEqSevVKnaH8/ffNOjIOh711AQByTLduUtmy0tGj0qRJdlfjHZYtk3780aye6frMGgDgXQjdcD+nU+rZ08wAExgoffaZWX8bAOBXgoKkp54yx2+9ZT6PxeW5upM/8IBUubK9tQAArg6hG+5lWVL//tIXX5h3W99+a945AAD8Us+eUv780o4dZhELZGztWmnmTNMp7IUX7K4GAHC1CN1wr5deMjPmOBymhbtjR7srAgDYKCLCzKEpSaNGmc9mkb6RI83+rruk666ztxYAwNUjdMN9Ro+WXnvNHH/wgdS1q731AAA8Qr9+Uni4tHKlNH++3dV4pp07U2csHzzY3loAANeG0A33mDhRevZZc/zGG9Kjj9pbDwDAYxQoYObWlExrNy41erRZl7tNG6lOHburAQBcC0I3st/ixdIjj5jj554zGwAAFxg0yMzIPWeOtHq13dV4ln//lT791Bw//7y9tQAArh2hG9lr926pc2cpMdEsKDpihN0VAQA8ULlyUpcu5nj0aHtr8TTvvCPFx0s33CA1b253NQCAa0XoRvY5c0a6/XbpyBGpdm3TxZx1uAEAGXjmGbP/6itp7157a/EUp06ZaVAk08rNn1EA8H6EbmQPp1Pq3l1as0YqXFiaMcNMUQsAQAbq1jUtucnJ0vjxdlfjGT78UIqNlapUkW67ze5qAADZgdCN7PHqq2bB1ZAQ6YcfpJIl7a4IAOAFXMuHTZggnT9vby12S0oyq2xKZi7SAN6lAYBP4L9zXLuFC6Vhw8zx+PFSo0a2lgMA8B533CGVKCEdPSp9/bXd1dhrxgxp3z6pYEHp3nvtrgYAkF0I3bg2x49L998vWZbUs6fZAADIpKAgqW9fczx2rPlz4q/ef9/sH35YCg21txYAQPYhdOPqWZbUp4/5WL5iRem99+yuCADghfr0MSFzxQpp+XK7q7HH2rXSggVSYKD06KN2VwMAyE6Ebly9//3PjOMODpa+/FLKlcvuigAAXqhgwdTlwyZMsLcWu7jGcnfqZLrbAwB8B6EbV2fjRmngQHP8+utmCloAAK7Sww+b/Zdfmtm7/cmJE9Lnn5vjxx+3txYAQPYjdCPrEhOl++6Tzp2TWreWBg2yuyIAgJe78Ubp+uuluDhpyhS7q8lZkyaZ77taNalZM7urAQBkN0I3sm7kSCkmRsqfX5o8mTVNAADXzOFIbe3+6CP/mVDN6UztWv7EE+bnAADwLaQlZM369dIrr5jjd9+Viha1tx4AgM948EEzodrq1WZSNX/wyy/S9u1S7txSt252VwMAcAdCNzIvOVnq3VtKSJDatzddzAEAyCb58kmdO5vjSZNsLSXHuFq5e/WSIiPtrQUA4B6EbmTexx9Lf/8tRUVJ48fTBw4AkO169DD7L7+Uzp+3tRS327fPtHRLqWuVAwB8D6EbmXP4sPT88+b41VdZzwQA4BY33yyVLGlm9P7xR7urca9Jk8yY7mbNpIoV7a4GAOAuhG5kznPPmXdAtWpJjz1mdzUAAB8VGGjGdku+3cXc6ZQ+/dQc9+5tby0AAPcidOPKli4173wcDtOtPCjI7ooAAD6se3eznzNH2r/f3lrcZcECaedOKTpauusuu6sBALgToRuXZ1nSwIHmuEcPqWFDO6sBAPiBihWlJk1Ma/BXX9ldjXu4Wrm7dpUiIuytBQDgXoRuXN6XX5rJ03Llkl57ze5qAAB+wrV81tSp9tbhDrGx0nffmeNeveytBQDgfoRuZOzcOTOWWzKTqLEmNwAgh3TpYkYzrVolbdpkdzXZ6/vvzczslSpJ9evbXQ0AwN0I3cjY+++b9UxKlZKefNLuagAAfqRAAaltW3Psa63dn39u9g88wOqbAOAPCN1I38mT0ogR5viVV6TwcFvLAQD4n/vuM/upU80UI75g3z5p/nxz7OpCDwDwbYRupG/0aLNEWNWqvCsAANji9tvNJGPbt0vLl9tdTfaYMsV8gNC0qVSmjN3VAAByAqEblzp0SHrnHXP8+utm0VQAAHJYrlwmeEvS11/bW0t2+eILs3/gAXvrAADkHEI3LjV6tBQXJ91wg9Shg93VAAD8WJcuZv/dd97fxXz9emndOik4mLW5AcCfELqR1uHD0ocfmuNhw5jhBQBgq1tuMV3Md+0yM5l7s2++Mfu2baW8ee2tBQCQcwjdSOutt8xSYQ0aSG3a2F0NAMDPRURIt95qjr/91t5aroVlSdOmmeO777a3FgBAziJ0I9XRo9K4ceZ4yBBauQEAHsHVFfvbb723i/m6dWa98dBQ6Y477K4GAJCTCN1I9f770tmzUp06qc0KAADY7NZbpbAwads2ac0au6u5Oq6J4G65RYqOtrcWAEDOInTDiIszoVuSnnuOVm4AgMeIijLjoCXp++/treVqWFZq6L7nHntrAQDkPEI3jIkTpWPHpLJlpTvvtLsaAADS6NjR7H/6ydYyrsqGDdKWLaZr+W232V0NACCnEbohJSVJY8aY40GDpKAge+sBAOAi7dubTlj//CPt3Wt3NVkzfbrZt2plWu0BAP6F0A3zbmDHDilfPqlnT7urAQDgEgULSo0ameOZM+2tJatcodvVWg8A8C+Ebkhjx5p9375SZKS9tQAAkIHbbzf7H3+0t46s2LtXWrHCtNJ36GB3NQAAOxC6/d2aNdKiRVJgoPToo3ZXAwBAhlyh+/ffpTNn7K0ls1wfEDRuLBUubG8tAAB7ELr9nWtd7k6dpBIl7K0FAIDLqFxZKl9eSkiQ5s61u5rMoWs5AIDQ7c9OnJC++MIcP/GEvbUAAHAFF3bR/vlne2vJjFOnpAULzPEdd9haCgDARoRufzZ5slmfu3p1qWlTu6sBAOCK2rUz+zlzzPrXnmzePLNASKVKUsWKdlcDALALodtfWZb08cfmuG9f03wAAICHa9pUCguT9u+X1q+3u5rLmz3b7G+91d46AAD2InT7q7//Nu9WwsOlrl3trgYAgEwJD5datDDHc+bYWsplWZY0a5Y5JnQDgH8jdPsrVyt3ly5Snjy2lgIAQFa0bWv2nhy6Y2KkQ4fMSpyM4AIA/+Y1ofv2229XqVKlFBYWpqJFi+qBBx7QgQMH0jxmzZo1atq0qcLCwlSyZEmNGjXKpmo93OnT0ldfmeOHHrK3FgAAssgVuhctMlOTeCJX1/KWLaXQUHtrAQDYy2tC90033aSvv/5amzdv1nfffaft27frrrvuSrk/NjZWbdq0UenSpbVy5UqNHj1aw4YN04QJE2ys2kN9/bV09qx03XXSjTfaXQ0AAFlSubJUqpQUHy8tXGh3NemjazkAwCXI7gIy68knn0w5Ll26tAYPHqyOHTsqMTFRwcHBmjJlihISEvTpp58qJCREVatWVUxMjMaMGaOHH37Yxso90Oefm33PnkygBgDwOg6Hae3+3/9MF3PXjOae4sQJ6a+/zLGn1QYAyHle09J9oePHj2vKlClq3LixgoODJUl//fWXmjVrppCQkJTHtW3bVps3b9aJEyfsKtXz7NmT2izQrZu9tQAAcJVatTL733+3t470zJ8vOZ2pLfIAAP/mNS3dkvTcc8/p/fffV1xcnG644QbNnDkz5b5Dhw6pbNmyaR5fuHDhlPvy5s2b7nPGx8crPj4+5XZsbKwkKTExUYmJidn9LWTI9Vrufs2AL75QoCRns2ZKLlJEysHv0dvl1DXC1eMaeT6ukefzlmvUpIkkBWvtWunAgUQVLGh3RanmzQuQFKibb05WYqIz25/fW66RP+MaeT6ukefzhmuU2doclmVZbq4lQ4MHD9bIkSMv+5iNGzeqcuXKkqSjR4/q+PHj2r17t4YPH67cuXNr5syZcjgcatOmjcqWLauPPvoo5Ws3bNigqlWrasOGDbr++uvTff5hw4Zp+PDhl5yfOnWqIiIiruG780CWpZsGDFD0nj36p18/7Wnd2u6KAAC4av3736Q9e6L1zDPL1aTJgSt/QQ7p1+9m7d8fpcGD/9YNNxyyuxwAgJvExcXpvvvu06lTpxQdHZ3h42wN3UeOHNGxY8cu+5hy5cql6TLusm/fPpUsWVJ//vmnGjVqpAcffFCxsbGaPn16ymPmz5+vm2++WcePH89SS3fJkiV19OjRy/7gsltiYqLmzZun1q1bp3SZz3arVyu4fn1ZISFK2rePpcKyKEeuEa4J18jzcY08nzddoyefDNC4cYF65JFkjR2b/S3KV2PfPqlcuWAFBFg6dCjJLX9qveka+SuukefjGnk+b7hGsbGxKlCgwBVDt63dywsWLKiCV9kfzOk0f1xdgblRo0Z68cUXUyZWk6R58+apUqVKGQZuSQoNDVVoOmt5BAcH23Jx3fq633wjSXLcdpuCPakfnpex698GMo9r5Pm4Rp7PG65Ry5bSuHHSwoWBCg4OtLscSWYZM0mqV8+hggXd+/Pzhmvk77hGno9r5Pk8+Rplti6vmEjt77//1vvvv6+YmBjt3r1bv//+u7p27ary5curUaNGkqT77rtPISEh6t27t9avX69p06bp3Xff1aBBg2yu3kNYVkro1r332lsLAADZoHlzM5P5pk3SwYN2V2P89pvZt2xpbx0AAM/hFaE7IiJC33//vVq2bKlKlSqpd+/eqlGjhhYuXJjSSp07d27NnTtXO3fuVN26dfXUU09pyJAhLBfmEhMj7dwphYezaCgAwCfkyyfVqmWO58+3tRRJ5vPtX381x67Z1QEA8IrZy6tXr67fM7EmSI0aNbR48eIcqMgLffed2bdrJ0VG2lsLAADZ5KabpH/+MaH7vvvsrWXzZtPiHhYmNW5sby0AAM/hFS3duEaWJX37rTnu3NneWgAAyEbNm5v9H3/YW4eUOp77hhtM8AYAQCJ0+4cNG8zH7yEh0m232V0NAADZxtWivGmTdIUFUdzOFbqbNrW3DgCAZyF0+wNXK3ebNlIOLoMGAIC7FSggVapkjv/8095aXCPcCN0AgAsRuv3Bjz+a/Z132lsHAABucOONZr9kiX017NljtsBA6b+FVQAAkETo9n3790urVpk1Vdq3t7saAACyXZMmZm9n6Ha1cteuLeXKZV8dAADPQ+j2dbNmmX2DBlKhQvbWAgCAG7hC9/LlUny8PTXQtRwAkBFCt6/7+WezZwI1AICPqlhRKljQBO6VK+2pgdANAMgIoduXnT8vzZtnjulaDgDwUQ6HvV3Mjx0zC4VIqePLAQBwIXT7sgULpLg4qVgxqVYtu6sBAMBt7AzdrlnTK1c2Le4AAFyI0O3LZs40+9tuM80AAAD4qBtuMPtly3L+tZcuNXtmLQcApIfQ7cvmzjX7W2+1tw4AANysdm2zXNfBg2bhjpz0999m37Bhzr4uAMA7ELp91e7d0tat5h1IixZ2VwMAgFtFRkpVq5rj5ctz7nWdztTXI3QDANJD6PZVv/5q9g0aSLlz21sLAAA5oH59s8/JLuabN0uxsVJEhFStWs69LgDAexC6fZUrdLdubW8dAADkEFfozsmWblfX8rp1paCgnHtdAID3IHT7IqdT+u03c9yqlb21AACQQxo0MPsVK8yfwpzAeG4AwJUQun3R2rXSkSNmgBvvAgAAfqJaNSksTDp5Utq2LWdek9ANALgSQrcvcnUtb95cCgmxtxYAAHJIcLBUq5Y5zoku5nFx0po15pjQDQDICKHbF7lCN13LAQB+JifHda9aJSUnS0WLSiVKuP/1AADeidDta5KTpSVLzPFNN9lbCwAAOcw1rjsnZjBfsSL1NR0O978eAMA7Ebp9zerV0unTUnS0VL263dUAAJCj6tQx+zVr3D+Z2j//mH3t2u59HQCAdyN0+5o//jD7Jk2kwEB7awEAIIddd52ZTO3sWWn7dve+FqEbAJAZhG5fs3ix2d94o711AABgg6AgM4u5JMXEuO91zp+XNmwwx67WdQAA0kPo9iWWldrS3bSpvbUAAGAT1wzmq1e77zXWrTPTqBQoIBUv7r7XAQB4P0K3L9m+XTp0yCwT5pq+FQAAP+MK3e5s6b6wazmTqAEALofQ7Utcrdz165sBbQAA+KGaNc3enS3djOcGAGQWoduXMJ4bAADVqGH2+/ZJx4655zVWrTJ7QjcA4EoI3b7EtT43oRsA4Meio6Xy5c2xO1q7k5PNkmQSoRsAcGWEbl9x8qS0ebM5vuEGW0sBAMBuri7m7hjXvXmzdO6cFBkpVayY/c8PAPAthG5fsWKF2Zcta6ZSBQDAj7lzBnPXeO6aNaUA3kkBAK6APxW+Yvlys2fWcgAA3NrSvXZt2tcAAOByCN2+gtANAEAK12RqmzZJSUnZ+9zr15t9tWrZ+7wAAN9E6PYVrtDdoIG9dQAA4AFKlZIiIqSEBGn79ux97nXrzL5q1ex9XgCAbyJ0+4KDB826KAEBUp06dlcDAIDtAgKkKlXM8YYN2fe8Z85Iu3aZY0I3ACAzCN2+wNXKff31Uq5c9tYCAICHcEfodj1XkSLMWwoAyBxCty9gPDcAAJdwhW7XGOzsQNdyAEBWEbp9AaEbAIBLuKOlm0nUAABZRej2dpaVukY3oRsAgBSu1uhNm6Tk5Ox5Tlq6AQBZRej2dgcOSMeOSYGBUvXqdlcDAIDHKF1aCg+X4uOlHTuy5zldoZuWbgBAZhG6vd2aNWZfqZIUFmZvLQAAeJDAQKlyZXOcHV3MT5wwn3VLqV3XAQC4EkK3t3OFblq5AQC4RHaO63aN5y5ZUsqd+9qfDwDgHwjd3m7tWrOvUcPeOgAA8ECusdfZGbrpWg4AyApCt7dztXQTugEAuER2LhvmCu50LQcAZAWh25slJEgbN5pjQjcAAJdwBeRNmySn89qea8sWs69U6dqeBwDgXwjd3mzTJikpyQwsK1nS7moAAPA4ZctKQUHSuXPS/v3X9lybN5s9oRsAkBWEbm92Yddyh8PeWgAA8EBBQVK5cubY1VJ9Nc6fl3btMsfXXXfNZQEA/Aih25sxnhsAgCtyheStW6/+ObZtkyxLio6WChfOnroAAP4hyO4CcA0I3QAAXJErdF9LS/eFXcvpXAbAbpZlKSkpScnJyXaX4jaJiYkKCgrS+fPnbfs+AwMDFRQUJMc1/sdP6PZmhG4AAK4ou0M3ANgpISFBBw8eVFxcnN2luJVlWSpSpIj27t17zaH3WkRERKho0aIKCQm56ucgdHurEyekgwfNsWsRUgAAcImKFc3+WkI3M5cD8AROp1M7d+5UYGCgihUrppCQEFsDqTs5nU6dOXNGuXLlUkBAzo+KtixLCQkJOnLkiHbu3KmKFStedR2Ebm/l+utfvLgUFWVvLQAAeDBXS/eOHVJiohQcnPXnoKUbgCdISEiQ0+lUyZIlFRERYXc5buV0OpWQkKCwsDBbQrckhYeHKzg4WLt3706p5WowkZq3cv31ZwpVAAAuq1gxKSJCSk5OnYE8KyyLP7sAPItdIdQfZcfPmqvlrfjIHQCATAkIuLYu5kePmlFdUurzAACQWYRub0XoBgAg065lMjXXn9xSpUyLOQAAWUHo9laEbgAAMu1aWrr5kwsAuBaEbm/kdEpbt5pjBpcBAHBF19LSzczlAOA79u7dqxYtWqhKlSqqUaOGvvnmG7e/JrOXe6M9e6T4eCkkRCpTxu5qAADweK7Q7frMOiu2bTN7xnMDgPcLCgrSO++8o1q1aunQoUOqW7eubr31VkVGRrrtNWnp9kaufm4VKkiBgfbWAgCAF3AF5r17pbi4rH2tK3SXL5+9NQGAP1mwYIHK2NRgeOFrFy1aVLVq1ZIkFSlSRAUKFNDx48fd+vqEbm/E4DIAALIkf34pd25zvHNn5r/OsqTt281xhQrZXxcA+KsjR46ob9++KlWqlEJDQ1WkSBG1bdtWS5YsSXnMkiVLdPvtt6tYsWJyOByaPn36Jc+zaNEidejQ4bKPycjKlSuVnJyskiVLZsN3lDFCtzcidAMAkCUOR2pLtavlOjP+/Vc6e9Z8PSO6ACD7dO7cWf/8848mT56sLVu26Mcff1SLFi107NixlMfExcWpZs2aGjduXIbPc/bs2Ss+Jj3Hjx/Xgw8+qAkTJlz195BZjOn2Rq4ZXZhEDQCATKtQQVq1KrXlOjNcjy1VSgoNdU9dAOBvTp48qcWLF2vBggVq3ry5JKl06dJq0KBBmse1bt1anTt3VkBAxm3F7dq1U7t27bL0+vHx8erYsaMGDx6sxo0bZ/0byCJCtzeipRsAgCxztXRnJXQznhuAR7OsrE9UkV0iIkw3oKuQK1cu5cqVS9OnT9cNN9yg0Bz8VNOyLPXo0UM333yzHnjggRx5TUK3tzl71swCIxG6AQDIgqvpXs54bgAeLS5OypXLntc+c0a6yhm/g4KCNGnSJPXp00fjx49XnTp11Lx5c917772qUaNGNhea1pIlSzRt2jTVqFEjZfz3559/rurVq7vtNQnd3ubQIaloUSkx0cwKAwAAMsUVnGnpBgD7de7cWe3bt9fixYu1dOlSzZ49W6NGjdLHH3+sHj16uO11b7zxRjmdTrc9f3oI3d6mfHnpwAHp3Dm7KwEAwKu4gvPu3eaz6+DgK38NLd0APFpEhGlxtuu1r1FYWJhat26t1q1b66WXXtJDDz2koUOHujV024HQ7a3Cw+2uAAAAr1KsmJkMLT5e2rMnc63XtHQD8GgOx1V38fZEVapUydKSX96C0A0AAPxCQIAJzxs2mBbsKwXpEyek48fNMaEbALLPsWPH1KVLF/Xq1Us1atRQVFSUVqxYoVGjRumOO+5IedyZM2e0Y8eOlNnLd+7cqZiYGOXLl0+lSpVKecy2CybrSO8xdiN0AwAAv3Fh6L4S12MKF7ZvniIA8EW5cuVSw4YN9fbbb2v79u1KTExUyZIl1adPH73wwgspj4uJiVGHDh1Sbg8aNEiS1L17d02aNEmStGLFCt10002XfYzdCN0AAMBvZGUGc8ZzA4B7hIaGasSIERoxYsRlH3fjjTcqOTn5sut0t2jRQpZlZXeJ2Srj6gEAAHxMVmYwZzw3ACA7ELoBAIDfcAXorHQvp6UbAHAtCN0AAMBvXBi6r9QbkZZuAMg+ZcqU0cCBA/3utSVCNwAA8COlS0uBgdK5c9LBg5d/LC3dAJB9CN0AAAB+ICREcq0gc7ku5nFx0oED5piWbgDAtSB0AwAAv5KZGcx37DD7PHmkfPncXhIAwIcRugEAgF/JzAzmF47ndjjcXxMAwHcRugEAgF/JzAzmjOcGAGQXQjcAAPArmelezszlAIDsQugGAAB+JTPdy2npBgBkF68L3fHx8apVq5YcDodiYmLS3LdmzRo1bdpUYWFhKlmypEaNGmVPkQAAwGOVK2f2J05Ix4+n/xhaugEA2cXrQvezzz6rYsWKXXI+NjZWbdq0UenSpbVy5UqNHj1aw4YN04QJE2yoEgAAeKrISKlIEXOcXmt3QoK0e7c5pqUbAHCtvCp0z549W3PnztWbb755yX1TpkxRQkKCPv30U1WtWlX33nuv+vfvrzFjxthQKQAA8GSX62K+e7fkdErh4VLRojlbFwDA9wTZXUBm/fvvv+rTp4+mT5+uiIiIS+7/66+/1KxZM4WEhKSca9u2rUaOHKkTJ04ob9686T5vfHy84uPjU27HxsZKkhITE5WYmJjN30XGXK+Vk6+JrOEaeT6ukefjGnk+f7lGZcsG6o8/ArRlS7ISE51p7tu82SEpSOXKWUpKSrKnwMvwl2vkzbhGns9br1FiYqIsy5LT6ZTT6bzyF3gxy7JS9nZ+r06nU5ZlKTExUYGBgWnuy+y/H68I3ZZlqUePHnr00UdVr1497dq165LHHDp0SGXLlk1zrnDhwin3ZRS6R4wYoeHDh19yfu7cuemGe3ebN29ejr8msoZr5Pm4Rp6Pa+T5fP0aJSVdJ+l6LVy4XzVr/pPmvp9/LiuphiIjD2nWrGW21JcZvn6NfAHXyPN52zUKCgpSkSJFdObMGSUkJNhdTo44ffp0tj7fvn379Oijj+ro0aMKDAzUM888o44dO2b4+ISEBJ07d06LFi265IPYuLi4TL2mraF78ODBGjly5GUfs3HjRs2dO1enT5/W888/n+01PP/88xo0aFDK7djYWJUsWVJt2rRRdHR0tr9eRhITEzVv3jy1bt1awcHBOfa6yDyukefjGnk+rpHn85drFBvr0JdfSgkJJXTrrWn7kP/+uxl916RJId166612lHdZ/nKNvBnXyPN56zU6f/689u7dq1y5ciksLMzuctzKsiydPn1aUVFRcjgc2fa8efPm1XvvvadatWrp0KFDql+/vjp37qzIyMh0H3/+/HmFh4erWbNml/zMXb2kr8TW0P3UU0+pR48el31MuXLl9Pvvv+uvv/5SaGhomvvq1aunbt26afLkySpSpIj+/fffNPe7bhdxzZaSjtDQ0EueV5KCg4Nt+QW063WReVwjz8c18nxcI8/n69eoUiWz37EjQMHBaae4cY3zrlgxUMHBgfJUvn6NfAHXyPN52zVKTk6Ww+FQQECAAgK8anouLViwQD169Ei313J6XF3KXd9vdr128eLFVbx4cUlSsWLFVKBAAZ08eVJRUVHpfm1AQIAcDke6/1Yy+2/H1itVsGBBVa5c+bJbSEiI3nvvPa1evVoxMTGKiYnRrFmzJEnTpk3Ta6+9Jklq1KiRFi1alKZf/bx581SpUqUMu5YDAAD/5FoK7MAB6eLega4VSatVy9GSAMCvHDlyRH379lWpUqUUGhqqIkWKqG3btlqyZEnKY8aMGaOGDRsqKipKhQoVUseOHbV58+Y0z7No0SJ16NBBxYoVk8Ph0PTp0zNdw8qVK5WcnKySJUtm17eVLq/4eKRUqVKqVq1aynbddddJksqXL68SJUpIku677z6FhISod+/eWr9+vaZNm6Z33303TddxAAAAScqXT8qTxxxv2ZJ6/sgRaf9+c1yzZo6XBQB+o3Pnzvrnn380efJkbdmyRT/++KNatGihY8eOpTzmzz//VN++fbV06VLNmzdPiYmJatOmjc6ePZvymLNnz6pmzZoaN25cll7/+PHjevDBB3NkiWmvmEgtM3Lnzq25c+eqX79+qlu3rgoUKKAhQ4bo4Ycftrs0AADgYRwOqU4d6fffpRUrpFq1zPl//ptTrUIFKQendgEAv3Ly5EktXrxYCxYsUPPmzSVJpUuXVoMGDdI87ttvv1V0dHRK9/JJkyapUKFCWrlypZo1ayZJateundq1a5el14+Pj1fHjh01ePBgNW7cOBu+o8vzytBdpkyZlCnkL1SjRg0tXrzYhooAAIC3adDAhO5ly6SHHjLnXKG7dm376gIAX5crVy7lypVL06dP1w033JDuHFvpOXXqlCQpX758V/3arpWxbr75Zj3wwANX/TxZ4ZWhGwAA4Fq5GlT+/jv1HKEbgDexrEvnpcgpERGm19DVCAoK0qRJk9SnTx+NHz9ederUUfPmzXXvvfeqRo0a6X6N0+nUwIED1aRJE1W7hkk3lixZomnTpqlGjRop478///xzVa9e/aqf80oI3QAAwC+5Qve6ddLZs1JkJKEbgHeJi5Ny5bLntc+cMf9vXq3OnTurffv2Wrx4sZYuXarZs2dr1KhR+vjjj9Nd4apfv35at26d/vjjj6t/UUk33nhjyszoOcUrJlIDAADIbsWLS8WKSU6ntGqVeQO5dau5j9ANAO4XFham1q1b66WXXtKff/6pHj16aOjQoZc87vHHH9fMmTM1f/78lIm0vQkt3QAAwG81aCBNn27GdQcGmq6aRYtKhQvbXRkAXFlEhPnA0K7Xzm5VqlRJs+SXZVl64oknNH36dC1YsEBly5bN/hfNAYRuAADgty4M3WFh5hyt3AC8hcNxbV287XLs2DF16dJFvXr1Uo0aNRQVFaUVK1Zo1KhRuuOOO1Ie9/TTT+u7777TjBkzFBUVpUOHDkkyK1eFh4dLks6cOaNt27alfM3OnTsVExOjfPnyqVSpUjn7jWWA0A0AAPyWa1z30qWmm7lE6AYAd8uVK5caNmyot99+W9u3b1diYqJKliypPn366IUXXkh53KeffipJatGiRZqvnzhxYsq47xUrVuimm25KuW/QoEGSpO7du2vSpElu/T4yi9ANAAD8Vr16pqVozx6zuc4BANwnNDRUI0aM0IgRIy77uBMnTqRZpzs9LVq0SHc5aU/CRGoAAMBv5c4t1a9vjgsVkoYMkdq3t7cmAIBvoaUbAAD4te+/lzZtkpo2lUJC7K4GAOBrCN0AAMCvFS9uNgCA+5QpU0YDBw70u9eW6F4OAAAAAHAzQjcAAAAAAMh2hG4AAAAAANyE0A0AAAAAgJsQugEAAAAAcBNCNwAAAAAAbkLoBgAAAAAvYlmW3SX4jez4WRO6AQAAAMALBAcHS5Li4uJsrsR/uH7Wrp/91QjKrmIAAAAAAO4TGBioPHny6PDhw5KkiIgIORwOm6tyD6fTqYSEBJ0/f14BATnfVmxZluLi4nT48GHlyZNHgYGBV/1chG4AAAAA8BJFihSRpJTg7assy9K5c+cUHh5u6wcLefLkSfmZXy1CNwAAAAB4CYfDoaJFi6pQoUJKTEy0uxy3SUxM1KJFi9SsWbNr6tp9LYKDg6+phduF0A0AAAAAXiYwMDBbAqGnCgwMVFJSksLCwmwL3dmFidQAAAAAAHATQjcAAAAAAG5C6AYAAAAAwE0Y030R1+LnsbGxOfq6iYmJiouLU2xsrNePWfBVXCPPxzXyfFwjz8c18nxcI8/HNfJ8XCPP5w3XyJUZXRkyI4Tui5w+fVqSVLJkSZsrAQAAAAB4utOnTyt37twZ3u+wrhTL/YzT6dSBAwcUFRWVo+vBxcbGqmTJktq7d6+io6Nz7HWReVwjz8c18nxcI8/HNfJ8XCPPxzXyfFwjz+cN18iyLJ0+fVrFihVTQEDGI7dp6b5IQECASpQoYdvrR0dHe+w/KhhcI8/HNfJ8XCPPxzXyfFwjz8c18nxcI8/n6dfoci3cLkykBgAAAACAmxC6AQAAAABwE0K3hwgNDdXQoUMVGhpqdynIANfI83GNPB/XyPNxjTwf18jzcY08H9fI8/nSNWIiNQAAAAAA3ISWbgAAAAAA3ITQDQAAAACAmxC6AQAAAABwE0K3hxg3bpzKlCmjsLAwNWzYUMuWLbO7JPxn0aJF6tChg4oVKyaHw6Hp06fbXRIuMmLECNWvX19RUVEqVKiQOnbsqM2bN9tdFi7w4YcfqkaNGilrbTZq1EizZ8+2uyxk4I033pDD4dDAgQPtLgUXGDZsmBwOR5qtcuXKdpeFC+zfv1/333+/8ufPr/DwcFWvXl0rVqywuyz8p0yZMpf8DjkcDvXr18/u0vCf5ORkvfTSSypbtqzCw8NVvnx5vfLKK/L2acgI3R5g2rRpGjRokIYOHapVq1apZs2aatu2rQ4fPmx3aZB09uxZ1axZU+PGjbO7FGRg4cKF6tevn5YuXap58+YpMTFRbdq00dmzZ+0uDf8pUaKE3njjDa1cuVIrVqzQzTffrDvuuEPr16+3uzRcZPny5froo49Uo0YNu0tBOqpWraqDBw+mbH/88YfdJeE/J06cUJMmTRQcHKzZs2drw4YNeuutt5Q3b167S8N/li9fnub3Z968eZKkLl262FwZXEaOHKkPP/xQ77//vjZu3KiRI0dq1KhRGjt2rN2lXRNmL/cADRs2VP369fX+++9LkpxOp0qWLKknnnhCgwcPtrk6XMjhcOiHH35Qx44d7S4Fl3HkyBEVKlRICxcuVLNmzewuBxnIly+fRo8erd69e9tdCv5z5swZ1alTRx988IFeffVV1apVS++8847dZeE/w4YN0/Tp0xUTE2N3KUjH4MGDtWTJEi1evNjuUpBJAwcO1MyZM7V161Y5HA67y4Gk2267TYULF9Ynn3yScq5z584KDw/XF198YWNl14aWbpslJCRo5cqVatWqVcq5gIAAtWrVSn/99ZeNlQHe69SpU5JMqIPnSU5O1ldffaWzZ8+qUaNGdpeDC/Tr10/t27dP8zcJnmXr1q0qVqyYypUrp27dumnPnj12l4T//Pjjj6pXr566dOmiQoUKqXbt2vrf//5nd1nIQEJCgr744gv16tWLwO1BGjdurN9++01btmyRJK1evVp//PGH2rVrZ3Nl1ybI7gL83dGjR5WcnKzChQunOV+4cGFt2rTJpqoA7+V0OjVw4EA1adJE1apVs7scXGDt2rVq1KiRzp8/r1y5cumHH35QlSpV7C4L//nqq6+0atUqLV++3O5SkIGGDRtq0qRJqlSpkg4ePKjhw4eradOmWrdunaKiouwuz+/t2LFDH374oQYNGqQXXnhBy5cvV//+/RUSEqLu3bvbXR4uMn36dJ08eVI9evSwuxRcYPDgwYqNjVXlypUVGBio5ORkvfbaa+rWrZvdpV0TQjcAn9KvXz+tW7eOcY4eqFKlSoqJidGpU6f07bffqnv37lq4cCHB2wPs3btXAwYM0Lx58xQWFmZ3OcjAhS09NWrUUMOGDVW6dGl9/fXXDNPwAE6nU/Xq1dPrr78uSapdu7bWrVun8ePHE7o90CeffKJ27dqpWLFidpeCC3z99deaMmWKpk6dqqpVqyomJkYDBw5UsWLFvPr3iNBtswIFCigwMFD//vtvmvP//vuvihQpYlNVgHd6/PHHNXPmTC1atEglSpSwuxxcJCQkRBUqVJAk1a1bV8uXL9e7776rjz76yObKsHLlSh0+fFh16tRJOZecnKxFixbp/fffV3x8vAIDA22sEOnJkyePrrvuOm3bts3uUiCpaNGil3yIeP311+u7776zqSJkZPfu3fr111/1/fff210KLvLMM89o8ODBuvfeeyVJ1atX1+7duzVixAivDt2M6bZZSEiI6tatq99++y3lnNPp1G+//cZYRyCTLMvS448/rh9++EG///67ypYta3dJyASn06n4+Hi7y4Ckli1bau3atYqJiUnZ6tWrp27duikmJobA7aHOnDmj7du3q2jRonaXAklNmjS5ZLnKLVu2qHTp0jZVhIxMnDhRhQoVUvv27e0uBReJi4tTQEDaiBoYGCin02lTRdmDlm4PMGjQIHXv3l316tVTgwYN9M477+js2bPq2bOn3aVB5k3Nha0IO3fuVExMjPLly6dSpUrZWBlc+vXrp6lTp2rGjBmKiorSoUOHJEm5c+dWeHi4zdVBkp5//nm1a9dOpUqV0unTpzV16lQtWLBAc+bMsbs0SIqKirpkDoTIyEjlz5+fuRE8yNNPP60OHTqodOnSOnDggIYOHarAwEB17drV7tIg6cknn1Tjxo31+uuv6+6779ayZcs0YcIETZgwwe7ScAGn06mJEyeqe/fuCgoiCnmaDh066LXXXlOpUqVUtWpV/fPPPxozZox69epld2nXxoJHGDt2rFWqVCkrJCTEatCggbV06VK7S8J/5s+fb0m6ZOvevbvdpeE/6V0fSdbEiRPtLg3/6dWrl1W6dGkrJCTEKliwoNWyZUtr7ty5dpeFy2jevLk1YMAAu8vABe655x6raNGiVkhIiFW8eHHrnnvusbZt22Z3WbjATz/9ZFWrVs0KDQ21KleubE2YMMHuknCROXPmWJKszZs3210K0hEbG2sNGDDAKlWqlBUWFmaVK1fOevHFF634+Hi7S7smrNMNAAAAAICbMKYbAAAAAAA3IXQDAAAAAOAmhG4AAAAAANyE0A0AAAAAgJsQugEAAAAAcBNCNwAAAAAAbkLoBgAAAADATQjdAAAAAAC4CaEbAAAAAAA3IXQDAOAjLMvSww8/rHz58snhcCgmJibDxz7wwAN6/fXXc664i/zyyy+qVauWnE6nbTUAAJATCN0AAPiIX375RZMmTdLMmTN18OBBVatWLd3HrV69WrNmzVL//v3TnN+2bZt69eqlUqVKKTQ0VMWLF1fLli01ZcoUJSUlpTzO4XBo+vTplzxvjx491LFjx0zVessttyg4OFhTpkzJ9PcHAIA3InQDAOAjtm/frqJFi6px48YqUqSIgoKC0n3c2LFj1aVLF+XKlSvl3LJly1SnTh1t3LhR48aN07p167RgwQI99NBD+vDDD7V+/fpsr7dHjx567733sv15AQDwJOn/NQYAAF6lR48emjx5siTTEl26dGnt2rXrksclJyfr22+/TdPCbFmWevTooeuuu05LlixRQEDqZ/IVK1ZU165dZVlWlurZtWuXypYte8n55s2ba8GCBZKkDh066PHHH9f27dtVvnz5LD0/AADegtANAIAPePfdd1W+fHlNmDBBy5cvV2BgYLqPW7NmjU6dOqV69eqlnIuJidHGjRv15ZdfpgncF3I4HFmqp2TJkjp48GDK7UOHDqlVq1Zq1qxZyrlSpUqpcOHCWrx4MaEbAOCzCN0AAPiA3LlzKyoqSoGBgSpSpEiGj9u9e7cCAwNVqFChlHNbtmyRJFWqVCnl3OHDh1WuXLmU26NGjdJjjz2Wcrtr166XBPv4+Hi1b99ektLUcf78eXXs2FGNGjXSsGHD0nxNsWLFtHv37ix+twAAeA9CNwAAfuTcuXMKDQ29Yst1/vz5U2Y/b9GihRISEtLc//bbb6tVq1Zpzj333HNKTk6+5Ll69eql06dPa968eZe0pIeHhysuLu4qvhMAALwDoRsAAD9SoEABxcXFKSEhQSEhIZLMuG1J2rx5s2rXri3JtFRXqFBBktKdkK1IkSIp97tERUXp5MmTac69+uqrmjNnjpYtW6aoqKhLnuf48eMqWLDgNX9fAAB4KmYvBwDAj9SqVUuStGHDhpRztWvXVuXKlfXmm29m67rZ3333nV5++WV9/fXX6Y7ZPn/+vLZv354S9AEA8EWEbgAA/EjBggVVp04d/fHHHynnHA6HJk6cqM2bN6tJkyb68ccftXXrVm3YsEHjx4/XkSNHMpyYLSPr1q3Tgw8+qOeee05Vq1bVoUOHdOjQIR0/fjzlMUuXLlVoaKgaNWqUbd8fAACehtANAICfeeihh9IsGSZJN9xwg1auXKlKlSqpX79+qlKliho3bqwvv/xSb7/9tvr27Zul11ixYoXi4uL06quvqmjRoinbnXfemfKYL7/8Ut26dVNERES2fF8AAHgih5XVhTcBAIBXO3funCpVqqRp06bZ1sp89OhRVapUSStWrEh3PW8AAHwFLd0AAPiZ8PBwffbZZzp69KhtNezatUsffPABgRsA4PNo6QYAAAAAwE1o6QYAAAAAwE0I3QAAAAAAuAmhGwAAAAAANyF0AwAAAADgJoRuAAAAAADchNANAAAAAICbELoBAAAAAHATQjcAAACA/2+/jgUAAAAABvlbj2JfWQRMpBsAAAAmAWk2iq83YZ4MAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10, 5), tight_layout=True)\n",
    "ax.plot(freqs / 1e9, S11dB, \"r\", label=\"|S11|$^2$\")\n",
    "ax.plot(freqs / 1e9, S21dB, \"b\", label=\"|S21|$^2$\")\n",
    "ax.set_title(\"Insertion and return loss\")\n",
    "ax.set_xlabel(\"f (GHz)\")\n",
    "ax.set_ylabel(\"dB\")\n",
    "ax.legend()\n",
    "ax.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "806ad24e-79ab-4691-a919-42d3979d581d",
   "metadata": {},
   "source": [
    "#### Roll-off rate "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7e02e1da-9db0-4557-8841-d01bb01d6cb8",
   "metadata": {},
   "source": [
    "The roll-off rate (ROR) is a figure of merit that quantifies the sharpness of the filter response. It is calculated by\n",
    "$$\n",
    "  ROR = \\frac{\\Delta \\alpha}{\\Delta f}\n",
    "$$\n",
    "where $\\Delta \\alpha$ is the difference in insertion loss (in dB) between two reference levels and $\\Delta f$ is the corresponding difference in frequency. We choose -3 and -30 dB to be the two reference levels for this calculation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "fcb81417-79ea-48bd-9d80-5817597b8eda",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.010898Z",
     "iopub.status.busy": "2025-12-05T21:42:00.010779Z",
     "iopub.status.idle": "2025-12-05T21:42:00.013028Z",
     "shell.execute_reply": "2025-12-05T21:42:00.012675Z"
    }
   },
   "outputs": [],
   "source": [
    "def calculate_ROR(SdB):\n",
    "    \"\"\"Calculates ROR from input S-parameter (in dB)\"\"\"\n",
    "    refdB_1 = -3\n",
    "    refdB_2 = -30\n",
    "    f1 = np.min(freqs[np.argsort(np.abs(SdB - refdB_1))][:2])\n",
    "    f2 = np.min(freqs[np.argsort(np.abs(SdB - refdB_2))][:2])\n",
    "    return (refdB_2 - refdB_1) / (f1 - f2) * 1e9  # in dB/GHz"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "b28952d8-cdcf-4d30-b494-aab2cce4901d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.014117Z",
     "iopub.status.busy": "2025-12-05T21:42:00.014019Z",
     "iopub.status.idle": "2025-12-05T21:42:00.016746Z",
     "shell.execute_reply": "2025-12-05T21:42:00.016432Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ROR of basic LC resonator: 13.02 dB/GHz\n"
     ]
    }
   ],
   "source": [
    "print(f\"ROR of basic LC resonator: {calculate_ROR(S21dB):.2f} dB/GHz\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ffb2c284-dab2-4fb0-92a9-4f859d372b6f",
   "metadata": {},
   "source": [
    "## Modified resonator"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7f1c843-999e-4a4f-b8c1-b75e62fca47f",
   "metadata": {},
   "source": [
    "In the modified resonator, additional holes are cut into the resonator patch in order to create equivalent inductive and capacitive elements shown below. The patch is also adjusted to have a symmetric structure. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "61e8e790-21a4-4ea5-b3ea-4286133a590d",
   "metadata": {},
   "source": [
    "<center><img src=\"./img/wpdhs_1_schematic_2.png\" width=600 /></center>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "26b695b2-068f-409a-aedb-6fe3cc9a527e",
   "metadata": {},
   "source": [
    "The figure above is taken from Figure 3 in [1]."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6bfe1e03-4732-4309-a814-752ed85f8df6",
   "metadata": {},
   "source": [
    "### Geometry and Structure"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "55e34a4c-f506-49c5-90b2-03e96dede068",
   "metadata": {},
   "source": [
    "The dimensions of the resonator are mostly obtained from [1]. Missing dimensions are obtained via visual estimation. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "7f3e6272-dddf-4a23-9e40-089a04365d0b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.017917Z",
     "iopub.status.busy": "2025-12-05T21:42:00.017786Z",
     "iopub.status.idle": "2025-12-05T21:42:00.020071Z",
     "shell.execute_reply": "2025-12-05T21:42:00.019657Z"
    }
   },
   "outputs": [],
   "source": [
    "# Modified resonator dimensions\n",
    "MA, MB, MC, MD = (3.9 * mm, 7.1 * mm, 3.1 * mm, 2.3 * mm)\n",
    "ME, MF, MG, MH = (0.6 * mm, 0.2 * mm, 1.2 * mm, 0.5 * mm)\n",
    "MJ, MK, MM, MN = (4.8 * mm, 0.3 * mm, 0.1 * mm, 0.7 * mm)\n",
    "MP, MQ, MR, MS = (0.1 * mm, 0.7 * mm, 0.4 * mm, 0.3 * mm)\n",
    "Lsub2, Wsub2 = (2 * MC + MH, 2 * (MH + MK + MB))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0c65e49b-aa7b-4541-8b92-b04dde5a8e5e",
   "metadata": {},
   "source": [
    "The geometry and structures are created below. To \"cut\" holes in the patch resonator, we first create the hole geometry, then use the `-` operator apply the Boolean difference operation onto the main patch. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "29590502-2c3a-42fa-ba66-f317c1590a50",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.021147Z",
     "iopub.status.busy": "2025-12-05T21:42:00.021052Z",
     "iopub.status.idle": "2025-12-05T21:42:00.028904Z",
     "shell.execute_reply": "2025-12-05T21:42:00.028632Z"
    }
   },
   "outputs": [],
   "source": [
    "# Resonator geometry\n",
    "geom_patch = td.Box.from_bounds(rmin=(-MA / 2, MH / 2 + MK, 0), rmax=(MA / 2, MH / 2 + MK + MB, T))\n",
    "geom_hole1 = td.Box.from_bounds(\n",
    "    rmin=(-MH / 2 - MN - MF - ME, MH / 2 + MK + MS, 0),\n",
    "    rmax=(-MH / 2 - MN - MF, MH / 2 + MK + MS + MG, T),\n",
    ")\n",
    "geom_hole2 = geom_hole1.translated(2 * (MF + MN) + MH + ME, 0, 0)\n",
    "geom_hole3 = td.Cylinder(center=(0, MH / 2 + MD + MQ, T / 2), radius=MR, length=T, axis=2)\n",
    "geom_hole4 = geom_hole3.translated(0, MQ + 2 * MR, 0)\n",
    "geom_hole5 = td.Box.from_bounds(\n",
    "    rmin=(-MA / 2 + 1.5 * MF, MH / 2 + MK + MS + MG + MQ, 0),\n",
    "    rmax=(-MA / 2 + 1.5 * MF + MM, MH / 2 + MK + MB - MP, T),\n",
    ")\n",
    "geom_hole6 = geom_hole5.translated(-2 * geom_hole5.center[0], 0, 0)\n",
    "geom_hole7 = td.Box.from_bounds(\n",
    "    rmin=(-MH / 2 - MN, MH / 2 + MK, 0), rmax=(MH / 2 + MN, MH / 2 + MD, T)\n",
    ")\n",
    "for hole in [geom_hole1, geom_hole2, geom_hole3, geom_hole4, geom_hole5, geom_hole6, geom_hole7]:\n",
    "    geom_patch -= hole\n",
    "\n",
    "geom_line1 = td.Box.from_bounds(rmin=(-MH / 2, MH / 2, 0), rmax=(MH / 2, MH / 2 + MD, T))\n",
    "geom_line2 = td.Box.from_bounds(rmin=(-MH / 2 - MC, -MH / 2, 0), rmax=(MH / 2 + MC, MH / 2, T))\n",
    "geom_resonator_modified = td.GeometryGroup(geometries=[geom_line1, geom_line2, geom_patch])\n",
    "\n",
    "# Substrate and ground\n",
    "x1, y1, z1 = geom_resonator_modified.bounding_box.center\n",
    "geom_sub2 = td.Box(center=(x1, y1, -H / 2), size=(Lsub2, Wsub2, H))\n",
    "geom_gnd2 = td.Box(center=(x1, y1, -H - T / 2), size=(Lsub2, Wsub2, T))\n",
    "\n",
    "# Structures\n",
    "str_resonator_modified = td.Structure(geometry=geom_resonator_modified, medium=med_Cu)\n",
    "str_sub2 = td.Structure(geometry=geom_sub2, medium=med_FR4)\n",
    "str_gnd2 = td.Structure(geometry=geom_gnd2, medium=med_Cu)\n",
    "str_list_modified = [str_sub2, str_gnd2, str_resonator_modified]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc24fb5c-e447-461a-a150-683fb476d803",
   "metadata": {},
   "source": [
    "### Ports"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "62530819-97b0-4fb7-8bb5-dca067129c35",
   "metadata": {},
   "source": [
    "As before, we use 50 ohm lumped ports to terminate both ends of the feed line. Their positions are slightly shifted to account for the modified geometry.  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "18ca7878-db14-4c73-95bb-78de71127145",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.030298Z",
     "iopub.status.busy": "2025-12-05T21:42:00.030180Z",
     "iopub.status.idle": "2025-12-05T21:42:00.032547Z",
     "shell.execute_reply": "2025-12-05T21:42:00.032226Z"
    }
   },
   "outputs": [],
   "source": [
    "# Lumped port\n",
    "lp_options = {\"size\": (0, MH, H), \"voltage_axis\": 2, \"impedance\": 50}\n",
    "LP1 = rf.LumpedPort(center=(-MH / 2 - MC, 0, -H / 2), name=\"LP1\", **lp_options)\n",
    "LP2 = rf.LumpedPort(center=(MH / 2 + MC, 0, -H / 2), name=\"LP2\", **lp_options)\n",
    "port_list = [LP1, LP2]  # List of ports"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1186d673-256e-4ea0-aeb9-9f108e71e85e",
   "metadata": {},
   "source": [
    "### Grid and Boundary"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8b18cb57-4ac4-4f03-ba4a-016c7baf7b95",
   "metadata": {},
   "source": [
    "The grid and boundary specifications are largely unchanged from the previous section. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "3eca21b0-c30e-4470-ade0-83d98e7c060f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.033665Z",
     "iopub.status.busy": "2025-12-05T21:42:00.033574Z",
     "iopub.status.idle": "2025-12-05T21:42:00.035165Z",
     "shell.execute_reply": "2025-12-05T21:42:00.034872Z"
    }
   },
   "outputs": [],
   "source": [
    "# Add padding\n",
    "padding = td.C_0 / f0 / 2\n",
    "sim_LX = Lsub2 + padding\n",
    "sim_LY = Wsub2 + padding\n",
    "sim_LZ = H + padding"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "ea9aa444-57fc-44a6-a253-f58b3fca6bc1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.036222Z",
     "iopub.status.busy": "2025-12-05T21:42:00.036126Z",
     "iopub.status.idle": "2025-12-05T21:42:00.038789Z",
     "shell.execute_reply": "2025-12-05T21:42:00.038473Z"
    }
   },
   "outputs": [],
   "source": [
    "# Layer refinement on resonator\n",
    "lr_spec = rf.LayerRefinementSpec.from_structures(\n",
    "    structures=[str_resonator_modified],\n",
    "    min_steps_along_axis=1,\n",
    "    corner_refinement=td.GridRefinement(dl=T, num_cells=2),\n",
    ")\n",
    "\n",
    "# Define overall grid spec\n",
    "grid_spec = td.GridSpec.auto(\n",
    "    wavelength=td.C_0 / f0,\n",
    "    min_steps_per_wvl=12,\n",
    "    layer_refinement_specs=[lr_spec],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9b830143-4f3b-4f77-b63b-2cfa9389da1f",
   "metadata": {},
   "source": [
    "### Simulation and TerminalComponentModeler"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "680e6c23-2aac-4ce5-b4b6-f5fdd4f11322",
   "metadata": {},
   "source": [
    "The `Simulation` and `TerminalComponentModeler` objects are defined similarly to the previous section. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "0df1844a-ebcb-42f7-b633-36c9d4daa3f4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.039801Z",
     "iopub.status.busy": "2025-12-05T21:42:00.039707Z",
     "iopub.status.idle": "2025-12-05T21:42:00.059985Z",
     "shell.execute_reply": "2025-12-05T21:42:00.059462Z"
    }
   },
   "outputs": [],
   "source": [
    "# Define simulation object\n",
    "sim = td.Simulation(\n",
    "    center=(x1, y1, z1),\n",
    "    size=(sim_LX, sim_LY, sim_LZ),\n",
    "    structures=str_list_modified,\n",
    "    grid_spec=grid_spec,\n",
    "    monitors=[mon_1],\n",
    "    run_time=5e-9,\n",
    "    plot_length_units=\"mm\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "638de882-f8c9-4af0-aa8c-00b5a8390cfb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.061526Z",
     "iopub.status.busy": "2025-12-05T21:42:00.061412Z",
     "iopub.status.idle": "2025-12-05T21:42:00.063692Z",
     "shell.execute_reply": "2025-12-05T21:42:00.063385Z"
    }
   },
   "outputs": [],
   "source": [
    "# Define TerminalComponentModeler\n",
    "tcm2 = rf.TerminalComponentModeler(\n",
    "    simulation=sim,\n",
    "    ports=port_list,\n",
    "    freqs=freqs,\n",
    "    remove_dc_component=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ab254441-a3f7-4d4a-8bcc-e86bf698bb05",
   "metadata": {},
   "source": [
    "### Visualization"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7b056e31-cde5-4b24-a428-f4f6a0936cd7",
   "metadata": {},
   "source": [
    "The modified structure and simulation grid are visualized in the cells below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "9249c771-9526-4032-a438-0f825a956d60",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.064667Z",
     "iopub.status.busy": "2025-12-05T21:42:00.064576Z",
     "iopub.status.idle": "2025-12-05T21:42:00.419176Z",
     "shell.execute_reply": "2025-12-05T21:42:00.418708Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# In-plane\n",
    "fig, ax = plt.subplots(figsize=(8, 8))\n",
    "tcm2.plot_sim(z=0, ax=ax, monitor_alpha=0)\n",
    "tcm2.simulation.plot_grid(z=0, ax=ax, hlim=(-5 * mm, 5 * mm), vlim=(-5 * mm, 12 * mm))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "1e507f7d-be15-4f57-9e2e-379a1c9c9fe7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.420417Z",
     "iopub.status.busy": "2025-12-05T21:42:00.420306Z",
     "iopub.status.idle": "2025-12-05T21:42:00.818953Z",
     "shell.execute_reply": "2025-12-05T21:42:00.818524Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Cross section and port\n",
    "fig, ax = plt.subplots(2, 1, figsize=(10, 6), tight_layout=True)\n",
    "tcm2.plot_sim(x=-MH / 2 - MC, ax=ax[0], monitor_alpha=0)\n",
    "tcm2.simulation.plot_grid(\n",
    "    x=-MH / 2 - MC, ax=ax[0], hlim=(-2 * mm, 2 * mm), vlim=(-1 * mm, 0.1 * mm)\n",
    ")\n",
    "tcm2.plot_sim(y=0, ax=ax[1], monitor_alpha=0)\n",
    "tcm2.simulation.plot_grid(y=0, ax=ax[1], hlim=(-5 * mm, 5 * mm), vlim=(-1 * mm, 0.1 * mm))\n",
    "ax[1].set_aspect(2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dd5e327c-ec3c-4091-96c6-d87f74ce1ac1",
   "metadata": {},
   "source": [
    "### Run Simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "c9d10190-d16f-42ab-8615-46612fe97961",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:42:00.820795Z",
     "iopub.status.busy": "2025-12-05T21:42:00.820662Z",
     "iopub.status.idle": "2025-12-05T21:43:11.444049Z",
     "shell.execute_reply": "2025-12-05T21:43:11.443496Z"
    }
   },
   "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\">16:42:01 EST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'WPD modified resonator'</span> with resource_id             \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'sid-2fd8bc8f-9f13-4861-9d46-fbf3f4065da0'</span> and task_type           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'TERMINAL_CM'</span>.                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:42:01 EST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'WPD modified resonator'\u001b[0m with resource_id             \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'sid-2fd8bc8f-9f13-4861-9d46-fbf3f4065da0'\u001b[0m and task_type           \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'TERMINAL_CM'\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/rf?taskId=pa-fe063c19-a2e2-41ce-b35d-850e942447d2\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/rf?taskId=pa-fe063c19-a2e2-41ce-b3</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/rf?taskId=pa-fe063c19-a2e2-41ce-b35d-850e942447d2\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">5d-850e942447d2'</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=103608;https://tidy3d.simulation.cloud/rf?taskId=pa-fe063c19-a2e2-41ce-b35d-850e942447d2\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/rf?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=66088;https://tidy3d.simulation.cloud/rf?taskId=pa-fe063c19-a2e2-41ce-b35d-850e942447d2\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=103608;https://tidy3d.simulation.cloud/rf?taskId=pa-fe063c19-a2e2-41ce-b35d-850e942447d2\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=225037;https://tidy3d.simulation.cloud/rf?taskId=pa-fe063c19-a2e2-41ce-b35d-850e942447d2\u001b\\\u001b[32mpa\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=103608;https://tidy3d.simulation.cloud/rf?taskId=pa-fe063c19-a2e2-41ce-b35d-850e942447d2\u001b\\\u001b[32m-fe063c19-a2e2-41ce-b3\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=103608;https://tidy3d.simulation.cloud/rf?taskId=pa-fe063c19-a2e2-41ce-b35d-850e942447d2\u001b\\\u001b[32m5d-850e942447d2'\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/f89aec3e-3357-4624-9c24-096a87582f12\" 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=626670;https://tidy3d.simulation.cloud/folders/f89aec3e-3357-4624-9c24-096a87582f12\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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    {
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
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    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">16:42:08 EST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.223</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> after run.         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:42:08 EST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.223\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 after 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\">16:42:09 EST </span>Subtasks status - WPD modified resonator                           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Group ID: <span style=\"color: #008000; text-decoration-color: #008000\">'pa-fe063c19-a2e2-41ce-b35d-850e942447d2'</span>                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:42:09 EST\u001b[0m\u001b[2;36m \u001b[0mSubtasks status - WPD modified resonator                           \n",
       "\u001b[2;36m             \u001b[0mGroup ID: \u001b[32m'pa-fe063c19-a2e2-41ce-b35d-850e942447d2'\u001b[0m                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4766479c9162425aa18fee743fc396f4",
       "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\">             </span>Batch status = preprocess                                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mBatch status = 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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">16:42:15 EST </span>Batch status = running                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:42:15 EST\u001b[0m\u001b[2;36m \u001b[0mBatch status = running                                             \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\">16:42:56 EST </span>Batch status = postprocess                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:42:56 EST\u001b[0m\u001b[2;36m \u001b[0mBatch status = postprocess                                         \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\">16:43:09 EST </span>Modeler has finished running successfully.                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:43:09 EST\u001b[0m\u001b[2;36m \u001b[0mModeler has finished running successfully.                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.089</span>.                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mBilled flex credit cost: \u001b[1;36m0.089\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\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
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      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">16:43:11 EST </span>Loading component modeler data from data/tcm_data_modified.hdf5    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:43:11 EST\u001b[0m\u001b[2;36m \u001b[0mLoading component modeler data from data/tcm_data_modified.hdf5    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tcm_data_modified = td.web.run(\n",
    "    tcm2, task_name=\"WPD modified resonator\", path=\"data/tcm_data_modified.hdf5\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "588fa996-0db0-498f-9307-75b946b571db",
   "metadata": {},
   "source": [
    "### Results"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "95ef057f-2bea-4c7d-b01d-e2df1f69884e",
   "metadata": {},
   "source": [
    "#### Field Profile"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "7b9d3a26-f0d8-4aee-94d7-5a778aa86170",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:43:11.838719Z",
     "iopub.status.busy": "2025-12-05T21:43:11.838617Z",
     "iopub.status.idle": "2025-12-05T21:43:11.840343Z",
     "shell.execute_reply": "2025-12-05T21:43:11.840055Z"
    }
   },
   "outputs": [],
   "source": [
    "sim_data2 = tcm_data_modified.data[\"LP1\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a171256f-ac0c-4ce7-915b-549d7e2654c7",
   "metadata": {},
   "source": [
    "As before, we plot the field amplitude profile within the pass- and stopbands. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "f1087c38-e991-45cf-9625-5b2cbe554344",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:43:11.841556Z",
     "iopub.status.busy": "2025-12-05T21:43:11.841458Z",
     "iopub.status.idle": "2025-12-05T21:43:12.485914Z",
     "shell.execute_reply": "2025-12-05T21:43:12.485425Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Field plots\n",
    "fig, ax = plt.subplots(1, 2, figsize=(10, 6), tight_layout=True)\n",
    "sim_data2.plot_field(\"field in-plane\", \"E\", val=\"abs\", f=f_min, ax=ax[0])\n",
    "ax[0].set_title(f\"Field magnitude at f={f_min / 1e9:.1f} GHz\")\n",
    "sim_data2.plot_field(\"field in-plane\", \"E\", val=\"abs\", f=f0, ax=ax[1])\n",
    "ax[1].set_title(f\"Field magnitude at f={f0 / 1e9:.1f} GHz\")\n",
    "for axis in ax:\n",
    "    axis.set_xlim(-5 * mm, 5 * mm)\n",
    "    axis.set_ylim(-5 * mm, 12 * mm)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "70edda12-7036-49e6-97c9-51b82c307aab",
   "metadata": {},
   "source": [
    "#### S-parameters"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5fcc840c-6088-4d4f-ac29-1cf6665c93bc",
   "metadata": {},
   "source": [
    "S-parameters for the modified resonator are extracted below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "c2e2e9d4-99ec-4810-bcbb-96998a119e3e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:43:12.487439Z",
     "iopub.status.busy": "2025-12-05T21:43:12.487328Z",
     "iopub.status.idle": "2025-12-05T21:43:12.586931Z",
     "shell.execute_reply": "2025-12-05T21:43:12.586481Z"
    }
   },
   "outputs": [],
   "source": [
    "smat2 = tcm_data_modified.smatrix()\n",
    "S11_2 = np.conjugate(smat2.data.isel(port_in=0, port_out=0))\n",
    "S21_2 = np.conjugate(smat2.data.isel(port_in=0, port_out=1))\n",
    "S11dB_2 = 20 * np.log10(np.abs(S11_2))\n",
    "S21dB_2 = 20 * np.log10(np.abs(S21_2))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f037986b-ed42-4f57-bc47-006ee9ab5d48",
   "metadata": {},
   "source": [
    "Below, we compare the insertion and return loss of the two resonator designs. Notice that the S21 amplitude falls off much more quickly past 2 GHz in the modified resonator, indicating a sharper filter response. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "dd612103-9a12-4711-8eb9-3b7519d5a795",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:43:12.588051Z",
     "iopub.status.busy": "2025-12-05T21:43:12.587950Z",
     "iopub.status.idle": "2025-12-05T21:43:12.689196Z",
     "shell.execute_reply": "2025-12-05T21:43:12.688809Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10, 5), tight_layout=True)\n",
    "ax.plot(freqs / 1e9, S21dB, \"b--\", label=\"|S21|$^2$ (basic)\")\n",
    "ax.plot(freqs / 1e9, S21dB_2, \"b\", label=\"|S21|$^2$ (modified)\")\n",
    "ax.plot(freqs / 1e9, S11dB, \"r--\", label=\"|S11|$^2$ (basic)\")\n",
    "ax.plot(freqs / 1e9, S11dB_2, \"r\", label=\"|S11|$^2$ (modified)\")\n",
    "ax.set_title(\"Return loss\")\n",
    "ax.set_xlabel(\"f (GHz)\")\n",
    "ax.set_ylabel(\"dB\")\n",
    "ax.legend()\n",
    "ax.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3c521213-c1f5-4aba-b819-9144663a9da4",
   "metadata": {},
   "source": [
    "#### Roll-off rate"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c90f0e90-cde8-4ed6-95ca-9e10f9c74862",
   "metadata": {},
   "source": [
    "We calculate and compare the ROR below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "8e48d35f-470d-4d07-ba73-e06fb83855bb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:43:12.690671Z",
     "iopub.status.busy": "2025-12-05T21:43:12.690569Z",
     "iopub.status.idle": "2025-12-05T21:43:12.693486Z",
     "shell.execute_reply": "2025-12-05T21:43:12.693150Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Calculated ROR \n",
      " -- Basic LC resonator: 13.02 dB/GHz \n",
      " -- Modified resonator: 23.98 dB/GHz\n"
     ]
    }
   ],
   "source": [
    "print(\n",
    "    f\"Calculated ROR \\n -- Basic LC resonator: {calculate_ROR(S21dB):.2f} dB/GHz \\n -- Modified resonator: {calculate_ROR(S21dB_2):.2f} dB/GHz\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6d96ef0e-ae5c-4e75-864a-42a9253a88fc",
   "metadata": {},
   "source": [
    "The modified resonator shows an almost 2x improvement in ROR compared to the basic design."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ff89dc43-ae69-44db-997f-6547a9faa780",
   "metadata": {},
   "source": [
    "#### Benchmark Comparison"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cc5e7b78-6260-4606-8a02-8df853c1e1c7",
   "metadata": {},
   "source": [
    "For benchmarking purposes, we compare the computed S-parameters with results from an independent simulation run on a commercial FEM solver. We find excellent agreement."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "f2137464-924f-4c08-bdcd-f31e994c9f68",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:43:12.695079Z",
     "iopub.status.busy": "2025-12-05T21:43:12.694968Z",
     "iopub.status.idle": "2025-12-05T21:43:12.706172Z",
     "shell.execute_reply": "2025-12-05T21:43:12.705825Z"
    }
   },
   "outputs": [],
   "source": [
    "# Import benchmark data\n",
    "freqs_ben, S11dB_ben, S21dB_ben = np.genfromtxt(\n",
    "    \"./misc/wpd-part1-fem.csv\", delimiter=\",\", unpack=True\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "7197089a-7818-49fd-8be2-3d56ba5bfdc1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:43:12.707666Z",
     "iopub.status.busy": "2025-12-05T21:43:12.707530Z",
     "iopub.status.idle": "2025-12-05T21:43:12.819483Z",
     "shell.execute_reply": "2025-12-05T21:43:12.819055Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot insertion and return loss\n",
    "fig, ax = plt.subplots(figsize=(10, 4), tight_layout=True)\n",
    "ax.plot(freqs / 1e9, S11dB_2, \"r\", label=\"|S11|$^2$ (RF solver)\")\n",
    "ax.plot(freqs / 1e9, S21dB_2, \"b\", label=\"|S21|$^2$ (RF solver)\")\n",
    "ax.plot(freqs_ben, S11dB_ben, \"r:\", label=\"|S11|$^2$ (Commercial FEM)\")\n",
    "ax.plot(freqs_ben, S21dB_ben, \"b:\", label=\"|S21|$^2$ (Commercial FEM)\")\n",
    "ax.set_title(\"Insertion and return loss\")\n",
    "ax.set_xlabel(\"f (GHz)\")\n",
    "ax.set_ylabel(\"dB\")\n",
    "ax.legend()\n",
    "ax.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1b767505-8919-4301-be9d-49d3e2e4a41f",
   "metadata": {},
   "source": [
    "## Conclusion"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d9ab02b8-bb8f-4f81-bb91-a8ddb9202020",
   "metadata": {},
   "source": [
    "In this notebook, we compared two different low pass filter designs with the goal of improving ROR performance above 2 GHz. In the next notebook, we will investigate adding a harmonic suppression circuit to improve stopband performance. \n",
    "* [Designing a power divider for wireless communications part 2: Adding harmonic suppression](https://www.flexcompute.com/tidy3d/examples/notebooks/WPDHarmonicSuppression2/)\n",
    "* [Designing a power divider for wireless communications part 3: Full divider structure](https://www.flexcompute.com/tidy3d/examples/notebooks/WPDHarmonicSuppression3/)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d88155d9-118e-4079-9bef-7de7f4965477",
   "metadata": {},
   "source": [
    "## Reference"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4e71b30b-a590-46d1-86e3-1717764a46cf",
   "metadata": {},
   "source": [
    "[1] Moloudian, G., Soltani, S., Bahrami, S. et al. Design and fabrication of a Wilkinson power divider with harmonic suppression for LTE and GSM applications. Sci Rep 13, 4246 (2023). https://doi.org/10.1038/s41598-023-31019-7"
   ]
  }
 ],
 "metadata": {
  "applications": [
   "Microwave and RF devices"
  ],
  "description": "This is a notebook series that shows how to simulate various stages of a Wilkinson power divider design with harmonic suppression. This is part one of three.",
  "feature_image": "./img/wpdhs_1_render.png",
  "features": [
   "Lumped port",
   "Smatrix plugin"
  ],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "Wilkinson power divider, wireless, communication, low-pass, filter, microwave, circuit, divider, harmonics, stopband, FDTD, benchmark, Tidy3D, lumped circuit, lumped elements",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
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   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.13.7"
  },
  "title": "Designing a power divider for wireless communications part 1: Low-pass resonator",
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