{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "713e6fe0-322b-4792-9a5c-fac5d5050664",
   "metadata": {},
   "source": [
    "# Through silicon via"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "88a1b56f-6ae7-429a-82a2-1aa74e2c92a3",
   "metadata": {},
   "source": [
    "A through-silicon via (TSV) consists of one or more vertical signal vias that cuts through the main silicon layer in a wafer. They provide an alternative to traditional wire-bond layouts and allow the creation of densely packaged 3D integrated circuits. \n",
    "\n",
    "In this notebook, we simulate the vertical transition of a CPW-connected TSV and characterize its insertion and return loss characteristics. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "891ab49d-a4b4-4b63-8bb3-adc6d17ff22a",
   "metadata": {},
   "source": [
    "<center><img src=\"img/tsv_render.png\" width=640 /></center>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "525e3c0e-715d-4f47-baea-0d457e483bbc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:51.830527Z",
     "iopub.status.busy": "2025-12-05T22:29:51.830102Z",
     "iopub.status.idle": "2025-12-05T22:29:53.565821Z",
     "shell.execute_reply": "2025-12-05T22:29:53.565353Z"
    }
   },
   "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 import web\n",
    "\n",
    "td.config.logging.level = \"ERROR\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "36a54891-ad9b-46f0-b4db-7073161586ca",
   "metadata": {},
   "source": [
    "## Building the Simulation"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "669d4cfa-accf-4445-bad9-4db91e516d29",
   "metadata": {},
   "source": [
    "### Key Parameters"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "848c83f0-2eda-4606-be3c-06392d4d8436",
   "metadata": {},
   "source": [
    "Important geometry dimensions are defined below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "5655d698-5ae0-42f8-bb1e-13eb64036507",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.567353Z",
     "iopub.status.busy": "2025-12-05T22:29:53.567086Z",
     "iopub.status.idle": "2025-12-05T22:29:53.569317Z",
     "shell.execute_reply": "2025-12-05T22:29:53.568997Z"
    }
   },
   "outputs": [],
   "source": [
    "# Geometry dimensions\n",
    "len_inf = 1e5  # Effective infinity\n",
    "R_TSV = 5  # TSV radius\n",
    "P_TSV = 20  # TSV pitch\n",
    "G = 7  # CPW gap\n",
    "WS = 10  # CPW signal width\n",
    "WG = 100  # CPW ground width\n",
    "W_CPW = WS + 2 * (G + WG)  # CPW full span\n",
    "H = 100  # Silicon thickness\n",
    "TL = 2  # SiO2 liner thickness\n",
    "TM = 3  # Metal thickness\n",
    "\n",
    "# Simulation dimensions\n",
    "sim_LX, sim_LY, sim_LZ = (600, 300, 400)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e994ae2f-0ce0-4400-a630-a0bd34046a10",
   "metadata": {},
   "source": [
    "We will perform a wideband sweep of 1-30 GHz. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "51016474-2faf-4c65-b7e0-4d5588171297",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.570548Z",
     "iopub.status.busy": "2025-12-05T22:29:53.570460Z",
     "iopub.status.idle": "2025-12-05T22:29:53.572117Z",
     "shell.execute_reply": "2025-12-05T22:29:53.571861Z"
    }
   },
   "outputs": [],
   "source": [
    "# Frequencies and bandwidth\n",
    "(f_min, f_max) = (1e9, 30e9)\n",
    "f0 = (f_min + f_max) / 2\n",
    "freqs = np.linspace(f_min, f_max, 101)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1daf92b0-2c47-49a3-971b-433d0521a4ef",
   "metadata": {},
   "source": [
    "### Medium and Structures"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ff978300-5b1d-4a20-8d94-bbad38f615c3",
   "metadata": {},
   "source": [
    "The TSV comprises of two dielectric material types, silicon and silicon dioxide. The silicon dioxide layer encases the main silicon substrate as well as the vertical vias. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a4fc1703-5f78-4651-8e91-eec76a135460",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.573169Z",
     "iopub.status.busy": "2025-12-05T22:29:53.573086Z",
     "iopub.status.idle": "2025-12-05T22:29:53.574875Z",
     "shell.execute_reply": "2025-12-05T22:29:53.574603Z"
    }
   },
   "outputs": [],
   "source": [
    "med_Si = td.Medium(permittivity=11.7)\n",
    "med_SiO2 = td.Medium(permittivity=3.9)\n",
    "med_metal = rf.LossyMetalMedium(conductivity=60, frequency_range=(f_min, f_max))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf3ba3a2-bc12-49c2-9864-8ad90e8b88d6",
   "metadata": {},
   "source": [
    "The simulation geometry is defined below. We start with the dielectric layers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "4f0ebe9e-6021-426f-b271-ba92467d54ed",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.576075Z",
     "iopub.status.busy": "2025-12-05T22:29:53.575987Z",
     "iopub.status.idle": "2025-12-05T22:29:53.577863Z",
     "shell.execute_reply": "2025-12-05T22:29:53.577607Z"
    }
   },
   "outputs": [],
   "source": [
    "# Dielectric layers\n",
    "geom_sub = td.Box.from_bounds(\n",
    "    rmin=(-len_inf / 2, -len_inf / 2, -H), rmax=(len_inf / 2, len_inf / 2, 0)\n",
    ")\n",
    "geom_liner = td.Box.from_bounds(\n",
    "    rmin=(-len_inf / 2, -len_inf / 2, -H - TL), rmax=(len_inf / 2, len_inf / 2, TL)\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6d57c16b-fa5b-4778-ab44-b96fe76399e6",
   "metadata": {},
   "source": [
    "For the TSV, we define a custom function."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "bb0692f9-c956-40fc-998d-ef67fdd96b66",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.578754Z",
     "iopub.status.busy": "2025-12-05T22:29:53.578665Z",
     "iopub.status.idle": "2025-12-05T22:29:53.580597Z",
     "shell.execute_reply": "2025-12-05T22:29:53.580362Z"
    }
   },
   "outputs": [],
   "source": [
    "# Create TSV geometry\n",
    "def create_TSV_cylinders(xpos, ypos):\n",
    "    \"\"\"Create TSV cylinders for Si, SiO2, and metal layers at given x, y positions\"\"\"\n",
    "    cyl_sub = td.Cylinder(center=(xpos, ypos, -H / 2), axis=2, radius=R_TSV + TL, length=H)\n",
    "    cyl_liner = td.Cylinder(center=(xpos, ypos, -H / 2), axis=2, radius=R_TSV, length=H + 2 * TL)\n",
    "    cyl_metal = td.Cylinder(\n",
    "        center=(xpos, ypos, -H / 2), axis=2, radius=R_TSV, length=H + TL * 2 + TM * 2\n",
    "    )\n",
    "\n",
    "    return [cyl_sub, cyl_liner, cyl_metal]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a80f8da1-6ece-4d74-be25-949faa8798d5",
   "metadata": {},
   "source": [
    "The TSVs are created below, along with the SiO2 liner. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "921248ed-6d19-41b0-bb4b-0f8cadedb66d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.581578Z",
     "iopub.status.busy": "2025-12-05T22:29:53.581493Z",
     "iopub.status.idle": "2025-12-05T22:29:53.585759Z",
     "shell.execute_reply": "2025-12-05T22:29:53.585518Z"
    }
   },
   "outputs": [],
   "source": [
    "# Cut TSV holes from dielectric and create metal TSV cylinders\n",
    "geoms_TSV_metal = []\n",
    "for ypos in [-P_TSV, 0, P_TSV]:\n",
    "    cyl_sub, cyl_liner, cyl_metal = create_TSV_cylinders(0, ypos)\n",
    "    geom_sub = geom_sub - cyl_sub\n",
    "    geom_liner = geom_liner - cyl_liner\n",
    "    geoms_TSV_metal += [cyl_metal]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10f0d209-a703-41f9-98fa-5067b55249eb",
   "metadata": {},
   "source": [
    "The CPW geometry is created below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "206a327d-bfa5-45d5-bec1-7c80e0b7e853",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.586955Z",
     "iopub.status.busy": "2025-12-05T22:29:53.586869Z",
     "iopub.status.idle": "2025-12-05T22:29:53.588876Z",
     "shell.execute_reply": "2025-12-05T22:29:53.588597Z"
    }
   },
   "outputs": [],
   "source": [
    "# Create CPW geometry\n",
    "def create_CPW_geometry(x_start, x_end, zpos):\n",
    "    \"\"\"Create CPW geometry from start to end x-positions (x_start, x_end) at height zpos (relative to bottom boundary)\"\"\"\n",
    "    sig = td.Box.from_bounds(rmin=(x_start, -WS / 2, zpos), rmax=(x_end, WS / 2, zpos + TM))\n",
    "    gnd1 = td.Box.from_bounds(\n",
    "        rmin=(x_start, WS / 2 + G, zpos), rmax=(x_end, WS / 2 + G + WG, zpos + TM)\n",
    "    )\n",
    "    gnd2 = td.Box.from_bounds(\n",
    "        rmin=(x_start, -WS / 2 - G - WG, zpos), rmax=(x_end, -WS / 2 - G, zpos + TM)\n",
    "    )\n",
    "\n",
    "    return [sig, gnd1, gnd2]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f15ffef3-4e07-4ad3-808a-c88dc2b99264",
   "metadata": {},
   "source": [
    "Finally, the geometry of all metallic structures are collected into a single `GeometryGroup` to facilitate processing. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "e06c1572-a2dd-4d3a-9458-40d32803339f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.589860Z",
     "iopub.status.busy": "2025-12-05T22:29:53.589773Z",
     "iopub.status.idle": "2025-12-05T22:29:53.591682Z",
     "shell.execute_reply": "2025-12-05T22:29:53.591432Z"
    }
   },
   "outputs": [],
   "source": [
    "# Collect CPW geometries (including TSV ) into a single GeometryGroup\n",
    "geom_CPW_TSV = td.GeometryGroup(\n",
    "    geometries=create_CPW_geometry(-len_inf / 2, 0, -H - TL - TM)\n",
    "    + create_CPW_geometry(0, len_inf / 2, TL)\n",
    "    + geoms_TSV_metal\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d7b8576d-21c4-49ee-b138-d70a2d9373c7",
   "metadata": {},
   "source": [
    "The `Structure` instances are defined below, ready for simulation. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "3c99a8f5-ecbb-4167-adf6-556fd631b298",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.592644Z",
     "iopub.status.busy": "2025-12-05T22:29:53.592557Z",
     "iopub.status.idle": "2025-12-05T22:29:53.594407Z",
     "shell.execute_reply": "2025-12-05T22:29:53.594149Z"
    }
   },
   "outputs": [],
   "source": [
    "# Create structures\n",
    "str_sub = td.Structure(geometry=geom_sub, medium=med_Si)\n",
    "str_liner = td.Structure(geometry=geom_liner, medium=med_SiO2)\n",
    "str_CPW_TSV = td.Structure(geometry=geom_CPW_TSV, medium=med_metal)\n",
    "\n",
    "# Full structure list\n",
    "str_list_full = [str_liner, str_sub, str_CPW_TSV]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6fbd0a93-e0db-4698-b701-a1528c8f6768",
   "metadata": {},
   "source": [
    "### Grid and Boundaries"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ffab3638-91fe-443a-9622-fba92c7dbd81",
   "metadata": {},
   "source": [
    "For accurate results, the grid should be more refined along the path of the signal, i.e. along the CPW signal trace and vertical vias. To this end, we use the `LayerRefinementSpec` to refine the metallic corners/edges in the top and bottom CPWs, and the `MeshOverrideStructure` to enforce a maximum cross-sectional grid size in the region occupied by each TSV. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "6f9c22b3-2848-4cb7-b7cd-c642eac3e0c5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.595352Z",
     "iopub.status.busy": "2025-12-05T22:29:53.595267Z",
     "iopub.status.idle": "2025-12-05T22:29:53.597368Z",
     "shell.execute_reply": "2025-12-05T22:29:53.597093Z"
    }
   },
   "outputs": [],
   "source": [
    "# Parameter settings from LayerRefinementSpec\n",
    "lr_params = {\n",
    "    \"axis\": 2,\n",
    "    \"min_steps_along_axis\": 2,\n",
    "    \"corner_refinement\": td.GridRefinement(dl=TM / 2, num_cells=2),\n",
    "}\n",
    "\n",
    "# Create layer refinement for top and bottom layers\n",
    "lr1 = rf.LayerRefinementSpec(center=(0, 0, TL + TM / 2), size=(len_inf, W_CPW, TM), **lr_params)\n",
    "lr2 = rf.LayerRefinementSpec(\n",
    "    center=(0, 0, -H - TL - TM / 2), size=(len_inf, W_CPW, TM), **lr_params\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "54e84083-46b8-42d9-a052-f9701146b096",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.598189Z",
     "iopub.status.busy": "2025-12-05T22:29:53.598105Z",
     "iopub.status.idle": "2025-12-05T22:29:53.600637Z",
     "shell.execute_reply": "2025-12-05T22:29:53.600394Z"
    }
   },
   "outputs": [],
   "source": [
    "# Refine box around signal TSVs\n",
    "refine_box = td.MeshOverrideStructure(\n",
    "    geometry=td.Box.from_bounds(\n",
    "        rmin=(-R_TSV - TL, -WS / 2 - TL, -H - TL - TM), rmax=(R_TSV + TL, WS / 2 + TL, TL + TM)\n",
    "    ),\n",
    "    dl=(R_TSV / 6, R_TSV / 6, None),\n",
    ")\n",
    "refine_box2 = refine_box.updated_copy(geometry=refine_box.geometry.translated(0, P_TSV, 0))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93839245-3678-41a2-a7b8-1bace5705f38",
   "metadata": {},
   "source": [
    "The overall grid specification is defined below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "7a3f5f79-1f0d-4f76-9bd5-ad8cc7b646a5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.601613Z",
     "iopub.status.busy": "2025-12-05T22:29:53.601528Z",
     "iopub.status.idle": "2025-12-05T22:29:53.603310Z",
     "shell.execute_reply": "2025-12-05T22:29:53.602920Z"
    }
   },
   "outputs": [],
   "source": [
    "grid_spec = td.GridSpec.auto(\n",
    "    wavelength=td.C_0 / f_max,\n",
    "    min_steps_per_sim_size=75,\n",
    "    layer_refinement_specs=[lr1, lr2],\n",
    "    override_structures=[refine_box, refine_box2],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8171fce4-e997-4d61-baf5-67382a6a48d2",
   "metadata": {},
   "source": [
    "### Monitors"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4ffc5499-a3ec-4c60-b3fe-76ba424307c0",
   "metadata": {},
   "source": [
    "For visualization purposes, we define several field monitors below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "bb9fc740-6781-4328-8f4c-d4417df9e0f2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.604370Z",
     "iopub.status.busy": "2025-12-05T22:29:53.604285Z",
     "iopub.status.idle": "2025-12-05T22:29:53.606824Z",
     "shell.execute_reply": "2025-12-05T22:29:53.606585Z"
    }
   },
   "outputs": [],
   "source": [
    "# Field monitors\n",
    "mon_1 = td.FieldMonitor(\n",
    "    center=(0, 0, 0),\n",
    "    size=(0, len_inf, len_inf),\n",
    "    freqs=[f_min, f0, f_max],\n",
    "    name=\"TSV x-plane\",\n",
    ")\n",
    "mon_2 = td.FieldMonitor(\n",
    "    center=(0, (WS + G) / 2, 0),\n",
    "    size=(len_inf, 0, len_inf),\n",
    "    freqs=[f_min, f0, f_max],\n",
    "    name=\"TSV y-plane\",\n",
    ")\n",
    "mon_3 = td.FieldMonitor(\n",
    "    center=(0, 0, TL),\n",
    "    size=(len_inf, len_inf, 0),\n",
    "    freqs=[f_min, f0, f_max],\n",
    "    name=\"TSV z-plane upper\",\n",
    ")\n",
    "mon_4 = td.FieldMonitor(\n",
    "    center=(0, 0, -H - TL),\n",
    "    size=(len_inf, len_inf, 0),\n",
    "    freqs=[f_min, f0, f_max],\n",
    "    name=\"TSV z-plane lower\",\n",
    ")\n",
    "\n",
    "# Full list of monitors\n",
    "monitor_list = [mon_1, mon_2, mon_3, mon_4]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1ec1d73c-eb91-4d92-a380-414752a02aee",
   "metadata": {},
   "source": [
    "### Ports"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cccf2f6c-c0ac-4376-a6f2-f623bd15e1fe",
   "metadata": {},
   "source": [
    "The excitation for this model will be generated by `WavePort` instances connected to the CPW on each layer. These are defined below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "55c5353a-4e28-46a2-8406-abc3ea85f7c6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.607745Z",
     "iopub.status.busy": "2025-12-05T22:29:53.607661Z",
     "iopub.status.idle": "2025-12-05T22:29:53.609243Z",
     "shell.execute_reply": "2025-12-05T22:29:53.608992Z"
    }
   },
   "outputs": [],
   "source": [
    "# Port dimensions\n",
    "X0, Y0, Z0 = (-200, 0, -H - TL - TM / 2)  # Port 1 center\n",
    "X1, Y1, Z1 = (200, 0, TL + TM / 2)  # Port 2 center\n",
    "w_port, h_port = (W_CPW - 15, 270)  # Port size"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "dfd62f62-ec6b-4275-bd35-a39704342c68",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.610099Z",
     "iopub.status.busy": "2025-12-05T22:29:53.610015Z",
     "iopub.status.idle": "2025-12-05T22:29:53.615591Z",
     "shell.execute_reply": "2025-12-05T22:29:53.615335Z"
    }
   },
   "outputs": [],
   "source": [
    "# Wave ports\n",
    "WP1 = rf.WavePort(\n",
    "    center=(X0, Y0, Z0),\n",
    "    size=(0, w_port, h_port),\n",
    "    mode_spec=rf.MicrowaveModeSpec(target_neff=np.sqrt(6)),\n",
    "    direction=\"+\",\n",
    "    name=\"WP1\",\n",
    "    absorber=False,\n",
    ")\n",
    "WP2 = WP1.updated_copy(\n",
    "    center=(X1, Y1, Z1),\n",
    "    direction=\"-\",\n",
    "    name=\"WP2\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9fd02c84-8209-49a9-8937-2b5fa7ff3078",
   "metadata": {},
   "source": [
    "### Defining Simulation and TerminalComponentModeler"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f3260a9b-d1d7-4930-b08c-2513c1cffc48",
   "metadata": {},
   "source": [
    "The base `Simulation` object and the `TerminalComponentModeler` are defined below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "4e0b76ae-df67-4ca9-89cb-5f19dbac6297",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.616635Z",
     "iopub.status.busy": "2025-12-05T22:29:53.616551Z",
     "iopub.status.idle": "2025-12-05T22:29:53.636809Z",
     "shell.execute_reply": "2025-12-05T22:29:53.636460Z"
    }
   },
   "outputs": [],
   "source": [
    "sim = td.Simulation(\n",
    "    center=(0, 0, -H / 2),\n",
    "    size=(sim_LX, sim_LY, sim_LZ),\n",
    "    grid_spec=grid_spec,\n",
    "    structures=str_list_full,\n",
    "    monitors=[mon_1, mon_2, mon_3, mon_4],\n",
    "    run_time=3e-10,\n",
    "    symmetry=(0, 1, 0),\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "db5913ab-1de2-466c-b298-275183672d36",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.637961Z",
     "iopub.status.busy": "2025-12-05T22:29:53.637874Z",
     "iopub.status.idle": "2025-12-05T22:29:53.640021Z",
     "shell.execute_reply": "2025-12-05T22:29:53.639753Z"
    }
   },
   "outputs": [],
   "source": [
    "tcm = rf.TerminalComponentModeler(\n",
    "    simulation=sim,\n",
    "    ports=[WP1, WP2],\n",
    "    freqs=freqs,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "336db26a-5992-4540-ba50-0a21dd612513",
   "metadata": {},
   "source": [
    "### Visualization"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "dec4e348-66ec-4f8b-a408-de709ce94ab8",
   "metadata": {},
   "source": [
    "Before running the simulation, it is a good idea to visualize the simulation domain and grid. The 2D layout of each plane is shown below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "19f44e16-2357-443f-b55a-17999b28abb6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:53.641172Z",
     "iopub.status.busy": "2025-12-05T22:29:53.641085Z",
     "iopub.status.idle": "2025-12-05T22:29:54.001039Z",
     "shell.execute_reply": "2025-12-05T22:29:54.000662Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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/jh9++AGdOnVC8+bN8fLLL+O1117DXXfdhUceeQQGgwG7d+9GXFwcZs6cCaD0tvAPP/wQM2bMQPPmzREdHe1yUkKdTod//OMfGDFiBHr06IGBAwc6piNo0qQJnnvuuWv9sTnp1q0bwsPDMWzYMDz77LOQJAmLFy92+ce7Y8eOWL58OSZMmIDOnTvDZDLhwQcfdNnus88+iwsXLmDixIlYtmyZU1m7du3Qrl07ANd2jdPrr7+Obdu2oXfv3mjUqBFycnLw3//+F7t378YzzzyD5s2bO+p+8MEHmDZtGjZs2OCYM+vxxx9HQEAAunXrhujoaBw5cgQfffQRAgMD8fe//71CrG7dujn28bNnz+Kdd95Br1690Lt37yr7+tBDD+Grr76CEKLCEbujR4/i/vvvR58+fXDu3DnMnj0boaGh2L59Oz777DMMHDiw2tvGndTUVDz44IO8xolqjndu5iPyf6dPnxZDhw4VUVFRwmAwiFtvvVWMHTtWWCwWIcTvt1O7mrJAiNLpB+Lj44VOpxMxMTFizJgx4vLly47yEydOiCeeeEI0a9ZMGI1GERERIe655x7x448/OuqsW7dOPPTQQyIuLk7o9XoRFxcnBg4cKP73v/9V2ndP17NareIf//iHuP3224XBYBDh4eGiY8eOYtq0aSIvL8+p7ieffCI6dOjgqNejRw+RmprqKM/MzBQpKSkiODhYAHDcOn71dARlli9f7mgvIiJCDBo0SJw9e9apzrBhw0RQUFCF8b366qvCk4+3bdu2ia5du4qAgAARFxcnJk6cKH744YcK/SkoKBB//vOfRVhYmABQ6dQEPXr0cDu1gKvb8Ktj7dq14oEHHhBxcXFCp9OJ4OBgceedd4qFCxc63bIvxO/boPw4Zs+eLbp06SIiIiKEVqsV9evXF4MHDxbHjh1zGW/Lli2iW7duwmg0iqioKDF27FhhNps96utPP/0kAFSYzgKAmDBhgujfv78ICAgQ9evXFx988IGYP3++CAwMFH/5y1+EEO5/f8rGdfVUGq72haNHjwoATr8zRNeLz6ojIqJa0bNnT8TFxWHx4sWOZZIk4dVXX621WdTLGz9+PDZv3oy9e/fyiBPVGF7jREREteKNN97A8uXLHVNM1KVLly7h448/xowZM5g0UY3iNU5ERFQrEhISqvX8vJoUGRmJgoICr8SmGxuPOBERERF5iEeciIiozvCyWvJ3POJERERE5CEmTkREREQe4qm6OqSqKs6dO4fg4GDe5UFERFQNQgjk5+cjLi6u0oeY1zYmTnXo3LlzmDFjBj7//PNqPfySiIjoZhceHo7Lly/jt99+Q4MGDbzWDyZOdSg4OBgAsHXrVq/+0ImIiPzN2bNncfvttzv+lnoLE6c6VHZ6zmQyISQkxMu9ISIi8h8mkwkAvH6pCy8OJyIiIvIQjzgREZUz7P++9HYXiMgFoeR5uwsAeMSJiIiIyGNMnIiIiIg8xMSpjnn7ojYiIiK6dkyc6pjBYPB2F4iIiOga+VzitHnzZjz44IOIi4uDJElYuXKlU7kQAlOmTEH9+vUREBCApKQkHDt2zKlOTk4OBg0ahJCQEISFhWHkyJEoKCioNG5JSQnGjh2LyMhImEwm9OvXD1lZWU51zpw5g5SUFAQGBiI6Ohp//etfoShKtcanqmq16hMREZHv8LnEqbCwEHfccQfmzp3rsvzNN9/EnDlzMH/+fOzcuRNBQUFITk5GSUmJo86gQYNw+PBhpKamYtWqVdi8eTNGjx5dadznnnsO3377LVasWIFNmzbh3LlzeOSRRxzldrsdKSkpsFqt2L59Oz799FMsWrQIU6ZMqdb4rFZrterfzMyKGV9e/NLpZVbM3u4WEdE1seuLkXPbT04vu77Y292iavK56Qjuu+8+3HfffS7LhBB477338Morr+Chhx4CAPz73/9GTEwMVq5ciQEDBuDo0aNYs2YNdu/ejU6dOgEA3n//fdx///14++23ERcXV6HdvLw8LFiwAEuXLsW9994LAFi4cCFatWqFHTt2oGvXrli7di2OHDmCH3/8ETExMWjfvj1ee+01TJo0CVOnToVer6+lLUJERES+wueOOFXm5MmTyMzMRFJSkmNZaGgoEhISkJaWBgBIS0tDWFiYI2kCgKSkJMiyjJ07d7psd+/evbDZbE7txsfHo1GjRk7ttm3bFjExMY46ycnJMJvNOHz4sMt2LRYLzGaz04uIiIj8l18lTpmZmQDglLyUvS8ry8zMRHR0tFO5VqtFRESEo46rdvV6PcLCwipt11Xc8v262syZMxEaGup4NWzY0INREhERka/yq8TJ30yePBl5eXmO12+//ebtLhEREdF18KvEKTY2FgAq3O2WlZXlKIuNjUV2drZTuaIoyMnJcdRx1a7VakVubm6l7bqKW75fVzMYDAgJCXF6ERERkf/yq8SpadOmiI2Nxbp16xzLzGYzdu7cicTERABAYmIicnNzsXfvXked9evXQ1VVJCQkuGy3Y8eO0Ol0Tu2mp6fjzJkzTu0ePHjQKSlLTU1FSEgIWrduXaPjJCIiIt/kc4lTQUEB9u/fj/379wMovSB8//79OHPmDCRJwvjx4zFjxgx88803OHjwIIYOHYq4uDj07dsXANCqVSv07t0bo0aNwq5du7Bt2zaMGzcOAwYMcNxRl5GRgfj4eOzatQtA6QXmI0eOxIQJE7Bhwwbs3bsXI0aMQGJiIrp27QoA6NWrF1q3bo0hQ4bgwIED+OGHH/DKK69g7NixnNSSiIjoJuFz0xHs2bMH99xzj+P9hAkTAADDhg3DokWLMHHiRBQWFmL06NHIzc1F9+7dsWbNGhiNRsc6S5Yswbhx49CzZ0/Isox+/fphzpw5jnKbzYb09HQUFRU5ls2aNctR12KxIDk5GfPmzXOUazQarFq1CmPGjEFiYiKCgoIwbNgwTJ8+vTY3BxEREfkQSQghvN2Jm4XZbMbEiRPx0ksvoVGjRt7ujs8zK2b8mPuj07KksCSEaHmtGNWeYf/3pbe7QDcou74YeY2POi0LPd0KGmuAl3rkX4SSh8XznkBeXp5Xrxn2uVN1RERERL6KiRMRERGRh5g4EREREXmIiRMRERGRh5g4EREREXmIiRMRERGRh5g41TG9Xu/tLhAREdE1YuJUx2SZm5yIiMhf8a94HbNYLN7uAhEREV0jJk51jBO1ExER+S8mTkREREQeYuJERERE5CEmTkREREQeYuJERERE5CEmTkREREQeYuJERERE5CEmTkREREQeYuJERERE5CEmTkREREQeYuJERERE5CEmTkREREQeYuJUx/R6vbe7QERERNeIiVMdk2VuciIiIn/Fv+J1zGKxeLsLREREdI2YONUxIYS3u0BERETXiIkTERERkYeYOBERERF5iIkTERERkYf8LnGaOnUqJElyesXHxzvKS0pKMHbsWERGRsJkMqFfv37IysqqtE0hBKZMmYL69esjICAASUlJOHbsmFOdnJwcDBo0CCEhIQgLC8PIkSNRUFBQK2MkIiIi3+R3iRMA3H777Th//rzjtXXrVkfZc889h2+//RYrVqzApk2bcO7cOTzyyCOVtvfmm29izpw5mD9/Pnbu3ImgoCAkJyejpKTEUWfQoEE4fPgwUlNTsWrVKmzevBmjR4+utTESERGR79F6uwPXQqvVIjY2tsLyvLw8LFiwAEuXLsW9994LAFi4cCFatWqFHTt2oGvXrhXWEULgvffewyuvvIKHHnoIAPDvf/8bMTExWLlyJQYMGICjR49izZo12L17Nzp16gQAeP/993H//ffj7bffRlxcXC2OloiIiHyFXx5xOnbsGOLi4nDrrbdi0KBBOHPmDABg7969sNlsSEpKctSNj49Ho0aNkJaW5rKtkydPIjMz02md0NBQJCQkONZJS0tDWFiYI2kCgKSkJMiyjJ07d7rtp8VigdlsdnoRERGR//K7xCkhIQGLFi3CmjVr8OGHH+LkyZO46667kJ+fj8zMTOj1eoSFhTmtExMTg8zMTJftlS2PiYlxu05mZiaio6OdyrVaLSIiIty2CwAzZ85EaGio49WwYcPqDpeIiIh8iN8lTvfddx/69++Pdu3aITk5GatXr0Zubi4+//xzb3etgsmTJyMvL8/x+u2337zdJSIiIroOfpc4XS0sLAwtWrTAr7/+itjYWFitVuTm5jrVycrKcnlNFADH8qvvvCu/TmxsLLKzs53KFUVBTk6O23YBwGAwICQkxOlFRERE/svvE6eCggIcP34c9evXR8eOHaHT6bBu3TpHeXp6Os6cOYPExESX6zdt2hSxsbFO65jNZuzcudOxTmJiInJzc7F3715HnfXr10NVVSQkJNTSyIiIiMjX+F3i9MILL2DTpk04deoUtm/fjocffhgajQYDBw5EaGgoRo4ciQkTJmDDhg3Yu3cvRowYgcTERKc76uLj4/HVV18BACRJwvjx4zFjxgx88803OHjwIIYOHYq4uDj07dsXANCqVSv07t0bo0aNwq5du7Bt2zaMGzcOAwYM4B11RERENxG/m47g7NmzGDhwIC5duoSoqCh0794dO3bsQFRUFABg1qxZkGUZ/fr1g8ViQXJyMubNm+fURnp6OvLy8hzvJ06ciMLCQowePRq5ubno3r071qxZA6PR6KizZMkSjBs3Dj179nS0P2fOnLoZNBEREfkEv0ucli1bVmm50WjE3LlzMXfuXLd1hBBO7yVJwvTp0zF9+nS360RERGDp0qXV6ywRERHdUPzuVJ2/02r9LlclIiKiK5g41TEmTkRERP6LiVMdUxTF210gIiKia8TEqY4xcSIiIvJfTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyIiIiIPFTtaaxPnjyJLVu24PTp0ygqKkJUVBQ6dOiAxMREp4fiEhEREd1oPE6clixZgtmzZ2PPnj2IiYlBXFwcAgICkJOTg+PHj8NoNGLQoEGYNGkSGjduXJt9JiKqUVabHfsPnUfWxUJvd4WIfJxHiVOHDh2g1+sxfPhw/Pe//0XDhg2dyi0WC9LS0rBs2TJ06tQJ8+bNQ//+/Wulw0RENel8Vj7e+ed2XLjEpImIquZR4vT3v/8dycnJbssNBgPuvvtu3H333Xj99ddx6tSpmuofEVGtUVWB9z/ZyaSJiDzmUeJUWdJ0tcjISERGRl5zh250Wm21Lysjolry66kcZGSavd0NIvIj1/xXPDs7G9nZ2VBV1Wl5u3btrrtTNzImTkS+Izev2NtdICI/U+2/4nv37sWwYcNw9OhRCCEAAJIkQQgBSZJgt9trvJM3EkVRvN0FIroiLjbE210gIj9T7cTpiSeeQIsWLbBgwQLExMRAkqTa6NcNi4kTke9oUD8E7W+Pxf7Dmd7uChH5iWonTidOnMB///tfNG/evDb6Q0RUp54a2hkLPvsJu/dneLsrROQHqp049ezZEwcOHGDiREQ3hACjDuNGJCAntwjZFwsx8/0t3u4SEfmwaidOH3/8MYYNG4ZDhw6hTZs20Ol0TuV9+vSpsc4REdWViLBARIQFersbROTjqp04paWlYdu2bfj+++8rlPHicCIiIrqRVTtxeuaZZzB48GD87W9/Q0xMTG30iYjIaz6d/Yi3u0A3KLNixo+5AU7LksKSEKLl3Z2eOHPmDBbP83YvALm6K1y6dAnPPfcckybyWaqqOqbKICKqbUKICnMa0o2r2kecHnnkEWzYsAHNmjWrjf4QXbf75/wVRp0egxJ64f62XRFkCKh6JSKiaiqylOCHw7uwdFcqLuTnYv3zsyHL1T4eQX6m2olTixYtMHnyZGzduhVt27atcHH4s88+W2OdI7oWGbkXcfZyNnaeOILXv4tA/073oH/Hu9EitpG3u0ZEN4Dj2Rn4Yu9GfL5nPc7nXUKJzYqo4DCoQoVc/RM55Geq/RP++OOPYTKZsGnTJnzwwQeYNWuW4/Xee+/VQhev3dy5c9GkSRMYjUYkJCRg165dldZfsWIF4uPjYTQa0bZtW6xevdqpXAiBKVOmoH79+ggICEBSUhKOHTtWm0OgaxQeGIzokHBcLsrH++u/QO/ZL2DQv6Zh1YFtsNis3u4e+Sie4iV3rIoNaw7txLBPXkevWRMwK3U5LhTkIio4DBFBvEbpZlLtI04nT56sjX7UuOXLl2PChAmYP38+EhIS8N577yE5ORnp6emIjo6uUH/79u0YOHAgZs6ciQceeABLly5F37598dNPP6FNmzYAgDfffBNz5szBp59+iqZNm+Jvf/sbkpOTceTIERiNxroe4k3Hrqr4cP3XsForv3PTrpaW6zRaRAWHQQiBAksx1v3yEzak70PD8Gg83rknHu14NxpF8lq9m50QAuu2nsAPG39F9sVCb3eHfEyRWoDT9mM4ZU9HgTBDCAGdpIcOOigSUJSbD6uwAJDQ6ZmXUNmzNGQNEHub1ul03peni6Gx8nICTwglz9tdAABIooa+Yp0/fx6LFy/GxIkTa6K565aQkIDOnTvjgw8+AFB6wXDDhg3xzDPP4MUXX6xQ//HHH0dhYSFWrVrlWNa1a1e0b98e8+fPhxACcXFxeP755/HCCy8AAPLy8hATE4NFixZhwIABVfbJbDZj4sSJeOmll9CoEU8bVaX0DpQfHe8v5eXjjY9XochSAo2scbueKgQig0IQoDdUKLMqNuQWFcBqV2AyGHFvfEcM6NwTf2xxB7QaPoD5ZvTFqsP4NjXd290gHyKEQLaagVNKOs6pZ2ATVsiSDD0M0EgVP3vsQkGJKKk0aRIQ0MhadG4RD5Ph9/nCQk+3YuLkIaHkYfG8J5CXl4eQEO8d5bumZ9W5cvr0aezatcsnEier1Yq9e/di8uTJjmWyLCMpKQlpaWku10lLS8OECROcliUnJ2PlypUASo+0ZWZmIikpyVEeGhqKhIQEpKWleZQ40fUTQiAiKBRBhms7wqfX6hAdEg5VCOSXFOKbA1ux+uAO3BoVhz93ScLDf/gjYkIiarjX5Ksu5xXju3X/83Y3yEeUiGL8Zv8VJ5RfkC9yoQoVOkmHQCmo0ueyaiQtgiRTpW0rQoEieJnAjaDaidPly5ed3tvtdpw4cQJHjx7FvHk+MMECgIsXL8Jut1eYMiEmJga//PKLy3UyMzNd1s/MzHSUly1zV+dqFosFFovF8d5sNkOr1cJis6PIwof9VqVEsQO2328+kO0GhAeEwaA1INDF0aTqCjOGAgAsig05BQWYtfa/WLR1Lcbd2w+PdOxx3e2T70s/cQkGI480EpChnMJhZQ8scgl0ehkxiIZWqrl9QxEK7LAhWG9CoO73I0wBAXpotLpK1qQywuYb26nae8VXX33lcvnrr7+OlStX4sknn7zuTt0oZs6ciWnTpjkte3X66ziRVYyLJRdhVeyQJQlajetr9BW7ClUI6LWuT0upQsCmqNBpZchuvg35cwxFKJBsDa9U0iLEruDxdqGQJQ00V93yq9fooJG0KFaKXcaQJRkBWiOKlRKo4vf5VoQQUFQ7VFWFyWCCUadDpC4KB369WGPjKM+ffx43Yoxci4LOCY2hKK7n4NFqZciyDKvV9RcdSZKg12tgtdrdXliu12uhqipj+HiMNojBnWorSFoBraxBobXoyh1yzvuORpIRZAhEoaUIduG6nyZDIGx2BRbl9yNMAgICKkIDTTBqDdDIGpQoJdBGmSCpzvu4r28rb8WwlYS5rFPXaiydHjhwIGbMmFFTzV2XevXqQaPRICsry2l5VlYWYmNjXa4TGxtbaf2yf7OyslC/fn2nOu3bt3fZ5uTJk51O/5nNZnz08UJoZQk6rYwiiwK9tvT/rih2FYpdIMjovrxIUWHUa9z+cfHrGEICrlzoLSl6CAgUWIuglWRoruqLVg6FQaNBka3s4l7nDzudrEOoMQS5JXmwqTbYVRU2xQYBwKjVo0FEFGJNsQgOMCLA4PrXwqe3FWNcUwydVgNZktzecKDRlO5rlZUHBupRVGSD3e76gz8gQA+7XWUMn4+hQRDCodMCsk4g25wDO5QrJTIkyIBU+iUtMigcFwtyYLXbfl+9XF4QHhgKq2JDQUlhuWIVKgQMei0MWn1p4mS3QG8xQBLOnzm+v628E8PmJkGrazWWOB04cAAdOnSoqeaui16vR8eOHbFu3Tr07dsXQOnF4evWrcO4ceNcrpOYmIh169Zh/PjxjmWpqalITEwEADRt2hSxsbFYt26dI1Eym83YuXMnxowZ47JNg8EAg8H5lJIQKjSa0m/RsixBI7v/Rq2RJciVlANwlLur488xhJAA+covmyQgQYVdVVBir/jLo5X0kCUZecUFUIUKg1YP3VUXe6tCRZG1GIW2ImgkDcICTbgtugEaR8ZCr9XhcoHFb7cVY1xbDI1WRv2YYKQfuwBXX4hVVUAIAbubb8NA6VFLu111W6d0Vmn3bTCGb8UwCD0MQotoNEChmo98kYtiUQKBK3M0CcAuVFjtNscRJVWoUGFH2Rc2m2pDid2CQqXIqW1Zkkq/uAk7VKFCURXIdhWyi1nH/WFb1XWMyuLUpWonTldfQA2UHnX5+uuvkZKS4lT+7rvvXl/vrsOECRMwbNgwdOrUCV26dMF7772HwsJCjBgxAgAwdOhQ3HLLLZg5cyYA4P/+7//Qo0cPvPPOO0hJScGyZcuwZ88efPTRRwBKDzmOHz8eM2bMwG233eaYjiAuLs6RnFHt0mq1uKtlWwh7xdMuqipDqDJujY7C9uMHoZT7ILKrKux2KxR76amf26Ia4NboOESZwiu94JNuDiEmAzrdcQsyMs0oLlFwOdf16V66uWigQYgchmCEwiJKkC9yUaCaoUApPXbklGkLyNAgWhMHAAiSQiDLBmg0znfLSTIgyyV1OAqqDdVOnPbt2+dyeefOnZGdnY3s7GwA8PofpMcffxwXLlzAlClTkJmZifbt22PNmjWOi7vPnDnjNJdGt27dsHTpUrzyyit46aWXcNttt2HlypWOOZwAYOLEiSgsLMTo0aORm5uL7t27Y82aNdWaw4nz612fqOAw6CR9heVFJTZYFBXhJsOVfU/AqthgU0uTpcjAMNQLDkObhg1h4pxbdJWgQD1a3FqvwvKy/eqOeNfzfSl2FXmFVrRqVs/tUa3LBRYYtDICja4vbGUM/4lhsVlx6lIWCovt0OklKIqATtYAkCFJEu7v1AaSJLuNYRNWnLVkADY9JLsWEfXroYHhlgqfaTfCtqqNGLmXK1576g01No8TVc1sNuPd2R8gsedDCA6JQPGVc7oBetcXt1ZVrqi/X/yqlV0nqv4cQ4GCS7YcAICklP5SRQQEQ+si3y8fY/vxQ7AoNuhkDSJMIYgNiUSwMQiKXdyw24oxGIMx6jCGzY5ipQRZ+ZdwqcAMm12BTqPFnc3bQILkto2yz7SyzzOhtSFSF1HhM+2G2lY1GCPfnIPed7bxv3mc6PpoNFrYFAFLuXO1lirO27orV9XSnNemqLC72Sn9OYYqBCS78y5qswnYJfdxLIqKW8JioJFlhAWYoLtym69iv7G3FWMwBmPUYQxJQoAuALfWa4hG4QpyiwpgsyuwKirK35hydRtXf6ZJdi1sqPiZdkNtqxqMYVN84ziPR4lT7969MXXqVHTt2rXSevn5+Zg3bx5MJhPGjh1bIx280VhKimEK0CLMZPD4EGW4yfWcRWWHQUOD9Nd9GNQXY9iEFWZL6cWVUkkghEZBiElb5am6cFOcT42DMRiDMW7kGAZEhQZ5FMPxmXblVJ0wFiHEEO72VN2Nt62uL4Zk841jPR71on///ujXrx9CQ0Px4IMPolOnToiLi4PRaMTly5dx5MgRbN26FatXr0ZKSgreeuut2u43ERERUZ3zKHEaOXIkBg8ejBUrVmD58uX46KOPkJdX+rA9SZLQunVrJCcnY/fu3WjVqlWtdpiIqDZt3P77g8wDg/QwGLQ4kFPksq5GKyMsLABHcovd3iodHhEIi0VBUaHrx20wxs0TQ5UVWINzEaw3wag14kLRRZzMVyCrV83j5OPj8FYMW4nZZZ265vFxL4PBgMGDB2Pw4MEASh9wW1xcjMjISOh0vjENOhEREVFtuuYThqGhoQgNDa3JvhAReYXdriL7UiGKi21VVyaim5pvXGlFROQlxRYF+w+dd/vIByKi8pg41TFZlmG3i9IHlKoCilr6f1cUtXQqerflV5a7Kwfg1zEUIYCyh18KCVBlKHYBycV0BL48Dsbw4Rh2Fecy82FXBTQunolX+oBRyWVZWXn5f12RZQlarVxpG4xxc8SQJRmqrIVW1kEjaaCVtdBqZEhXPbTc18fhrRhqJe3UJU6AWYfMZjPmzP0n7ujWG4HB4d7ujs9ThR2FaqHTsiA5CLLkeqI0ouqyWu24mFNYdUWiGiAkAVVncVom2wyQBB/95AlrcT7+8mhXToB5s7FaShBo0CI0SI+8Qit0WhmBBtc/hiKLApuiIjSo4rxFQOk36cISBUFGrds5Mvw5hk3YUGAtfW6YZAmAkO0wBWmhkyrejODL42AM342RVVIIm82OQjd39AQF6aHTaZDr5vl1Wq0Mk8mAggILFDd3DYWFBTAGYwAAhKTAajIjWB8Mg0aPi8WXoC8IgSSc93FfH4e3YthKXN+9V9eqnTgNGzYMI0eOxB//+Mfa6M8NT1VVaDSlT2yXZQnaSp7urpUl2Kt4+juAKp8w768xhJAA+covmyQAWYVWI0EruTil4sPjYAzfjaHXaaAo7p+6rigqNBq5yqeyV9aGqgrGYIzS5bIKRVWgqDZoZQ0UVYFsVyGr7vvii+PwVoyq4tSVap8wzMvLQ1JSEm677Ta88cYbyMjIqI1+3bC8/OxjIipHq9MgJNj1rMdERK5UO3FauXIlMjIyMGbMGCxfvhxNmjTBfffdhy+++AI2G2/lJSL/0qB+CGKjTd7uBhH5iWu6RD0qKgoTJkzAgQMHsHPnTjRv3hxDhgxBXFwcnnvuORw7dqym+3nD4KX4RL5FliTEN4/CnV0aoeMdFZ9zSERU3nXd23f+/HmkpqYiNTUVGo0G999/Pw4ePIjWrVtj1qxZNdVHIqJap9NqEBzE03ZEVLlqJ042mw3//e9/8cADD6Bx48ZYsWIFxo8fj3PnzuHTTz/Fjz/+iM8//xzTp0+vjf4SEREReU2153GqV68eVFXFwIEDMWrUKLRv375CndzcXHTo0AEnT56s2MBNzGw2Y/YH89Gh+/0ICgmHqpZuell2fcW4p+U10YYvxlCFHfn2/NI3V+Y5CdaaXM7j5MvjYAz/inHmbG6F9cq3VZ7T/lpFnestZwz/jyEkFXZ9CTRXPsPswg6N1QhJyC7X99VxeCuGpdiMJx/r5n/zOM2aNQv9+/eH0Wh0WycsLIxJkxt2uwKdVoJBK6P4yiMeDG5mQ62qXFEFbIoKnVaG1s0fBn+OoUCFgAIAkJTSuZt0OglaFwdKfXkcjOFfMSwWxfH/gABdhWXlabUydDoNbDa723lqqmqDMW6eGEKyQ5FLEKQLAgCUKCXQWjSQhPOXQV8fh7diWK2u69S1aidOQ4YMqY1+3DQUmw0GnQaBRh0sigqDVkagseKEjmUsiuq2XLGryFOsCDS4n+DPn2PYhABwZVI0uxZCoyDAoHE5AaYvj4Mx/CtG0VUT8RkM2grLymi0MsLCAlBYaHU7x4zBoIXForhtgzFunhiqrMCqKQAAGLVG5FsLoC/SQlad/xT7+ji8FcNW4r5OXfKNB78QERER+QEmTkREREQeYuJERERE5CEmTkREREQeYuJERERE5KFq31VH10er08Fis6OoxAZVFY7boV0pKysqcf0MQOXKvBdFFsXt7db+HEOBHbDpS98ICZKiQ7HFDhsqtuPL42AM/4oRGKR3/L/sVujyy8rTXpnGIChI7/Z2a1mWHO24whg3TwwhaWDQmxzTEQTrTdAGGlxOR+DL4/BWDKvGdZy6xsSpjmk0WtgUAUu5ncjiZoeqqrxswjCbosLu5g+DP8dQhYBkd95FbTYBu+Q+ji+OgzH8K4bBUPFj0dUy4PfJ+XQ6DTRupjyoqg3GuHliCEmGVvv7HIhGrREag87tBJi+Og6vxVB9I2XxjV7cRCwlxTAFaBFmMuBygaXSeWqKSmywKCrCTa6fn6XYVeQVWhEapHc7T40/x7AJK8yWIgCAVBIIoVEQYtJCJ1X81uHL42AM/4pxIKfI8f/AID0MBi0ul1tWXtk8Nbm5xW7nqQmPCKx0nhrGuHliqLICa3AugvUmGLVGXCi6CH1+mNt5nHx1HN6KYStxHaeu8RonIiIiIg/5XeI0fPhwSJLk9Ordu7dTnZycHAwaNAghISEICwvDyJEjUVBQUGm7JSUlGDt2LCIjI2EymdCvXz9kZWU51Tlz5gxSUlIQGBiI6Oho/PWvf4Wi+MYU8ERERFT7/C5xAoDevXvj/Pnzjtdnn33mVD5o0CAcPnwYqampWLVqFTZv3ozRo0dX2uZzzz2Hb7/9FitWrMCmTZtw7tw5PPLII45yu92OlJQUWK1WbN++HZ9++ikWLVqEKVOmVKvvUuWXWhAREZEP88trnAwGA2JjY12WHT16FGvWrMHu3bvRqVMnAMD777+P+++/H2+//Tbi4uIqrJOXl4cFCxZg6dKluPfeewEACxcuRKtWrbBjxw507doVa9euxZEjR/Djjz8iJiYG7du3x2uvvYZJkyZh6tSp0Ot942p/IiIiqj1+ecRp48aNiI6ORsuWLTFmzBhcunTJUZaWloawsDBH0gQASUlJkGUZO3fudNne3r17YbPZkJSU5FgWHx+PRo0aIS0tzdFu27ZtERMT46iTnJwMs9mMw4cPe9x3ITyuSkRERD7G74449e7dG4888giaNm2K48eP46WXXsJ9992HtLQ0aDQaZGZmIjo62mkdrVaLiIgIZGZmumwzMzMTer0eYWFhTstjYmIc62RmZjolTWXlZWWuWCwWWCwWx3uz2QxZlmG3Cyh2FaoqoKil/3dFUUVpHXflV5a7Kwfg1zEUIQD1Sm4vJECVodgFJBfTEfjyOBjDv2JotL9/n9RqZciy5LSsvLJ5arRuyoHSW7K1WrnSNhjj5oghSzJUWQutrING0kAra6HVyJBk53q+Pg5vxVAraacu+XTitGTJEjz55JOO999//z0GDBjgeN+2bVu0a9cOzZo1w8aNG9GzZ09vdNOtmTNnYtq0aU7LXnvjTRRZFODKrZc2RUWe4vo2zDJ5bm7TLFNYUvkF6v4aQxV2SGqA472kalBQqECW3B+288VxMIZ/xQgLC6hQx9Wy8kxupkQoo9NpqmyDMW78GEISUHW/T31RLyASstYASbi++NVXx+GtGNZi37gZy6cTpz59+iAhIcHx/pZbbqlQ59Zbb0W9evXw66+/omfPnoiNjUV2drZTHUVRkJOT4/a6qNjYWFitVuTm5joddcrKynKsExsbi127djmtV3bXnbt2J0+ejAkTJjjem81mfPTxQgQatAgN0iOv0AqdVkagm4m/iiwKbIqKUDezsip2FYUlCoKMWrfz1PhzDJuwocBaDACQLAEQsh2mIC10UsV5fXx5HIzhXzGO5BY7/h8UpIdOp0FuuWXlabUyTCYDCgosbmdGDgsLgM1mR6GbBI8xbp4YQlJgNZkRrA+GQaPHxeJL0BeEQBLO+7ivj8NbMXxlHiefTpyCg4MRHBxcaZ2zZ8/i0qVLqF+/PgAgMTERubm52Lt3Lzp27AgAWL9+PVRVdUrCyuvYsSN0Oh3WrVuHfv36AQDS09Nx5swZJCYmOtp9/fXXkZ2d7TgVmJqaipCQELRu3dpluwaDAQaDc6atqio0GglaTenhR60suf1Q18oS7JWUO+ppZLd1/DmGEBIgX/llkwQgq9BqJGiliu348jgYw79ilJ+oT1FUaDSy28n7ytdzV0dVRaXljHHzxFBlFYqqQFFt0MoaKKoC2a5CVt33xRfH4a0YVcWpK75xwtBDBQUF+Otf/4odO3bg1KlTWLduHR566CE0b94cycnJAIBWrVqhd+/eGDVqFHbt2oVt27Zh3LhxGDBggOOOuoyMDMTHxzuOIIWGhmLkyJGYMGECNmzYgL1792LEiBFITExE165dAQC9evVC69atMWTIEBw4cAA//PADXnnlFYwdO7ZCckREREQ3Jp8+4nQ1jUaDn3/+GZ9++ilyc3MRFxeHXr164bXXXnNKXpYsWYJx48ahZ8+ekGUZ/fr1w5w5cxzlNpsN6enpKCr6/bDfrFmzHHUtFguSk5Mxb948p9irVq3CmDFjkJiYiKCgIAwbNgzTp0+vm8ETERGR1/lV4hQQEIAffvihynoRERFYunSp2/ImTZpAXDUvgNFoxNy5czF37ly36zVu3BirV6/2vMNERER0Q/GrU3VERERE3sTEiYiIiMhDkrj6nBXVGrPZjNkfzEeH7vcjKCQcqlq66WXZ9RwenpbXRBu+GEMVduTb80vfXJnnJFhrgixp/GocjOFfMc6cza2wXvm2ynPaX6uoc73ljOH/MYSkwq4vgebKZ5hd2KGxGiEJ2eX6vjoOb8WwFJvx5GPdkJeXh5CQEJf164JfXeN0I7DbFei0EgxaGcVWOwDA4GY21KrKFVXApqjQaWVo3fxh8OcYClQIlE54JimlczfpdBK0Lg6U+vI4GMO/Ylgsv0+yFxCgq7CsPK1Whk6ngc1mdztPTVVtMMbNE0NIdihyCYJ0QQCAEqUEWosGknD+Mujr4/BWDKuVE2DelBSbDQadBoFGHSyKCoNWRqCx4oSOZSyK6rZcsZfOeBxocD/Bnz/HsAkB4MqkaHYthEZBgEHjcgJMXx4HY/hXjKKrJuIzGLQVlpXRaGWEhQWgsNDqdo4Zg0ELi0Vx2wZj3DwxVFmBVVMAADBqjci3FkBfpIWsOv8p9vVxeCuGraTypwTUFV7jVMck1198iYiIyA8wcSIiIiLyEBOnOsZL8YmIiPwXEyciIiIiDzFxIiIiIvIQ76qrY1qdDhabHUUlNqiqcNwO7UpZWVGJzWW5cmXeiyKL4vZ2a3+OocAO2PSlb4QESdGh2GKHDRXb8eVxMIZ/xQgM0jv+X3YrdPll5WmvTGMQFKR3e7u1LEuOdlxhjJsnhpA0MOhNjukIgvUmaAMNLqcj8OVxeCuGVeM6Tl1j4lTHNBotbIqApdxOZHGzQ1VVXjZhmE1RYXfzh8GfY6hCQLI776I2m4Bdch/HF8fBGP4Vw2Co+LHoahnw++R8Op0GGjdTHlTVBmPcPDGEJEOrNTreG7VGaAw6txNg+uo4vBZD9Y2UxTd6cROxlBTDFKBFmMmAywWWSuepKSqxwaKoCDcZXJYrdhV5hVaEBundzlPjzzFswgqzpQgAIJUEQmgUhJi00EkVv3X48jgYw79iHMgpcvw/MEgPg0GLy+WWlVc2T01ubrHbeWrCIwIrnaeGMW6eGKqswBqci2C9CUatEReKLkKfH+Z2HidfHYe3YthKXMepa7zGiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDvKuujsmyDLtdQLGrUFUBRS39vyuKKkrruCu/stxdOQC/jqEIAahXcnshAaoMxS4guZiOwJfHwRj+FUOj/f37pFYrQ5Ylp2Xllc1To3VTDpTekq3VypW2wRg3RwxZkqHKWmhlHTSSBlpZC61GhiQ71/P1cXgrhlpJO3VJEoJPT6srZrMZc+b+E3d0643A4HBvd8fnqcKOQrXQaVmQHARZ0rhZg+j6ncs0e7sLdIMSkoCqszgtk20GSKLyecaolLU4H395tCvy8vIQEhLitX7wiFMds1pKEGjQIjRIj7xCK3RaGYFuJv4qsiiwKSpC3czKqthVFJYoCDJq3c5T488xbMKGAmsxAECyBEDIdpiCtNBJFef18eVxMIZ/xTiSW+z4f1CQHjqdBrnllpWn1cowmQwoKLC4nRk5LCwANpsdhW7mqWGMmyeGkBRYTWYE64Nh0OhxsfgS9AUhkITzPu7r4/BWDF+Zx4mJUx1TVRUajQStpvTwo1aW3H6oa2UJ9krKHfU0sts6/hxDCAmQr/yySQKQVWg1ErRSxXZ8eRyM4V8xyk/UpygqNBrZ7eR95eu5q6OqotJyxrh5YqiyCkVVoKg2aGUNFFWBbFchq+774ovj8FaMquLUFd84YUhERETkB5g41TGeySYiIvJfTJzqmMTMiYiIyG8xcapjvIeRiIjIfzFxqmPMm4iIiPwX53GqQ2azGbM/mI8O3e9HUEg4VLV008uy6/N3npbXRBu+GEMVduTb80vfXJnnJFhrcjmPky+PgzH8K8aZs7kV1ivfVnlO+2sVda63nDH8P4aQVNj1JdBc+QyzCzs0ViMkIbtc31fH4a0YlmIznnysG+dxKu/LL7/E/PnzsXfvXuTk5GDfvn1o3769U52SkhI8//zzWLZsGSwWC5KTkzFv3jzExMQ46pw5cwZjxozBhg0bYDKZMGzYMMycORNarfvh5uTk4JlnnsG3334LWZbRr18/zJ49GyaTyVHn559/xtixY7F7925ERUXhmWeewcSJE6s1RrtdgU4rwaCVUWy1AwAMbmZDrapcUQVsigqdVobWzR8Gf46hQIWAAgCQlNK5m3Q6CVoXB0p9eRyM4V8xLBbF8f+AAF2FZeVptTJ0Og1sNrvbeWqqaoMxbp4YQrJDkUsQpAsCAJQoJdBaNJCE85dBXx+Ht2JYra7r1DWfSpwKCwvRvXt3PPbYYxg1apTLOs899xy+++47rFixAqGhoRg3bhweeeQRbNu2DQBgt9uRkpKC2NhYbN++HefPn8fQoUOh0+nwxhtvuI09aNAgnD9/HqmpqbDZbBgxYgRGjx6NpUuXAig9WtSrVy8kJSVh/vz5OHjwIJ544gmEhYVh9OjRHo9Rsdlg0GkQaNTBoqgwaGUEGitO6FjGoqhuyxW7ijzFikCD+wn+/DmGTQgAVyZFs2shNAoCDBqXE2D68jgYw79iFF01EZ/BoK2wrIxGKyMsLACFhVa3c8wYDFpYLIrbNhjj5omhygqsmgIAgFFrRL61APoiLWTV+U+xr4/DWzFsJe7r1CWfSpyGDBkCADh16pTL8ry8PCxYsABLly7FvffeCwBYuHAhWrVqhR07dqBr165Yu3Ytjhw5gh9//BExMTFo3749XnvtNUyaNAlTp06FXl9xluGjR49izZo12L17Nzp16gQAeP/993H//ffj7bffRlxcHJYsWQKr1YpPPvkEer0et99+O/bv34933323WokTERER+S+/ujh87969sNlsSEpKciyLj49Ho0aNkJaWBgBIS0tD27ZtnU7dJScnw2w24/Dhwy7bTUtLQ1hYmCNpAoCkpCTIsoydO3c66vzxj390SrySk5ORnp6Oy5cvu2zXYrHAbDY7vYiIiMh/+VXilJmZCb1ej7CwMKflMTExyMzMdNQpnzSVlZeVuWs3OjraaZlWq0VERMR1tTtz5kyEhoY6Xg0bNvRglEREROSrvJY4LVmyBCaTyfHasmWLt7pSayZPnoy8vDzH67fffvN2l4iIiOg6eO0apz59+iAhIcHx/pZbbqlyndjYWFitVuTm5joddcrKykJsbKyjzq5du5zWy8rKcpS5azc7O9tpmaIoyMnJcWq3rB1P2zUYDDAYDFWOi4iIiPyD1xKn4OBgBAcHV2udjh07QqfTYd26dejXrx8AID09HWfOnEFiYiIAIDExEa+//jqys7Mdp99SU1MREhKC1q1bu2w3MTERubm52Lt3Lzp27AgAWL9+PVRVdSR3iYmJePnll2Gz2aDT6RzttmzZEuHh4R6PQavTwWKzo6jEBlUVjtuhXSkrKyqxuSxXrsx7UWRR3N5u7c8xFNgB25VryoQESdGh2GKHDRXb8eVxMIZ/xQgM+v06xrJbocsvK097ZRqDoCC929utZVlytOMKY9w8MYSkgUFvckxHEKw3QRtocDkdgS+Pw1sxrBrXceqaT91Vl5OTgzNnzuDcuXMASpMioPSITmxsLEJDQzFy5EhMmDABERERCAkJwTPPPIPExER07doVANCrVy+0bt0aQ4YMwZtvvonMzEy88sorGDt2rOPoz65duzB06FCsW7cOt9xyC1q1aoXevXtj1KhRmD9/Pmw2G8aNG4cBAwYgLi4OAPDnP/8Z06ZNw8iRIzFp0iQcOnQIs2fPxqxZs6o1Ro1GC5siYCm3E1nc7FBVlZdNGGZTVNjd/GHw7xgywqR6pXU0pXXsigQ73MfxzXEwhj/FMBgqfiy6Wgb8PjmfTqeBxs2UB1W1wRg3UwwtYDdAvjKhr0k1AC5yAd8fh5diqL6RsvhGL6745ptvMGLECMf7AQMGAABeffVVTJ06FQAwa9YsxwSV5SfALKPRaLBq1SqMGTMGiYmJCAoKwrBhwzB9+nRHnaKiIqSnp8Nm+/2b6pIlSzBu3Dj07NnT0f6cOXMc5aGhoVi7di3Gjh2Ljh07ol69epgyZUq1pyKwlBTDFKBFmMmAywWWSuepKSqxwaKoCDe5Pt2n2FXkFVoRGqR3O08NYzAGY1QvxoGcIsf/A4P0MBi0uFxuWXll89Tk5ha7nacmPCKw0nlqGIMxGMOzGLYS13Hqmk8lTsOHD8fw4cMrrWM0GjF37lzMnTvXbZ3GjRtj9erVbsvvvvtuXP2kmYiICMdkl+60a9fuui9ir/x7LxEREfkyv5qO4EYgMXMiIiLyW0yc6hgfqUxEROS/mDjVMeZNRERE/sunrnEiIvK2u7s1dfy/7AL0O+JjXNYtuwC9VbN6132RO2MwBmNUHiP38kWXdeoaE6c6Jssy7HYBxa5CVQUUtfT/riiqKK3jrvzKcnflABiDMRiDMRiDMW6IGHa7b5yzkcTVt5dRrcnLy8P78z5C267JCAwO9XZ3iIiI/EZRfh763nsHcnNzERrqvb+hTJzq0IkTJ9CsWTNvd4OIiMhvHT9+HLfeeqvX4vNUXR2KiIgAAJw5c8ar2bK/MZvNaNiwIX777TeEhIR4uzt+gdvs2nC7VR+3WfVxm12bvLw8NGrUyPG31FuYONUhWS69OC40NJS/LNcgJCSE262auM2uDbdb9XGbVR+32bUp+1vqtfhejU5ERETkR5g4EREREXmIiVMdMhgMePXVV2EwuH4oKbnG7VZ93GbXhtut+rjNqo/b7Nr4ynbjXXVEREREHuIRJyIiIiIPMXEiIiIi8hATJyIiIiIPMXEiIiIi8hATpypMnToV8fHxCAoKQnh4OJKSkrBz506nOjk5ORg0aBBCQkIQFhaGkSNHoqCgwKnOzz//jLvuugtGoxENGzbEm2++WWXsM2fOICUlBYGBgYiOjsZf//pXKIriVGfjxo34wx/+AIPBgObNm2PRokXXPebrYbPZMGnSJLRt2xZBQUGIi4vD0KFDce7cOad63GbOvvzyS/Tq1QuRkZGQJAn79++vUKekpARjx45FZGQkTCYT+vXrh6ysLKc6noz/arX1s/AFc+fORZMmTWA0GpGQkIBdu3ZVWn/FihWIj4+H0WhE27ZtsXr1aqdyIQSmTJmC+vXrIyAgAElJSTh27FhtDqHGbN68GQ8++CDi4uIgSRJWrlzpVO7J2DzZV65WW/ttXZg5cyY6d+6M4OBgREdHo2/fvkhPT3eqw9/Lij788EO0a9fOMcFnYmIivv/+e0e5328zQZVasmSJSE1NFcePHxeHDh0SI0eOFCEhISI7O9tRp3fv3uKOO+4QO3bsEFu2bBHNmzcXAwcOdJTn5eWJmJgYMWjQIHHo0CHx2WefiYCAAPHPf/7TbVxFUUSbNm1EUlKS2Ldvn1i9erWoV6+emDx5sqPOiRMnRGBgoJgwYYI4cuSIeP/994VGoxFr1qypnY3hgdzcXJGUlCSWL18ufvnlF5GWlia6dOkiOnbs6FSP28zZv//9bzFt2jTxr3/9SwAQ+/btq1DnqaeeEg0bNhTr1q0Te/bsEV27dhXdunVzlHsyfldq42fhC5YtWyb0er345JNPxOHDh8WoUaNEWFiYyMrKcll/27ZtQqPRiDfffFMcOXJEvPLKK0Kn04mDBw866vz9738XoaGhYuXKleLAgQOiT58+omnTpqK4uLiuhnXNVq9eLV5++WXx5ZdfCgDiq6++cir3ZGxV7Suu1NZ+WxeSk5PFwoULxaFDh8T+/fvF/fffLxo1aiQKCgocdfh7WdE333wjvvvuO/G///1PpKeni5deeknodDpx6NAhIYT/bzMmTtWUl5cnAIgff/xRCCHEkSNHBACxe/duR53vv/9eSJIkMjIyhBBCzJs3T4SHhwuLxeKoM2nSJNGyZUu3cVavXi1kWRaZmZmOZR9++KEICQlxtDNx4kRx++23O633+OOPi+Tk5OsfaA3atWuXACBOnz4thOA2q8zJkyddJk65ublCp9OJFStWOJYdPXpUABBpaWlCCM/Gf7Xa+ln4gi5duoixY8c63tvtdhEXFydmzpzpsv5jjz0mUlJSnJYlJCSIJ598UgghhKqqIjY2Vrz11luO8tzcXGEwGMRnn31WCyOoPVcnTp6MzZN95Wq1td96S3Z2tgAgNm3aJITg72V1hIeHi48//viG2GY8VVcNVqsVH330EUJDQ3HHHXcAANLS0hAWFoZOnTo56iUlJUGWZccpvbS0NPzxj3+EXq931ElOTkZ6ejouX77sMlZaWhratm2LmJgYp3XMZjMOHz7sqJOUlOS0XnJyMtLS0mpmwDUkLy8PkiQhLCwMALfZtdi7dy9sNptT3+Pj49GoUSNH3z0Z/9Vq62fhbVarFXv37nXaXrIsIykpye3Puqp94+TJk8jMzHSqExoaioSEBJ/ff6riydg82VeuVlv7rbfk5eUB+P2B7fy9rJrdbseyZctQWFiIxMTEG2KbMXHywKpVq2AymWA0GjFr1iykpqaiXr16AIDMzExER0c71ddqtYiIiEBmZqajTvkdAIDjfVmdq3myjrs6ZrMZxcXF1zLUGldSUoJJkyZh4MCBjodZcptVX2ZmJvR6vSP5LBMTE3Pd26w2fhbedvHiRdjtdpf9ru7+U347lC3ztE1/4cnYPNlXXLVbG/utN6iqivHjx+POO+9EmzZtAPD3sjIHDx6EyWSCwWDAU089ha+++gqtW7e+IbYZE6dylixZApPJ5Hht2bIFAHDPPfdg//792L59O3r37o3HHnsM2dnZXu6tb3C3zYDSC8Ufe+wxCCHw4YcferGXvqWybUZEvmns2LE4dOgQli1b5u2u+IWWLVti//792LlzJ8aMGYNhw4bhyJEj3u5WjWDiVE6fPn2wf/9+x6vskF9QUBCaN2+Orl27YsGCBdBqtViwYAEAIDY2tkISpSgKcnJyEBsb66hz9R0DZe/L6lzNk3Xc1QkJCUFAQEC1x38t3G2zsqTp9OnTSE1NdRxtKus3t1nFbVaZ2NhYWK1W5ObmOi3Pysq67m1WGz8Lb6tXrx40Go3Lfld3/ym/HcqWedqmv/BkbJ7sK67arY39tq6NGzcOq1atwoYNG9CgQQPHcv5euqfX69G8eXN07NgRM2fOxB133IHZs2ffENuMiVM5wcHBaN68uePl7g+pqqqwWCwAgMTEROTm5mLv3r2O8vXr10NVVSQkJDjqbN68GTabzVEnNTUVLVu2RHh4uMsYiYmJOHjwoNOOUJaAtG7d2lFn3bp1TuulpqYiMTHxGkZ/bVxts7Kk6dixY/jxxx8RGRnptA63mWf7WXkdO3aETqdz6nt6ejrOnDnj6Lsn479abf0svE2v16Njx45O20tVVaxbt87tz7qqfaNp06aIjY11qmM2m7Fz58463X9qgydj82RfuVpt7bd1RQiBcePG4auvvsL69evRtGlTp3L+Xnqu7O/mDbHNqnUp+U2moKBATJ48WaSlpYlTp06JPXv2iBEjRgiDweC4rVKI0lsgO3ToIHbu3Cm2bt0qbrvtNqdbIHNzc0VMTIwYMmSIOHTokFi2bJkIDAx0ugXyyy+/dLqyv+x2zF69eon9+/eLNWvWiKioKJe31v/1r38VR48eFXPnzvX6rfVWq1X06dNHNGjQQOzfv1+cP3/e8Sp/JwO3mbNLly6Jffv2ie+++04AEMuWLRP79u0T58+fd9R56qmnRKNGjcT69evFnj17RGJiokhMTHSUezL+nTt3ipYtW4qzZ886ltXEz8IXLVu2TBgMBrFo0SJx5MgRMXr0aBEWFua4U2fIkCHixRdfdNTftm2b0Gq14u233xZHjx4Vr776qsvpCMLCwsTXX38tfv75Z/HQQw/5zXQE+fn5Yt++fWLfvn0CgHj33XfFvn37HHe7ejK2qvaVs2fPipYtW4qdO3c6ltXEfustY8aMEaGhoWLjxo1On2VFRUWOOvy9rOjFF18UmzZtEidPnhQ///yzePHFF4UkSWLt2rVCCP/fZkycKlFcXCwefvhhERcXJ/R6vahfv77o06eP2LVrl1O9S5cuiYEDBwqTySRCQkLEiBEjRH5+vlOdAwcOiO7duwuDwSBuueUW8fe//92pfOHCheLqPPbUqVPivvvuEwEBAaJevXri+eefFzabzanOhg0bRPv27YVerxe33nqrWLhwYc1tgGtQdju9q9eGDRsc9bjNnJWN5erXq6++6qhTXFwsnn76aREeHi4CAwPFww8/7JRYCVH1+Dds2CAAiJMnTzqW1cTPwle9//77olGjRkKv14suXbqIHTt2OMp69Oghhg0b5lT/888/Fy1atBB6vV7cfvvt4rvvvnMqV1VV/O1vfxMxMTHCYDCInj17ivT09LoYynUr+9lf/SrbBp6Mrap9pez3v/zvek3st97i7rOs/GcGfy8reuKJJ0Tjxo2FXq8XUVFRomfPno6kSQj/32aSEEJ4fnyKiIiI6ObFa5yIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyI6KayYMEC9OrVq9bjrFmzBu3bt4eqqrUei4jqDhMnIrpplJSU4G9/+xteffXVWo/Vu3dv6HQ6LFmypNZjEVHdYeJERDeNL774AiEhIbjzzjvrJN7w4cMxZ86cOolFRHWDiRMR+Z0LFy4gNjYWb7zxhmPZ9u3bodfrsW7dOrfrLVu2DA8++KDTsrvvvhvjx493Wta3b18MHz7c8b5JkyaYMWMGhg4dCpPJhMaNG+Obb77BhQsX8NBDD8FkMqFdu3bYs2ePUzsPPvgg9uzZg+PHj1/7YInIpzBxIiK/ExUVhU8++QRTp07Fnj17kJ+fjyFDhmDcuHHo2bOn2/W2bt2KTp06XVPMWbNm4c4778S+ffuQkpKCIUOGYOjQoRg8eDB++uknNGvWDEOHDkX556Y3atQIMTEx2LJlyzXFJCLfw8SJiPzS/fffj1GjRmHQoEF46qmnEBQUhJkzZ7qtn5ubi7y8PMTFxV1zvCeffBK33XYbpkyZArPZjM6dO6N///5o0aIFJk2ahKNHjyIrK8tpvbi4OJw+ffqaYhKR72HiRER+6+2334aiKFixYgWWLFkCg8Hgtm5xcTEAwGg0XlOsdu3aOf4fExMDAGjbtm2FZdnZ2U7rBQQEoKio6JpiEpHvYeJERH7r+PHjOHfuHFRVxalTpyqtGxkZCUmScPny5SrbtdvtFZbpdDrH/yVJcrvs6ukHcnJyEBUVVWVMIvIPTJyIyC9ZrVYMHjwYjz/+OF577TX85S9/qXC0pzy9Xo/WrVvjyJEjFcquPr124sSJGuljSUkJjh8/jg4dOtRIe0TkfUyciMgvvfzyy8jLy8OcOXMwadIktGjRAk888USl6yQnJ2Pr1q0Vln/99df48ssvcfz4cbz++us4cuQITp8+jYyMjOvq444dO2AwGJCYmHhd7RCR72DiRER+Z+PGjXjvvfewePFihISEQJZlLF68GFu2bMGHH37odr2RI0di9erVyMvLc1qekpKCN998E61bt8bmzZsxb9487Nq1C4sXL76ufn722WcYNGgQAgMDr6sdIvIdkih/7ywR0Q2uf//++MMf/oDJkycDKJ3HqX379njvvfdqNM7FixfRsmVL7NmzB02bNq3RtonIe3jEiYhuKm+99RZMJlOtxzl16hTmzZvHpInoBsMjTkR0U6utI05EdGNi4kRERETkIZ6qIyIiIvIQEyciIiIiDzFxIiIiIvIQEyciIiIiDzFxIiIiIvIQEyciIiIiDzFxIiIiIvIQEyciIiIiDzFxIiIiIvIQEyciIiIiDzFxIiIiIvIQEyciIiIiDzFxIiIiIvIQEyciIiIiDzFxIqJas3HjRkiShI0bN3q7K+RjCgoKEB0djSVLlnglfteuXTFx4kSvxCb/xsSJiK7bvHnzsGjRIm9345osXboU7733nre74VZZ8unqtWPHjgr1t2/fju7duyMwMBCxsbF49tlnUVBQ4HG8BQsWoFWrVjAajbjtttvw/vvvu6yXkZGBxx57DGFhYQgJCcFDDz2EEydOeBxn9uzZCA4OxoABAzxepyZNmjQJc+fORWZmplfik/+ShBDC250gIv/Wpk0b1KtXr8KRJVVVYbVaodfrIcu++T3tgQcewKFDh3Dq1Clvd8WljRs34p577sGzzz6Lzp07O5X17t0b9erVc7zfv38/EhMT0apVK4wePRpnz57F22+/jXvuuQfff/99lbH++c9/4qmnnkK/fv2QnJyMLVu2YPHixfj73/+OSZMmOeoVFBTgD3/4A/Ly8vD8889Dp9Nh1qxZEEJg//79iIyMrDSOzWbDLbfcgueeew6TJ0+u5hapGaqq4pZbbsGoUaMwffp0r/SB/JQgohpRUFDg7S54ze233y569Ojh7W5ck5SUFNG4cWNvd8OtDRs2CABixYoVVda97777RP369UVeXp5j2b/+9S8BQPzwww+VrltUVCQiIyNFSkqK0/JBgwaJoKAgkZOT41j2j3/8QwAQu3btciw7evSo0Gg0YvLkyVX288svvxQAxK+//lpl3do0btw40bhxY6Gqqlf7Qf7FN78CEnlZRkYGRo4cibi4OBgMBjRt2hRjxoyB1WoFACxatAiSJGHTpk14+umnER0djQYNGjjWnzdvHm6//XYYDAbExcVh7NixyM3NdYpx7Ngx9OvXD7GxsTAajWjQoAEGDBiAvLw8R53U1FR0794dYWFhMJlMaNmyJV566aUq++/JehaLBa+++iqaN28Og8GAhg0bYuLEibBYLBXa+89//oMuXbogMDAQ4eHh+OMf/4i1a9cCAJo0aYLDhw9j06ZNjlNId999NwD31zitWLECHTt2REBAAOrVq4fBgwcjIyPDqc7w4cNhMpmQkZGBvn37wmQyISoqCi+88ALsdnuV2+Drr79GSkqK42fYrFkzvPbaa07r3n333fjuu+9w+vRpR9+bNGnits3hw4e7PW02derUKvt0vfLz86Eoissys9mM1NRUDB48GCEhIY7lQ4cOhclkwueff15p2xs2bMClS5fw9NNPOy0fO3YsCgsL8d133zmWffHFF+jcubPTEbD4+Hj07NmzyjgAsHLlSjRp0gTNmjVzWn733Xc79p3yhg8f7vRzOXXqFCRJwttvv425c+fi1ltvRWBgIHr16oXffvsNQgi89tpraNCgAQICAvDQQw8hJyenQrt/+tOfcPr0aezfv7/KPhOV0Xq7A0S+5ty5c+jSpQtyc3MxevRoxMfHIyMjA1988QWKioqg1+sddZ9++mlERUVhypQpKCwsBABMnToV06ZNQ1JSEsaMGYP09HR8+OGH2L17N7Zt2wadTger1Yrk5GRYLBY888wziI2NRUZGBlatWoXc3FyEhobi8OHDeOCBB9CuXTtMnz4dBoMBv/76K7Zt21Zp/z1ZT1VV9OnTB1u3bsXo0aPRqlUrHDx4ELNmzcL//vc/rFy50lF32rRpmDp1Krp164bp06dDr9dj586dWL9+PXr16oX33nsPzzzzDEwmE15++WUAQExMjNv+LVq0CCNGjEDnzp0xc+ZMZGVlYfbs2di2bRv27duHsLAwR1273Y7k5GQkJCTg7bffxo8//oh33nkHzZo1w5gxYyrdDosWLYLJZMKECRNgMpmwfv16TJkyBWazGW+99RYA4OWXX0ZeXh7Onj2LWbNmAQBMJpPbNp988kkkJSU5LVuzZg2WLFmC6Ohox7KLFy9W2rcywcHBMBgMHtUdMWIECgoKoNFocNddd+Gtt95Cp06dHOUHDx6EoihOywBAr9ejffv22LdvX6Xtl5VfvX7Hjh0hyzL27duHwYMHQ1VV/Pzzz3jiiScqtNGlSxesXbsW+fn5CA4Odhtr+/bt+MMf/lDlmKuyZMkSWK1WPPPMM8jJycGbb76Jxx57DPfeey82btyISZMm4ddff8X777+PF154AZ988kmFsQHAtm3b0KFDh+vuD90kvH3Ii8jXDB06VMiyLHbv3l2hrOyQ/sKFCwUA0b17d6EoiqM8Oztb6PV60atXL2G32x3LP/jgAwFAfPLJJ0IIIfbt21fl6ZdZs2YJAOLChQvV6r8n6y1evFjIsiy2bNnitHz+/PkCgNi2bZsQQohjx44JWZbFww8/7DQeIYTT6Q13p+rKTjNt2LBBCCGE1WoV0dHRok2bNqK4uNhRb9WqVQKAmDJlimPZsGHDBAAxffp0pzY7dOggOnbsWPlGEKWnnq725JNPisDAQFFSUuJYdj2n6o4dOyZCQ0PFn/70J6f9AIBHr4ULF1YZY9u2baJfv35iwYIF4uuvvxYzZ84UkZGRwmg0ip9++slRb8WKFQKA2Lx5c4U2+vfvL2JjYyuNM3bsWKHRaFyWRUVFiQEDBgghhLhw4YLLn4sQQsydO1cAEL/88ovbODabTUiSJJ5//vkKZT169HC5Hw0bNszpZ3Ty5EkBQERFRYnc3FzH8smTJwsA4o477hA2m82xfODAgUKv1zv93Mvo9XoxZswYt/0luhpP1RGVo6oqVq5ciQcffLDCN28AkCTJ6f2oUaOg0Wgc73/88UdYrVaMHz/e6WLoUaNGISQkxHG6IzQ0FADwww8/oKioyGVfyo68fP3111BV1eMxeLLeihUr0KpVK8THx+PixYuO17333gug9LQNUHpKRVVVTJkypcLF3VdvC0/s2bMH2dnZePrpp2E0Gh3LU1JSEB8f73Q6qMxTTz3l9P6uu+7y6O6tgIAAx//z8/Nx8eJF3HXXXSgqKsIvv/xS7b5frbCwEA8//DDCw8Px2WefOe0HqampHr2Sk5OrjNOtWzd88cUXeOKJJ9CnTx+8+OKL2LFjByRJcrqwuri4GABcHsEyGo2OcneKi4udjqa6W7+qOOXruJKTkwMhBMLDwyvtjyf69+/v+F0CgISEBADA4MGDodVqnZZbrdYKp4MBIDw83OMjhEQAT9UROblw4QLMZjPatGnjUf2mTZs6vT99+jQAoGXLlk7L9Xo9br31Vkd506ZNMWHCBLz77rtYsmQJ7rrrLvTp0weDBw92/CF4/PHH8fHHH+Mvf/kLXnzxRfTs2ROPPPIIHn300UrvUPNkvWPHjuHo0aOIiopy2UZ2djYA4Pjx45BlGa1bt/Zoe1TF3fYBSq+R2bp1q9Myo9FYoY/h4eG4fPlylbEOHz6MV155BevXr4fZbHYqK38d2bUaNWoUjh8/ju3bt1e4i+zq03lVsdvtuHDhgtOyiIgIt4lM8+bN8dBDD+HLL7+E3W6HRqNxJIqurlErKSlxSiRdCQgIcFzDV9n6VcUpX6cyogZu6G7UqJHT+7LfnYYNG7pc7mq/EUJc05cAunkxcSK6Dp78gXDnnXfewfDhw/H1119j7dq1ePbZZzFz5kzs2LHDcVHr5s2bsWHDBnz33XdYs2YNli9fjnvvvRdr1651OsJxdZ+qWk9VVbRt2xbvvvuuyzau/sPjLe7GWJXc3Fz06NEDISEhmD59Opo1awaj0YiffvoJkyZNqtYRPFdmz56Nzz77DP/5z3/Qvn37CuWezg0UGhqKgIAA/PbbbxWS8A0bNri8ULpMw4YNYbVaUVhYiJCQENSvXx8AcP78+Qp1z58/j7i4uEr7Ur9+fdjtdmRnZztdr2W1WnHp0iXH+hERETAYDG7jAKg0VkREBCRJ8ij5LeMuyXK3f7hb7qqd3NxcpykdiKrCxImonKioKISEhODQoUPXtH7jxo0BAOnp6bj11lsdy61WK06ePFnhSETbtm3Rtm1bvPLKK9i+fTvuvPNOzJ8/HzNmzAAAyLKMnj17omfPnnj33Xfxxhtv4OWXX8aGDRsqPapR1XrNmjXDgQMH0LNnz0q/bTdr1gyqquLIkSMuE4Qynn5jL799yk4LlklPT3eUX6+NGzfi0qVL+PLLL/HHP/7RsfzkyZMV6lb3aMOWLVvwwgsvYPz48Rg0aJDLOmVJTFUWLlyI4cOHIzY2FqmpqU5ld9xxR6XrnjhxAkaj0XExe5s2baDVarFnzx489thjjnpWqxX79+93WuZK2c93z549uP/++x3L9+zZA1VVHeWyLKNt27bYs2dPhTZ27tyJW2+9tdILw7VaLZo1a+byZwGUnla9WlZWVqV9v1YZGRmwWq1o1apVrbRPNyZe40RUjizL6Nu3L7799luXfxiqOr2QlJQEvV6POXPmONVdsGAB8vLykJKSAqD01vGrbytv27YtZFl2nAJxdft02R8vV6dJyniy3mOPPYaMjAz861//qlC3uLjYcYdg3759Icsypk+fXuEoTfnxBQUFVZhuwZVOnTohOjoa8+fPdxrD999/j6NHjzq2z/UqO+JQvo9WqxXz5s2rUDcoKMjjU3fnz5/HY489hu7duzvuzHOlutc4GY1GJCUlOb3KrgG6+hQeABw4cADffPMNevXq5Tj9GhoaiqSkJPznP/9xSj4WL16MgoIC9O/f37Gs7Dqv8tf23HvvvYiIiMCHH37oFOvDDz9EYGCg08/m0Ucfxe7du51+R9LT07F+/XqnOO4kJia6/P0CgCNHjjglShcuXMDWrVtr5NTe1fbu3Qug9DoyIk/xiBPRVd544w2sXbsWPXr0cNyqf/78eaxYsQJbt251ul3+alFRUZg8eTKmTZuG3r17o0+fPkhPT8e8efPQuXNnDB48GACwfv16jBs3Dv3790eLFi2gKAoWL14MjUaDfv36AQCmT5+OzZs3IyUlBY0bN0Z2djbmzZuHBg0aoHv37m774Ml6Q4YMweeff46nnnoKGzZswJ133gm73Y5ffvkFn3/+OX744Qd06tQJzZs3x8svv4zXXnsNd911Fx555BEYDAbs3r0bcXFxmDlzJoDS27o//PBDzJgxA82bN0d0dHSFI0oAoNPp8I9//AMjRoxAjx49MHDgQMd0BE2aNMFzzz13rT82J926dUN4eDiGDRuGZ599FpIkYfHixS7/+Hbs2BHLly/HhAkT0LlzZ5hMJjz44IMu23322Wdx4cIFTJw4EcuWLXMqa9euHdq1aweg+tc4Vebxxx9HQEAAunXrhujoaBw5cgQfffQRAgMD8fe//92p7uuvv45u3bo59t2zZ8/inXfeQa9evdC7d29HvV27duGee+7Bq6++6ph/KiAgAK+99hrGjh2L/v37O2YO/89//oPXX38dERERjvWffvpp/Otf/0JKSgpeeOEF6HQ6vPvuu4iJicHzzz9f5ZgeeughLF68GP/73//QokULpzJJknDPPfdg9OjRsNvt+Oijj6DVanHu3Dm8+eabeOGFF65jazpLTU1Fo0aNOBUBVY+X7uYj8mmnT58WQ4cOFVFRUcJgMIhbb71VjB07VlgsFiHE79MRuJqyQIjS6Qfi4+OFTqcTMTExYsyYMeLy5cuO8hMnTognnnhCNGvWTBiNRhERESHuuece8eOPPzrqrFu3Tjz00EMiLi5O6PV6ERcXJwYOHCj+97//Vdp3T9ezWq3iH//4h7j99tuFwWAQ4eHhomPHjmLatGlOM08LIcQnn3wiOnTo4KjXo0cPkZqa6ijPzMwUKSkpIjg4WABw3FJ+9XQEZZYvX+5oLyIiQgwaNEicPXvWqc6wYcNEUFBQhfG9+uqrwpOPrm3btomuXbuKgIAAERcXJyZOnCh++OGHCv0pKCgQf/7zn0VYWJgAUOnUBD169HA7tcCrr75aZZ+uxezZs0WXLl1ERESE0Gq1on79+mLw4MHi2LFjLutv2bJFdOvWTRiNRhEVFSXGjh0rzGazU52yn4urPn/00UeiZcuWQq/Xi2bNmolZs2a5nFn7t99+E48++qgICQkRJpNJPPDAA277dDWLxSLq1asnXnvtNaflZdMRTJkyRURGRorg4GDx5JNPim3btonIyEjRunVrYbfbHdMRvPXWWy7HdfU0H65+X+12u6hfv7545ZVXPOozURk+q46IiOrca6+9hoULF+LYsWOOU6vlZ5yvbStXrsSf//xnHD9+3ONr0ogAXuNERERe8Nxzz6GgoKDCKc+68o9//APjxo1j0kTVxmuciIiozplMJsd8Yd6Qlpbmtdjk33jEiYiIiMhDvMaJiIiIyEM84kRERETkISZORERERB7ixeF1SFVVnDt3DsHBwXyoJBERUTUIIZCfn4+4uLhKH3Re25g41aFz585hxowZ+Pzzz6v1gEsiIqKbXXh4OC5fvozffvsNDRo08Fo/mDjVobIHXy7q+wwiZaOXe0NEROQ/LqkleGjh9EofIl0XmDjVobLTcwE6A0waJk5ERESeKrKXTgLg7UtdeHE4ERERkYeYOBERERF5iIkTERERkYeYOBERERF5iIkTERERkYeYOBERERF5yOcSp82bN+PBBx9EXFwcJEnCypUrncqFEJgyZQrq16+PgIAAJCUl4dixY051cnJyMGjQIISEhCAsLAwjR45EQUFBpXFLSkowduxYREZGwmQyoV+/fsjKynKqc+bMGaSkpCAwMBDR0dH461//CkVRamTcRERE5Pt8LnEqLCzEHXfcgblz57osf/PNNzFnzhzMnz8fO3fuRFBQEJKTk1FSUuKoM2jQIBw+fBipqalYtWoVNm/ejNGjR1ca97nnnsO3336LFStWYNOmTTh37hweeeQRR7ndbkdKSgqsViu2b9+OTz/9FIsWLcKUKVNqZuBUQaHego0tjzm9CvUWb3eLiOia8DPtxiAJIYS3O+GOJEn46quv0LdvXwClR5vi4uLw/PPP44UXXgAA5OXlISYmBosWLcKAAQNw9OhRtG7dGrt370anTp0AAGvWrMH999+Ps2fPIi4urkKcvLw8REVFYenSpXj00UcBAL/88gtatWqFtLQ0dO3aFd9//z0eeOABnDt3DjExMQCA+fPnY9KkSbhw4QL0en2V4zGbzZg4cSL6iUaI1gTUxCa6oRXqLdjd9IzTss4nGyHIavBSj4iIrh0/065Ptr0YvT56GXl5eQgJCfFaP3zuiFNlTp48iczMTCQlJTmWhYaGIiEhAWlpaQCAtLQ0hIWFOZImAEhKSoIsy9i5c6fLdvfu3QubzebUbnx8PBo1auTUbtu2bR1JEwAkJyfDbDbj8OHDLtu1WCwwm81OL62Wk7UTERH5K79KnDIzMwHAKXkpe19WlpmZiejoaKdyrVaLiIgIRx1X7er1eoSFhVXarqu45ft1tZkzZyI0NNTxatiwIRMnIiIiP+ZXiZO/mTx5MvLy8hyv3377jReTExER+TG/SpxiY2MBoMLdbllZWY6y2NhYZGdnO5UrioKcnBxHHVftWq1W5ObmVtquq7jl+3U1g8GAkJAQpxcTJyIiIv/lV4lT06ZNERsbi3Xr1jmWmc1m7Ny5E4mJiQCAxMRE5ObmYu/evY4669evh6qqSEhIcNlux44dodPpnNpNT0/HmTNnnNo9ePCgU1KWmpqKkJAQtG7dukbHSURERL7J5xKngoIC7N+/H/v37wdQekH4/v37cebMGUiShPHjx2PGjBn45ptvcPDgQQwdOhRxcXGOO+9atWqF3r17Y9SoUdi1axe2bduGcePGYcCAAY476jIyMhAfH49du3YBKL3AfOTIkZgwYQI2bNiAvXv3YsSIEUhMTETXrl0BAL169ULr1q0xZMgQHDhwAD/88ANeeeUVjB07FgYD74ggIiK6Gfjclcp79uzBPffc43g/YcIEAMCwYcOwaNEiTJw4EYWFhRg9ejRyc3PRvXt3rFmzBkaj0bHOkiVLMG7cOPTs2ROyLKNfv36YM2eOo9xmsyE9PR1FRUWOZbNmzXLUtVgsSE5Oxrx58xzlGo0Gq1atwpgxY5CYmIigoCAMGzYM06dPr83NQURERD7Ep+dxutFwHqfq4ZwnRHQj4Wfa9eE8TkRERER+hokTERERkYeYOBERERF5iIkTERERkYeYOBERERF5iIkTERERkYeYOBERERF5iIkTERERkYeYOBERERF5iIkTERERkYeYONUxSZK83QUiIiK6Rkyc6pjBwGcSERER+SsmTnVMVVVvd4GIiIiuEROnOma1Wr3dBSIiIrpGTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEqY5JkuTtLhAREdE1YuJUxwwGg7e7QERERNfI7xKnqVOnQpIkp1d8fLyjvKSkBGPHjkVkZCRMJhP69euHrKysStsUQmDKlCmoX78+AgICkJSUhGPHjjnVycnJwaBBgxASEoKwsDCMHDkSBQUF1e6/qqrVXoeIiIh8g98lTgBw++234/z5847X1q1bHWXPPfccvv32W6xYsQKbNm3CuXPn8Mgjj1Ta3ptvvok5c+Zg/vz52LlzJ4KCgpCcnIySkhJHnUGDBuHw4cNITU3FqlWrsHnzZowePbrafbdardVeh4iIiHyD1tsduBZarRaxsbEVlufl5WHBggVYunQp7r33XgDAwoUL0apVK+zYsQNdu3atsI4QAu+99x5eeeUVPPTQQwCAf//734iJicHKlSsxYMAAHD16FGvWrMHu3bvRqVMnAMD777+P+++/H2+//Tbi4uJqcbRERETkK/zyiNOxY8cQFxeHW2+9FYMGDcKZM2cAAHv37oXNZkNSUpKjbnx8PBo1aoS0tDSXbZ08eRKZmZlO64SGhiIhIcGxTlpaGsLCwhxJEwAkJSVBlmXs3LmzNoZIREREPsjvjjglJCRg0aJFaNmyJc6fP49p06bhrrvuwqFDh5CZmQm9Xo+wsDCndWJiYpCZmemyvbLlMTExbtfJzMxEdHS0U7lWq0VERITbdgHAYrHAYrE43pvNZo/HSURERL7H74443Xfffejfvz/atWuH5ORkrF69Grm5ufj888+93bUKZs6cidDQUMerYcOG3u4SERERXQe/S5yuFhYWhhYtWuDXX39FbGwsrFYrcnNznepkZWW5vCYKgGP51XfelV8nNjYW2dnZTuWKoiAnJ8dtuwAwefJk5OXlOV6//fZbdYdHREREPsTvE6eCggIcP34c9evXR8eOHaHT6bBu3TpHeXp6Os6cOYPExESX6zdt2hSxsbFO65jNZuzcudOxTmJiInJzc7F3715HnfXr10NVVSQkJLjtm8FgQEhIiNOLiIiI/JffJU4vvPACNm3ahFOnTmH79u14+OGHodFoMHDgQISGhmLkyJGYMGECNmzYgL1792LEiBFITEx0uqMuPj4eX331FYDSmbzHjx+PGTNm4JtvvsHBgwcxdOhQxMXFoW/fvgCAVq1aoXfv3hg1ahR27dqFbdu2Ydy4cRgwYADvqCMiIrqJ+N3F4WfPnsXAgQNx6dIlREVFoXv37tixYweioqIAALNmzYIsy+jXrx8sFguSk5Mxb948pzbS09ORl5fneD9x4kQUFhZi9OjRyM3NRffu3bFmzRoYjUZHnSVLlmDcuHHo2bOno/05c+bUzaCJiIjIJ0hCCOHtTtwszGYzJk6ciH6iEaI1Ad7ujs8r1Fuwu+kZp2WdTzZCkJWPrSEi/8PPtOuTbS9Gr49eRl5enlcvffG7U3VERERE3sLEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJyIiIiIPMTEiYiIiMhDTJzqmF6v93YXiIiI6BoxcapjssxNTkRE5K/4V7yOWSwWb3eBiIiIrhETpzrGidqJiIj8FxMnIiIiIg9V+yG/J0+exJYtW3D69GkUFRUhKioKHTp0QGJiotNDcYmI/IUiScgyBaJIp0OATUFMYSF0Ko8OE1FFHidOS5YswezZs7Fnzx7ExMQgLi4OAQEByMnJwfHjx2E0GjFo0CBMmjQJjRs3rs0+ExHVmIPRkdgTFwOL9vePQ71ixx/OZ6F91kUv9oyIfJFHiVOHDh2g1+sxfPhw/Pe//0XDhg2dyi0WC9LS0rBs2TJ06tQJ8+bNQ//+/Wulw0RENSWtQSwOxEYjVmeAnGtHQb4FQcEGINyIHQ3jYDYY8MczGd7uJhH5EI8Sp7///e9ITk52W24wGHD33Xfj7rvvxuuvv45Tp07VVP+IiGrFeVMgDsREoZE2AOl7M+G4byOrAADQ6g+xOBIVgSa5ZjQy53uvo0TkUzy6OLyypOlqkZGR6Nix4zV3iIioLhyOioRelnHy0AW4utn12M/ZCNRqcSg6su47R0Q+q9oXh5fJzs5GdnY2VFV1Wt6uXbvr7hQRUW27EBSIKK0Rxyy5LssVRUWkrMfFwIC67RgR+bRqJ0579+7FsGHDcPToUcecRJIkQQgBSZJgt9trvJNERDXNk3vmJAGoklTrfSEi/1HtxOmJJ55AixYtsGDBAsTExEDihwoR+aGI4hJkBVqh1chQ7GqFclmWcBk2RBYXe6F3ROSrqp04nThxAv/973/RvHnz2ugPEVGdaHUxB6fCQ9GiXTSO7MusUN6ybTROKyVIuJDjhd4Rka+q9szhPXv2xIEDB2qjL0REdaZxXj5aXLyMU2oxWnaKRYNbQmAK0uOWuBDEd4rFKVGMppfz0Pxynre7SkQ+pNpHnD7++GMMGzYMhw4dQps2baDT6ZzK+/TpU2OduxHp9XqAz/kl8gl3n/oNgTYbfo6pB7WeDNQLwGUAeZYitLtwEV3PVjwSRUQ3t2onTmlpadi2bRu+//77CmW8OLxqsszHAxL5ChlA14xMtMu6iLMhptJHrigKGpjzEWRTvN09IvJB1f4r/swzz2Dw4ME4f/48VFV1ejFpqprFwsNNRL4mUFHQIicX7bMuoOWly0yaiMitaidOly5dwnPPPYeYmJja6M8NT7iaaY+IiIj8QrUTp0ceeQQbNmyojb4Q1Yij4jIyRKG3u0FEN4nzoggHVd59ebOo9jVOLVq0wOTJk7F161a0bdu2wsXhzz77bI11juhavKbsgxk2dJTqIVlugM5SFHQSry0joppjFwJ7xQWsUc9il7gAIzRYLvWEhnMb3vCu6a46k8mETZs2YdOmTU5lkiQxcSKvs0JFMRRsFZlIs2chTgrCfVID3CvHIUri4zPImUUj41B0PZwODUaRTodAm4KG5ny0zboII6/bpKvkiBKsF+fxvfobfhMFsENAAqCBBAEBgInTja7aX8NPnjzp9nXixIna6OM1mzt3Lpo0aQKj0YiEhATs2rWr0vorVqxAfHw8jEYj2rZti9WrVzuVCyEwZcoU1K9fHwEBAUhKSsKxY8dqcwh0jYzQIEYKQAh0OCcK8ZH6C0Yqm/F3ZT/2qReh8lozAnApwIjPb2+BXXExUMPDEW4KhQgPx5760VjepgWy+Zw6AqAKgZ/VHLyl/IwRymZ8aD+CM6IAwdAhRgpAwLU/9pX8UI39tM+fP4/Fixdj4sSJNdXkdVm+fDkmTJiA+fPnIyEhAe+99x6Sk5ORnp6O6OjoCvW3b9+OgQMHYubMmXjggQewdOlS9O3bFz/99BPatGkDAHjzzTcxZ84cfPrpp2jatCn+9re/ITk5GUeOHIHRaKzrId50LHY7/q94JwpUW6X1iqA4vhHoJQ3qQQNVCBTAhlSRgQ3282gimXCf3BD3SHEIlfS133nyORaNjNW3NYEICEDUBTvO/HbBUXZLXAhssQFYfVtTPH44HQEKjzzdjMzCik3iPFarv+GkyIcNKgKgQRSMkK86JWeFHYOVyq//DbRr0U+JRpCWiZY/k0Q1b/N64oknXC4/ffo0du3ahfz8/Brp2PVKSEhA586d8cEHHwAAVFVFw4YN8cwzz+DFF1+sUP/xxx9HYWEhVq1a5VjWtWtXtG/fHvPnz4cQAnFxcXj++efxwgsvAADy8vIQExODRYsWYcCAAVX2yWw2Y+LEiegnGiFaw2+yVSnUW7C76RnH+1ybDf/832nYhYCuioOlJmihcXFdkxACVqgwwwYVAiHQ426pPnppbkE8wvjsxZvI3vrR2BUXg6jLEs78VnF28Lj6wbgcJaFD5gV0zeBEmDcLIQT+hzz8aM/AenEeubBAAhACPQyQXX5GqEIgH5V/oVOgQpIkPNG8IaINBsfyzicbIchqqGRNKpNtL0avj15GXl4eQkJCvNaPaqe9ly9fdnpvt9tx4sQJHD16FPPmzauxjl0Pq9WKvXv3YvLkyY5lsiwjKSkJaWlpLtdJS0vDhAkTnJYlJydj5cqVAEpPUWZmZiIpKclRHhoaioSEBKSlpXmUOFHNCIIWAdK1fWOTJAkGaBAFDexXjkJ9I05jjfIbbpNCcb/cED2k+tfcPvmP06HBiNIbnI40lXfufD5uvSUGp8NCmDjdBEqEHVtEJlarZ/CLyIMVdhigQT0YXH4JK0+WJISi8iPXFmFHITg/2I2g2n8dvvrqK5fLX3/9daxcuRJPPvnkdXfqel28eBF2u73CXFMxMTH45ZdfXK6TmZnpsn5mZqajvGyZuzpXs1gsThNems1maLVaqDojFB5xqpJdp4FGH+x4r5MUhAeFwyA0MNZQYhOB0m+Y+bDhBKz4D87hgqzBQLlZjbRPvsseGIBQjQ4BgTq3dYI0GhQGGqHwWqcb3ir1FL5RM5ADBeEIQwj0NXoE2irs0EsK9PoQaPS/J1n2gEAoWl4u4AnV7hvXptbY1+qBAwdixowZNdXcDWHmzJmYNm2a07JXp7+OwibtAKMJql4PSbVDcnP9hNBqIGQNZKvVdQBJgqrXQbbaADdnXP05hl1SERlYen2ZrDEiXLVhUGw+ZIEK3wD1Wj00shbF1iKXIWRJRoAhEMWWIqhCLe2XELCj9CVDQrghGMGqBuGKjIuuTvP58LZijOrHaBEUCK1Bj4jAQCiK6rIJU5gRsWowLpqCfHYcjFEzMRJFO7SABXlaFYosocBSCA0kaCA5JVCuPkuuFqAPhF1VYFV+76cqVNgl4JZAIwxaAyRJA9VegvwoI4rEVZ83Pr6tvBWjsKTAdZw6VmOJ04EDB9ChQ4eaau661KtXDxqNBllZWU7Ls7KyEBsb63Kd2NjYSuuX/ZuVlYX69es71Wnfvr3LNidPnux0+s9sNuNfCz6FZLcDigK7KRCyDdCUuH4Mi2rQQ9VpIRe5TgaEVgu7TgvJYoWkuD4E7M8xJFlAXLkQXDaEQbIBNsUKgYq3gxr0AdDrjcgpygHKPuzKleu0ehi0BhSWFKBEscIOFSoEtJARDgOiYUSQIRyyTYHGUgSg4geiL28rxqh+DIPFCsWoh8Ggg8VSUqFcr5ehQCBIkgA3ffSFcTBGzcTQAIiGDpHGQJRoJZwvKsElWFAMFTIkaCBDA+fPEtuVxEgAsENc+R8QaopAibUYxcrv+1XZJ4pq10DSB0HWGGC35UOy6wDV+fPG17eVt2JIPjI9SLUvDr/6OiCgNHn4+uuvkZKSgltuucWx/N13373+Hl6jhIQEdOnSBe+//z6A0ovDGzVqhHHjxrm9OLyoqAjffvutY1m3bt3Qrl07p4vDX3jhBTz//PMAShOh6Ojoal0cPmfuP9GqRTcYA0w1NNIbl4BAsf73XzYhBPKsClRUvsuWlWrKpU7iygwr6pV5VnSQEAQdgiStUz26eQhIMBv0gCRBUoTTUSeNVoaklSCEQIjFCqmKfY5uTHYIFAkFBbBBufIpIkGCDDh9NbNf2T+q+iSRAITqdU535AVYtVd9zSN3SooL8Oij3f3v4vB9+/a5XN65c2dkZ2cjOzsbALx+d9KECRMwbNgwdOrUCV26dMF7772HwsJCjBgxAgAwdOhQ3HLLLZg5cyYA4P/+7//Qo0cPvPPOO0hJScGyZcuwZ88efPTRRwBKxzN+/HjMmDEDt912m2M6gri4OPTt29fjflktJdDk5kFfrMAaEQbZaoO2wPXjQRRTEFS9DvqcXJflQquFLcQEnbnAbTbvzzHssoDVVNqmPjAGQrWgYZ4CjVpx3yofY4uaBRUqdJChArBBhV6nR2xILGzmPEQpGkRIRshwPrzsz9uKMa4thikyArkaGQU2BQEaLWQBCAkoUCyQbQL17QKSVvb5cTBG7cUIQOm1kDnCgnOiCIU6oF5IFLLNWVBtNsgAbFcSpz/KsZAqiWGXBS6ZLkNrCIWsMcJalIXggqAKn2n+uq1qO4bN4huP0qp24uQvz6l7/PHHceHCBUyZMgWZmZlo37491qxZ47i4+8yZM5Dl30/4dOvWDUuXLsUrr7yCl156CbfddhtWrlzpmMMJACZOnIjCwkKMHj0aubm56N69O9asWVOtOZxUVYVkt0NW7JDsKmSbAtnNuV3ZpkBoNG7Ly74fS4r7Nvw5hiqrjlN1QlUg7FZIigpZrXj9UfkYVtUCK8rakWCEBvUlE2KlQATabZDtdgAV++LP24oxri2GVlEQVWSFThXI1+uhyBK0qkCo1YrI4hIgwAi7ZPD5cTBG7ceIghZRCEGhHSiAHhdsNuQrxY6jUFpIkGU7pEpilH2mCbsVQtJCqLbSvl71mebv26q2YvjKqbob+p7rcePGYdy4cS7LNm7cWGFZ//790b9/f7ftSZKE6dOnY/r06TXVRaoFMgAZEiJgQEPJhBgpAJKkhZWHw8kFWRWILixCdGHF6zR48zhdLQAaaCQ9EuRoXJAK8JsoRA5KIPPz5abh0SNXevfujR07dlRZLz8/H//4xz8wd+7c6+7YjYq/WrWvvRSJO+VYJMjRiJMCeQ0TEdU4GRLqS4HoIkfhTjkW7aVIftLcJDw64tS/f3/069cPoaGhePDBB9GpUyfExcXBaDTi8uXLOHLkCLZu3YrVq1cjJSUFb731Vm33229xYuraFynx8TdEVHeCoUOw5H4+MLqxeJQ4jRw5EoMHD8aKFSuwfPlyfPTRR8jLK31EgSRJaN26NZKTk7F79260atWqVjvs7/hsWSIiIv/l8TVOBoMBgwcPxuDBgwGUPqetuLgYkZGR0OmYaXuKeROR71ElCUU6HWyyDK2qIsimQHYzuSER3dyqPY8TXTuz2YzZH8xH69u6IsAYDKEpvcRMsrv+gPa0vCba8MUYqiRQpC+dMkCSS3P8gBIZsqh4vtOXx8EYvh2jRKtFkSxDlDuPLgmBAJuCgCvJkz+MgzF8P0bZZ1rZ55lQFQRa9RU+03x9HN6KUVySj0cf6+F/8zjR9bHbFUgWKzSwQAkqff6VuxlTqypXdVrHdPayzfX9P34dQxZQ5eLSdfWlvySyxeJ6HidfHgdj+GyM/NAQWLQaSHYVwqLCrqjQaCVIehl5GhmqpEGQzebz42AMP4lx5TOt7PNMVYogW0SFzzSfH4eXYkgWN492qWNMnOqYYrNBU1QMrSLDbjRAU2KB1sVt0GXsRoPbclWrgTUiDNqCQrdzYPh1DFmFoil9NpGsDYSqFEFTqELrYh4nnx4HY/hkjEKdDkWyBI2i4mJmxWdghdULQL4W0AMw+vA4GMOPYlz1maZYzS4/03x+HF6KobEWu61TlzyajoCI6EZzOcAASZJQVGBzWZ53qRgyJJRo+f2SiH7HxImIbkolWi20Uunz6FwRAtBDgiLzY5KIflftT4Rhw4Zh8+bNtdEXIiIiIp9W7cQpLy8PSUlJuO222/DGG28gIyOjNvpFRFSrjIoCRQi3DySXJMAKAa3KaQmI6HfVTpxWrlyJjIwMjBkzBsuXL0eTJk1w33334YsvvoDN5vpaASIiXxNebIEQAoEm1/PQhUYGQIWA0c1T3Yno5nRNVz1GRUVhwoQJmDBhAn766ScsXLgQQ4YMgclkwuDBg/H000/jtttuq+m+3hC0Oh3sgQFQDIEQGtlxq6UrZWVKUKDLclVX+uNTTEFub/X05xh2WUCrvzKHh6yFRh8Ce5ANqGQ6Al8cB2P4ZgwDgABVwKrVoF59E1SrgF2xQ6OVIetlWISKYEmCzsfHwRj+E6PsM61sOgKtPgT2oIAKn2m+Pg5vxbBrfePo73XdLnL+/HmkpqYiNTUVGo0G999/Pw4ePIjWrVvjzTffxHPPPVdT/bxhaDRaCIMedqPBsaz8/11xV142MZiq10FoNNfUhi/HUCUBWXvVB4rBALiYAPNaY1SnDca48WIEKjbIECiSZcAoQ3PlILwQAqGK6pgA09fHwRj+EePqzzRZGwjVoK/wmebr4/BWDAE/ncfJZrPhm2++wcKFC7F27Vq0a9cO48ePx5///GfHTJ5fffUVnnjiCSZOLlhKiqG9nAeDXoElMrzS+SuUoEDYjQYYLl12WV42R4Y+J9ftHBn+HEORVVhDSuc80QfGQlWKoMtxPY+TL4+DMXw7hqkwHyFFxSjU6aBc9cgVfxoHY/h+jLLPNK0+BLI2ENaiTISaTW7ncfLVcXgrhs1a6LJOXat24lS/fn2oqoqBAwdi165daN++fYU699xzD8LCwmqgezce98dKiMhbZCEQbPWNb7NE5NuqnTjNmjUL/fv3h9FodFsnLCwMJ0+evK6O3ajc3MBDREREfqDaidOQIUNqox83DT5SmYiIyH9xStw6xryJiIjIfzFxIiIiIvIQn15Zx2RZhtBooGo1EBoZqk4LVev6Nk1Vpy2t46ZcXHn4qNBq4W52C3+OIWQZklw6OaEkayFp9BBaBaqLeZx8eRyMwRiMwRjA759pkkZf+pkm60rbueozzdfH4a0Ywl75lAZ1RRLunnBJNc5sNmPO3H+iVYtuMAaYvN0dnycgUKx3njQtwKqFxHsTicgP8TPt+pQUF+DRR7sjLy/PMf2RN/CIUx2zWkqgyf3/9u48vqkq/R/4595sXUKattCWKkUEoaAgDAhUcRnplyIoLrjAsMugMqA/ZUaQUQFxwW1EUZHRQXAYEGUGURGRsm9lqxTZ7DDIIktbpCShW5Kbe35/1F6bNmlToE1CP29feUnvOfc859zc3D69y4kdxlIFrjgrZJcb+iLfc1Mo5mioRgOMhTaf5UKvh9tihsFRBMnP10KEcwyPLOAyl7dpjEqE6imD3qZA52vm8BAeB2MwBmMwBvDbMU1vioGsi4CrJB9NiqKrHdNCfRzBiuF2huk8TnRxVFWF5PFAVjyQPCpkt+J3YjDZrUDodH7LK059Sor/NsI5hiqrEGr59x8KVYHwuCApKmQfE2CG8jgYgzEYgzGA345pwuOCkPQQqru8naoTYIb4OIIVQ/L4rtPQeHM4ERERUYCYOBEREREFiIkTERERUYCYOBEREREFKOwSp5EjR0KSJK9X3759veoUFhZiyJAhsFgssFqtGD16NIqKimpst6ysDOPGjUN8fDzMZjMGDhyI/Px8rzrHjx9H//79ERUVhYSEBDz99NNQ/DwpQERERJefsJvHaeTIkcjPz8e8efO0ZSaTCbGxsdrPd9xxB06fPo2///3vcLvdGDVqFG644QYsWrTIb7tjx47FN998g/nz5yMmJgbjx4+HLMvYsmULAMDj8aBz585ISkrCG2+8gdOnT2P48OEYM2YMXnnllYD67nA48M57c9Dhmp6IjGgCoSvPWyWP76nBAi2/FG2EYgxVEigxln9jvSSXPwAaWSZDFtWnIwjlcTAGYzAGYwC/HdMqjmdCVRDlMlY7poX6OIIVo7TsPO5/8FbO43QhTCYTkpKSfJYdPHgQK1euxM6dO9GtWzcAwLvvvot+/frhzTffRHJycrV17HY75s6di0WLFuH2228HAMybNw/t27fHtm3b0LNnT6xatQoHDhzA6tWrkZiYiM6dO+PFF1/EpEmTMG3aNBiNxoD67vEokJwu6OCEEh0JANCVOX3Wra1cNeihGg2QXW7Ibt9nvsI6hiygyqXl6xrLPySy0+l7HqdQHgdjMAZjMAagHdMqjmeqUgLZKaod00J+HEGKITldPus0tLBMnNavX4+EhATExsbi9ttvx0svvYT4+HgAQFZWFqxWq5Y0AUB6ejpkWcb27dtx7733VmsvOzsbbrcb6enp2rLU1FSkpKQgKysLPXv2RFZWFjp27IjExEStTkZGBsaOHYv9+/ejS5cu1dp1Op1wOn/bGRwOBxS3G7qSUugVGZ4IE3RlTuiLS/yO1RNh8luu6nVwxVmhLyr2OwdGWMeQVSi68kussj4KqlICXbEKvY95nEJ6HIzBGIzBGEC1Y5ricvg8poX8OIIUQ+cq9VunIYXdPU59+/bFP//5T6xZswavvfYaNmzYgDvuuAOeXyfGysvLQ0JCgtc6er0ecXFxyMvL89lmXl4ejEYjrFar1/LExERtnby8PK+kqaK8osyXGTNmICYmRnu1aNGizuMlIiKi0BHSidPChQthNpu116ZNmzBo0CAMGDAAHTt2xD333IPly5dj586dWL9+fbC7W83kyZNht9u1188//xzsLhEREdFFCOlLdQMGDECPHj20n6+44opqda6++mo0bdoU//vf/9C7d28kJSWhoKDAq46iKCgsLPR7X1RSUhJcLhdsNpvXWaf8/HxtnaSkJOzYscNrvYqn7vy1azKZYDKZvJZJ/C5HIiKisBXSZ5yaNGmCNm3aaK/IyMhqdU6cOIGzZ8+iefPmAIC0tDTYbDZkZ2drddauXQtVVb2SsMq6du0Kg8GANWvWaMtyc3Nx/PhxpKWlae3u3bvXKynLzMyExWJBhw4dLsl4iYiIKLSFdOJUVVFREZ5++mls27YNR48exZo1a3D33XejTZs2yMjIAAC0b98effv2xZgxY7Bjxw5s2bIF48ePx6BBg7Qn6k6ePInU1FTtDFJMTAxGjx6NCRMmYN26dcjOzsaoUaOQlpaGnj17AgD69OmDDh06YNiwYdizZw++++47PPfccxg3bly1s0o1Ca/JH4iIiKiykL5UV5VOp8MPP/yATz75BDabDcnJyejTpw9efPFFr+Rl4cKFGD9+PHr37g1ZljFw4EDMmjVLK3e73cjNzUVJyW938c+cOVOr63Q6kZGRgdmzZ3vFXr58OcaOHYu0tDRER0djxIgRmD59ep3GoDcY4ImKhGKKgtDJ2qOWvlSUKdFRPstVQ/nbp5ij/T7qGc4xPLKA3vjrHB6yHjqjBZ5oN1DDdAShOA7GYAzGYAzgt2NaxXQEeqMFnujIase0UB9HsGJ49L7nempoYTcBZjjjBJicAJMxGIMxGm8MToB5cTE4AWYj5Swrhf6cHSajAmd8bI3zVyjRUfBEmGA6e85necUcGcZCm985MsI5hiKrcFnK5zwxRiVBVUpgKPQ9j1Moj4MxGIMxGAP47ZimN1og66PgKslDjMPsdx6nUB1HsGK4XcU+6zS0sLrHiYiIiCiYmDgRERERBYiJExEREVGAmDgRERERBYiJExEREVGA+FRdA5NlGUKng6rXQehkqAY9VL3OZ13VoC+v46dc6PXa//3NbhHOMYQsQ5INAMqnI5B0Rgi9AtXHPE6hPA7GYAzGYAzgt2OapDOWH9NkQ3k7VY5poT6OYMUQHt91GhrncWpADocDs97/O9q3vRERkeZgdyfkCQiUGr0nTYt06SGBX/hHROGHx7SLU1ZahPvv78V5nBobl7MMOpsdxlIFrjgrZJcb+iLfc1Mo5mioRgOMhTaf5UKvh9tihsFRBEnxPStrOMfwyAIuc3mbxqhEqJ4y6G0KdL5mDg/hcTAGYzAGYwC/HdP0phjIugi4SvLRpCi62jEt1McRrBhuZ2jM48TEqYGpqgrJ44GseCB5VMhuxe/EYLJbgdDp/JZXnPqUFP9thHMMVVYhVDeA8hl2hccFSVEh+5gAM5THwRiMwRiMAfx2TBMeF4Skh1Dd5e1UnQAzxMcRrBiSx3edhsabwxuYxDOyREREYYuJExEREVGAmDg1MN6KT0REFL6YOBEREREFiIkTERERUYA4j1MDcjgceOe9OehwTU9ERjSB0JXnrZLH99RggZZfijZCMYYqCZQYXeXL5fIHQCPLZMii+h32oTwOxmAMxmAM4LdjWsXxTKgKolzGase0UB9HsGKUlp3H/Q/eynmcGhuPR4HkdEEHJ5ToSACArszps25t5apBD9VogOxyQ3b7niMjrGPIAqpcWr6usfxDIjudvudxCuVxMAZjMAZjANoxreJ4piolkJ2i2jEt5McRpBiS0+WzTkNj4tTAFLcbupJS6BUZnggTdGVO6ItL/Nb3RJj8lqt6HVxxVuiLiv3OgRHWMWQViq6o/J/6KKhKCXTFKvQ+5nEK6XEwBmMwBmMA1Y5pisvh85gW8uMIUgydq9RvnYbEe5yIiIiIAsTEiYiIiChATJyIiIiIAsTEiYiIiChATJyIiIiIAsSn6hqY3mCAJyoSiikKQidrj1r6UlGmREf5LFcN5W+fYo72+6hnOMfwyAJ6469zeMh66IwWeKLdQA3TEYTiOBiDMRiDMYDfjmkV0xHojRZ4oiOrHdNCfRzBiuHR+57rqaExcWpgOp0ewmSEJ8KkLav8b1/8lVdMDKYaDRA63QW1EcoxVElA1lc5oJhMgI8JMC80Rl3aYAzGYAzGuJgYVY9psj4KqslY7ZgW6uMIVgwBzuPUKDnLSqE/Z4fJqMAZH1vj/BVKdBQ8ESaYzp7zWV4xR4ax0OZ3joxwjqHIKlyW8jlPjFFJUJUSGAp9z+MUyuNgDMZgDMYAfjum6Y0WyPoouEryEOMw+53HKVTHEawYblexzzoNjfc4EREREQUopBKnpUuXok+fPoiPj4ckScjJyalWp6ysDOPGjUN8fDzMZjMGDhyI/Px8rzrHjx9H//79ERUVhYSEBDz99NNQFN/XVysUFhZiyJAhsFgssFqtGD16NIqKirzq/PDDD7j55psRERGBFi1a4PXXX7/oMRMREVH4CKnEqbi4GL169cJrr73mt85TTz2Fr7/+GkuWLMGGDRtw6tQp3HfffVq5x+NB//794XK5sHXrVnzyySeYP38+pkyZUmPsIUOGYP/+/cjMzMTy5cuxceNGPPLII1q5w+FAnz590LJlS2RnZ+ONN97AtGnT8OGHH9ZpjJL/23OIiIgoxIXUPU7Dhg0DABw9etRnud1ux9y5c7Fo0SLcfvvtAIB58+ahffv22LZtG3r27IlVq1bhwIEDWL16NRITE9G5c2e8+OKLmDRpEqZNmwaj0Vit3YMHD2LlypXYuXMnunXrBgB499130a9fP7z55ptITk7GwoUL4XK58PHHH8NoNOLaa69FTk4O3nrrLa8Ei4iIiC5fIXXGqTbZ2dlwu91IT0/XlqWmpiIlJQVZWVkAgKysLHTs2BGJiYlanYyMDDgcDuzfv99nu1lZWbBarVrSBADp6emQZRnbt2/X6txyyy1eiVdGRgZyc3Nx7pzvG+N8ESLgqkRERBRiQuqMU23y8vJgNBphtVq9licmJiIvL0+rUzlpqiivKPPXbkJCgtcyvV6PuLg4r3ZbtWrlt93Y2Nhq7TqdTjidTu1nh8MBWZYhdDqoeh2EToZq0EPV+35MUzXoy+v4KRd6vfZ/f7NbhHMMIcuQZAOA8nmcJJ0RQq9A9TGPUyiPgzEYgzEYA/jtmCbpjOXHNNlQ3k6VY1qojyNYMYSn5ikNGkrQEqeFCxfi0Ucf1X7+9ttvcfPNNwerO/VixowZeOGFF7yWvfjK6/BYY+CKNAMon9/CFWetsZ3ayt0Wc43l4RpDQMBo/G2ZrIuAYtXDA/83ioXiOBiDMRiDMYDqxzRjVCIUvf9jWqiOI1gxPKWhca4naL0YMGAAevToof18xRVX1LpOUlISXC4XbDab11mn/Px8JCUlaXV27NjhtV7FU3cVdXy1W1BQ4LVMURQUFhZ6tVv16b3a2p08eTImTJig/exwOPDhP+ZBZ7PDWKrAFWeF7HJDX+R7bgrFHA3VaICx0OazXOj1cFvMMDiKIPl5ajCcY3hkAZe5vE1jVCJUTxn0NgU6XzOHh/A4GIMxGIMxgN+OaXpTDGRdBFwl+WhSFF3tmBbq4whWDLczNOZxClri1KRJEzRp0qRO63Tt2hUGgwFr1qzBwIEDAQC5ubk4fvw40tLSAABpaWl4+eWXUVBQoF1+y8zMhMViQYcOHXy2m5aWBpvNhuzsbHTt2hUAsHbtWqiqqiV3aWlpePbZZ+F2u2EwGLR227Vr5/MyHQCYTCaYTFVmjlVVSB4PZMUDyaNCdit+JwaT3QqETue3vOLUp6T4byOcY6iyCqG6AQBCVSA8LkiKCtnHBJihPA7GYAzGYAzgt2Oa8LggJD2E6i5vp+oEmCE+jmDFkDy+6zS0kLo5vLCwEDk5OThw4ACA8qQoJydHu88oJiYGo0ePxoQJE7Bu3TpkZ2dj1KhRSEtLQ8+ePQEAffr0QYcOHTBs2DDs2bMH3333HZ577jmMGzdOS2J27NiB1NRUnDx5EgDQvn179O3bF2PGjMGOHTuwZcsWjB8/HoMGDUJycjIA4A9/+AOMRiNGjx6N/fv347PPPsM777zjdUaJLi29KqO5zYLmNgvMThNii6N8zhpORBQOKo5pscVRMDtNaG6z8JgWhkLqHfvqq6/QpUsX9O/fHwAwaNAgdOnSBXPmzNHqzJw5E3feeScGDhyIW265BUlJSVi6dKlWrtPpsHz5cuh0OqSlpWHo0KEYPnw4pk+frtUpKSlBbm4u3G63tmzhwoVITU1F79690a9fP/Tq1ctrjqaYmBisWrUKR44cQdeuXfHnP/8ZU6ZM4VQEREREjUho3Gn1q5EjR2LkyJE11omIiMD777+P999/32+dli1bYsWKFX7Lb7vtNogq8wLExcVh0aJFNcbu1KkTNm3aVGMdIiIiunyF1BknIiIiolDGxImIiIgoQJKoes2K6o3D4cA7781Bh2t6IjKiCYSuPG+VPL6nBgu0/FK0wRiMwRiMwRiMEcoxSsvO4/4Hb4XdbofFYvFZvyGE1D1OjYHHo0ByuqCDE0p0JABAV+b0Wbe2ctWgh2o0QHa5Ibt9z5HBGIzBGIzBGIxxOcSQnC6fdRoaE6cGprjd0JWUQq/I8ESYoCtzQl9c4re+J8Lkt1zV6+CKs0JfVOx3DgzGYAzGYAzGYIzLIYbOVeq3TkPiPU4NTPL/bSFEREQU4njGqQFV3E6meDxQVA9UoQJCBVQ/mbhQoQoVip9yoUoQQsCjqlD91GEMxmAMxmAMxrgcYii/zhwe7FuzeXN4A/rpp5/QunXrYHeDiIgobB0+fBhXX3110OLzjFMDiouLAwAcP34cMTExQe5N+HA4HGjRogV+/vnnoD5JEU64zS4Mt1vdcZvVHbfZhbHb7UhJSdF+lwYLE6cGJMvlt5TFxMTww3IBLBYLt1sdcZtdGG63uuM2qztuswtT8bs0aPGDGp2IiIgojDBxIiIiIgoQE6cGZDKZMHXqVJhMpmB3Jaxwu9Udt9mF4XarO26zuuM2uzChst34VB0RERFRgHjGiYiIiChATJyIiIiIAsTEiYiIiChATJyIiIiIAsTEqRbTpk1DamoqoqOjERsbi/T0dGzfvt2rTmFhIYYMGQKLxQKr1YrRo0ejqKjIq84PP/yAm2++GREREWjRogVef/31WmMfP34c/fv3R1RUFBISEvD0009DURSvOuvXr8fvfvc7mEwmtGnTBvPnz7/oMV8Mt9uNSZMmoWPHjoiOjkZycjKGDx+OU6dOedXjNvO2dOlS9OnTB/Hx8ZAkCTk5OdXqlJWVYdy4cYiPj4fZbMbAgQORn5/vVSeQ8VdVX+9FKHj//fdx1VVXISIiAj169MCOHTtqrL9kyRKkpqYiIiICHTt2xIoVK7zKhRCYMmUKmjdvjsjISKSnp+PQoUP1OYRLZuPGjbjrrruQnJwMSZKwbNkyr/JAxhbIvlJVfe23DWHGjBm44YYb0KRJEyQkJOCee+5Bbm6uVx1+Lqv74IMP0KlTJ22Cz7S0NHz77bdaedhvM0E1WrhwocjMzBSHDx8W+/btE6NHjxYWi0UUFBRodfr27Suuv/56sW3bNrFp0ybRpk0bMXjwYK3cbreLxMREMWTIELFv3z7x6aefisjISPH3v//db1xFUcR1110n0tPTxe7du8WKFStE06ZNxeTJk7U6P/30k4iKihITJkwQBw4cEO+++67Q6XRi5cqV9bMxAmCz2UR6err47LPPxI8//iiysrJE9+7dRdeuXb3qcZt5++c//yleeOEF8dFHHwkAYvfu3dXqPPbYY6JFixZizZo1YteuXaJnz57ixhtv1MoDGb8v9fFehILFixcLo9EoPv74Y7F//34xZswYYbVaRX5+vs/6W7ZsETqdTrz++uviwIED4rnnnhMGg0Hs3btXq/Pqq6+KmJgYsWzZMrFnzx4xYMAA0apVK1FaWtpQw7pgK1asEM8++6xYunSpACC++OILr/JAxlbbvuJLfe23DSEjI0PMmzdP7Nu3T+Tk5Ih+/fqJlJQUUVRUpNXh57K6r776SnzzzTfiv//9r8jNzRV//etfhcFgEPv27RNChP82Y+JUR3a7XQAQq1evFkIIceDAAQFA7Ny5U6vz7bffCkmSxMmTJ4UQQsyePVvExsYKp9Op1Zk0aZJo166d3zgrVqwQsiyLvLw8bdkHH3wgLBaL1s7EiRPFtdde67XeQw89JDIyMi5+oJfQjh07BABx7NgxIQS3WU2OHDniM3Gy2WzCYDCIJUuWaMsOHjwoAIisrCwhRGDjr6q+3otQ0L17dzFu3DjtZ4/HI5KTk8WMGTN81n/wwQdF//79vZb16NFDPProo0IIIVRVFUlJSeKNN97Qym02mzCZTOLTTz+thxHUn6qJUyBjC2Rfqaq+9ttgKSgoEADEhg0bhBD8XNZFbGys+Mc//nFZbDNeqqsDl8uFDz/8EDExMbj++usBAFlZWbBarejWrZtWLz09HbIsa5f0srKycMstt8BoNGp1MjIykJubi3PnzvmMlZWVhY4dOyIxMdFrHYfDgf3792t10tPTvdbLyMhAVlbWpRnwJWK32yFJEqxWKwBuswuRnZ0Nt9vt1ffU1FSkpKRofQ9k/FXV13sRbC6XC9nZ2V7bS5ZlpKen+32va9s3jhw5gry8PK86MTEx6NGjR8jvP7UJZGyB7CtV1dd+Gyx2ux3Ab1/Yzs9l7TweDxYvXozi4mKkpaVdFtuMiVMAli9fDrPZjIiICMycOROZmZlo2rQpACAvLw8JCQle9fV6PeLi4pCXl6fVqbwDANB+rqhTVSDr+KvjcDhQWlp6IUO95MrKyjBp0iQMHjxY+zJLbrO6y8vLg9Fo1JLPComJiRe9zerjvQi2X375BR6Px2e/67r/VN4OFcsCbTNcBDK2QPYVX+3Wx34bDKqq4sknn8RNN92E6667DgA/lzXZu3cvzGYzTCYTHnvsMXzxxRfo0KHDZbHNmDhVsnDhQpjNZu21adMmAMDvf/975OTkYOvWrejbty8efPBBFBQUBLm3ocHfNgPKbxR/8MEHIYTABx98EMRehpaathkRhaZx48Zh3759WLx4cbC7EhbatWuHnJwcbN++HWPHjsWIESNw4MCBYHfrkmDiVMmAAQOQk5OjvSpO+UVHR6NNmzbo2bMn5s6dC71ej7lz5wIAkpKSqiVRiqKgsLAQSUlJWp2qTwxU/FxRp6pA1vFXx2KxIDIyss7jvxD+tllF0nTs2DFkZmZqZ5sq+s1tVn2b1SQpKQkulws2m81reX5+/kVvs/p4L4KtadOm0Ol0Pvtd1/2n8naoWBZom+EikLEFsq/4arc+9tuGNn78eCxfvhzr1q3DlVdeqS3n59I/o9GINm3aoGvXrpgxYwauv/56vPPOO5fFNmPiVEmTJk3Qpk0b7eXvF6mqqnA6nQCAtLQ02Gw2ZGdna+Vr166Fqqro0aOHVmfjxo1wu91anczMTLRr1w6xsbE+Y6SlpWHv3r1eO0JFAtKhQwetzpo1a7zWy8zMRFpa2gWM/sL42mYVSdOhQ4ewevVqxMfHe63DbRbYflZZ165dYTAYvPqem5uL48ePa30PZPxV1dd7EWxGoxFdu3b12l6qqmLNmjV+3+va9o1WrVohKSnJq47D4cD27dsbdP+pD4GMLZB9par62m8bihAC48ePxxdffIG1a9eiVatWXuX8XAau4vfmZbHN6nQreSNTVFQkJk+eLLKyssTRo0fFrl27xKhRo4TJZNIeqxSi/BHILl26iO3bt4vNmzeLa665xusRSJvNJhITE8WwYcPEvn37xOLFi0VUVJTXI5BLly71urO/4nHMPn36iJycHLFy5UrRrFkzn4/WP/300+LgwYPi/fffD/qj9S6XSwwYMEBceeWVIicnR5w+fVp7VX6SgdvM29mzZ8Xu3bvFN998IwCIxYsXi927d4vTp09rdR577DGRkpIi1q5dK3bt2iXS0tJEWlqaVh7I+Ldv3y7atWsnTpw4oS27FO9FKFq8eLEwmUxi/vz54sCBA+KRRx4RVqtVe1Jn2LBh4plnntHqb9myRej1evHmm2+KgwcPiqlTp/qcjsBqtYovv/xS/PDDD+Luu+8Om+kIzp8/L3bv3i12794tAIi33npL7N69W3vaNZCx1bavnDhxQrRr105s375dW3Yp9ttgGTt2rIiJiRHr16/3OpaVlJRodfi5rO6ZZ54RGzZsEEeOHBE//PCDeOaZZ4QkSWLVqlVCiPDfZkycalBaWiruvfdekZycLIxGo2jevLkYMGCA2LFjh1e9s2fPisGDBwuz2SwsFosYNWqUOH/+vFedPXv2iF69egmTySSuuOIK8eqrr3qVz5s3T1TNY48ePSruuOMOERkZKZo2bSr+/Oc/C7fb7VVn3bp1onPnzsJoNIqrr75azJs379JtgAtQ8Ti9r9e6deu0etxm3irGUvU1depUrU5paan405/+JGJjY0VUVJS49957vRIrIWof/7p16wQAceTIEW3ZpXgvQtW7774rUlJShNFoFN27dxfbtm3Tym699VYxYsQIr/qff/65aNu2rTAajeLaa68V33zzjVe5qqri+eefF4mJicJkMonevXuL3NzchhjKRat476u+KrZBIGOrbV+p+PxX/qxfiv02WPwdyyofM/i5rO7hhx8WLVu2FEajUTRr1kz07t1bS5qECP9tJgkhRODnp4iIiIgaL97jRERERBQgJk5EREREAWLiRERERBQgJk5EREREAWLiRERERBQgJk5EREREAWLiRERERBQgJk5E1KjMnTsXffr0qfc4K1euROfOnaGqar3HIqKGw8SJiBqNsrIyPP/885g6dWq9x+rbty8MBgMWLlxY77GIqOEwcSKiRuPf//43LBYLbrrppgaJN3LkSMyaNatBYhFRw2DiRERh58yZM0hKSsIrr7yiLdu6dSuMRqPXt65XtXjxYtx1111ey2677TY8+eSTXsvuuecejBw5Uvv5qquuwksvvYThw4fDbDajZcuW+Oqrr3DmzBncfffdMJvN6NSpE3bt2uXVzl133YVdu3bh8OHDFz5YIgopTJyIKOw0a9YMH3/8MaZNm4Zdu3bh/PnzGDZsGMaPH4/evXv7XW/z5s3o1q3bBcWcOXMmbrrpJuzevRv9+/fHsGHDMHz4cAwdOhTff/89WrdujeHDh6Py13+mpKQgMTERmzZtuqCYRBR6mDgRUVjq168fxowZgyFDhuCxxx5DdHQ0ZsyY4be+zWaD3W5HcnLyBcd79NFHcc0112DKlClwOBy44YYb8MADD6Bt27aYNGkSDh48iPz8fK/1kpOTcezYsQuKSUShh4kTEYWtN998E4qiYMmSJVi4cCFMJpPfuqWlpQCAiIiIC4rVqVMn7d+JiYkAgI4dO1ZbVlBQ4LVeZGQkSkpKLigmEYUeJk5EFLYOHz6MU6dOQVVVHD16tMa68fHxkCQJ586dq7Vdj8dTbZnBYND+LUmS32VVpx8oLCxEs2bNao1JROGBiRMRhSWXy4WhQ4fioYcewosvvog//vGP1c72VGY0GtGhQwccOHCgWlnVy2s//fTTJeljWVkZDh8+jC5dulyS9ogo+Jg4EVFYevbZZ2G32zFr1ixMmjQJbdu2xcMPP1zjOhkZGdi8eXO15V9++SWWLl2Kw4cP4+WXX8aBAwdw7NgxnDx58qL6uG3bNphMJqSlpV1UO0QUOpg4EVHYWb9+Pd5++20sWLAAFosFsixjwYIF2LRpEz744AO/640ePRorVqyA3W73Wt6/f3+8/vrr6NChAzZu3IjZs2djx44dWLBgwUX189NPP8WQIUMQFRV1Ue0QUeiQROVnZ4mILnMPPPAAfve732Hy5MkAyudx6ty5M95+++1LGueXX35Bu3btsGvXLrRq1eqStk1EwcMzTkTUqLzxxhswm831Hufo0aOYPXs2kyaiywzPOBFRo1ZfZ5yI6PLExImIiIgoQLxUR0RERBQgJk5EREREAWLiRERERBQgJk5EREREAWLiRERERBQgJk5EREREAWLiRERERBQgJk5EREREAWLiRERERBQgJk5EREREAWLiRERERBQgJk5EREREAWLiRERERBQgJk5EREREAWLiRESXxPr16yFJEtavXx/srlAY27FjB4xGI44dO9bgsc+ePYvo6GisWLGiwWNT+GDiRER1Mnv2bMyfPz/Y3bggixYtwttvvx3sbvhVVFSEqVOnom/fvoiLi4MkSTVu64MHD6Jv374wm82Ii4vDsGHDcObMGa86p06dwtChQ9GuXTs0adIEVqsV3bt3xyeffAIhRK19qkiIfb22bdtWrf7WrVvRq1cvREVFISkpCU888QSKiooC3gbPPvssBg8ejJYtWwa8zqUSHx+PP/7xj3j++ecbPDaFD32wO0BE4WX27Nlo2rQpRo4c6bX8lltuQWlpKYxGY3A6FoBFixZh3759ePLJJ4PdFZ9++eUXTJ8+HSkpKbj++utrPHt34sQJ3HLLLYiJicErr7yCoqIivPnmm9i7d6921qaizRMnTuD+++9HSkoK3G43MjMzMXLkSOTm5uKVV14JqG9PPPEEbrjhBq9lbdq08fo5JycHvXv3Rvv27fHWW2/hxIkTePPNN3Ho0CF8++23tcbIycnB6tWrsXXr1oD6VB8ee+wxzJo1C2vXrsXtt98etH5QCBNEVGdFRUXB7kLQXHvtteLWW28NdjcuSP/+/UXLli2D3Q2/ysrKxOnTp4UQQuzcuVMAEPPmzfNZd+zYsSIyMlIcO3ZMW5aZmSkAiL///e+1xrrzzjtFdHS0UBSlxnrr1q0TAMSSJUtqbfOOO+4QzZs3F3a7XVv20UcfCQDiu+++q3X9J554QqSkpAhVVWutW5+uu+46MWzYsKD2gUIXL9VRo3fy5EmMHj0aycnJMJlMaNWqFcaOHQuXywUAmD9/PiRJwoYNG/CnP/0JCQkJuPLKK7X1Z8+ejWuvvRYmkwnJyckYN24cbDabV4xDhw5h4MCBSEpKQkREBK688koMGjQIdrtdq5OZmYlevXrBarXCbDajXbt2+Otf/1pr/wNZz+l0YurUqWjTpg1MJhNatGiBiRMnwul0VmvvX//6F7p3746oqCjExsbilltuwapVqwAAV111Ffbv348NGzZol2tuu+02AP7vcVqyZAm6du2KyMhING3aFEOHDsXJkye96owcORJmsxknT57EPffcA7PZjGbNmuEvf/kLPB5Prdvgyy+/RP/+/bX3sHXr1njxxRe91r3tttvwzTff4NixY1rfr7rqKr9tjhw50u8lqmnTptXapwthMpmQlJQUUN3//Oc/uPPOO5GSkqItS09PR9u2bfH555/Xuv5VV12FkpISbT8PxPnz56Eois8yh8OBzMxMDB06FBaLRVs+fPhwmM3mgPq0bNky3H777ZAkyWu5v21+1VVXeZ35rPisbt68GU888QSaNWsGq9WKRx99FC6XCzabDcOHD0dsbCxiY2MxceJEn5cr/+///g9ff/11QJcyqfHhpTpq1E6dOoXu3bvDZrPhkUceQWpqKk6ePIl///vfKCkp8brs9Kc//QnNmjXDlClTUFxcDACYNm0aXnjhBaSnp2Ps2LHIzc3FBx98gJ07d2LLli0wGAxwuVzIyMiA0+nE448/jqSkJJw8eRLLly+HzWZDTEwM9u/fjzvvvBOdOnXC9OnTYTKZ8L///Q9btmypsf+BrKeqKgYMGIDNmzfjkUceQfv27bF3717MnDkT//3vf7Fs2TKt7gsvvIBp06bhxhtvxPTp02E0GrF9+3asXbsWffr0wdtvv43HH38cZrMZzz77LAAgMTHRb//mz5+PUaNG4YYbbsCMGTOQn5+Pd955B1u2bMHu3bthtVq1uh6PBxkZGejRowfefPNNrF69Gn/729/QunVrjB07tsbtMH/+fJjNZkyYMAFmsxlr167FlClT4HA48MYbbwAov3fGbrfjxIkTmDlzJgDAbDb7bfPRRx9Fenq617KVK1di4cKFSEhI0Jb98ssvNfatQpMmTWAymQKqW5uTJ0+ioKAA3bp1q1bWvXt3nzc3l5aWori4GEVFRdiwYQPmzZuHtLQ0REZGBhRz1KhRKCoqgk6nw80334w33njDK/7evXuhKEq1PhmNRnTu3Bm7d++udUzHjx/H7373u4D6U5OKz9kLL7yAbdu24cMPP4TVasXWrVuRkpKCV155BStWrMAbb7yB6667DsOHD/dav2vXrpg5cyb279+P66677qL7Q5eZYJ/yIgqm4cOHC1mWxc6dO6uVVVwumDdvngAgevXq5XVZo6CgQBiNRtGnTx/h8Xi05e+9954AID7++GMhhBC7d++u9VLHzJkzBQBx5syZOvU/kPUWLFggZFkWmzZt8lo+Z84cAUBs2bJFCCHEoUOHhCzL4t577/UajxDC69KJv0t1FZd01q1bJ4QQwuVyiYSEBHHdddeJ0tJSrd7y5csFADFlyhRt2YgRIwQAMX36dK82u3TpIrp27VrzRhBClJSUVFv26KOPiqioKFFWVqYtu5hLdYcOHRIxMTHi//7v/7z2AwABvfxdcvOnpkt1FWX//Oc/q5U9/fTTAoDXuIUQYsaMGV796d27tzh+/Hit/diyZYsYOHCgmDt3rvjyyy/FjBkzRHx8vIiIiBDff/+9Vm/JkiUCgNi4cWO1Nh544AGRlJRUY5zVq1cLAOLrr7+uVgZATJ06tdryli1bihEjRmg/V3xWMzIyvPbZtLQ0IUmSeOyxx7RliqKIK6+80ue+vHXrVgFAfPbZZzX2mRonXqqjRktVVSxbtgx33XWXz7/cq14uGDNmDHQ6nfbz6tWr4XK58OSTT0KWZa96FosF33zzDQAgJiYGAPDdd9+hpKTEZ18qzrx8+eWXUFU14DEEst6SJUvQvn17pKam4pdfftFeFTe+rlu3DkD5ZRJVVTFlyhSv8QDVt0Ugdu3ahYKCAvzpT39CRESEtrx///5ITU3Vtk9ljz32mNfPN998M3766adaY1U+a3L+/Hn88ssvuPnmm1FSUoIff/yxzn2vqri4GPfeey9iY2Px6aefeu0HmZmZAb0yMjIuuh8VSktLAcDnGayKbV1Rp8LgwYORmZmJRYsW4Q9/+IPPOr7ceOON+Pe//42HH34YAwYMwDPPPINt27ZBkiRMnjw54D7VFuvs2bMAgNjY2Fr7VJvRo0d77bM9evSAEAKjR4/Wlul0OnTr1s3n/lXRh0DPJlLjwkt11GidOXMGDocj4FPxrVq18vq5Yp6Zdu3aeS03Go24+uqrtfJWrVphwoQJeOutt7Bw4ULcfPPNGDBgAIYOHaolVQ899BD+8Y9/4I9//COeeeYZ9O7dG/fddx/uv//+aklMZYGsd+jQIRw8eBDNmjXz2UZBQQEA4PDhw5BlGR06dAhoe9TG3/YBgNTUVGzevNlrWURERLU+xsbG4ty5c7XG2r9/P5577jmsXbsWDofDq6zyfWQXasyYMTh8+DC2bt2K+Ph4r7Kql/Nq4/F4qk0ZEBcXV6enESsSRV/3qJWVlXnVqdCyZUvtEf/BgwfjkUceQXp6OnJzcwO+XFehTZs2uPvuu7F06VJ4PB7odLpa+xRoDHEJ7iuqfN8X8NsfLy1atKi23Nf+VdGHC/mDgS5/TJyIAlTXXy6V/e1vf8PIkSPx5ZdfYtWqVXjiiScwY8YMbNu2DVdeeSUiIyOxceNGrFu3Dt988w1WrlyJzz77DLfffjtWrVrldYajap9qW09VVXTs2BFvvfWWzzaq/jIJFn9jrI3NZsOtt94Ki8WC6dOno3Xr1oiIiMD333+PSZMm1ekMni/vvPMOPv30U/zrX/9C586dq5Xn5eUF1E5MTAwiIyPx888/V0vC161bp91kH4jmzZsDAE6fPl2t7PTp04iLi6v1fqr7778fH330ETZu3HhBZ8NatGgBl8uF4uJiWCyWWvuUnJxcY3sVCWkgiXIFf0mWv33J13JfbVT0oWnTpgH3hRoPJk7UaDVr1gwWiwX79u27oPUr/nrPzc3F1VdfrS13uVw4cuRItTMRHTt2RMeOHfHcc89h69atuOmmmzBnzhy89NJLAABZltG7d2/07t0bb731Fl555RU8++yzWLduXY1nNWpbr3Xr1tizZw969+5d41/QrVu3hqqqOHDggM8EoUKgf4VX3j5V58PJzc29ZBMcrl+/HmfPnsXSpUtxyy23aMuPHDlSrW5dzyBs2rQJf/nLX/Dkk09iyJAhPutUJAy1mTdvHkaOHImkpCRkZmZ6lV1//fV16tcVV1yBZs2aYdeuXdXKduzYUeP7V6Hi0tmFnpH76aefEBERod1gf91110Gv12PXrl148MEHtXoulws5OTley3xJTU0F4Pt9A8ovwVZVcbb0UqvoQ/v27eulfQpvvMeJGi1ZlnHPPffg66+/9vkLqLZLBunp6TAajZg1a5ZX3blz58Jut6N///4Ayh/TrvoId8eOHSHLsnZZo7CwsFr7Fb/8fF36qBDIeg8++CBOnjyJjz76qFrdiietAOCee+6BLMuYPn16tbM0lccXHR1dbboFX7p164aEhATMmTPHawzffvstDh48qG2fi1VxFqFyH10uF2bPnl2tbnR0dMCJwunTp/Hggw+iV69e2pN5vtT1HqeIiAikp6d7vS7kvp6BAwdi+fLl+Pnnn7Vla9aswX//+1888MAD2rKqlwUrzJ07F5IkeT3F9ssvv+DHH3/0uhfP1/p79uzBV199hT59+miXhGNiYpCeno5//etfXknOggULUFRU5NUnX6644gq0aNHC52cRQLVpLr799luUlZXVy5QB2dnZiImJwbXXXnvJ26bwxzNO1Ki98sorWLVqFW699VbtUf3Tp09jyZIl2Lx5s9fj8lU1a9YMkydPxgsvvIC+fftiwIAByM3NxezZs3HDDTdg6NChAIC1a9di/PjxeOCBB9C2bVsoioIFCxZAp9Nh4MCBAIDp06dj48aN6N+/P1q2bImCggLMnj0bV155JXr16uW3D4GsN2zYMHz++ed47LHHsG7dOtx0003weDz48ccf8fnnn+O7775Dt27d0KZNGzz77LN48cUXcfPNN+O+++6DyWTCzp07kZycjBkzZgAof1T7gw8+wEsvvYQ2bdogISHB5wzLBoMBr732GkaNGoVbb70VgwcP1qYjuOqqq/DUU09d6Nvm5cYbb0RsbCxGjBiBJ554ApIkYcGCBT5/oXbt2hWfffYZJkyYgBtuuAFmsxl33XWXz3afeOIJnDlzBhMnTsTixYu9yjp16oROnToBqPs9TrV57733YLPZcOrUKQDA119/jRMnTgAof8y+4n6dv/71r1iyZAl+//vf4//9v/+HoqIivPHGG+jYsSNGjRqltffyyy9jy5Yt6Nu3L1JSUlBYWIj//Oc/2LlzJx5//HGv2b/fe+89vPDCC16XDh966CFERkbixhtvREJCAg4cOIAPP/wQUVFRePXVV736/vLLL+PGG2/UPk8nTpzA3/72N/Tp0wd9+/atdex33303vvjiCwghqp0dPHjwIPr164cBAwbg1KlTeOeddxATE4OtW7fi008/xeDBg+u+sf3IzMzEXXfdxXucyLfgPMxHFDqOHTsmhg8fLpo1ayZMJpO4+uqrxbhx44TT6RRC/PaIs68pC4Qon34gNTVVGAwGkZiYKMaOHSvOnTunlf/000/i4YcfFq1btxYREREiLi5O/P73vxerV6/W6qxZs0bcfffdIjk5WRiNRpGcnCwGDx4s/vvf/9bY90DXc7lc4rXXXhPXXnutMJlMIjY2VnTt2lW88MILXrM8CyHExx9/LLp06aLVu/XWW0VmZqZWnpeXJ/r37y+aNGkiAGiPc1edjqDCZ599prUXFxcnhgwZIk6cOOFVZ8SIESI6Orra+KZOnSoCOUxt2bJF9OzZU0RGRork5GQxceJE8d1331XrT1FRkfjDH/4grFarAFDj1AS33nqr36kFfD0af6m0bNnSb9wjR4541d23b5/o06ePiIqKElarVQwZMkTk5eV51Vm1apW48847RXJysjAYDKJJkybipptuEvPmzas2Q3fF9q68zd555x3RvXt3ERcXJ/R6vWjevLkYOnSoOHTokM/+b9q0Sdx4440iIiJCNGvWTIwbN044HI6Axv79998LANWmzgAgJkyYIB544AERGRkpmjdvLt577z0xZ84cERUVJf74xz8KIfx/VivGVXXaDl/73cGDBwUAr88nUWWSEJwalYiIQkPv3r2RnJyMBQsWaMskScLUqVPrbcb2yp588kls3LgR2dnZPONEPvEeJyIiChmvvPIKPvvsM206i4Z09uxZ/OMf/8BLL73EpIn84j1OREQUMnr06FGn78+7lOLj41FUVBSU2BQ+eMaJiIiIKEA840RERCGNt+JSKOEZJyIiIqIAMXEiIiIiChATJyIiIqIA8R6nBqSqKk6dOoUmTZrwUVciIqI6EELg/PnzSE5O1r7qJxiYODWgU6dO4aWXXsLnn39ep28AJyIiauxiY2Nx7tw5/Pzzz7jyyiuD1g8mTg2oSZMmAIDNmzcH9U0nIiIKNydOnMC1116r/S4NFiZODUiSJBiNRpjNZlgslmB3h4iIKGyYzWYACPqtLrw5vIEF87osERERXRyecWpgTqcTz722BpI+JthdISIfPnnnvmB3gYhCGE9/NDDOgEtERBS+mDgRERERBYiJExEREVGAQi5x2rhxI+666y4kJydDkiQsW7bMq1wIgSlTpqB58+aIjIxEeno6Dh065FWnsLAQQ4YMgcVigdVqxejRo1FUVFRj3LKyMowbNw7x8fEwm80YOHAg8vPzveocP34c/fv3R1RUFBISEvD0009DUZRLMm4iIiIKfSGXOBUXF+P666/H+++/77P89ddfx6xZszBnzhxs374d0dHRyMjIQFlZmVZnyJAh2L9/PzIzM7F8+XJs3LgRjzzySI1xn3rqKXz99ddYsmQJNmzYgFOnTuG++367SdTj8aB///5wuVzYunUrPvnkE8yfPx9Tpky5NAOnajzGUhRe873Xy2MsDXa3iIguiENxYOkvS71eDsUR7G5RHUkihO9WliQJX3zxBe655x4A5WebkpOT8ec//xl/+ctfAAB2ux2JiYmYP38+Bg0ahIMHD6JDhw7YuXMnunXrBgBYuXIl+vXrhxMnTiA5OblaHLvdjmbNmmHRokW4//77AQA//vgj2rdvj6ysLPTs2RPffvst7rzzTpw6dQqJiYkAgDlz5mDSpEk4c+YMjEZjreNxOByYOHEiSnQ9+FRdADzGUthbHvRaFnOsPXSuyCD1iBoDPlVH9cWhOLDattprWbo1HRY95/ULxPHjx9GyZUvY7fagzoUYcmecanLkyBHk5eUhPT1dWxYTE4MePXogKysLAJCVlQWr1aolTQCQnp4OWZaxfft2n+1mZ2fD7XZ7tZuamoqUlBSvdjt27KglTQCQkZEBh8OB/fv3X9JxEhERUWgKq3mc8vLyAMArean4uaIsLy8PCQkJXuV6vR5xcXFaHV/tGo1GWK3WGtv1Fbdyv6pyOp1wOp3azw4HT8kSERGFs7A64xRuZsyYgZiYGO3VokWLYHeJiIiILkJYJU5JSUkAUO1pt/z8fK0sKSkJBQUFXuWKoqCwsFCr46tdl8sFm81WY7u+4lbuV1WTJ0+G3W7XXj///HMAoyQiIqJQFVaJU6tWrZCUlIQ1a9ZoyxwOB7Zv3460tDQAQFpaGmw2G7Kzs7U6a9euhaqq6NGjh892u3btCoPB4NVubm4ujh8/7tXu3r17vZKyzMxMWCwWdOjQwWe7JpMJFovF60VEREThK+QSp6KiIuTk5CAnJwdA+Q3hOTk5OH78OCRJwpNPPomXXnoJX331Ffbu3Yvhw4cjOTlZe/Kuffv26Nu3L8aMGYMdO3Zgy5YtGD9+PAYNGqQ9UXfy5EmkpqZix44dAMpvMB89ejQmTJiAdevWITs7G6NGjUJaWhp69uwJAOjTpw86dOiAYcOGYc+ePfjuu+/w3HPPYdy4cTCZTA2+nYiIiKjhhdzN4bt27cLvf/977ecJEyYAAEaMGIH58+dj4sSJKC4uxiOPPAKbzYZevXph5cqViIiI0NZZuHAhxo8fj969e0OWZQwcOBCzZs3Syt1uN3Jzc1FSUqItmzlzplbX6XQiIyMDs2fP1sp1Oh2WL1+OsWPHIi0tDdHR0RgxYgSmT59ep/EZjUaUeOq8WYiIiCgEhPQ8Tpcbh8OBKVOmoNB9PedxCgDncaJg4DxOVF84j9PF4TxOjVTl6QmIiIgovDBxamA8wUdERBS+mDgRERERBYiJExEREVGAmDgRERERBYiJExEREVGAmDgRERERBYiJExEREVGAmDgRERERBYiJExEREVGAmDgRERERBYiJExEREVGAmDgRERERBYiJExEREVGAmDgRERERBYiJExEREVGAmDg1ML1eH+wuEBER0QVi4tTAmDgRERGFLyZODUxRlGB3gYiIiC4QE6cGxsSJiIgofDFxIiIiIgoQEyciIiKiADFxIiIiIgoQEyciIiKiADFxIiIiIgoQEyciIiKiADFxIiIiIgoQEyciIiKiAIVd4jRt2jRIkuT1Sk1N1crLysowbtw4xMfHw2w2Y+DAgcjPz6+xTSEEpkyZgubNmyMyMhLp6ek4dOiQV53CwkIMGTIEFosFVqsVo0ePRlFRUb2MkYiIiEJT2CVOAHDttdfi9OnT2mvz5s1a2VNPPYWvv/4aS5YswYYNG3Dq1Cncd999Nbb3+uuvY9asWZgzZw62b9+O6OhoZGRkoKysTKszZMgQ7N+/H5mZmVi+fDk2btyIRx55pN7GSERERKEnLL9xVq/XIykpqdpyu92OuXPnYtGiRbj99tsBAPPmzUP79u2xbds29OzZs9o6Qgi8/fbbeO6553D33XcDAP75z38iMTERy5Ytw6BBg3Dw4EGsXLkSO3fuRLdu3QAA7777Lvr164c333wTycnJ9ThaIiIiChVhecbp0KFDSE5OxtVXX40hQ4bg+PHjAIDs7Gy43W6kp6drdVNTU5GSkoKsrCyfbR05cgR5eXle68TExKBHjx7aOllZWbBarVrSBADp6emQZRnbt2+vU9/1+rDMVYmIiAhheMapR48emD9/Ptq1a4fTp0/jhRdewM0334x9+/YhLy8PRqMRVqvVa53ExETk5eX5bK9ieWJiot918vLykJCQ4FWu1+sRFxfnt10AcDqdcDqd2s8Oh6M8cXIHPFwiIiIKIWF3xumOO+7AAw88gE6dOiEjIwMrVqyAzWbD559/HuyuVTNjxgzExMRorxYtWkBRlGB3i4iIiC5Q2CVOVVmtVrRt2xb/+9//kJSUBJfLBZvN5lUnPz/f5z1RALTlVZ+8q7xOUlISCgoKvMoVRUFhYaHfdgFg8uTJsNvt2uvnn39m4kRERBTGwj5xKioqwuHDh9G8eXN07doVBoMBa9as0cpzc3Nx/PhxpKWl+Vy/VatWSEpK8lrH4XBg+/bt2jppaWmw2WzIzs7W6qxduxaqqqJHjx5++2YymWCxWLxeREREFL7CLnH6y1/+gg0bNuDo0aPYunUr7r33Xuh0OgwePBgxMTEYPXo0JkyYgHXr1iE7OxujRo1CWlqa1xN1qamp+OKLLwAAkiThySefxEsvvYSvvvoKe/fuxfDhw5GcnIx77rkHANC+fXv07dsXY8aMwY4dO7BlyxaMHz8egwYN4hN1REREjUjY3Rx+4sQJDB48GGfPnkWzZs3Qq1cvbNu2Dc2aNQMAzJw5E7IsY+DAgXA6ncjIyMDs2bO92sjNzYXdbtd+njhxIoqLi/HII4/AZrOhV69eWLlyJSIiIrQ6CxcuxPjx49G7d2+t/VmzZjXMoImIiCgkSEIIEexONBYOhwMTJ05Eia4HJH1MsLsT8jzGUthbHvRaFnOsPXSuyCD1iBqDT96pecJcogvlUBxYbVvttSzdmg6LnrdxBOL48eNo2bIl7HZ7UG99CbtLdURERETBwsSJiIiIKEBMnIiIiIgCxMSJiIiIKEBMnIiIiIgCxMSJiIiIKEBMnIiIiIgCxMSJiIiIKEBMnIiIiIgCxMSJiIiIKEBMnBqYJEnB7gIRERFdoDp/ye+RI0ewadMmHDt2DCUlJWjWrBm6dOmCtLQ0ry/FJd9MJhOK3cHuBREREV2IgBOnhQsX4p133sGuXbuQmJiI5ORkREZGorCwEIcPH0ZERASGDBmCSZMmoWXLlvXZ57Cmqmqwu0BENXA6FZhMdf6bkogaiYAu1XXp0gWzZs3CyJEjcezYMZw+fRrZ2dnYvHkzDhw4AIfDgS+//BKqqqJbt25YsmRJffc7bLlcrmB3gYhq8KfJyzH/s91wupRgd4WIQlBAf1a9+uqryMjI8FtuMplw22234bbbbsPLL7+Mo0ePXqr+ERE1KMWjYt3WIzhf5MTjo3sGuztEFGICSpxqSpqqio+PR3x8/AV3iIgoFOz64RSOnbCh5ZXWYHeFiELIBV/ILygoQEFBQbV7djp16nTRnSIiCgVMnIioqjonTtnZ2RgxYgQOHjwIIQSA8kfshRCQJAkej+eSd5KIKBjM0cZgd4GIQkydE6eHH34Ybdu2xdy5c5GYmMh5iYjoshTTxIRr2yUEuxtEFGLqnDj99NNP+M9//oM2bdrUR3+IiIIuMkKPP43sDpOR0xIQkbc6HxV69+6NPXv2MHEiosvSQ3dfhxu7pcBq4YS+RFRdnROnf/zjHxgxYgT27duH6667DgaDwat8wIABl6xzREQNrd/tbYPdBSIKYXVOnLKysrBlyxZ8++231cp4czgRERFdzuqcOD3++OMYOnQonn/+eSQmJtZHny57L03qjZSUlGB3I+Q5FAdW2yK9lqVb02HRW4LUIyIiauwC+sqVys6ePYunnnqKSRMRERE1OnVOnO677z6sW7euPvrSKHD6hvo3M/MzfLTxK5w5fy7YXSGiy1xhsQPztnyDV7/9lza3IV3e6nyprm3btpg8eTI2b96Mjh07Vrs5/IknnrhknbscmUymYHfhsvfxlhXIs5/F31Z9hjs7peHBG25Ht5apkOU6/51ARFSNEAK7j/8Xn+9ah6/2bMYvRXbERjXBX/oMgl7HKSwudxf0VJ3ZbMaGDRuwYcMGrzJJkpg41aLqV9RQ/Yg2RcLlceNf21dhSfZ6XJvcCn/okY67Ot2EmChzsLtHRGHofFkJvvlhKxbtyMQPPx9GmeJClDECZlNk7SvTZaPOidORI0fqox/14v3338cbb7yBvLw8XH/99Xj33XfRvXt3v/WXLFmC559/HkePHsU111yD1157Df369dPKhRCYOnUqPvroI9hsNtx000344IMPcM011wTcJ5fLhedeWwNJH3NRY2sMPMZS2Fse9Fr28U8nobpqvtz5s8sGDxSYpAgIoUcZXFhfuBfr9v2ACOkDpOjaoKW+LaxSPC+dUjX9br8Gt6ZdhaSEJsHuCoWIg6ePYsmudfjP9xtw5rwNQgDWqGjEm2MgSRJsJUUAgG0/HYCuhjPbQueBiBY87oS5S3ZO8fTp01iwYAEmTpx4qZq8KJ999hkmTJiAOXPmoEePHnj77beRkZGB3NxcJCRU/xqFrVu3YvDgwZgxYwbuvPNOLFq0CPfccw++//57XHfddQCA119/HbNmzcInn3yCVq1a4fnnn0dGRgYOHDiAiAhOllffnG4XthevgiKUGuupwgODVP4dY5IkQQ8D9JIBqlDhghP/VfbisOcg4uUEtNKl4grdVdBLhhrbpMZjxdpDWLXhMMaN6o7fdUwOdncoSMrcTqzavxOLdqzGjiMHUOJyIkJvQEITa7XLcXpZRmHJeQz6cFqNbUaZTJgwIgMJsXwyOJxJoo53sz388MM+lx87dgw7duzA+fPnL0nHLlaPHj1www034L333gNQfomsRYsWePzxx/HMM89Uq//QQw+huLgYy5cv15b17NkTnTt3xpw5cyCEQHJyMv785z/jL3/5CwDAbrcjMTER8+fPx6BBg2rtk8PhwMSJE1Gi68EzTgGoesap1OXEttz9kIUO+lpyflmq4a8+IaBAgUs4IUFCpBSFlrq2aKlvC4tsvVTdpzAXFWnA36b2RVQkk+rG5MiZU/jP9xvw+a61OHnuDFQIWCKiYTZF1nimSPF4IOD/16nT7UKJ24mJI/shuVmstpxTrATu+PHjaNmyJex2OyyW4G2zOp9xOnfO+0klj8eDn376CQcPHsTs2bMvWccuhsvlQnZ2NiZPnqwtk2UZ6enpyMrK8rlOVlYWJkyY4LUsIyMDy5YtA1B+iTIvLw/p6elaeUxMDHr06IGsrCyfiZPT6YTT6dR+djgc0Ov1iIwwQDLwYFwbj8EDxRCt/ayDAfHRsdAJPfTSpTlZqgoP3HChQBxFoXQC8VISrjFcB6scf0nap/AlAPzwYz46dUgKdleoARzK/xkfbfwa237ah2KXE0adHlc3TYHhEt3sXaa4YHKWQucxAe7fjv9lTg/0nprPolM5pzs0Jtiu8x7xxRdf+Fz+8ssvY9myZXj00UcvulMX65dffoHH46k211RiYiJ+/PFHn+vk5eX5rJ+Xl6eVVyzzV6eqGTNm4IUXXvBaNu3FGUho3QrGyCbQ6crPing8vm8Yr61ckiTIsgRVFX4fgw3nGEJS4TFdCQDQy3qoQkVa8o2Qfv2vMpO+/NKcU3H57oOsg17WQVE98KjeHz4BQECFUWeAJMnQe4yIlKIu2Tjq0gZjhFaMX0rc2HEwHzrZ95kGVQgIAUgSIPs5G+FRy2P7a6O2csZomBhnzpeiTUxHXPO76yFDggrVZxuyJEMn6eARHqjC935jkMsTI7fq9uqbR/UgrjgWUln58QqSiv0FRdBLpZdsHIGWh2OM844Sn3Ua2iW7x2nw4MF46aWXLlVzl4XJkyd7ncVyOBz48B/zUFrqgiLciImJhMuloLTU7XP9yEgDjEY9zp93+izX6WRYLBFwOMr8HvjDOYaQFLjk8psu4yPjUOZy4pfic5AFIFW5FBcXbUW0MQpni33P3WTUGXCltTlO2E7D5XEDAlB//Q+QoJf0uDruKsApw1mmogTVxxLK24ox6imGSQePKmD2c7lO8ag4X+JGkygD9Drfl4ftxS4Y9TIiTb4Pt6VOBS5FZYwgx0gxNUVTixmnz52Do7QMRwt/hoCAQaeHXqfT6hlkAxLMzVBQdMYrMaosMToBZUoZ7E6HtkxVVbg9CpLkKEDSQ1L1EEYnIowyDFXOoIf6tgpWDJc+NKaUuWSJ0549e9ClS5dL1dxFadq0KXQ6HfLz872W5+fnIynJ92n3pKSkGutX/D8/Px/Nmzf3qtO5c2efbZpMpmrzNqmqCo+iQlZUCCGgqgIexfdBveIvZX/lQPn9Oh6P6rdOOMdQZRWKWn4KWxUqPMIDp+KE8PFXXpQSAaPegGJ3MQBAB321+xE8QoVLcaNEKYWAChkyIqQoNJGsiJLNMIkIOIUCj+L7tHkobyvGuPQxkhLMiIwwwKmofg/6ACDLEvQ62W8dWZag+7WOLzpZ0tpgjODGsERGQS8Z4HR7kBRrxv8KTiLfUYgilwKdJMOoNwL68uORW3XD7SlPnFShotTlLD+1AsAaYUWRqxS20t/u+RVCQCfLEJIHkAUgBCCr0Osk6H3ckxnq2yoYMXS60Hgasc6JU9X7gIDy5OHLL79E//79vcrfeuuti+vdBTIajejatSvWrFmDe+65B0B5wrJmzRqMHz/e5zppaWlYs2YNnnzySW1ZZmYm0tLSAACtWrVCUlIS1qxZoyVKDocD27dvx9ixY+tzOPQrnSQjRrZC9XHZJUoywyhFwCLHolg9DwEVEn79K1GUH9hUqFCgQAcdzHIcmkgxMEqckJS86fUyrkiy4KoWVpQ6ee9JoyRJaBGXiBZxibCXFuHIL6fx05mTKHE5oarlyXZliscDo96Aq+KTAEgwGyxoEhGJeHO0Vz1ZBiKMBiA0btWhC1TnxGn37t0+l99www0oKChAQUEBgOB/tciECRMwYsQIdOvWDd27d8fbb7+N4uJijBo1CgAwfPhwXHHFFZgxYwYA4P/9v/+HW2+9FX/729/Qv39/LF68GLt27cKHH34IoHw8Tz75JF566SVcc8012nQEycnJWnIWqBu6XAFrbFOcK3LCpJcRFeH7NGdJmRtORcX1qb6/F1DxqLAXu9C+dVO/2Xo4x3ALF044y3dRqSwKQmdE92taa1MN+IpxY/vW+Hf2Org9Hhj1ergUBYqqwKjXIdoUgRvbdECL+ASfN3yG87ZijEsRQ8DjEb/+VRsaf9lS8MVEmtG5xTW4Lvlq/HwuH0d/yYeAQKmzDB54YNT9tn92b9UekiT73XfLj2knmTiFuTonTuHyPXUPPfQQzpw5gylTpiAvLw+dO3fGypUrtZu7jx8/7vUVHDfeeCMWLVqE5557Dn/9619xzTXXYNmyZdocTgAwceJEFBcX45FHHoHNZkOvXr2wcuVKzuEUglyKG4rqgUlvQOtmKWgVnwwZJsREm2o8rUyNmRQylwIo9Oh1OrRqmowWsYkosBXDYBD46cwJlLidUFUVEYbqf9DR5emy/lKd8ePH+700t379+mrLHnjgATzwwAN+25MkCdOnT8f06dMvVRepHkQaTIg0mHBN4pVoGZ8Ek96onX0gIro4EkwGIzpd2RrXXXEVjhfm41DBCbgUN3imsnEIKHHq27cvpk2bhp49e9ZY7/z585g9ezbMZjPGjRt3STp4udEbym88LClzQ1UFSl3+z9lWlJWU+X5yQ/n1OnuJU4He3+OgYRxDgQdw//pXnJAgKQaUOj1w+3jirXKMW6/pCkmSIQHwKECJ4r7stxVjMAZjBCdGsiURzS2JEELV7onzF6PimCYpv17CcxtRiurHtMt1W11sjLCax+mBBx7AwIEDERMTg7vuugvdunVDcnIyIiIicO7cORw4cACbN2/GihUr0L9/f7zxxhv13e+wpdPp4VYEnJWe4nHW8FRQTeUVNyi6FRUePztlOMdQhYDk8d5F3W4Bj+Q/zm8xvOtc7tuKMRiDMUIhhvc6VduoekyTPHq4Uf2YFvxxhGYMt1KnLzqpNwElTqNHj8bQoUOxZMkSfPbZZ/jwww9ht9sBlF++6tChAzIyMrBz5060b9++Xjsc7pxlpTj4Yz4MEaWIjYuC06mgxM8lpKhoI0wmPc4V+p70S6eXYbVGwmYr9fu4dTjHUGUFriY2AECzqKYoU8rgPGuHrFbfbUN5HIwRXjFuu7GV9u+KG9Bjzb6fvqy4BBwTbbzom9wZ4/KP4RYuOJwl5WedPHqIiBJYTLHVHngJ9XEEK4bkDo27iwLuhclkwtChQzF06FAA5d/TVlpaivj4eBj49SFERETUCFxw+hYTE4OYGH5RLRFdXtyKBwa9rvaKRNQo8bnsBhbk6a2IqBZbdhzHgf8W+P2aFiJq3ELjgiERUQgp+KUYiqKizdXxwe4KEYUYnnFqYH6+pJ2IQkyhrRSlZfzKFSLyxjNODUyWZej05S9ZlqD/9d++6H+tU1N55f/7jhe+MWRJhiqX76I6SQe9bIBHJ0GSq7cTyuNgjPCNUepUECkboPi5bFex3F85UP5ItqIK/238+t1njHH5x1CEAFS5/CUkQJWheASkKtMRhPo4ghXD4wmNMw+SEHU7BzJixAiMHj0at9xyS3316bLlcDgw6/2/o3nbW2CMbBLs7oQ8IQmoBqfXMtltgiR4oxg1jLjYKESY+PclXRqq8KBYLfZaFi1HQ5b4MEIgSs6fw4DbOsFut8NisQStH3U+ItjtdqSnp6Nly5YYNWoURowYgSuuuKI++nZZcjnLYLeXwODUw2qNhNvtQbGfeWqio40wGHSw2Up9luv1MsxmE4qKnFD8zFMTzjGEpMBldgAAmkbGw+lxwWlzQxLVd9tQHgdjhGcMo0FGSnIMFFUgJtr395ApHhXFZQqiI/R+56mxF7tg0MuI8pOAlTgVuBWVMRpBDLdwo8hVWj6Pk6qDMJXCbIyBQfKe0ifUxxG0GK7Q+COmzr1YtmwZzpw5gwULFuCTTz7B1KlTkZ6ejtGjR+Puu+/mnE61UFUVHkWFrKjlpx8V1e/kfIqiQqeT/ZZXruevTjjHUGUVilp+j4lHeKCobigePWS1ejuhPA7GCL8YBr2M9m0SoNfLUBW11i+G1utkv3VkWYJelvyW62UJnhrKGePyiSGEBMhq+UvIgKxCr5Ogl/z0JUTHEawYofIl3Bd0c3izZs0wYcIE7NmzB9u3b0ebNm0wbNgwJCcn46mnnsKhQ4cudT+JiBpE29bx6PG7K2Fp4ns2ZCJq3C7qqbrTp08jMzMTmZmZ0Ol06NevH/bu3YsOHTpg5syZl6qPREQNJjnRAj0nwCQiP+qcOLndbvznP//BnXfeiZYtW2LJkiV48skncerUKXzyySdYvXo1Pv/8c0yfPr0++ktEREQUNHW+x6l58+ZQVRWDBw/Gjh070Llz52p1fv/738NqtV6C7hERERGFjjonTjNnzsQDDzyAiIgIv3WsViuOHDlyUR0jIiIiCjV1nseJLpzD4cA7781B4jU3wxRpgSyXPyGgqr7fgkDLL0UboRhDSCo8xjIA5RNgAgCcBkii+hXmUB4HY4RXjJQrrdXWq9xWZZXXq63OxZYzRvjHUIUH5z3nyye/BABJoImuSbV5nEJ9HMGKUew4h7tu7Rh+8zjRxfF4FLhcCiAriIwsn7rB6fT9tQ61lev1MgwGHdxuj995asI5hpA8UOTyxCnaEP1rG25IovqNu6E8DsYIrximSrOIl7o81ZZVpqgCbkWFQS9D7+fAX1sbjNF4YihQIaBAUsr3O6FTYDBI0Fe53TjUxxGsGC59aExHwMSpgSluN0qLXVA8LphMejidCkr8TPAHACaT3m+5Ti/Dao1EcbHL7zw14RxDlRW4dEUAgAh9BMqUMjhL9JBV37ttqI6DMcIrRlSE91x0TkWttqyC4lFhV1yIMvmf4M+pqDDpZb9tMEbjieEWAoALAoDk0QMGFyJNOp8TYIbyOIIVw1UaGk+78kt+G5gUGgkzERERXQAmTkREREQBYuLUwHgrPhERUfhi4kREREQUICZORERERAHiU3UNTG8wIDLaCGOEEbIsaY9D+1JRFhVt9N3Wr49vRkcb/T5uHc4xhKSDyWgGUD6PU7QhGvoo1DgdQSiOgzHCK0ZJmVv7d8Wj0JWXVab8OsdMiVPx+7i1qgqtHV8Yo/HEUOAB3EZtOgK4jSiFB254xwr1cQQrhtPtv15DYuLUwHQ6PYxGPUym3zZ95X/74q+8YsIwg0EHnZ9HPcM5hpBk6PXeM9SbTL4nwLzQGHVpgzEaRwynjyTL1zLgt8n53IoKj59fDLW1wRiNJ4YqRPk0BL+SPHq4IeCRqtQL8XEEK4ZbCY2bhMMucRo5ciQ++eQTr2UZGRlYuXKl9nNhYSEef/xxfP3115BlGQMHDsQ777wDs9nst92ysjL8+c9/xuLFi+F0OpGRkYHZs2cjMTFRq3P8+HGMHTsW69atg9lsxogRIzBjxgzo9YFvRmdZKeznSmAo1SM2LqrGeWqioo0wmfQ4V1jis7xinhqbrdTvPDXhHEOVFbia2AAAzaKals/jdM73PE6hPA7GCK8Y16f+9pkvKXPDqaiINZt8rq94VNiLXYiJNvqdp+ZckbPGeWoYo/HEcAsXHM6S8rNOHj1ERAksplgYJO+zpqE+jmDFkNyhkbKE5T1Offv2xenTp7XXp59+6lU+ZMgQ7N+/H5mZmVi+fDk2btyIRx55pMY2n3rqKXz99ddYsmQJNmzYgFOnTuG+++7Tyj0eD/r37w+Xy4WtW7fik08+wfz58zFlypR6GSMRERGFntBI3+rIZDIhKSnJZ9nBgwexcuVK7Ny5E926dQMAvPvuu+jXrx/efPNNJCcnV1vHbrdj7ty5WLRoEW6//XYAwLx589C+fXts27YNPXv2xKpVq3DgwAGsXr0aiYmJ6Ny5M1588UVMmjQJ06ZNg9Ho+z4LIiIiunyE5Rmn9evXIyEhAe3atcPYsWNx9uxZrSwrKwtWq1VLmgAgPT0dsixj+/btPtvLzs6G2+1Genq6tiw1NRUpKSnIysrS2u3YsaPXpbuMjAw4HA7s37//Ug+RiIiIQlDYnXHq27cv7rvvPrRq1QqHDx/GX//6V9xxxx3IysqCTqdDXl4eEhISvNbR6/WIi4tDXl6ezzbz8vJgNBphtVq9licmJmrr5OXleSVNFeUVZb44nU44nU7tZ4fDUaexEhERUWgJ6TNOCxcuhNls1l6bNm3CoEGDMGDAAHTs2BH33HMPli9fjp07d2L9+vXB7m41M2bMQExMjPZq0aJFsLtEREREFyGkzzgNGDAAPXr00H6+4oorqtW5+uqr0bRpU/zvf/9D7969kZSUhIKCAq86iqKgsLDQ731RSUlJcLlcsNlsXmed8vPztXWSkpKwY8cOr/Xy8/O1Ml8mT56MCRMmaD87HA58+I950Oll6PQyZFmC/td/+6L/tU5N5ZX/70s4x5AlGapcvovqJB30sgEenQRJrt5OKI+DMcIrhuL57Qk8RRVQVeG1rLKK5f7KgfJHspWa2mCMRhNDEQJQ5fKXkABVhuIRkKpMRxDq4whWDI8nNKYjkIQI729PO3HiBFJSUrBs2TIMGDAABw8eRIcOHbBr1y507doVALBq1Sr07dsXJ06c8HtzeLNmzfDpp59i4MCBAIDc3FykpqYiKysLPXv2xLfffos777wTp0+f1i4Ffvjhh3j66adRUFAAk8n345iVORwOzHr/72je9hYYI5tcwq1weRKSgGpwei2T3SZIoub5QIguRnKSJdhdoMuUKjwoVou9lkXL0ZCl6pP6UnUl589hwG2dYLfbYbEE73Ma0mecqioqKsILL7yAgQMHIikpCYcPH8bEiRPRpk0bZGRkAADat2+Pvn37YsyYMZgzZw7cbjfGjx+PQYMGaUnTyZMn0bt3b/zzn/9E9+7dERMTg9GjR2PChAmIi4uDxWLB448/jrS0NPTs2RMA0KdPH3To0AHDhg3D66+/jry8PDz33HMYN25cQElTBZezDHZ7CQxOPazWSLjdHhT7macmOtoIg0EHm63UZ7leL8NsNqGoyOl3ZuRwjiEkBS5z+X1hTSPj4fS44LS5IYnqu20oj4MxwitG+9ZNtX+XOBW4FRUxfmYnVzwqissUREfo/c5TYy92waCXEeVnok7GaDwx3MKNIldp+TxOqg7CVAqzMQYGyXsOo1AfR9BiuEIjZQmNXgRIp9Phhx9+wCeffAKbzYbk5GT06dMHL774olfysnDhQowfPx69e/fWJsCcNWuWVu52u5Gbm4uSkt8mzps5c6ZWt/IEmJVjL1++HGPHjkVaWhqio6MxYsQITJ8+vU5jUFUVHkWFrKjlpx8V1e/kfIqiQqeT/ZZXruevTjjHUGUViqoAADzCA0V1Q/HoIavV2wnlcTBGeMWofIDXyxI8suT3oF95HX91ZFmCvoY2GKPxxBBCAmS1/CVkQFah10nQS376EqLjCFYMnS40rjaEVeIUGRmJ7777rtZ6cXFxWLRokd/yq666ClWvUEZEROD999/H+++/73e9li1bYsWKFYF3mIiIiC4rIf1U3eUoNPJlIiIiuhBMnBqYxMyJiIgobDFxamDh/QwjERFR48bEqYExbyIiIgpfYT+PUzhxOBx45705SLzmZpgiLZDl8ut2qur7LQi0/FK0EYoxhKTCYywDUD4BJgDAaYAkquf7oTwOxgivGClXWqutV7mtyiqvV1udiy1njPCPoQoPznvOl09+CQCSQBNdk2rzOIX6OIIVo9hxDnfd2pHzODU2Ho8Cl0sBZAWRkeVzdzidis+6tZXr9TIMBh3cbo/feWrCOYaQPFDk8sQp2hD9axtuSKL6ZHGhPA7GCK8YpkqziJe6PNWWVaaoAm5FhUEvQ+/nwF9bG4zReGIoUCGgQFLK9zuhU2AwSNBXufgT6uMIVgyXPjRuEmbi1MAUtxulxS4oHhdMJj2cTgUlfib4AwCTSe+3XKeXYbVGorjY5XeemnCOocoKXLoiAECEPgJlShmcJXrIqu/dNlTHwRjhFSMqwnsyQqeiVltWQfGosCsuRJn8T/DnVFSY9LLfNhij8cRwCwHABQFA8ugBgwuRJp3PCTBDeRzBiuEqDY0Z1nmPExEREVGAmDgRERERBYiJExEREVGAmDgRERERBYiJExEREVGA+FRdA9MbDIiMNsIYYYQsS9rj0L5UlEVFG3239evjm9HRRr+PW4dzDCHpYDKaAZTP4xRtiIY+CjVORxCK42CM8IpRUubW/l3xKHTlZZUpv84xU+JU/D5urapCa8cXxmg8MRR4ALdRm44AbiNK4YEb3rFCfRzBiuF0+6/XkJg4NTCdTg+jUQ+T6bdNX/nfvvgrr5gwzGDQQefnUc9wjiEkGXp9RJU2fE+AeaEx6tIGYzSOGE4fSZavZcBvk/O5FRUeP78YamuDMRpPDFWI8mkIfiV59HBDwCNVqRfi4whWDLcSGvN1M3FqYM6yUtjPlcBQqkdsXFSN89RERRthMulxrrDEZ3nFPDU2W6nfeWrCOYYqK3A1sQEAmkU1LZ/H6ZzveZxCeRyMEV4xrk9N1P5dUuaGU1ERazb5XF/xqLAXuxATbfQ7T825ImeN89QwRuOJ4RYuOJwl5WedPHqIiBJYTLEwSN5nTUN9HMGKIblDI2XhPU4NLDTmPSUiIqILwcSpgUnMnIiIiMIWE6cGxq9UJiIiCl9MnBoY8yYiIqLwxcSJiIiIKEChcYt6IyLLMnT68pcsS9D/+m9f9L/Wqam88v99xwvfGLIkQ5XLd1GdpINeNsCjkyDJ1dsJ5XEwRnjFUDy/PYGnqAKqKryWVVax3F85UP5ItlJTG4zRaGIoQgCqXP4SEqDKUDwCUpXpCEJ9HMGK4fGExjUbSQjeddNQHA4HZr3/dzRvewuMkU2C3Z2QJyQB1eD0Wia7TZAE77Cn+pOcZAl2F+gypQoPitVir2XRcjRkqfqkvlRdyflzGHBbJ9jtdlgswfuc8oxTA3M5y2C3l8Dg1MNqjYTb7UGxn3lqoqONMBh0sNlKfZbr9TLMZhOKipx+Z0YO5xhCUuAyOwAATSPj4fS44LS5IYnqu20oj4MxwitG+9ZNtX+XOBW4FRUxfmYnVzwqissUREfo/c5TYy92waCXEeVnok7GaDwx3MKNIldp+TxOqg7CVAqzMQYGyXsOo1AfR9BiuEIjZQmNXjQiqqrCo6iQFbX89KOi+p2cT1FU6HSy3/LK9fzVCecYqqxCURUAgEd4oKhuKB49ZLV6O6E8DsYIrxiVD/B6WYJHlvwe9Cuv46+OLEvQ19AGYzSeGEJIgKyWv4QMyCr0Ogl6yU9fQnQcwYqh04XG1QbeHE5EREQUICZORERERAFi4kREREQUICZORERERAEKqcRp6dKl6NOnD+Lj4yFJEnJycqrVKSsrw7hx4xAfHw+z2YyBAwciPz/fq87x48fRv39/REVFISEhAU8//TQURakxdmFhIYYMGQKLxQKr1YrRo0ejqKjIq84PP/yAm2++GREREWjRogVef/31ix4zERERhY+QmsdpwYIFOHLkCJKTkzFmzBjs3r0bnTt39qozduxYfPPNN5g/fz5iYmIwfvx4yLKMLVu2AAA8Hg86d+6MpKQkvPHGGzh9+jSGDx+OMWPG4JVXXvEb+4477sDp06fx97//HW63G6NGjcINN9yARYsWASifg6lt27ZIT0/H5MmTsXfvXjz88MN4++238cgjjwQ0PofDgXfem4PEa26GKdICWS5/QkBVfb8FgZZfijZCMYaQVHiMZQDKJ8AEADgNkET1fD+Ux8EY4RUj5UprtfUqt1VZ5fVqq3Ox5YwR/jFU4cF5z/nyyS8BQBJoomtSbR6nUB9HsGIUO87hrls7Bn0ep5BKnCocPXoUrVq1qpY42e12NGvWDIsWLcL9998PAPjxxx/Rvn17ZGVloWfPnvj2229x55134tSpU0hMTAQAzJkzB5MmTcKZM2dgNFafb+LgwYPo0KEDdu7ciW7dugEAVq5ciX79+uHEiRNITk7GBx98gGeffRZ5eXlaG8888wyWLVuGH3/8MaBxORwOvPXOe2h69c0wRlgQGVk+d0dpqdtn/drK9XoZBoMObrfH7zw14RxDSB4okeWTxUUbogEATgcgieqTxYXyOBgjvGJc1y5B+3epy1Nez+h7gkJFFXArKgx6GXo/B/7a2mCMxhNDgYKz7kJISvl+J/RuxBvioK8yM1CojyNYMc47CtH3puuCnjiF1TxO2dnZcLvdSE9P15alpqYiJSVFS5yysrLQsWNHLWkCgIyMDIwdOxb79+9Hly5dqrWblZUFq9WqJU0AkJ6eDlmWsX37dtx7773IysrCLbfc4pV4ZWRk4LXXXsO5c+cQGxsb0BgUtxulxS4oHhdMJj2cTgUlfib4AwCTSe+3XKeXYbVGorjY5XeemnCOocoKXLryy6UR+giUKWVwlughq75321AdB2OEV4yoCO/JCJ2KWm1ZBcWjwq64EGXyP8GfU1Fh0st+22CMxhPDLQQAFwQAyaMHDC5EmnQ+J8AM5XEEK4arNDRmWA+rxKnibI/VavVanpiYiLy8PK1O5aSporyizF+7CQkJXsv0ej3i4uK82m3VqpXfdn0lTk6nE07nb18Z4nA4ahsiERERhbCg3Ry+cOFCmM1m7bVp06ZgdaXezJgxAzExMdqrRYsWwe4SERERXYSgJU4DBgxATk6O9qp8mcyfpKQkuFwu2Gw2r+X5+flISkrS6lR9yq7i54o6vtotKCjwWqYoCgoLCy+q3cmTJ8Nut2uvn3/+GVJozBhPREREFyBoiVOTJk3Qpk0b7RUZGVnrOl27doXBYMCaNWu0Zbm5uTh+/DjS0tIAAGlpadi7d69XIpSZmQmLxYIOHTr4bDctLQ02mw3Z2dnasrVr10JVVfTo0UOrs3HjRrjdv91EmpmZiXbt2vm9v8lkMsFisXi9iIiIKHyF1DxOhYWFyMnJwYEDBwCUJ0U5OTnafUYxMTEYPXo0JkyYgHXr1iE7OxujRo1CWloaevbsCQDo06cPOnTogGHDhmHPnj347rvv8Nxzz2HcuHEwmUwAgB07diA1NRUnT54EALRv3x59+/bFmDFjsGPHDmzZsgXjx4/HoEGDkJycDAD4wx/+AKPRiNGjR2P//v347LPP8M4772DChAl1GmPoPcMYumRVjwh7U0TYm0LvjIKhxOL3xnAiolBnkIxoFdEKiYYExOitaBXRCgap+pPeFNpC6rfQV199hVGjRmk/Dxo0CAAwdepUTJs2DQAwc+ZMyLKMgQMHwul0IiMjA7Nnz9bW0el0WL58OcaOHYu0tDRER0djxIgRmD59ulanpKQEubm5XmePFi5ciPHjx6N3795a+7NmzdLKY2JisGrVKowbNw5du3ZF06ZNMWXKlIDncKqgNxgQGW2EMcIIWZa0x6F9qSiLivb9wdLry/Pe6Gij38etGYMxGKNuMUrKfjsuVDwKXXlZZcqvc8yUOBW/j1urqtDa8YUxGIMxAovhdPuv15BCch6nyxUnwGQMxgj9GJwAkzEYIzRjhMoEmCF1xqkxcJaVwn6uBIZSPWLjomqcpyYq2giTSY9zhSU+yyvmqbHZSv3OU8MYjMEYdYtxfepv05mUlLnhVFTEmk0+11c8KuzFLsREG/3OU3OuyFnjPDWMwRiMEVgMyR0aKUtI3eNEREREFMqYOBEREREFKDTOezUyN3S5AtbYpgGfoqx86aCyitOg7Vs3vejToIzBGIxBRFQ7nnEiIiIiChATJyIiIqIA8VJdAxJCQJZlOJ0ulJY5oSgKICRI8P3Ej9PtgeIRKC3z3Z5HFVBVD8qcLuj8PMrJGIzBGIzBGIxxOcRwOsuffg32LEqcx6kB/fTTT2jdunWwu0FERBS2Dh8+jKuvvjpo8XnGqQHFxcUBAI4fP46YmJgg9yZ8OBwOtGjRAj///DO/7y9A3GYXhtut7rjN6o7b7MLY7XakpKRov0uDhYlTA5Ll8lvKYmJi+GG5APyi5LrjNrsw3G51x21Wd9xmF6bid2nQ4gc1OhEREVEYYeJEREREFCAmTg3IZDJh6tSpMJl8f68P+cbtVnfcZheG263uuM3qjtvswoTKduNTdUREREQB4hknIiIiogAxcSIiIiIKEBMnIiIiogAxcarFtGnTkJqaiujoaMTGxiI9PR3bt2/3qlNYWIghQ4bAYrHAarVi9OjRKCoq8qrzww8/4Oabb0ZERARatGiB119/vdbYx48fR//+/REVFYWEhAQ8/fTT5dPTV7J+/Xr87ne/g8lkQps2bTB//vyLHvPFcLvdmDRpEjp27Ijo6GgkJydj+PDhOHXqlFc9bjNvS5cuRZ8+fRAfHw9JkpCTk1OtTllZGcaNG4f4+HiYzWYMHDgQ+fn5XnUCGX9V9fVehIL3338fV111FSIiItCjRw/s2LGjxvpLlixBamoqIiIi0LFjR6xYscKrXAiBKVOmoHnz5oiMjER6ejoOHTpUn0O4ZDZu3Ii77roLycnJkCQJy5Yt8yoPZGyB7CtV1dd+2xBmzJiBG264AU2aNEFCQgLuuece5ObmetXh57K6Dz74AJ06ddLmqUpLS8O3336rlYf9NhNUo4ULF4rMzExx+PBhsW/fPjF69GhhsVhEQUGBVqdv377i+uuvF9u2bRObNm0Sbdq0EYMHD9bK7Xa7SExMFEOGDBH79u0Tn376qYiMjBR///vf/cZVFEVcd911Ij09XezevVusWLFCNG3aVEyePFmr89NPP4moqCgxYcIEceDAAfHuu+8KnU4nVq5cWT8bIwA2m02kp6eLzz77TPz4448iKytLdO/eXXTt2tWrHreZt3/+85/ihRdeEB999JEAIHbv3l2tzmOPPSZatGgh1qxZI3bt2iV69uwpbrzxRq08kPH7Uh/vRShYvHixMBqN4uOPPxb79+8XY8aMEVarVeTn5/usv2XLFqHT6cTrr78uDhw4IJ577jlhMBjE3r17tTqvvvqqiImJEcuWLRN79uwRAwYMEK1atRKlpaUNNawLtmLFCvHss8+KpUuXCgDiiy++8CoPZGy17Su+1Nd+2xAyMjLEvHnzxL59+0ROTo7o16+fSElJEUVFRVodfi6r++qrr8Q333wj/vvf/4rc3Fzx17/+VRgMBrFv3z4hRPhvMyZOdWS32wUAsXr1aiGEEAcOHBAAxM6dO7U63377rZAkSZw8eVIIIcTs2bNFbGyscDqdWp1JkyaJdu3a+Y2zYsUKIcuyyMvL05Z98MEHwmKxaO1MnDhRXHvttV7rPfTQQyIjI+PiB3oJ7dixQwAQx44dE0Jwm9XkyJEjPhMnm80mDAaDWLJkibbs4MGDAoDIysoSQgQ2/qrq670IBd27dxfjxo3TfvZ4PCI5OVnMmDHDZ/0HH3xQ9O/f32tZjx49xKOPPiqEEEJVVZGUlCTeeOMNrdxmswmTySQ+/fTTehhB/amaOAUytkD2larqa78NloKCAgFAbNiwQQjBz2VdxMbGin/84x+XxTbjpbo6cLlc+PDDDxETE4Prr78eAJCVlQWr1Ypu3bpp9dLT0yHLsnZJLysrC7fccguMRqNWJyMjA7m5uTh37pzPWFlZWejYsSMSExO91nE4HNi/f79WJz093Wu9jIwMZGVlXZoBXyJ2ux2SJMFqtQLgNrsQ2dnZcLvdXn1PTU1FSkqK1vdAxl9Vfb0XweZyuZCdne21vWRZRnp6ut/3urZ948iRI8jLy/OqExMTgx49eoT8/lObQMYWyL5SVX3tt8Fit9sB/Pa9o/xc1s7j8WDx4sUoLi5GWlraZbHNmDgFYPny5TCbzYiIiMDMmTORmZmJpk2bAgDy8vKQkJDgVV+v1yMuLg55eXlanco7AADt54o6VQWyjr86DocDpaWlFzLUS66srAyTJk3C4MGDte9k4jaru7y8PBiNRi35rJCYmHjR26w+3otg++WXX+DxeHz2u677T+XtULEs0DbDRSBjC2Rf8dVufey3waCqKp588kncdNNNuO666wDwc1mTvXv3wmw2w2Qy4bHHHsMXX3yBDh06XBbbjIlTJQsXLoTZbNZemzZtAgD8/ve/R05ODrZu3Yq+ffviwQcfREFBQZB7Gxr8bTOg/EbxBx98EEIIfPDBB0HsZWipaZsRUWgaN24c9u3bh8WLFwe7K2GhXbt2yMnJwfbt2zF27FiMGDECBw4cCHa3LgkmTpUMGDAAOTk52qvilF90dDTatGmDnj17Yu7cudDr9Zg7dy4AICkpqVoSpSgKCgsLkZSUpNWp+sRAxc8VdaoKZB1/dSwWCyIjI+s8/gvhb5tVJE3Hjh1DZmam1zeAc5v53mY1SUpKgsvlgs1m81qen59/0dusPt6LYGvatCl0Op3Pftd1/6m8HSqWBdpmuAhkbIHsK77arY/9tqGNHz8ey5cvx7p163DllVdqy/m59M9oNKJNmzbo2rUrZsyYgeuvvx7vvPPOZbHNmDhV0qRJE7Rp00Z7+ftFqqoqnE4nACAtLQ02mw3Z2dla+dq1a6GqKnr06KHV2bhxI9xut1YnMzMT7dq1Q2xsrM8YaWlp2Lt3r9eOUJGAdOjQQauzZs0ar/UyMzORlpZ2AaO/ML62WUXSdOjQIaxevRrx8fFe63CbBbafVda1a1cYDAavvufm5uL48eNa3wMZf1X19V4Em9FoRNeuXb22l6qqWLNmjd/3urZ9o1WrVkhKSvKq43A4sH379gbdf+pDIGMLZF+pqr7224YihMD48ePxxRdfYO3atWjVqpVXOT+Xgav4vXlZbLM63UreyBQVFYnJkyeLrKwscfToUbFr1y4xatQoYTKZtMcqhSh/BLJLly5i+/btYvPmzeKaa67xegTSZrOJxMREMWzYMLFv3z6xePFiERUV5fUI5NKlS73u7K94HLNPnz4iJydHrFy5UjRr1szno/VPP/20OHjwoHj//feD/mi9y+USAwYMEFdeeaXIyckRp0+f1l6Vn2TgNvN29uxZsXv3bvHNN98IAGLx4sVi9+7d4vTp01qdxx57TKSkpIi1a9eKXbt2ibS0NJGWlqaVBzL+7du3i3bt2okTJ05oyy7FexGKFi9eLEwmk5g/f744cOCAeOSRR4TVatWe1Bk2bJh45plntPpbtmwRer1evPnmm+LgwYNi6tSpPqcjsFqt4ssvvxQ//PCDuPvuu8NmOoLz58+L3bt3i927dwsA4q233hK7d+/WnnYNZGy17SsnTpwQ7dq1E9u3b9eWXYr9NljGjh0rYmJixPr1672OZSUlJVodfi6re+aZZ8SGDRvEkSNHxA8//CCeeeYZIUmSWLVqlRAi/LcZE6calJaWinvvvVckJycLo9EomjdvLgYMGCB27NjhVe/s2bNi8ODBwmw2C4vFIkaNGiXOnz/vVWfPnj2iV69ewmQyiSuuuEK8+uqrXuXz5s0TVfPYo0ePijvuuENERkaKpk2bij//+c/C7XZ71Vm3bp3o3LmzMBqN4uqrrxbz5s27dBvgAlQ8Tu/rtW7dOq0et5m3irFUfU2dOlWrU1paKv70pz+J2NhYERUVJe69916vxEqI2se/bt06AUAcOXJEW3Yp3otQ9e6774qUlBRhNBpF9+7dxbZt27SyW2+9VYwYMcKr/ueffy7atm0rjEajuPbaa8U333zjVa6qqnj++edFYmKiMJlMonfv3iI3N7chhnLRKt77qq+KbRDI2GrbVyo+/5U/65divw0Wf8eyyscMfi6re/jhh0XLli2F0WgUzZo1E71799aSJiHCf5tJQggR+PkpIiIiosaL9zgRERERBYiJExEREVGAmDgRERERBYiJExEREVGAmDgRERERBYiJExEREVGAmDgRERERBYiJExEREVGAmDgRUaMyd+5c9OnTp97jrFy5Ep07d4aqqvUei4gaDhMnImo0ysrK8Pzzz2Pq1Kn1Hqtv374wGAxYuHBhvccioobDxImIGo1///vfsFgsuOmmmxok3siRIzFr1qwGiUVEDYOJExGFnTNnziApKQmvvPKKtmzr1q0wGo1Ys2aN3/UWL16Mu+66y2vZbbfdhieffNJr2T333IORI0dqP1911VV46aWXMHz4cJjNZrRs2RJfffUVzpw5g7vvvhtmsxmdOnXCrl27vNq56667sGvXLhw+fPjCB0tEIYWJExGFnWbNmuHjjz/GtGnTsGvXLpw/fx7Dhg3D+PHj0bt3b7/rbd68Gd26dbugmDNnzsRNN92E3bt3o3///hg2bBiGDx+OoUOH4vvvv0fr1q0xfPhwVP7e9JSUFCQmJmLTpk0XFJOIQg8TJyIKS/369cOYMWMwZMgQPPbYY4iOjsaMGTP81rfZbLDb7UhOTr7geI8++iiuueYaTJkyBQ6HAzfccAMeeOABtG3bFpMmTcLBgweRn5/vtV5ycjKOHTt2QTGJKPQwcSKisPXmm29CURQsWbIECxcuhMlk8lu3tLQUABAREXFBsTp16qT9OzExEQDQsWPHassKCgq81ouMjERJSckFxSSi0MPEiYjC1uHDh3Hq1CmoqoqjR4/WWDc+Ph6SJOHcuXO1tuvxeKotMxgM2r8lSfK7rOr0A4WFhWjWrFmtMYkoPDBxIqKw5HK5MHToUDz00EN48cUX8cc//rHa2Z7KjEYjOnTogAMHDlQrq3p57aeffrokfSwrK8Phw4fRpUuXS9IeEQUfEyciCkvPPvss7HY7Zs2ahUmTJqFt27Z4+OGHa1wnIyMDmzdvrrb8yy+/xNKlS3H48GG8/PLLOHDgAI4dO4aTJ09eVB+3bdsGk8mEtLS0i2qHiEIHEyciCjvr16/H22+/jQULFsBisUCWZSxYsACbNm3CBx984He90aNHY8WKFbDb7V7L+/fvj9dffx0dOnTAxo0bMXv2bOzYsQMLFiy4qH5++umnGDJkCKKioi6qHSIKHZKo/OwsEdFl7oEHHsDvfvc7TJ48GUD5PE6dO3fG22+/fUnj/PLLL2jXrh127dqFVq1aXdK2iSh4eMaJiBqVN954A2azud7jHD16FLNnz2bSRHSZ4RknImrU6uuMExFdnpg4EREREQWIl+qIiIiIAsTEiYiIiChATJyIiIiIAsTEiYiIiChATJyIiIiIAsTEiYiIiChATJyIiIiIAsTEiYiIiChATJyIiIiIAvT/AQgBRJvwSXHxAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 800x800 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# z-planes upper, mid, and lower\n",
    "fig, ax = plt.subplots(3, 1, figsize=(8, 8), tight_layout=True)\n",
    "tcm.plot_sim(z=TL + TM / 2, ax=ax[0], monitor_alpha=0)\n",
    "tcm.plot_sim(z=-H / 2, ax=ax[1], monitor_alpha=0)\n",
    "tcm.plot_sim(z=-H - TL - TM / 2, ax=ax[2], monitor_alpha=0)\n",
    "for axis in ax:\n",
    "    axis.set_ylim(-WS - G - WG, WS + G + WG)\n",
    "    axis.set_xlim(-sim_LX / 2, sim_LX / 2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "59c71488-dbc4-49d2-b870-738b7d5b50e2",
   "metadata": {},
   "source": [
    "We check the grid resolution around the TSV structures."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "223bd788-dd7a-46f3-bdf8-2073368f273d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:54.002371Z",
     "iopub.status.busy": "2025-12-05T22:29:54.002259Z",
     "iopub.status.idle": "2025-12-05T22:29:54.524322Z",
     "shell.execute_reply": "2025-12-05T22:29:54.523994Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 6), tight_layout=True)\n",
    "tcm.plot_sim(z=-H / 2, ax=ax[0], monitor_alpha=0)\n",
    "sim.plot_grid(z=-H / 2, ax=ax[0])\n",
    "ax[0].set_ylim(-40, 40)\n",
    "ax[0].set_xlim(-40, 40)\n",
    "\n",
    "tcm.plot_sim(y=0, ax=ax[1], monitor_alpha=0)\n",
    "sim.plot_grid(y=0, ax=ax[1])\n",
    "ax[1].set_ylim(-120, 20)\n",
    "ax[1].set_xlim(-40, 40)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6e97b4e4-1c96-43ab-93e6-29cbe5d554d6",
   "metadata": {},
   "source": [
    "The region around each `WavePort` is shown below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "4b2737c2-a8eb-4bfa-8805-c288a3fe21ec",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:54.525677Z",
     "iopub.status.busy": "2025-12-05T22:29:54.525569Z",
     "iopub.status.idle": "2025-12-05T22:29:54.976787Z",
     "shell.execute_reply": "2025-12-05T22:29:54.976479Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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JBoPZ656eHtra2pgzZw7xeJyPPvqoYtszNDc3c/311/P0008zZ84c3n33XW6//faiO7533303Tz/99KCvwrupXli/fj1f+9rXGD9+PD/+8Y+z6YlEAoBAIFBUJuPvjEwikci7E1Qom5ErRyKR8KxnIJsG07Nx40YAamtrB5Tzwvz58/P+b2fNmoUQgvnz52fTFEVh1113Lfk/lrGhra1tk23x8fEZOv5Y7Y/VgzGcY3U8Hue4444jGAzym9/8Ji9vuMbKzaUnV6YUm3NMPvnkk9E0Lfs+MyYX7tabNWsWn376adEp7v6YvHnwt5f7fCZs2LCB7u5uz1tHx48fn/c+E0N4m222yUvXdZ0JEyZk88ePH8+5557LVVddxd13382cOXM44ogj+PrXv54d5L/61a/yxz/+kW9/+9ucf/757L///hx99NEce+yxRYNqLl7KLV68mAULFtDY2FiyjvXr1wPw8ccfI8sy2267rSd/DEY5/wBMnTqVl19+OS/NMIwiG2tra+no6BhU1wcffMCFF17Ic889R3d3d15eV1dXpabncfzxx/OXv/yFRx99lNNOO43999+/SGYoYTTWrl2b9766ujrvBwlAb28vhx9+OD09Pbz88st5W+wysqlUqqjuTFiNjEwwGMQ0zZJ2JJPJIr2FBINBz3oGsmkwPRmEEJ7kBmLMmDF57zOftdGjRxell/ofy9gwlB+xPj4+mw9/rE7jj9UDs6XG6lwcx+H444/nww8/5PHHH6e1tTUvf7jGys2lJ1dmIIZ7THZdl66uLurr64ts8MfkTcOfdPt8LvA6YSjF7373O775zW/y4IMP8tRTT/G9732Pyy67jNdee41Ro0YRDAZ58cUXef7553n00Ud54oknuPfee9lvv/146qmn8lbtC20arJzrumy//fZcddVVJeso/ML7rCjXxsHo7Oxk7733pqqqiksuuYSJEydiGAb/+c9/+MlPflLR3YhSbNy4MRsj+8MPP8R13aIfVxs2bPD0nFgkEslOnFtaWvLy7rjjDr75zW9m35umydFHH83//vc/nnzyyaIfnHV1dQQCAdasWVOkJ5OW+UHQ0tKC4zisX7+epqamPB0bN24s+uFQSEtLC6tWrfKkJze9UHYwPZkB1suPtwzlfgyU+38qlV6qjowNuc/R+/j4bP34Y/WW5f/aWJ3LqaeeyiOPPMLdd9+d3YGQS0tLi+cxOZNe2K9r1qzJPptdjpaWFp5//nmEEHmT0ErH5MzviHIMdUwuNTGuZEzO1JOLPyZvHvzt5T6fCY2NjVRVVfH+++8PqfzYsWMBWLhwYV66aZosW7Ysm59h++2358ILL+TFF1/kpZdeYtWqVdx0003ZfFmW2X///bnqqqv48MMPufTSS3nuueeyW8rKMVi5iRMn0t7ezv7778/cuXOLXpnV7YkTJ+K6Lh9++OGA+ryuMpbzTyat0D9D5YUXXmDjxo3ceeedfP/73+fwww9n7ty5JbdDDWWF9Mwzz6Snp4fLLruMl19+mWuuuaZIZubMmbS0tAz6uvLKK7NlCrezHXTQQdk813U5+eSTefbZZ7nnnnvYe++9i3TKssz222+f/ZGRy+uvv86ECROIRqMA7LTTTgBFsm+99Rau62bzy7HTTjuxaNGiojsTr7/+el792223HaqqFukxTZN33313UD1Tp04FYNmyZSXze3p6itIyd382NxkbCg+q8fHxGV78sdofq72wpcbqDOeddx533HEHV199NSeccEJJG3baaSf+85//FC0gvP7664RCIaZMmZKVg+IxefXq1axcudLTmByPx1mwYEGRntz6R44cSWNjY8nfCW+88cagesaMGUMwGKxoTF63bt2AdQ4Vf0zePPiTbp/PBFmWmTdvHg8//HDJL6TBttPMnTsXXdf5wx/+kCd722230dXVxWGHHQZAd3d30bMp22+/PbIsZ7f8tLe3F9Wf+TIstS0og5dyX/nKV1i1ahW33nprkWwikcie7jpv3jxkWeaSSy4pGjBy2xcOh+ns7CxrU4Zdd92VpqYmbrrpprw2PP744yxYsCDrn00ls0qaa6Npmtxwww1FsuFwuKItbP/4xz+49957+c1vfsP555/P8ccfz4UXXsiiRYvy5IbynFjhD6rcO99nn3029957LzfccANHH310WfuOPfZY3nzzzbz/34ULF/Lcc89x3HHHZdP2228/6urquPHGG/PK33jjjYRCoby+aGtr46OPPsp7pvHYY4/FcRxuueWWbFoqleKOO+5g1qxZ2ZX66upq5s6dy1/+8pe8wfiuu+4iFovl2VSKkSNHMnr06JKfR0j/aMvl8ccfJ5lMbpatb4W8/fbbVFdXM3369M1et4+Pj3f8sdofqwdjS47VAFdccQVXXnkl/9//9//x/e9/v6wdxx57LOvWreOf//xnNq2trY377ruPL3/5y9m7ytOnT2fq1KnccssteXfeb7zxRiRJ4thjj82mdXV18dFHH+X548gjj0TTtDzfCSG46aabGDlyJHvssUc2/ZhjjuGRRx7h008/zaY9++yzLFq0aNAxWdM0dt1117Jj8quvvprdpg7pxwcWL168xcZkSZKYPXv2Zq/7/xTDeWqbj08uK1euFM3NzSIUColzzjlH3HzzzeIXv/iFmD59ejZ+Z+ZE1FKnpv785z8XgDjwwAPFddddJ84++2yhKIqYOXNm9pTG+++/X4wcOVKcc8454oYbbhB/+MMfxMyZM4WmaeLVV18VQgjx/e9/X+y8887iwgsvFLfeequ49NJLxciRI8WoUaPy4oMW4qWc4zji0EMPFZIkieOPP15ce+214pprrhGnn366qKury2vXz372MwGIPfbYQ1x55ZXi2muvFSeffHL2JEwhhPjud78rJEkSv/zlL8Vf//pX8eyzzwohSsf+zPhu1qxZ4pprrhEXXHCBCIVCYty4cXnxUTOxP8v5dyDa2tpEbW2tGDt2rPjd734nrrrqKrHzzjuLHXfcscieyy+/XADiBz/4gbjnnnvEQw89VLbedevWiYaGBrHvvvtmT4Rta2sTI0aMELNnzy46NXZzkTnldvbs2eKuu+4qesVisaxsd3e3mDhxomhqahKXX365uPrqq8Xo0aNFa2urWL9+fV69mRPNjz32WHHrrbeKk08+WQDi0ksvzZPL+Lwwhutxxx2XjcF98803iz322EOoqir+9a9/5cm9/fbbIhAIiJ133lnceOON4qc//akwDEMceOCBntp/1llniZEjRxbFxwZEMBgUhxxyiLjxxhvFz372M1FVVSWqq6vFpEmTxD333COEKP95zbSr8PTgcv972223nfj617/uyWYfH58tiz9W+2N1Obb0WP3Pf/5TAGLy5Mklx+S1a9dmZW3bFrvvvruIRCLi4osvFtdff72YPn26iEaj2WgiGR5++GEhSZLYb7/9xC233CK+973vCVmWxamnnponl+mbO+64Iy89c/r4aaedJm699VZx2GGHCUDcfffdeXIrVqwQ9fX1YuLEieIPf/iD+PWvfy1qa2vF9ttvP+DJ5RmuvPJKEQgESp4EHwwGxezZs8V1110nfv3rX4uWlhZRXV0t6urqslFNMv9vhVEBKh2rDz/8cLHXXnsNaq/PwPiTbp/PlE8++UScfPLJorGxUQQCATFhwgRx5plnilQqJYQYeCAXIh12ZOrUqULTNDFixAhxxhln5A1SS5cuFd/61rfExIkThWEYoq6uTuy7777imWeeyco8++yz4sgjjxStra1C13XR2toqTjjhBLFo0aIBbfdazjRN8dvf/lZMnz5dBAIBUVtbK2bMmCEuvvjioi/S22+/Xey8885Zub333ls8/fTT2fy1a9eKww47TESjUQFkQ0OUGsiFEOLee+/N1ldXVydOPPFEsXLlyjyZTRnIhRDilVdeEbvvvrsIBoOitbVV/PjHPxZPPvlkkT2xWEx87WtfEzU1NQIYMCTJ0UcfLaLRqFi+fHle+oMPPrhFw1ZkQrKUey1btixP/tNPPxXHHnusqKqqEpFIRBx++OFi8eLFJeu+5ZZbxDbbbCN0XRcTJ04UV199ddHkttykO5FIiB/96EeiublZBAIBMXPmzGz4k0JeeuklscceewjDMERjY6M488wzRXd3t6f2/+c//xFAUdgcQJx77rniuOOOE8FgULS0tIjrrrtO3HTTTSIUColvf/vbQojNM+lesGCBAPI+oz4+Pp8t/ljtj9Wl2NJjdaZt5V6Ffmxvbxfz588X9fX1IhQKib333rvs/+T9998vdtppJxEIBMSoUaPEhRdemBdWS4jyk27HccSvf/1rMXbsWKHrupg+fbr4y1/+UlLP+++/Lw488EARCoVETU2NOPHEE/MWCwZi3bp1QlVVcdddd+Wljx07Vpx44oni9NNPF9FoVNTV1YkLL7xQPPTQQyIajWYX2jfHpLuzs1Poui7++Mc/erLZpzySEFtgH4KPj4+Pz+eS/fffn9bWVu66665smiRJ/PznP+cXv/jFFtd/zjnn8OKLL2a3s/n4+Pj4+PxfZf78+SxatIiXXnopmzZu3Dj22Wcf7rzzzi2u/5prruHyyy/n448/3qSDEn38Z7p9fHx8fHL49a9/zb333psNZTOcbNy4kT/+8Y/86le/8ifcPj4+Pj7/5/n5z3/Om2++ySuvvDLsui3L4qqrruLCCy/0J9ybAT9kmI+Pj49PllmzZpWNK76lqa+vJxaLfSa6fXx8fHx8tjbGjBmTd2DacKJpGitWrPhMdH8R8e90+/j4+Pj4+Pj4+Pj4+PhsIT53k+5YLMZZZ53FqFGjCAaDbLvttnkxHAGSySRnnnkm9fX1RCIRjjnmmEFj1wkhuOiii2hpaSEYDDJ37lwWL16cJ9Pe3s6JJ55IVVUVNTU1zJ8/378r4+Pj84VHCDEsz3P7fL657LLLmDlzJtFolKamJubNm1cUf9gfn318fHw2jeXLlw/L89w+m5fP3aT73HPP5YknnuAvf/kLCxYs4JxzzuGss87ioYceysr84Ac/4OGHH+a+++7jX//6F6tXrx4w3i7A5Zdfzh/+8AduuukmXn/9dcLhMAcddFDelo4TTzyRDz74gKeffppHHnmEF198kdNOO22LtdXHx8fHx+fzwr/+9S/OPPNMXnvtNZ5++mksy+LAAw/MxjgGf3z28fHx8fk/ymd6dvoQmD59urjkkkvy0nbZZRfx05/+VAiRPtpe07S84/EzIWgysR4LcV1XNDc3iyuuuCKb1tnZKQKBgPjrX/8qhBDiww8/LDpe//HHHxeSJIlVq1Zttvb5+Pj4+Ph8EVi/fr0AsvHk/fHZx8fHx+f/Kp+7g9T22GMPHnroIb71rW/R2trKCy+8wKJFi7j66qsBePvtt7Esi7lz52bLTJ06lTFjxvDqq6+y++67F9W5bNky1q5dm1emurqaWbNm8eqrr3L88cfz6quvUlNTw6677pqVmTt3LrIs8/rrr3PUUUeVtDeVSpFKpbLvXdelvb2d+vp6/3ReHx8fHx9PCCHo6emhtbUVWf58bFLr6uoCoK6uDvDHZx8fHx+fLx5ex+fP3aT72muv5bTTTmPUqFGoqoosy9x666186UtfAmDt2rXouk5NTU1euREjRrB27dqSdWbSR4wYUbbM2rVraWpqystXVZW6urqy9UL6GbeLL744L+2M834FwKSpO9Dd1c76NStLlm1qGUVVdR1LPvpfyXwjGGLClOksXfQByUS8pIyvA+RuGHdzAP33U1m+cfFW146Mfcu/k6Jhm8F1jFHGYv98KStOTGG3brl2LHjvbW747f/HqadcyJQ7qln+nRRu1ebVkesrIxgiWl3LDZf/lLZ1q0uWK0UVVfyMn/FLfkk33Z7LDZVWWvkBP+BqrmY1g9sZJcpFXDRs9lXKcPvPZ9P49NNPGTVq1GdtxqC4rss555zDnnvuyXbbbQd8vsbnXL4I4+DWqiN3/MuML1tTO5a/9R7N14g8+wbSoa6GMXcHWHFiiroZw9COYDORSzpK2rfZdLSMoq5+BBvb1n7hxuetffzb2u3zyWew8XmrnnTffffdfOc738m+f/zxx3n99dd57bXXeOihhxg7diwvvvgiZ555Jq2trXkr4VsLF1xwAeeee272fVdXF5dd+2cOnTwDGhqRI/Uo1SVmToATCZPSFMZO2IGIbhTlC1XFrqll0kQNybZL1mE11A2bjkQwfTejsB4nEsY1AkyfWlx/zEyCphGoaSqrI2YmkWubCBS0I2Yms/oyOsZOIJuWmx+b6SA3NjKlJkxvPH24jmtDz4oAzRNB0STitVUII0pAaWLxpYtoOW8MNXWRbD3BuvqBdQgHOVrPpIk7Idl2fl7fdaChFdOIIoJ1WT/FzCTcCNvrBr2GhhQMMn3qbnTHk1n7EiJ9NyYcitCjGKwasZI9d5qIGun/CDtJiK0OUB2tRurTAZBan2T1JZ8w+ZfbYNeCVBVFCgbz+rxUO1om78x+Nz6UTtstyfictsi1TThalO41LVn/ZeowTJUlly2h9bcTmD51t7y6C/u8ZYwLlpXVKxkG/++rP0bpjbOyuw2AUVUNZa+BvvdreKzq/Ly8ZWvbWP5oLXt8VWKD255N/6StjfXPNtK0/wYUfeD6S12nWcNVHJ/3f5rYCCufq2XUfh0E6/vT690G3v2n4PqDv40WYVD7rCS8+6BE0/4bGNvgpe1efTSQnMVjDO4/AMeE9uebqdt3bUn/ZSiV5iWvEpnNUWZL1LEldPSaSQ666xKi0eiWMmuzcuaZZ/L+++/z8ssvf9amlKXc+HziiV9H17Vsuu0IYkmbGTtOR1X674B3d6d/BFdVVdEdt9FUiaCulNSVMB0sWzBn9oyS+VtaR3d3N64A1GCRjjy5HB25usvpKJTJtGObiWOQpfyyGVnUELaZRJXddLtO6WbnTBu7u7FdGcsS1HwUYJuvbIMe1rJlDVfnP8c/yeibRzHjuOnEe3vy9JfVUWBne2cMR0jMmT0j38d916FwtL8dx8PeBXW0r22nfVmKnfbYHkGyP/3TNha99AqHnXwgRA0cIbHj9Mmk2lOsfX4dzfuOIFAXAMAV0L0iSfLX77HrI8fg1OT3RabPS7Ujg2aEiR2UZGfFycu34zarHl/NpMOnkJKkbH9k/Dfl1j2pG91Ad3c3KUchEjaK+jxzrRlhemJJtpk8gTPffx9DV/j4448BmDhxYtlrIPv+tImn5eW9/+/3ee6Q5zjlw1NYn1yfTV/wnwW8/c23mXHnDPRqfcD6S11n2J/98953vN/Bv0/+N3v8eQ9qt6vNptdL9dw38z4e+X+PsOM+O2brSaxLZO2Ljoxm00fWjuQf+/yDGXfOYNou08q216tfvLbvNAb3H4DZZfK/U//HDrfuUNJ/GUqlecmrRGZzlNkSdWwJPd3d3YwePXrQ8XmrnnQfccQRzJo1K/t+5MiR7L///tx///0cdthhAOywww68++67XHnllcydO5fm5mZM06SzszNvNX3dunU0NzeX1JNJX7duHS0tLXlldtppp6zM+vXr88rZtk17e3vZegECgQCBQKAoXVMUHElGkWRUufQAiiQjSzKyrJSUcWUZR5JQ5LRMKT4LHUX1SDKUsUGVFZBlpAF0qLICkowiibw68vQV6FBz2iO7Eon/9hDepwFF7pdxZVBRUGUJRQZZkkFSUFUFtVpFU5W8epQBdKiygioE5LSjpC2SjCIpUGBf7/sxqnYJpvP6dKiykrVPFenFCEWWEZZAmC6Sk+9rqa89siQj9+kAELqKpEmoupI+OrFPR6GNhe0QCFatXcnk1gkk/tdLeLtIf1syvsrxX7YOVUGp0VFUFdUtrSPT56osZ32R1isT1gKouktIS39uIrpR9hrAkAL0rtEI1ehFcgYGYV2i1+lPD2oBtKBAkiR++9I/ueHw0zzpylzbKWj/0KBu2yRqzkdbUsHAIKQGCGrguC6rujcyMjoCJEFACWD0/Y4fyD4bFy1oEtQCg7bdq48GknNtiK/SaRhdLFdoH4AtwAhLZf2XoVSal7xKZDZHmS1Rx5bU8XnY9nzWWWdlDzPLXfX/vIzPuq6haXr2vSS7yKZA0zRUpX/roKZpfX91ZEWgKnI2rRDLsXCEm1dvLltah6ZpuC44slKkI5dcHbm6y+kolMm0Q1E1ZDm/bEbWkRUUVUFTFBQh0/PKBmr2aEbTdDRNQzjgOgIVBb0vLVM2IBloDQayWtrGUjoy9ebKKaoCrlSU13+tIZsCyVXofm0ttQfXFMnJmKiqClJ/umRLuCkHyZaQszpkXNVFRUFT+212XZADJnJAwQgZmJpT0GfpPi/Vjmx/ORB7ZR2hOSPy8iVN6tOnYwk32x8Z/2mGlpW3kVAVtcifmWtVUVEUBVURRKJRQgE1O7moqqoqew0QDoRZ++JaQtNDeXmRcAQDg6poFQkt0V++OkpwRJBodRQ9qg9Yf6lrO2bz0U0fMfX0qXk3JayQhYFBJBTJmxhF5AiSKhEJR/LqUWJK1r5oVbRfV11V1r5S7fXqF69tck2Xdc+vY/wh4wf1H4CJSXRktKz/MpRK85JXiczmKLMl6tiSegYbn7fqB8Oi0SiTJk3KvizLwrKsov3yiqLgui4AM2bMQNM0nn322Wz+woULWbFiBbNnzy6pZ/z48TQ3N+eV6e7u5vXXX8+WmT17Np2dnbz99ttZmeeeew7XdfMWBny2Puxum7XXfYLTbXqSV0Mqo380HiU0PGtSTo/N2htXYneX3klQiLsxhdNh43Y6gwsDWl2ASb+fhlFf2Q/8VCrJT377Q3rbYqy9cSVOjzf71JDK6Iu2HT7/mbD6pQhmcnBZAFWHMQf0EAgo7DlmavkFqTJYPdCxIIjVM7BcyrE476k/Y2KBK6F4dIeqy4w5oAe19G/zzY5jwn+fEBX5b+Y8Zcj+8/niIoTgrLPO4v777+e5555j/Pjxefn++OxTiLkxxZIfvo7d4e0LSI3qTL35S6iR4fmCtDuSLPnh65gbU4MLA/bGJNa6JPZGb+0xRkTY5YUvY7REhmSf1WGy4sevVeS/bW8dPv8lNyZ544w3SKxPDC4M6FGdOXfPQY8Ozb7uj7tZcvMSuj/2thVb0zXcpItSZvdIIUaVsUn2VUpyY5IH5z1Ykf+Of+H4YbPPpzK26kl3IVVVVey9996cd955vPDCCyxbtow777yTP//5z9mDUqqrq5k/fz7nnnsuzz//PG+//TannHIKs2fPzjukZerUqdx///1AemXinHPO4Ve/+hUPPfQQ7733HieffDKtra3MmzcPgGnTpnHwwQdz6qmn8sYbb/DKK69w1llncfzxx9PaWnrrdjmMYAihqghFxtVUXFUp/dJUUBQoIyPU9K94oZavYzh10PcqpUMocsmy6TLagDros7GwHXn6+nTkpmWu1aYgk++agdZgpNuTY6sUzKmvzw9m3GXp+Yuwk+TrGUBH+jq/HaXkCsu7qoLWFGLy7TugNgX729pXJmNftryqojUHUWo1tJZQXlsy8uTIo6kk22wWn/4h8fVmf3pBn5dqR6iqhr/e8ABVYxqYfPsOaE2hvP5AL/BfXx1m3GXpWe9g9zrF/VTQ52hav15VhSEcEKWFYJuvdWBESpUVRSl2EpbcX4NkKRw4aSc0r7PhPoINaX3BkjuD+/WFtAD3fuWHBKT0nTSn5JpPsX1mwmXJ/TXYHifBm4oWggPOUCry34t/dobsP58vLmeeeSZ/+ctfuOeee4hGo6xdu5a1a9eSSKR/MH5exmfbEdiOm/cCitJcN323Mn0tsN3ictmXK9Iy5fK3sA7XTW9nLqUjX65fR67ucjpKyUBaV2F6RtZ1RTZfbQqy65tHoTaG8uwUgBRUimyJb4jz30Mfx+5MltRfSkdJOZHWU+zj/msAtSmUtq8pmC8HSAEFxxV56VpLCK3JQGsJZXW4LriSlB4vJanfRgHJT7p5a7f76VzcnmN7fp+XakfmpTQGmf7q0fn+c0nbF1RwhMjrj/iGOO8c8jip9mSev0v1efa6z4bi0WBwQi0h5i2eR3SUt8diUu0pntjrCVLt3hY5CqnbsY55i+dRt2OdJ3mz1wQZnIS3mxjxtvgm2VcpoZYQPxI/qsh/N426adjs86mMz92vpb/97W9ccMEFnHjiibS3tzN27FguvfRSTj/99KzM1VdfjSzLHHPMMaRSKQ466CBuuOGGvHoWLlyYPVkV4Mc//jG9vb2cdtppdHZ2stdee/HEE09gGP13B++++27OOuss9t9//2z9f/jDHypuw4Qp07FrapEAV9cw62rKCzsONDRgKuVX4ayqgVdIh0sHDelZSLl6Strg9H/RldXRJ1PUjr70PH25NvTlJx1B5zOrqdo3nNYRDgLpFaeqZnAUBSdTXyCA2aRjTK5GGtGAGQ3068/oKaEj9zrbjhJ5AAQCaT199bmJFN3Pr0OeWw99z9mZdTXIjpO1L1u3ouCsiYEk4YSrURuC2WoVoCqzk1NJ60inJ1Gql2E116LU5mxNy+3zErY6kTCLF3/INhOm0fVaN1X7jsAM9vtDDgao2jWQ7z/ATAmMSVEkVcaM1hT3U64vqqv784QLpkWluDZ0LwvQupObl94/GW+ErpwMGYw6m6RrcvGTf+XOo86uSJ+dhPVvh2ma0Yuas3kgMxnP4LguizeuZlZdNZJavOWonH2ykrZvuJZEXRtWfuDSvI03+5ChqpEh+8/ni8uNN94IwD777JOXfscdd/DNb34T+HyMz7GkjWwWTzF6k/m7fUw7/bl2etMrapbt0mUPvKOqq3fg/C2lI1OPrhTrKCSjo1B3KR3lZFJOcXrWBh0cVyLhgrUxzvqHllFz8BgcuV+npEo0HDKGuHChtz89ZdkEtqkBVaY3aRfpL6XD6S1ui+NK2Xbk5mWv+3yU6HXofGIFTUdMwpb75SxVIzpRw1UkTLM/PRazcQXEYjZGJJ2esCWIBGg4ZAwukMh1vyGj1AboFS6ynf+TPNfWwnZkUE2T9oeWFvkPVaPhkDGk+qbKmf5IWTaBKTUkUfLaXqrPs76U3T47qBg7abPywZWM++G4vPTcyfi6Jeuy6ZImUbNdDZI2tMdokp1J3v/V+2x34XYYNf3fD5nJeCGSIqEEFYSU/3kvt1gg6/Im2VcpdtLmv7f8l+knTy9rX6H/RswYMWz2+VTG527S3dzczB133DGgjGEYXH/99Vx//fVlZYTI/4BJksQll1zCJZdcUrZMXV0d99xzT2UGl2Dpog+YNFHDaahDNi3UWG9JOTsSBkWGtjZ0rfi5M6GqWFURtO5Y2UPOzLqaYdNBR/qwpcJ67EgYV9fQ2zuL9Vup9N3OurqyOmwrBQ0NRe2wrVRWX0YHbW39aX35ckxiww0Liexaj2ZZ2Il8X2TstaujkEoRSpq0nj4S4p3oVk49tXVldehaABsXqquz7cjL67tmxAhIpaCnJ6s3ub6HDTcspGEbA7clAoEAentnyfJaMIzotnDaTcSK9SCHizukoSGrA0ADJlw1jZCcJN7WBdFoekKe0+el2mFu2MAVl53HjRf8kQ03LCYyQUJvimb7o7AdmTpCWoDW86ZCQC1qR2Gf09UFlpXWKxwo87zjQLgmrHszxJSp3uRVHUbtHcN2FY6cthuqXNnXoN0LPZ/o1E3Nn3QXknIsfvvyA/z9yG0Qtu55u7iqy4zaO1aRTZuCa8KClwQNY70N0qoOOx2isLRjaP7z+eJSOK6W4vMwPs/YcXres7O249KbtAkbat6z0DE3/d0WCet09ZpoqkwoUPrzEE/ZWLZLdbj0F8GW1hFzU9m7lYU6csnVkau7nI5CmUw7AopAlvLLZmQdQJEFugxqHNZc8S6NezdT3VJDzE1huumJZlAV2fJZPbVRtKtmk3IkwoaKUqC/lI5IWC+ys91O4bgS1QV5mWvDUOlN2ihxkzVXvMvYQydhh0SeXMKW0FQZxe1PT8QsnA1JtJiFIotsO0rhCmBEhB2fOJSqqiixnvxnljJ9XqodGexOu8h/uWTake2P2iiBq2eXbEdhn2euZVUmlUr/VKwUq8vi3YveZfdTisMBlkKP6ux+kzfZUiRWJVj54EomnjIxb9JdVl9Ix0k4aKHS5yQUYlQZm2RfpVhdFs+c8QwTD/d2oJce1TnqwaNYsmTJFrbMZyh8rraXf1FIJuJIto3kuMiWjWw7pV+Wnb4rWEYmM0GV7PJ1DKcO+l6ldEiOW7Jsuow1oA76bCxsR56+Ph25aZlrI6ow+bYdUOuNdHus/Fe2vj4/OO0JPj77A+yNyXw9A+hIX+e3o5RcYXnZdlAjMpNv2hYjqvS3tVx520ZtMJDDCmpGvvDlOHnvk5/EWPyt/5H6pKdIppQvM+0Iqhq3/eZP1DVGmXzTtqgROa8/ivzX995pT/DxKa9jb0wU91NBn2NZ/XptO72XrULUAbeXF2MnYfE/asBU2GvMNLQBdniUwqjv01c/sFxIC3DHUWcRcPsWG7wdKYAZd1n8j+HbXq6G4IDTy20vL8ZOwgt3OEP2n4/P1kwyEUdVJFRFznsBRWmynH4iJn0tpQ+9LJDJvmQpLVMufwvrkGWQMzdBB7AhV0eu7nI6SslAWldhekZWlqVsfqQ1wm5vHoUxIphnZ2H5TFm3I8V/D3gUuz1ZUn8pHSXl+nQU+7j/GsBoCrLbm0cRaY0Uy0n0+aM/3WgOolTrGM3BvHaUfEmQXNrJf2bdT/LjrqL8TH+UakfmFWoOs/2/j873X0Eduf3hdqR4Z+6j2J3JonaU9UWfDUO5dxocEWTewnlEWr09s55sS/LYzMdItg1tAKydXsu8xfOonV47uDCQ6EiASJ/67YXe9b2bZF+lBEcE+aHzw4r8d13DdcNmn09l+JNuny88rumy8ZF1uKa3g8AkXSa8fQRZH56Ph2u6bHxsA67pbcLpWg6Simd5NaSiNmhI4cra4zgO73zwNlbCqsg+SZcJ71yDHBgm/9mw8X0D2/ZmnyxDuNUi5Zqc+eitxK3U4IVysJPw6bORQSfFjuvyn9VLcSQHSROeH1eX1bR9Q3i8fUi4Nix9263If/VjGLL/fHx8fDLYSZtVt32EO8iW9wyyoVC95wgkY3h22Lh99tke7XNTNpIm4aa8yStVBnprCLXG253WUvatv6My/9XsNQJ5mPxnJ20W3rjQs/9UQ2XEPiNQh2hfsjPJy998mWSnt0mnFtZQoyqK4W3xWAtpm2RfpdhJm1cvfbUi/004bMKw2edTGf6k2+cLjx236XhoPW6vt4MyVEOl+ZSRyMYwTRoTLh2PtmHHPQ7qMRuny8FNeJx016iMv3Syp61WuZiWye33/ZF4d5yOR9u86zNUms+YiBwcph9FFmx8P+j5TrKsQ+sevRiGyvyd90ev8CAwOwHxdRr2IIeJmo7Nbe88i6M44EjIHn9TqbpM6x69yMN0+KhrwdK3REX+235/Zcj+8/Hx8clg95isvnUhdszjpCKiM+HiXYctOoYds9P29Xj7grR7bOy2FLbHaB9ag8EODxyE0TS008vtmMn62z+qyH8TL9kVdbj812Oz8LqFnifBakRlxhUz8sJ9VUJybZK2V9pIrvWoz1Bxky6qx98rekTfJPsqxe6xee2Xr1Xkv0P/dOiw2edTGf6k2+cLj16jM+mW7VFri59ZL4XVbbLkews8h/DaVNRqlUnXT0Ov8TbLUmsDSAEZtdrbl2pydZLF3/mQxKp4RXYFjSDX/uJGqkdUM+n6aZ71Wd0mS055E7vT4yxuE1GDMOX4DoyQ9+3Ri/5eizBldmmdUHHIK6O2b3v5ILvXgprO9Yedim7rCDcd39sLZtxl0d9rh297eRDmfkepyH/P/dEZsv98fHx8MhiNIWa+diR6g7dFYbMtwX++9BB2+/B8QeoNBjNfOxKjMeRZXg4qntuTXNrJWzPvJ7aoY3DhkvpCbPfSvIr899ZeD2EOk/+MRoMjPjiCSLP37dEP7/jwkLdH10ytYd7iedRMrfEkn9iYwDVdUh3eBuje9b2bZF+lGI0GP0j+oCL//T76e397+VaKP+n2+cLjJl02/G215+1Xiq5SPad2+O50my4b7luLm/S4vTxpIukSrsftwGqVij7GQKswbqNt27zy9kuYvWbaPo/byxVdpXq/puHznw3r/xPEtjxuj1ahZlKSlEhxyv3X0es1QHUfdhKWPx4ddFJsuw4vr1iArTrIARev543JWtq+4TqfzLVh4StuRf4bOU0asv98fHx8MthxmxW/ew874XF7dEij4ajxyMN0p9ZJ9tnndSdaykY2FM/by9U6g+DUGtT64ODCJbDjNmuu+V9F/ms6avyw7USz4zbv/fo9zLi3RXg1pDLuq+OGfCc+uTHJ80c+T9JjnHQ1qqLX6Shhj9vLI9om2Vcpdtzm+XOfr8h/O5y6w7DZ51MZfq/4fOFxTJuuf7VT+3XX00kgsiHTeFzzljesDzfp0vVSB86XW4HB78a7Jrg9judJuhpRGfvTCai6Ch6fawewHZuHnn6APSbNouulDmoPagAPi62yIdN40lgwVBiG+ZhrQ+cSA3eWN3lZhaZdEjiuxk/2mkdArexZOjsJqQ4VO8mAp5fbrsODC97gsDEzEY7meRKtajJNuwyyd30z4tqwaoFg/M7ejsmRVdhmT5llHUPzn4/P1k53d3fe6eWumw5FFXNTeWct9PT0RxkwLQnHKv+YhumkT+Tudkt/KW5pHT09MQQSSqBYR14dOTpydZfTUSiTaYeT6kUqiOyckVUNCTOVJCVsTCvJuvuXET1uJGpQpacnhiupCEnBTqaKyhKFutMm4MiCWE8Pvb2xQXWUsjORSCIkhe7urry8zHWmHam2btbdv4zmUyaT0uw8OUcOoMiCVDyn/IYYdodJz4YYerS4HbkIJEQ4wNibdsPUUqX9bQ3cDjmpsvHBZdR+td9/uRT1RxRqTxtPwk5m255pR2GfZ64DIUhZFrbpsHz5cnQFPvnkk6xcuWuA5YuWs+xvy1h02iLW9a4btMyqDauoOrGKVRtWDSpb6jqxLEHXh10sf285wfGDL2Qkw0nshM3aDWtZsmRJkf2ldGXsU5eoRfJe/eK1TVaHxYKbF9D4lUZP/gMY+92xA+aXS/OSV4nM5iizJerYEnp6CiIPlMOfdH8GTJq6A1ZDHZIiY4eDOEbpiZZQ5PQp0U2NpEo8Nyn6TqU062rSp2KXqWO4dKA1AhTVk6kjVV9iP65jQ9/px2V19MnYup7fDsfO6svooCnHhr58V1GZdF9TWocShEj+NrF+ewVEwvRaJkvOfIdxt+xOqj6UrcfW9bI60nWI/Hbk5vVdC0WGSBiCRlavWhNl0t9acHPqSNXXlixv6jqqG0dSJdSxI6C2xN1rRcnqAEgui/HpuW8z4fe7oYxpzPo7r89LtMMYOYrfXvVnNEVl0t9G5tuSo6Owjt5uhyUnv8K42/YobkdOfwLp0GOOk84TbvoE8wpRDZjylQ70UEE86TLYCVj6YC0TjuxgauOoyreX1+TH4y4rp+pccdA3kCwdYQvsxMCT9AzJuMuiv6Xto7oi04aEasB+3+7zgUf/PfM3hwlHykPyn4/P1sykqTuQchTsnBXavohQJGwpewI4gCOnx6OEJeEKcB2pbCzjbB1W6cWtLa0jXY+EUkJHYR0ZHbm6y+kolMnku3IAEHllM7KyACGpOJKCE9WZ/OQh2ToydmbkC/V0r02xcN4zjP/7/iSao0X6S+nor7dfTkhqgc6C674Y1XJ9FZOfPARH13FMs8hOy8kvL9WEkTQZqSac1ZHJL0YiuaSTFd96iUl37Yc8Nv+3SabPS7Ujg1ytM/nJQ7O+LszPtCPTH2n/Pcv4v++HahS0o6DPM9eWIwESYgibY7VajR0f3hGjwYDSkWvzMNtNPjzxQ7a9e1v0usoPNgmOD7LzMzt7lk+2JXETLmaHtzvJyQ1J3j3kXba9e1sYW7F5FaPVanz5v19Ov/Hov4cOfYhpf5k2JP/5bFn8SfdnQHdXO3KkHtF30IFSZhXUDvet0iWSKCXuJrmaiqtryKaVDtk1QB3DoYNEeuW7sJ6BbLBsCzQVQqGyOizbSk/wCuqwbCurr5QNmXxhS6y97WOazpiGHHCzMhky9lpG+gtKU1xqjxqJLNsoyVS2HjKT7hI6FFXDkgQEAtl25OWVqCOjNxVLsP6OTxh16iSoCWXbWaq8jIRr2kgBGbc7BkaJ58z6fJWxU42AsV0VgaiMnUjm5WfbXqIdVizGC88/ytzZB7Pujk9oOmUsSiSY1x+l6tAUhdrjxyGHlaJ2ZOX6+pxUCiw7rVd424lQiGvC2rfCtO7vcXu0BvXbJUiSYv7fr+Ppb/yiIn12HD55uoqxB3SjDvCYn+U4PL/sPY6b8CXkgOT9Treets/rwWubimvCe886TJvj8U63BhN2lYbsPx+frZnurnYiYQM1Z/HYdgWW7aKp6ZBZGRQ5PcMMBYMkzPRBnUG99CLUYPlbWociC1wBiqoX6ShXR67ucjoKZTLtUOR0XOjcshlZScmMtQJdKKz8zX8Z+eOdiIaDKLLom+Sl8zPlM2WNoE7T/G0I1AQJhwzMVL7+UjpCwWCRnZnFgYzOTF7mWg8YWLaLSFqsueK/TP757iiGlidnORK6rqMp/eVNepAMBQ0JtW+3RCa/EFeANDJKeLcG6sbVYgbyx7DcPi9sRwYnJbHusncZ/ZOd8tqSIdOOTH8YQZ0R87chUh8kEs5vR2Gf5/pSiLQN48aNzYsTP2nSpAGv7ZjNfy/+L3PumuOpjJ20cc92GT9tPKqhDlp/4XVyfZIXj3+RL/3tSxhNg69yNxlNvNrwKmO2GZNXT6m6AcaNGscnZ3/C+Gnjy9rg1VYvcnbMZtEvFzH3+rme6rNH2NRcVEPttNoB/TdQmpe8SmQ2R5ktUcfm1NPd3e1Jzp90fwasX7MSpboVJxhESaZQe8sfcGVrCvT0oOrFXx6uqmDW1aDGetNxjkvgGIFh02H3ba8oVY9jBErbYCazE7CyOswkBA3UpJlfR9+zpBl9jhGAXBv68pWkTO9b7bimi2olMOP5y4VZezUFEkl0y6J+bhWkelGF069H1crqUHUDhA2BQH87cvP6rqVIBGK9ef52N8bo/U8HSkcMWxXptvbGS5ZXHRc3JeH2OrgdvRAs4a+gkZ5wZ+wERp89CkMyifUk+2Vy+7xEO5yuTl555RnmTp5N7386cI+oQ5VEtj8yOgrr0HWD+kObQJFQe+JF/ZTb5/SkY4f3663shHVIb5/rXa3herxJLqtQv10Sx9W44sCTCaoVPutugt2rYJsMOOl2hMMrKz7iuEl7gVC9n16uytRvN3zPSbsubFxBRf4bNyO9vXwo/vPx2ZpZv2YlQV3J215uOy5dtkkooGbjHgPZbd4hQyNluwRUmZBR/oOest2y+Vtah22mP+sOFOkoLJ/Rkau7nI5CmUw79Ewc6ZyyGVlHltITbgUMU6b7lXWMtewcnQLHldAVivREqoKMnj+VhC2lJ392gf4SOkq1JZ6I47hSUV72OqDSZZuopk33K+swXBn0fDnHTS8+5JbvshzcmIVqOWhKfztK4brgVBlMu34OVTVRurvztxpl+rxUO7J1OBD79zrUPP/l1NHXjkx/RKqCjDl1asl2lPOFqitYJmV3RwyEnbRZ98I6rLjlSV41VLY5Y5vKFfWR6kwRXxkn1ZnyNOlWdAVhi/Tjd8NgX6XYSZuljy7FusK7/2b/dDZLlizZwpb5DAX/IDWfLzxalc7Ea6ejFpwO7trQtSSAU/BdZnaYLD79Q+xOb19ym4papTLxqm3QqrzZp4ZVkEAN5Y/kTjItXzh5Sq5IsPg7HxJbXvy82EAYAYNffP+XRBurmHjVNqhV+YOS6wzgvxNfH7bTZVUDJh/biV5w+rYVh4X31JKM5d89sPvSRVJmTE0jSoUBsTPby42a/PREW7reRFufnKpz8X7HQ0rHNSXsgq1h5exLxlwW3lOLXdlh80NGNWCfU5SK/Pf0Tc6Q/efj4+OTQW8IMuO5w9Dr8idIruWy/G/LsXrzB5jkujhvzbofc8PwnHuh1xlp+xrynw+24zadH3Rip/IXvrUqHSSKxvPUxhTL/7ac1Mb8HX/xjzp4a+b9dH3QNjT76g22ffLwIv/ZcTvtv4ID4JLr4rwxc/j8ZzQYHPrmoYSbwnnp8TVxHpj8AD0r85+FTaxL8MA2D5BYNzT7qqdUM2/RPKqn5D+b1f7fdh6Y/ADt/23PS4+tjGF2mkX6ytkXWx3bJPsqxWgwOKvtrIr89zvld8Nmn09l+L+WfL7w2HGb1X9YhuPx9FE1rNL4tWbk0PA8q+rEbVZfv6KC01EdpIBUwemoGpHdoulnqirAskwefPp+4l1xVl+/ojL/fWsccmR47oDaJqz8VwS75OnqxUvzsg4jZsZJSimOuOcyYhWevm3GYMn/q8YsuYbRr89ybB5Y8AZCs1GCDlLJm1PF9qlG2r7hitNtm/Du405F/ps2Rxqy/3x8fHwy2D0mi37wKnbM4+nM1Tpjf7ITanR4nr+xY332eY3THTeRDQXb42nTemuQuoNHYYwcepzu5T/6d2X+u2D4/Gf2mLx2+msku72NE1q1xk6X7IRWPTT7etf08vjsx+ld4+EBaNKTWqPZ8BwS1agzNsm+SjF7TO4/8v6K/Df3xrnDZp9PZfjbyz8jYmYS1el77rfcj9aAhiULLKtM/EChguNgW+nnYksyjDri5eoIaOAoWCVsiFspJFyCA+iIWyk0x04fspVTR56+Ph25aZlrO2WTWJ7ANC3idiqbLmwJCNBrJZEFWE4Q17EAE312mCQWspnsr9O2yuoASOCiuk46zbJLyoUcm5Rj4eTmpVIkViSIJZM4jorsqMTMJAnLzNqXFH3ylkrK1hApQcI0sa3+dTO3rz226yBydQSg+uQmklraJsUxkB01r89LtaPXTPLBxx8wd8aBJFYkiKdSKKaa7Q+n7xZ3xn/ZOjQI7lOHo7jEcv2XoyvT5wnLRFhWVq+sKqzq2YgU62V1T/+KdLlrgLXdncQ3VrGiYyPrrf68dbFOoI5VPRvZ4PSnr020QzO4luCyuSfSFu9mbaz/YLTB9No9Kk6qlrXd3aii///VjqtAHRvi3ag9NqZt8e7aZRwweiOuqGeD2Ync0z+xLWcfQLy5nXgC5K6B2+7VRwPJuSmZ5LoaVnR0evIfQOso6OyOlfRfORu85lUisznKbIk6toSOst+vPj6fY1zLpfejToTHkIWqodJ49PjsAWFbGmGn7XMt19MvZsmVcJMOkuvNPrXKYMIvZxKoMUh1V/4Zdy2XxMLK/Dfi6PEV6xkqwhJ0vt/pOeSoaqRDhg0VN+GSak/hJrzp00IaCNBD3la5N9W+ShGWYN3b6yry39TTpvrby7dS/DvdPl941IhK628noVZ5+1K1OkxWnfUxdkflJ2kPBSWi0vKrcagR788UIUAKeJNPLk+y6qyPSSyrbL9yQDc4Z/55hOvCtPxqHIpH+6wOkxUn/QfbY5zMTUUOuEQOWO7pZHAANyHT8/BERELGUPWKz25TozbRL3+MGh34/0NXNU7b9QDkpIZIKrhxb1+3Vhx6Hp6Imxier2c54DLpqM6K/Lfwntoh+8/Hx8cng15nsPPjh6DVevsCSq7p5a2Z92OuH57nb7SatH2F27fLoYRUcPv+eqD3w3bemnk/nf/dMCT79FqDaQ8fWpH/3phxP+a64fFfoC7AwS8fTKhhgANQcshsm46vGZp90QlR5i2cR3RC1JN817IukuuS9H7q7c54z8qeTbKvUgJ1AU5feXpF/rtSunLY7POpDP9O92dERDdwFBVF1UoePAZgqxooCpoWIFLukDNFQdcCyFLprkwNow60QLZthTocRSVQxgY0FXUQHSgqhiqVbEdEN7I6QiVsMGyVT3+/hNZLmtL5fbE2XQl6gLBmoGgQU1RQNEL1EZrPGEW4LphfzwA6IpmDwGSFUEE7cuW0Ph3k+NuJ26y+4VPqzpmczlNUIrqBa/fblzmQNKQFMOMSaGAgo2v94UEcB2KAKivISn9/6KMV7IPrqR1bRVK2szpK9XluOwD+8cQ/OHHuCWy8fjWt3x1NJGxk+0NRNFKYWf9lCNXrNJ87mUBNiEhc5NeddUS6z4OaDsj9ehWNkdF6VKV/gBlT3TjgtW3C6n9FaT1Cz8uz4rAUGBmtR3P6010beufEkKpCfO3+m3h5/q+RJMmTLkhvL1/+WA3jDu1Ez9kRmEjBCqAxVEUwmt5eft8Hr/Ld7Q5jVdBlRF0VgYgH+8IuyTndhOtqPNnj1e6B/Lfu+Tp2PlTKyytlH4AbhNDBMm3Bgf1XzgaveZXIbI4yW6KOzanD38bv80XE7jH58NQXmXL17lA1uLxeH2DiFbNQayo/dHMo2DGTJT98jV3/eJA3+ZQDARk75Xj6gR0YU0XzNyYTmRgl7lZ+p9uOmXz83X8x9Rrv/pv0u1moHifpm4rZY/L66a8z6ulRnuSNeoPdbtwNo35o9vWu6eX5Q59n38f2JdwSHlQ+NDKE0WxgjPCmL9gU3CT7KsXsMfnbPn9j3kPzPMkb9QZHPnAkor70ifk+ny3+pPszoKllFE4k3B/fugx2OJieSUWj6clxAa6W7j47Ei4bzmtYddjplcXCejL67XCJlbqAlj7JeiAdAS0bp7sovU9fto3RHBsy+UmB0+MibBc7EobMqa0OqC0qTlRCKGRjT7uqRnROoLiegXSoGkgivx25eX3X2TjdOX4SloTTI7CDRn9eOASqlrUP0VdXMIjbGwdXwg1XQTTni98A1VFBVSDQP9ioUWg6uRZULb1FPhPuK7fPS7TDDUfYGOvCMgI4PQIRjqZ90NcfUlU43399dbiqRnSfunR9Uii/7oyuvj4nGgXLTucNMWQYLthJCdfb7itkFaKjLYTQ+dtx5xLWArQnegYvmFHngnAG1+cKwcZED2ggqwLF47etrMpERw/PIX4AuGDGqch/TeNlEp1D85+Pz9ZMU8soEqaDlXNCpN0XXyqesvNCbfVFcyKetHBdkQ3vVIpMXjxZ+rO9pXWYTjpElSIX68glV0eu7nI6CmUy7TDddKzs3LIZWYlMWDCBSKWw2lKYZlrWdNJxoQUCtSVEwnawkv1lk64g/KVWHFcinrKL9JfSkak3Vy4TlqwwL+vevjNTTAusthS9vSmsQL+chYQUUEjZLpLcn267EjgC25UQfTpMB2xFRm0JYSsyUp8OV6R34jV9dztMVcEsOPsq0+el2pHBSdjYG/P9B+AgobaESNoOKFK2P5KuIDKnFTunva6gZJ9nri3TScdvH8o8zoHUhhTC9lZY1mVa57YOQVEaYQqcpIMwvenTDR01qKZ3EHpA1dVNsq9inPRCQiX+m3TkJH97+VaKP+n+DKiqrsM1Atn5hWMEBpQnmL4rXojomzy6uoZQBj70azh0EOy7c1tmdlHSBkdJT3YH0uH0p+XV0Zeepy/Xhr58KaIy7uY90joUBeiLPemCUq3gGn2Txr70REyw5FuvM+7WWWgjAnn6y+lI2yDy25GbV6KOjN1qo8K4G2ch5dThGAEkRcnaB/0+UnQVHIESNbK2AEgaKLaSpwMgsaiLlT95l3FXzkCbGMnLz/quRDsCVVWc9f2foykq426sKdkWpTrQ77++9ESHzZKvPMe42/dAawgW91NOnxMIgKqm84Sbfm6/QlQDJny5G91oBA83Cqw4LH2gjnFHbiQupRBU9kvCqIJtTih+hrmQgKpx9qxDcXtVrB6wYnjawp0+vbyOCfPaoXpw+U1FNWDPr/X1h0f/PX2Pw7gjGZL/fHy2Zqqq67BsgSP6V6HcvtmGZbs4OZNVp++53ZTdL5t7XYpy+Vtah+NK6Ul3CR3l6iilu1BHoUymHY4rIaT8shlZVel/r0R0pvz9wCKdkB5fLMfFsaVses+qGO8d/CCTHzwYfZRepL+UjoHaUpiXubb65KRogCl/PxA3oOOkUlk5N+fpzNzyQlPAFum/OfmuLKfHS1nOyrsivb18+fwX2OauA9An52+JLvRdoX8gfTDa5HsPRJLy7XdJ67NdgaxI2f7I+G+bhw5GGW3k1VfOFxlfDmXSrdfozH1qLsG6IHg4yiK+Js5TX3qKA188kFCLty3VuUTGRjhywZGe5Ts/7iS2LEbskxjsOrh8Znv5gS8eCMMQKlqv0Zm/cH76jUf/XTn5yiH7z2fL4k+6PwOWfPQ/pk81cBobBoyhbYdD6Rja6zeU3JqdiaGtt3eWjaGdqq8dNh12R/obobAeOxzCMQIENhZPVKxMzOYRI8rqsMwkNDUWxenOHMwW0I2sDtZvyKZl8hVb5ePLF9F62UxCTg92X5xuYUNqeYDayRKKBlZNFBJJwk6KUReMQzG7CGy0svWotXVldQR0A0vY0NCQbUdeXiZOd0tLNk53xk+Jzhirr/qEKedvg1UbhKBBoLOHVDyZtc8WfTGwQ2F6UjIoYK9eh+b2f6mKJKRWBtB3q8qL060ZNo3faCYatkiu35C+uxw08vq8VDvMNav5y99v49tfns+K3y2j9dyxRGoi2f4QsSSpj8x+//XVEZZ1Rl2yLUpUIbCxI6/uwj6nrQ0su1/vEOJ02yasfLaK5nnebtUqBow5qBNLNfnW/7uel+f/uiJ9yRiseLSWMYd1YAxw4Kzp2Nz17gv8YMZRKEEJyeP4p4fS9inDs3sN24TX7nPY5cvethkoBux2tMQqaWj+8/HZmlny0f+YM3sGmta/s8p2XLp6TarDel586243/d1WFQnQEUsNGEM7nrRI2S61kdIL4FtaR7ebzMbpLtSRS66OXN3ldBTKZNoRVAWynF82I5sXp9uFBd98lqk37kVtfRXdbjJ9t9uG1EcdVM1oQQv32xIZW83UO/dBqjOoDuvEe1N5+kvpqIoEiuxss5I4rkRtQV7mOhTW6eo10eIpFp35MrvefSiKJrJy7bEY3SmHgCpnd4dVRQKkHAs0Cc2xUPvidAc1QarbJvVRB3WjDQJVfYvoLtgTqhh70c607DSCuJn/XHGmz0u1I0vSYcG3nmXbm/r9B2BbDqmPOojs3ExcuNn+iIytZts/70NoRICavvoSlpSN013KF5k43eoQjhkxu01eOfkVRr3scXt5o8He/9gbo3FoA2BsZYznDnmO/R7fj8iowU+Ej46OYrQYGC3e9IWbw5tkX6WY3SZ/nvFnvvLsVzzJG40GJ75xIj1Rf/fZ1oh/kJqPTyEy6fARW+unQya9DdurfSoEWozhW2KTQa3Vt17/AWrQJaQFeOhrF5Q8y2BzI1foezXoca/3Z0QgzLD6z8fHxwcAGfSGwNY7vgxhfA5OqBrW8Xlr91+gaRjtU0ExFO/+H277KkWGSEtk67Xv/zh+t/h84VFDKmN+PgU14i1uod1ps/z8JThdw3N6uRpSGXPhRFSPp52qmgI2qJo3eetTk5W/WU5yRWUHMemazre+ciqh6lBF9tmdNsvPfhen3Vvc0E1F1WHcId3ohrevMyeZ3l5uJlxWdG7A8fowcx9GBKZ8deC73AC6ojJ/xlxIalg9KsLjYaJm3/Z3Z5jOzVJ12P04pSL/vXSXGLL/fHx8fDLoVQG2u3s/z9FFzHUJ/nf4k9htw/MFqVbpbHf3fuhVgzyil5HXVDCF5/E5taibj775L2IfDP7IUjn7Jv9p/4r89+6hT2JvGB7/6VU6+z6wL4bHg++S65I89aWnSK4bmn2RURGOeO8IT3e5AXqW9dC7rJfkp9709a7u3ST7KkWv0jn57ZMr8t/No28eNvt8KsOfdPt84bFjNssv+Ai729skUK1RGfebSSjVw7P0bMdslv9sCXbM2yTfSlkgg5XyJq+N1hl1/jiMMZXdkUyZKa778+/pbe+tyD61RmXctTuh1Hn7EbCp2ElY+nAVZtL79vIJ89qxVYvznvozCbuyxYFkNyz8ay3J7oHlUrbFta8/hghYKCEbqfx5hnnoobR9w7a9PAmv3ONU5L85J0lD9p+Pj49PBrMzyf+Oehq7y9v3iD4iyA6PHITaMEynl3eZ/O+opzE7vU1i7KSdfvwr6W28DEypYuqdexOZXjsk+6zOJAu/8lRF/tvpsYNQh2t7dKfJMwc+Q6I9MbgwYIwwOPDFAz2fJl5I7JMYD057MP2MtgciYyPp7eUjPW4vbw1vkn2VYnaa3LbNbRX57zuffmfY7POpDH/S7fPFRwalWkUqeCBJliHUbFF0dpsLdpcNw3QDT5LTB7oVfhrL2acq6a1QhafPyhroNXb2JNUsNqTWJKHCG/eyJFFf24CkSCjVSlG9A/qvwxw2/yGDaqSfV8tF0aF1Tg+ldj/bCZmQFuDer/yw4u3RsgySUqxPi0LttDha31k4siRRH4yiKBKSAlLBI9OD2TdsyOmJfiX+S/UyZP/5+Pj4ZJAVGbUhkDkrNIukSDTu1YQaLMhwwWxLDd/4ooDaEEAueAZeCSiERodR9MIvTglJk0HJ/8LXqnSqplWjFd6RtiGxtLvi8TmDpMqo9cX+UwJK2n+FO5g+A/8FGgNIar4/MqHBgk0Fq9EupNYP3T5Jl1AMBUnP11c1sYpJ35lE1cT8uGoyMkqg+ADfLWVfxSgQbglX5L/Ymtjw2edTEf5Baj5feNSQyujzJ0FIha6cDBm0iFs02bW7bVZetpxxv5kEw3D4oxJSGf2j8ah6wcexjH2SKoMJkpY/UEgKBBucInlrjcmGP62lZkwVjPL+kdc0nRO+fCIh3WD0j8YXC0gD+O+iDxl366xh+YZRdRhzQA+q3gg5i8GZ0GBywWKLk4QVT9Yw9og2lidW0xqtq0ifHoEpX+kstiMATTv33w3RFJWv7TAHN65i94AbJ+//qZx9Zjxt34R5Ho4q3QyoOsyc1/e/5NF/bzwgGHuEOyT/+fhs7XR3d6Np/Y8juS6YtkTMTeUtTvX09N9NMy0JxxKU2/hhOukTqIsOwhomHT09MQQSSqBYR14dOTpydZfTUSiTaYeT6kUqiGyQkVUNCTOVJCVsiMLoq3YhIUy6u7vo6YnhSipCUlCqXXpiPXllzXVxPvrmC4z/x1xihkRvb2xwHSXsTCSSCEnJ6iwsn22HZDH6ql2Ii0SeXCzeizACJJIJUvH+9ISZQiRdEmYKNaEhJAU7mT7sTZug0Zvshb7uEUjEF8X59JJ3CE+qQowp3h1mWgO3IxCKMOr3s0m4qaK2UA29vb15/WGui/PhyS8w8b45yKpMT08MRw6gyMV9nrkOhCBlWdimw/Lly9EV+OSTT7Jy5a4B1rSvYcyvx7By/cq8vE/XfAqTYfmK5XnpH7/7MR+c8AHT/zodvVEfsP5y19s/sD1tZhttn7Tl2RI9LsqqjatgY39ae2c7vct7Wfb2MkINoXz7++zLrT++Js6/jv0X0/86HVmVi9rr1S+VtGnXP+7q2X/mBnNA/5Wzx2teJTKbo8yWqGNL6Onp8XZwnX+n+zPACIYQqopQZFxNxVWV0i9NTYdWKiMj1PSMRqjl6xhOHfS9SukQilyybLqMNqAO+mwsbEeevj4duWmZazPusvSHC7C7zXR7tPxXtr4+P6hNQSbfvgNaUyhfzwA60tf57SglV1jeVZX09ujzF2HG3f62liuvqjhJGyRwHLmoLZnyue+DU6qYfPsOhKZUF8mU8mWmHSnX4fJbf0N3Z5yl5y/CTpLXH0X+63uvNgWZfN+eaCPCxf1U0OdoWr9eVS2+3eoBOwlL7q/BTHhb2tVCsM3X2nEDFr99+QFSdmUxsZOdsPCeWpKdA8ulbIvfvHQ/cshCCbpo3h4xw4jIbPO1drRhivZhJ+HFPzsV+e+AM5Qh+8/HZ2vGCIbSMYndnFff3LEwXSAhkLIyReUK6hgsf0vqEDmne3mtI093GR1FMtl5tlxUNisr+vNT7UkWH/siVqdVYGd+vZmyamOIqS8cjNYUxBXF+kvpKGVnRkdhXn759Bkli499kVR7skiOPrncdCfhpMfnhJPXjlIvkAlOq2XqCwcTmlZXlN/vz+J2ZF5mR5KPj3kmz395dRT0R9p/B6I1BovaMbAvCpdQvGF32rx//Puk2j3EowT0Rp2dn9k5O2GslOSKJO8c8I7nM2zCo8NoDRpGs7cdW6GW0CbZVyl2p80Tez1Rkf/mLZ43bPb5VIZ/p/szYMKU6dg1tUik4y6bdTXlhR0nHb5pgBjZVtXAv+aHSwcNDQBl6ylpg9MfIqysjj6Zonb0pefpy7Uhk58SGJOrkFQZKxqEcP52nGx5x4FAgKRq0PPWOsI7N2AGtX79GblSOnKus+0okQekY1MHAlm9khbEmLwOs6kWAlK/r0rVrSjI3T1IQQW5oQ4ayszM+nQA2L027f9vGU3HTYLqnDiguX1eQpdcW8s2O+yKM6IeY/IGpBENmNFAf1sK2pFJTzpSv/8K25EjB0B1dX+ecMEcwgROBqPORh4sjnwfrg29azTCLXDHUWcR1g02JryH15BVUALuoCeSy5LE1IaRYEtIsotje/vCdW2Xnk81wi3DNJmVoaoRZG/uw7Vh/TIXoyowJP/5+GzNTJgyHdQgTsEHQldAkA65lUHp+752ZB297zdu6cCaoKQjPZbN39I6MvXoul6kI8+GHB25usvpKCWjK5C5GZ9XNseGNAFcCYyptSjhSPqOayB3G62WLZ9Jt2yZ3tc7iezejFACRfpL6XBkvUhO1fvf5+ZlroWioyvpkKfG1FpcPYiS8U2fnAIoan552QgjhVRkI4yqZw5fK3+Iq4jZbPjzUrRvb4cSyP8NlNvnhe3IIEsQ3KamjP/625Hpj7T/uons3pyVz7SjsM8z14qqozkSiqwybtxYQoH+kWzSpEkDXps9Jht23MDEqRMJrA8MWsY1Xda+uJbmLzUj6/Kg9Rde9+q9LK1fyqhJowi3hBmMxlAjWlijZURLXj2l6gYYN2Ycq59ZTfOXmsva4NVWL3JmnUl8VtyT/wBc00V8IBg9efSA/hsozUteJTKbo8yWqGNz6unuHuSQnz78SfdnwNJFHzBpoobTUIdsWqix3pJydiScHuHa2tC14pMzhapiVUXQumNIdukHgsy6mmHTQV+c7sJ67EgYV9fQ2zuL9Vup9N3OurqyOmwrBQ0NRe2wrVRWX0YHbW39aX35IS1A69njIKSidcewE/m+yNhrV0chlUJeHWPtpe8z7sqp6COi2Xrk2rqyOnQtgI0L1dXZduTl9V0zYgSkUtDT06/XStF6+khCyRhxdAgE0Ns7S5bXgmEkTUbEHaSeTtBKHInd0JDVAWAtjdH1j09p2D6CPFpLx+kOBPL6vGQ74gmO3OtgQo6JdvpIiHeiW4Fsf5RqB4DcI6X9d/se6InevLoL+5yuLrCstF7hgFb56qyqw6i9Y6h6MG97dDkcE1a/FGHsERv5sHv5kLaXTzqma1A5TVGZN2033KSK3Stwk4CHu91mMm3fhHlDO822UlQddjqkeHt5ORwT/vtEenv5UPzn47M1s3TRB8zYcXre9nLbcelN2oQNNS++dcxNf7dFMjGdVTlvQpJLPGVj2S7V4dLfcVtaR8xN9d2VpUhHLrk6cnWX01Eok2lHQBHIUn7ZjKwDKLJAlyFSGyVw9exsHTE3hemmt7AHVZEtnymr9go+/clrTH7wYMINEZQC/SV19NWbK9dup3BcieqCvMy1Yajp/qjWmHr1bCLRCLG+MTUjl7AlNFVG6budHAnrOCEZ0WsTCckgi2w7SuEK6F3Rzca7FjHmiIko4/Lvtmb6vFQ7MsihIGOv2CPrq8L8TDsy/ZHx3w6PHET1iKq8dhT2eeZaVmVSqfRPxUrRozq737Q7RpUB6weXT25M8sYZb3DgiwcSaql8u1e4Jcwhrx7iWT6+Kk78k7jn074T6xNZ+4YDPapz1INHpd949N9T854asv98tiz+9vLPgGQijmTbSI6LbNnItlP6Zdnpu4JlZDITVMkuX8dw6qDvVUqH5Lgly6bLWAPqoM/Gwnbk6evTkZuWuXbaE3x8+rvYnWa6PVb+K1tfnx+MKoXJN2+LFpXz9QygI32d345ScoXlZdvB3pjk47M/wGlP9Le1XHnbxomn+8TpMYvakimf+z442mDyzdtSNSZYJFPKl5l2JGM9/OLKC+hd08HHZ3+AvTGZ1x9F/ut7b1QpTL5nFlqtVtxPBX2OZfXrte3Mvr+KsJOw+B816e35HkhvL+9ABGxue+dZTKeyE2y8bi9P2iY/f+5vSIaJrIsKt5d3DOv28hfucCry3wFnKEP2n4/P1kwyEUdVJFRFznsBRWmynH4iJn0tocrF5bIvWUrLlMvfwjpkOX1XtJSOfLl+Hbm6y+koJQNpXYXpGVlZlrL5bkeKd+Y+it2ZzLOzsHymbGRklF3fPAq9KVRSfykdJeX6dBT7uP8awO5I8s7cR3E7UsVyEn3+6E934lZ6e3ncymtHyZcE4W3r2PXNo6jfaURRfqY/SrUj83I7Unx08CP5/iuoI7c/IiOj7Pb2URgtoaJ2lPVFnw0FZ4F6+zy1JXls5mP0ri9946eQUEuIeYvnDXnC2LWoiwemPEDXosEXxgGqxlah1+iERnrTFx0V3ST7KiXZluS6husq8t+PxI/8CfdWij/p9vnCI+ky4R2jyIWnjJbBNV06X2zHNYfn+EdZlwlvH0HyaJ8ckJAjStEBV+WwYzZrbvvUc8ivDIqisOeMvVCDGuHtI5X579l1w+c/GcKt1qDbvTO4NnQuDhCQdK4/7FRCJXZ4DISqgxp2UAe5Ka9ICnuOmQqujKy6uB53i9u2S+fiAO4wzWVlGerHUJH/Vn7gDtl/Pj4+PhlkQ6FmrxHIhrcvIDtps+Gfy3A9huTaVGRD7bPP2/M3kqGgVGtIHuXt7iRLf/YmKY8hyYrsC8pE96jMf+uG0X+qoTJinxFoofJb7HOxkzbL713uOeRaIYGaAKFRIQI13sYlx3RQIyq26U3fptpXKaqhMuGwCRX577+3/HfY7POpDH/S7fOFRzVUmr89BjnkcVDqtdlwz1rc+EBP320+ZEOm+ZSRqB4HTVlVcHsdZN3burPdbhF7o4dkW2WDuqZqHLDXQQQjQZpPGYlcGHqknL5emw23L8eNDU/8ZlmH1j16UT0vCsC6N0OYSYeXVyzAcirrZzUEE4/sRh1kIVlTFA6ctBNYKnZcwfXoDjuZts+r/KYi67D9/kpF/lvwkhiy/3x8fHwyqBGdiZfsiup1fO4y+eS372L3DM+ZF2pITdsX8fbok6orON0Wqu5t0m2uTtD+xEqSq7zFlS62T2f0z2dW5r/LhtF/EZUZV8xA9+g/q8vi3Yvexeoamn1Gk8GBzx2I0eTtYLTE+gTxlXGsDm/6ku3JTbKvUtSIyqF/OrQi/z1zxjPDZp9PZfiTbp8vPFa3yZIz3sfu9DaL0Wt1Jt+0LWqNt5XFTcXutlnyvQVY3d7ss3ttEGB7XBQwxgSZfPO2RMZ53N/cRzKV5Ce/+SE9G7pZ8r0F2N3eVk71Wp3Jd89CrRue+M12Ehb9vdbz9mi1b3s5hsODC97ArvCWciXby8978k8QMJFUUAc/0wXo314+2KR+c2En4bk/et9erobggNOVIfvPx8fHJ4PZluCtvR7CbPe2KGyMCLHr60ehNwYHF94MmO3JtH1tHg68IP17AxfP43loai27vnkU1dMbhmbfxiTv7/tgRf7b7c3h81+yLcnDOz7seXt0cESQeQvnERwxNPu6FnXxwGTv28sjoyIoIcWzvkhrZJPsq5RkW5LfR39fkf9+6Pxw2OzzqYzP3aR73bp1fPOb36S1tZVQKMTBBx/M4sWL82SSySRnnnkm9fX1RCIRjjnmGNatWzdgvUIILrroIlpaWggGg8ydO7eo3vb2dk488USqqqqoqalh/vz5xGJDW530GT4UXaV67zrPd2pd02XjYxuGb3u0IVM9pxalME53WXkJuVr1fuc5ZvPpNcsr3l6uKipHHDCPQMigek5tZf67f9Xw+U+FmklJZI9rJK4NG9830NG54qBvEKx0e7kBgVobdZA1BVVWOHLabkiSgqI7nreL27bLxveN4dtersLIaVJF/lv6tjtk//l8sXnxxRf58pe/TGtrK5Ik8cADD+TlexlrS3H99dczbtw4DMNg1qxZvPHGG3n5Qxn3fT575JBG01HjkYPet0evvv2jYdserYTUtH0et/eqEQW1IYAa8b69/KMzX9qE7eUq9UdW5r9Vtw2f/9SQyrivjkOLeN8evfDGhUPfXl4foHrbagL1HreX2w5atYZted9evin2VYoaUtnh1B0q8t+rl77qby/fSvlcTbqFEMybN4+lS5fy4IMP8s477zB27Fjmzp1Lb2//KtAPfvADHn74Ye677z7+9a9/sXr1ao4++ugB67788sv5wx/+wE033cTrr79OOBzmoIMOIpns/yI88cQT+eCDD3j66ad55JFHePHFFznttNO2WHt9Ng+yIdN4fKv3Z57iNh2PtuF6jFu8qci6TONxzZ4ntbKmInodZI9HidodNskFcc9xHjOoqsqeM+agh/W0fR63H9txm477V+H2DtMzdyo07ZJA1TwuCliw8f0gqZTDU0vexarwIDDVgHGH9HiadO81ZhqYSnp7uddnus20fV7lNxVZhW32lCvy39K3xJD95/PFpre3lx133JHrr7++ZL6XsbaQe++9l3PPPZef//zn/Oc//2HHHXfkoIMOYv36/uN8hzLu+3z2qCGVMT/cHtXrpLHHZM0fF+IM0/iiGH32edy+LSkqTpeFpHiTt9Ylib3RRmqttzuZhaghlZZzdqjIf6tvXVjxIvxQUUMq2/9/26OHvG2PtntsFl63ELtnaPYZ9Qb7PrgvRr23nXbJtiTJNUnsLm/6kp3JTbKvUtSQyr5X7VuR/1775WvDZp9PZXyuQoYtXryY1157jffff5/p06cDcOONN9Lc3Mxf//pXvv3tb9PV1cVtt93GPffcw3777QfAHXfcwbRp03jttdfYfffdi+oVQnDNNddw4YUXcuSRRwLw5z//mREjRvDAAw9w/PHHs2DBAp544gnefPNNdt11VwCuvfZaDj30UK688kpaW1s9t2PS1B2wGuqQFBk7HMQxSq/ICUVOnxLd1EiqxBe46Jt0mXU16VOxy9QxXDrQGgGK6snUkaqvLS7s2NAXX7msjj4ZW9fz29H3Yz+lqFkdNOXY0Jff2+2wZP4rjLttD8yGGoik9+0KF1JdCmqthCQDCIiEEZEIk+6rL6rHzgTMLKEj3WaR347cvL5rocgQCUPQyPrJbouz/LTXmHzbntD33E6qvhZh2Vn7EOnypq5jL+lE2AJbjaI29W8Zdx0wuxR0CeQ+HQBGE0y+fzSqoqYnSJl41rl9XqIdiXCIH//oZK648I+sPHMB427ZnVR9KNsfIhwmlQz3+y/bRpVJ/2xK10eooO78PqehARwnnSfc9AnmFWInYOmDtTSdlP+/Yydh2SM1NJ+Qn64GYcrxHSRth1dWfMSJO3ypIn3JDvjk8VrGHtKBkfMvneyETx6rZeyhHRg1kLBMfvTUn/jTYT9AkrWiSXo5+4yQzJTjN1Zk06ZgJ+CZvznsdVL+GQED+W/udxQWbRya/3y+2BxyyCEcckjpkD1extpSXHXVVZx66qmccsopANx00008+uij3H777Zx//vlDGvfLMWnqDnTHbWSlP8yT2xcSqqvXRJb7Pyem1RfTOJbCdQUJ0yFllx4nM3V0xEovfm5pHaYl4Yp0HO5CHYV1ZHTk6i6no1Amk5+w0yde55bNyKqawHIkHBcSyzt5/9CH2OaBg3HkVNZO4bis/SiGva2GpCn9eoIK2744L+sru0B/KR1OLFVkp+VI2Xbk5mWurd709vDudSkWH/UE2z12BETlrFwyIYit6EWeqOKK/vKx9SmE5RJbnyJQld7im7AknKRDz8c9RCdGUfoOWXMFBCfXMP3Vo3GMAGYqv98yfV6qHdn+aIvx4eEP5/kPwLVdepbEqJ2mIatyf38EFbZ7aR5OTttdQck+z/oSB1dAmX+7AUluSPLUPk9x2if5N6iSbUmeO+Q55i+cn5duNBoc8cERlSvqo/OjTl748gvs8/A+1EytyaZ3Leri+cOfZ99H9qV6SnU2PdQUQtblokl6rn3hpv5nwyLNkU2yr1KSG5Jcvd3VnLr81LL25WI0Gvwg+QOWLFkybDb6eOdzNelOpTLxE/s/HLIsEwgEePnll/n2t7/N22+/jWVZzJ07NyszdepUxowZw6uvvlpy8F22bBlr167NK1NdXc2sWbN49dVXOf7443n11VepqanJTrgB5s6diyzLvP766xx11FFlbU7lfJF2d3fT3dWOaURRolXpxDIxtImEsVwHN9YDSomtJZqajrecSqXDMJWpY7h0pGLpGJZF9QxgQ8qxkDQNQuGyOlKOhRyNFtWRcqx+fSVsyORrQqHqmJE4QRk7HieVTD+bJRxwOoOYmo2sgBVK/1+57THW//1Tqo9phXCgX091TVkdKBqmDJJhZNuRm5dbR6G/LZGial4zjkjhuH2T0XiSlGll7bPoK28EccIySr2GJaeQYjk/DC1wu4I4NRoOIq0DsLtsNly5mFE/nooTlbK+zLWhZDtsi68f/x0UVVA1rxlLJFBjbn9/CAmn08r6L1OHa0lseGAdNV8bC26+Hwr73Iz3Iiwr7SNckCRW9WxEivWyuqc927Zy1wBrk+1okwVrExJrE/15a7s7cc06Pu3ayAanP31lRzvmwnr0bWJ8Z+aBbIh3e9KVubZtkBsCrLfbUXv67bC7VaCO9d3dqIqN47rMm7obG7q7EVo1Kzvb0XP+vcvZ59qw/C0JfZuNg7bdq48GknNtqN/OYG0i6cl/rg3r/xPEHF/af+Vs8JpXiczmKLMl6tgSOuJWZTtVtka8jLWFmKbJ22+/zQUXXJBNk2WZuXPn8uqrrwIMadyH8uOzbSZR1P7twa5Ix41WZIHImfOYqfTdeUUW2UmcppSOyTxY/pbWka5HztYlSs+58+rI1V1OR6FMph22mQLcvLIZWVeAZVlIwiYQUKn/xkQczcKxkpipJEJSEY7Abk9gpZIoKNmykmmx+tr3qT91Kkp1sY2ldChysZzV91ujsJ1ZPVI6xrbQHeq/MREp4GT/VxRZYCUSCFdgmSaO25/uhCyUJgMnZGFlwogKGzfu4HSlsOIqjpT535KxukxW/fB1Jl+/J1bBvZFMn5dqRwZZ16j75uQ8/wEI08VuT+CYKWxXyfaHZFqsvPY9Gr49GaVWZP09kC9cAZZt4QiH5cuXoyvwySefZG0odw2wpnMNI04cwcq2laxatyqb/unyTzE7TT5e+DEbzA3Z9GULl7H6jtW0ntKa3f3nRVfm2nZsIrtE2OhspOuT/ue6Y8tiIGDlspV0Bjr709UYckTm0+WfYjQa2XrMDWbWvlB3qL/+uM3rl7xO6ymtJdvr1S9e2+SaLlPOnOLZf27S5b1fv0fkmEhJ/5Wzx2teJTKbo8yWqGNL6Onp6RlciM/ZpDsziF5wwQXcfPPNhMNhrr76alauXMmaNWsAWLt2LbquU1NTk1d2xIgRrF27tmS9mfQRI0aULbN27Vqampry8lVVpa6urmy9AJdddhkXX3xxXtoZ5/0KEaxLTzQTSRios3QVp6sLSj03mZkQ9/SUnxAHjWHT4XT1fcGVqidolLTBsVL9k+4yOhwrhRwMgpnfDifzIzSjL2jk2ZDJD2gBovv1hbxq78KJpyfuwpaw1wgIpNKfBF3FTSSQNsaIPb+B0JeCBN1wvx5FK6sDLYCDi2oY2Xbk5WWuI1HcWE+ev4WVIrJPCDnVi9XjpNva04OTMLP2OaKvvGUjq2HcmI2I9+Co/R9hNyXhrBVoI8OIeDxrp7U6ibU8gb2uC9dN/2CSg8E8G0q2I9bL9mOnoNlp+0SiB2wz2x9OLJHnv0wdSkKh58nVVB3RAk5vUT/l9rnT1ZWedGsBXNx02ytEViEwpQNZrfNWwJaxPqlGGt/GS5+8xwnb71WRPtUAdfaaQeUUWWZ602gkR4aUiuyqwOB38l0brE+q0Sd2VGTXUJFVqN+ugucJbZnOJQbaSDEk//n838XLWFtIW1sbjuOULPPRRx9l66103Ify47Mqu2hKzqTbhYQLel/c4gypvh1IugKOm56olD+0Oj2JK5e/pXWkhI1AAgJFOnLJ1ZGru5yOQplMOyRhIZFva0ZWltITUVnYGBGDxq+Py9aREjYuIISEvSaORh1qji2yCZ2PrKD265PQa8Eq0F9KR6m2JISNkJSivOy1nG6Hogsavz4OI6xi9SSzcgnHQqRAwUXklFdlGbfHQpVlpD4dsrBxTQt7TRwmaNnnwwUSdodJanE3ojOF3JTfcZk+L9WODIGwQf1Jk1HcVF6+6zjYa+KouFgo2f5I++9TGr42Fr0hLe9ICppS3OeZa00RmJZAovRiz0DIukzzic2eo7M4CYeNj21kxPEjPD9yl4saUZl8+WTP8k6vg91u4/R6O5jWjttZ+4YDWZfZ5oxtPMs7CYfl9y5n2qHThuQ/ny3LVj3pvvvuu/nOd76Tff/444/zz3/+k/nz51NXV4eiKMydO5dDDjkEISr/MhgOLrjgAs4999zs++7ubn79hz8R0Q0cRUVRNVS99LMntqqBoqBpASIlZFxVwVQUdC2ALJXuytQw6shMqgrrsVUNR1EJlLEBTUUdRAeKiqFKJdsR0Y2sjlAJG/RemcU//JDxt9el87W+QUmCHiCsGSgaxBQVFI1IQ4RJf5hWVI8xgI6IbqS3gMsKoYJ25MppfTrI8bfdabHs/MVM/912ENVAUYno6YO0MvZlbhaEtADJDRYiJdB7ZYycw0IcB2KknyWWlf7+CI0NUHNzNRHdIGYm0/oVtWSf57bDtm3OvvBUbv7xLaz66VLG/2YykUwYDkVFUTRSmFn/ZesIG0y6YyYEDSKdTn7dWUek+zyo6YDcr1fRGBmtR1X6j+4eU9044LUdh48fqKXpJBmi/XlWHJYCI6P1aE5B+a92krKrWL2og9ZofbpfPOgCSG6ET56sZexBHRj1/U1KpGAF0BiqIhhN35k885Fb+fuRP+EToLW2Knsi+YD2VYP61Q1AjSd7vNo9kP8W/rWOOV+XBvUfAFEYc6rK4o0D+6+cDV7zKpHZHGW2RB2bU0fMHNpBSz7lKTc+V1VVoWn9z1DajovTaxIJ66glztKoqqrGiaUIqDIho/SBR/GkRcp2qYqUftRrOHS4LjiyXlYHUFJHVVX/dtxyOjIymXYoahhZzi+b1SEHshN7PaGxYL+n2emxg6kamZY1HbBS6UEvGq1CC+fbMuPFI0jYEpFoJLt4UKgnV0duXubadNJ35Kuqqkq2MxSO4vSaOB0y/zv8CfZ68StEo5GsnB23idNLMBiCvjvXVVXVxOIdiISDFpfQRxo4rkRQ00iZKbroIhQKEYgGsv2hTImw65tHUVNTTXd3/onbmT4v1Y4MbicsOuCRPP8B2IpNBx2Ew1Hiws3rj5kvH5HX3oQlEQoGy/a5qoewnQSaIhg3biyhQP/vm0mTJg14nViX4MkvPcmsT2fB2P68+Jo4H/AB48ePJ5QM5ZWZ9L+B6xzouuODDv4171/s/cDe1E7vf/6rvbOdxSympbmFurH9C/TNoWael59n7LSxefXE9X77oqOiebqM/xkD2uDVVi9yiXUJHtzmQb7z6XcG9R8AY+Hg3oOz28sH0l0uzUteJTKbo8yWqGNz6unu7vYkt1UvgxxxxBG8++672deuu+7KjBkzePfdd+ns7GTNmjU88cQTbNy4kQkTJgDQ3NyMaZp0dnbm1bVu3Tqam5tL6smkF550mlumubk579AWANu2aW9vL1svQCAQoKqqKu/lM7yoYZXGk0YiR72f7rn2jlW4yWE6SC2k0Pi1ZtSwx9PLqzXUBhU55PF01E6bZT9dTLLC01F1PcB5p11AuCZM49eavetL2qy98WPcxDAdpKbDiJnxQQ82y+CasPrfYTRX4/w5R/VN/L2jhiE61hw0BFhA0fjJXvNQhYqsu95PLzddVv87PKxxuqfNkSry33vPOkP2n8//XbyMtYU0NDSgKMqg43Ol4z744/PWgFqtM/aCnVCjHk9njpks/flbOPFhOsgqqqXtq/YYp7taQ28NoVZ7a4/VluR/854kuX6IcbqrdFp/XJn/Pr7oLexh8p9WrbHTJTtheAwhasds3j7v7SEf9BYcGWTUkaMIjvS2a842bfRqHSfl7U63GTM3yb5K0ao15t44tyL/PfaNx4bNPp/K2Kon3dFolEmTJmVfwZytp9XV1TQ2NrJ48WLeeuut7KEsM2bMQNM0nn322azswoULWbFiBbNnzy6pZ/z48TQ3N+eV6e7u5vXXX8+WmT17Np2dnbz99ttZmeeeew7XdZk1a9ZmbbfP5kXWZWr2qUf2GJJLmC6978WGL+SVLlPzpTrPp4PLmoKbEBWdJm63WYjeytqjKApTJ05DC2oV2SdMl953OnFTwxgybHIKVfV4+rYLvas1UpbNPf97CXMIp5e37tk76CRVkWWmNo5CEQquKeN6dIdrp+3zKr+pyCqMmi5X5L+NKxiy/3z+7+JlrC1E13VmzJiRV8Z1XZ599tlsmaGM+z5bB6qhMuLo8Z6ji7hJh65X1iGGKSSS3Gef1+3RckDF6bWRA97kne4k5uo4dufQwlXIhkr9vAkV+a/z5XXDFzLMSIcM8+o/O2mz7oV1Qw55ZdQY7Hrlrhg13iapVq+F2WniJL1Nuq24tUn2VYpqqOx42o4V+W/po0v9kGFbKVv1pLsU9913Hy+88EI2bNgBBxzAvHnzOPDAA4H0ZHz+/Pmce+65PP/887z99tuccsopzJ49O+8wlalTp3L//fcDIEkS55xzDr/61a946KGHeO+99zj55JNpbW1l3rx5AEybNo2DDz6YU089lTfeeINXXnmFs846i+OPP76ik8t9hh+z3WTxt/6H1ebtTq9WpTPxqm1Qq4bn6Qurw2Txdz7EbPd2a9Nan8DtdbA2epM3Wg0m37wtwZGhwYVziCd6OeH7x9K5uoPF3/kQq8ObPq1KZ+ItM1BrhucOqBWHhffUkox5m6WqBkw+thM5INiY6MEVlc1uE21pfYm2geXiVoqv/v13pKS+Z909ukMPyUw+ttPznedNxYrD0zc6Fflvn1OUIfvP54tNLBbL7k6D9OFp7777LitWrPA01gLsv//+XHfdddn35557Lrfeeit/+tOfWLBgAWeccQa9vb3Z08y9jvs+Wx/JNb28MeN+zHVxT/J6Q5CdnzkM1eOdv03FXBfnjRn3k1zjLaSXuSaO02VirvHWHmNCDbu+cRSRKSWiu3ggtS7Oe7v/syL/zXjuMPRh8l98TZwHJj9Az0pvB00ZDQaHvnkoRsPQ7Gv/bzsPTH6A9v96O6zSqDZAgOZxp0C4KbxJ9lVKfE2cK6UrK/LfWW1nDZt9PpXxuZt0r1mzhpNOOompU6fyve99j5NOOom//vWveTJXX301hx9+OMcccwxf+tKXaG5u5p///GeezMKFC+nq6n9+5sc//jFnn302p512GjNnziQWi/HEE0/knZR+9913M3XqVPbff38OPfRQ9tprL2655ZYt22CfTUatUmk+ayxKlcc4h3Gb1devGLbta0pUpfmMUZ4n+XJ9ALVJQ67xtt3bak+x9EcLSW6sbHt5IGDw25/8jnBDhOYzRqF43Z4ft1l95cLh858OrXNilDsyoBDbhJX/iqC4GmfPOhRDrWxxQItC7bQEWnRguYCiccWBJ6OjIakCrzeEbdNl5b8i2MO0vVzRYceDpYr89+7jzpD95/PF5q233mLnnXdm5513BtIT5p133pmLLroI8DbWfvzxx7S19a9qffWrX+XKK6/koosuYqedduLdd9/liSeeyDtczcu477P1odcHmPS7Wai1HrfP9pgs/uGr2LHh+YJUaw0m/W4Wen3p5+SL5OsN9NEhVK9xotfFePegx0iuGdr2cq1WZ8zlu1fkv0U/GD7/GfUGu924G8Emb9u9zR6T105/DbNnaPZVTaxi0ncmUTXR26MilmmhRlUc09ud7mR3cpPsqxSj3uDIB46syH/3H3n/sNnnUxlb9UFqpfje977H9773vQFlDMPg+uuv5/rrry8rU3jwmiRJXHLJJVxyySVly9TV1XHPPfdUZnAJmlpG4UTC/fGty2CHg+nTsaLR9IFnBbhaX5znSBi5zMniw6rDTs9CCuvJ6LfDJe60BrT0CekD6Qho2TjdRel9+rJtjObY0JfvqhrRvcOgy9hKGDIHyDigtqg4UQmhkI4dHQljxwXJT1OIYDhtc0bPADpsVQNJ5LcjN6/vOhunO8dPckAjOqcaV9XA0Pt9pWpZ+xB9dQWDKL02wpZQaqogmuMTA1RHBVWBQP8Dx06PghNzsJVAWj4Twi23z0u0Q6muYUxoOyRVIzonlN8WRUGqCuf7L1NHXJD8JJ4+fTbXf7m6+vqcaBQsO50nXCgTxmYgZBWioy1kj9ujcSHZrmJaNn967wX+vy8dW5E+NQBNOw++gKHIMmNqGpFcGWEL8Lq93Enb51V+U5FVaBpfwfqrC90bwBii/3y+2Oyzzz4DHmzqZaxdvnx5UdpZZ53FWWedVbaMl3HfC00to0iYDpbTv93X7os9HU/ZqLkxtPt+p8eTVja+dTkyefFk6W3EW1qH6aRDPylysY5ccnXk6i6no1Am0w7TBVnkl83ISmTCnwmSriAypxW7rw7TSYclEwjUlhAJ28FK9pd1kyl6F3SC7RJP2UX6S+nI1Jsrlwl9VpiXdW8q/VvEVmUic1pJuiJPzkJCCiikbBdJ7k93NRk36eJqMk6fDtMBW5FRW0LYioyUaYsAki52R4qezgSSkf8bJ9PnpdqRQVIkonNasZX8fAcJtSVE0nZAkbL94SZTxBZ0YqbcrHwmTndhf2auLTMdp9sdwnnFsi7TOrcV1evjfZag8/1OhDW0w5HViMp2P9rOs7ywBHavDd7m3Limu0n2VYqsy0w60vuhYcISrHt7HVOsKVvQKp+h8rmbdH8RqKquwzUC2fmFYwyyghpMn3ReiOibPLq6hlAGvus5HDoIpldaS9VT1gZHSU92B9Lh9Kfl1dGXnqcv14a+/ESHzZJvvcK42/dAHRGGvrAXkgtKtYJr9E0aM+lNUSbcvkdRPQPpSNsg8tuRm1eijozd1jqL5ae+zqTb90Qy+tspKUrWPuj3kfVxD067idUlUEf0r25LGii2kqcDwJhoMPmfe6MpKlbu7dbcPi/Rjrhj8bWv7c3d1z/N6jPfZdyts9BGBPLaolQH+v3Xly5FVCbckQ4j5SAV91NOnxMIgKqm84SbDoJdIVYclj5QR9NJ3rdHTzqqs+jHi1cSbbDiqTrGHNhOsKG8XNxKcfx9V/HsV38FBLxvLw/KTDpq49CMGwJWHJ6+x2HOSd5WPFQDvnSywpItH87ax2fYqaquI9abRMkNGdb3+9o006GoMqTM9ATOcRNZGbvMo7le87eUjnQ9EporFekoV0eu7nI6CmUy+ek42CKvbEZW09Kxpy1LkFi7kYVHPMH4f+yPM0rK2ikcgVIdoDeRRLblbNmArjPh/x2AAHrjyWws7IyeUjocN1FkZ6ZcT29+GzLX2Un5qh6WHfsM2zx0MKJGzcol+24QWJaJ3Rday3ETdC3rxt6QpGtZN8FpfWO8JRCOg1IdwHTSiwhpJJTWIFP+9WVcXSOVzL87menzUu3IIDoSLD6y0H8gbBelOkAilUJS5Wx/pP03FxPo6U1k/V2qz/N8aVs4lltxnO7Fby3mgxM+4MAXD8yLJ71qVTrm9LJly/LS1/asZdrd01jbszYdvmWA+ktdxz6KsfisxUy+bjKRqZFsfmxteifBmrVr6Knp36od1+Pgwtr2tSxZsiQvTnfGvlAylKcrY19gSWCLx+k2N5g8MPkBz/4DmPvC3HQ9JfxXzh6veZXIbI4yW6KOLaHnCxmn+4vCko/+x/SpBk5jA0oyhdpb+lkcOxzC1hRYv6FkuC1XVTDratDbO5Ht0jOIVH3tsOmwO9K/wgvrscMhHCNAYGNx3GHLTKbveo4YUVaHZSahqRE1aea1w+oLoRPQjawO1m/IpmXyw7LOqAsnotTo6O2d2Nk43ZBaHqB2soSigVUThUQSpSPB0msW0/rd0URqItl61Nq6sjoCupGOF9rQkG1HXl7ftdTSArFe6OnJ+illxhl1wTjCTi/xmA1Bg0BnD6l4MmufLfrig4bCyA0B1BEasuiB9f2DtEhCamUAfbeqvNjsVnuKTy5eytRfTUuHhIpG0xPynD4v1Q4jFuePv/kT9aqLfME4FLOLwEYr2x8iliT1kdnvv746FFtl6bXLaP3ZDkTMRF7dhX1OWxtYdr/eQOXPISkGjDmoEz1Umx1kBsI2YfW/orTu3cP8GXMJlNjhMRBaDYzYvRutZmA5Q9W5fd6ZBBQNFBfHBi+abNNlxdNp+4YDxYDdjpbQQ3j235sPONTvqQ7Jfz4+WzNLPvofO06fjKb17/5wXUjYEkFV5MW3tpPp8xqCmkbCkgaMoZ0JURXUSt8h29I67GSqL063VqQjl1wdubrL6SiUybRDdlNIiLyyGVlZ0rOxp8MjQoy7cTf0GghqAjuZwpVUhJBIfdRBYEoYVZOyZbWUYMn3XqH1sllUNaq4qXz9pXQENa3ITjOVjqGd0ZnJy16rGglbQquBcTfuRnREgN5EPCtnmsn+ON1uf/neBhltVBCtoT9Ot+KmsOMWqY+6MOqrUfT+ON2pNofl33iB7f++P0o4v98yfV6qHRm0xhCjb94zz38ArumQ+qiD+ilhLORsf2T8N+rSnQm2pOtz5EA2TncpX2iK1henu/LtV2qtypTrpmA0GrBqcHm712bpz5Yy4ZcTPEd0ycUYZzD6R6Mxxnn7LeHYDlJAwva44G/2mCw6dxETfjmhYtuGglqrsvc/9q7Ify+d+BKtP20dkv98tix+j/h88ZFBrdGKTjCQZdCiDnLhnXkXnC6HYTsfSga1Wh3YvpzxQEguwgIh5Q/QsgqSKrJb3TI4tkhvharwJrIkSYSMEJIiDW5fLi44nRbCGb4DttRgsS5Fhei4VDq2eyInwwU7KZGyLG5852l+ud8JFesLVBU7UwuBGrbR+p6ikEjHVXdsCVyKTiMvZ5/bZ99wbS+HvKcRBrUPF8w4m+Q/H5+tGT9O9/DF6Y5Eothjk6jVRl4MbduC8LgINfU1yFr/KoPhBnA7bFRZIxKNbvE43QE5jDtWoaqmOvsIU1VVNa4lsHuThKNhXKc/TncyGgdLEImGkIP9cbod1aE33EtVQxVKUMn2h7W+F5FyCQXCuAXnhHiJ0y2rBqmWKNHqQF6+awjMcRZVNVX0mE62Pww3gOiwiYZCwxKn23VdkqEkk6ZMyvpv0qRJ2DGb7nndTN15KqG1/XG6zU6TZT3LGN06Gr1GrzhOt23b1CZrqZpYhar225kMJlk1ehUTd56I0dQ/Ia8VteDAyBEj8+up77dPj/R/F4ysG8mLPS8yunX0sMTpdl2XllAL4dbwoP4DMDtNVnauHNR/A6V5yatEZnOU2RJ1bE49X4g43T4+mwO702b5jz7CKTwdXIbQCLtokqpGVMb9chJqZHjWpJwum+XnL8HuLJjIlbFPbLBw2i1ER/6sTFKhapxZJG80GUy+YVuMEZXdRU4k43ztnOPoWdfN8vOX4HQV2CcN4L+rdkSNDs8BW04yvb38/2fvveMkK8r9//epEztN3NmZzTkAy7IESRJEEFQMGPAiXjFwQbiiImb0omIgmBUV9IoZ8eJVwIQgioCSMywLG9kwO2EndTyxzu+P093TPdM907PsrP7udz6v17zmmaqn6gnVPXXqVNXzuGMOcwgD5h6bQxuT6kyzYOlr0xiWQnsshRhrwCTwhqPj5d5wdbkWh2WvT6MV57+C73LWTV/FV1wIFcams66nn2EJlr42vd+ilwc23PPTcEr+e+nZ6l77bwYzmMEMSnB7Czz+6j/h91fHyVBUhY6jZ1UtuAGMFouD//cVDefNfrHw+20ef/WfcHsLVeVCV4jPiyPGvLzwe2y8Xhu/p9oeNaYy/7XzywvuEqwFSY647wySi8YvqBuB12/z3OtuG+c/odf339rf7D//2b02t59wO7nu6ujvWlLj8C8dXrWgjfQzOOX2UzD2MvtJ+pk0d7/5btLPVC+CrNkWp/7l1KoFN4ARMwj9cFxKrnr6xdpiL0q/qcLutbluwXVT8t+5z5273/SbwdQw87Q0g//z0Fo0Fn95NWpb49HLt39+M/7+ir7drLH4yuVoLQ1GL59toHcaiPbGvr7OHptNFz2L3WDKtBJiVpwbvn4Tqc4mFl+5HLW58ejl2y99Cj+7n/xnwdIzBqPj0Q3Ad2HbH5tQAo2z1x6PUScGQT3oLbDw1MFJj5fHNIMbz7wEAwNE2PB1ddeWbPtj0/6LXm7B8W9XpuS/+28K9tp/M5jBDGZQgtEZY90fTkPraOwto5t2WP/vf8FP76fo5R0W6/5wGkZnY9GjtTkW5qIE2pwGo5d3Z3nkuFvIN5gSaiz0DotVt75ySv57+m37z39Wp8Wpd59KYm6N41Q14KZd/nrGX3H3Ur+mg5o44Vcn0HRQ49HLhSnw6wQKHgt72H5R+k0VVqfFe3a8Z0r++8nhP9lv+s1gaphZdM/g/z4k+MPefj2uOyVI8Ef8xvXzQXpyysfFp4owDMnbecIgnJp+/wT4han/K3N8jyvv+Q0Fb+qTk5OefKEZEgVTC9k/UU5fDJzGUtBWt3kR/pvBDGYwAyC6rrLH+dedX6aqXwDSkQ1Hw37RkODvsf+l/ef07cfx9SGzKdP485EsZjP6F/Zfdnf2X1e/GUwJM1sUM/g/Dz/ts/Pzm1l8fWdDkay0uMbCTy2bfsWKCDI+O6/YRvNX1kBi8lygctAlGPSRIxLaJu/fnGWx/JoDsAyLrNv4brftFPiPj7+DX33hV+y8YhuLr1wODeyGanGNhV88GGIaDDcsbq8R2LD9Ty0sentj/JoBi1+VxgsUVs+ah1ovolAdeMPQe38TZtMg2gTRy23f5d03fzuKXi5NtAb/2xqWYPGrGrsftC8Q2PDgzWHj0csNOPpMlc2De+e/GczgXx3pdBq9IgCYlOD6ClnpVAUgy2RGcyu7nkLghXVPqJTuEKdl7f/B0y0jk8kSoqCa42VU9VEho1J2PRljeUp2BE4OZcwLxxKvZim4jo0T+ri9edafcxfLbjoeoQkymWwUSE1Rq4KGleWkYOF1RyGFQjaTIZfLTiqjlp6Fgk2oqKTTI1V1JbpkR2HnEFvOuRvjD6fhxGUVX+neuJMfbT+ybRCvp8DItkGsmBhnRyVCFNQOk1V/OgU/JWv725vYDiWTZ/O7q/1XiXHjkYJF1x5JAbdse8mOsWNeos14FMPDd4MpRy/f/PhmnnnrM5h3m1VRtuu12T20m6XfWMruod0wNDFv3ejlH99INpmtil5eD3kjT+iG9O7prYpePhaV5SX9jE3GfoleXiv6+0R9H/vLY6OyGv6r16bRuqnw7Is209HHdMiZiV7+LwwrFicbBmiEeEoYhdGuBSXEU8BH1uFRIAgmqAf2o4xC6VXcWD4ljHhqtC8gURSwJpBRQKIpxX4q6qvkFWVUlpXpVo0FP1wLrTr5jDNaXla/mPpDgVDAcMZm++c30vmxRdCqjfJPJCP0sRVQZUC+aEdNPkJcAUGFrX6rxvzrVuPqAleAokC2bnsJnQZap4Hs0MbbAmhFO4Jind9n0/OZbSz4/ErCNoFalFHp71p2iHiCX1z3WzTdYP51q/EZ1atKxpg+/IzNjkvX03X1oeP8MHbMbQXCYh82IYr02ZUZQMnm6M6M5qSqRwP0B4OkXjtIX9DWUJudA8Pk751P/LidHDl/OT3ZoYbalWkTUq8dZAgYmuT/7LWvfQ8DuRwoOrtH0mgVKdvqyfFt2PKnJPHjdk5qe6M+moxv1dnQFzTWn3QFW37bhHFstqb/6unQaN1UePZFm+noYzpk5L3aD+4z2LewYvEoJ3HFv9ZSGiwZUrXjFBZTLUkZ1Slj2lWilOd4ovrplBH1I2rKGNtHSUal7HoyxvKM5nIWhMiqtmXesFSvoHXEWX3XqeU+RvVUCFHGyXGHXDa/814WXHs80tLGya8lo7YtkYyxddXtwSjqpyXi2LncGD4FGVa31+cm0OfH0ecmquyoDYG9M8v2t9/FmptOIWyr5iuNeS07StBnx1l592sR0qlZP3Y83CGXTe/8O4u+cyQyUW3HxL4Y+wqlMRgdBof++VDic+LQwDrGT/s8//7nWfnNlWhNU1+iJFcnOfTPhzbML10JavF3A3CHXda/cz0rv7l/8mAbHQZnbDwj+qNB//351D+z5CtL9sp/M5hezIzIPwFLVx6ESLVHf5hm9FMPMkDr7AQxQY7s5kkCcOwnGVpnZ0TX62fW+G1BTVacwaojo8wzxo5yeYW8Sh1K9dJXsB/pJ3aohOZmtNSYt5+l9jJAsSyU2SZaxy60OZ2QNMfJqSUDoaKW6KIdlXWVdiqWhWZZ5f6E7VF4bBDz8DYULSz7qmZ7oSL7c0gfaGlHa699j6ssA0C1UcwdqJ2zoG1096ZyzGva0dTE7l3bWNCyBOfxQWKHtoGll3nH2lEut0PUtl1RgJnmWeP9V+ELtbV1VC5hlKR2ipASgr4EsrErd4BEMQMc3+H7j97OZ076tynJ833wNrahrxiccPdahpKe7DAtiZai1AbPuwlQzID9dZ5MSsjs0EnMqZP8d3wLNCvca//NYAb/yli68iDQYgRj5jFDja6MVJ4aVs1oURIIA6MYMqTeqWJVgDpB/XTLKPVjGMY4GVU6VMiolF1PRi0eQ4XSf/KqthU6RDDxfEHugTTJo7uiHVezctGol9uX5Sigd8TQTZ1QNcfJryUjEMY4Ps0Y/buyrkSHqoGhgu1Ksvf3YJ7QhGomq/hUQNWq24fSInQlobTQjNLzSv0jdnpcolgqgWmimtVxZyrHfKwdJShSULhvdx3/jdpRHo+i/9RYssxfsmPsmJdoVTPQAwVVaFOPXu5Keu7uYfHxixtq42Zcuud2s2DxAozUXkQvz/psuHYDqy9Y3VAw3DbRhtAFc+fNbSi69/zZ83lg7gMsWLyfope7kvCZkCWvWtJQf27GZWjh0KT+m6iskbqp8OyLNtPRx76U02j08plF9z8BW55/huXL1hHMakO4Hlq29oVKP5kAVYU9e4jr4xfNoabhNSXR01mUOlGa3LaW/SaDoegsy9h+/GQCaegYg8Pj2uY9B3Qdra2troy850T5rwNZZUdp5yeum2UZ7NlTLivVaxmF/iueYfH1xxILfChU+6Kkb745BY5D3HNZ+KFFYGeIB265H6O1ra6MuG5GO9zNzcRyBRTfr64r6dLZCY4DmUxZrtebof+KDcz6xiH4c5NgmsRHMjXbx2IJCkM+csBFbO1HV2ocn5o1qywDQBew/JqDiOse+cFslKfbNKvGvJYdXl8vn/zoufz4sz+n/4pNLP7yauKdqfJ4jLWjso+Fn1lT046xY87ICHheJDcMQDeYl2pHU0fPsS9s7piQ9vKw5aFWulYLhNZYG15ZwAtm8fIlB7OkpRNLMxprBxT2wPZNrcxdCrHW8e4vIe85fOi2H/O7N13GjlBhXnNbOZ3YZHK0V/YDbQ3p06je9eq8PGy5J8Xxb1cm9V+57M0Wmwcn9t9E7RupmwrPvmgzHX3sSxlTuRoyg73Hluef4fBDDqo6Xu4Hkpztk7C0qlRb2WJ+5mTCYCTnomuiakFSibzj4/mS5kTtgJ7TLSMrneKuLONkVKJSRqXsejLG8pTsMNUQoVS3LfEGEKXBEqDlQnZ87H7W/u40mjubyEoHVxZzgWthuX1ZTmsK/boTcAKFhKWhjpFfS0YyYYzTc9B3CKRC85i6Em1ZGjnbR00X2PGx+5l315vwi3m0S3wFX0HXBKocLS8MF/D7bPThAuqcWNmOWpAh0Jnk0L++lqamFNkxR1RLY17LjhL8IX+c/ypRsqM8Hq0pzO+dUNOOsWNeooUmcJzohctUYQ/YPHjhgxz6msZ2n42UwfE/P37qgopIb06z6bpNzH3FXNoOmfz+nW7oSFuiGhNsOlXAarJelH5ThT1gc/sZt/OeHe9piN9IGZx111ls2rRpmjWbwd5g5jLePwF2IY/i+yiBRHg+wg9q/3g+BAHU4SktUBW/fh/7UwbFn1oylEDWbBu18SaUQVHHsXZUySvKqCwr0VaTyorr16LPsiJ7vOqfcn9FP8ghhy2XrMcfsqvlTCAjoqvtqMU3tr3wA/SUYMV1B2I1qaO21mvv++hdMdRWDb1VG2dLqX3l3/aOLBvPfRJ3R24cTy1fluyIawa/+MZNtM1uYsV1B6KnRNV4jPNf8W855LDl/Afxhwrjx2nMmON5o3J9v/65yQmgx2HV2UNYycb+nfk2bPpNC4qncurydehTjL4dmxXJi01wnxuilwy/fMuHMJXoZUPQ4Ca+W5Bs+k0L/n5aY+lxeMWF6pT8d/dPgr323wxm8K8Mu5BHUxU0VVT9AOPKhAAhKNIKmhjfrvwjlIinXv00yxACRHETdCIdKmVUyq4noxYPRLLGlpd4hVDK9cl5KY585A1Yc+JVeo5tX2orR1yees0f8YftmvJryajJV5Qx3sejNIDVFefIR95Acl5qPJ9C0R+j5bH5cfTZFrH58So7av4oYL+Q5tGjf4P9QnpcfWk8atlR+onPSXDw/W+s9t+YPirHQ464PHH6HwlG7HF21PVFUYfGon5UIz4nzhkbzyA1PzU5M+AMOtx23G04g3t3nabtkDbO2HhGQwtuADfngoCg0Fjku/ye/IvSb6qIz4nz4fDDU/LftfOv3W/6zWBqmFl0z+D/PKQrGb5rAOk2eLxXBWuhNS7/9HRBupLhuwcbvlMU2AEQNjxJqIaCmlRhimkbgyBgw+Zn8QrelPRDBWtJAkXbPw6UPgxvNPH9BvUTYLX52NLlI3/6MYUp3pX1bej+e2LSRXEgJRv6dxKEwei1gUbUUyP99td/Z+nDzmfklPzX1MFe+28GM5jBDErwbZ/eX29F2o3Nz0IXxFe3wP6aX4r6+Q3qFxS8qt+TwhJoLSZabO9eXkrbZ+DmLVPyX2J1C4q+f/zn2z7bfrmtYf8pukLLmhYUfW+W+FFKr4c//DD2cGNvrRVVQY2phEpjc7QwxIvSb6rwbZ8nvvfElPzXeXjnftNvBlPDzBbFDP7Pw8/59P90F8mTFjX0idfiGnPfu3D6FStC5gP6b+hh9uGzIDV59PIw7REMBYSFxhZJepvJ0i+vmnL0ctd1+NL3ruC6j36P/ht6SK5NweTBQCP/fXhVFL18P2STki70PhRn5erG+DUD5p+YxZcqrz/gSDQxtX+Dfg4yLxi0rc6hTZAa1Qk8rrr3Zv7n9asIfQOtwZcemiGYf+L4KLbTBenCs/eEzFrUePTyda9S2TK0d/6bwQz+pSGj+3nCARHTUFQFL+3hGDqZwIaCj0hoEMJI3whqQiMMQgqZgCCl4eUl0glQEzqhL5GuRI1rOI7Ed0LS0kZ6ktCXqDEN6QaEQYhiath5iZLPo8VVpBO9VM25BaQTIN0AV9HwMh6uriAMlaDgo2gCoQuCgo8vBFKoDGWzCEOgaIIg5yFMlWwhj58L0JubyUqHMO8h4hooIHOjNhXSRTsKISP9Rfv8UZscR+LZIWrRjsxQBhFTyzaV7AgKWVRLIN0AJAhLZWTPCABGs4KdzlEgwJUFXrjicbQ1CYSlMdI3QqjrYOi4Q3mkJxG6YKR3GMUQ0AqzP34gUg3JZjKk+4YRVnQ0OMh65AIbFBDSx1c9bOkTZD3yoUMYhARZDzWpk8/kkZ5CWg9JD6UJiy+V00NpQi9EzgK7EOJsH+CFKx6n+ajZOIaPsFSkG5BJZwljcRTPx8lnEaaKtANGtg/j9dmMvDCMYQkU08AdyqNoCooukIUARVeisckHiKYYy399IgVsckOF4pj5ZZsKwz6+8LCJ7MhJG0KQhYBAC1CyKt1XP45Yo+GHPvm0jad4qIpAlSq5RA5fGoR2Hie0aWtqpfMTBzKQHSTshXy2QC6UhG4SRyjsGdmDqVr4BY+BkQEsLYZmuQzncySEwXPrn0NRPPp29iEVSS6Xo3dHL1KR5PN5erb3ECgB+XweXeo8/+TzPPNfz9D+knZ2u7tBgJfx2Nq9FZSI3tK9BQWlXN52cRs7d+wEC6Qv2bZxG2pcjehN21CLn7dtm4u0K9m2JaIz6zPsvGUnsdNixBfHIQRhivKmgTBElNJNAR+fdtoJCgEvdL+A9ohGb38vju8gfIERM8jlcqi+Ss9ADwWnQGG4QNdHu9i0YxMykPQM9pC38zgjDnpS59kNz2JhRZsWz24gJmIRvX4DMTWG7/vkc3n2dO8BEzIjGfp39xPqIdmRLH27+5CaJDucpa+nD3vY5ukLniZcFrLb3U3gBAR2wJYdW5CuJHACNr+wmdALMQwDV7osu2wZu3p2EfaH+HmfHd07ELrAz/sIPfp/sWXDFoQRvXjxsh6qpSI0gZfx2NW/K/q/l/HQEtH/CD/rR3fkw+iZunuwmzAI8TIeekpH+pLADtCTES0diZbQkJ5EehItrrF101ZCP3q5ETgBoQzRYhqBE0AIqqVGNKCaarTBpES0X/BRhMLOnp0EhQDpSoRRbZOf8xGmiOwYY5MW1ya1SU/pUYrcfIV9WW9Cm6Qrkb6kEBQaml6m9LQkpeRvf/sb99xzDy+88AL5fJ6Ojg4OPfRQTjnlFBYsWDCV7mYwg/0Co9VgxQ/WQrsFI6Nvn0MJuW6dxGKqdrW9tMvmS59j0WeWwSRHiPcFtBadFdceGP3DrCiv1K+Kf5aFSKhoLdXBWaQHme0GTe3Vx8Dsbpsdn93C6s+vho7G327HYnF+cNVPSBoWK649cFx9GEJuZx3/ffJJFn3rJQ3LejHQysfLO2BktNx3oftvKea+rvrlhG/D1t+1sOQ1wxy38AB0tbG7XCVY7ZG8sXCzsO0PLSx+9TBGMjpe/sM3XITpm0CUjkWrSLlWTz83L9n4q0g/JolfuC+gxeEVFxR90KD/7vp1wMJXq3vlvxn88zAzh08Oc7fCQ4/vQr34CcKPHwjzYojzHqLthycwVMgT/ufDyG8eBoUA8bEncL69Br0fxFXPEv/hS8k+3o9y7SbCL62Dp0dQ/mc74eUHYz2TJfhjN96HV8I9/SgPDxJ+cBXc3oOyJYt60Sqs2/vI78wgz1mM8svtALhv6ED7+S5Ee4z2cw9k5IrH8RbG4NQulK89R3hEGxzfgXLFeszXLST5snkMXHgv4VsWwppmlI88TnjBcrwFKsaH1tP25aMZSUjku+5HXnUIxFTE+x+tsil+4wlkNwyiXLke9ysHou8IyjbFthTwf7YV77ID4eFBuL0b78PL0B/Iojw8iPqRA4ndO0j2sV7ccxdg3DYIQy7hO5Ygf7EFgNnvP5Thrz2BmwDxhsWEhzTx3E2bEa9y4avPoh87m9SrFpL5wIP4r+4iPLId/utJ/Dd1oS1tQfnwE6Q+tZbNS+MEFz6I96GlaItbEec9hPP5VWAJzA8/i/69I8j2ZTA/9RzOt9egdNvoX9lC+K3DMXbkCa7ZyPNXHYL/eB/a//bA59YS3N+D+pc9aJcdQvyRNJm/7MD91hoe/+mzhJtG8P9jIcZtg8g9BeZfcChbbnwO27EJ3jQH4xc9BEaImlDZcu0GjLXtJN+0hKFPPYw8pIm5S7pI/2YT7WctpullnWz7zwdoftMS+r/yNEqbxsLPHUr8oBY2nXk3i799JLSkWH/yb1l608vQ4gqPnP47Vv7+JGTO5/m3/I1bT7yDlfPXsMZaxNXfuJTjDjqJpb/r4trZ/80r172Ohbd3crXxFf7tpecx/5EWPj94Gf9+2PtZ/Lc4/6Vdxn+eeDmd/U18/LH38OlXfQd1CC67/z/59AnfxpMeX7z3Yq489r8ZTAzzzXs/zefXfJOf289w6+br+UDyYzySfJYHBm7n/eJi/tb2KM+MPMj7nQv4fcd9bC88x/tHzuWXXX+md84OxGsMfjTv92TCET74wtl8d/7/srgQ51UDr+LOU+6krbmNQ//3UG45+hbaHm3jGOUYfrXmV3ztg1/j2YufZc2Na+i/r5/nP/s8B/zgAHb/eTebvruJVd9axfabt7P111tZftVyCusLtJzQQnJlkt0/3o23x2Phhxay45od9P9xgLtOybHqeZO8GXBL9hccmF7Cq+WJvOeDH+El8jA6lqzl5heu42TnBNaItXxNfJ0z/NfiHrKAmx/7Eu+Q57BYLuK/wk/xPuV9bD2hiVv+8mk+ySdZ/7pmfnPrR/kcn+Mbr3uQP956GV/iS1z1uru5+/df5nPK5/jCK/7Ew3/5AZ9QLuXXhz7J1ifv5APiYn69+mF6NjzM+doF/HrR38lsfZ63me/k17P/imzpJX2uxf9Yt2L2ZHlNx9u4yf8f5u3QOGr5G/ml/VMWDLeyrutkbhn+OYf3LaVzxRHcPPxT/kOcR2+Xx67FPsfcm6L7QJ2BxSqH/CbLhjUuzornOOJXBZ470SDToXLULwrcf3yeXJPktJuTPPQmi0CHo2+0uf8sC9WDl/yvzZ/OyJJIC46+J84Db42R6g9Y9TeXh98co2VXwJKHPR57vUX7toC56z2eerVF85NDdHVrfPeVG5m73iPVL3nuRJMFj3uY+ZBNxxosfih6Ct72EoPl/3Bx4go71ums+ptDpkPw/PxhDv+HxfCyZ+ldoXHwH+yyTYfeYrP1CJ3heeo4m558lUmhRfDSnxTq2vT3c2LEhiVr/+hw5+lZmgcFhz4cn9Cmzo0+7dsCnjixsU0wJQzDSc9UFAoFvvKVr/Dd736XwcFB1q1bx9y5c4nFYgwODvL000/T3d3NqaeeymWXXcbRRx+9l9Pd/32k02k+/vlv8frVRxJ0zEK1HbRcviavn4hj6yr09ZM0xm+pSU3FbWvBGByO7sTWgNPeut9k2ENRGpyx/fiJOIFlYg6MX6hkXRt0Da2zs66MrGvD7A4sL6iyo7RrmzSssgxv9+5yWak+jsGOP+2m9exVJAsF8vli2g8fMttMulYoqDpkW1JQsLFGCmz78QvMfuscmpri5X6s1ra6MpKGRTb0YdYs4iMZhB9U1xVpfc4cvGwWMpmyn9LZPEN/HmDBq+eRT5kQs0gOZ0jn7bJ+hbBoSzzBsKux85IHmf/RJRizRrdPAxuyO01SRzYhPLscSM0f9tnxpa2s+OQK/DhRILWYVTXmtewIent58qmHOXr1kXT/qYfWU9ppSsbL4yGzNpkn3VH/lfwkNbbd0M3sC1fR5BSq+h475n5vL3j+qFzTYv6j69HyBbaPRDkpFzZ31KUBtg30M7TB4uCjEnTnBsp1m3f3s+XmNo5/u0JfMFq+rb+fnocTNK8b4qN//TG/PPND7MmnJ5VVon0bdv89yZyXZqt2ugt7YPvtbSw8dZDYrOh4+RM92zip81Ae+rXC4tOGMZqYVD/flTx8p03XETkWd0xse6M+mohP+iC3tbPwECb1H0Q745kn29AO7KnpvxLG6lCJieqmwrMv2kxHH9MhI+vaHPeDSxkZGaGpqWlK8mbm8MaQTqf5+OXfYtlBL0e4gKmiCAXhSlq6kgyPFAiyHlhRmHEvk4WYiq7FaIkbeKpCLu2AG6DEoh1wvCg6dczUMFXBcN4l9CUEIYqpEnpRXigtodOcMBgeKiCFUt559bDBlehmnLbOJHbaIV/wUHRB6ASgRrumoRMQbzKxEgaD3RnQBYqqEBZ8MFS8oIDqhXTM72AkY+NnXDDV6A2tHZRtKtuRcUbtU2Nlm2KWhqkIhguRHV4hB6aKLiwIRu3o7xkkUEFXLAhDFEPFLebU7lwwm+xQmlzWRtPj+LdsglO6MFqbcDMZEi1x4jELcXcfQwekIKbhpiObNMVEXr+Btg8cTC5UKAyMgCkwrARhwcdTHFCgo7mFvHTIpQvooYmnuiBD9NBEiWnomsQSKhk3xC3kwJMYTSncfBaCkFhrM80Jk77t/ci/9KCeuphAFiJbFYsgm2NBqoURXTKcjXTTMfF2D8GXn4NLVpJY1kYsZbFn5yCqG9KxG2Yf14HVGUPoAi/rkxv02HbR3Rz2o9MImmS00531EDGN5tYW9vRkCXUfQ4OEiJOT+WinO+8TGBLF09j5o+eYffZ82jo6yI9kcYUHhZDdv+th4ACTttnNDPaNkPfymGEcfrYZ+82zSLTMInBtEm0GIoxRyLlk7SFM1ULTYuScISw1RqolBapDYAuefHI32XwBZ2SIgIB486yIVgLizR04w4P4+CRaZmOGBgMD25nznI/7ksUM5HeBAu2pBWR6XuDwW1zOX38+3X43QhEsX7ic9c+s55kvPsOBHzqQ39/zez7yoY+w9fmt6EmdpYuX8vwzz6MlNJYsWsLGZzeixTWWLFzCxg0RnevN8eiHH+Ul33oJekwv76DueWgP9559L4+9SsduVQmLO92tXiurf9PPg6f6JOctIpcbwJMu8azCS34b8OS/z0aJm6Tz/XiBwyxzLrP/tpsNh/m0ti0iXejH821mNS1EGoLB/q2YWCQ6uhjs34alxIjN6mSobxuWiOjAdXAzw3iqJBFvw8kM46uSRLwdJzOELwKSiVnYmSE86bJkk8nIYR0M5rtRfElr+0Ky3ds5/GaHzW9fSl/QjQhAaDqB47D6cZ2Nh/hs2fUQB699HbncAKGq0JzoJBQKqArZ/m6kCk1tcxGuRGpRAALhSIZzPSAUWmKdyGKUf+GGVfRwoRdkSEuiC2kKkCHCD5HGGDoIUWRIqAsyA90oEpIdc1H8EMKoXPGjdLyhJlCK19xGaYVQU1A8CYrCSLYH4YWk2uYQqlF5yaYqO8bYJPUKuo5NZTu8CvuSXRPapARRDkVH2tx43dsnnZ8b2vZauXIlTz75JN///vdJp9Pcd999/O///i8/+9nP+MMf/sD27dvZvHkzxx9/PGeddRbf//73pzrXzWAG0wY/7zN0ax8y19gdaM3S6HrXPIS1n+6MFSRDv9+Dn2/szo7M+gQjAbLB4+Vai8aSL6zAapngLHQNuJ7L9Tf9N/l0nqHf72lcnqXRdeEyxF7eUZsqpAcDT8fwGzzKLgyYe2wOy9I499CTMaYYCMwvQL5Xx5/kNJEb+PzgsTsJ1AACBVE/a0wVNEMw99gcYop38PcW0oMtD4dT8t/BJ6t77b8Z7H/MzOFTQPHfvhLTUIqRx5R4RCuKEpUrSlQXi055KEJBxKMvuKJGPGW6eExY0QSKpY3SZrFcr6RVlGIUZcUQ0XFqAEOU7+AqplpNazVoS0VRlVE76tE1bCrbUWlflU1ilNZEtHAfZ5NabV8pMrQuoh+IynQBeR/lth4oxZSotMMYpbHU6MHa0hAXrEBNFf9BxtRyhDglpkW0EtmhKNGDdknfSrrSJlQl6h+iu+IVuhOEKL/rjh76K8uNMXaUaF+ipH2Q4ei96Qqb1JiGKJarcQ29K87am08jubh5lCepl8dJTerlcdJSRnmcAkPy8x9eS1Dw2fPTjeiBgRm3UBM6sVgc3TIRhoppxdFMA8WMaKM5Ductw2ptRjV1MFVi8SSqqSFMDSuWQDFUVCuiMQSqqROLJ1FMFWHo6EYMqSsoujZKaxq6biF1BaHrEW0IzFBn2dMCAai6gaoZSFNEacjQMVIGsVgM0zIxm0xSHSmO/trRNM1v4q1vfStW3EJPRp9JoYnoaDCg6ipavEgbo7Q35DFw/wB2j41qqqjFcS0dpQaQmoKPz/NP3Y4S11AD0GIJhGUSqgqaboIR9afrFlg6CAVdtwibTDYeb6ImEhArlhsxQktDEQLdjCNNgSJUdDNOYCgIoaJbY2h9lJZlOvKlUDW0Im0GOvMeL6BKUFUdYZqEmkBVdXR0Qk1B1QwU0yBUFUTcoufV8wkTJktWHle2CSDURfRZh/IiFIgWkiXaHEMr0fdpHF38PlXRRg1aVSK5QKgqkVwg1CrKNYVQK9FiDD2qe4mWulLbpko79qNNJboRNPS0dPvtt3PAAQdMyLNo0SI+8YlP8OEPf5jt27c3rMD/i1i+ei3erDYUVeAnYgRW7Xu8oSqiKNGzO3BqPNiGxaiUbltLFBW7Th/7SwZ6tGsztp9SH057jfxKgR+lLJtIRpHHN4xqOwK/LK8kg9kVOhTrQ1Vj+a9nRzLUOCSjM76KBNNS8doUfBUghGSCnO+x6QOPs/i7R+G0x8v9+KWEmTVkRDaH1XZU1pV1EZBMQMwq+0lrSbH8pjmEFX047a0oTX5ZP4o5nl3DQAsLKJaKtqwTWkZXZooPZlKNvtVmJAPA3p5lxwceYek1R6HOS5X9XTXmNeyIzV/At77zK3RVY/lN86ttUVWUpgTm6sSo/4p95DKSTe/+B4u/d0w05lV9V485s2ZBEER1oYwimE8RWgxWnjWEFa8+Xl4Pvg1bbm1l6euGOGzuUrSJ8tPXgNVa+3j5WMR0g2+ffh6GbxDKEN+JdJ0Mbl7y/P9E+u2X4+UxOOU944+X14Nvw19uClj8WrFX/pvB/sfMHN44lq9eS3OLiSJGH6RUVSClT1OTTlAxRwVBolivAQGmqaBptd+uqaoCBDQ116ufXhlBkEDT1JoyxnCWZVTLri1jLE/Jjta2BL4fVLUt8UJALKaj6wK1QyP45YnlPkp6KjLEXN1KU4sgVEfbKhnJ8IUP4V93LE1tMSyrWn5NGcV+K/kUJdpda2qutrNEG4aOlD7tS1vxf3lisc4v84XxJIqjYsYUWvXR9t6iVjKWStOiVoyYDoS0tiVQfTATgjwhhVzpmpuCvTXNM+/4GytueDnK/Ir7R0DBSyND8Dw/auelcdyoreO47NzVTd6AFXeeTp6Q3oHR+tCXkf9atarxUDKS4fc9SurbR6EXbVeUENMU48Z81BcKINE1yI70kcvZZNP9ZT3r0QBZf4A7XgdJr7+qzs0MAEm2bt1KvztavunxTaw/Zz1Lv7eUS794KTfeeCP9/aP1L7zwwsR0DA7986GMMMLIC6MTWrYnOmWRzw2RNSEIPDIjPeT6ot1XZ2AAPy7KOhp5gCTZdC9uMFquFSRH/drm7lfkSNeyt1G/NMBXou97WwfU8V823Uu24iSabsMBNxT4y8sGefCRn3L8Kz+IXUgzFmP1abRuKjz7os109DEdcjx3H97pnmyyroSu6yxbtqxh/v8XkR4ZRCTbCZPFScquHf3XTxSf0As2ao1JVuoa0tARrhel7Jqgj/0hg0J0jHhsPxPp4Pke6BrE43VleL4XLVTH9OH5XlleLR1K9Yqv0P8/22k/ZzlCl2WeMIBgREPEFYQKnhUtYHU8mk+ajQhdVFst90Np0V1DhqrpeEoIplm2o6quRh8lPznZAgM37WLeWxdDS7xsZ+h4Zf0Io/YCBWm7KIaCHMmDOfrgFHqRPbSZVXpqusRYHMc0AvyCXfZlpQ617PBzOR64768cv+4E+m/aSfuZ81CTsarxCEacUf8V+9BRaD51LsISqLZT1ffYMcdxwPMjuaHcq5wk0oc9T8aYe1xjO/FCg5blNk7ocN5vvs+tZ39iSvJ8G3b+NcX8kzITBlLzZcD9O5/n1QuPRpjQaLwxoUf67a/4ZNKH5/4uWXZkY/xCg3kHKHvtvxnsf8zM4Y0jPTKIac1CqYhVoGkapqnhOD5+xYtB34uOh2i6QSJRfMlp1z4yMln9dMvwPRfD0IjF4+Nk1OujUnY9GWN5ynbYDq7rV7Ut8RrFebCQtxGBwL1xC+JN8zFScXzPJdU0Or/YZrTDVWorEOgv7wRL4Dg+dnmeM+rK0HRjnJ6xmF7TzhIdhgLT1CgM57B/sQ3jrKVIVZb5QsclpeplGaXy/EgODIXMSI72WbFRHXywRlSYozEaKFugtRqYK5owZ5l4YfVpPFWEyKC4ix8GqCJEKfJYhs77P/pZhNTYfc3TdJy7DNXSy/UEkmDEwU2G6HG9PB4CgXhZBwXpEthalb/r+aLky/ovaupD+LD8WZ2eoxprq8ZU2l/djpkyefOb34yuN3hErAh/2GfTxzex/MrlaC31J1FV1Tnw0NchhIZjuAQqNPL6WOqwY7FLsJ/mZ+HD4oc8th/a2MvtQIPeFRqhobJw+dGImZNo/1LYq9GwbZsnn3ySvr4+5Ji8uq973ev2iWL/l9G3eyeFWBuaoUPBxi/evR0HP4VnaHiDe0CvsVOta9FO4dBglPu4FvSO/SYjP7in+PeYfvzoDrFfvPNdibznoOg6MdOsKyPvOeiGBq5fZUe+lKpIN8syKnUo1fsFlZE7dpN88yKEzJXvdIe+gr87hW06CA289lZkoQAFm8TpCez8MMIrlPuJQ10Z6CYFJFpnJwwNgedX1ZX7iFk42QzByEjZT9mBHCN/6aX15U0EiouIxWBoiELBLetnh8W+4gkcW0emffJ9e/ArVn3SUQh6UvjzFEI3H8koouPDc/DDPPlBBzXwELFY1ZjXsiPb38tvbv05h3SuZuQvvZjHm4j2RHk8gmwBf3dY9l9lH01ndhCIAHtgqHqcxox5YXCA0PPKckUsxq7MAEo2R3dm9PNSjwboHhomt7GF7QcO0OeN1vVmh4E2dmUG6A9Gy3sKg7ACBl3JuYe9nL7cCL254UlllWg/reEMtdI9kEZrqng4zmtAG/35NFrGx/E9bnrmH6xrW4b0Z9NXGEaEo/8v6+kH4K8YpKcAYmQS2xv10QR80hbk17eiLx9qyH8Ac9fAjpFMTf/V06HRuqnw7Is209HHdMjI78PUbDNzeH307d5JqmVlcUc3QhCExGIajuMR+KPlrhstcAypkEioOI6P69R+c6hpIaap1a2fbhmuG+D7kEiOl1GJShmVsuvJGMtTsiOf9/H9oKptibcZlULBxrYDNFsh+Gsf/is6wYhkarpHTDfwd+dxm5KEeoUuhok8cyFa3CSf9rDtavm1ZBiyli0elmWMs7NEK6Jox7BL+Nc+3NOX4FujfH7OJzQDHE2p0kGmPZS0T5j2KBQiGbYdoBUk/m6H+JpmzGQ0F0oJBcPk4BtOpqWlmXS6+qhRU1MzQ1kHXQ0xVI2mpmbSxbWX4zh8/9tf5j/O+Sgjv32BxeetYlbraL2f9xnencdu0zCTFeNhmPhvKgZMLNqeTCk4TljXF5YTYhgKMhQkm2ej6qMBaZta5kxIawXJghcc8id1IovHhpta5mDnJOCwZMkS4na02bB8+XIAlly5BIAVB61g+fLl5YV3qX4iesQZ4alNTzErNovmRaNHxQaHB9nIRuKJVmjSCAKP9Y/eStdR70aTPcRb24lX6G+okX7Jpk781OhSKdkyh+6XCuIT2N6IX6biv65NLsMvnVvTf8mmTtyg+njz4NI5JId1krO6aGqZgyieRhsru15ZI3VT4dkXbaajj30px3Vqx80aiykvum+77TbOOecc9uzZM65OURSCoLF7szOYwf6C1qQx75ur0FoMGMxNyu+P+Oy6dDOdly+C9slTeO0L/eZ+ZSmartHIt0dLGaApiGRjX19nl82eK3ax4FNLoavxrWTLtLj8w1cS103mfmVpw+38EZ/t732M+d89gqm9o947CEuSevUWNKsNGkiNKm1B7s7FJE7extK2LlTR+H0cAK3JJ/XazZPymZrOx457A5pnQKAgbYGwJn/b7xcg8/ulJE7eBqkpqbZXEJZk5VuKx+Ub9N/zv28lfvLwXvlvBv9czMzhM/hXgmgy8K85vGF+OewiP/QA8vrjR68pTSNK+gnDALeB609JHTQl+t0AChuHeeacv3Dkb18Lc6e+D6a3m6z56+sx9MbyTMthF+VDDxNeuRY64pM3eJHwY4IHzo7RFG8shajdb3P7y27nuD8cx9sueBuPPfbYlOQ1r2zmjI1nNMyv5X1UP1rcNsSf8znmZwUeeqMJLVNSba/gxwTrL4xeQjTiPy0vOejnW7jvtXDnX7/Ca9765elVcAZTwpS/4e973/s488wzueyyy+js7JwOnf6fQNKwCFQNVdPRakQNB/A1HVQVXTfrRxZXVQzdRCi1h9LZjzJKO5njopdrOoGqYdbRAV1Dm0QGqoalKTXtSBpWWUa8hg6W1Oj56XZmv392VK9HE6dUIAMkdCuKvq1qoOrEm+O0nd5BMhWr7mcCGUnDgtAHoRIfY0cln16UQYW/pS3p+8Vu2t6xKKpTNZKGFUVXL+onivNpXDdxbYkwFKxAx6g4uhcEkAU0oSLU0fEwZqlkD4jT0pnE1v2yjFpjXmkHisJdD9zFK488lfTP9zD7rXNIFo8Womqoqo6DW/ZfCfFmg7Y3zMNsskjmg+q+y46IxjymG4AYlavqzEu1o6mjDwOVEZ5r0dKFnocTzD3Zqqrz8rAFmJdqRw9Gy6UPQ2tszGSMc397DXe84zMNywLw8/DCHU0sekW6KgVYwYHtQEe8iVgKvCDgr1uf4syli9lhSrpamjBSk+vnJyQja3K0trY0pE+jek/kv5GH2zjgeKWqrpZ+ADIG8giBPYn/JiprpG4qPPuizXT0sS9llLIAvFjMzOGTw3PzBBXHMjWpIqWO5xbwKzJsVN7jCwId33dx69ztM8wQTQtx3do7ItMtw3MLEEb3e8fKqESljFr3FMfKGMtTssP3bLwxJ9dKvEHg4Xtu9LftI3+6heDf5kJTxON7KlIVqMU2MlRG5WgmvKYTGVPwsuN1rCmjhp5CqAS6wHXzVXUlOrr/ruNnssif7cB9+1I8MfpWUno2mE34vlvdPpNH1xW8TB7fixHoIqr3AXTy+TyuUbx3jQLtKvHD2/DjPoXM+O+46ym4jo0TRr7MZLLlunec9wGcrMsLVzzK3A+srKqXxd1337OR0hwdD80keFUHUvWgaHsQJPB9OW7MS7Tvx6I73r475Tvd+cF+DnzCZPtLJVl79O5xvTvdu4d30/m2TgYLg5x77rns3LmTXbt2lesnu9Nt77HZfPFmln19Gdas0WeCsXe6AZasOoG0N4RjBqTtLMawNumdbuKSTasc0nYWf1hM+51u4cOKe102H6nV9N/YO93Ch+0Ht5B1B1l+4MnksgPks+NPVs3c6d63chq90z3lLYre3l4uueSSmcl6Bv+/QehKck9kkG6Dd34NQfurO6qiXU4npCvJPZUtp4iZlN8JkXmJ9Bt8M5vUWHDxYrQGd8ZLCIKAvz9yL37BI/dUdmr+e8O8/ee/Yj5z2WAMNqFB+xqbmKnzpVPPIaZNLUy474KfUyeN9h2EAX/fvgGEhHAK0cs1Qfua/XinW8LAdqbkv6WHi7323wz+uZiZw2fwLwVXoj6TBbexnVoMAa/uQhj76R+kGxb1a/A+sx+iFCT4jdmjpSwWfuUItClmF3Ecm29e/VnskSy5+/qQToP6GQL5ytnl6OvTDdWHjl4V0eABGmEIut7WhR7TeclLXoKmTW2cw0yI2+MSZib2fxB4rH/sVkJFIkKFsFExmmDrKg+5nz5+qg+tO4OG/Sc12LVWB0PQ3rm8fLR8Bv8amPLH5s1vfjN33XXX/9OBVmbw/y/oTQbLvnVQFOl7ZPJ7ke6Qy8YPrWfJlStg9tQmwr2B1qSx7Kur0A2DRm5tagkNFNDijf0ztbcX2PGFraz49MopHV+zTIvPfOBzJA2LZV9d1XC7yH+PsuS/j9qL13pTh2bBijcPYzQavTwPm29uZdkZQyxs6Zjy8WirpbHo5ZZm8NmXnwWOgXRD/BwTBl4rwc5Knrsh0m+/RC+34GXvmkL08jzc8YuAZa8Xe+W/GfxzMTOHTw7diFdH7NYEQkTpkYQYv7gxjDiqqqNpSjHS83homoGqahhG7SO9+0OGpqkTygBqyqjsr56M0t8lOzTdAiWoqYuq6mi6gW7EMJJx3K8fhl7Rh6YbiOJbR92IVaXk0XIC+cHHCX94AroRK+/Yj5VTJaOiblRGOM6OSjrykYbWnsL/+mFRXXF33zDi+F5Y9oduxEbbt7iggN6SQNMjX+lGDC2QgCQej2OmRu90Dzw9zNZ3/ZWX3PwaUguSVTY0NTUTZB1UEWKo0d8lmKbO3PnzaZnfzkG3v5aYHlbV+6rPEENoulU1HlpOoHzwacKrD8EoZnJRVY0wnGjMTVQVVM2Y8p3uNPDQWdHf/vDkd7oLvQX+dMKfOO624zjj7WewcePGcp+N3OlmEazeuJqxqHWnO9XcRas6C93tp0W0ojdwp7tN6+DYWwo89CaT2H64000TbLhgDnGo6b+xd7r1vOQlPy3wj9cluO2OL/KGc66pK7teWSN1U+HZF22mo499KWfa7nRfc801nHnmmdxzzz0cfPDB4yILvv/9759qlzOYwbTCz/t0f38rnR9vaYhfS2h0nN2FaHBR+2IR5H16f9jN0vcsBXPy7VDpBCimgnR8aODWtNamkzwyhTXLwqbxlFye5/KHO27hDce9nu7rd9L5rrnQwKamltDoePdiRNKAfAOXhF8kfBd67ksy95WN7sRD50vy2IrD2Td8lXvP/eKU5LlZ2P6nZhaeNoKRrM/nBT6/f/5Rzll1CmoMlEZ3uq1Iv/2Vp9t34fE/Bqw5ubH7/sKAA45XSO+l/2bwz8XMHD6DfyXIvA/XboR3L2lofiFhwDlLUFIa2A3ujr9Y/b63CXnBQY09Mds+oSHAbmyuNebGaHvlfKx5SZyGXrsX2xkm73rPB8BV2PaRf7DiC4dDUwMNEwbhvy+C+P7ZqhWuZOW9Hj2nNzY/68066y5fR7Ijybe+9S1isQbybFYgtzvH3W+8mxN+fQKJOYm6fKqqc8C605HCxI2DY8iGYtD4lmDzURqeAVPTbO8gXMmi3+5mx6mNnUzyDNh10ixkbJgjT3w36sxJtH8pTPlb94tf/ILbb78dy7K46667UJTRBzVFUWYm7AYwe858gmRiNL91HfiJWHRRN5WK7l6PgdSj4fOTibrpvParDD+6sDq2n5J8P1Hj7bupRxHSJ5Jh6uU83ePKi/LKNqYqdCjV50Ps7Q6hL/GTCSjm9FYkGPM1giaFUBAFZUkmkJpOy+mLxvczkQxNp5QHpGxHZV2RLufprvBT6ITYOxx80xqtS8RRdL2sH7LYVyyGzOQJnRAZT0Kqwqcx0AINdDXK012EloI5F7eCpkNFuq+qMa9hh0wkeG77JlzdwN7hEMYS0RgWx0NpSlT7r9iH1HRaXt8W9afEq/seM+akUuD5Ud1epgxDgj2oIcccv1IE6CkfoelURqgTGrSscJChwfVnvJe4bjDY2HWcSJwPgSPGHcdWDEAJo9+ADEM27NmFOCgEVNQxH996+mmaoGXFvotUPSkkpPuZkv/mHyTYNrx3/pvBPxczc/jEmD1nPqYiEdJDMVRCV6KhIgMfMwzwwwBFF4ROgFAV0AVq4BN6HqYp8LI+aAqKJgjtAHSBoiroQUDoh5iaJMz7YKkoQinTmq7gZ2xMPcQPA0JXosQ1FAQ4AboZEgYeeiAxzJAwCMGTKKaIjj77IaZhEroehu+hWCqhJ0GGKKaK8BV0VUFKH0OR+EqAYghCNwBFKdtUaYdQIztUzyvbZFTaUfARWmSf8FyIaeiGip+1iVkqrhei+R7EVAhBcUKUmEbo+5hSITBVFMdDvpBDVxV0JUCEELN08AKYZWJYIAlQAMVSUQkRJ3eBpmAIiRQKiiFQwwBkiGpGYxa6HjFLx88U0EI/KncCNHwUTWCiQhBgmCGKC+gC3QxRHMAQmKYS2aEpFLbnMAo2WlvxlJnrosVVpKqghyExUyWUIZrrEuoqgStRpEIsphMGASagNemosxWyBQc7GxJ6ktAHxdJp++BBDGeyuPjRNa4wRJgqhbSPHyoEQpIrOBTyAa70kHaA4xb4xpcv4wMXfI78hiFGhm08BnB8F0UTBCMudMWwYgI/YxMzVHwVVMfHP7kLRSiojovQBYQSPQDdkFWftxJtmgph4KPYLrmhXgpDBdyRAQINNFvijAwgtSgYmZMepVEgnxkgsSdOvr+brBxEBKAEIYXCAMa8NrZt30ZfoY8gF2AP2HT3diNXSHZu3kmz2cyzDz5Ld083iqZQ6C3Q3deNoit4WY9dfbtQVAUv47GrP6Jzz+VwBhx2bNyBMWSgxBRkTpLfkUcqIbncEF4ArvB46vGbOWHdOwmDEDeTpbBrF1l/ACUE14ZcMk4m3UNgC7KFPSgBCD+ku2sYJQOaB4X8ACKAfEESqgrO8B5CQHXDKtpO7ymnGRNeSC63h1BU02qRVkIwcpJCYQDNA2t3kkLPLgreEKoPOUdijwyQi8dJp3vI+oOoPgR69Fy7s1MhXxjG1FPkB3oj3SWojoy+60FYNU5KCFKLygmhUBhASMgEIaGqIPyQUKGKzub2oPrRWIYK6HZIKCAUCsILkSowhnYHR32guiFB8ZFQ9aimDSX6LpeesWSICEDqCvbIHoSEnBuiyBBFjuouVZCGQAnCKpuq7COyoxQ4r559hfwAwoe8LQl0JZJTtEP1QoIS7YYEGnh+YzFXprzo/uQnP8lnP/tZPv7xjyNmjhXuFZqa25CWWV5fBNYkEbJjVlVQlxLC4uJRGjrhJFE894cMYtHZ2Vr91NUhUMsRSOvKCEbLqvoollfJq9ShWK8kNZb+6LhIhqoC0RdPAWIJCNVS1PCovJAN2fTuB1j8/aPQO80q+fVkRDqE1XZU1tXoo6S31qmy9PpjUSr6CCwTRVfL+pXaS0NHtTQIQW2Ol3WBKMdkIsXoke5iXeH5EXZ+7HEWf/lw9GUVW7OVY17DDrOpmY9+4mp0VWPp9a3j/apAbKE26r9ieWHIZ9Nb/sLi649FnxUbP04VY45pgqZFdaGEOrljJ4JmwfI3DGPEOqqie2oWLH1tGsPqoHIDwcvDlptbWfL6QeKGiTLFlX694+VWE6x662i5qel8/Pg3IPM6QSHEy1YfL6+nX+l4+dL9eLz8hHOK49Gg/+64IWDJ69kr/83gn4uZOXxiNDW3of9mN3LIoe2dBzB040ZCVSH276vIf38TWrNB8+uXsuc7GzBXN6O9dSHZy57AOaGL2KsW4F35NLE3LsI8vouhj/6dxPmrMA6fxeC//42Oi9bStjDFzvf9g85LD0efl2THefcw50vHojYr7Dz/L8z/3kn4+ZCei//BrD+eirvFJv3hx2j+9ckEG0YY+cLjtP30RNxH9pD73nO0fvelhL/tJnP7dmKXH0X2r7uQ9/fScck6Mn/ajrN5hPb/PJiRW3YQjLgon1iL/6tthCEkzl9F5uvPIGaZxP99OekvPIF9YAvxNy3B/+YGEod0kDpuLr1feJjUqQuJv2Q2PZc9QMvbVtK2qpXujzxI+wVrMJc3s/Oiv9H8taMwliToO+02Wn9yPLplMvyWu2n71csJ8z5D5z9M6+9ejtiYY+ATDzD/2yfi7BrBUwRdsRYKjw0w/MtNJK4+lvwD/Qz/fhttVx5J9u/deHf3kPzcOuyfbyX3i60YPzme4PZulL48ifcfQOEHmxFeyOw3LGfwx8/izorR8qZl5K/dhrGsmdRpC+n/+uOYR8wmecJceq58BOvNi4if0MXgRx8hfu5yrCObGXjvAyQ/vgZrjkH/G+6g+StHEv/h8Qyc8RfmfOlYRExj10V3M++aEwgDlz0fuIcFP3g53q4svV98kM7PH0VPCOHXnkO5YQ7ek4ME33+e5HeOIr2hj76PPkPTV47A+VM33t/7aX39Uvo+/RD6qma6Pno4I7dsISh+9nbd+AyKqtD676sYuO5pwvkxzLctJnvFU4Qr4sxffhA7r36c+NlLGVRDXnjP3ZhnLMA4bjaZCx+g5S3LaepMsOt9dzPr/WsxFqbY8d6/ghsy50vHsvsj/2DOl44l0EP63vZX2n71cgInYOT8B2iu+OwpN78C75kshS88wYITErT9xgFKzxL1aadVcP+7E/QMw5LtgvyJCZbdBfqgwoajE7yw3eFH/3UPzx+a45AboWXXk+XvoY3N5/k8n+JTWEQT55NE9bn2kIe9p3nm9ID0XDjumsd59CxJfhac+BWF+84PufexZznumog+5nvRHCVQOO7uSD8fH4ulHHZbgIbGiXcmAYd7L0rQug0WPAUPvwcWbzFpfdjhsdclmP8wtD0X0PJ8gh2Hwdz1LppdaTsV9ttVdGZ2gu5DIHd0ipXfHeSFQxLsWQHrfuqx8fgEQ4vhsO+7PHN6gq6nYM7Tlb6EI27xavp54ZCGWJDg0F/A398HbZtgzS9s7nmnym0/+wIfafk0T74jwaznYPntHuZQ6cTBWL0rkcROhYysVdh1eoqFv07jNQl2n5JkyQ0j5BbqbD4gwcG/gsxhOrmFOgd+o5E0mEl8LeTJy1McdmkfT32sncBUWHf5Hh6/bBaqE3LwVQM8+sXZWL0+q66NnqdUJ6zqY9S/1cgu1Hj+gmZm35snsd1j69lNzPlzFj0t2f7GFPN+H6Uc3nV6ijVX7sFIT3T6YtQ/L7whxey/59n56iSZlSZrrtzD1rObyS3UOeSz/Tx3QSuZ5saOMiphGE7pfE5bWxsPPfTQzH2wvUQ6nebjn/8WJy9di9bVBQUb6uXQThVzaPf0lCNmV6GUQ3vPnvo5tGd37DcZpfzV4/pJRTm06RsfDbCcs3nO3Loy8p6D3tWF7vpVdpRzX+tmWUZ+185yWane9FR2fmcHXZ89DNPOlPN0l1DSt5SnW0/nGXpiGPPAGMlYbFRO26y6MuIV+a31weo83VV88+aX83SX5GbTBQau28389y7En5VExGLoFfmtq9rHE+Qck+73P0THpQswOsYfHdK7upCFQjlPt2/7ZP80zOzXdOKqAWpzc5Snu2LMa9lR2LmTm39/I295+VvovW437e+ZQ7IpVh6PkoyxfViKzvBGl8RRnZjpkepxGjPmhd3dhJ5XlitiMax776/K0z031VaXBtg5MEjhoXkseXmBPmfyNjtHBgn6EritQ3zo9h9y45mXMGznJm1XztOdh8JdS4i9bGtV9PKx8IKA2zY9xttWvJxdd7ZiHvcCxat/E8qRPuzY6qDOzjG/eWLbG/XRRHzSBfnoIuaemJnUfxDdQ2xOd9IT21HTfyWM1aESE9VNhWdftJmOPqZDRt5zOOumrzIyMkJTUyPnSGtjZg6vj9L8vOrwUxCKhmKqhG6AKhSam+OMDOcJoLwr7HoFFFOgKxZNCQtfhOQzzuhOd8EHQ6CoAssN0WM6GceLdrdNFUUd3elWVYVUqJJRAgJZ3MWOazjZbLTb2N5MStfx8h62DmEgwZXRjrYT7XTHm0y0UCGdscftdDvpDJoQzJrTzki6QBCG0U6+E4Ao7nTbAU1xE1+FfMbBtXMoamRfySYrAD1etKPg4wZ2tJMvTLA0NE2QDASDTgY/lBhY5Z1udyiNEtdoT7ZQGMqQV3xUX8f73KPwsQMwW1K46SzJ1gSGojI4mMZsb4p2IrPZaKdbmsgHumk9aRH5QFLIZlBMFV21QIZ4nk3oBsxqb8P2HbLDOYxEEs8vENoBRjKJogs028VMGOQUBWcwHe1uJ5NlOp5KkQwEewaHCK5aj/6hQ/BjPihgYOFi05ZKETghaS9HKEMMxcLpHYKPPglfXENq1SwMoTI4mEGJqYR+NE6lsdFChZSZYOjH6xFvXkZo+NGYFcdGVy2a4mZkx0gOI5XEC+yqMUv6JvnPP4b/0ZWYiSSul48+e7kANIV4U4pkqDKYzxAgUT0d77EeOKwVU43hhjZtLZEdBR3cfA7s6PNW+uy1dLWj+lF09edzeZysS3Z3N9JQaGqfM0q3dZHt2R3RrdFu+sjAbpb9eJj+969i2OlH8UKaO+cyPLgbxQtp6pzLyOBulIKkua2LdH83zRtchpepjGT6WLBsHZnhPlAVmps7GRnqAVWhqWMuw0O7QVVoaepieHg3CAWjx2X1dcOsf38rMqYiDRBOiHBDpCmiXVNvlG6mhbnf2Mxz70iRWrKQIbsPJNHOqqHQ3D4HJQgZHu5B8UOaW7oIH3yB9FKdltY5jAxF5U0dcwh1QWbXLlAgNXdeFZ3u7SbUFZrmzUdxAoYHiro3dzE8WGHH0G4UCS3x2YyM9CDckBW/stn9nkWks30INyQ5fx7pvm6EG5JYsoCRPREtrehkwpzdSXbNzZDZ08OCVYeSzvRDENLS3AlCgC+rxykkuhLhRbveI8M9KAGkFswj1AWKKwkVolM7jiQUMDK4G+GGpObMjXa00z6hpoCqoDgBoSYi2g6imAyqQnbHTqSukFqyEKUQEJoCFFBsSWiJ4mkYSRhTo/9bpeCAQYjiSUJLJd2zC+FDcv68qNwPo358CZpCGNMiOyRRedGm0BAoXnF3WxeIjEcYFm0aa58K6cHI98k5cwktEckp2qEUgshfJdoUuE6e6y96/aTz85Rfc7/jHe/gl7/85dRnsxnM4J+EUEIw4iODBu/8aoLY2gRC20+7QIEkSAeEDQYfhTCaFBpsoFkaLa+fhWZNMQpoKBkcHiAo6scU/Jc4vCU6trZfIAgdFRr0nxCgd+WIGzpfe+W7ph59W2pRvrlJwpeGhAzbORQtRFFDNLUxfwgt0m//bUIKfFuZkv9SC7y9998M/qmYmcMbgKWiJLRooRnXUGJatMiJaygxNSpPaNHRbqJjz4peQRfnDiWmoZSuMyV0FL3YtkmP2pZoQ6BoApEyUDSBoguU4p1bRVUqaFFNx7TouKiloiS16CHQLNKaghKrsCOmRrqjoBgqilE8sWSO0b1UbqkoZlHfpIZilegKO1IVdiR0FLW4o5jQUYSCohR9pijR3yXddTGqo6pAJlrMlnUXRD5JauXFpWJFeqkJDfWlUXYRRReRjhDZZFWMmVXsJ1ExZskKOl45TmpZ90paJHQUQhj2Iv6SzCY9+l30AVp0xF1p0qPraxIwK8epqKM2akfJJi2lob9zKXq7NTpO8Rp2xLWqMXMDh+s+/0Fc30EOu9ECpPKzl1CjsVEVRFJHMRTQFNQ2E3HsLISljn72RHH8xo5Trc+ephAmNfwmFWmJajqlj9JNOjKpgQQ9F5b1CnWlHBgv1KPrGQBhbLTN0BFxwlaTpoULoM1CJqI+ZYuBjKtIU0QLs+I4hTEVRERLTSA8IFCiRagQyJiK36xFfcQj2hUed/7yq3hNgtBUkS0mssWIjvCpCrIUVE6L6gFCTSFMaIwcaBFaKrJJR1qCIBnRYUwlSKkESXUcLWMiWpRC1F9Jd2uMHapCqCvItqKthkDNBSiWVrYjjI/S6AJE0VYAUyV/VBvC0GieOx8lXpyfVYUwEek4bpyai+VFWlqCICFGx8kQo+NkjtLSUEArym/RCZNaZGuLMUq3jtJ+s4Ysxkoqj5miRLSigCjSUKbDmEqY1KJ+Ymo0fk0V5S2jNoWx4jOZLiI9S7RR+ryN2iRTOmFxzGRzBd2iE6YiH/hNkQw0UXOcxn72GsGUj5cHQcDVV1/Nn/70J9auXTsuCMtXv/rVqXb5/yRm8nRXYJrzdCcTFtqVB0BzjPiIX87TXdkeRvN0G1mXjR/azOIrl5PsnP483bRC8nMrSBoW2Yo83bXax3UTj+iObSweQ9drLHgqZAAUtubZeeU2VvzXSuLzzYbzdDcnUlz8zktIGhaJzyWqdallRxFGVrDxPY+y+PtH1bVjX+bpBuD1WRY2d6CNTN4mOl7exuLXD5DRMixonlW+19qQrBTw1mEaiVrzsePeQJPdxs4ctIctxCrydNeTY2clz/22jaVnDO6XPN0AC//dBCb3H0THy5+7oY3Frw8n9F+99o3WTYVnX7SZjj72pYx9lad7Zg6fHF4hT1CRqkgTgkATeHYeX46+nXLt0WAGUlXwPQ/XqR2PQZcmqq7jFnI166dbhmsXkKpK4HvjZFSiUkal7HoyxvKU7HAdGz+oDhRR4pWei++50d8W+FcfAPi4hRyuXcAUCppQqvoutx1w4IJH8H5yPF4iHCe/powaeiolGQW7ppySHb4h8a8+AKF74/iCmBX5qqLcD120IMQPI/lj7aj2tYqzw8G9+CG44mD8+eOff6LxGG9H4HusOeI4lLig+bqj6R8aKvtvovEo+c//xkEwd4wdY8a8RPumiVAFvueS2dNL3nHIDPSW+erRAJlCPw+8A1K53obaONt6OeZ7Cne/s8Bvf3QZb77sWuxcetJ2ZVqBez4IMACj6avH+zXwmb14Fc6m3Vh7Avwt/YzExTj9x/avjfgcdtUg950fMlLL3kb90gBfiX76A53QoP+MDCy7tK+u/+rp02jdVHj2RZvp6GM65Hh1vuNjMeW9lKeeeopDDz0UIQRPP/00jz32WNXPi8Gvf/1rTj31VNrb21EUhccff3wcj23bvPe976W9vZ1kMsmb3vQmenurnbN9+3ZOP/104vE4s2fP5iMf+Qj+JHdFBwcHedvb3kZTUxMtLS2ce+65ZLPZKp4nn3yS448/HsuyWLBgAVdfffWLsncG+wd+3mf7Z5/HzzYWSVtr0pj/icWoqSm/k9or+Hmf7Z/fjJ9v7D6z7wSggu80xq/PMeh4RxfW3KmlP3M9l+v/5/vkR/JT0k9r0ph/+YGoLftnB9R3Ydsfm3DtxrZqVQsWnjaMp7m8++Zvk/cmSbg9BnYWnv9lK3Z2Yj438PnBI38Gy0ON+SgTHEWvhBGP9FOnP1sdEPnv/puCKfnvyDcqe+2/GfxzMZ1z+FTw7W9/m8WLF2NZFkcddRQPPvjghPw33XQTq1evxrIsDj74YP7whz9U1YdhyGWXXcacOXOIxWKccsopVemGZvCvCZn1UT+1AXINxvNo1uHy1Sj7aX6hqJ/MNqif40c5nxucn5WFSTh/EcyfWixsTdN5yctejXAg/YEHp+Q//7MroWk/RS+34bCfgsg3Nr+4CXjk7BDZYnDy+ZeiGZPEIxoDbRiO+3r0e0K9VI2Fa48iaNUopEIKqcb69xOCR84OcesHRt+nEDasumZgSv579sKWvfbfDKYXU/7W/fWvf50OPQDI5XIcd9xxvOUtb+G8886ryfPBD36Q3//+99x00000Nzdz0UUX8cY3vpG///3vQPQW//TTT6erq4t//OMf7N69m3POOQdd1/niF+untnnb297G7t27ueOOO/A8j3e9612cf/753HDDDUB01+vUU0/llFNO4dprr+Wpp57i3e9+Ny0tLZx//vn73hkz+OdBgNas7Zcc03sFQRQFrlH9NDDnWNG3veEj7C8CArRW41/Xf4AWk5i6ya1nf4KkYTFYqBPzYB9BTPE/rRbbHwO19zATEPf2n/9msO8wnXN4o/jlL3/JJZdcwrXXXstRRx3F17/+dU477TSee+45Zs+ePY7/H//4B29961u54ooreM1rXsMNN9zAGWecwaOPPsqaNWsAuPrqq/nmN7/Jj3/8Y5YsWcJ//dd/cdppp7F+/Xosa2pvsPRYPDq9VYSqKKiajm7FETXC4BixBEI30ISKUefLrukaQlUxYrWf1veHDE2ICWUANWVU9ldPRunvkh2GaSGkrKmL0A003cOwQrRAxxUCzYyVeUv5rQ0rNq69ZsaQXT5CV9HVOEZxx34sX6WMyrqyDOlHMmrUAehW9BnQTAtfCIxYDFEMBlq2VY2yhRhWrFwuY1G+Xi0Wq7KjFjQhEKaKWNaMSCUQXvUJhvKY17DDsQtcd/kH+PBnvgcoVf6rRMmO0nhoZgw6PYjr4+2oN+amhQglmm6QmtWJ7o+eYGjunDchLfISoQ3R3DkHmRGTt5ESzZCkkgqxphaau+ajiAbalXRVfFAGSbW24bfVn3h91+EvP7iKN773KjBGSLU1k6rop1bfAM0dc8jlJKmUqKtDo7o2wifyElXLNeQ/AKTEMjtJ2eqE/qvbvsG6qfDsizbT0ce+lFPvBNNY7LPH4hdeeIGLLrroRfXx9re/ncsuu4xTTjmlZv3IyAg/+MEP+OpXv8rLX/5yDj/8cH74wx/yj3/8g/vvvx+A22+/nfXr1/Ozn/2MdevW8apXvYrPfe5zfPvb38Z1a+/IPPvss9x2223893//N0cddRTHHXcc3/rWt7jxxhvp7u4G4Oc//zmu63L99ddz0EEHcdZZZ/H+979/5ije/w+gxTUWfnolWrKx6IL+sM+2j28iGJl6JO29gRbXWPipZWgN5s3UdBX86OGnEXg7XHZeuQ17+9SOpxq6wbvfch7x5viU9POHfba973GCwf2zA6oZsPhVaQyrsX9ngR0dL3cLku3D/QR1jlnWg5WElf82hDVBjm4AQ9U49/BTwNbxMhphvrH+3eLx92DfnCaeFJoBR5+pTsl/9/w03Gv/zeBfE/tiDm8UX/3qVznvvPN417vexYEHHsi1115LPB7n+uuvr8n/jW98g1e+8pV85CMf4YADDuBzn/schx12GNdccw0Q7XJ//etf51Of+hSvf/3rWbt2LT/5yU/o7u7m5ptv3i82zWDvIJIG4upDEMkG30wOuvjnP4wc2D/zi0hqRf0a3Fkvzs/ok2R7KUJuyiI/9iRsmeTo1Bhoms6Jrz0LvSVO6zXHTMl/XPAIDDV28u/FQsYFz13Ujmz0+SYjWXvVIOFAnl9dfgGe3eDEWYTfpvHE5bMnXHADCFVl9XGvRBuG2ECIMdxY/2LYZ+1Vg2iZ/TPvybhg16dXT8l/Sz7yzF77bwbTiynvdJ900klVeT1L2L17N7t37y5PgtOBRx55BM/zqhblq1evZuHChdx3330cffTR3HfffRx88MF0do4mkj/ttNO48MILeeaZZzj00EPH9XvffffR0tLCEUccUS475ZRTEELwwAMP8IY3vIH77ruPE044AaMiV/Rpp53GVVddxdDQEK2trTV1dhwHp+L+VTqdxorFyYYBGiGeEkZ3WWtBCfEU8JF1eBQIggnqgf0oo1DaRh3Lp4QRT432BSSKAtYEMgpINKXYT0V9lbyijMqyEu1nbHZ8YRNdXz4ckKM8ZfWjPj0FQgGyGbquXIrbLMhW9DORDEIfWwFVBuSLdtTkI8QVEFTYmsu69F71Ags/tQIZ01EUquVWtZfYBQcE5B0Xo8ZXWCvaEZTsX6Ax6+ML8RdoeKFEFVHMikp/17Kj4Dn88Cff4j/ecCG9V2+n82OLoFUrj0c4xo5SH7JZMO/b65DtBtnhwrjPReWY2wqExT5sQhTpsyszUBW9HKhLA+wcGCZ/73z80/rp8yZv0+sNkjhlmB0Fm0/+5Wf86A3vK0ffnqhdOXp5VqNw10JiL9uOlqz/YsYNfH759N+5cO1rwGqlNxjGqJio68mREhKnDNPrSfSRiW1v1EcT8UlXsOW3TSx8Rboh/0kJS8+Abfm+mv6rp0OjdVPh2RdtpqOP6ZCRH7MLtrf4Z87hAK7r8sgjj/CJT3yiXCaE4JRTTuG+++6r2ea+++7jkksuqSo77bTTygvqrVu30tPTU/Vs0NzczFFHHcV9993HWWedVbPfevNz6DrIYPS7LVSVQBOEnoOsuKcsi1crpBDFxZaPdOq8LVMsIEQ6te/+TbcM6bmEmkbge+NkVKFCRpXsOjLG8pTtCHyk71e1LfES+BDK6N51zkd+/Am4/ACkEBGPoUMYIj233L4sJ2GgfvdQaFEjO8bIryWj3G+lLZoayXAKVXUlOvQcAk0QjNjIS5/Cv/IQpCGr+cIQfK+672wh2s7KFiBMlu2ohVDTYEkM5YsHIeep4/jKY17DDgU4+IjjEGmXwQ8/jPz0yqr6soyiHeXxSBjwrbWQrLC9ZMeYMS/35XtRQDLfm/Kd7sLOXg79BTz/Xkmm0D9pm4w7wH3ng0OO0y66nPzIENnBvsnbFWlrCF7yI3jonWDXfiwvo3XuItIMUUiFDMkhYr3GpHe6aZX0nB/iugP4vdq03+nWCnDgVwfYcEFrQ/5DwpMfayfr7Knpv3r6NFo3FZ590WY6+pgOOY3e6Z7yonvdunVVfwdBwJYtW9i0aRM/+tGPptrdlNDT04NhGLS0tFSVd3Z20tPTU+apXHCX6kt19fode6RN0zTa2tqq+l2yZEndfustuq+44go++9nPVpV962d/IjdrTrTyMQ1oqn+ZRAYBLFiAO1GO7NmTBOPZTzJkIrq0WrefeXNrywYcVa0ro8QjYrEqO0rllfLkggXlslK9bYfQ0U0+ZuGmmpFBdZqeUnsZBGAYkGrGyw6jzkvhm/o4ObVkVNKiaEetOldVkZoKTU3l/vwmB2X2HjLz54JVjJo6b27d9raXAUPBXrAA2VXnorBhQDFtgW/7eJt6kZ1zEXrFw3bFmNeS5XV10bRoKbkF81BmD2AvWoCfMkcf1ooyxvZhhwrexmFUzcAeY0cln6OqyOJ3yFVVQinxfZ/bVy2vmtRT7Z11aYDcrl4Ofgb+d81KRnL9k7bJ9PeS7IVsJ5xy8Be4ZSLeGrSWhqP+Dn9evgh/glhqge/TN/QCv1u9lNX3ZrlnxRJk8cTehDb5knBDP9lOSHVMbHujPpqIT9iw7jmdh9Z0Teq/aABhtt1Kn9Va038l1CprpG4qPPuizXT0MR0yGp3UJ8M/cw4H2LNnD0EQ1JynN2zYULNNvXm9cn4uldXjqYV68/M800KMfTHhuDQLFcTofOMV/6fpQgUnWqDMqhXcEqLsD4FLc736aZZR7qeGjLE6lGRUya4joyaP4xI3TDDMqvJKHeIhtMcTCBGyq92iM5nALMkMAdclGU+U25faqlIhlylg2C7tho4XT1TJryVDF+o4PT0ZgOvSOsbOsf62LJPedot5loUszs9lPtdFFyrNFTrkkgm6dYW5yQRGhR314OddRLdH83KDMF59/7akQy07CoU8l370XVz5ueuxW/Rq/9XqozgeqlTIFVSMOQlMXa+yY+yYl+lA4gUBCRnyuuc2jUnpOVSXhmJKT2Ueb9rwfEVKyvptdo4MIkcMaHLIuDkOGMjTkx2atF1VSk9lCS97YSva+Cy1Zdi+x1X3/IarXvZueoNWXr55B4szQ+NeiJbsKJV3JYbYuTOLaHaZ3zve3kb90ghfOaWnsqgh/0H0UrzdH6Ff7a/pvxLG6lOJieqmwrMv2kxHH9MhJ+85/KoBvikvur/2ta/VLP/v//5vrrnmGt72trc11M/Pf/5z3vOe95T//uMf/8jxxx8/VXX+5fGJT3yi6g19Op3mq9+/iaVNs2hNJPACScGrfcwnpusIFYazWXRr/OJKFYKEoZNzvbpHPJssc7/JSBei41Fj+4npOroqSNvjd2o8u4CmqjSnmurK8OwCLckkUlGr7Cg9hOpWvCxjODuqQ2W98flD0GImtgS7UP3wWtI3oal4vo+9x6Fw8YNo3zsCc15buZ+mVPOEMkLPJRmLYUsIpKyqK9HtLa14vk/OtstyPcVDfHYNBVNghBJd08j5tdtb8SSaoYMdkvcd7ML4HauWZLIsA8DflEZ+bT3+wiThQoOEZaFrWtWY17LDc+Hlb3onvmUhPruGLB66r5fHY5wdxT7UrKBw8YO0/exl5FrVqr7Hjnm2UMAPAnQrjnRtNE2b8p0xgC3/Gf0teye/+6WN+Ky9YZDHP9JMX2YHc1cdMiVZtMOTn4FGwt4c8dq3055rJjG8kXalBbvdmFSOGHRZcsMenvxYG4l9dC9ssrq+/5pHCib1H0TRWw/42iDOR1om9N9EZY3UTYVnX7SZjj72pYxG74xNhn01h/9fQL35efmydagVO7ShpuE1JdHTWZSKoKyl0wdx3cRta0G4Hlq29jj5yQTS0DEGh2vWT7eMvOeArqO1tY2TUYlKGZWy68kYy1Oyg5ER8LyqtiVerbMTHAcyGeK6ycIPLQI7QzxwI55UCkwT9uwpty+3zShs/ugTLL7+WGIxH4rfi3F8Y2SM1TNvGWCaxEcyVXUlOhZLRHYENgs/tIi4VyCfH8M3axZGIGFoqFzuZTPghBjZDLpnlO2oCV3H74XBa56ntUNFLKi+Alca81p2iCDg3DP/g+akRfKKwyNflfxXgbIdxfEo++/Lq4l3pqrsGDvmJdpobYt23L1g77KLvLIwtewi97bRdfpuLvrz97j33C+WX4A1nF3k30aA6s2VsQik5D1HnMpcrYPevEqnaGso+8ZstZ2N906cXaRhXRvkW/hmC7Aazi6y5fctdJ1emNB/9do3WjcVnn3RZjr62JdyGs0uss/udJ988sk1o43Xw+te9zoef/zx8k/l0e566OrqwnVdhoeHq8p7e3vp6uoq84yNZl76u8RTq9++vurjF77vMzg4+KL6BTBNk6ampqofu5AnkJIgDAnC0u9aPxIpJb6sw1NcoAb16iv62R8y/Lr91G/rS1lOK1JPhi8jHcf2Uy1Pjisr0d6wQ/7d9yFHXAI5qqfvBeg7HQI/4pdFXcJ2E3HTschWY0yf9WUEYTjOjon4Kv3kDtu45z2IN+xEKT1KfBX6ldtLCXaU09TPe6O2SInv+MTXF5B+UJbhSwlLk4ibjkVZ0Vz299gxr2VHPp/jB1+6lFzvCO55D+IO21XjMdZ/pT7CdpPUrSch2sf6b/yYV/lCSsI6wX0mgshK1ly5B5EZ8xDpSjr/mgW3+kWO36zx6Bdn48Ql995wDb47tWO7Wp/PoZ/sQ+sbIy/ns+wHQ+Uosr7rcO8N1+A0g9skcFvHvOOso59sM3j0i7OjHJz7ASIrWfShp6fkv80/OHSv/TeDf01MdQ7fW8yaNQtVVWvOpxPN0RPxl35PpU+oPz8rvo/wg/JPaYE6thzPBy8qUwKJ8Krrq348P+KpUz/dMqJ+vJoyqvSokFEpu56MsTzlxbznjWtb4lUCWablkMOWS9bjD9lVPPgBTm+I4la3tZpUVly/Fn2WFckaI7+WjFp64vkQjLeh3L5ohz9YYMsl65FDTjWf4+NnJYpbrUOQc6NbeTm3LAPPJ7R9ctsUQnuUH88jtrKZFdevpWlhrKK8esxr6afKkENXrUMZdtnyznvH+8/xcXpDcKvHw2pSWXHdgegpUe2HGn4q054fnXDYi/gdvg2bftOCWxgzz/kw8LSF71eX63FYdfYgzc2jgTqnAnsYnruhFXt4vB477kziF9dGqhAcNncpTS0aakyij4nRUk8/KylYdfYgeoPZSF4sfBvu/kkwJf+94kJ1r/03g+nFPnuq+8tf/sJJJ53UMH8qlSKVajBGfxGHH344uq5z55138qY3vQmA5557ju3bt3PMMccAcMwxx/CFL3yBvr6+8pHxO+64g6amJg488MCa/R5zzDEMDw/zyCOPcPjhh5ftkVJy1FFHlXk++clP4nleOa/pHXfcwapVq+oeLZ8IXiGPNI1Jc24yQY7Henk9K9FIXs99JqNOHy82d+jYPJKV5eNk1MrrKX1YHEOKEM/Ol8tVDxI7YWBWltAQRRkutlPAf7AXDmmq6sc368uA6C6ZjMXw7AK+lLV1GZM7FMD3HcQiC9cvoHp6OXdokLfL+rmy+PZeCFQlBEvgezbYo+/N9DwYaQjcAF9WyLB9uLUXeeZifMWbMAdqpR2+5zJ/6Sp8GeknfaecBzSIWUjXJbHTL/tv1EZJ8Pgw4ugu3MAd97moHPPKXK7ScxGEU74zlhvpJz0LRgZ3k8mNnidzuvuZd4fCk4ftIOOPJuzM9PbSthUyS+Dk8z5BIT00pZyZWg5cCzK5ASq6JbEbmjcryK0D5OZEx8tT7Z1kerrxlYBMXz+y4mtYTz98if5wP4NLJrd9X9wfEzZku8yG/YcPzett7PZ0Tf/V06HRuqnw7Is209HHdMjYV8fL62Gqc/jewjAMDj/8cO68807OOOMMAKSU3HnnnXUDuR1zzDHceeedXHzxxeWyO+64ozzvL1myhK6uLu68887y8fl0Os0DDzzAhRdeOJ3mzODFQgVroYUyZgsoDMEe1JDtoFbUSV+SeWKExMsm3sncV1CK+jHmNL6U4BcE4ZjFlxAhiqUgRPULZOlF/NKDyhPgfs5n8FfdWK+dO6VtsIKd56JPX8B3r7gBa1lynP+kLPpvzA0W6Usyj6dJrEnC/si6JsBq8xFjjr0HLux5Mo5/SDW79CG3W8fqdNidH2Beqn1q4jRQTTkuY4iXhXyvgZcFzYpORLz3d9/nf177URShURHCYZx+WsWCXPqSzA6dxJz9E4gOAU0d42+DTOS/vq0SLyn3yn8zmF5MedH9xje+cVxZb28vDzzwACeddFJV/a9//esp9T04OMj27dvLEcOfe+45IHqL3dXVRXNzM+eeey6XXHIJbW1tNDU18b73vY9jjjmGo48+GoBTTz2VAw88kLe//e1cffXV9PT08KlPfYr3vve9mGZ0rOjBBx/knHPO4c4772TevHkccMABvPKVr+S8887j2muvxfM8LrroIs466yzmzo3uIZ999tl89rOf5dxzz+VjH/sYTz/9NN/4xjfqHtWbwb8ORFxDfngFIq5BoYF/lGkP9etbCb5xEEwSoXqfIK4hL1mGZjX2dVR1AQUJRoNf324b9bd9cGwnzG/8K6/pBse/6s0YVgz3kmUNtyPt4V29AX7UBvshl6W04Jk3QMoS0MAJXKMAa26Ff/xHQPfQJhIts6Ykz2+C+/9zcj5V01h6xAnE8jqxEYjlIdc8eTstJ1lzK9y/nzIRSgu2nNMS/dGg/5b+LE3PXvpvBv9cTOcc3iguueQS3vGOd3DEEUdw5JFH8vWvf51cLse73vUuAM455xzmzZvHFVdcAcAHPvABTjzxRL7yla9w+umnc+ONN/Lwww/zve99DwBFUbj44ov5/Oc/z4oVK8opw+bOnVte2E8FWddGq3zKDbUooKhX3O0souoob+Dj+R7UO2Zo6hCoePXqp1lG3nNQkMRqyKhChYyawfvGyBjHU7Sj4LmEY661lY8uBz5O4BF4DujQcn4nDgHZokw1sFCCaHMj59mIcLStl3XpueYF5q/rQghnnPyaMmro6WggAq0sc2x7vMgOV5e0nN+JrflVfAXPRbWiu8F2RbmNJCyE0e/AQwQanucgfQUwKfguwosW5AoSf0+akT/sYWhtknB+jXv2dewIgPe9+8OoSZ2Ojx2A09NTZUtYlucgKsbDy7r0fHcnnZ9bhNAEec9BD3zw/XFjXqZ9D09TkIE35UCnfc4g4rBBugtt1QFNs8NAG7syA/QHFe0Hh8ndswTxsl188t6fTDnQKUD81EH2hEBFJks/rwFt9OfTaBmfQErOPezl9A5m8XPt9A6mMZOj/ciCKOunB6PlXh6672klccpWhDY9wU3H0nOPhe4CDflPFgS5P7ciXranpv/q6dNo3VR49kWb6ehjOuQ0Guh0yovu5ubxT43Nzc2sXLlyql2Nw6233lqedIFyxNFPf/rTfOYznwGi+2hCCN70pjfhOA6nnXYa3/nOd8ptVFXld7/7HRdeeCHHHHMMiUSCd7zjHVx++eVlnnw+z3PPPYdXMSH8/Oc/56KLLuLkk08u9//Nb36zysbbb7+d9773vRx++OHMmjWLyy67bK9zdOuxeEM5N1UZ1MxVCZPn9YTaOTenTUZFrsqxMl5s7tBaeSRLMGKJURk1dNAcHfeCB+EHx6MnR/N6KkICTnTX2FRRVQVND7Hmx3FvOhZ1bD+mVVeGEUsghUCo6jg7Kvlq5dyUwy588HG0a1+K1iTKuUM9d1S/UEavsXUrjjIQ/QPVfBVRkf9T9SN+oapoqoFhFXU4MAY3dWDEEriF3IQ5UCvtCMOQH375Uv7jfV9Cu/gp+No6jNbRvJ5Ck2WdMEcfFozWBPqtJ6HrOkZQ2w+lMa/M5SqFQNP1Kd/p1rKSA78+wI4vzIb20brciA8Mkpo1B9/TyuUjwGNfBM2x2XDrHzn45WeU38I3cjfa6PE56JuDPPP+Ntyu0c+jlXeBYeLNrYh2A991uOfn3+S1536OID6CsbgdkRy9M11PPzrhsS9qmA3q06jeE/nvoC8MsP3zB0zqPwDaYcsP5qFt3zyh/+rp0GjdVHj2RZvp6GNfythXd7qncw5vFP/2b/9Gf38/l112GT09Paxbt47bbrutHAht+/btiIo71cceeyw33HADn/rUp7j00ktZsWIFN998czlHN8BHP/pRcrkc559/PsPDwxx33HHcdtttU87RPYP9Cz/t0/2Zrcz+5AJoNyfl11sN5l+3Gm2WBYPTe/qjpF/vZ7ay+DPLGwrkIQt+1e/JYK1sZv51q4khppShQFVVVi5dRZiVbL/wAToundew/+ZdM4WX6C8S0hbk7lqE/9qRhvhFTJJ67WZA4+uvejdx3ay5aKwHP61R+NsiYie+gNZUfwxUIVja1oWlC9AlItbY0Xk9TlG//QNpCzb+qYUlrxluiF/EJKvOHqI7s3f+m8H0YsqL7h/+8IfToQcA73znO3nnO985IY9lWXz729/m29/+dl2eRYsW8Yc//KFu/cte9rJxd0fb2tq44YYbJpS9du1a7rnnngl5ZvAvCEOgHN4KRoN5M10feUcPnDi7sWhZLxamgMNbwWjsbJk0BKRUaDCvssz6cP0W/PceOO6I3ERQVY1DjjkJNW4gD2+N9GxEnuvj3rkL/dT51efopglSg5FVBtJQoJFnMFfS/rjDwDqT0y++At2KQWPPA5G8ODitAjnJnS5FqCxc8xIIwDcVpOfT0Hk+V9L+YIGBdZM/QO0LSA1ya5um5L/UXXsYWWbslf9m8M/FdM7hU8FFF11U9zj5XXfdNa7szDPP5Mwzz6zbn6IoXH755VUv2PcWScOq2umWmoqrqhi6iVDGPzYlDQtH1VA1Ha3OHUpf0wlUDbNO/f6Qga6hTSADqCmj8l5oPRklnpIdMd0ARM07pbqqgaqDbmKpGsmDUyQTsVFeVSdUVQpAQrdQK+KLxTEY/ns/5utmR0HRdH+cjmNlJGvZouqgarXrKAYxU1USCSPSL2lhi1FZ0gcXsDQdUQzOljQs3JiLSAjisRhGUYaumwQBZIGYZozao2v4+YDhH+6m9W2Lxk0PpTGvZUe+kOfcj5/Dj7/xGxJHtFf7D5BKtNEb00yCivGIYzB83yBNR7dU+ELD0pS6Y25pkR2o+pQDqUkXeub5LGxtRyuM1nl52ALMS7WjB6Pl0of0VpPEogKbR7o5Yu7yhmUB+Cq8kAiY29qEVjFHFxzYDnTEm4ilop3Jd/3mGm5943+h6SGzrZaqfjx1VD8rOfrsMzfRzvBGk6Ylzn4JpCZNyCwWDfkPouPlYmc7HbPlhP6bqKyRuqnw7Is209HHvpTTaCC1hhbdYRjWzOs5g72HN5QhEBo+Ac5IHjQFRROEhSBaJKoKWlYljKm4doEw74OpoqhKRFsqmirwHIkrC/iBBDtAiWuEQQhORAeEeFkHVw2icleixFRCX4IfojfHCYMQdziKyB16EmSIYqqEnkRDIdAEbjqLLyWKIQidAISCokd0kErhK0HUhxZ9TkI7KNuk5VREwsQt5KvsC/M+Hi5S1/BGCrhBAT+UUAggVkwbYgd4wsM3TPxCocoOT3EhCAkLAXpLHKGokQ5WpLuXy0e0KgnfOR9MBTedxc3lwBCoeUnog2fnkYUQKxHDlx5ud57w+1sI1sRwZIjn26AJvFBDxIzojrId6eF5NhQiOpQefqjjSpdACXGHsmAKwjDEG86BJQjiCbyRPC5ueZx84cG75qHYeVRVQw1DnJEC0neLY5PBNXzwJaobYqgaZAP8vAO2Ap6EEHRfEPqSoODiaz5uOhcl89yZR71nD/5pg/iLdAxXosbD6HNVHCfPd8o2leyQns9hL30Foefiv3seKB7OwAgeLr5lEqQLhGGIm88RZkM84YEMkcN5+M7zmIe342jV46TEVNxsHhkqBMkkbi6P7xR3BvI2im6Q2dNLIWeT29OH1EHxQrKDfYTaGNoNQUA610/meEgO9JAZ6UN4QBDiDA0ACpm+bjJyENUtlu/uZ+EtsLM9YHvvM6w65EQyhSj6rLAlmWz/KJ3rB1lNqz488G7AGUDsBmmAEgADAAqFwSHyOkgdOhceQLC9H3MowN85RMGhbJPTH+mX3d1NNhgs26RlA9bckmZ3G6SFUmVTZrgPUbQDVSG/u5eg+F88391L8URmRBtAGCKccFKbtpzagRzpJdPfS/G5Eneg6L89u8k6Aygy0t0cgY6fKWw812dH9zOsOOJlZHODKH5kV6grNccp1BSEGxIKqmxCVRCORGpKFZ0Z7kN1ABmCUBC2jF4MKCCcEGkqEIJwQ6QlQIbke/oIzKhf4YdIU4ynA5CGguKHkU1FGgmhoZDt7UUpvpNVisdASzahRHbUsqlES5W6NqFGdmQy/SBoyKYS7eXzez3fzMzhM/hXhWZpdL2r8RMffs6n/6e7SJ60aB9GJaoPUdRPM7TRoGQT8RsKMi8RRmPfN7/HJnv/CPZpNsxt3CDTNLnqY18h0ZzE+EAb9E2QH6tSXs6n/4YekmtT++X6nDBg7rE5NCPe0Etd6ULvQ3Hmzk5z1b0389KFB0xJnhaHZa9PT8pnqjpfOvUcVN/AzyvI2qnUx8G3I/2S8/ZPAFFhwMEnF18ANui/Z+8Jmftqb6/8N4PpRUNbVwcddBA33ngjrjvxp3Ljxo1ceOGFXHnllftEuf+rWL56Ldo3tuLc3o2l6IjPbyDxaI4WPY745NMknrVp0ePk3/sgckOW9ngz4QWPkOoLadHjhO94kOaMSlNgsueNf6YpMGnOqITveJAWPU6qLyS84BFa9DjBs2ny743KE8/aiE8+HdGP5hCf34Cl6Hh/7sG6ZgctehzrjgG072ylRY9j3tKL+sPthK5Eu3EXxi+7adHjGD/agXlLLy16HO07W7Fv3Y6l6FjX7CD1YCGyo8KmwocfxX9kkBY9Dh98nOQ2L7LjgkdoGdRpTzSz541/JpVVafHNyA5/1Kb2eDPh9jy5d/2DFj1OcpsHH3yc9ngzTZsk4pNPR3bc24f5pW20x5uJ/X0E65odtMebMW/thXMfI+i30W/pIXZDL+3xZqxbByg8PUiLlcT40Q6cX75AXLPQf7GL2DnLaJ/XgfqVjaQeLNAeb8b+ryfw7u2jPd6M8dlNJJ61aY83o398A8ltHu2JZobefjfJ4jhp5z9Jq2PR4pto5z9Jm5Ik7HOw3/4A7fHm8ji1ujG0858k/MBjxDWL4NFhxCefpi3VjMz7iKuej/gfLMCXn4+Oo4dg/KSH9ngziduGid3QS2tLM4WnB5H/s50FHW20/XqQ2XfnOfBlq0i9bA5dfQoHLpqH+PpmzPsGOXDRPKyrNrJgi+TARfOIf2ELi3oEK+fPIX3hfXTsCfnRlR/Cec8/0M9/kpVN7YTveJAViXbaNZP8Ox/AWNxEU0Evj1PLoA4ff4r2m0+G/vHj1KLHaXraRbtqM6ErSTyQL3/2Yn9NE3xzE/amLO2/GmLJLT725hyzbxxk4e887M055v50kLm3RfSCHw7QcusQwTM5XvpNaL5lEHtzjoN/KonfMYK9LTpS9c7OJVz8qsM46RcGF686gP888zDUmMrbDltOYfMjrPlCH//5kjW878RDWHf5Ht534iH850vWsO7yPVz8qsN4z0EHcMRXhrn4VYdx3pJVnPBTlRO/onC2nM8rbo1x8asO45zUEo59MDoW0fyowwE3BuSeG+L+732Lllv7CVRof9CrsmnendH1lq5fj1TZlLwrze2vz7H8dwGpPw5X27Q5x6E/kph3jVDYkOGI74eYjxQobMhw9LWgPhHRx12jED6Tx30qw7rL9+A9lyN8Js+6y/dgb86hPlFgzRURnbyvwCGf3YP32AiJ+20O/ZGksCFD8sHoza2zKUfbXZFN9uYcLfe7DCwUjPSk2fGXvzH7Z/3Ym3Ms/J3H7BsHKWzI1BynwoYMi64bGGdTYUOGlV8fKNt0wJf2oP0jsvXoa4EH0xQ2RHYEj2XKNrlPZQgei+jChgw8mOboa8HenEP7xwgHfCkqN+8aYeXXByhsyBC/Y4Sl10TlqT8Os+i6qLzl1iEW/DCi594WjVNhQ4bZNw5W2dT+q8iOWjYVNmRYes2eCW0qbMiw5oo9qE8UsDfnGrJpzRURrd+f3es5Z2YObxzLV6/Fm9WG095a/nHbWoAonVZlObM7YHYHTnsroSrwE7Gq+sofPxEjVEXd+umWwewOmDWrpozKn0oZlbLryRjLU7KDWbPGtS3xhqqAZAJmd5BTE2z6wAZ8o3mUJ5kATcVc3YrXMabt8k5W3PJytHYrkjVGfi0ZtfQkmQBVHVdXokt2+FoTmz6wgZyaqOJTujpQTJUgGasq960mCIl+F2UwuwNlbgfm6laUuR1lfmbNwlrexIpbX45++ILR8jFjXssOtauLheuOwAsMNr313mr/ze5A6Yrk+R3V4xEu72TFr09EWzl3lF9Va455ifYTsSianTX101e+Dc//TytuvrHj21ocVp09RKrZ5IdvuIjEPopePhaqECxs6SCZUlE00BqMPxNFLx+q2kWfTvg2/OW/gyn57xUXqHvtvxlML5SwgRw9d955Jx/72MfYsmULr3jFKzjiiCOYO3culmUxNDTE+vXruffee3nmmWe46KKLuPTSS2veG5tBMQ/oD35D56wDSTTFUHRBfsiu2On2izvBAjNUCOjfJbQAALb3SURBVHVJ3nZRXXX8Trcu0PwQX1Pwvdo73ZahEjoSRwkJA1nc6dbKO93xVovAccmlC+jJ+PidbqFgJA3cnIvvSxRDHbfTHUvoKLpKun8ENAXdilXtdJsoKIbAdoMq+8K8j6/56IaOGar4qhLt2I/Z6Q6MgLhlonjgKJTtCPRoZ1aTGvG2GKEvyQxlUCwVNdTxHRvFUlEKCu4vN9N07kokapQSxlAhH9DcL8kviiODEDMmovHYY+P8fhva6xaiCwMfF0UTJHULNEG2kCe0A7SYRRB6hAUfLR5DUUP0AKSmEYQhXjpXHCcTP5OHmEoqmSTIOxRCH1UxwAnwpIP3y21Yb1xGvCtGGEicTIBUfJp2++Q6THxLEvoSSzOROZuRSx5EvWwN5rxUNGZhiBYKkj0+Teva0ZoMVM8HAbLgsfXjD3HA1cfhpxScbACawLQUzNBA0QW2bxPkfZLNSXKujZvxUfSA+/9+J8cfcSrd169n7n8eiKXHcBQXTyoEaZf0M0Pk5liEfkhgBIQyROQVwr91Y712Pp6jVI2TEtOiPN2oxFsT5NN5fMdDT8aRrgMSHn+6FzvtkhnejdQUmpOdpEd6CNUxdKITFIXMcDcLH/EZOmE+I04fwgtJts3B7unmJf/rcN7W8+j3+/GyHqvWrOL5Dc/z/LXPs+K8FegJnQWzF7C9ZzsosLBzIdt7t0MIC7sWsqNvB2EQsnBOREtfkt+d56GLHuKo7x2FkTTQEhrSkww8OsDf//3vPH6aRqFNw1clPdueYNXCE1l5cx+Pv0IQJoyyTXZ3N0fc7LLh7fMZlHtGbZIhyQd2sXulINUxj5FMT9mmdIlunwNCIdffTaDC/8fee8dJcpT3/+/urg4TN9/enU6XT7pTQjmgU0QRCSERhQhGYAwYsA2I+CUZMAZjDBj4kaNNMEmBpIRAIggJBEon6XSn0+W4cWJPd3X374+emZ2427N3u8jyfF6vfW1t1VP1hJqd6up66nnS/YvJ79+NJ2rKOqR7F6E6AROFvQD0xhcyUdwHfkBvIiyrjsfqR0z2PnOATG4vqgfJocWUduzk5OsdHr12KePO/vJJt4JS8lj5ZJwnVhdRFIV0z0Imc/tQvIB0z0ICoaJIv2meAqGguD6oSp1OaAqqUz4JVqfKmcxeNCcgMRjqqpbKp8KUT4Jry2Z4Kpwf2YNnKKTTC8PTbaN8WlwpewGKHxDoKooXQKUsAwjCcnZ0N0oAycHFKOV0LBWdoEaPBp0CLSwHqtJWp4oeE/m9oCr0xoZn1El1w7JTzPO9L7+CyclJ0ul0R+tOdw2Phsr6fOpha9BqwkH7usA3dFTHDdMnlWHL8MWZJfRwYwKIfOvjqJna55qHLd3QvTweb+LRboxa3u14NNJU9JCFQpiiqqZvhVb0pMOsFbk8hlTY9d2tDLzwMOLJWEiTTBAEUHiiRN8iBVWb6mv4Gnt+upO+FyzH0lScYrGOfyseltCb5LSt0Jfbsp26tiqfWAzf0HHGMox+ZxuHvWQ5jgiqdIWSi6ukifeAl81U6zN7sux43yMc/sGjMFaUg2Tk8ngu2KMCa0DWu5e7Cnv+9SFWvHkd0qp/HK/MeSs9CoU81/ztpXzvv35N9gd7GbhywZT9AN+D4gFB71KdIDY1H4avsefG7fRdtoh43KzaW2ha05zX2TLwoVBkyT0PIgpFtk+GJ+tLe4balgG2jh5g5MEYx6+Ps7swWm17Ys8BttzQz1kvV9jvTdVvHT3A+GMW6SMKPDSylcuPPLka1Go6XpWytGHnr1IsOS+LqNlvFkdg+639LL1ojNhg6F5+9Q/+g9te/CEe/ong8AsyrD5sahy3QFU+K6lW6xcnBnjonjx9a22WDzTrG9UuUei2Tx7Al1B6bIBVpzKj/SB0L/e3DhAsPdDSfhU0ylOL6do6oTkUfeZijLngk3Ns1n/13TOuz5F8WZ71rGfxpz/9id/+9rf8z//8D9/+9rfZtm0bxWKRwcFBTjjhBF7xilfw0pe+dFbps/6vYf+enaR6jyCuKdhFl6LnhaEoK94qdvmNVsJAALlsEcOIT9UDFH00V6W3N0ZhoohXydWXrznJyDuYZpySElBoqK9AKboIAXnXwcjXfBzKgaw0oWIABdcLebg1l0fKw1iaiV10ybsOuGB4ZVeYik4JA1NRpmSo0cPJ24iSS2xBf70eNW/1nGwRyzKQtWOU6wEMI45SdDFNMSWDoeBUy3H8Fy9BtQS5jEux5ECJ8KF/xKMwIAh0FV1VsfM2dsbFu2EHzul9GEO9OOU8xKLPxFQVchW+isBxymVbx/dLDAymyWVcPOnjeC7kXQxDDcs5l2QySTGQ5TkNH7Ad14XnHRa67udtLMug6PvIfJHEfo9in6CUDU8d/bhOUtcgL3EDHzc79XAlij6xER/VUNG1AKN8hz23I0v+vhHUgofRKyCp4fkKhhaQSocPUH7GhpQgkTRxJ2y8hE5MCC68+Nmk0z1YbzsOgHQ6Tibj4rsKWkLD21uk2KMR6Gp1PkRB4H/3CYzzF1JUtbp5Iu/gOCWE0IiTIG/bSOlh5AW+72CWH4QCoYSbFMINT6C1KOvhQ7EvVLaeZpCOaVAKN4ZoU659qlBBgp7UUYWKzEo2f3kzh7/ocK7/2fVcd911KGpIb6ZNlP2hu6+ZNmE/KJpSLatCJXl4kvNurE+tpOoqmhXaO1AVfF1BRWPxyhMxXYFZAN3TsNvp5E3pJPKSpQ9K9q02qzS1Ovl6uHkD8PQpPT2jRVlRQpflYrmvqYYuaqpSLfuGxt5zywuLqlCO2RduHssINIWg/G+teQoL7pvgySUaW/b8iaNPvGKKRqht56mxXKdTTTyD2rJnTOnq18QU8E2luawqU3qrSnUDW1fWlCm5tCn+gVAI72KU9ajIK2pkF631aKtfG51Cu0fXqbY8W3TX8OjYv2cnWs/i5jvd/b2IXD7MX1xB+R6fMCw8y0SzS4h8+2sAnmW2bZ9zHo4NuoB4vJlHQ/8qjxrebXk00FT0IJsFV9b3LdMqySTk8pDNYhgWQ1f2g1tE5IOpyOymhdxTQEsq4Sa1Ul9QGf/hDnouPRyhFnEK+XoZW/AQhtWsi3QhZjXrWSl7Pk5/L6pbZOjKfgzPwSnW0BVsAiuBlnPwstlqvVoqEuQlaqkY8o9ZoS1skHtM0EpQMYkukFkT+6FJvB3jsLA+BkplzlvpYfk+X/noN0nrOta1K2H/gXr7yZCf2ivwYlPzQUFl/Ppd9JwSRwwlQ/qYhbCd9rYQOtLU20e8nwaqgAUnFhGNibDbwHdh9OEYxrIMX/3LL7lo9fEd8RMWLL80OyOdJQy+duUb0L2ye3nEDGDSCeXrWRXtDu/BQhVw5JnRc8n5Lmz5U8CiYTkr+3Uxt+joRsz69etZv379XMnyfwquU8DzYkjpVDdujTDMAEVRcdu0C1/D93Vcp4hst4B6+rzxaDeGYQYIEeA4zQ8CrlOEQOD7si0P1ynieQmk9Ov0qOVX4eG2ap90UN75IPIrZ+IGslqvSYBQNz9QQh6ug4x7uJ8+GvDAKVTppYy15wEQuPh+oqpHKzrPc5Fuva3cAxmM9z2O89HjUIdjeLqK4xTwXbsqnxtUFj8NOekTyAB3NAexmkhvZX2k6+IXXUpBeYFcJFj36wshJchmc/iKIFA0pD11JymbnXJdzeXz+KpJbnyc6/7+pXz2U9/j8RfexervrYflIa2nmlByq7r5gTKlUzyG9fXTCOICZyzf9LmonXPp2riVhTwIXwDlJveTz9vkMlN31NqVAZz9Bzj71gR/et4ucjX5pJ3sKJDkySef5IAz1WdfYR/P+Pkz2JXZxY9//GMuv/xyDhyYat+2bdu05fyWPI//3eMc8aUjSKyc8knL7Q1tWMiPkzNBSoc/3vkVLnzW21mtBmTkOE7NVbOKfLnMPnI1b6oBbrsiBzKHnFCn1T2qjaajM2w4+r+L/PF5Zkv7tZLv7pcOMTm2i+1P3MOS5SdhF5vv0DXKELWtE5pD0WcuxpgLHu2+XztBdw3v4qkGZ8Jh89seZflH1kCEQyWj12D1l46FPhMmI17EPQjICYetb9/IUR8/GiK4FMuMJJABMiMjPWBbK1Ks+dpxJBQRORgThIED41YcOemy+Q13d2a/z83fPV9ZhC039rHg5RHdo2NwxNXjgMHnLntNGCyvA9jjsO0XfSy7dBxrmveHCmGwPDOmoqhB3an4dLDiKkdcPToz4SGCLMLt3/NY//JoL11FDC54rcb2ydnZr4u5xTyEoeiii78yYoLg8mFIaJCL8Ka25KH9eA/ec4YjBZs+aMQ05KVDaLFo/45+ShD0CYhHiwwuJ2x2vO1+1n5+fUf/8YZh8Oq/v454X5yBV6xETUbsXPKQP9qB//LVM9MeAkgBTxzpIA2r/OJhevi2z+6v72bxtYv52Mc+Rjze2eUsc4FJ8sQk5oLpFzNVFRxxzEWogKP7kWQDUKXPEQ/pbF4X8dX7QUIK2H6cQBpEklGVsPyPLo+sMjjxmS9D6Ga0qOdddPG/BN083e685en2hU7ykj5s4UbK0+07Pvtu3Ef/36bAnfs83SXdL8snsWv0aZun23BRezVsw0WJkKebsTz7PrCRJf+4DMdscbDRRo9CscDfvu1l/Pfnf0bPCw+vsx+0z9PtOz77fryH1HP6q+PNZZ7uvfYY+pqAvUWFvcWZ80zvHB/D2TiAtmY/D45s5dI1J7I/P5UeYya+UoI6aLJfjiGmydNddB3efPPX+dalbyHQB9k5MYaIzZyn25ew9U8KxpGjLfU91Hm6fQkDx1jsLdqR7OdL2P/nGMVlB1rar508Uds6oTkUfeZijLngM2d5urs4NNCNOJqmI4RSdTNuhBAGmhagG7HQNbcBmlBRVYFuxFDV1m8R55OHbpTzVzeME/IQLccP27UIPARB0FoPw4hXebSSwTDi+M9djrBMdEetnqarakCgeOhmjECE+bGFbiACBe9346iXLakbRwhzeh5+CVXVmvSopdM0HaEb9fZOAlckQj30oGorKafk8/1Qb92IYfg+asFHj8fAmHoroPk+4CMMAzOmVjOk5fd72JuyWCUDo8/C8cDzFWK6Tjpdf28zne7B96EoFWKxHs591kWk0z3of29V2wGKroKiagQKVftV7WQL/F/vR7v6iCYbTdkynHOhW6B4VftpwiDZswBNn3q4SfcumrF8oL/894RabSsUfFTDZeWalcRzIe/Vq1djj9g8/IuHOfYfjuWHN/+Q97///dVxVq9ePWMZYNX/NOc5nShO8DibsNJ9kBZlOYbplX1Ypd2kY33Y1fpQPl8tkewdxnGn5FYLksO3ldh/Ypp4BN2j2mi6tuzKRaShyX6N8kF4jWHhZodt69Js2v5bnnHqi9vya1cXpa0TmkPRZy7GOJQ8nNLso5d30cVTFaqhkr6kxZGkAigBjSu+b/vkfzNB78uinZweLCryqboKte8QyjdSGuVThUpQ9MNrTREgMxJ3ewmZkTAU/QpJzIrxlY//N4l0EvP5fbh799YTTGe/32dIXNgLEYOHHQxUAeYR46iiv1k+1acpqYJUcbf1ECzfz+1bHuTCVc/oiJ+wQJyxp7lBAQiqE2YJnU9eci0mBpQEqi+a6VvI50twt/VgrBrvSK7ZQhUwcEyLl2zT2G9is4W2mFnZr4u5RXfT3cXTHv64jf/me/C+fjbotff0FPatERgNi6OaNpCfPWn+BJxwUN7+AP4nT4OFU6endfLVeNF5IzaUfBh3ID216fYsleVXL6XoKsBUQJbEqh5Ove8qkukeMpnmN57tUMjneOWLLua7/30Hf7nk5xz/80ugZpOuGmpb+1nfWI9qGTA596e1esHnlB+VeOza+pMbGVe5YsMVJBcmYfNUvTVo8ZwHnkOxWOQvf/kLntf62kQ7jG8Y584r7+ScG86h7+iph8Xetb38/hVT7v6ua/PLGz/MC5//KVDAa8hzLuMqd78sRjohYGKq3o8L7rlmPhLEh9ALPsf81xYeu3ZpJPlkTOWR16/AHdnG2IGtBMH8PPx20cV8oZune/7ydBt5lU1vfYIVH11DckFNDm2hYaxymvonExarP38s9MeIT8o5z9Ot5+DJ657g6E8cAwmznq7Pw3J1lJo83Xa+SFAKMPIqZk2ebnRgdYk69zldwKIeUl87jmQL9/Lp8nT7vk/Ry6FMemx9472s+Nca+0HIb5VDPJaon4+Exer/XNdgi7nL0y0L8MQNfSx4uQqpBrqrJ1jaM4SYbKh/8QQwxKcvfXXLIGTTle1R2HZLH8suHscaqDFmCrhmHMLXy/hBwFgxy+HJfrYDi/vS9UGzUlPy1WJpzxDixQeA3rYyRJU1Cp0swMbv9nPWy5QZ7VeRe+lrBNsnp7dfO3mitnVCcyj6zMUYh5LPIc3T3cWhR/dOd4h5udOtm/DSJQQJBTdXbCtn5U63kynh/9cWvBcvhjRzf6dbuKhXLybQJdJVqne6W/UXQsNIafgDBq4uoUGXyn1rJfCqd7rliM2Tb/ojR33jPFxTRr7THUiPt7//38AMWPjmdRSVEpnMZB2PlrawJd7/7EB73VocpzTnd7oL9igbniGYtPeRK4zW0VXuYdfezX7i0SfY+ZmdLHnTEq677jp279494z3u2rJE0vesPsYYI7Ot/i5zrWy+73PMyc8jP3EAR/fJT4zWpXltp5Pq+Cz/XY5HnlGaUfdDcadblfDEab2MtbBfS/kkrPmtw96jJjnqhCso5Mda3lHu3uk+tDwOxZ3uLrp4qkEkBEPXLESNel3Kluz9r+0s+IfeuRWsDLUsn0gIHGa+Q67GNcSAiK7PmM2OdzzKmneviXRnvAK7ZPO37/wbfvilWxn6uzWd2e+bu1jwkkXzcn1ONWD4lALCSkJ+Znrfgb1/SjBwYoY7dz7E3xx/3sydaiASkFrmzJgCzJYOr7rhc9z6gg+hGjp+xOtf0vHZ/fsEC0+OoMwhgGrAurOU8M55RPs99EsP6xhvVvbrYm7R3XT/FbBg0RJSqTiappJItI/ekEhY+L5HKp1E6M3fjkKE05dMxZGy9TfGfPKQbhidsnGcCv9kqvn0TroahjE9D+lq4WbTMJrqK/wqPFLpKRlq29XnLEc1BMmUhmj41FfkFUIjlU6gFsB+JI9lxjBSseo4M/JQzDo9atsqZU1TSaUTdXylpcGz0wjdIBbTq7Zq1d+KxdHyLmrJJzGQQk3X28RXBKAQKILK+aOTC5B7bErjJVhkEpRPOHxF4Hi1/cDxIFBCGVQ9xpHHnEQQs+i5Ynm1vZZH7eemIqNagNIDEwhPadKjQleZ83RPEseRCN0g8A3UWURo9gXsWi5JRnTnC0oBmXsylK4t8e0ffJt3vOMdHfETScHydy2fkU5VVXr7D8fwdAzHQYt4oK56MLRPKwf6m3v4AvYdoc9MWIYmoW+nB6slT2z6LcecfOXcCddFF/OMBYuW4CUT0JAyDEAmE/Wptszw/0YKvZrfuh0qbTLRemc15zxMPTxZbcWjBnU8ani35dFAU9GDVApcWde3QlvNPQ34Qqf3smVTY5h6tY1Uaqp/hU8+IP9gDt/xkalEmD+6VsYWPKrj1tKVM2XIRLy+rVIuBylVB3rovSyBL/Qw4nktnaYhDQNkqlqv9gf4JVD7U3V6tIQukPtc5AEX6RuQqo8TUpnzVnrEUylu+M5diJ40YmGYUqy2vTpGJdhqZT7yAfmH8/hGbEr3ih61dq61RSIGgV/9/HQCVUDvmhJCREtz6PuQ362TPs7jd9sf46XHnd0RP2HB4jNn3p3GdZObrnkXcWnhOwF+RIctX4byRaU/WKgClhzdQfRyH0a3w4K1s7NfF3OLjv+Dzj//fM4555y6e5AA4+PjPP/5z+eOO+44ZMI9XZHu6SeeTKKqlc1c61dylQ1IMpVE0/S27bGYwPdbp1uv0MwHj2Qq3Iw2jjOdDJ5noGnhvfF2PDzPQFVDmtoxPM+o8mslQ6U9GJeMX3sX+tfPJrYgiWjYnE3JG+6KUov7iP/3uU3jqGrl5UAzj3AMr85WtW2txqjwdff5TPztb0l8/VzUROUzYbTsr+sG9rYc5CTxgopYUp+GwzBjVEyoljfPxtoYx/7heRimiVMq1bVrZbc4o3xnXNNNRDl9VSGf5RVXrOe//usutjz/lxx50yVoaQvDV6pj1OpRlbdXJ/Wd8wEQaA02apjzeBzD9NE0nSCQSOl3fKfbyPuc/KMSj107VPEcq7YtW7as5d3s1fetxrZt7OttVq5ciWmade3TlcceGOOuF9zF2T88m/5n1N9TS6Yfq5Zdp8gtP3ovV7/o88AIsf4BtMTUnem2OvXCH6/eg0nioO9qR6Ez8j4nf6sYupenZx6DNDz2ukWYI9vwtzikeoarc9u90z13PA7Vne7uGj490j39+JZZt+kOyhs739AJtJoTxXJ6TE+bepTyrOkDLLZrn3MengblcZt4tBujBe8mHg00FT0wTRCivq/XwDNmURyXbH7VPSz/8mnow2Y9Tcya6l+uV5KCVd8JNxK+plG5StVI1zRGky5Baz29KRsBuNmAra+6h9VfOxOlz2qiq/Co1LuZHH5O4mYCxGH17U3QNKylJmtuOh8dBderfxFSZ7tGPTyPXbu2sqiksfXa37e2X40elflQkoJV/3VmSz3a2aJW3k4R5rvuIHq5BWteMAEY/PP5VxPrMPp2mI+7j6UXjRMbbE/n+T67MqMMlFMkahFP/Y24ypoXzF/0crcAt33H46yo0cstOPfaMHr5bOzXxdyi4033r3/9ax566CH+8pe/8O1vf7u6CXIchzvvvPOQC/h0xObHHmTVukEGh9KUSrI+h3YN4gkDIQJGDky2DXLW2xtjoja/dQP6+uPzxmNiPLxY0jhOPGFgmoLxseaHRscpIITG0IL+tjwcp8DgUA+lklufp7vsrm4Y8SqPkQNTMlTahWrBm45ATRtMTBQpFnJ141fkTffo2LaDPe4hv7ABXrUCozddHae3r7ctj0ogsIHBdFWP2rZKeXjhYOg6Xcm9DjhuEf5+NZO+h1XO052ZLLXsH4snsfotWGAyQQkO1N/RXn14iqKroKlBNZCavTfPIy+/k9NveA5aIqgJpBaQToZfyBk/vI+STppMSJuiVOhNxvj/vvF9Dl+zAPUTp5EaMulNmmR8u8qj9nNTtbc04CuPkn7rceTcoE6PxjkfHcmEebrL9qvk6e4EjgmPnqvjxVTIRaDPOvz5bX/mxI+fyEc+8hFitWnXIiC9Ks3q164mvWr6N/dCmJx96VsRGEgBvpRE8edTSz5r7yjx+Prop88HA8eEbZcNIyPaT3V8lv1kD7nTBCc886UI0V3U/zehu4ZPj82PPcjRa1vc6e7vxRibqMtvXYngbRoWpYG+aXNoy0QczzIxR1sHYJprHm4lT/fwcBOPWtTyqOXdjkcjTTVP98gIuLKub4VWWbSomns6oRosfP0SNGcSc9QNaVKpcKO6/0C1f6WvJgXbvvwkw+88gbibRZbzdDfS1fIwDatJTtfUIWZhTmTr2iplI57A6e9FkxkWvn4JCS9PYb9TT7dgCGE7yPGxar0aZBFDAjXIQs6s6tESusAlyY5/uocj3ndk9c5uBZU5b6VHqVjgHe98Ff/12RtZ+M6j6+1Xg4oelfnQpGDbF7cwfO1ikr3JOj0a57xSFn39YZ7umitpUaEZsPisHIaVjuQeLR3Ye3eSgVMnuGXrn3ndKRd3xE9PQd+6Inob54IKSp7L2279Fjdd+V4UYeB14F6+884kC8+IsFgeAmgGPOMSBSOie7l04P5feMROkLOyXxdzi1m5l99+++289rWv5fTTT+cnP/kJy5cvP8RiPc3hg5zI4vXGkPki7kQBTA2kD14Qll0f6VmoaQM3nwfHB0MFt7wp1VU0W8GLaeEd4rwTRtLUVCh5oCkgVGRWDe8QF0tge6CrYVvJIzA1DDOAoo9rlxfxogemGkZGtH20pI4nBe54Bk8o4AdhEK+YFsrq+ngpHVmwkZO5suwe+FR10gMLIWI4+VzYv6wfAUi/hIKKl0og7QIy74a8dTX0ZVYUJA5ezsINfBzHqern+mWdEgGGGaC5Lm6xAJqCkpdIxQFVQZES1sUIVB93PIP07fAld0UP6YMb4CXTuHYJOV5A2ZbDyRdAVXBVB7wAVzcQWgyZy4MHSjJAFgphQMxEAK6DF7eQdhFZcJGuTWCq4Pi4bhF0FVmwcQt2eD+zVo/VBoqdx9MNPNfHzRWRZf2UuB+Wix4uCnHTJCh5uJ4T6mD7YKkQwMTeCUglQEoKxRJaQlDYnUGOlxjfM4bsBV+qKAkTZ6KIm3HQYoLseJZABgQBZMaz+Oh4hkcq3s/YyCj6SWlGR0ZwbBtX8cnlJFoQIO0i7mQOVdUIdHAyBczAQN+SpbBvDFsDX/EpZXN4PX1ohiC3fz+xnhS+nya3fz9KeaNtj42iLBggN7qHwr4JCm64wigTeYpegcD3p8rSh4kCajJGNnOArCVJ5QTZsb1QfpjMju3lkfsfAWDjIxvxSh5u1mXjHzey+8+7Sf4lyTd//E3e87b3MDo5il/ysUdtdu/bje/4eCWPnXt34hU9fMdnx54deEUPVVdJvTDF9p3bUQ0VVHBHXFRTpTh6AM0FL/TARy9BobgDIVXc/aPkbcAUUCiRKY2hqoKgUCJbGkNTBEHRRvNVVo1I8vtH8AMfOzOO5zgotsTOjuM5JRRbogUqufHdqIaOKPpkJ3dDzADpkxnbjWIaKK6H65WwnTyK6yPtAraTRy36BJkCtht+t+xKltDGLOzRfUg8NCeolhUvID+6F6kFaLqOyEjUPQmyo3ke33w7x53xYor5STQJihegugGaB0V7FMUHPe/j6+F3h+qBryvYkyMoAWQI+yh+WK94AUoQBhHMjx+oRt5VXB9NQqApKDKMQBtoCqoMCGrKdn6UQAXVDQg0CFQF1Q3wNUBV0NwgPLxRFTQnwBOhu7zmhmUAZ3w0rC+FPL2y7JoHTqzsEeJN1Vd0UvwAxZvSQ3OCUN4anRQvgACKxVFUDwpFn0BTIAjwhdKskxsQqGHZKxy6O93dNbyLpwpUoZI6PprrMQAe2NuK4RowD6jIpzYENG0HTdcI3PB3FHi2xMt6kcauRTwW57uf/iFWOoU4TWu/sW9iCPZ2m/mKf6kKSB3uRo7mjg/2mMD3Ah4b2YXXoR+3MGHBCTMHtYrrJv/zorcS8y0CGUBENr4XyheV/mChCliwIrp7OT5kDoA5S/t1MbeY1aZ70aJF3HnnnVx77bWccsop/OAHP2DdunWHWranLWLbFIxvbCTxb4MEd47g3LaD/pcdSfHBEUobJ+h94WoKf9yPHLfpe89JiL/YKBN5VrzvRLb9x4MALHvLcWz54J9RBjOc+Lp1PPHOezCXp/D740z8YDPmkb3Ejhtk4kf3kVi/iORwnNGvPUryvMMwV6QZ+eLDHPnpMzBXDvDguT9h3edOYfC4hdx70vUc//NL0BKC+875Kcf/6nLyE5KRN97H8NtOQI4UGf/24wz94zNwd+WZvOlJEp8+C+4ZI/ajJxl41TqSvSr7vvcER3/jXPZfv5XR2zZx2KfXk7hzL7kHx1jzb6ex84uP4u4rIk4cYvLnOyj1TTB46gImr9+GmtJJnrmIyRufRF+cIH7KAjJf2EDfhYdx7MtXs+GVv2bRS9egn76IJ175e5a/9RnEVw7w8GW/4IgPHEv86F4eu+QOFr5kDWIwxv6P/wUA42Nn4L/jPhb/w3EEjsfoFx5lwdtOwOrV2PmRPzP8i0uw99rs+dQmVt9wHrl7Rxj55CaWf+10Mr/ex/iXHmHw48/EvTlbM0+TuLvz9Dx3Bfl7DlBSRhg8ZzGZn+1Ajaks/fBxjHzycYJejaFrV7Hrg4/QuzbF6hcdzq53PkD/BYehPaOPJ174G5IXLCH97GXs//e/0PvMheE8fX4jPVesQD8swYFPP0Lfq9ahLQpQJiUriZFY0cfjl/2KI352Hn5ehuW7LsfZnmP739/NkT8/n8xd46gJnQN/Gqf0ZIb8b3az6CNnMHnjFgp/3F/32Tvqa+cwccN2Co9kGX73kTz/8tM5fdF6nr/nudyy4g40U/CmL3yIz7z+bfTFBnjhc1/HJz//HlYNr+WK513Lv37mvZy8aj2XvveV/L93vpSLjr2KM897Nu/45Jt47d+9nfNffQVXnPJc3vbmj7DgpCN47Tuu4aMf/jInrl/HOSedy5e+8FMuFX287KbX8iE+hI3Nv/AOPs7H2ctePsu/8WE+zFa28t/8J19+4Ze5P76Hr37/a9x6161889Pf5PpfXs+tD97Kx//+47zr1e/ixvtu5Lsf/S6PbHiEazLXcCu3MskkV736KkYZ5daf3YpOeKr8MA8DoMZV+EfQn6Xz5AeeRH2einKawua3byZ9Rpq9X9uLPqyz9J+WkjgqwYaXbADgAqbc/SWSd/EuTuRETuEljN19FwBv/+rb+dCrP8SRLz+SF53zIt7z2vdwxmvO4NKjLuUd172Dl7//5aw7eR1fff9buLD/Qo7YewT/zr/zHJ7DkRzJh/kUL+NlLGc57+GTvJE3spASb+OjfPe738X7qcfLbv4HbrzxRnZ/aTev/9k/cvvtt/Pbd/yWjz30fn7y85/wk+f/hG9M/ifv4T1sZCM/4Utcx3U8wFbu4i7exJu4h8d4kAf59zf9O1/5/m2MHjfKP3/sn/nYBR/jwcuS/MO1r+LfXnAXH/zOeezZuocNL9nA8f+ylvv/3/1lC1Rs0ep0JImaULni/ovZ+v2t7P7Fbp759Wey+WubGfvLGKd+5lT+8ME/4I64nPXes7jvbfex44YdEb5dk6hxlZ4jYqx+1WoOu/QwfnnpLznm3ccwfNYwN6+/mVM/cyr9J/Tz0+N/ytk/OJu7XngXMi/rxmgn9/k/Px+Zk9z7pnu55LcXs+83+3j4Iw/zrF88i12/2MXmr23mnB+cw9bvb+WRjz+CM9HuZKieR/9J/Qw9c4h1/7COe990L/0n9LP6Vav5/bW/Z/Gli1n+ouXc8bw7+EkEC0RBdw3v4qkCZ8xh01sfYflHV8Nw+/gzFYiUYOUnjgozd0x2fvLaKdwxh63XPRZGL09GoD/g4E1I3AMOIsLtEWtJkjVfPQ6rRfTy6eB5Hpu2Ps6RS49n8xv/0pn9PnZEZD4Hi9C9vL8j9/LVV00AOu8866py1PXoCN3L+1l60diM7uWbRnfzzAW9gBrdvTymsvqqp7Z7+dmv0Ng+OTv7dTG3UIIgaH1Rtw00TWPPnj0sWLAAgA9/+MN8+MMf5h3veAcf/vCHO06/838NmUyGd37wM7z0+S+hZOiIACxFQYvr+I5HIP1quVB0KQYSS/FIJdNolsArhQ+Hmiko5R0yRZe+vhiK44MKqApewUURKqqhMTZawLQEiYSBzLuopoYqVLy8i0ga2NJjYn+GREqjp68XmXXQEnqY4ijnEsQ0JnMlYhKsHpPA8/GKEpE08KWPX/LIKwE64GRyaHFBOp0mcKf0yOccpKHSowsCP0CLCfySRxAEZPM5pC3xhUVPj4ni+iiqgmpoeEWJoink7TyFnE+qP0EqZYX66Rq5YhavIOkZ7MOWHoXJEroe6m4FJvlSAUVTMH2DAxv2oq7po8+0cAhPuv2iREvopFMp/JLPqGOj+h4pz+D+f7yDNR8/lZ6BfgpeAd/10RQLqSsE+TyB9Okd7mdyZJzAD+hd0M/4gXFKnsrgUApFBuSyWURCkDASZHMZVEPDLQk8v4QV00iIOIpQyeQyZB8YZcFJh5MpFXHyHguG0+QLOby8S3qor1pODPSwZ9sYO97wG4788nqsoTh+XqImRKhTQeKYBmrgIxyJltTJb8vw6Mt+zWk/vQLHkJTsAGI6RiBJWgm0uM7k6ASB9Ok/bJDxA+MUHUgkNZxCkZgRI7tpHHWRTrq/B4nH2EgBTYVUykKVCpqh4fqS3FiGdDzFhn/6HQPvOorDVy2iJEvkxzIMHb4IwzLY9cQ2zEQcJZ4iv2cvyYEU/YMDbN+4Fas/zWnrlpDbM85EYYLAD+hL9pGxM0hH0p/uJ2NncGyHof4hhpYOsXHjRvb9aR/nvfI8Hn3kUUqFEieefiIP3/8wju1w4ukn8tBfHsIpOhxzzDE88LsHuO+d93HmZ88EDVatXsX2XdvxbI+Vq1eybec2/JLPkSccydYdW5EFyZq1a3hy+5PIgsT3fPbcuofhc4cxegwUTcHeZ6OaKqpQcXMuIibCz+5YnqHkED8690ec9OWTSK9Kk+hPsKB3AbtGdmEIg8GeQXaP7kbXdIZ6h9CExg+f/UOO+shRHHvSsWzdtJVcJscxJx7D1s1byU5mOfakY1E8hQfvf5BkX5KVy1ayYeMGehb0sOLwFTz44IOk+9MsXbyUfCHP2OQYpVyJRYctYmxyjPz+PAsXL2RsfIzCeAErZ7Fy/UoefehRPMXjuOOPY8N9G/A0jxNOO4EN929AMRXiyTgT2ybY8P4NnPyfJ0MAR514FJs3bUbmJUccfQRO3kHmJTsP7MSXPksXL8VIhd8X0pYYSYPNj20m8AOOOf0YPMfDcz2MhIEsSQIvQI/rbNywEQI48pgjcfIObt5FWAJZlCiqgmZquAUXVVPDct5l245tqLrKqiNWoRkamq7h5ByEJVCFipN1ELGwXMqU0BM6bt7FyTjoyfB77/EHH0ckBCtXrsTNuRhpA9/zkXlJYlEi9NApyiadPNfDc0I9PMfDnrARlsArefiejx7X8UoegR+wffd2vJLHipUrEFb4v6tZGsIUuAUXRVMQpsDJO2i6hmZojO4ZZXDxIJOTk6TTHZwMNqC7hrdHJpPhnR/+DM9de2ok9/LKJik5h+7lh4pHruxeLjpwL6/l3Y5HI01FD7lvH7iyrm+FVl+0CDeXg2yWuGowumUCc4lFOh4PaWrcyyv9K30tKdj06c0s/uDJpNwihbJ7eSNdLY+kYTXJmSu7lycnsnVtlXK87Jbt7NpD6ckcAyt7KfhOPd2CISzXwy67lycNi9F9k+z+j+0sfstSzKWDkdzLt/393az98LpKPLYqKnPeSo+iXeCN738dX/zEd3FHVMxkccp+NajoUZkPSwo2fWoTi//+cHp6k3V6NM551eZ9/dimDrk8S/78CKJQrEtD1a4MsHX8AKVxlTXL+9iZHZ2xz5YDB9h9Z4qh9eNcv+lu3vLMK9ibG5+xX6UsJeS2C5JLZVPQ3FoU3BJv+OmX+d5z3s79PzJYdukERxw+NU4FFT0q9YtjA/zhJofF52RZOdSsb1S7RKHbPnkA34c+Z4DUEDPaD0L38tHf9ZM+fX9L+1UwXRqx6do6oTkUfeZijLngk3Ns1n/13TOuzx2fdDfu0d/znvewbt06/uZv/qbTof7vQgWj18IpBQihYljhKVutO5Kma+iagp33UHUNzQqnSjOnpkyzBKoXvj3UYjX1PVPjiKSBEGr44NZbM36lLD20hI6ihfMqUlNvxUTKQHo+iqpi9oXBr9A1RK28MZ1CroQmVPSecrAwXavmw1YNDS0ukNJHNaf4V8qqoyA0HU8VaDVj19pD9YpoSa36txYv0xRBi4cP0FU9/PBBwuixsDPhW3AzGcNaFMfVVcw+Cy/vlm1ZkVGgGsCoHb6s0DXkSAlFUREJHTKg6iqaEeoh4qIqn0hM2ULEdVyplPVQEb6YmienzCsmCMpRY6t6qBBbkkBP6iiejUjp6DEd1VVRe826srB00BQC10fRFBRFQUuWx1EIyy4o2lS9pqoEjk/gh58TYYR3uoUuMNLhA0hFJ0UJX3iEgekCrGSMRDJFabCA6LWIp5NkMpPEehJoaoCqQXogzN2dyUySHu7F8k3kWIlEbw+xnjhuxiU13ItRdiNPDfXi+2HYufRwH2rZcyo93IcXgB4zOGzdYRQ3h+60h60Oyzr6VDmls3j14nCu4wZDRw6BCmbcxIyHd4ytpIWVDPWLpWLEUjHMtElyKImSVRAxgdFrkFiQQM/o6Cmd+FAcfVKHFIjy/5qIC7TyBXkRF0gpSa1OIXpE1WUutnDqXriemvoM96Z6SQZJAhmQGk6RGgqfqnqHexnJjgDQt7CP0dxotVwcK+KMOKR70yT6Epj9Jma/SaK/vgwwuCJ8lR8fitM3GQaE0WM6PeU5MRMmZsJkbHIMM2nSP9TP2OQYiQUJhpcPk5VZUokUi+KLMHtN0oeFi4WZNkkfHpaFKUgMTAUwjPfEkQckiq9g9BooioKiKugpHc3QiBkx6APdDu2QOqz5cp3ZP3UPXDO0KfvWfr/VfF8YCQMjYVRlq47TUDbzZpW+2jdZU675fqv0NdNm3TjxRWHsAavXwuqtOTmaSsleHUcVanV8Ta/5jjI0Egva56zRs+HnrRWNHp/6/NTqoScOzR3/7hrexVMKKogeER4aRIEP3qScN/fyOvkisAyUgMANCJRo51meIwncADrMVhGz4nz1Y9/CSCTI+x7IiNdPfPAmvXlzLwcQsQ6Y+SBtBd8PGC1m8WchqJme2Zhx3eTrV70R07PA7yB6eVm++XIvBzBnSH9WBx+cAgdlvy7mDh1vup988kmGhup3/s9//vNZu3Ytf/rTnw6ZYF10cajg7Cvy4OW3sObGS2Bg5hMio9fiuOsvnAfJQsgDNvc/+xbW3/VCmNk7DG+fjbvPRu61YWDmxJ7W4UlOuedKkukeMpnJGekb4ewrcv+zb+H4n18MvTPTG70W6354IZ7fefqv2cDeZ3Pr2beyYseKSPRGr8EFt14wa36ZDZm20ctb8osZBDIITzQjINYfOyj5OoW9z+aLZ3+R1+54bSR6o9fg1RtfzebNm+dYsi7mAt01fGbkHLvupJtAgOch3RLUpNoquDXuzZ7ElS60cxE2dfC0pkBX88Wj4JZQ8Im14FGHGh51vNvwaKIp61F0HQLXrWuq0MY9Sclz8dwS7rjD1nduZvhDy1AXqBTcEppnoXoCt2bsKh8Dhj+4kiCpURgrNfFvxaOVnCUBqhe6dBda8XFDPfIjBfa+cwvLP7oaNxnU0emeDOOn1PY/UMIblxQOlFAWu0161ELBRyzsY8n/txbZypYAbfTwPI+HNz7ICUecyY5/eqjOfnVwG+bDgAXvOxwHr6p7RY/GOa+WpYsrFHzPZVd2FCWXZ3d2rErXrgywe2SC/O0r4cpRDngz99nvjmGdO8akD88/6nT25ycj8aqU5big+NvlxNZvRfS133x7vs9jI7s4a/hYCAYZcybYPtksfyte1rlj7HdBtKCPbJeIOvlFlU2397PyyrFI9gM4/DLYnc22tF+7PlHbOqE5FH3mYoy54NPyf7cFOridH2LZsmUoSvPD9NFHH919Ux4RViyO9AJ8P0D6AdLzW//4AX5QfrPWhgbat0nPn1cevt9mHL+sa8u+VNNPtR8/pGnUo45fmUdtXaWsDpoc85OLEYNWXb3nBzgFiSu9sD4I+RTHbR6+5g6cCaeezzQ8Kv1r9WhF57ewtzpgcdxPL0YdNKsySM+vk692LG2Rhbk0gTps1YwL0gsojjl1PHwfCjtz/PGZN5LdlqnaslGGVnpUaNRBM5RvwKqbD9+n3n7lMYrjNo+9/A6cSad5nhrmvFYOP6gkcenw/2nY4qK7LiKxuP51sO/7FPYU8BteYTsZh19d+SucTIeRa8pIH53m7B+eTfro+hc4UkrGHhhryjXvOmGQNdnwkNtOPnvCPij5OoU1bPHaHa/tyH7fOulb8yZfF4cW3TV8elixOOjlnNbVn7KXQUO9ousolTpNa+jT4mdamrnloeg6SiUXc5N+rfvX8Y5ME+qhGEZT3yqtplXL2qDFwo+uRBs062mEANUIf9fUSxf2fWQrXk5Cua6WTysereSs8mhomyqXPcWG4mX5rPoxhA5a89jasI62QEcbntJD0XUCTScIDAJtSmbFMHD32ex840ZKk3KqvmHOW8knCfjv67+B16ey5CuntbCfXrZf/XxIF/Z/bCeBqzTZob0tREjT4ntjRpg+iQu2oDUcKPg++EW16YTZd1Tydy2hVPT5wYbf40QNK15BShJbvxVS9f2kDDfkleXZ9T1+uOFuio4E1Ue69duhdvJJB/J3LcF3Ot4+zQ6mz8orxzqy39ZfpGdvvy7mFLMKpNbFwWHlEUczlimiqiqOA22uZwHgui6uC0XZPj2B40z/8DtfPNzypqLdOAdajFHpo+tKWx4VmnyhXo9W/Grrqv3sHLndecyEYDxTqNYHXkBpVwmHLIpQQzsApaKLF0DGlrjjU+Po0m7Lo7Y8nim0pdN1BdeV2DVyl4qS0q48bk8MLwjd4w+M53BsWZVPluuLsoBbdJElj0xO4sSmvlCDkk9pn4M5DIqpUjnrsO2QZmQyh2ZMudHWznkrWSuHFHk7R25XHjMuKPlT7U6T/cJ6pegSBOBKlwPjuaZ5arRFpc1xJWoQsHXrVgwNtm3bVpW1XRlg25PbKG4uYg1Z7Ng1FWzriT8/EQY4uwsOOFN3nnbs2IFTctixYwciKaYdv1VZ2pKJP0zQa/XWnV7nHsux6Y2bWPPZNSTXTkXcyQQZfN9n145djAdTdy3byedknKp8RtqYXveoNpqGzpc+k7lJeo7uiWQ/mZOUSqW29msnQ9S2TmgORZ+5GGMueGSz2TmQpItGrDziaMzeBS1fTNBf79kSK99/F5X8xfF4+DMdhoenb58jHnXj9M/goVPm0cS7BY92NNbAYFN9HW08AfEEaqAgJiYwh1MIU6/SBAH46SVoPWHK9Eo9RQ9VbEeoKqKnn1hPTx2fVjyEpjXLWfl7eLiurZHO6hukNJ5FDPWill3GhaYRkx5OVkPr0YktMqv1FgkI9mANLMKIh9eO9EWL8T1w8xp6wqPWiaK0txheExsYwhyqT784NefNesSAz33xBtRAIb9pgtjKxU32C+UL7VeZD4oeqrEdc3gRosea0jduNM15nS0CHxJJDksNILSpz1/tnddWZd+HklRZ2jN1lWxpz1AYYO1n/Sx8uYKamqqXDuxUBQtSvSR1i8PTgxjlfOUz8YLyne5xQTJVf6e7OALbf1sOsFa+KvTFK15Hv9/PfgKGU+m6cWrls5JTG+yF5gA7VZeFqd62MkSVNar9+pwBUj3MaD8IXwrs10R4tW0a+7WTJ2pbJzSHos9cjHEo+UQNgtjddP8VsOXxDRy5aikSI8yn3OaFmeODC6h+iViLiBB+ACVPwdQC1DYvIItSmTcenh+6VzSO4/jlvNCi+RzTK5UIHS70tjy8UglfNZv0CPuG/Co81BoZKu16TmHHa3/Lih9egLnUqNb7jkfp8Un6l1kIoeC6oAQ+qX6DFV86DQiIiaBKr6miLY+w7OKrU3rUt1VcT3SUwEcJ3KqdiqNZdrz2txz304vxU4JAUYmJANcpVuXzyzxNTZAZKeHts+FAFnVgavX2ipLS4xnM4eEqD4D4sM6Rt1xAMpEgl88TKDqBotbNeSs9VN8F/Kr9Vv7gbGLLjep8KL5H6fHxqv0qYyT7Eyz/8vqqHrVjN855hUdMCGTJCZ8OOvxakuOSx9/4OMvvWh6JXiQFa7+wtiMetbC32uz49x1Yy626zXVbfqYAt/6+8nQw0sZBydcp5LjkzpfcyUV3XRSJXiQF591w3rxsTrvoYr6x5fENrF6lo6lTi00gBG46iZ7JhSkoy5Bll0JDN3H6e1EdF5FrnUxXJhP4ho4xNtGyfa55SLcUnt729zfxqEUtj1re7Xg00lT0YHISXLe+b8UFc3gYSiXIZlGzCjuve4Dl/74WYzgV0qRSYJiUHh8nvVxB06f6xnWTpR84EpI6eiaHLObr+LfiYehmk5zSMsA0McYm6toqZT2WwE0n8XaMsvO6h1j36Wfgp4KpuSiWID6MWnLxMmPV+uyWUbwDJfwt+yC1CEwTRkYIbCjtNRALnalrZLqOubCH1V89gTgOhZH6F2uVOW+lh5SSe/7ye0477gJ2Xndfvf2AQEJpp0FqjY7fPzUfcd1k6f9bCfYkhmeH9IODLee8Ulb7+sM4PaXOvZs8G7bf0suyl0ejFwYsvzQDCF590gWYorNYFu4E7PtDGjM9hpgmern0Pf6w83GuWHYG+Oq0QddqYVhqWb75gWfDvTcE0aOXG3D6CzW2T87Ofl3MLbqb7r8C7GKB3p40uVKAKVTiVut/ioLtEgRFYrogne5papeez2TeIZ0wEFrrXXWQK80bD1n+NDWOU7BdStKnN2k29VXVsqu3arTloapQdBWS8VidHtUAXOmeKg/NCKp11fbDejj5j1dRlArpdBJRiSGnSSaKY/Sk0ugJnZKXQVMD4pg8/IrbOOob59DbOzWOMOLteZR1nuKh1rVVyp5q4mkBhmZU+6grYfC+q0inexgZn8TzFXp70/j2lHyGF56exxMp8stczKVJBo8Yqgt8V3JKTBbHEULDjGkY5RwY9o4cD73gdk67+UrSfQkcr/wSpGbOW+kREwJVDe136n1X1elSdBVQFIKiV7VfZQzLN3no5bex8svn0ruo2Ua1c66JIORRbvMCWL58GfGaDerq1atnLK/ZtIbVq1dX7xmvXr2awp4CG9jAihUriNvxar0z4XDXi+7i7O+fjdFrRBq/tswyOHrT0TRibGKMTWxi0cJF9C+bOkkaYABFKCwaWkRyWXJG+YpjRW6/6HbO/v7Z0eSJKne7tmVwaXApwIz2A3AmHO687E7O+PYZ09pvuroobZ3QHIo+czHGoeSRyczfg97/ZdjFAoqUqLXRy8u/FSnro36XPXVURaB4Pqor20YFV11JoGlt2+ecR831liYeNajjUcO7LY8Gmqq3q+uCK+v6VmgVzw/LrsRKW6z54lHhGBWergRVEBQ9VKmEL+PLff08bP3wYyz5xKkogWyWsQUPVRGt6YRo1rPSXy97ZKUU1nzxKCxDq55mVeiCkoei1cug9wn0BQZ6n6jyCOWAoKiF5ZqTbnt3jh1vuI91/3JUXbDGynjt9JAlm5tu/hFnnvEs1lx/Duw/UKcLMuSnuErdfPh52Pqhx1jyjuWo/eXxPA/V9draQnUlqAqRo43VQI/DkdeMYSWHIEJIGWnD9tvSDJ8/ytcevo0Pnf+SjvjFBkN+M/LxPW589F4uXHQKKDpRvbAd22fLT9IsvTADzY/Mhxx6HC58ffkDE9F+v/uZR/+57qzs18XcYp4uJXTRxV8PviMZ//VufCfagqFqKmLQrFsY5xK+4zP26934TrRvfWlLvJJEFiOuErqCYmoIY3YK+Y4sy9eB/Qbm1367b9+NjGg/NEI3vlnKJ3OSh//9YWQuGr9ADVCEQhDxxroilIOSr1P4js+mGzd1ZL/EosS8yddFF108feFLn+z9Gfyo0chV0HoEipifx9dO5fNcD98N0yBGgWYIFF3p+AjMMi0+9s5PYAiT7D0jHdpPC53K5gG+hOwOvSP5hBWgqgoDsRRqh4LKEuz/i4WcIa6VJQw+fvHfkBAGRIw0D+GhgbCCeds9+RL2P+l3ZD8jzqzt18XcojsbXTzt4YyWeOJt9yAnIt65SBkc9eWzETWphuYSctxm81vvwRmNFv3QG7WR+2zkaDR9rIUJTr7rOViLZnaFbgVntMTmt96DHI9uvzVfnD/72aM2977+Xor7o6VMMVIGZ337rLr0UZ0g80SGzV/cTOaJaCePuqHj2341LdZMsNLWQcnXKexRmxuvvLEj+13966vnTb4uuuji6QuZkez9/E68bLSXfiIuOPydq9Hi8+Oo6ZXlk5lo8vkTHt64hz8RbdOtD1qs/v+OxRqIkLqkBq50ue23t1AczbP3oxs6s991K+bPfg7s/k2ybcD9RggDll6YJRYTXHPcWdX7yFHhZmH80RjuDCEwXM/j1s334yke+ApR2QhDZemFWcQ8LX+eAw/cHHRkv1Ou1GZtvy7mFt3Z+Cshk8kgMfDcANnmmozjQclxkXbrzZjvgyMVcn4Jtc3rE8dV5o1HqdA6gFrFnTnjN39rZLM5AhQ0sz2PbDaHV77TXatHNjvFr8JD2rmm9lQqydpfX4Sv6uSyWfL5sN63vTJdBuEJSo6LEniMZmweuvoOVnzldDh8ahwz3p4HQC6fx1dNctksqlrfVikLS8Ep2ZSCqQWyFPdZ9+sLcRKSYs4mUDQymUny+XxVvqIX2s73QR0yEIMmbrqehyyEd7il6+IX3SoPe3uOJ//mbo79wbOQgyq+IggUrW7OW+nhlUooBKRSSdb9+kJK+GQyk9X5oOTW2a8yhjse2m/Z184howd1Y1d4VebcK+VRyifAuXweFK3jQGoHnAOccPsJ7LP31bXt2rULCFMk1QYCe+KBJ3jsdY+x9gtrEb2dB1KjF064/QSyZMlum1rZc3tDPffs3UO2d6o+62VBgR2bd2A5Uw9W7eQrjZW4/bLbq/e65zqQGsCVm66MbD85Ibl5/c2s+dyalvZrJ0PUtk5oDkWfuRhjLnh0A6l18XSE0W9U3cujQGYlW97/CEs/c/ocSjUFvSyfYRg4EXY++pCB1ivQh6LtyuydOXa84cHQvXwgulye5/G7+37LhRdeWXUvjwKZlWx53+Msfe9KmDnj5UEjdC8f78i9fOsvell04QE+85ef8omLX9kRv9C9fHxGOi/w+N32x3ju0vWAihfxurpT9Nl8fS/LL514yrqX33Wjx9Cz3FnZr4u5Rfeku4unPXxbMvGTHfilaG+CFV3FOiIN8+W+VpKM/2Qnvh1NPq/kEABeVH0sgdZroMRm6V5ul+XryH49KPP0Ss93fEZ+NoKMaD90iK2JwSzji8icZOu/bo3uXq4EKJaCr0VzD1N05aDk6xS+47P1f7Z2ZL/eY3rnTb4uuuji6Qvf8Zm4ayzy9SU0sJbF5s+9vEP5vKIHBOXfM0OzBFpKgw5PTi3T4gP/+CEM1WTilujXv9DAWmrNq3v5xCYT2YF7tNUvUTWFtYOH1QU0jAJpw+7fJZAzvB+xhME/n381cd1AaRHkt614WijffLqX79zgd2S/9BCztl8Xc4vuSfdfCel0tEBqnl8kputtg5x5eYfkNEHOvAiB1A4Vj4r3bLtAaukWgdRgKqjWdDyKrkI8FmupR20gtZg+FeSsAqOos/eTj7LmnOUkD09VT9OlJhlnnFQ5EFjRDQOp9ff1cNRn1jeNUwmk1opHOt0T5qiWCslUsk6PWrrKib2hTdU7B4ps/OSjrL7qWGTMxfMV0uk0sjAln/DCf9V4IsVobgJvpIQldZKpKZfxklNikkmErpcDqYX1qVSSwdsvI53uIZOZrAmk1jzntXpUAqlV7LfwwmVTgdZchcqqXbFf7RhrPnVmVY9WdpgKpJaoBlLz/dkFUivuK/LApx/gsusuq6bwmi5QGcCqb62KPH5jeXzDOA/98iGOe9Nx9C2binzTLpDawvhC7ijdwfJVy4kNxyLJZ3zLiCzPwdIV9xW59X23cvq1p89ovwouvv3iuqBr7fi1q4vS1gnNoegzF2McSh7dQGpdPB0h85ID39lL8rgURLgBJeKCxf+wAuIi0snfwcIvy7fgpEFIzEwfFH28CY+gGG2TpA9arPzU0ViKiJx2CMJUrz//9U+5/JwXceBLm0j+65ro9nvD0sh8Dha+A/v+GOeIiAk5hAFLzskBgivXndqxe7TMQ3abQf/aPGIaj33Xk/zs8T/zynUXEkg1sru4MNSyfPMD34FHfxMwuCx69PLjLw2jl8/Gfl3MLbqz8VfA6rXHkSlIUFSKjkepzRss3w/wg3CD4+Wa3b99P9z8TeYd1Db5vHw/mDceshwls3GcyhjjLcZ3XAU/AMNoz6NC06iHU8OvwqO2rlpOaBz9u+dV9ajI6aNhru0jU3JRAx8/AN9T2Ld9kkee9zOO+O4FeOrUOAKvPY9cCVsqdbZqRSf0ANdT8PwpO3m9cY79/fMomhpu+bRxPFeiVCOfDML+bt7BWBBD6zEI+uLh5rcMqQvMtX2AUuUBYG+ZYNNL72DdDy5FLIlRNlXdnLfSo1iOGuslNI79/fPwynJV5iNArbNfZYxi2X6rv3MB46ZZN3bjnFd55EqUpILSQUCTCmLDMa7ceCXJxUnYPDO9PWJzx6V3cP4vzsca7OweHUDf0X1cuenKyPTF8SIE4Ew61U33dMjvz/PzU37O+b84H+Z+30dsOMZbvbeGf0S032dP/yzn/vTcWdmviy6eyli99jjcwX68mqPAoPwS1envDaNJV1AOeVzSBIGmIhMxPKv1y+XKGKWBvmnb54yHJ6Gc97mJR8MYVR41vNvyaKCptDM4CJ5X17dCG2gqJBMQswg0wZofD0yNUZEzAHNtH26/gtSm+uazPk+84W6Wfe50nIFeSMbrZWzBozpunS7BlB61beWyY4S7MLFmMWt+PEzQMIaSlihFDS8ZA2uoWi8wUVM7EKsXQrL8fb9gCEWCmdRQ0t7Uk7emYW/PseOND7Lys6ehHVaTcJmpOW+lh1+y2bhrC5ctTrHmhvOnbF1uV3wwLQ05pKHUzEc+6/PEdQ+y7D9PoTQQr9pbGkbznJfL0jDCPN1tPnfTQczCvfzJn/ay6JL9fPzeH/P/Xf53HfGzBqK5l/tBwGMju3BsD1DbXsFshFPw2fTDXlZcPjEv7uUiDhe+rjP38l//2GPBRc6s7NfF3KLrd/BXQGZyDF1MbZZMobb8qUBTg5bteplGb9O/doz54KGpQctxppOh0mc6HpX2xjFq+bWSoVLWpc/INx/FtyV6Tb2KjzdZQtfq5YwlBekzh9HiWpOM7XjUyqm3kK/VGBU9FMflwDceRa95oWAKtU6+qi5CxXMlCAWkW63X1ADVD+kb5RS9JsbiOLEBq60MrfSotd+BbzyK4rhN81Frvwp9LClIPnMYxRJNYzfaorZNVdvngp8O0pZs/PzGyO7RwhIMnztcPdXtFPaEzW9f+VvsiIH59ISOSAk0K5p7vx7XD0q+TiFtyd3/cndH9lt52cp5k6+LLuYTmckxVLuEVvOjOmH8CtVx6+op2lC0w3IZWkPfKu0M7XPNg6Id5ntuwaPdGLW82/FopKnoQanU3LdMW0XRRskUGf3OE/iThSmaMrzJUnUuqnxwSZzYh2qoIa8G/q14tJKznZ6VckUPPxvKp2SKdXRBoZ5Hpd7PFlBU8LOFuvagYONNlvtVZCyVEEmBGDbRDW+qvsWcN8pn+vD2N30AQ9UZ/f6T9far4aeWGuYDl8TxvaiB02TvdraYmpBoLvO18CWMPmxFdo9WVUgsdtGFxplL1yLUzq7FSRt2/DI5o3u5KXTeedZVxEwDRQ/axixqkk+E8s2X17YvYct90d3LVRUGljJr+3Uxt+g+Nf0VsH/PTmKGhjeDezmAdMHQaEkjPZ9J6RA3RVu37JL0541H5U1hq3FK0m89vlN2NYa2PKQDng8xQ6sbo5FfSfrVLEZxS6+2i1LA/q9upOfyFcQXCaimsQyQewrEhIZu6WTzRTQ1IN2XYM2HTm4ex9Da8ohbOo4NRX9Kj9q2StlTFXQtqLN3oSjZ99WNrH7FsegiwPMV4paOXSNf+ZCduCkYyUi80RJKXlIbEDvwfOSeApwQVHkAGMMWx990cdW9HEIetTK00sNQy+kxSgH7vrqRhVctJ75Ir84H+HX2q4yRTidY8c8nV/VonKfaOa/wqPD1Oj/oRmYlGz+7kXPedk4kepEUnPTxkzpnVIa912bkdyPYe22s3plPeoUl8G0fEYv2dWskjYOSr1PIrOQPH/oDx7762Ej0Iil49jefXXUv76KLpxP279mJ1rO47mHVFxpOfy8il6/Pb112BxaGhWeZaHYJkS80DlmFZ5lt2+ech2ODLiAeb+bR0L/Ko4Z3Wx4NNBU9yGbBlfV9y7RKMgm5fEhTUBm/fhc9p8QRQ8kqDaaF3FNASypo+lRfy7BY+DeLIC4Qk1mcQr5exhY8hGE16yJdiFnNelbKno/T34u/b5zx63ex6Jm9EPen6Ao2gZVAyzl45SCHwrDw92fxJiX+/iwMWhCzQj1tkHtM0EpQMYkuEIODrPjXI4krPrls/bxV5ryVHq7r8sObv8+LL72W8e9tpec4vd5+MuSn9gq82NR8WIbFwpctALeIyAchfcxC2E57Wwgdaep1ud6jwndh9OEY8oRo9KoBi5+ZBzQuWn08eqfu5UUo7NORRWZ0L//Bhrv5++MvB09FjRijRBhqWb75ge/Clj8FLF4X7URCNeDYZ2lsn5yd/bqYWzylTrp//OMfc9FFFzEwMICiKNx///1NNF/60pc499xzSafTKIrCxMREE83Y2BgvfelLSafT9Pb28upXv5pcbvo7GLZt84Y3vIGBgQGSySTPf/7z2bdvXx3N9u3bueyyy4jH4yxYsIC3ve1tSNn5l1AX8wtrKM5Jv38uekNKDi2mseSKJYiG1BnOSJE/rb8JZyz6/aqDgTFoccofnos1VH9vtp18+oCFGtMwGlx79T6DRRcuajpRzT8xyb0nXU/u8ZldrlrBGopzyh+e28RPNdS29nvwnJuQ82Q/a8jiig1XkFxYf6HNGra46K6LSCyuv4hnj9j85Bk/wR6ZnXy9a3u5ctOV9K7tratPH53m7B+eTfrodF19cbSI7/iUxuuvV7STL78/f1DydQpryOLN9ps7st+nU5+eN/m6+N+DKGt4lLW2EUEQ8L73vY9FixYRi8W44IIL2LRpUx3NbNb9Lv76MHoNVn9uHaKnfh1RFEgtLzWlcnIzDptf/zByIqI/8EFClOUzeusv/aoamL0ejQeJokegmEqTPqoBySUl1Ia7w/b2HJte9SDFXe1fpLSCH/iMjo+g9QhW/+DsZn7aNPb7h0cjp0A7WIgYHHH1OFa8fruhWbDyyjGM+scepA2Pf7+PXM7hbbd8k6IbLZVqBVZf2Z294YaF3gtLLxpD7w3/9oOA0WIWt+AT+DTl9W4nn1Pwefz7fTOepB8qiBhc8FqtI/vd8RVv1vbrYm7xlNp05/N51q9fz8c+9rG2NIVCgUsuuYR3v/vdbWle+tKXsmHDBm677TZ++tOfctddd/F3fzf9vYY3v/nN/OQnP+EHP/gBd955J7t37+Z5z3tetd3zPC677DIcx+H3v/893/zmN/nGN77B+973vs4V7WJeIQuS7Z98qCk6uKIoiLhAUerfIKpxnQVXrUCNeDJ50PIVJds/8RCyEE0+35GoltYUTVxVFcwBs4le7zeJr+1FDMx8n7ilfIWyfMXo9hu4cgXqPOUBlQXJQx95CKdQ/xCmqirxRXHUBj8wERcsf/HyppcFUWGP2vzqub/CbsiTLoSg/xn9CFE/rkgJjH4DLVH/dNZOPj2pH5R8nUIWJL96y686st9xrzlu3uTr4n8PoqzhM621rfBv//Zv/Od//idf+MIXuOeee0gkElx88cXY9tT/4GzW/S7++vBtnwM/2NscfVsJXXlpOODTDEHPOf2o1jxFL6/IZzfL1yoCuC99FEPFb3AHVtRwo9TYR6QFxlILPdVZ+HLTMHnjK/4R3Rcc+NoTndnvrL75s5+E/X+OId16+VQ1TIfVuL6oAnpX2xiGxnPXnYpQOzzptmHrL1JNm2IhwnRileXZFDpvOu3ZmHEd1fRpZNNWPj2Ur0OxZg1fwsbf+R3Z77B1yqzt18Xc4im16X75y1/O+973Pi644IK2NP/0T//EO9/5Tk4/vXWOxkcffZSbb76Zr3zlK5x22mmsX7+ez3zmM3zve99j9+7dLftMTk7y1a9+lf/4j//g/PPP56STTuLrX/86v//97/nDH/4AwK233sojjzzCf//3f3P88cdz6aWX8qEPfYjPfe5zOM78vHHtYnbwCy4j1z+JX4h4ZzUuWPrWYyO7Ax8s/KJk//VP4pfzbM9IX5DIcQevEO1+ldFnccy3z8MamMbXalp+bihfMbr9DnvzsajzdSe5INn6P1txc9HsJ+KCY9997Kw3jaXREpOPTFIajfYG2bAMPNtDmNH4GXHjoOTrFLIgefDLD3Zkv/P+47zupruLJsy0hkdZaxsRBAGf+tSneM973sNzn/tcjjvuOL71rW+xe/dubrjhBmB2634XTw14jmTyN+PNm9o2UC2VoasXz9v64js+k78Zx3OirX++7eNnvcj6iF6LZR84ApHuTB/Hdfja97+MnSsyedvuzuz3woWoxvxtuic2W/jRlhdUAQtOLGIYGuuXrkPXOr/TXRoXM55EO57kq/fdToAk8NTIm2ihqyw4sTivm+5djwYd2e/IM9VZ26+LucXT7qnp7rvvpre3l5NPPrlad8EFF6CqKvfccw9XXXVVU5/77rsP13XrHhTWrl3L0qVLufvuuzn99NO5++67OfbYYxkeHq7SXHzxxbz+9a9nw4YNnHBC6wsrpVKJUmnq4byS9iWTySAx8NygbdREx4OS4yLt1g/3vg+OVMj5pbZBHRxXmTcepUJrV75KiqqM3/wtmM3mCFDQzPY8stlcNdVWrR7Z7BS/Cg9p55rbU0mO+MWz8FWNXDZLPt9azpLjogQeI+M2D1x+M6u/tx6WT41jxqfhAeTyeXzVJJfNoqr1bZWysBSckk0pmFrAS7rkyF+cj204FHM2gaKRyUy27O/7EMQ1FF3B0Vz8bLMunmqiBF6Vh705w5N/ew9Hffc8gkUCXxEEilY356308EolFAJIJTnyF+dTQlblauRRO4YzYvPA5bew4vvnk9GDurErdJU590r5kEeZL4rG1q1bMTTYtm1btU+7MsC+/D6Ou+k49mT2ROqz6S+beOSlj3DUt4/C6DempW1ZNuGE209gggkmtk0wEyaKE3gFjy0PbSGxcspVux0f+4DNLefcwlHfPmpG3aPaaCa6y/5yWWT7OWMONx19E+v+e11L+7WTIWpbJzSHos9cjDEXPLLle6P/mxFlrW3Ek08+yd69e+v69PT0cNppp3H33Xdz9dVXz2rdh/brc86x6wMQBQI8D+mW6u61FmpdNz2JK92pO7WNMHXwNNx27XPMo+CWUPCJteBRhxoehVauqQ08mmjKehRdh8Ct3ylUaOOepOS5eG4JLJPFn1iJg0euzFPzLFRP4NaMXekrJyVPvnsTS758OgSlJv4tebSQsyRA9USVZ2N/3FAPN+az+BMrKel+E53uSZCyrt4xw+jkjumheG6THrVQ8JFPTLL3zQ9y+HtW4i9scW+3jR6O6+D6HjKusOy/z8DZu7dJl1o9KvMR2u9xhj+4DAbq9Wic82pZurhCwfdcdmVHUXJ5dmfHqnTtygD73TGSl46x1+2P1GfngQnyv1yOds4mPv7HH/GpS1/FeM0z14xjaJB6zhhjANN8ZbqeJOfabNs/RiCH2H0gg7Ca5W8cXxbhiRt7STxra0t9o9olCl2lvPqFsNeN1se3VR7/Xh/qOQda2q+dPFHbOqE5FH3mYoy54NPyu7IFnlIn3YcCe/fuZcGCBXV1Qgj6+/vZu3dv2z6GYdDb21tXPzw8XO2zd+/eug13pb3S1g7/+q//Sk9PT/Xn8MMP71SlLg4SsiDZ/ZGHop90JwUDr1iJmpynN+kFya6PNLuXt6W3JYqp4dvRTrrFsEn8pH6sBbM76ZZl+Tqy39+smjf7yYJk68e2InPR5Vv4soWIWcpnj9hseNmGyHeaRVog+gVaMtobZ5E6OPk6hSxI7nvbfR3Z78g3Hjlv8nXx9EGUtbZVnwpNuz6zWfehuz4/FeDbPmPf2hf9pDamkr5sADUxT+tzh/L5tg+6Gv2ke8jCXBdH9HWmj6EbvPz51yJ8jQOfebwj+6UumUf3fAnFPy/Aj+oQKnyMNePohsILjj6j8zzdNuRuXzrjSbeuCV549DOxTAGGxBfR1j9VB2PNOIho9j5Y+BJ2/z7Rkf0GjinO2n5dzC3+arPx7W9/m9e+9rXVv3/xi19w1lln/bXEmTO8613v4i1veUv170wmw1d+8Et0KwFeOXez0fph3HU8dF1B13REY7QEQPoBhuqjChXRJtdSJbf0fPAwy90bx3EdD6G1lsGMgx+AJoy2PMw4uJ6Cohl1Y9Tyq/DQ1GS1rtKuFlTy94yieQqqEcNsiJBdkVd3igAYyRhLXntc0ziKZrblIYw4Riw8CVcNC6EqdW1TYxj4AehaUOUrVJv8PWOonoEw9XKfWMv+qhFD8yfx8xKhWZjx+uBXENoKQh6hnZIc8flzsGJx/GKhpn1qzlvpoakCVanYbwyhWlVZank0jmHE4gyXI2E36lGhq8y5pyZQlSm+CrB8+TLiNa7Yq1evnrZsj9hs/ONGDl98eHUjOFOfFe9eEXn8xvJkaZJH9z3KwtRCepbNnKhzUXoRd/l3sWzFsmpe65n4iHdH06MTudu12SM2m36zKZL9qnWXrq5GL5+RtkVdlLZOaA5Fn7kY41DyqJzCPlXwdFjD263Psf4BtJrLt74u8DUNta8ftfaEWIYnuZbQw1zGhoEQrcMgy0QYU0P09bdsn3Me0g2jZbfiUUtWy6OGd1seDTQVPWL9A2G07FpZy7TCMKCnFzQdkQ8oPWJjJXqx+hIhTTL0CNL7B6f61/AZftkAmDqG3g9WrF7GFjysVrpYoZeO1ddf31YuG7EYvqZhxnsoPbIFI55GTSj1dIaJiMWpPPFYQseaUKG4AyvRg9nTW9WjJXQBpsnSD56AFSjYst4zoDrnLfQoOSW+/I1P8Zq/eQfFP4+z4OolU/arQUWP2vlYeE1PSz2a5rxiy550OU93jMNSAwht6hlvac/QtGVpw5MHkixOaNUgcjP14SSAQZYNDLK0Zwit7AI5Yz/A9mBbUWeB3o9Vn/a8DiXp8qX7buO9p1/NNlSW9PXXjdNq7Mrf6kkHgP62MkSVNQqdtGH7XpPFCWtG+1XrlqfYPjm9/abrH6WtE5pD0WcuxjiUfHLtvI8a8FfbdF9xxRWcdtpp1b8PO+ywQzLuwoUL2b9/f12dlJKxsTEWLlzYto/jOExMTNS9gd+3b1+1z8KFC7n33nvr+lUirrYbF8A0TUzTrKtL9/TjyiAMz0mY6mo6eL7Sksb3w02VK328GRIczwcPz59en1b1nq+EG7BpeFTGbRyjFb/aukpZ6zFYe/PlU3r49Twa5cruyfHQJTdy5I2Xoi2xqvRCa8+jtlzRo1Vb7RgVvmpvjKNuuZzANKDs8j3d2GrKDHenCbNJl1Z2Kzw2zhOv/BVHfvcijBXJuvaKDK14eb5CoIT2O+qWy5va242R3ZNjwyU3suaGSylZZtM81c55hUdJ+vi+gqJ0njPMGrR49h+fTWJBAiLsS4r7itxy9i1cfNfFxIY7Dy7Xc0QPVz5+ZWT63M4czoRDcV+xuumeln53jhuOvIGL77oY5n7fhzVo8caRN4Z/RLTfJ478BBfdddGs7NfF0wOzWcOjrLWt+lRoFi1aVNfn+OOPr9J0uu5D+/XZt8y6iFdBOZWlb+gEtXckPa38a+pRyrPqx2tEu/Y55+FpUB63iUe7MVrwbuLRQFPRA9MEIer7eg08YxZKUrDqv86cGqOWJmZN9S/X2xOSTa/+HSu++kzEggSUryc10jWN0aRL0FpPb8pGAGI4xar/OhNFE+DJtnJW6sVgAlTC3w3tTdA07M0ZdrzlT6z4j5MRK+ozRdTZrkEPVagMDC/C6LNY9e2zwfOa5arRozIfof3uYcWXT8MbMuvo29miVt5OISxY84IJjPgQTM5MLwvwxA19LL5sL/9wx5e56Zp3dcTP6g2jl88EVVEYiKUo5cF3FGTELGB2zmfjd/pYdeU4zPzO/aAhLDj32rLdI9rvtu96LH52aVb262Ju8VfbdKdSKVKpaV5DzRJnnHEGExMT3HfffZx0Upjr9o477sD3/boHhFqcdNJJ6LrOL3/5S57//OcDsHHjRrZv384ZZ5xRHfdf/uVf2L9/f9WN7bbbbiOdTnPUUUd1JOPmxx7krDNOIjdDnu6C7YapJPWAdLJ5EZWez2TeoSdhtM2hPZ4rzRsPWV7EGscp2C4l6dPXYvyMb1dzNrfjkfFtiq7SlKe7ckc8nTSrPGL6lAyV9nigsPkdv2fhe09m6PAkhXz93YuKvPtKJTQ1oHdRimXvOp5Uv6C3ZpxKnu5WPNJJkwlpU5RKVY/atkq5Nk93he9YJsOW997H8Z86H08Lc2j3NYxd1SVhMFl0UC0N3S0R05sX86KroKlTebr1wy36L13CgtX9lNRS9f577Zy30iMmgjCHdqBw/9t/z8oPnUTfQLo6HxUejWPEF6VY8o7jMdJ6kx6Nc17hUeE7mzzdTtbhz2/7M0t+vCQSvd6jc/wHj0fviZiYswH5PXnuet5dnP3js0ksSsxIbw1aWAutppQuben7rYOSr1M4WYfrn3s9l/7XpZHo9R6dCz5/wbzJ18VTE7NZw6OstY1YsWIFCxcu5Je//GV1k53JZLjnnnt4/etfD8xu3W+HzY89yNFrrZZ5uo2xibr81pV7zaZhURromzaHtkzE8SwTc7T1hmCuebiVPN3Dw008alHLo5Z3Ox6NNNU83SMj4Mq6vhVaZdGiau5pTQq2fXELw9cuJtmbDGlSqXCjuv9AtX+lbxyDoZcdhpoSGGMTyHKe7ka6Wh6mYTXJ6Zo6xCzMiWxdW6VsxBM4/b142/ey70vbWfnalbhlF+Qq3YIhhO0gx8eq9fld4yi6gr9rP8QWVPVoCV0gFqZJnt5DUnew99fPa2XOW+mhAy85/yrERIntn3uc4WsGp+xXg4oelfmIYzD0koWohUnMUbdOj8Y5r5RFX3+Yp7tN7J/pIB3Ye3eSxZdEdH83YPiUAlZM5x3rr8Rs49XRDk4Ott/Sw9KLJzGaHQGr0DXBNcedRUIRaDGJEjVPtxXK15j6ba4gHbj/Fx7HPCt6nu51ZymUZmm/LuYWT6k73WNjY9x///088sgjQLgY33///XV3svbu3cv9999fdW186KGHuP/++xkbC7/01q1bxyWXXMJrXvMa7r33Xn73u9/xxje+kauvvprFixcDsGvXLtauXVs9ue7p6eHVr341b3nLW/jVr37Ffffdx7XXXssZZ5xRDexy0UUXcdRRR/Hyl7+cBx54gFtuuYX3vOc9vOENb2h6U97FUwu+61N4bAJmOO2vQFiC4eetmLfoqIHrk39sAt+NJp8SKPi2hzLNKXctRK/F6g+fgtk7y+jlZfmCiPIJSzB41XzaL2Di4YnmlCltIKxyyrBZyucXfUpjJfxiNH56XIcgjEo+H/J1isAN2Hffvo7s94y/e8a8ydfF/x7MtIZHWWshDK52/fXXA2Fqwn/6p3/iwx/+MDfddBMPPfQQr3jFK1i8eDFXXnklEG3d7+IpCg/s7TZBxCuyqqHSe+4AqjFP349l+YgWQgU/UAicAD+IuD4nDRb93bKOY2SUHJt/++JHsPMF7Cdyndnv7P55i16OD/aYwI9oP1VA75oSuqGydmhJfUDDKOwkeCUVf4Yr2iXp8tHfXI9UXEBFi7iJFkKld01p3qKX40PmAB3Zb8nR6qzt18Xc4im16b7ppps44YQTuOyyywC4+uqrOeGEE/jCF75QpfnCF77ACSecwGte8xoAzj77bE444QRuuummKs23v/1t1q5dy7Oe9Sye/exns379er70pS9V213XZePGjRQKU28VP/nJT3L55Zfz/Oc/n7PPPpuFCxfy4x//uNquaRo//elP0TSNM844g5e97GW84hWv4IMf/OCc2aOLQwOj3+IZP7sUEXHTae/Jc+9J1+Psa32acKih91mc8ItLMfqjyafGBPigRUzZlNswxr0nXc/EA23ets8Aoz+UT++Lbr/7T70eZ//82M/sN7nkt5cQH2yOSdAKhT0FblhzA4U9s5MvtTLFlRuvJLUy2inf5JOT2Pts8jui+a9ld2YPSr5OYfabvG7n6zqy378r/z5v8nXxvwdR1vCZ1loIN+uTk1O+lG9/+9t505vexN/93d9xyimnkMvluPnmm7Gsqe+kmdb9Lp6aECnByo8dEXnT6Yw5bHrVg7gRA1keLKrypaLJp5kqBOXfEVB8fJJNr3qQ3JbWWVXaQVU0jly5DqPXYuVXz+jMfq99BHd8flLdCgtWXzWBEYtmD7cAG7/Tx+RkiRd//xOR78pWUHEvt3qnp1MVhbWDh2FnFbyighvR/BX3cneelj9hwdmv0Dqy322f92Ztvy7mFk+po4pXvvKVvPKVr5yW5gMf+AAf+MAHpqXp7+/nO9/5Ttv25cuXEwT1fqyWZfG5z32Oz33uc237LVu2jJ///OfT8u7iqQeZdXjstXdx2MfOgL6Z6Y0Bk9WfOA0RcZN5sJA5h8ff/AdO/srFkei9kgemiix5RHk5ay1Ls/DaNSRXpSj4s3APyzo88pq7OOKTp0N6ZnpjwGT5v50W+SXHwcLJOtzzuntYcls093JrwOLUz58667zl+T15fvXsX3Hez8+L5F4ePyyOtdDCGo7GL7YgdlDydQon6/C9c7/HlTddGYneGrB47g3PJRiYxV2ALp7WiLKGR1lrG9dnRVH44Ac/OO1L7pnW/S6empAFyY5PPcnivz+cKAuaSAsWvnEZWtqAYsTkxQcBryDZ/eknWfNPayI9MQeuB3r5dwTohyXoefYg1mILm2gRtAF0Xee5F16F6qpse8/9LP7b4ej2e/0StIgvEQ4W0oHdd6ZYfEW0o3jNgMVn5bBiOh+/6BXERGd+3E4Otv68l+XPnpjRvfzKdaeSVgRazEONuNwaVihf1JPxg4V04I83eJzw7GieE5oBz7hEITtL+3Uxt3hKnXR30cVcwPd83JFSk3uYV/TY+v1tuA0Lt2oI+s9dPH/uVx7IkRK+V78otZNPQQEvQFUaAsJNOGz93lZkQyoxkRQsfeMxiOQs3cs9H9nCfr7jt7Vf7zzbr3SgRCDrH9TtAzY3HX0Tub31r7BVQ2XxBbOXL3ACPNsjcOr5TTw2wQ1rbmDisYm6esMyEDHR5I7dTj5hiIOSr2N44YuETuy35rlr5k++Lrro4ukLH7xJr8k9OvBh8gmzErusClWopE7smbfvn6AsH43ySbDHNfyGeh8F/PLvGnglmNxs4jW89xYJwYIXLO74uo5dsvnAp9+LXczjjTvN9pPT2O/4NKqYP/dyaStNdpJFePx7fdiF+gZVQOpwF91QWdo7FXk7MjsfAq+Znz0enqDb5XAHtnR4/x3fo6Q4qCKgMVZge/lUUoe78+pe7hToyH4LVqiztl8Xc4vubHTxtIfRa3Hsjy5E9NS/8QuCIMxd1fjlPM/u5aLH4LjrL8RoOBluJ59qqiCD5oeOShSyhlOig3Yv77U47vrO7Def7uVGr8EFt15ArL8+krYvfXzHb9pMHqx7eXJZkuc++lySy+pfo/slv+53BRNPTJB7MkduW/3mtZ188+1ebvQavHrjqzuyX9e9vIsuujgUEEnB8g+tbu0eHVAJMl7FvLuXt5EvaCOfpqvglX83dWimn617uaZpnHnSesyeOMs/d2pk+f4a7uUrn5PBaMgLHgQQ+ErT80PoXt7P5GSJK77zr527l6fhyJeMYzV45QUegFL+DZqicebStTg5FTcrmtzL28kXupf3z6t7+ZnXaB3Zr+JePhv7dTG36G66/wqwYnGkF+D7AdIPkJ7f+scPwj2NT1saaN8mPX9eefh+m3H8sq4t+4b7tul4VGga9ajjV+ZRW1cpF8dtNrzsDmTGqav3ASWmVcf1y3tItd9k7TfORe2z6vlMw6PSv1aPVnR+C3s7Ew4PX3MHxXG7KoP0/Dr56nQtSdAVnKKsGRd8RUGJaYBS5eH7YKxIs+x9J2Ct7qnaslGGVnpUaIrjNg9fcwfOhFM3HwFKvf3KY6j9Jqu+1sJ+Lea8Vo5wzM7hZBx+deWvsCeiLS7WkMU5PzwHa2h2J/+5nTluOvYmcjujPSSlDk9hLbKwFkXjl1iYOCj5OoWTcfjWSd/qyH4vvfel8yZfF13MJ6xYnEAIfKFVfwJRTofVUI8uQA/rAk0Nc1TXtNf96CKkadM+1zzCcfSWPOrkqOFRy7sdj0aaih7oelPfCm2gqdWyUwrY/pEtSJc6GoSGEmvuq/abLPnntWi9RsirgX8rHq3kRBegNetQ7V/WQzoK2z+yBacUNNEppkag18sgfUArx20t86i0K7Ea/crzoS9NMPSaZRhLEw1tU3PeSj49FuPC8y4j8ATbr7uv2X5lfoFePx9qv8mS96xC67fq7dDCTtWyLkBTYRanptKBrb9I49gR3cstWHrxBImkwdeufANxvTP3aDsHj/9PH/YMy7OuaVy0+niSqXL08mghTTDioXzaPC1/0oE//MDryH6nPk+Ztf26mFs8pe50/1/ByiOOZixTRFVVHAfaZP8AwqBvrgtF2f4bxHGmf2M5XzxcN/RjajfOgRZjVProutKWR4UmX6jXoxW/2rpKWSm6+AG40mU8U6jWB16AeUQf4/kCSkkN7QAckDlKSYEsSUrjU+Po0m7Lo7Y8nim0pdN1BdeV2DVyF22JF8DIeI4gFrqkHRjP4cgp+WT59WxRFpBe6M6ddSSyOOU7FgDmEX1IKfFKKpUtlJQS/7AEB7K5uruStXPeSla37DWuFF28ADK2xK2xR7P9yvPk5PDTAtdzOTCea5qnRltU2hxXogYBW7duxdBg27ZtVVnblQF27NiBU3LYsmULe8b3VOt37doFwJNPPskBZ+qUf9uObUhXMrFjArX8EBGFV6Vs77UJ/IBdu3ZheVMrb8UNe8/ePWR7s9X6QqqAr/ns2LMDqzhF304+3/cZcUdC+YQ6re5RbTQdncxJSqVSZPv5vs+wNcy+iX0t7ddOhqhtndAcij5zMcZc8MhmszMTdXHQWHnE0cjePjyl+Q6lm264JOqF38tOTf5rp7932vFnap8zHl5NGrJGHg2o8mjg3ZJHO5qenub6GhkwTTBNnKIHQkD/AE6PNUUTlNezHvDUGj6KgghMUMt6JGL1fFrx0LRmOSt/N+pZLrsVunQahMDpS0NMq9Ip0oMs+KYOg4NT/QsqqJthYCDkDzA4iOKBmdZQEh7UmkpKzCMHcRakoeEzV5W1hR62XeT97309//zuz4Y0DfZTAjDjGl4PoaN7ZT4q9us3cHS9St9yzittmhb62Zvzs4ETsdA5P66b4XW6OYAtHd77y+/y+Qvf0LGrvYhFDBX/V4KZAMWZW/t1MTt0N91/BWx5fANHrlqKxAhzHbf5f3d8cAHVLxETzVPlB1DyFEwtQG3zf1WUyrzx8MpBuhrHcfxyXmjRfI7plUqEDhd6Wx5eqYSvmk16hH1DfhUeao0MlfZkf4IVXzoDXw15VOp9x6P0+CT9yyyEUHBdUAIffdzh0RfczsofnE1suVGl11TRlkdYdqs8VIWGtspFLh0l8FECt2onLxGw4kunkUzoZAsOgaISEwGuU6zK55d5mppA6Dq4AboIqrIAeEVJ6fEM5vBwlQeAfHyCHa+7l7XfOAdluUmg6ASKWjfnrfRQfRfwy/Y7DQiIiaA6H4rvUXp8vGq/yhh6RuHRF9zOih9eQGyZUTd245xXeMSEQJYcUFQ6/VoSScHaL6zFSBvQOgVuHeSoZMNLNnD0d4/GGOr8IcJaaHH8z4+PTG/vsHF2Osi9Enoj0O+zq/KxomPxOoZICs674bzwj4j2u/Ult87afl108VTGlsc3sHqVXncXMhACN51Ez+RQ5NSLTumG322GbuL096I6LiLXOkuBTCbwDR1jbKJl+1zzkG4pPO3s72/iUYtaHrW82/FopKnoweQkuG593zItw8NQKkE2S1w3Wfr/VoI9ieHZIU0qBYZJ6fFx0ssVNH2qr5pV2PqPD7D8a89Ej5WQxXwd/1Y8DN1sklNaBphmmOu7pq1S1mMJ3HQS4RVY+v9WEncKFPI1c1EsQXwYteTiZcaq9SKbBRdEdhL6RbhhHhkhsKG010AsdKDy7lXXcffBzuvuY9U/r0M9vD6ncmXOW+khpOSK868gHjdY+slTYWRkyn6Ed7pLOw1Sa3T8/qn5qNrv39diDKdC+sHBlnNetXlfP+galDp3SRcGLL80g2ENQYQ4rp4NW27oZ+Fle3j5z/6D3776Ix3xs5JwxItnXsiEqvHcdafi2xpuViOI6C7uFEL5Vl451pFcs4Uw4PQXll++RLTfb74XsPAyZ1b262Ju0d10/xVgFwv09qTJlQJMoRK3WievL9guQVAkpgvS6Z6mdun5TOYd0gkDobXeVQe50rzxkOVPU+M4BdulJH16k835zFU1dC/2VKMtD1WFoquQjMfq9Kg8E6XTPVUemhFU6yrtlm/y0CtuY/mXziW9IIUof39JTTJRHKMnlUZP6JS8DJoa0L9wgON/fjFiyKK3d2ocYcTb8qjoXJQK6XQSoal1bZWyp5p4WoChGdU+ftbhkVfeyak/uhwZC18e9Pam8e0p+QwvXBHiiRTjXhZUiGs68dRU9OySU2KyOI4QGmZMwyiH14yfYJL81jksOOVwCoU8jld+CVIz5630iAmBqob2e/gVt3HUN86p2qPoKqAoBEWvar/KGMlFKY76ycUoA7E6+9Xyqsy5JgJUdarNC2D58mXEzamvptWrV09bdiYc7nrRXTzzT8+sayvsKbCBDaxYsYK4Ha/W+77PYXcdhjVsoarqjOM3lnPbcvzykl/yrJufVXeve2xijE1sYtHCRfQv66/WDx87zL2L7mXFSSuqabmmlW+lD3eBNWxFkieq3NPZ787L7uSau6+Z0X4A/uE+63esZ09hz7T2m64uSlsnNIeiz1yMcSh5ZDKZOZSkiwrsYgFFStSa/LaVcy1FSlRZc5Ja9tRRFYHi+ahuQ3sNVFcSaFrb9jnn4U5tspt41KCORw3vtjwaaKpngK4LrqzrW6FVPD8suxI/D1s/9BhL3rEctV9U61EFQdFDlUr4Mr7c10gaLP/3tWj9Bko23yxjCx6qIlrTCdGsZ6W/Hv6W40V2fngza9+7Fox6uqDkoWiyrr+bt8NT+LyNXuYRygFBUQvLNSfd+spelrxnJfHFOrZb/yKkMuet9BDAmcc/EzXrsOUf72PJWw+fsh+ADPkprlI3H0bSYPlHV6MlmNLd81Bdr60tVFeCqjRH84oAacP229IsfEF09+iVV46hmgbfe+FbSOgmY8XoXj52Brb9rI9llzXf666FUDXWL11HXNPQ4hIl1p62FkY8lG/e3Mtt+N3PPE55XsTo5Rac9XKFPc7s7NfF3KJ7p7uLpz1UTUUfNOtduqaDD85IqSlAxZxBAzFoorZ5qdEIRVPAUEGL6DYkobAlQwfZSOqgaiqiQ/u582w/c8hEERHt4UNp/+zlUwwFzdJQjGj8VFQ0M6rxDl6+jqFBYlGiI/vl9uTmT74uuuji6QsVtB4tdHKKAh/khDtv3z9KWb6oT8tCVUCUf0eBhNKuUsfrc9Eu8qYPvJ6iY6P1GZ3Zb1LO3/e3CsIKOroOLosqAVBwSwQdRnpRVVC0mfkVXYc3/OzL2F4JRWvy7J9RvnmDGm70O7FfKc+s7dfF3KK76e7iaQ+RMlj7xbMRyWiusM6BIo+84tfI0fmKjmpw1JfPRqSiyafpGtg+Qo+2kbOfyLD1A38htzGC73Ar+VJl+Tqw36Zrf40cmx/7GSmDs759FlY62qtn+4DNnS+4E/vA7ORLLEpw+V8uj5SjGyCzLUN+ax57VzR++b35g5KvUxgpg6t/fXVH9vv2qd+eN/m66KKLpy9EXHD4dSvQ4tEcL2VGsvPDT+BNzE/0ba0sn4gon6Jr4JR/R4C7Pc+Br+/C3t3Z96mhG7zqhX9LvCfO4R8+vjP7/etWvOws38J3CGHA0guziIgp3jwbtt/SSz7n8KobPkfB7WyejSQc8aLpc3QDGJrg1Sc8C78gkFmB34F7+fZbevHmafkTBpxypdaR/e79cTBr+3Uxt+huurt42sMZs3ngsl8go0ZnXpTg1PuuwhiOGM7yIOGO2/zl0l/gRNyk+kUJKniFaItm8uh+Tr3vKnqfMTQr+ZyxUD53PLr9jr/3KowF82O/0liJm9ffTGEk2qoZXxTnyk1XEl80O/myW7LccOQNZLdEc9nqWdGDNWyRODzaJj21JHVQ8nWK0liJLyz5Qkf2uy64bt7k66KLLp6+kFnJlnc8jsxFW8+MfoM1XzsOfXB+/Hur8kXcpHolH5Ty7wiIHdHDmq8dR3LlDLvEBmiaxglHn0SQ99ny6rs7s98Xj0Lvm594HNKGzdf34hSj2UOPw5HXjNHTY3LTNe8iaXQ2z/ZEOR/3xPR0mqpy4uKVpHsFWsxHj2h+K6ly5DVj6PO0/Ekb7vqW15H9Lny9Nmv7dTG36G66u3jaQ9VV4mt7IWKESt+RjP16N74zP/5Xiq6SWNuL2pjXsw0CVUGNC4KI7uUyJ9n+2YeRudm9mlXL8ikR5fMdycS82k+h95je5rzlbeA7Prtvn718akzF7DdRY9H4uY6Laql4Tus7lI2Qjjwo+TqFoisMnzTckf023bhp3uTroosunsbQwFpqRXaP9qVP9s+T8/f9WJYv6vUqVQ1QLAVVjebWK/OS/T/cjbQ7O3ku2gVe/Y5XUHBtrFXJzux3fwZfztP3twpWv0SNaD9fQnaHjuv4bJ84gNfhPXJVgGb6qDMc/BfcEtde/1myhSKK6uNFNL8vfbI7dPz5cRQAFdJDdGS//U/6s7ZfF3OL7qa7i6c9RMpgzSfOiO4ePVpi81vvQUY82T1YiKTBEZ88I7p7uanh5yQi4j1he1uGvV/fRO6J2QXTEKmyfB3Yb+vb74nsWXCwMFIGp3/h9Oju0aM2977+XuxZXh9ILEpw6d2XRnYvL+wqUNhWwN4XjV9xf/Gg5OsURsrgqhuv6sh+N15547zJ10UXXTx9IeKCxW9Y2pF79N7PbsPLzJ97+eI3LO3IvTwoBtHdy3flmfz5yCzcy03e9nfvItEbZ/G7j+3Mfp/fOa/u5UvOyUV3j3Zg92+SFIoub7v1WxRl5+7lq58/OaN7uanpvGP9lQSOjsxr+BHN79ihfN48eW0LA46/tAP3cgceuDmYtf26mFt0o5f/FbB67XFkChIUlaLjUWrzxtH3A/wgjBTt5ZpzBfh++CZ1Mu+gtgna4fvBvPGQ5SiZjeNUxhhvMb7jKvgBGEZ7HhWaRj2cGn4VHrV1lXJx+ySPPO9nrP7OBUwaRlXOQBP0nLOInOdBzscPwPcUiinBsX94Hl5Z5so4Aq8tDy9XwpZKna1a0Qk9wPUUPH/KToV9JR5/ye0c9ePL8ONK1VZOjXyV/m7ewc85oEB+wsXrn7KXHzdInDyEoqtVHgDaEQMc+4fnEZgmxVKJsqnq5ryVHsVy1NiK/Y747gV4aqk6H2hanf2qY6QER9/9vCk9Gj4XtXNe4eHlSpSkgqJ0HvTDHrG549I7ePXGV9fVG30G696yjthgDHZO1Vfcy2eLyccn+dXlv+K8n55HzxFTkfrjy+IMnjlIfFm931l6WRqj1yB+WH19O/kq7uXzBXvE5rOnf5ZrH7k2knwV9/LNmzfPm4xddDFfWL32ONzBfryao8OgHOTS6e8No0lXUD4eK2mCQFORiRie1Zylo3aM0kDftO1zxsOTUM773MSjYYwqjxrebXk00FTaGRwEz6vrW6ENNBWSCYhZ5LM+T1z3IMv+8xRKA/GqnEoAiRN6kAkNqdT0XSRYc9OCUA8tAcl4vYwteJQ00UKXYEqP2rZy2THCl8xSpNn2j39g9efOgAWpKp3aI9E9BT8WA2uoWu9lyutdrAc9WX4xu2AI1YdYn4qa8KeOuzSN2CCsuel8dBTchuPWypy30kMD1i5aiFuAJ17xu3r7AWoAiT4FL63XzUewSLDm+oF6fTUNaRjNc14uS8MI83S3+dxNB2nDkz/tZeFL6j9vmgGDxxUQVgJqMuCF7uXjgMn/vOitJA2rs+jlE7Dt530se/Y4Vm/NuEmIDztVN3JNVVk7tIS0LlANr8m9vE6+GoTu5aOR5TlYSBt+/WOPZ764/tl4Ovtd+HqN7ZOzs18Xc4vuSfdfAZnJMfSaSMGmUFv+VKCpQct2vUyjt+lfO8Z88NDUoOU408lQ6TMdD63GTatV33YyVMqxpCB15jCKJdBr6oWAxAIT09DqxtClz/iNW1Act0nGdjxq5dRbyNdqjKoecY30mcPEklMPJ6ZQ6+Sr9NeFimoKtLSOGpuq19QA3VDoWZFAKT/0VOqDbJEdH7gXLee0l6GFHrX2S585jBbX6udDUersV5VD+ozdsAXflk1jN9qitk1V2+eCnw7CEgyfO4we15vqj3z9kQir/t2itCVb/2drx+58FZi9JvElccze+gcQq9di/TfWY/XWnxh7jodICqRTz2+u5OsUwhKsvGxlR/Z74EsPzJt8XXQxn8hMjqHaJbSaH9VxAVAdt66eog1FOyyXoTX0rdLO0D7XPCjaYb7nFjzajVHLux2PRpqKHpRKzX3LtFUUbTRcEsf3ogbOFA2AAoIiWqm+r5IpMvHTrfiODHk18G/Jo4Wc7fSslKvzUZZPo54Xto1mBqBQV68GDmpSQw2cOhmUko0hCigle0rGUgmZc9jz8QcJRvJT9S3mvFG+wugoL7nmXGxZIHHyYL39ijbYNoIiqls/H6H9tuFPFurtPY0tqvCiXZGqhapCYrHb5O6tChg4xkY0XPvzJUxsMnEdn8cO7ET6nfEUBoiEh2hwzBMWHP6sHKK8PBfcEi/+/ieYLBZRhY/vRpNPSp+JTea8uZerKgwspSP77dzgz9p+XcwtuifdfwXs37OTmKHhzZCnG0C6YGi0pJGez6R0iJuibQ7tkvTnjUfFi6XVOCXptx7fKedshrY8pAOeDzFDqxujkV9J+tVrV3FLr7an0wlW//PJFKUS5n9u+LKs9M/mi+FmvBSw82P3M3jOQuKLpsYRhtaWR9zScWwo+lN61LZVyp6qoGtBnb1lSrDmQyeTTidwxifxfKVp7GrZFIwbGl7WJRbTMFp4sHl+uJmttDn7i0zcvJPgdcdjHK4DAZ6v1MvQQg9DpZxDO8GaD51cJ0stj8YxRDFgz8fvJ71+EfEletM81c55hUeFrzeL7BYiKTjp4ydhRHR/dydd7n/f/QyfO9y0oYwCa4HFRXdcFJm+uL9IYWcBd9yFxTPT22N2Vb75gEgKnv3NZ0emdyddbn/97Vx010Wzsl8XXTyVsX/PToqxfkTtJUpdhCeF42N1+a4LbnlTpJugD0HRRmbbnCrJFMQs5PhY6/Y55lFwSyi6Tsw0m3jUyzHFo453Gx5NNGU9imOjBK5b17dCG49ZlHJZvMlJ4rpJ+sU92IUJVLdIwS2heS5qLIY7NlLtX+kr8yoHvrwF8/QhVIoUCvk6/q14oJtNcpbiFmosBuPjdW3VcjwBg4OUipOkX9yDLGaa6HRDgCMpjI1U6+1cHj/vYecyBJP6lB4toOg6Mhcj95sRcmen8Bc1PP+U57yVHr7v8c9v+Qi6FjDwhlXYe/dW7VeHsh6V+ZB5lQNf24q6IkAdStTp0TjnVVsCrmXg20V2ZUdRcnl2Z6c+Y+3KAHtLY3DsGLuL/ZH67B6fIP/HFWjJHXzk7h+ztHeICTs/c7+acuz8MfZ7wDQHvH7g87b1z2V0IocsDLB3IoORapa/cXxZgH1/7CPXuw9VNNNHtUskW5TLi0+G3cVofXxbJX9XH9p5Iy3t106eqG2d0ByKPnMxxlzwafq/a4PuSXcXT3s4I0X+fPZNkVNYWcNxTv3jVRhDsTmWLIQzZvOn9TfhjBQj0fvZMIezG/FOW3JtH6fedxU9Rw/OTr6RYihfB/Y7/g/zZz97xOYnz/gJ+f3NC0srxIZjXLnxSmLDs5Nv8vFJblhzA5OPT0aiTy5JosW1yPySi5MHJV+nsEdsPp36dEf2e6v31nmTr4suunj6QmYku9+6BZmJdnQoenWWfGEton+eopd3KJ9fkBCUf0eAtSrNki+uxVra2fepqmosWbSUIOux7WV3d2S/wz6zCtE7Py9MfVsl+/OVyIh3plXLJ/WcJ4gnBR+98GXE9c5c2mVGkP3JKmRmev1URWVxqh8jqYIWoFrRAo6JOKSe80Rk+oOFb6s8/v2+jux35DXjs7ZfF3OL7jFFF097qHGdwatWoEYNNGJLdn31MRa9dDWk51g4QI0JFly1AjWuQ2nmjbSaEIhBE5GMFqhFTthsetcfOf5zF8zqNZsa10P5YtHtt/drjzFw9ZrOmc0CIi5Y/uLl6EkdMjPTS1vyxNefYNW1q2Z1UmsOmPQc1YM5EG0x86SH3qMj250stZBv4+c3suraVR3LNhuIuOC41xzXkf3u/pe76XtuX/eku4unJZKGVXfS7QsNR9MwdBNVaf7MJ43wvq0mdESbFD1S6HiawGzTPh880AViGh5ASx61aYfa8ajQVPSI6QagtkxZpGsCNB10k7hm0HNWH8lUbIpW00ET6LrZ1D+Owegte+i7ZkG4odBlk4yNPJKtdCnzaNkGxHUTR9NIJCx6zuojnYxTUJ2GMQSWUKqn50nDwkk5qD0a8VQMo0aPltAFsuAx8ukdrHn9Kmhw1qrMeSs9CsUC1/zTC/nhF2+m58LF9fartVdZj8p8xDEYve0AfRcMNOnRbs4tEeqBpnNYagChTcUnWdozNG3ZlzCypsTS/gFEYeY+voTxxyzSRxR4aGQrJy9eHZkXgNRhZ59k8UC66kreCgW3xNU/+A9ue/GHEKbPglhv3TitxgZYnBhg9GGLvrV2WxmiyhqFzo9B6Sg1kv0gtLfcPMDQUn9a+01XF6WtE5pD0WcuxjiUfHJOtLci3ZPuLp72EHHB0jcfixpxgyCzDru/vDFy3suDhYgJlr712OjRUYXAm3RRtGj09n6b7L0jlPZGO8lski9eli/qpjvrsO+rG/Hy82S/uODYdx+LEY/mXi6zko2f3Rg572ojrAGL8248D2sgYrTvERt7j42cjMbPnrAPSr5OIeKC8/7jvI7s94cP/WHe5Ouiiy6evlAtlaEXLoycslAWJOM37cfPz89d1ap8VjT5VE0lyPuoba7jNUIeKGE/kqc0Fs09tQLLtPjKR79JvCfF0KtWdWa/n43gR8z7fLBQBSw4sYiImnLUhdGHY9glyVf/8kucqLm8yhAWLL80O+2GG8ASxv/f3pmHSVGd+/9b1dXd1TM9PT0LzDDKgOyyo8gS4/JLJqAQWeISASEqQU0widGfl5hHxXsTr6IkJnrVx+SnEHOJGI0iibigIiiCbILsoGyyzAzD0N0z011d2/n90d01Xb3MVPfQzUDez/PUMzXnvOe8S9XM26fr1Dl4acpc2DUH1KAt6Z3udKhyxD6r8h2FF4D+l/MZxe/AJpZ1/IjcQoNu4rxHOhnE5m+9BcXiFkdilwJctn4yHOX5mb4mN0jYOOYtSCeDluTVRglM0S1P93b382LU5qnwDCjLyj7pZBAbx7wFucF6/IatnQy7xUFpR5FOSlg+aDmaa5styYtdREzaOQlil+zs8+3xYVnfZfDt8VmSL+haAN7BWx6kuyvdHbIvU6STEp4Sn8oofr+Ufpk3+wiCOH+RfTK+mrvb8peSDq8Dff40BEJJfqbNqlH7ZJ+117nUgAqmMsvTvcWLitD3paEorLa2BWUMjuNQIBZA9Sv46sY1mcXv2YshFOdnlpIaAvYtLYEUtDh92wX0u/k0iooceHbinIynR0ungb1/K4F0um05DpFZAM4CHhyPdgfpMcQCHv1uPg0hT29XqSHggxe0jOJXc6ct6/gRuYUG3cR5j1DkQLcf94et0OKT2qCKI7/bDjWUpyeNbgFVc/pb36fbK8BeKcLuseaPfFrCjhmrst5XWShyROxzW4/fsae2Q8/X6ttFAvrf3T9p1fB0qEEV2/97O1SL79wlIlaKKL+8HGKlRX2qCrvXnrR6eTrkoNwh+zJFKBIw5qExGcVv1b2r8mYfQRDnL0KBgJKJ5eBdFp/kSTpOLj2et/zCR+2zOhONL+RhKxHAF1p88uyTcPiRfZYH6TFCUgjT77kRMiej5KYemcXvtVrocp6edNuBssGhpNXE06GrQP0WF2RZw6dHdkPJcMV0wQUUVCjtDopDqoybX/s9miQJvEOH1UW+VUVH/RZX/lYvtwO9RnIZxW/vWj3r+BG5hV7IOwt07XYhGn3N0DkBEiLv5qRC0TgoigI5rEJO8XejM0DTOTSq4bRbLSkalzcdavSdhsR+FC3SsEFJHvSFQhIAHoIjvY5QSALjBOjM7Eco1KovpiPeBqPeBRTd3Asax9Dob0JYMtsRszccHRQpjadQ9+ZBFN5UDd0hGP0IjjZ0aEAoJINxPBr9TZH9rUPJcoKDg6KoCLHWeIdUFe4f9oQv1IJg9INEw2l/yvaSCmiMQfUraFY0SM3JMWXRd/VCLNKXdLQJwT0+nDxUD3RzGvXx1zyVH6qsA9AhuwD3D3uiSVWhRu2K15HYR0tIQsOygyi6+SI0FJj9aJWLXHNVliM6NCAYCoMDcOjQIThswOHDhw2f0p0DwLG6YxAniDh09JClNof2HcLBpQfhmuCCvcTepmy68+7/2R11/jrAwlpq/rAf4fowju4/Cpfa+kkgXd9Sg2TYJxQIbfpuNUbtyfX4YQ/L8VNOK9j9wm6EvxVOGb90Nlity0TmTLTJRR+50NGUbsVq4ozStduF0NyFQNw+3bo98v9OdReCj1+bwRndkUGwG/tbpyNWpxYWpKzPuQ6nPbKyeCodcZh0xOlOqyNBJuYHiooARTW1jckae08D0AU7yn7Yq7UPp92oQ1FRa/toW7mFwb+mESW36FCLCoHoNO5EuXgdRr/xcqKj1Y/4uti5K+InX1aMsh8WQhfska1e4uWi+1tDLTLKeS+DHtTBe4tMfqTELkCtUyAfkSCpfJJc7Jqn8sPlduNv/+8dOCu7oOzmMqC5xVRv9BH1I3Y95BYG/yc+lFzfo9X3mB9x8TPFotAV2afbnvmQoXVrqzQxSEBXAd9XIgr6+fHW7g2YOmB0RvpiW4O1h0twYOmN98LFnNAkWB5E60rEvtKB1ha+7Si8APS81PrzUV0Fju1mqOypZRU/IrfQoPss4CkuhcY4cNEBpqa3vTkx42wpZXTW2p61s79xPnQwztamrlTlkTZcmzpi/Sb2kUpffFnsPFQnYe/kd9Dr9e9B61Zk6i+VXbzXhb7vXZvUT1s6Iue8yY9UcvF9xPQqpxQcuOED9H/rWiA65Su579Zz9aQEFtKgNMiwlab+ABdvp7OXF/3WfB8OhwNhWTbVx2xI5UfkJxcXvxo4qlwmX1L1wXsd6PvehJS2t8pxJh0xvRzLfM8wuUHGzuk70XVNV0vy9hI7hv1zWMZ6YjTva8b+n+5H3+f6wt3P3a68o9gB8ICtyNrCd2K52CH7MkVukLFs3DKMXzPekry9xI7rtl2Xl8EpQeQbT3EpdNFpGnSz6MBOd9jBbHF/x1r0f1vc+hqa2PZ0znT1Odeh2YBov0k60vWRQneSjgSZmB9wOgFBMLfVEnS6REg+Fftnf46L/jwaWhenWcYltraPlnNuAX3+fnXED5sNADPbmEKHZhNS+MJS+6m1xggA1GaGg7M/R98XLweis4Hi5WI6YuVqSwtYWIfaEvcB25VmFpHNBrHaib7LvwM7OCgJ79+aYpfgB9N1BIMBOBtCOHD72tTxi/Mjdj04t4A+S69I6Ue6WMTbmylqEPh6WQm6zrQ4PVoE+t10GoADT47/EVyZTi8/BRx+rwQ9xp+G2MYbdQyRxdRs0RRu9Umyo4BHv5tOZWRTR1CDwMpXNFxxSzsfwKMIIvCdH9twxJ9d/IjcQoPus8BXe77EFWMvRXM7+3QHJQVNLYDLzuDxJC+jrWo6/C0yigsdaffQPt0czpsOVY4kscR+gpKCsKqjxJ38xx8I+CN7NvOOtDoCAT9CCoeiQpfJj0DAb+iL6Sh0tNoQqy8o8UKaNxzOEhe6lLgRbDE/MYrZW3cqABvP4LWL2P6bjejxq+EoLWvtR3C40urweDzw+fwIqRy6lLgh2HhTXexc453GPt0xvT5NgfbAcHTrWQZfqAWazqGizJOyfUGhG+HyZjiqCuCtdEEsTL6uIYUz7dMtNUjYc/tqjPr7BMiFdshaZAAcf81T+eESWGQP7RIvpAeGo7TCBW/UrngdiX0U8CK2/ddGVP7fEajoZvYj8ZrHdMT0agzo2bNHZD/1KH369GnzXJVU2P/LjosvvRiuo65226jNKrb95zYMmz8Mgltot//Ec6lYQmhyCL0v621pSna5UA5HsQPdunSDu9rdrh65Wcbm+zdj2Pxhluyxane6OrVCRdXzVZbiBwBqs4p9v9mHXr/s1Wb82iqzUpeJzJlok4s+zqSOQMDC0vJEh/lqz5cYNCDF6uWlXjgafeDV1qlcSnTWk9MhIlxWApsUhtCSelaZWlgATXTCeSr1y6a51qHIUuRJZUVFko544nXE606nI1Em5gcaGgBFNbWNyXLdugHNLUBTEwrgQJdpleCDfjhPKRGZoshe4Kg/abSPtbXpAr756xF0/flQOJQmqNF9uhPl4nU4HWKSnYrTDrhEOH1NprrYuaOgEHKpF3w4gC7TKlEgtyBYL5vlunaBIMnGnuVOh4iWcBOEMgF8uAlodhh+pMQuQOXd+Ob+jej7676RDbHjiF3zVH5IoSB+fM+NeP1P76PLHX3N8Ysj5kfseth0Ad/85TC6TusGp6fA5EfiNY+dCyWlUJ12QMpssTcA4B1AxWVBCKIbsLCWqy4DtZsKUXZJAKuPbsePhv+fjPQJhUBRDxlCO6/IS6qM25c9i/dv+A14h93yk25V1nH8s0JUjsxuYdpM4R3AxVdwkXfOLcZv+4caxMFaVvEjcgu9002c9wiigC4/uChp9XItrOPo28eghc3/bXVJg+/Tuvy9MyYKqPjBRUnbL6Wzz2YXoLWo4J1meaVJwaFXD0NLmN+v+cOQjweh+rJbblOI2pcYP11haeMXWFsXmQufBwQxsmVYYvxkn4wPxn2AUKN5Gpgqqaj7uA5qlvaJXhEjF45MGnA3H27GWxe/hebD5qltSosC2SdDk8zXJZ19SlDpkH2ZIogCht0xLKP4HXj7QN7sIwji/IV38PBeWZq0+jbTgabDjqR3bZmso2VbU/7eSU5nnwaE/TboerK8LrEkeU0G/F85oSWsx6Y2q1BPKmAtmflT4CrAshfehttbBO/4qpT2pY3f9ub8xU8AvH3DEASzfaoEHPinB7JktkPXgZbjdiiqhrVH9kC1+rJ1FEEEqi5vSVoYTQoAe18pgRT97rLA7sTy6Q+ggBehy3zSdUxrnxqxL1E+V/ACcOEgPqP4nTqCrONH5BYadBPnPdKJFmy67E3I9eanA0zToTYp0FXzlGZHuQuXfjQRjtI8rV5eF8SGS9+EdML8NWY6+8K1QWh+GfIJsz+6rAOMgWlm+cLexRi1aSrc/Uqysk860YINl74JuS4hfnr6+A1ZORFCnuIXPBHEsr7L0HTUPINBDaloPtictOCXWC5iwsYJELNcnb5xWyOW9V2Gxm2NpnLZJ4OpLGmVW7FYBBhgL0p41y6NfYVdCztkX6YETwSxkFuYUfzubrg7b/YRBHH+IjfK2H/nLiink1cH1xUOLGFwY/c40PuZQRC8FucDdxAlap/caLaPscjAFglvRCmnZOgtGpRTCf7oCT+jiNVu9H1pKFwXpH9VLBWaruHI8cMInWzB/qmrk+LHWBvx+31/CBYXYu0oSjC6mniz2RCmA0qTkPSEWRCBvjf44HY78J/fuTnj6dGhhoi+UIO5nMkAGBf5CUDTdRzxnQRnj1xAW8LtlM4+RwGPvjf4LK923lGUILDyeS2j+F19my3r+BG5hQbdxHmPo8yJ3k+OhmB1deYmGft+uQ5qs7UtQjqKUCKiz+9Gw1Fm7Z+jrUyEo3sBBKv7RNe2YMv3VkA6YW1LqEQcZU70+d1oCCXW43fgvvzFTywTMer5UXB1tbaHh9wkY/1d6yE3ZWefp7cHfe7sA0/v5NcxUqHICoQiIWkGQjqkgNQh+zJFLBMxednkjOL35uQ382YfQRDnL4JHQOVPLoStyPruGMefPggtT7sn2KL2WR2k8l4bhC4CeK+195+VBgkH7tmZ8e4i4XAY8xbcB82po/JXgzKL37NH8hc/B1B1RTMcFgepqgwcXe1GKKRi2e4NGe8zbS8CSi4Owd7Oum1hTcH977+MYDgMTmCwqkaVdRxd7Yaap/RncwDDruEyit/Wd7Ss40fkFhp0E+c9vENAydXJ06/SoSs6Wvb4wJT8TV8rvboKvMNa0hScPFhYh81pzR8W0qD6wllvgcY7hKh91uMX3OMD1PzFr6qmCoLF+DGFwbfDB6ZkvmgbENnibfD/HWx5CzWmMKgtKmBxlpcu6x2yL1N4B4++k/tmFL+6zXV5s48giPMXXuBRNNwDXrD4cVQDpMMhsHzllwzts9ltYErkpxU0SYXWpAEZDuIKXAV45Y+vw+0pQtHo8szid0RKegKeK3gBKOquWLdPB6RGAbrGsKfhGLQM53ELTqDrCAlCO88wCuxOvHrTfXAJIpjKJc1ASGueFrHPqnxH4QWg60V8RvELnETW8SNyCw26ifOedNPL0+EoFTHinWtht/hkt6Okm16ejvDxIJR6CeHj1vxxXeTBqI1T4e7lzcq+dNPL0+EoFTH47WstzyzoKOmml6fDWerENZ9eA2dpdtOu0k0vT4ej0AHogM1l7UNYQXlBh+zLlHTTy9PhLHXirqN35c0+giDOX9qaXp4KoUhAr98NhOA5u9PL08qflKH5VCgnrcmLF7rR98WhELtlli81TcOer3cjVJ96enk6hCIBvRb0s/ylcUeJTC8vTZoenQ5BBPpM9aHQbcevrpgKlz2z6xyZXl6aNL08EU3XsefkUcCmA+CSppenw+Hi0Wfq2Z9eng5BBK6cZcs6fkRuoUH3WUB0FUDVGHSdQdUZVE1PfegMOossjJBOBkhfp2p6XnXoepp+9KivKdu2bkuWvv+ITKIfJn1RHfFlsXO+1In+i66GUCqaynUAnMtm9KuziB7JL2HXnDWQA7JZTxs6Yu3j/Uglp6eIN18iYsDiq8GXOg0bVE032Rffl62rCEd1IfguYly/gM5x4FyR7bhiOnQdCB5vwaYr/4nmYwEjlok2pPIjJsOXOiP2lYim68HAmeMX7UPyS9h35xrITXLydUq45vF2RPrM4u+pi4irXr8KhZXtLFcaRW6S8cmMT7KfXt7fgxGPj4Cnv7Xp5ZqqgXfx0NKsFpyIFJA6ZF+miF1EzNgwI6P4Lb16KU0vJ85LRFcBmCBAF2zGwYTodlgJ5bALgD1Sxmw8dLu53nTYhYhMmvpc64j0Y0+pw2RHnI543el0JMrE/IDdntQ2JstsvHHOlzpx4YO9YSsVTTIQbOBcyW1lmeGbJw5AC6oRXQn6U+lIZSfsAmBL9sFoH/XDVubChQ/2Bl/qTJLjnDYwu9kGvosDQoUdfBeHoSNWz7ni/IteD6VBwldzdyDoUxLqWq95KvtkpuHJPz8OxcPjwoWXJscvqo/ZzddDlhm++d0haArMcUgRJ+PcLkT2Q+czHzLYRKB6vA8Oi6+sqzJwZGURQiEVf/vyk8ynl3uBijEB2L1ty4U1BQs+XYaQIgM2PaPp5UdWFuVverkIjPoBl1H8Ni7Tso4fkVtoy7CzQK9+g9AsqeB5GxRVh7+dv96QykFrSS/T0s4qwvnSIavR/bbT9ONPUR5r47Cl1xGTSfQjlb5QXJnRLiRDLxXB8xEdsXIGG5z9StAsq+Cjc600nYO/JQy5IYxQmAMX14+D19Pq0FpkyFrkPOaHnELO4YjoCOmtdks6B61EhD8kG3tZ+1tkyHH2qdENzDVJBThAD2sIaVxkWlQUXRDgjC6WFtMBAFIoIu/3hcE7W59Oxl/zVH6Etdb4aSUiQjoHFueLDs4Uv1h5OBSGeioMaFE/Eq5T/DWP6dBaZITVyDZkGcMDzq5O618hakD4ZNjydO8kBKCoT5Hl/56aooEpDEy15htTWcfsyxQecHdzZxS/lhMt+bOPIPJIr36DoHpLoHHJ++IqHre5QIv8Echx+1/Lpd42+2+vPmc6tLhtyBJ1JGDoSNCdUkc6meLi5PI4G+B0Ak4nZI6DwJxAqQOy3d4qwwBnvxKoxYDGx+lp0aAFNDBVh1LiBgpdZj2pdNhsyXbGfk/0M3quxORKiiH0ckEud0VWJ4vKcaoGNAG60w6UlxvlTLeBaYfAyksj+gGgvBycBjg9NnCFGhAfkuPNYDKD7HZDKDevq2HYmsIPF4AX//IeeI5DWA0BpUWm+HEMcBbYoBUDXPz1aNGgNTMwbynkEpchn/Kax+pstsjKXc7snpoKrgymOOuAKnHQdYZToSboWcyDd3raH2gW2J1YNPVuODURiD7YsGRe1L58TS8HAKe178Mj6IAcRIfiR+SOTvWk+4033sC4ceNQVlYGjuOwdetWU31jYyN+9rOfoX///nC5XKiursbPf/5z+P1+k9yRI0cwceJEFBQUoGvXrrj//vuhqm3/ETY2NmLGjBnweDzwer2YPXs2mpvNC099+eWXuOKKKyCKIrp3744nnngiKz8P7NsJd3R7HrvAo7jQkfKwR9/hcAksZX1htI9CUUjbRz51uASWsp+YjlRtXQKD08ba1OESWEo/4vXF+xEri527WjTsn/wu1AYJhaJglDugIbzvNNwOwfDDxjOUVRVh6D++h6Iyu6mftnQUFzqS/EglF9MRHyf76RD2T34XrhbNGHQWFzpM9sXaF4oCtDoJap0Ee0Oo1UeBQVBVhPedNulwCQwlFxVi5LopqBhQBpfADB3xNqTyw2kzx89+OmS6HjyYKX6xPsqqijDgte9BKE7uO/Gax3QUFzogCgxptoJvE6lOwvtXvo+W49am5zu8DtS8XwNHlqvfBnYGsOaGNQjstLZvssPlAFNZ0pZc6XCVujpkX6ZIdRJe6P5CRvGbvXd23uwjzg0URcG8efMwZMgQFBYWoqqqCrNmzcLx48dNclZybSKSJGHu3LkoKyuD2+3G9ddfj7q6OpNMNnk/FQf27YRw6jQcjT7jsAci9tkDzaZyNDQADQ2RcwC8rJjq4w9ejmzZmK4+1zrQ0ABEPysl6jDJxemI151OR6JMzA/4/UltY7IAgHAYaGgAf6ABh27/DNpXta0y4ch+0OF9pyGcNLctUIPouSAyvdweaE7Sn0pHKjtjOpJiHD2P+aEdPoVDt38G/kCDSY7VRXTwYcVcvr8eWoMMtr/e0IGGBrATDQjvOw12orUf+P0Qq9zou/gSeES1tTzhmqfyQ6urwxcfvwvlmD85fg0NYHURfTaf+XoUqEH0/G1fCHKgVT7NNY+dx645wpk/3tUk4MCyUsjW3k6DIAK9rgugsNCOn42eAFHILM8oPuDI+6VQfO3YpevYcvwAeEEHGAers7AdIo9e1wXyNr1ck4BP/soyit/l021Zx4/ILZ1q0N3S0oJvf/vbWLBgQcr648eP4/jx41i4cCF27NiBxYsX491338Xs2bMNGU3TMHHiRMiyjM8++wx/+ctfsHjxYjz88MNt6p4xYwZ27tyJlStX4l//+hfWrFmDO+64w6gPBAIYN24cevTogc2bN+PJJ5/EI488gj/96U8Z+ymFghBsHHieg8BzEGx86oPnwHORGT3pZID0dYKNz6sOnk/TDx/1NWVbgI8+UEjff0Qm0Q+TvqiO+LLYeUG3Qgz913gI5aKpnEdkkbFYvzwX0aO3KNg18yPozbJZTxs6Yu3j/Uglx6eIt6NCxPAV41HQrdCwQbDxJvvi+7J1E+HsUQjHBWJcvwDPGFgosodJTAfPA3JtMzZ/+y3IJ1qMWCbakMqPmExBt0IMXzEejgrRdD04MHP8on3oLQr2z/oIepOcfJ0Srnm8HZE+M0esEDFuzTgUVlmcHh2QsWrKKsiBLKeXD/LgytevhGeQ9dXLeScPVbE2AJB8UofsyxSxQsSd39yZUfxevvTlvNlHnBsEg0Fs2bIFDz30ELZs2YI33ngDe/fuxaRJk0xy7eXaVPzyl7/EP//5T7z22mtYvXo1jh8/jh/84AdGfbZ5PxVSKAhOVcGrmnFw0cF7YjkUFVAiZZymg1fM9aZDUSMyaepzrSPSj5JSh8mOOB3xutPpSJSJ+QFFSWobk+U03Th3uDn0fLwPbIUwyUDVwELJbfVAGEce3Am1WYnoStCfSkcqO6GogJbsg9E+6oetkKHn433gcHNJciysgVMSbCgG7F0d4Ith6IjVs1Ccf9HrEa4N4avbt0CubUmoa73mqeyTg0G89MoLgKii559HJ8cvqo9TzNdDD4RxZP5eqH7JHIcUcTLOFRXQou+JZYhNBHpNacxoevShdzwIhlS8uPkDhFUlI312L1A9rrHd6eWypuLFLz5EUFIAnsHq93OypOPQO568Ti+/YmZm08vXv6ZlHT8it3Sq6eUzZ84EABw6dChl/eDBg/GPf/zD+L1379549NFHccstt0BVVQiCgPfffx+7du3CBx98gIqKCgwfPhy/+c1vMG/ePDzyyCNwOJK/9dm9ezfeffddbNy4ESNHjgQAPPPMM5gwYQIWLlyIqqoqLFmyBLIs46WXXoLD4cCgQYOwdetW/P73v2/3AwNxltEBuSEMrtjalkh5J2ofLrIorwJ6WM/f9N6ofVa3KMs7OhCuD+dvupcKNH3VFHmn28p/UB1gjOV1OlpG6EDziWbL73QTRCqKi4uxcuVKU9n//M//YNSoUThy5Aiqq6st5dpE/H4/XnzxRfztb3/Dd77zHQDAokWLcPHFF2P9+vUYM2ZMVnmf6CTogOpXLW95lXei9qHMorwa2cEDOX6V1iW68Mwjz8PhKIC/LgRb228MnFXUUH6f74UDAuzeti+Ay+7AsxPnoEB3IrvVZPJHuAWWB91E56aT/pezjt/vh8fjgRBd9GLdunUYMmQIKioqDJnx48fjJz/5CXbu3IkRI0Yk9bFu3Tp4vV7jQwAA1NTUgOd5fP7555g6dSrWrVuHK6+80pS8x48fjwULFuD06dMoKSlJaV84HEY4NsUoai8AyLICXeOgcjqUNFvvqJoGTdOgQIOiJH+tFlmMTYOiKGB66meEuqblUUfkG7XEflRNg66xlP0rihJZVEsQ0upQFAWaZoOqqSY/4vXFdOhqa1msvuVEAHtu/Ri93xwHxesyylVFhQoNsiIDCoOmaYDOwLk59F98BVhCP7CpaXUoigxFVaDrrX6Y6mJ9CHZoqgZF1414hOqasWvWxyj6aAo0UYfGOKNNzD5Fi/WlQK0LQqkNIXS8GTavvTUeakRe1yOLgijRb6VtXZwYvnoC7B4nQoEANJ2P6Ii75in9UFXwXCR+u2Z9jEHLv4vCokLjekDVTPGL9eHyuNBn0VUmP+Lvi/hrrqsKeC5OL+PR3NQENWxDU1NkNe1AIJD2HABOHTqFtTesxQW7LkCT1FrX3NIMCRICTQFTeZgLY+RfRyKMMMJN4Tb7T3Xu2+HDF7/6AnwVD+9grxH/5mBEX3OwGfam1utSIBaAyQxhNWzqL5194GHY157vVmPUlpxUJ2H5tcsxfdf0duMHAOCAKaum4Ouvv04ZvxipyqzUZSJzJtrkoo9c6IjJMta5PyDG4/f7wXEcvF4vAGu5NpHNmzdDURTU1NQYZQMGDEB1dTXWrVuHMWPGZJX3gfT5WdHM32gynQNjDJquQ9db69TouaprkXcnmR7ZUygFGtOhM91ok0iudai6Bug8bCl0xBOvI153Oh2JP2N+qLq5j3gZG9OhMQ1M1yAFwjj62CF0/+9eUEUnVF0DxzSA6VChQdUjfRr9iHZUPdQHfKEAzZfejngdagpfNMaDi/oRX2fU6zoYY5B9Mo4+dgiFT14M1a2b5HQwaAntFZ8K7bQKxadCqNbAsUisNR1Rf7TW7bp0HvYKET2fHwSBs0GSzXt1x655Sj80FRu2rsfYYTU4Om+bKX5A9N1jaNCY+XpAtKPq1z1NfvBMh5bimrfGKnLNGdPRooRhkyUElcjfTXMb5wDQ3KTgxHsVKP+hjKBulpMgoUXmTOUyF0bXmpMAgGlDr4Cia5Z0xc6lUwJOri+FXnASYlnrwDukAhIkBNUwmBLxb9Oxr3Ft99GALkJhiqkfRYFhnyrzRrnsktG1pgFyGn+txsWqT2qQx/63GS75odJu/AAAHDB4soKjAS1l/GKkKrNSl4nMmWiTiz5yoaclKtdufmadkIMHDzIA7IsvvmhT7uTJk6y6upr9+te/NsrmzJnDxo0bZ5JraWlhANiKFStS9vPoo4+yfv36JZV36dKFPffcc4wxxr73ve+xO+64w1S/c+dOBoDt2rUrrY3z589niHyNRgcddNBBBx0dOr755ps282JnIRQKsUsuuYRNnz7dKLOSaxNZsmQJczgcSeWXXXYZ+4//+A/GWHZ5nzHKz3TQQQcddJy5o738fNaedC9ZsgR33nmn8fs777yDK664wnL7QCCAiRMnYuDAgXjkkUdyYOGZ4YEHHsC9995r/K7rOhobG43F4joTgUAA3bt3xzfffAOPx9r7qkQrFL+OQfHrGBS/jtHZ48cYQ1NTU8op2GeDtnK4oii46aabwBjD888/f7ZMbJdzKT8Dnf8e7cxQ7DoGxa9jUPw6RmePn9X8fNYG3ZMmTcLo0aON3y+44ALLbZuamnDNNdegqKgIb775Juz21qmclZWV2LBhg0k+tsppZWVlyv4qKytRX19vKlNVFY2NjUabysrKpNVS2+sXAJxOJ5xx2zQBMKbadVY8Hk+nvKnPFSh+HYPi1zEofh2jM8evOLrtT2cgXQ6PDbgPHz6Mjz76yBRLK7k2kcrKSsiyDJ/PZ8qddXV1pvycad4Hzs38DHTue7SzQ7HrGBS/jkHx6xidOX5W8vNZW728qKgIffr0MQ6Xy9oiV7FVxB0OB5YvXw5RNC/uNHbsWGzfvt2U2FeuXAmPx4OBAwem7HPs2LHw+XzYvHmzUfbRRx9B13XjQ8XYsWOxZs2a1ndzo/32798/7fvcBEEQBHE+kiqHxwbc+/fvxwcffICyMvPqU1ZybSKXXnop7HY7PvzwQ6Ns7969OHLkCMaOHWv0m2neJwiCIIh80qm2DGtsbMTWrVuxa9cuAJHEunXrVtTW1gJoHXC3tLTgxRdfRCAQQG1tLWprayOLYAEYN24cBg4ciJkzZ2Lbtm1477338OCDD2Lu3LnGN9obNmzAgAEDcOzYMQDAxRdfjGuuuQZz5szBhg0bsHbtWtx99924+eabjakC06dPh8PhwOzZs7Fz5068+uqr+OMf/2iamkYQBEEQ/44oioIbbrgBmzZtwpIlS6BpmpGfZTmyiKKVXHvs2DEMGDDAeHJdXFyM2bNn495778WqVauwefNm3HbbbRg7dizGjBkDwFreJwiCIIizSptvfOeZRYsWpXwxff78+YwxxlatWpX25fWDBw8a/Rw6dIhde+21zOVysfLycnbfffcxRVGM+lg/8W1OnTrFpk2bxtxuN/N4POy2225jTU1NJvu2bdvGvv3tbzOn08kuuOAC9vjjj+cyHHlHkiQ2f/58JknS2TblnITi1zEofh2D4tcxKH4dI7YAaqpj1apVhlx7uTbWT3ybUCjEfvrTn7KSkhJWUFDApk6dyk6cOGHS317ePx+gezR7KHYdg+LXMSh+HeN8iR/H2Dm0/whBEARBEARBEARBnEN0qunlBEEQBEEQBEEQBHE+QYNugiAIgiAIgiAIgsgRNOgmCIIgCIIgCIIgiBxBg26CIAiCIAiCIAiCyBE06D6Pueuuu8BxHP7whz+YyhsbGzFjxgx4PB54vV7Mnj0bzc3NbfYlSRLmzp2LsrIyuN1uXH/99airqzPJHDlyBBMnTkRBQQG6du2K+++/H6qqnmm3coaiKJg3bx6GDBmCwsJCVFVVYdasWTh+/LhJjuJnnWeffRY9e/aEKIoYPXq0sQ1QOl577TUMGDAAoihiyJAhWLFihameMYaHH34Y3bp1g8vlQk1NDfbv359LF3LOY489hssuuwxFRUXo2rUrpkyZgr1795pkrNw/iViJVTb3cmfn8ccfB8dxuOeee4wyih/R2aD8nBmUn888lJ/bh/LzmeXfPj+fvYXTiVzyxhtvsGHDhrGqqir21FNPmequueYaNmzYMLZ+/Xr2ySefsD59+rBp06a12d9dd93Funfvzj788EO2adMmNmbMGPatb33LqFdVlQ0ePJjV1NSwL774gq1YsYKVl5ezBx54IBfu5QSfz8dqamrYq6++yvbs2cPWrVvHRo0axS699FKTHMXPGkuXLmUOh4O99NJLbOfOnWzOnDnM6/Wyurq6lPJr165lNpuNPfHEE2zXrl3swQcfZHa7nW3fvt2Qefzxx1lxcTFbtmwZ27ZtG5s0aRK76KKLWCgUypdbZ5zx48ezRYsWsR07drCtW7eyCRMmsOrqatbc3GzItHf/pMJKrLK5lzszGzZsYD179mRDhw5lv/jFL4xyih/RmaD8nDmUn88slJ+tQfn5zEH5mTEadJ+HHD16lF1wwQVsx44drEePHqakvmvXLgaAbdy40Sh75513GMdx7NixYyn78/l8zG63s9dee80o2717NwPA1q1bxxhjbMWKFYzneVZbW2vIPP/888zj8bBwOHyGPcwfGzZsYADY4cOHGWMUv0wYNWoUmzt3rvG7pmmsqqqKPfbYYynlb7rpJjZx4kRT2ejRo9mdd97JGGNM13VWWVnJnnzySaPe5/Mxp9PJXnnllRx4cHaor69nANjq1asZY9bun0SsxCqbe7kz09TUxPr27ctWrlzJrrrqKiOpU/yIzgTl5zMH5efsofycHZSfs4PycwSaXn6eoes6Zs6cifvvvx+DBg1Kql+3bh28Xi9GjhxplNXU1IDneXz++ecp+9y8eTMURUFNTY1RNmDAAFRXV2PdunVGv0OGDEFFRYUhM378eAQCAezcufNMuZd3/H4/OI6D1+sFQPGziizL2Lx5s8lnnudRU1Nj+JzIunXrTPJAJAYx+YMHD6K2ttYkU1xcjNGjR6ft81zE7/cDAEpLSwFYu38SsRKrbO7lzszcuXMxceLEpHuI4kd0Fig/n1koP2cH5efsofycHZSfIwhnTTORExYsWABBEPDzn/88ZX1tbS26du1qKhMEAaWlpaitrU3bxuFwGIktRkVFhdGmtrbWlJBi9bG6cxFJkjBv3jxMmzYNHo8HAMXPKg0NDdA0LaVPe/bsSdkmXQziYxQrSydzrqPrOu655x5cfvnlGDx4MABr908iVmKVzb3cWVm6dCm2bNmCjRs3JtVR/IjOAuXnMwfl5+yh/JwdlJ+zg/JzK/Sk+xxmyZIlcLvdxrF69Wr88Y9/xOLFi8Fx3Nk2r9OTGL9PPvnEqFMUBTfddBMYY3j++efPopXEvxNz587Fjh07sHTp0rNtyjnDN998g1/84hdYsmQJRFE82+YQBADKzx2F8jPR2aD8nDmUn83QoPscZtKkSdi6datxfPbZZ6ivr0d1dTUEQYAgCDh8+DDuu+8+9OzZEwBQWVmJ+vp6Uz+qqqKxsRGVlZUp9VRWVkKWZfh8PlN5XV2d0aaysjJptcHY7+n6Pdskxi82DSWW0A8fPoyVK1ca36IDFD+rlJeXw2azpfSprTi1JR/7mUmf5xJ33303/vWvf2HVqlW48MILjXIr908iVmKVzb3cGdm8eTPq6+txySWXGP/3Vq9ejaeffhqCIKCiooLiR+Qdys8dg/Jz7qD8nDmUn7OD8nMCZ+1tcuKM09DQwLZv3246qqqq2Lx589iePXsYY62LC2zatMlo995771laaOT11183yvbs2ZNyoZH4lS9feOEF5vF4mCRJuXA3J8iyzKZMmcIGDRrE6uvrk+opftYZNWoUu/vuu43fNU1jF1xwQZsLtXz/+983lY0dOzZpoZaFCxca9X6//5xfqEXXdTZ37lxWVVXF9u3bl1Rv5f5J1Wd7scrmXu6MBAKBpP97I0eOZLfccgvbvn07xY/oFFB+7jiUn88clJ+tQfm5Y1B+NkOD7vOcxNVRGYssoz9ixAj2+eefs08//ZT17dvXtIz+0aNHWf/+/dnnn39ulN11112surqaffTRR2zTpk1s7NixbOzYsUZ9bEuNcePGsa1bt7J3332XdenS5ZzaUkOWZTZp0iR24YUXsq1bt7ITJ04YR/wKpRQ/ayxdupQ5nU62ePFitmvXLnbHHXcwr9drrAA7c+ZM9qtf/cqQX7t2LRMEgS1cuJDt3r2bzZ8/P+WWJF6vl7311lvsyy+/ZJMnTz7ntyT5yU9+woqLi9nHH39suueCwaAh0979wxhj/fv3Z2+88Ybxu5VYtXcvn6vEr47KGMWP6JxQfrYO5eczC+Vna1B+PvP8O+dnGnSf56RK6qdOnWLTpk1jbrebeTwedtttt7Gmpiaj/uDBgwwAW7VqlVEWCoXYT3/6U1ZSUsIKCgrY1KlT2YkTJ0z9Hjp0iF177bXM5XKx8vJydt999zFFUXLp3hkl5neqIz4WFD/rPPPMM6y6upo5HA42atQotn79eqPuqquuYj/60Y9M8n//+99Zv379mMPhYIMGDWJvv/22qV7XdfbQQw+xiooK5nQ62Xe/+122d+/efLiSM9Ldc4sWLTJkrNw/iW2sxKq9e/lcJTGpU/yIzgjlZ+tQfj7zUH5uH8rPZ55/5/zMMcbYmZ+0ThAEQRAEQRAEQRAELaRGEARBEARBEARBEDmCBt0EQRAEQRAEQRAEkSNo0E0QBEEQBEEQBEEQOYIG3QRBEARBEARBEASRI2jQTRAEQRAEQRAEQRA5ggbdBEEQBEEQBEEQBJEjaNBNEARBEARBEARBEDmCBt0EQeSNF198EePGjcu5nnfffRfDhw+Hrus510UQBEEQ5zqUnwkit9CgmyCIvCBJEh566CHMnz8/57quueYa2O12LFmyJOe6CIIgCOJchvIzQeQeGnQTBJEXXn/9dXg8Hlx++eV50Xfrrbfi6aefzosugiAIgjhXofxMELmHBt0EQWTEyy+/jLKyMoTDYVP5lClTMHPmzLTtli5diuuuu85UdvXVV+Oee+5J6ufWW281fu/Zsyd++9vfYtasWXC73ejRoweWL1+OkydPYvLkyXC73Rg6dCg2bdpk6ue6667Dpk2b8PXXX2fnKEEQBEGcQ1B+JojOCw26CYLIiBtvvBGapmH58uVGWX19Pd5++23cfvvtadt9+umnGDlyZFY6n3rqKVx++eX44osvMHHiRMycOROzZs3CLbfcgi1btqB3796YNWsWGGNGm+rqalRUVOCTTz7JSidBEARBnEtQfiaIzgsNugmCyAiXy4Xp06dj0aJFRtn//u//orq6GldffXXKNj6fD36/H1VVVVnpnDBhAu6880707dsXDz/8MAKBAC677DLceOON6NevH+bNm4fdu3ejrq7O1K6qqgqHDx/OSidBEARBnEtQfiaIzgsNugmCyJg5c+bg/fffx7FjxwAAixcvxq233gqO41LKh0IhAIAoilnpGzp0qHFeUVEBABgyZEhSWX19vamdy+VCMBjMSidBEARBnGtQfiaIzolwtg0gCOLcY8SIERg2bBhefvlljBs3Djt37sTbb7+dVr6srAwcx+H06dPt9q1pWlKZ3W43zmMfHFKVJW5B0tjYiC5durSrkyAIgiDOByg/E0TnhJ50EwSRFT/+8Y+xePFiLFq0CDU1NejevXtaWYfDgYEDB2LXrl1JdYlTzg4cOHBG7JMkCV9//TVGjBhxRvojCIIgiHMBys8E0fmgQTdBEFkxffp0HD16FH/+85/bXKAlxvjx4/Hpp58mlb/11lt444038PXXX+PRRx/Frl27cPjwYWNqXLasX78eTqcTY8eO7VA/BEEQBHEuQfmZIDofNOgmCCIriouLcf3118PtdmPKlCntys+ePRsrVqyA3+83lU+cOBFPPPEEBg4ciDVr1uC5557Dhg0b8Ne//rVD9r3yyiuYMWMGCgoKOtQPQRAEQZxLUH4miM4Hx+LX8CcIgsiA7373uxg0aBCefvppS/I33ngjLrnkEjzwwAMAIvuADh8+HH/4wx/OqF0NDQ3o378/Nm3ahIsuuuiM9k0QBEEQnR3KzwTRuaAn3QRBZMzp06fx5ptv4uOPP8bcuXMtt3vyySfhdrtzaFmEQ4cO4bnnnqOEThAEQfxbQfmZIDontHo5QRAZM2LECJw+fRoLFixA//79Lbfr2bMnfvazn+XQsggjR47EyJEjc66HIAiCIDoTlJ8JonNC08sJgiAIgiAIgiAIIkfQ9HKCIAiCIAiCIAiCyBE06CYIgiAIgiAIgiCIHEGDboIgCIIgCIIgCILIETToJgiCIAiCIAiCIIgcQYNugiAIgiAIgiAIgsgRNOgmCIIgCIIgCIIgiBxBg26CIAiCIAiCIAiCyBE06CYIgiAIgiAIgiCIHEGDboIgCIIgCIIgCILIEf8fcubEO9CRFoYAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1000x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Grid, CPW ports\n",
    "fig, ax = plt.subplots(1, 2, figsize=(10, 6), tight_layout=True)\n",
    "sim.plot(x=-200, ax=ax[0], monitor_alpha=0)\n",
    "sim.plot_grid(x=-200, ax=ax[0], hlim=(-50, 50), vlim=(-120, -80))\n",
    "sim.plot(x=200, ax=ax[1], monitor_alpha=0)\n",
    "sim.plot_grid(x=200, ax=ax[1], hlim=(-50, 50), vlim=(-20, 20))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "48d2ed75-27b4-4837-a34d-57ce95009ad6",
   "metadata": {},
   "source": [
    "## Running the Simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "2578bdb5-0c5c-4c8c-850b-6d350ad22cb5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:29:54.978325Z",
     "iopub.status.busy": "2025-12-05T22:29:54.978217Z",
     "iopub.status.idle": "2025-12-05T22:33:12.252325Z",
     "shell.execute_reply": "2025-12-05T22:33:12.251921Z"
    }
   },
   "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\">17:29:55 EST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'TSV'</span> with resource_id                                \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'sid-53a4c1e5-291f-40b9-9206-d007301989da'</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;36m17:29:55 EST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'TSV'\u001b[0m with resource_id                                \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'sid-53a4c1e5-291f-40b9-9206-d007301989da'\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-f52fc7d8-8663-4464-9e7e-2c63954d0d2c\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/rf?taskId=pa-f52fc7d8-8663-4464-9e</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/rf?taskId=pa-f52fc7d8-8663-4464-9e7e-2c63954d0d2c\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">7e-2c63954d0d2c'</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=928596;https://tidy3d.simulation.cloud/rf?taskId=pa-f52fc7d8-8663-4464-9e7e-2c63954d0d2c\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/rf?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=942667;https://tidy3d.simulation.cloud/rf?taskId=pa-f52fc7d8-8663-4464-9e7e-2c63954d0d2c\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=928596;https://tidy3d.simulation.cloud/rf?taskId=pa-f52fc7d8-8663-4464-9e7e-2c63954d0d2c\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=49118;https://tidy3d.simulation.cloud/rf?taskId=pa-f52fc7d8-8663-4464-9e7e-2c63954d0d2c\u001b\\\u001b[32mpa\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=928596;https://tidy3d.simulation.cloud/rf?taskId=pa-f52fc7d8-8663-4464-9e7e-2c63954d0d2c\u001b\\\u001b[32m-f52fc7d8-8663-4464-9e\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=928596;https://tidy3d.simulation.cloud/rf?taskId=pa-f52fc7d8-8663-4464-9e7e-2c63954d0d2c\u001b\\\u001b[32m7e-2c63954d0d2c'\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=714770;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"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "572fbbce828a45ed9f03044ecb466397",
       "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\">17:30:05 EST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.243</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;36m17:30:05 EST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.243\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\">17:30:06 EST </span>Subtasks status - TSV                                              \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Group ID: <span style=\"color: #008000; text-decoration-color: #008000\">'pa-f52fc7d8-8663-4464-9e7e-2c63954d0d2c'</span>                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:30:06 EST\u001b[0m\u001b[2;36m \u001b[0mSubtasks status - TSV                                              \n",
       "\u001b[2;36m             \u001b[0mGroup ID: \u001b[32m'pa-f52fc7d8-8663-4464-9e7e-2c63954d0d2c'\u001b[0m                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d5bf78ba95e74694b3423ed814cc5e5a",
       "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\">17:30:14 EST </span>Batch status = running                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:30:14 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\">17:32:38 EST </span>Batch status = postprocess                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:32:38 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\">17:33:04 EST </span>Modeler has finished running successfully.                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:33:04 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\">17:33:05 EST </span>Billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.272</span>.                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:33:05 EST\u001b[0m\u001b[2;36m \u001b[0mBilled flex credit cost: \u001b[1;36m0.272\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": "068114221f194460a074b9f73778b2b0",
       "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\">17:33:11 EST </span>Loading component modeler data from data/tcm_data.hdf5             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m17:33:11 EST\u001b[0m\u001b[2;36m \u001b[0mLoading component modeler data from data/tcm_data.hdf5             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tcm_data = web.run(tcm, task_name=\"TSV\", path=\"data/tcm_data.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": "57c71145-78d4-4fc8-b8b2-d8c1ece0a2c5",
   "metadata": {},
   "source": [
    "We load the field monitor data and plot the various 2D magnitude profiles below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "a66c6566-8a7f-47b1-b02d-3f4daa1146f8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:33:13.415528Z",
     "iopub.status.busy": "2025-12-05T22:33:13.415437Z",
     "iopub.status.idle": "2025-12-05T22:33:13.417118Z",
     "shell.execute_reply": "2025-12-05T22:33:13.416838Z"
    }
   },
   "outputs": [],
   "source": [
    "# Load simulation data\n",
    "sim_data = tcm_data.data[\"WP1@0\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "a65ddb6a-4033-48cb-8788-561d2896cb27",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:33:13.418218Z",
     "iopub.status.busy": "2025-12-05T22:33:13.418129Z",
     "iopub.status.idle": "2025-12-05T22:33:14.323051Z",
     "shell.execute_reply": "2025-12-05T22:33:14.322566Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Field plots\n",
    "fig, ax = plt.subplots(2, 2, figsize=(10, 8), tight_layout=True)\n",
    "f_plot = f0\n",
    "sim_data.plot_field(\"TSV x-plane\", \"E\", val=\"abs\", f=f_plot, ax=ax[0, 0])\n",
    "ax[0, 0].set_xlim(-100, 100)\n",
    "ax[0, 0].set_ylim(-150, 50)\n",
    "sim_data.plot_field(\"TSV y-plane\", \"E\", val=\"abs\", f=f_plot, ax=ax[0, 1])\n",
    "ax[0, 1].set_xlim(-200, 200)\n",
    "ax[0, 1].set_ylim(-150, 50)\n",
    "sim_data.plot_field(\"TSV z-plane upper\", \"E\", val=\"abs\", f=f_plot, ax=ax[1, 0])\n",
    "ax[1, 0].set_xlim(-200, 200)\n",
    "ax[1, 0].set_ylim(-100, 100)\n",
    "sim_data.plot_field(\"TSV z-plane lower\", \"E\", val=\"abs\", f=f_plot, ax=ax[1, 1])\n",
    "ax[1, 1].set_xlim(-200, 200)\n",
    "ax[1, 1].set_ylim(-100, 100)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c776e503-518a-4404-8853-41c058ba6c30",
   "metadata": {},
   "source": [
    "### S-parameters"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "db3d23bf-c764-41f1-ab48-9d142d936c7f",
   "metadata": {},
   "source": [
    "We calculate the S-matrix and plot the insertion and return losses below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "6322eab9-7266-4d33-a179-9c40bcbc9403",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:33:14.324509Z",
     "iopub.status.busy": "2025-12-05T22:33:14.324392Z",
     "iopub.status.idle": "2025-12-05T22:33:14.864070Z",
     "shell.execute_reply": "2025-12-05T22:33:14.863664Z"
    }
   },
   "outputs": [],
   "source": [
    "# Calculate S-matrix from TCM data\n",
    "smat = tcm_data.smatrix()\n",
    "\n",
    "\n",
    "# Convenience functions to access S_ij\n",
    "def sparam(i, j):\n",
    "    return np.conjugate(smat.data.isel(port_in=j - 1, port_out=i - 1))\n",
    "\n",
    "\n",
    "def sparam_abs(i, j):\n",
    "    return np.abs(sparam(i, j))\n",
    "\n",
    "\n",
    "def sparam_dB(i, j):\n",
    "    return 20 * np.log10(sparam_abs(i, j))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "ec754586-5d41-46c5-97d4-aa016468074e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:33:14.865709Z",
     "iopub.status.busy": "2025-12-05T22:33:14.865600Z",
     "iopub.status.idle": "2025-12-05T22:33:15.106730Z",
     "shell.execute_reply": "2025-12-05T22:33:15.106385Z"
    }
   },
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(2, 1, figsize=(10, 8), tight_layout=True)\n",
    "ax[0].plot(freqs / 1e9, sparam_dB(1, 1), \"r\", label=\"|S11|$^2$\")\n",
    "ax[0].set_title(\"Return loss\")\n",
    "ax[1].plot(freqs / 1e9, sparam_dB(1, 2), \"b\", label=\"|S21|$^2$\")\n",
    "ax[1].set_title(\"Insertion loss\")\n",
    "for axis in ax:\n",
    "    axis.legend()\n",
    "    axis.grid()\n",
    "    axis.set_xlabel(\"f (GHz)\")\n",
    "    axis.set_ylabel(\"dB\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "8802eba8-47d0-4f4d-9791-8b4db37b68ab",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "applications": [
   "Microwave and RF devices"
  ],
  "description": "This notebook demonstrates how to simulate a through-silicon via connected to a co-planar waveguide.",
  "feature_image": "./img/tsv_render.png",
  "features": [
   "Smatrix plugin",
   "Wave port"
  ],
  "kernelspec": {
   "display_name": "tidy3d_frontend",
   "language": "python",
   "name": "python3"
  },
  "keywords": "co-planar waveguide, interconnect, high-speed, through-silicon via, packaging, broadband, waveguide, microwave, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
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