{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "a9ee4270-bc20-4a7a-aa29-0825bccd5f2b",
   "metadata": {},
   "source": [
    "---\n",
    "Plotting Figure 3\n",
    "---\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "61b02a47-b3ff-409f-801f-46c8481bbe11",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.image as image\n",
    "import scipy.ndimage as ndimage\n",
    "# load modules\n",
    "import matplotlib as mpl\n",
    "from matplotlib.offsetbox import (OffsetImage, AnnotationBbox)\n",
    "import os\n",
    "from nice_figures import *\n",
    "\n",
    "\n",
    "figsizes = load_style()\n",
    "mpl.rcParams.update({'figure.autolayout' : False})\n",
    "\n",
    "plt.rcParams.update({\n",
    "    \"text.usetex\": True,\n",
    "    \"font.family\": \"lmodern\"\n",
    "})\n",
    "\n",
    "plt.rcParams['mathtext.fontset'] = 'stix'\n",
    "mpl.rcParams['mathtext.fontset'] = 'custom'\n",
    "mpl.rcParams['mathtext.rm'] = 'lmodern'\n",
    "mpl.rcParams['mathtext.it'] = 'lmodern:italic'\n",
    "mpl.rcParams['mathtext.bf'] = 'lmodern:bold'\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "3b050b03-75e3-4d9b-ae90-9060b73a7e44",
   "metadata": {},
   "outputs": [],
   "source": [
    "Ps17 = np.loadtxt(\"./Figures_Dataset/Fig3/Fig3_Periods_U1_1.7.txt\")\n",
    "Xs17 = np.loadtxt(\"./Figures_Dataset/Fig3/Fig3_Critical_X_U1_1.7.txt\")\n",
    "vs17 = np.load(\"./Figures_Dataset/Fig3/Fig3_Variances_U1_1.7.npy\")\n",
    "max_peak = np.loadtxt(\"./Figures_Dataset/Fig3/Fig3_First_peak_U1_1.7.txt\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "4c3f971e-bacb-4a10-ae61-98a5d7484a10",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Square Cage\n",
    "def generate_square_lattice(a_s):\n",
    "    dr = np.sqrt(a_s**2/2)\n",
    "    x0 = 0.\n",
    "    y0 = 0.\n",
    "    n = 4\n",
    "    cage_positions = []\n",
    "    cage_positions.append(np.array([x0,y0]))\n",
    "    p1 = np.array([x0+dr, y0])\n",
    "    cage_positions.append(p1)\n",
    "    p2 = np.array([x0-dr, y0])\n",
    "    cage_positions.append(p2)\n",
    "    p3 = np.array([x0, y0+dr])\n",
    "    cage_positions.append(p3)\n",
    "    p4 = np.array([x0, y0-dr])\n",
    "    cage_positions.append(p4)\n",
    "    return np.array(cage_positions)\n",
    "\n",
    "positions1 = generate_square_lattice(np.sqrt(2/0.7))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "22fd1bf7-e595-442d-95d4-48886152f0d6",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Hexagonal cage\n",
    "def a_s(n):\n",
    "    return np.sqrt(1/(n*np.sin(2*np.pi/3)))\n",
    "aas = a_s(0.7)\n",
    "d = aas*np.sin(2*np.pi/3)#\n",
    "x0 = -(aas/2)\n",
    "y0=-d\n",
    "\n",
    "positions0 = []\n",
    "\n",
    "for i in range(0, 2):\n",
    "    positions0.append([x0, y0])\n",
    "    x0 += aas\n",
    "x0 = -1*aas\n",
    "for i in range(0, 3):\n",
    "    positions0.append([x0, y0+d])\n",
    "    x0 += aas#2*0.62\n",
    "x0 = -(aas/2)\n",
    "for i in range(0, 2):\n",
    "    positions0.append([x0, y0+2*d])\n",
    "    x0 += aas\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "9a09a9ea-b6fb-4145-9f62-79059cd73570",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1.1122855515844319\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_36610/719274339.py:95: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n",
      "  fig.tight_layout()\n",
      "/tmp/ipykernel_36610/719274339.py:104: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n",
      "  plt.tight_layout()\n",
      "/home/abolfazl/pythons/p3104/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n"
     ]
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAABZkAAAPXCAYAAABJsUV5AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAC4jAAAuIwF4pT92AAEAAElEQVR4nOzdeXwU9f3H8dduDhJyECDcoCFBK0fAJkir1qOSaEWsR0Gx1RZFQtXW1qMgitXW8tNQD6ytSryw9UJStEKpNvGoVVEgUU6rSIzcSQhZcp87vz9mj5nZ2WTvTeDzfDzySGZ2ju9OdnO897Ofr0VRFAUhhBBCCCGEEEIIIYQQIgDWaA9ACCGEEEIIIYQQQgghRN8lIbMQQgghhBBCCCGEEEKIgEnILIQQQgghhBBCCCGEECJgEjILIYQQQgghhBBCCCGECJiEzEIIIYQQQgghhBBCCCECJiGzEEIIIYQQQgghhBBCiIBJyCyEEEIIIYQQQgghhBAiYBIyCyGEEEIIIYQQQgghhAiYhMxCCCGEEEIIIYQQQgghAiYhsxBCCCGEEEIIIYQQQoiAScgshBBCCCGEEEIIIYQQImASMgshhBBCCCGEEEIIIYQImITMQgghhBBCCCGEEEIIIQImIbMQQgghhBBCCCGEEEKIgEnILIQQQgghhBBCCCGEECJgEjILIYQQQgghhBBCCCGECJiEzEIIIYQQQgghhBBCCCECJiGzEEIIIYQQQgghhBBCiIBJyCyEEEIIIYQQQgghhBAiYBIyCyGEEEIIIYQQQgghhAiYhMxCCCGEEEIIIYQQQgghAiYhsxBCCCGEEEIIIYQQQoiAScgshBBCCCGEEEIIIYQQImASMgshhBBCCCGEEEIIIYQImITMQgghhBBCCCGEEEIIIQImIbMQQgghhBBCCCGEEEKIgMVGewAi9Gw2G//5z39cy2PGjKFfv35RHJEQQgghhBBCCCGEECKc2tra2Lt3r2v5nHPOIS0tLSLnlpD5GPSf//yHSy+9NNrDEEIIIYQQQgghhBBCRMnrr7/OJZdcEpFzSbsMIYQQQgghhBBCCCGEEAGTkFkIIYQQQgghhBBCCCFEwKRdxjFozJgxputff/11xo0bF+HRiGj76quvdO1T5HEQXnK9vTuerk0o72tzczMrV67UrZs7dy79+/cPYoQ960vfr9441t4ypt4yjnCJ1vNDiO4c68874Rt5HESWXO/uHS/X51i4n33pPvTWsfaGcUVzDMZze8sIw0FC5mOQt0n+xo0bx8SJEyM8GtHbyOMgsuR6e3c8XZtg7mtTUxNDhw7VrZswYQJJSUmhGJrP+tL3qzeOtbeMqbeMI1R6y/NDiO4ca887ERh5HESWXO/uHS/X51i4n33pPvTWsfaGcUVzDN4ywnCQdhlCCCGEEEIIIYQQQgghAiYhsxBCCCGEEEIIIYQQQoiAScgshBBCCCGEEEIIIYQQImASMgshhBBCCCGEEEIIIYQImITMQgghhBBCCCGEEEIIIQImIbMQQgghhBBCCCGEEEKIgEnILIQQQgghhBBCCCGEECJgEjILIYQQQgghhBBCCCGECJiEzEIIIYQQQgghhBBCCCECJiGzEEIIIYQQQgghhBBCiIBJyCyEEEIIIYQQQgghhBAiYLHRHoAIvxtuuIGhQ4cyZMiQaA9FRMGQIUO45557dMsifOR6e3c8XZtj4b72pfvQG8faW8bUW8YhxPFEnncC5HEQaXK9u3e8XJ9j4X72pfvQW8faG8bVG8YQDRZFUZRoD0KE1o4dO5g0aZJrefv27UycODGKIxJCCBGopqYmHnzwQd2622+/naSkpCiNSIjeQ54fQgghhBBCuEUzE+yV7TJsNhtFRUXk5+eTlZWFxWLBYrEwcOBA8vPzWbZsWbSH6KG8vJxFixaRm5vLwIEDXePNzc1lwYIFVFRURHuIQgghhBBCCCGEEEIIEXK9LmRetGgRAwcOZMGCBZSWlurCWZvNRmlpqWuboqKiKI5UVV5eTm5uLrm5uSxbtoyKigqmTp3KwoULycvLo6KigqKiIrKyssjPz5ewWQghhBBCCCGEEEIIcUzpNSFzRUUFWVlZPlcp22w2FixYQG5ubphH5l1RURG5ubmUl5cDUFBQwNdff01JSQmFhYWsXr2auro6CgoKACgtLSUrK4vS0tKojVkIIYQQQgghhBBCCCFCqVeEzDabjdzcXFeVb1paGnl5eRQUFLgqgtPS0kz3LS8vZ/bs2REcrWrZsmUsWLDAtVxQUMCKFStMx7lixQoWLlzoWs7Pz6e4uDgSwxRCCCGEEEIIIYQQQoiw6hUhc25uLjabjczMTFasWEFdXR0lJSWsWLGCwsJCSkpKqKuro7Cw0HT/4uLiiFYHFxcXs2jRItdyTk4OK1as6HafwsJCcnJyXMuzZ892VUALIYQQQgghhBBCCCFEXxX1kHn27NlUVFSQl5fH7t27Xa0lzCxcuJDdu3eb3tZTyBsqNpuN+fPn69Z5C7+NjNtNnz49ZOMSQgghhBBCCCGEEEKIaIhqyFxRUUFxcTF5eXmUlJT4tI+z2tkoUpXM999/PzabTTeevLw8n/bNy8vTVTPbbDZdRbQQQgghhBBCCCGEEEL0NVENmRctWkRmZqbPAbNTQUGBR+9jbfAbTkVFRbplbV9mX1x55ZW65WXLlkVs7EIIIYQQQgghhBBCCBFqsdE6sc1mo7i4mLKysoD2nzp1akT7MIMaMBsD4VmzZvl1jFmzZnlUL99///0+t9wQ4nhQU1PD1q1baWhooKWlhdbWVhRFITExkYSEBJKTk5k4cSIjR46M9lD7lAMHDrBjxw4aGxtpbW2lpaUFi8VCQkICiYmJpKSkMHnyZIYMGRLtoQohhBBCCCGEEKIPiVrIfOTIEVasWKFrH+GPnJwcXchsrGwOB2MQnJaWRmZmpl/HyMzMJC0tTRdWFxUVScgsjls1NTWUlZVRVlbG5s2bKSsrY+/evT7tO3z4cKZOnUpubq7rQ4Jn1YEDB1zX1XltDx065NO+Y8aMITc3V3dtJXgWQgghhBBCCCGEN1ELmTMzM7ud5K8nxopiX/siB6q8vJyKigrduqlTpwZ0LGMVts1mo7y8PODAXYi+5ujRo/z1r3/lySefZOfOnQEf59ChQ6xbt45169a51jl/tlx33XXHXTBaU1PDs88+S1FRkcfPK3/s3buXvXv38vrrr7vWTZgwgZ///Of89Kc/ZcCAASEYrRBCCCGEEEIIIY4VUe3JHAxjgBLuSmCz1hzBVGEbrVq1KqBjCdGXbNmyhQULFjBy5EhuvvnmoAJmbyoqKrjjjjsYPXo0P/3pT/n4449RFCXk5+ktFEVhw4YNXHPNNYwePZo77rgjqIDZm507d3LzzTczatQoFixYwJYtW0J+DiGEEEIIIYQQQvRNfTZk1oa+Cxcu9Ltthb82bdrksS4rKyugY5ntF+n+0kJEit1u55VXXuHMM8/k1FNPpaioiObmZh/2TATGAZOA0xwf2cBJQHKPe7e3t/O3v/2N008/nZycHJ5++mk6OzuDuCe9S2dnJ08//TQ5OTmcccYZvPDCC7S3t/uwZwrqNczGfV0noV7rxB73bmpqoqioiFNPPZUzzzyTV155BbvdHsQ9EUIIIYQQQgghRF8XtXYZwdBOnFdQUBCRfsZmIXCgwbbZfuXl5QEdS4jerLKyknnz5vHOO+/0sGV/4FQgF5jq+HwKEONlezuwCyjTfJQDDaZbf/bZZ8yfP5+ioiKee+45Jk6c6O9d6VV27NjBtddea/ril14KkIN6PZ3XdhzeX1/sAv4HbMZ9XT8DzF8U+Oijj/joo4946qmneOaZZ8jIyPDzngghhBBCCCGEEOJY0OcqmcvLy1m2bBmgVjCvWLEi7OesqKjw6AENMGjQoICO522/cLzFXYhosNvtPPHEE0yaNKmbgDkGmAW8DdQDHwJ/An4KTMR7wAzqj65vAT8GHgLeA2zAR479+5nutWnTJnJycrj//vv7ZFVzZ2cn999/Pzk5Od0EzP1Qr8FHqNfkPdRr9GPgZLr/sR+Deu1/hvq9+BD1e/M26vfK/HvyzjvvMGnSJJ544gmpahZCCCGEEEIIIY5DfSpkrqioYPr06aSlpVFSUhKRCmbnec2EspIZpJpZHBsqKyvJz8/nxhtvpKmpyWSLkcC9wDfAauA8ug+UfWUFTgeeB/YBhcBYj63a29u58847OeOMM9ixY0cIzhsZO3bs4IwzzuDOO+/00hZjLLAM9b4/j3otQvEjPgb1e7Qa9Xt2DzDCY6umpiZuvPFG8vPzqaysDMF5hRBCCCGEEEII0Vf0mZC5tLSU3NxcbDYbNpuNFStWRKzy16yKGSAtLS2g43nb78iRIwEdT4jeYuXKld1UL48BVgGVqEHlqDCOJB1YiNpSYx1q6w09Z1Xzww8/3KsnBlQUhYceeqib6uVTUO/jV8BvUO97uIzC/QLBKtTvqZ6zqnnlypVhHIcQQgghhBBCCCF6k17fk7miooJFixZRXFysW19cXExxcTEFBQVhb5kRqfDXW5gdrK+++srvfYYMGcLQoUPDMBpxrHrggQdYvHixl1sLgD8CqREcEahVuBehVuLeg9o2wt3Oob29ndtuu439+/fz4IMPYrFYIjy+7imKwm233cYjjzxicqsVuB34HZAQ2YERB1wB/MAxhqd0tzY1NXHttddSVVWl66EvhBBCCCGEEEII31RXV1NTU+PXPoFkgKHSa0Pm0tJSCgsLTSfc0yoqKmLz5s28/fbbAVcW92T37t1hOa5RbW1tWI576aWX+r3PPffcw7333hvysYhjj6IoLF682Ev7mjHAM0B+hEdllIjaSuJyYC7whe7Whx9+mKNHj7JixQpiYkLRuiN4XV1dFBQU8Oyzz5rcegrwHPDdCI/KKBUoQu3XfD2wV3frHXfcgc1m4//+7/96XYAvhBBCCCGEEEL0Zo8//ji/+93voj0Mn/W6dhk2m42BAweSn5/fY8DsVF5ezvTp08M6pkiI1HmECKU77rjDS8B8PbCd6AfMWt8FPkVtK6EPPZ955hmuv/76XjFxnd1uZ968eSYBswV17J8S/YBZ63xgG+r3XK/7CnchhBBCCCGEEEIcC3pdyJyWlsbXX39NXV0ddXV17N69m9WrV1NQUNBtpXJ5eXnY3pYdrgppIfq6Bx54gGXLlpncshy1hUKk22P4wlnV/DeMEw6uXLmSW2+9Nao9mhVF4ZZbbuH555833BIDvIA69ki3x/DFANTvuWdrj8LCQh544IGIj0gIIYQQQgghhBCR0SvbZWhD3bS0NDIzM5k1axYrVqxg0aJFXkItWLZsGYsXLw55KDx48OCQHs+bcIXZr7/+OuPGjfNrnyFDhoRlLOLY8fTTT5tUqFpR22PMjfyA/PYT1BB8NtDmWvvoo48yZMgQ7rrrrqiM6v/+7//405/+ZFjbD1gNXByFEfnr16iB8/Vo+18vXryYIUOGMG/evCiNSwghhBBCCCGE6DtuvPFGZs+e7dc+X331VUBtc0OhV4bM3SksLGTBggXk5uaatpd49dVXKSgoCOk5I1XJnJWVFZbjjhs3jokTJ4bl2OL4tGvXLm6++WaTW54Ffhbp4QThYuDvwKVAp2vtb3/7W/Lz85k2bVpER/PJJ5/w29/+1rA2FlgDzIjoWIJzLWprj2t1a3/5y19y9tlnc9JJJ0VlVEIIIYQQQgghRF8xdOhQhg4dGu1h+KzXtcvwRWZmJm+//bbpbatXrw75+QYNGhTyY0bzPEIEo6uri2uvvZaWlhbDLcvpWwGz00XAX9H2aLbb7Vx77bW0trZGbBStra1ce+21hp7QFtS2Hn0pYHaai/qYcGtpaeG6667rFX2vhRBCCCGEEEIIETp9MmQGyMnJMZ1sbPPmzSE/l7dK5kAn6vO2n/R+Fn3BY489xocffmhYeyPwq2gMJ0SuAvQztu7cuTOis7jee++9fP7554a1vwfmRGwMofcr1MeG2wcffMBjjz0WneEIIYQQQgghhBAiLPpsyAywcOFCj2A20OC3O1OnTjVdf+TIkYCO522/zMzMgI4nRKTs2rWLO++807A2E3Uyur7uDiBHt2bZsmVs3Lgx7Gf+5JNP+OMf/2hYm+sYU19XCIzVrVm8eDG7du2KznCEEEIIIYQQQggRcn06ZAZC3n/ZjHPyQaOKioqAjme2n7dzCNFbeG+T8QyQFI0hhVgcsNLxWRWJthnmbTLiHWPpc23zTSSj9up2k7YZQgghhBBCCCHEsaXPh8ynnXZaRM6Tk5PjsS6U7TLy8vICOpYQkbJy5UqTNhm/AM6NwmjCJRu4R7dm586dPPTQQ2E740MPPWTSJuMeYFLYzhl55wI36dZ88MEHPPfcc1EZjRBCCCGEEEIIIUKrz4fMxurfcFUD5+fne6wLZSVzpMJyIQKhKAqPPvqoYW0m8EA0hhNmCzG2zXj88cfp6OgI+Zk6Ojr4y1/+Ylib6xjDseYBjG0z/vSnP6EoSnSGI4QQQgghhBBCiJDp8yGzsSdzuEJms0rjTZs2BXQss/2kkln0Zh9++CHbtm0zrP0Tx0abDKM4YIVuzYEDB3jjjTdCfqZ//OMfHDx40LD2SY6NNhlGyaiPGbetW7fy0UcfRWc4QgghhBBCCCGECJk+HzIbW0/Mnj07LOfJzMz0aJlRXl4e0LGM+5kdW4je5PHHHzesyQIujMZQImQqcLpujec1CJ7nMc9wnPtYNQO1At4tHNdVCCGEEEIIIYQQkdXnQ+bNmzfrlq+44oqwnWvBggW65YqKCr/7MttsNo92GYsWLQp2aEKETVVVFcXFxYa1N3AM/PjowY26pXfeecekd3LgPv/8c959991uz3nssaI+dtxWr15NdXV1dIYjhBBCCCGEEEKIkOjzKVFJSYnr64KCAo/2GaFkFmC/+uqrfh3DbPuCgoKAxyREuD3zzDOGfsQJwNwojSaSZgHpujVPPvlkyI7+xBNPGNYMcZzzWHct0M+11NHRwTPPPBO94QghhBBCCCGEECJofTpkrqio0FVYFhYW+rV/aWkpxcXFPk/gl5aW5hEIr1692q9zGrdfuPBYnOBLHCvsdjsrVqwwrJ0DDI7GcCIsAbhet2blypU0NzcHfeTm5maef/55w9rr0Yavx67BqI8htyeffBK73R6d4QghhBBCCCGEECJoUQ2ZbTYbpaWlPoe8Rtr+y6tXr/a5itlms5Gbm0t+fj6zZ88mKyuLoqIin/Y1Btn+jL+iooLS0lLXclpaGosXL/ZpXyGiYdeuXezZs8ew9gbTbY9NCwCLa6m+vt6jRU8gNm3aRH19vWaNBTie3tGgbwuyZ88evvrqqyiNRQghhBBCCCGEEMGKWshcUVHB2LFjyc/PJysri6ysLJO+r94VFRW5JtBbsWIFs2b5/jbzRYsWeUy+t2DBAp/C4rS0NI9qZGOvZm+M2z311FNhbe8hRLDKysoMa4YD06IxlCjJAKbo1nheE/95HuNUx7mOF6cBw3RrQnFdhRBCCCGEEEIIER1RC5mLi4t1k+ZVVFQwe/ZscnNzPQJgo0WLFrFgwQJX4OtvT2NtNbEv641mzZqla3NRWlrKsmXLut1n2bJluuMXFhb6FYwLEQ2ewV9uVMYRXfr7HJ6Q+Xi7rhbCcV2FEEIIIYQQQggRHVELmXNyckzXl5eXu1pZOKuVbTYb5eXlLFu2jKysLJYtW8asWbP4+uuvAwpqvVUPDxo0yOdjFBYW6lpnLFq0iEWLFplua7ytsLBQejGLPsEz+JsalXFEl4TM4aF/LEnILIQQQgghhBBC9F2x0TpxXl4eCxcu9FoBXFpaalpZXFBQwKJFi8jMzAz43AsWLPBoXZGZmUleXp5fx1m4cCF5eXnMnz/fFYIXFRWRl5dHZmamqwezs2I7JyeHp556ymvALkRvYrfbTd5VcDyGofr7/MUXX9DQ0EBKSkpAR6uvr+fLL7/s9hzHB8/w3m63Y7X26flohRBCCCGEEEKI41LUQmZQK3oXLFjAihUrXGGssy9yWloamZmZDBo0iPz8fPLy8kIWzjrbaxQWFlJRUcGsWbMoLCwMqD9yTk4OZWVllJeXs2rVKlc4brPZSEtLY9CgQVxxxRXMnj3b7xBbiGjatWsXDQ0NhrXHYxg6GfVHZScAiqLw6aefcvbZZwd0tE8//RRFUTRrYoHsYAfZB+kfSw0NDXz11VecfPLJURqPEEIIIYQQQgghAhXVkBnUCmJt24lIKSgo8LuXc3dycnKkQlkcU7Zs2WJYMxwYGfFxJFobOSHhC6x0sbftZBq70iI8ggRgEvCZa82WLVsCDpk9r2u24xyRlRxjY0y/L7ETwzctWbQqaREewUjUyf+qXGu2bNkiIbMQQgghhBBCCNEHRT1kFkL0TkePHjWsyYj4GDITtnLLmF8xKK4agMauVB7b9xDbm86I8Egy0IbM2klL/eV5XU8M+FiBmpT0Eb8cfRsJ1gbWHT6FE/qlsrvl11S0To7gKCzAWLQhczDXVQghhBBCCCGEENEjzS+FEKZaWloMaxIjev6UmCPcdsIvXAEzQHJMPb8e/WuGxO2N6FiMlcatra0BHyna13VI3F5+PfrXHOmwcM/X01ldk01qbAO3nfALUmKORHQsobyuQgghhBBCCCGEiB4JmYUQpjwDv8iGoSf3/5S02FoA7IoVu2JRRxHTRHbShoiOxXjfgwlDo31dJyV9yJtHTmBJRR6VrYMA6G/tIC22lpMTP4voWEJ5XYUQQgghhBBCCBE90i5DCGHKbrcb1lgiev44S5vra6tFP5Z4a6TDSP3rcV1dXQEfKbrXtYqyhq+p79JPNJgY0wFAXB++rkIIIYQQQgghhIgeCZmFEKYSEoyT0bWZbhcula0T6FRiibV0etz2VUskewcD6MPXxMTAq4+jc127gA+A96nvMobcaiVzpxJLZeuECIxFK3TXVQghhBBCCCGEENEj7TKEEKY8w1BjL+HwOtSewcqDd2FX9D+mXq2+ma9aTo3oWIz33fPa+C7y1/UQ8DTwHuAZMAMkWLtYeXAJh9ozwjwWo9BdVyGEEEIIIYQQQkSPVDILIUwlJSUZ1lSbbhdO79quYF/bSWQnbcBq6eTz5tPY0XR6xMdhvO/9+/cP+EiRu65dwH8dH+bhstOLVXext+28MI2jO6G7rkIIIYQQQgghelBbC4MHR3sU4hglIbMQwtT48eMNa3YB9UBqRMexq+Xb7Gr5dkTPqWcHPtOtmTAh8LYSntf1M8c5Qv3Gkm+AzfQUMAPsbZsS4nP74ijwlW5NMNdVCCGEEEIIIUQ31q2Dq66Cl1+GmTOjPRpxDJJ2GUIIU9nZ2cTFxRnWlvewlwIDvoHE2nANK3QsdhhYAfGNPWz4JaDfJjc3N+DTeu7bgBrgdyPBBsO2Qky7H2fKBH4JnEnPkwv28+O4PUg+BEN2qte3W/rHUlxcHJMmTQrdOIQQQgghhBDHp9og/x8Ndv9QHycU1q2Dyy+Hxkb187p1oTt2b7qf/uir4+5OlO+ThMxCCFP9+vUzCf3KvO8wcDf8/NtwSwbcNhLyF/oQNEZJxntw6yj4VRbcOhq+/Ww3G+vv88iRIxk+fHjApx4xYgQjRozo9hw6335GHesNU+DmcXDif/w4Wz8gD0j2YbtgKZD/G3WsN02Eglz1MeGV/j5nZ2fTr18Iw24hhBBCCCGixd+gJ1LBUCDn6WtB3Lp1kJEReIga7P6hPg4E/T2oefFFll5yCZM7OhgOTO7oYOkll1Dz4ovBjy2U99MonI+9cI5bK5LPH+d9eu+9yJ3TQEJmIYRXnlW3XsLQmDa46ocwfIu6HNsOZ/4Rpj0W1vEFJHUvzLkEUg6pywlH4ZJ5avBsarNuKZgqZu/H2Gy6HRnvwg/nQ3yzujxgL/z4YkjZ78fZ6lGrpb2xEpLOSd99FM58EKyOFxZGfAY/ntlN9bX+sRSK6yqEEEIIIfqQcIQvITxmTU0NS5cuZfLkyQwfNozJkyezdOlSampqut9+7FiGDxnC5LFjQ7q9TiD3049QLdCx+XvNQrWva/9rrmHyxRczvLGRyRdfzNJrronY/mE5TqCPD41NDz/MhKuvZondzjagCtgGLLHbmXD11Wx6+GG/jqcThuroUN3vboWzqpsI3Qfj+TSPuct+8YuwnMcnijjmbN++XQFcH9u3b4/2kEQf9eSTT+oeS3CSAornx9QnFO7F8+OOAQrx9eb7ROtjxk3mYy3IVcBuss9Zumtw7733Bn1d7733XsN1Pdt8rNedaT7Wi6/34z7fa/Lxfwosc3y9LPhr2u+owqI087FOfdzLfuN01+DJJ58MwSP22NTY2Kjce++9uo/GxsZoD0uIXkGeH0II4aPDh8N+iurqauUPf/iDkp2drQwbNkzJzs5W/vCHPyjV1dWe22RkKMMsFiU7I8Njm4DP68MxfRmjoijKxo0blfT0dMPf7OpHenq6snHjxohuH8y1q66uVv5w9dVKNijDQMkG5Q9XX+11v0DGFsx+we7r2j811Xz/1NSw7x+W4wRxPZyqX3hBSdfsmw3KPMdn1/FAqX7hBZ+OZzz2H6xW/ePKag3oWE6hut+RHrdWJO6Dx/m8POaikQlKyHwMkpBZhMqmTZtMfkh94xkY3jjRPGC8FzWAjnaw7ApDbQp3Jnkf66iPDfscVSBRd//XrVsX9HVdu3at4ZomOs6lOffITd7HeVeiQkKdD/d5t2IeMtsVaFHgLQX+HPx1zV3hfaw3TFI8w/tvPB5XmzdvDsEj9tgkIZoQ3snzQwghvPM7lAwiiPYlWPE3fNEFwkOHmgbC/hzT122rq6t125kGc+nprnGEe3t/76fH98WP0DOQsQWzX7D7uvbX3EfT/VNTw7Z/WI4TxPVwWbtW+YPV6trnEVDsjn/I7I5l521LrVZFWbu2++NpbHzoIV14rXtcgbLxoYd8PlbI73eExx3p++BxPpPH3EmG+xbJTFDaZRwH5s6dy7nnnuvxsXLlymgPTQSgvq2ef+/+N/Vt9WE/V3Z2NsnJxn6+T+kX0/8HQ3d4P8iE1SEfV8C+9QbEN3m/feKrhhV/BVpcSzExMUybNi3oYUybNo2YmBjNmhbgb/qNsl/yfoC4Fjh5rQ9n+pvJujmoEwEmAOcDc304Tg88rpvGsO0wdLthZZFuKTk5OSKT/jW0NfDmV29G5LkjhBBCiOOX7m3/w4cH9rb/HtoG9LTNpk2bmDBhAkuWLGFbZSVVisK2ykqWLFnChAkT2LRpk/443bytu6f7U1NTw4wZMzh8+DAA2RkZzIuNJTsjA4DDhw/zgx/8gAsvvNC9DTDP8dm5zYwZM8zHv20bVdXVbNu2TTd+j/N2c0xfxujctqioyLXdI1YrW4CngS2OZef2Tz2l/l+k296xnWt7zVgC3d6f+2l8HM3Iy+Nwfb35fvX1zMjL0+3n79hM9/PhmjkpisKTTz7p2vcBq5X3gYeAjcDD3ezrOvett7ruo9cx19fz1G236faz2+00NTXx8I03uvb/lePclwKFwA2a/e+dO5ctW7awc+dOdu3aRWVlJfv376e6upq6ujoe++UvAxqHx/3x43vQ3t5OdXU1X375JZ988glvvfUWq1atYsVNN1F4ySU8aldbGQ4A3gROB6YAZwOlQJrjeI/a7Tx8ySU89+tf89prr/Hee+/x2WefUVlZydGjR7Hb3XMt1bz4IjNuu43DjmWPxxUw47bbfOr3bLfbaW5u5siRIzz44IOu+30L8GfgGsd9X6i534899hgdHR09HtsolOPW6urqorGxkerqapYtW+a6DzcDD6I+lv4PKNDch8WLF/P+++/zwQcfsGHDBjZu3MjmzZv59NNP2bJlC9u3b2fnzp188cUXfPXVV1RUVPDNN9+wd+9eDhw4QFVVFTU1Nfzqootcj7lC4BPgceAVv69O6FgURVGieH4RBjt27PApsLnnnnu49957wz8gERKvff4av3//92yt2opdsfPGnDe4+FsXh/28N954I0888YRmzTBgDxCvLn7vfsi7031zyQMw7S9q/2CArlj4Yw20poV9rD2aNQcmrXIvr16lrrM4fgwe/hb8+X+OGxVgIvC5a/PLL7+cv//97yEZyuWXX85rr72mWTMB2I4aAAO/+Bakf+kYigWKX4HZV7o33zYH/v5yN2d4DzCbJPCeIEZtov9huH2Yuxfz0THwyc1w/m/c25QUwofOPw3agTFAtevmG2+8kb/85S+hHZeJf375T2a+PBOrxcqpw09lyVlLuGz8ZWE/b7Campp48MEHdetuv/12kpKSojQiIXoPeX4IIaLBGUSuWrWK6upqhg4dypVXXklBQQGVlZW6QFArPT2d9evXk5GR4d6/qoqhw4b5tT/Q7TYvvvgiP/nJT3Sh5DTU0G5bN9sFcq7169fz73//myVLlgDwyPXX86uVK7F0dqLExvLo3Lnc8vTTuv1+BZwHNAJDgXeA+x23LV26lPnz5zNhwoQexz9//nzuv1/d8xHHcS2of8U/ihpUOY+pKIrpGO0xMTx4zTUschRgLViwgLfeeovKykpGAjcBR1FnOGl1fPwTddaT5ORkTj31VMo2bqSlvZ14YDjqX7sAcagzn+x3rEuIi2PSlCns3LaN5rY2koAzHdvFo5aAxANrgSPAkNRUbvj1r/noo48oLS0F4ErgItRpuxXHWJxlJbNmzWLmzJkoioLdbmftU0/x+scfq7cB5wCdQBvqfwn/cux35vjxnHreebS3t1P80kvUNTWRihpEdjg+uhz7fgo0A4nx8ZwycSJdXV10dXXx1Vdf0dbW5roGdsc+zv1sjnUWi4V+/fq59tOGl944v6exsbGMHj2axMREEhIS1I+mJjZv3UoDapB6GZDoOG+j4+Mdx+cEYMSwYTQpCo2NjTQ3N/d47mDEo35vnY8DG+q1iAeyxowhbuBA4uLiPD4+ev99GlpaGID6vY5H/Z7ZgDrU70Eb6rWMVJxnsVgYkJrKwH79aK2u5qBj/XeAMxxjbAE2ARsct30LGD1lCq3JybS0tNDS0kJra6vu67a2toDHFBsbS//+/UlMTKR///7df33oEJ+tW8f7juv1I9Rra0d9PP8bcHZl/q7FwqT8fJrT02lpaaG5udk1ZufX2nXt7d7mIOo9tm/fzsSJEyNyLgmZj0HGkHnq1Kmm/2zNnTuXuXPnRnBkIhhrPl/Dj179kWt50ZmLeCDvgbCfd9u2bUyePNmw9hXUP3GAuedChibMfOwL+M6f1KDZafUq2HFFmEfaA2sn/GYIJNrU5dZUWHYYrj0Hxmxwb/enXXBkHGpI+33dIUpLS5k+fXpIhlNaWkp+fr5h7XvAOTBoF9x8snv1njPg+XdhYTr0c0zi15Kmhvd2s0n7uoA/mKy/GRgY/OC1xv8drpzlXt7wayhbAL8Y71739bnq+AH1sXOV7hDbtm2LSCXzopJFLPtomWu5eHYxP5rwo2726B0kRBPCO3l+CCG86S4IHjJkSLe3AwGFwIMGDcJut2Oz2QC1Wnbavn1sHD2abZWVAAwYMIDY2FhqTSZu89gfz3B10KBBWCwW1/5m2/Tv398VoHUXvmq38+lcJvcnPT2dIUOG8PnnnzN22DB+XV3NLkWhGqhxfPwvJobOrq6evmUAJMTHc+LYsXzxxRcAXG2xcK2i0AbUAmssFl5zRBgJcXG0dnTQHxiNGsI1o05rbUENFruAGKsVi9VKZ2cnsTExDOvqIgY1FLOhhqhCJAAjgCTH152oj429qC8qWIEhQGdKCh0WCx0dHXR0dNDZ2RmtIbsMiIsjLT5e/ejXj4ExMaQdOMA6ReEw6v36P9T/BBNRXzQ5AvwWOAQMAn5gsWCbOJE6qxXb0aPYGhqoa2igNYCq4WAkoL74lIj6PG5BfV7XoX5P+oL+wEjH536OdV1AJep1jwXGjR5NV2Iidrtd96KL9nN36/yJciMZMpulE+IYs3Llyog9oET4nDnmTN3yh3s/jMh5s7OzOeuss/jvf/+rWfs4cCVYO2DURvfqugyoPRm+vEgfMp/w3+iHzMO2uANmgIp8sMepY9WGzCe+7wiZH9ft/q1vfYvzzjsvZMM577zzOPnkk/nyyy81ax8HzlHHoLVrBnTFw+7zYYKjkjrRBsO2wsEck6M/a7JuGCEPmEH/AgNARZ5aEV6XAQMr1XUnfAixrdCZgPG6nn322REJmAHe36O/rmedeFZEziuEEEIIlbdg9/LLL2fNmjVeA2F/bdq0ySMIrqqqYtu2bSxfvpwHH3yQ22+/3fT2P/7xj1gsFlfQC7haNTz88MP6EDg7m2mTJ7Nx61a2bdvGkSNHXPvoKnr37ePR66/nlqef5ujRo65tjMGudv/7rFYm2u18DowHNlosvKooum0WW63caLfTDlQBT1ssPKsoruB4APAG6l+GsUAqkIL6FnkbuLa7HLgYNVz7IbAeWGEYz91z5nDj6tXUdXWxc88enp06lfWbN3P48GHXdfy6qopfmX1DNAFzLGognA4kowZcewFnQ7vW9nZXwAzwgqLwgvZYmmDFGX41A9q/qD1Ob7eDo2K2s6uL/d1sG2O1Eme304p6vX6E+hd0Mmr41Q+1ncIB1PfmPWy1crvdzjdAJvCiYztQA7F24GrgayADtQXATcA3jv3/oNnOWSn9COp7/tKBKywWnlMUWhz7T3Js044awFmBLxzjiQfOy8nBarViKSuj1BHOnwhMdWwfr/n4ANiJ+n2/DYi3WPizonAINSC713F/44AYx7luQ31PawbwREwMMffcQ4zVyvwlS6gAshzXINaxj3O/y4BdqNWtbz3zDDHnn09MTAwxb7/N96+5hp2o7yH9BHdI1YYaMJ7juI8nAX978EFaTz2V1i+/pPXXv6a1vZ3bgX2oQerNjusT67hf/R3XeB8wFngJSIqJIem880h+912SOjs5HfX5dxJqSwqL5vGgAJNR3286EdgK0NoK11wDcXHQ1ITy8st0dnXxbWAH6vtTS3CH1B2O79flwG7H4+RpoMNqpePMM+mIjaXDbqejpoaOzz/nLkVhv+P+3Oo4Tj/U5+0A4HbH4+lbwMcxMaS88AIxc+bgYd06ll5yCUvsdg6iPud/hvsFp+Wozz+A26xW7vzHP2DmTI/DtLa2YquowHbaadiam5mBGviegVoN7Ax/E1Ef++tQK5oHAH9BrXpPvP12EuLjSezqIrGzk4SODhLb20lsbydh1y4S33mHHEXx6fswCXjfYqHlrLNoHjuW5thYmmNjaYmJodlqpdlioRlHON3cTPNf/0pzRwePov6syAJORf2ZE+N4jCSi/hz+H+rjZjGQGBND/wsuINFioX9HB4mdnfSPiSExNpbE2Fj165gY+ickkHj0KAnr13Oq3c42xzm83YcjqD/Ttx48CD//OWRlQXMzNDWpn5uboa0NLBb3zzvt121t8Pe/o3R2MgX1sTsJtYLc7vj4Aviu5yMiMiLW/VlEjEz8d+zKejTLNaFav/v6Ka0drRE578svv2zSHH+rwsiN+kneLv+xgnOCvXss7vUFOQrRnvTvtD/rxzrtT+r6E97Xr7/4egX2KxCru7/Lly8P+XV95JFHDNc0Vj33D+fpx3TCf9WxfudR/frT/mJyX22K+WR/HeG5rjdku8fzW6v6vUdRuORa/VhHf6Q+ZgyPo1deeSXk19VMU3uTEvv7WNd4TvnzKRE5byjIxGZCeCfPDyGix9ukbDt37nSvHzbMtf6tt97yOnGZxWIxXZ+enq689dZbXid/043Bca7FixcrgwcPdh0jOyNDmRcbq2RnZJiez+x21214Ttrk/HjkkUcU+xtvKEpysmJ/4w3l4Ycfdt2WlpSkPGqxKL8BZREoT4Cy3mpVBqekuPe3Wl2TcHWBcodmgq4Yk/P1hY94UH7ouM+PgvIiKG+CMs5wTZ332/nRBcp4x+0ZoKQ6vh4HyvdBOQWUHFDyQJntWAYUq+PziaC8A8oWUHaB8iUon+Oe/OokzdfjQNkMykZQtoGyF5SjoEzSjO8P2u8z+snSHtbcttSxPtzbOx9/ZtfObhi7YrEoSkyM//sFODbFalUUq9W//WJiFOXWWxXlttsUJSbGv32tVkXJz1eUu+5SlAULFCU21r/94+LcE9ytXasocXGB7+8UiuMcPqwoycmBfQ+Sk71O2ln9wgu6ie5MJ6IDpfqFF3r+oe+4n349rsyul1aY7nfYx6118KCiJCUFdh8SExXl3XcV5csvFWXfPkU5ckRR2toUxW736T55O982zXqIbCYoIfMxSELmY9dPX/upLrj7cM+HETlvW1ubMnToUN3jCvIUvvuw99BTFz7GKMQ3aH+OR/7j8p/oxzpyk7o+tlnhbnf4yI0TFPiJ7r4mJiYqdXV1Ib+uR44cURITEw3X9WqFm8a7x3N3nDpGFM9Q/7KrTe7rvSYfJeG5pnGN+hcTFnzbfVvuCv1Yv/uQAtN193XYsGFKW1tbyK+rmQ17N+jGM+8f8yJy3lCQEE0I7+T5IURomIW1oQ6MzYLd8WPG6LYZP368Mm/ePCU7O7vH4w0YMEBJS0szvc31T/f11yv22Fj1n/zYWOWR66/X3f7bOXOU/8XEKJ+B8pHVqkw7+WTXbVNAWYEalt4PygWacSQmJio/Pucc5XKLRTkHlExQ4mJiuh2L8eM7oMxBDWXTvWwzAZSrQfmxY7sRmtv6g5KGGkgnooaz00AZo9lmBCgvgPIWKOtBecVxn4ZrtjkZNbi9AJSzHceYAsoAzTbxoCQ4vk4GZSoo14CSqxmLL8GKr+GLr2HQMD+O6U/4U234nngN5hzHCPf2fgdXCQn+h54xMYoSG+vf2GJj1ZAsgPukJCSoH4Hsqw0X165VqmNjfds/NtY0IA5q/1AexxEc+nU9fAhDNz70kNefMemgbHzoId9/Waxdq/xB84JYt48rq9W3oDZM9zvs4470fTA5p7fH3Enov88SMougSMh87FqxWR/cPfrxoxE791133eX5i2l2rj5IHPaZ+2/Ai36uv+3E/2j/Poz8x83uKnDuSlSwtrtvm3+afqz99Pfz+uuvD9t1nTdvnv6a9kM/luunuccZ06ZwV4L7tl+OM9zPLxXzkNkenms6+iP9WGcWuG8btkV/2+wcj8fPkiVLwnZdjf6y8S+68Tyx6YmInTtYEqIJ4Z08P4Twj1mY/POf/1xX+av98CkwdvxTO96wzfjx45V5P/mJLjAGlPuuvtoV/N6n+acfUO677z6l49AhxW63K/fdd5/utu6qis2qka0Wi/Jr1PB0NGpoGmeyb7g+Lgfl16DcjBoQT+ph+wRQYh1fx4By2PCHl91wDGcAa+9mm57CFO1xfD2X3WSb8fQcrAwCZXAP2zjDF1/D0Tt9OK/zmP4GmRvxHv6nO25XcIezPm0fF6cod9+tKHFxvm0fSPDrDK4CCT0dQZnP90Wzj1/XLBT7aq1dq2yMiel+/5iYbgPioPYP5XEC+R748rP/hReUpVarko36IlM2apjqUwWzybFCVh0d5vsd9nFH+D6YnbO7x5zzQ0JmERQJmY9dm/Zv0gVl171+XcTOXVdXp4waNUr/A+tmTRXrnUkKlk7336c5TxnaUzym/ds1sh/x9fqxXHem/vYZN+pvH+O+jwMGDFD27dsXtuu6b98+ZcCAAe5regL6scy4ST/W687Q3+6qELcr5gHzl+G7rqfpg1umPuG+zdKpPiact/1S/0/q6NGjFZvNFrbranT9P67XjfXjvR9H7NzBkhBNCO/k+SGEOX/DZNc/3dnZyryf/EQZP368br3XwFjT8uE+w7H+cPXVrlYSw4cPd60/C5TLUNsgJHoZR3Jiou7vowRQfg7KHaAsQV+ldcro0cqjFovye9Qw19LN/TN+xKG2ZhgGylj0bSqcrR+uBGUuKDeA0s9xmxWUB0F5HJSXQPkvKF+DMlSz/yN4D0cHg1LsOMbDoGwApdWP/X3ZRltdbBamhLr62Jdgxdcg0Z9Q1edw0s9tneNwVla7gjk0FbWGsLTb7U3aNPi0fTDBVSChp7/3RbOPX9csFPtqOUJ10/27q0AO1f6hPE4g3wMfx+a81sGGnCGtjjaML+T3O9zjjvB9MDun8TEnlcwipCRkPnY1tzcr1t9ZXUHZ1KKpET3/+vXr3Y+tOBTu0QSM139H+zeZwqhPDL2O5+tvj+SHseL2ohv0t+c+aQhL3c+flStXhv26Pvfcc+7rehr6seSu0I/VWCE+eoPjthLFPGQO43U19o4e9bH+9uu/477tHsdjxnE/33zzzbBfV62cFTmuscT8LkZpbm+O6PmDISGaEN7J80MITxs3bvTaysIYJg8bNsy1LikpSan6298UJTlZue8n+tZhc846S3myXz/lgZ/9TElOTnat/xZqWJwHSgruABZQBoIyE7WVhK+hb6g/0lCD4A2g/A+UStxBcQKeFbzaEHOS4TY7/ofA3fZ0DnB/XyuC36L7UNJ4e7DVxwo+hIQ9beOo3FXwLxD29Zi+jtG4j+lHN2Fpj9v6u30wwVUgoae/96WnfcK5b0/H8SfQC3b/UB4nkO+Br8dNTg5JyBnK6mjd+MJxv8M9bq0I3Ieezrnd8DMzkpmgRVEUBXFM2bFjB5MmTXItb9++nYkTJ0ZxRCKUxv9lPP87/D8AEmITaFjcQKw1NmLnnzdvHs8++yyMAuZrbiibD2uL3MtxzXBnMlgcP2L2fQee/jhi49TJXQEX/9y9vO5x2HyDe3n0Brj+DPfyJuCfcNFFF7F27VosFu28sKGnKAoXX3wx//znP9Upek/T3Pj0BtinmRv2tMfhopvcy28UQfm1wFKTI/8adV7fMCnIhZHl6td2K9zfAB393bdfPB9yn3YvFwEH1MfQ008/TaS0d7WTcn8K7V3tAEwcMpHtN26P2PmD1dTUxIMPPqhbd/vtt5OUlBSlEQnRe8jzQxyLampqKCoqYtWqVVRXVzN06FBmzpwJwLp161zrrrzySi6//HLWrFmjbltVxaDBg/nmm29obm4GIDs7m2mTJ7OutJSqqioAkpKSqHjySVJ//nMmDxjArgMHXOcejfof6f4w3r9EoBAYAiwGKoF4oB0YD7wP2IDvAEcc+4xA/bOzHugEngFaHLclAJc4jvFtYCfg/CsjBTgKWFDv13LgVs1YHgF+pbn9IuBfjttmAOu62RcgG5gGbAS2OdYNAGKBWpP7PgiwO+5fIPunA+s14zvczTanATXAU8Arjq+HAHNQr+UQ1D95ezqOr+fySUwMWCzQ2el5W1wcrFmjfn355dDR0eP4iYuDO+6ABx6Ajg6fjtkjX/ZxbuN4XrqsW+e5j7dt/d3ebFtfzhHIuEK5TyT29XYcf/YL1f6hPE4g3wNf1NbC4MGB768Vquvl7ZhOoTq22TlCfWzj8Z3CcR4v59wRG8skzc/ZiGaCEYuzRcRIJfOx7crVV+qqRz+v+Tyi57fZbMro0aMVvm2ouJ32a88X635xsqadRn8FS1e3L1CH7WPGTYZ2GB/ob483VF1fh5KWlqbs378/YtfV1TbjOsN1jd+oH+sJ/9XffuEvFHhc8axgfiq819TaobAk3jBhomGb7/xKP9ZTI98mQ1EUZcshfX/oq9dcHdHzB0sqNYXwTp4foi8LtKWF9sNbz2RAueWWWxT7G28oSnKyMunEE3W3Dca3thLObeJAuQSUn6KvbE0B5WVQXkTtewzuvsLDQPkzKO+gtrlw7jMCvLfYcKy3o5/kzrne+dFdxXEV+rYXZtW3lh5u7+62AYZroP1wVth2V3HqS4Vu0BXB0H01rqY3cEjO5cuHSR9ej9uc/K1sDccxfT2ukb8tCfzZPpgK2UBaJQS7TzBj9Hdf43GCqdYNVbVvKI4TwhYXYRPC6mjdMcN9v8MxbuPxI/29c9yn7X/+s+53SyQzQWtQCbUQIuImD5usW95yaEtEzz9gwACeeuopGGq4ofop4DP9uirNWOObYWBFmEfnxbCt+uXqSZqFCmi/1F0qAzAMli9fzsiRIyMwONWoUaN4ZPkjMEyz8gjQfok6Rifd2IFhnwLVJke8NuRj1En7GmLb3ctVkw0bfApVT+lXDYOnn36aAQMGhHdsBs7Kf6fsodkRPb8QQghRU1PD0qVLmTx5MsOHDWPcuHFkZGSwZMkStm3bRlVVFdu2bePJJ5+ktlatYc3OyODHMTHEWN3/ssVYrfwkNpbxY8YAoCgKoFYAz0Ot6nV6+oknuO2SSzi/sZEd33yjG08t6n+eziPHOz6noVbVnmJYfwrwOvA86vuknJKBK4EfAwsc65y1U78EbgLOBTTvc+IgMAW4HnjJcJ1edKyf4tjOyfmfsvPr0ZrbTjDc9iLQpbl9G2rls7NSOB14zvHZ7PYBqNfB274lwOeo7yHLBoY7Pi9FraI+DbXK9k5gq+N+bHUsD3HcvjOI/YmJgdjY7reJi4PXX4fXXlO/1nJW0/3+97BmDUPi4syP4zgPPY3Hecy77/Y8l/GcM2eqH2vWuLc1q+4zbtPd8cy2D8UxfT2ukXOf5GTfqhb92T6Q8QQ6rmD3CWaMgexrPE5lZeAVo8HuH8rjBPI9iLRQXS/jMcN9v8MxbuPxI/29c96nc88N/7m8kJBZiD7GGDJ/fvjziI/hBz/4AaNyRulXVjUB56P+2elcZwgeh0ajRYECQ7e5F20nQpsz5PwayAMO6nPafnDOD8+J3BAdzr3kXOinWVEF6p/yeahjBVrT4OgY9zZDy3H/a+V0DhATrmGq0vXBLYdP0SxsAS6A6mbdJqNyRnHBBReEd1wmjCHzKemneNlSCCGECI4uTB4+nMmTJ3PDDTcwfvx4d6BcXc3u3btdLS3GjRjBvNhYhqWluY6T1K8fpXv3MqGriy673bW+y26ntrOTMXv36s47EjUQ1oarDa2tPKIolOD+S8HZYG0gcAj4nWPZ+bLxaNSQ8yeO5TbH5ysdn7VhL/geGP/Wsc7ZgMwZ3n5uWP85+lDXuf5uzXmm4G5pAWq7Bu1tzpYWg1CDULMg92d4D3p3AV96uc2nENgHvoTIproLj7Xb+BroegtefTmP8XyO0NprqG0W3nYXvnQ3NrN9wnFMX49rto8/4ZU/2wcTXAUSqgW6TzBjDEUwF2w7iFC1kwjFccIdhoZCqK6XViTudzjGrRWN712471MPItfIVQgREsaA7MvaL6MyDmWwAo2OhQYcjfFqUAPO9cDpcHi8fqfBURhrUg0k2tzLNRMcX+wE8gFHH8Ia3GU7wK4ju8gYmBGJEerOqVPj/OJr4HuotTMT1GrmAY5/Lvu3QP9maNb2Hz03zCMF0r/QL7tC5o9QOxraoBn1MZLs3Cf8wzIjIbMQQohwMPZOTk5O5uDBg67wGHBVKDtlo4bBZZrj1B08yA3Auzaba11TWxvfBfaZnPdNk3VvOz6MBqKGozuAv+CuMh6F+uapAuABoMl5n1DD2o8Mx3kR9a8Rbe9gZ6/ibZp12vWf4w6RQf0z4EVgM549di8DXjNZPxU18D5scp4BjnPZTG7T9go2m7UC3EHvnV5u7+62gAXTQ9gYhK5Z41vPT2dod9VV8PLL3sNZb/1Jzc7j7Xw9Hct43srK7gMRf44XrmP6elwjf4Mef7YPZDyBnCeYfYIZYzD7HquO12txLNzvY+E++EEqmYXoYzLSMnQT/X1R+0U3W4dHU3sTBxrdk8ToZyaxoVbevgK14/Q7RiNkHvSVfrn2ZNR/z87GFTCDx+wq0Qjvd9UaQmZtCw8OoI75Tcd90BisHfw1YRmbB49K5m+h/muYj3s6G3TXdX/Dfpram4g0bcgcZ41jbNrYiI9BCCFEH+VoXWGsUDZrd9FTdXICMAt1ojsAZy1lLWqYamwq9jXgjPUsqJPYOY/jbIuR6vicCCwEZhuOEQ/cgFpJrH052hkm5+EOmEF9E5UvFcbpqH9NmVX77vCyfifqe97MKnjHe1l/PsFVHIdcd1XGTt5aR/hT8RtI+wdfAt3uwllv1aPhqCh28iV88beyNRzH9PW4kdTbxmMmmDH2hfsnhPAglcxC9DGx1liyBma5wuUva79EURQsFksPe4bO7rrduuVh8cOoUns7ODQDV8GRH+p3jErIbAhuaz8BHvXYLCsti92471dUQmZDJbNxTOq/oRdC7Xf1Ow46AntPcCxkhnOIbsaQ+cg9wBsemw2PG84hDrmWvzryFVOGTwnz4Nzsil33Qsy4QeOIi+nhbZ9CCCGOa64K5aefpvqbb0gePpyDR496VCg7jRsxggFVVZRp2lrUHTzIYqBEU53cCtyjOY+2LtSCGjq3owbD7aiVuunAbmAianXwDuAkxz7bcLezGAcUoobH76JW/gIcRQ2TN2IeJjsNQm2J8QG+VRjPd3ztDI2NxntZH4iQVxz7Uk1sdnt3VcbGbWbOhGnTvFfL+lJN21MFsq/bOPUU2nVXPRqOimJ/hKOyVaplhRAi5KSSWYg+6Fvp33J93djeyKHGQ91sHXpfHdFXB98450YuvPBCzw073oCjmh8z0QiZBxurgz/22OT000/nzRf1bz798kj0Q+b1L6zn9NNP99zwyCb9squS+VaPTcNmsKaC3mZVv9cGM2bM4KarbtKt82gJEmb76vfR3OEOBaRVhhBCCK9qa9m0aRMTJkxQK5QrK6lSFHZrWmCMGzGCXKv+X6i6gwepdwTMqfHqVHm1wMnAHsMpUnD37T0RcL4cPwx332Jnf+QxuKfx3Y4aMIMa8l7h+NrYMzkduFpzvlb0FciDUCubjZW//wMex/cKY197D0eVWdWxr9XExtu7qzI27msMkr1Vy/raQ7infp6h7PnpS5uJUFYUh2psvemYQghxHJOQWYg+6ORB+nYJka66NbZ1mDhsIq+//jrXXGPSqqHWXdVDchX0Oxrm0RkM2qlfPqJfvOiiiygpKSFrRBYDEwa61nu0rogA7TlT+6Vy0siTKCkp4aKLLtJvWHu1fnlwLeq/qilEROIRSDrsXj5s99jkmmuu4bXXXmPCsAm69ZG+rsbnxrcGf8vLlkIIIY5HrjYYY8cyND2d07/7XQ4fVn/HZQO5hu3rDh6k2REoD+inztZbi9q6AaC+vd21rR21Khnc0xMkAb9yfP0NaoUxqKHtfDxbWuxEP5VvjGNdd5PsLXes648aEvsSJkcsNPal3YQv+3hrSaG93ThxXU+T3vkTEvvaqsKXNhU9BcS+BKGRCkv7wgRkQgghokZCZiH6oJMH60PmSPdlNlajjhs0jvj4eP7617+yatUq0tM1M7wZeh0z+Argv+jnJg+HMuA6GPS6e1UX6vtGgZSUFIqKili7di1JSUlYLBbddf3a9jXtXe1ESqe9k69tX7uWTxp0EhaLhaSkJNauXcuKFStITk4GBsPRE6FT8y/n4FrUa1pmPGyIKep5Bs7Rr9YE9+np6bz66qv89a9/JT4+3uOxGulK5oo6fYfLcYPGedlSCCHEsU7XV3nYMH1f5cpKaoAuR4CcBBShNgADSHN8rkUNagGOtrVhlAqc6vh6CO7qZOdcyemok+05/1JyvhctHvP+yC+h/vni1IUaKPvSM/k91EA6bGGyMegNNPgNNCz2p7dxoNXE3YWqvlb29hQA97Vq2r42XiGEEBEjIbMQfZAxuDO2rwg34/m0wd0VV1zBjh07+NGPfqSu8AiZ/406gd1k4AmgIYQjawFWAtNQp9B5DgZrwuw6wA75+fls376d+fPn63pZnzT4JNfXdsXuEVCGU6Wtkk57p2tZOxaLxUJBQQHbt28HfgmKFY4Mcu88qAZ4FvU+fwd4HvVahEo9at3TZOBsGFiiv7lO/TRr1ix27NjB7NnuaYeyBmbpNo101f3XdV/rlscOlEn/hBDieKRrg7FtG1XV1fqJ+oCBmu2bgNNxh7k2zW3OvyyScAfKzgrketzB8XDMq5MXo/Zb1iqj+5YWzr7D/kyyF5aJ75yMQa8zaA0k+A0mLPZ1grxgqol7aiEhlb1CCCEEIBP/CdEnZQ7UT+5WaauM6Pm11agjkkeQFJ+ku33o0KEUFxfz6quvcv0fr6dBGySnOb/YDtyIOhf6WahvSJ3q+DwKd21Odw6h/lvm/PgvrsQT1P/q+rkXY47G8ETRE1x//fWmEyWOG6ivcq2oq4hYD19jG4mTBp3ksc3GjY3uhSODYGiN+nW8XX0fbiOob7zdCNyC+7o6P4b7MBIF2A9sRn9dNeceqN8jpSuFZ159RhcuOyXGJTImdQx76/cCkX9BpMKmf6HA+NwRQghx7KupqWHGjBm6Nhjx6N//cwD9RHxGycBI4EsgEfWl3CbcgfIJqAHyYXquTtZOuNffcdxGPCfVM7PUZF1IJtmLiQGLBTrdL3j3OAGeNujVTqDm66R2we6jXd/T5HfhrCaWyl4hhBACkJBZiD5pZMpI4qxxdNjVP/i1bRbCram9iQMNB1zL2opboyuuuIIh2UM479Xz3CvTjFs1Av9yfDgNRQ1Fx6D+K5eAGjq3oE5hcxD1X8P93Q92kH5x7sVzmT97vtfNjVWukQzvjW0kjCGzoihccUWxe0WdIelNQ5cDq2H7G44Pp1Go13UE6jVNRA2VW1Gv7V7U61rd/WDT9Iv/eO4ffH/C971unjUoyxUyVzVV0dLRQmJcYvfnCBFtNXqsNZbRqaMjcl4hhBARUFsLgwdTU1NDUVERq1atorq6mqFDh3LllVdSUFDAkCFDKCoqcgXMj1itzLHbmeY4hBW1d3Kz5rAJqLMc1KD+RVKN+iu23nF7Bp6Bcn/U6mTNjAW6EHsQ6uR8Hzj29SVQDgtvYfKaNerXZiHvtGndh78QmuA3mLDYWwAthBBCiIiRkFmIPijGGsMJA05gd91uwLMlQDh59Lgd2H2P29xM/ZQ5iSMTaemxlUM1+tA5MIPGDeKIpmHwt0/8drfbZ6Rl6JYjGTIbv4dZg/RtJm688Z/6HWxpusVBmYM4ss8wq6GH/fQYzPsgcZT+e5ibZZwWSc94Xb85+k3EKsS11/WEAScQa5Vfe0IIcUxYtw6uuopNv/sdM+6/3xUiA1RVVbFt2zaWL1/O+vXrWbVqFQDDgL/Z7dyiOYx26lrnm4JaUSfQc7xfiHT8C5T9rU4OSiAVyOA9NDYLeX0Jf80EEvwGExZLwCyEEEJElfRkFqKP0lbd1rbU0tAWyt7G3n1z9Buv4zCT2i+VQYnukuJRE0fx1ltvcckll2C1hudH0Pnnn8/rr7/OzXffrFtvDDuNxqbp70skK8SN11U71sbGdp580jCpnyFkvvX3t/Laa6+Rn58flvFZrVYuueQS/v3vfzNywkjX+sGJg0ntl9rtvhkDMnTLkQrv69vqqW1xNwWXVhlCCNGH1ao/z2tqalh6zTVMvvhihjY2cvptt7nbYGRkMC82luyMDAAOHz7M2WefzY7t2wG1VUW543AJjs8ZwE8dX/fHPSHfJ47PHZj3T96t2Wcc+n7IlcAugphwLyYGYmN7XufPpHi+TobnrcdwoL2HJSwWQgghjhtS0iVEH2UW3GUPyw77eb+x6cPQEwec2OM+Y9PGcqTliGv/6XnTOf/889m3bx8ffPABZWVlbN68mfLycurr63s4ml7//v3JyckhNzeX3NxczjzzTDIz1TBx7Rtr9WNN636sI1NGEmuNdU3AF8lKZm3IHB8Tz/Bkd//kCRP+4rH96eOz2cArruU99Xu469K7uPTSS6moqODDDz+krKyMsrIyysvLXRMb+So1NZWcnBymTp1Kbm4uZ511FqNGjaLL3sU3H7vH6stEetGqEDdWh2emScgshBB9Rm0tNXa72gbj6aep/uYbkocP5+CRIzS3tXlsnhQXxx/37OGg3c6Rykq+iI2lvbOT1tZW1zapwMPATOBpYAlqIOzcYphj/Xm4+yjX4Z7tIeQVyv62rjBbF2gFcncVw95CXgl/hRBCCNENCZmF6KOM4d7Xtq8jEzIbKm57Cm5BDRnLDqqVuB32Dg42HmR06mhGjx7NnDlzmDNnDgB2u53du3dTVlbG1q1baWhooKWlhdbWVhRFITExkYSEBJKSkpg0aRK5ubl861vfIiYmxrex9hCIO9uQOFuCRDRk1oT3Y1LHYLWoVd47d9awd69n8L72bzeQ/tBdruXKo5WurzMzM8nMzOSaa64BoKuriy+++IKysjK2b99OU1MTra2ttLS0YLFYSEhIIDExkZSUFCZPnkxubi5ZWVmmleb76ve5QnjwrP42E62Q2djaRSqZhRCid3P1Vn76afZXVnLUaqXL7m5oUXXwoOvrcUAt7gC4qaODH2gP1tlJrNVKp91OGmBD7ancgNpnuQBYjudEfdfjDphjgMGo4XPQgbKxhUWgwbG/oXEgYbIQQgghRAAkZBaij4pWcOdvcAsmbSjqvjadgM1qtXLSSSdx0kknuYLnYGiD24EJA0npl9LjPhlpGa5w8nDzYRrbG0mOTw56LN1pam/StXXQBvcTJz7usf3DD5/P4OSBDEwYSF2r+u91d9//mJgYJkyYwIQJE4IeayDBbW8JmX2puhZCCBEdmzZtYsaMGbreyjgC5hjgJOB/mu1rgHaT44xADYN/CDxut/Msanjs7Kt8C/AsMI3u+yqnA+uB04K4Ty7GSfSCCY6PwwpkRVGor2+jvb0r2kMRQggh6NcvlpSUeCwWS7SH0utIyCxEH2UW3EbCnqN7XF9bLVZGpY7qcR+zkPGsE88K9dB07IpdN1ZfKq7B87pW2iqZNHRSSMdm5C24f/HFrabb33LL6YB6XesOuUNmu2J3VUCHi0dw60Ml86jUUcRYYuhS1H8OIxUyG8/jy1iFEEKEWG2tZ8hpWFdTU6MLmIeh9k926gK+dHwdh9on+ajm9hggDbWyOR34HaAAGx23DwOeAWaghsrbHB9OIW2D4a1iWdvCItjguI+Hxj3p7LTzn/9U8uqrO1i3bheHDjVityvRHpYQQgjhEhdnZdy4QVx99WSuuWYyY8YYZ3A4PsnEf0L0UWbtMiJBWx08KmUUsdaeX6uKxlirm6pp63L3bPSl4hqiU3Vr1udaURSuvvo1j20/+ug619fasbZ3tXOo8ZDH9qG2t36vbtmX8D7WGsuYAWNcy5EKmfc17NMtnzDghIicVwghhMO6dZCRAevWqRP2LV3K5LFjGT5kCJPHjmXp0qWuFhnOgPkR1BYVAINwT8TnbJrRoTl8P8fnLtT2GaBWOCuorTC2O9bNQa1I3ok6MV82PkzUp51oLy4O7r7bPYmek3G9cdI9s4n14LgMjn3R2WnnN7/5NyNHPkRe3t8oKirnwIEGCZiFEEL0Oh0ddj7//DB33fUOJ564nPPP/xuff14T7WFFnVQyC9FHDUsaRkJsAq2d6nQ1ZsHt4cOHXZO/bd68ma1bt3L06FFXP15FUVz9eJOSkpgwYYJrAr3c3FzGjBmjewtIW2cbBxvd/RCDqQ4Ot0AmKATPkNmsQvzgwYOu61pWVsa2bdtoaGigtbXVNcFQQkICCQkJpKSkkJ2drbuuI0aM0I/VpM/1dde94XFeq9XC6ae7w1qz6zoyZaRP9zNQ++v365bN2p6YyUjLcH3fq5qqaOloITEu0XW7oijs3btXd1137txJU1OTqy+3xWJx9eUeMGAAkydPdk1MmJubS3p6uu6c2rHGWeMYkhRwJ00hhBC+clYpr1vn6jW86dJLmZGUxGHN5L5VlZVsW7KE5cuXk+YIaUcBb6GGwQBHTA5/AvAdYDVquws7anXyJ47b24ApuCuV01GrkkGtTL7T8dEtbb9kbRuLadPM+yebtcDorjpZeOjstHPNNa/xyivbe95YCCGE6EUUBUpKKrjgghfYsGEeo0alRntIUSMhsxB9lMVi4YQBJ/BlrfoG0n31+zh69CgvvPACb7/9NmVlZezZs6eHo0BzczPNzc3U1tayZ88e3nzzTddtQ4YMITc3lzPPPJNrr72WlsQW3b6+BrfGMNoYqoZDIBMUgnlwW1NTw/PPP8/777/P5s2bOaiZeMibpqYmmpqaqK2tpbKykrVr17puGzFiBFOnTuXss8/mZz/7mUcgnh43gpUrP/Y4ZlXV7bpls0D8jDFn9Di2YOxv0IfMo1J6bpcCnmP95ug3JLcms3LlSj788EPKysqoqen5ld/GxkYaGxs5fPgwu3fv5rXX3NXeJ5xwArm5uUyfPp2rr76affXuSuaRKSPD3kpECCGOe+vWwVVXUVNQQNHy5ayy2zkEHOnqossRMGej9kPeiBoEHz582NUXeb/jw2kQ8DTwGvA3x7o9uHsxD3Pcfh7uyfrqcE8G6Oyr3ONLjDExYLFAZ6dnewttUDxzpnn/ZG+BsgTMPpGAWQghxLFg7956Zsx4ifffn8uAAQnRHk5USMgsRB82JnWMK2Q+0nKEESeMoKW+pYe9fFdTU8Obb77Jm2++yb333ssZPzkDNPO8+Roy94/rz6DEQRxpUWuStOFfuARayaxt6wDw95K/8+cf/pn2drPphQJz8OBB1q5dy9q1a7nrrrsY+cuRoJmT8GeXvAsk6va5+OKTSU/vr1tnDM4jcV21IXNibCJpCWk+7ZcxIEO3PO+2eXzy4id0dYVuEp89e/awZ88eXnvtNRbesZCW21rAUYjvS+9wIYQQQXBULm/q6GDGww/rJtRzSgLuA3bjrlbWSgDuQq1MfhS1krkSKHfcHoPaGsPZHCoeuB53wByD2mpjGCZ9lY29krXrzaqWnYxBsQTKIbd4calpwJyTM4LZsyeQl5fJkCH9SUyMQ+ZYEkIIEU2KAs3NHXz11RFWr97BK6/soL7e3aZz69Yqrr32H6xZc2UURxk9EjIL0Ue1tbXRflgffLbEhS5gNurq6uK/W/+rC5mHxPvefmBM6hhXyLz36F4URQnrbKyBVjKnWlKxYEFB7f/3Td035tPXh0h7ezuVdZXukFmxcKQyzmO7117z/CVlbFVh7JccDtoWFKNTR/v8PRwcp//n+6NtH6lJQZg0W5tdATNAV10XbW1t9OvXz/tOQgghAuMImGs6OlyT64FatbwPd2VxE3CpYdf+QLPj61YgGSgAXnQc51bNtgPQt9Ao03ztrFo+zWx8xtYWZi0vwPf2FhIoh0xnp52VK7fo1iUkxPKPf8zh/POzojQqIYQQonsZGWnk5WXyhz+cx5lnPsuuXe6/UN544wtstlbS0o6/amZ577AQfdDrr7/O2LFj+e+6/+pvMG39kwB8F7gJeA54G/gI+BT4DPgYeBd4GfgN6ptOvcyMmqZfvOOGO1i+fDl2u910cy1tINrS2UJda103WwfPI2TuoZJZURRWrlxJZkYmSr1mghkv7ZSSgbOAX6O+hfcdYAPqFf3M8fU7jtt+7dg22dvJ0zRfNyRDl/71vz//+UJiYjx/XBtD5nBXMrd0tFDbUuta9qU62G63s3z5cm5foG/14e26qo+981Afiy+jPjY/Rr2qn6I+dt8GnkV9TH8X9TFukKJf/KTkE8aOHcvrr7/e45iFEEL44aWXqLnsMpZ2dJCNO2CeAZSiVhuD/p+ODOAx1AD6Ksc65+uCtwB5wBmolclazn/f+qNO9KedvG8nPgTM4G55YTYpn4THEfef/1Ry+HCzbp0EzEIIIfqKIUOSePPNq+nXz/1XS1eXwltvfRXFUUWPVDIL0YfU1tZy880389JLL6krjHO8pYL6L9klwMVALjAe35/qcxyfFdQ3s5ah/ov4EtDskT23VbVxyy238Pe//51nn32Wk046yeuRPapuj+5lUOIgH8flP227jMTYRNL7p3vddv/+/RQUFLB+/Xp1RT3uEDQVsEC8AlcAFwBTgZPw/OfXm6sdn7tQZ6/fDLyJOmlRewz6QNSW5rH/TTdNMz1uev904mPiae9SS63DHTIfaDigW+6pH/OuXbu47rrr+OCDDzwbYroeS0nAj4HpqI/XLHQlyN261vG5E/gc9fG6FvgHpBrKpOvVNiWXXXYZP/7xj/nTn/7EYAkThBCie85J/Lz57W/ZdN99uuplp/Wovyud8aEd9SXBVtRfe79A/WvDOWFfJnDUcZxtuCfuA/X3bRrqnz0ebTC6YwyYnWRSvl7j1Vd36JZzckZIwCyEEKJPycwcyPe/P5Y333QHy+vW7eLKKydFcVTRIZXMQvQRr7/+OhMnTnQHzKCGoVoDvg98A/wdmIta3xPIa0kW1BqhK4GngAPAnyBN3xOYo+qnDz74gClTpnRb1TwmVd/rONyB6J6j7kkPTxhwgmlbB2f18sSJE90BM+ivqxXuSlarrf6GGhifgu8Bs1aMY9+rgRdQj7kwBX2melSf5CclvcTKlStRFAUjq8WqC+/D3S7D10n/nNXLU6ZMUQNm8Hyspiah1rHtB4pQH2vj8D1g1opFfazPRX3sV0LqBfpNGtxfvvTSS0ycOFGqmoUQojvr1kFGhvrZoKamhqXf/z4T7ruP7+AOmJ2/G52/yepRXwZ0muLcHzVgXg44O/Feh1qNvBT1J7q2Svmg4xxbgTuBITExEOv4+yYuDu6+W/2s5S1gdpKAuVdYt26Xbnn27AlRGokQQggRuJkz9QV3JSW7ozSS6JJK5uPA3LlzSUpKMl0/d+7cyA9I+MWjelnLI7g7GQjHBGcDgF9C6mOotbiopUmaeXNaWlq6rWqOZP/gpvYmjrYddS0bJ/MDk+plLcN1/WEqDGnw3CxYQ4CLU2GZ7tzaPhLtNDV9ybXXXsvq1aspKipi1Cj993d06mgq6ioAqG6qpq2zjX6x4ek7rO3HDObtMnTVy1ptjg/n0FIzUOvYwmE0pEwB3nKvMnxPq6qqpKpZCCG8cfRYpqND/awJazdt2sSMc8/lcHOz192Nf544+y47q5bbUANnZ7VyOu7q5DsdH155m6ivu17Loley2xUOHWrUrcvLy/SytRBCCNF7nXnmCbrl6uom7HYFqzV881CtXLmSlStXeqxvamry3DhCJGQ+DmzevNl0/bnnnhvZgQi/VVRUkJ+fT0VFhcmtaXD0fuAG96rUcFayKpCiCRnrs9R16Mf2wQcfMHXqVNatW8dZZ53lWm8MesNZydxTxe2WLVu44IILqKqq8th3OHBhvdq92mlvKkzb77FpSOw39A7Wh8wPu75av349ubm5/Pvf/2by5Mmu9cbw/kDDAcYOHBuGkXpeV+O533//fS6++GLq643xAkAmHLXD0Ep1MTW8leykGr5hDQ8CfwBsutUvvfQSH3/8MaWlpYwdG57rJoQQfUZtLWzY4A5rQRc013znO8yYPt0VMDvbX/RDDY6djYoU4GTH512ov1urUCf+A3UiQOfMDM4J+4bExcEdd8ADD7jPDRATAxYLdHZ2P1Gfs9eyNngWvVpDQxt2u/6dWkOG9PeytRBCCNF7DRqUqFtWFGhsbCc1NXwTz1dWVvKf//wnbMcPhITMx4GpU6eaVjJnZGREfjDCZzt27CA/P5+DBw+a3HoxsAJah0P7bRDvqCYKZ3CXcNR9HoCGk1G7Ct8B/Fm3aX19Peeffz5r1qzhwgsvBCI7SZ3x2NqQ+aOPPuKiiy7CZrN57HcN6lt3S47qQ+Z9XiepC95+47Eb1NT5BHawh1bdTVVVVZxzzjmsX7+e008/HYDRKZ4V4uEKmbu7ruvXr+dHP/oRra2txt2AXwL3Q/3l7pA54SjEN0C7MWUPkRRjyHwT6vRSCwD9W78rKir43ve+R0lJCRMmyNt0hRDHqXXrYPZsNczt7NTf5giai848k8MN6lt7HgEeQA2Z41FDZq0vgYGOr/fgbpsRAwwGhqHpr6wNj80qksE8PDa+C0V6Lfcp7e1dHusSE+NMthRCCCF6t4QEz3i1ra0T91t5Qy8jI4NzzjnHY31TU5PXYtNwk5D5OODsOSv6ji1btnDeeedx5MgRwy1pwJ9Qu/o63nZRPwbSv1C/HhDGSmZjaFc/CnXStseAWajdFN1Vza2trfzwhz/k1Vdf5bLLLotouwxvbR3+85//MGPGDJoNb/EdjtoV+GLH8mhDIW44Q+bylCTctV24Kpm/pph1qJHoIc32NpuNvLw81q9fzznnnBPdCnHHdX3ttde44oor6DSGEmQCzwKOX3z1+scAqfvh8ClhGavuBZemdOhMQJ0y6g3U7tq/QlvVfODAAc466yzeeecdpkyZghBCHFfWrYNLL4Uuz9DPpaODVe+9B6i9kifh/inagBocx6P2T45BrWp2Vis7fzs4q5ZP0x7XWJ3srSLZ1/BYAuY+zWQKDSGEEKLXi8bvL28tcHfs2MGkSdGZdFAm/hOil/nyyy85//zzTQLmyajT41yDbnI0bXCXWAdxYeq/49F+QNuC4hzU6Xgu0W3S2dnJnDlzKC0tpX9cfwYlDnLdFskwdHTqaDZv3szMmTM9AuazgR24A2bwDJn36ufiC6kXUzP0KxpSeIo3sKLwQ8fYzjbs09zczMUXX8zmzZsjWiGuDe+tFivDk4dTUlLCnDlzTALmS1EfE5pXVj1C5nC90KDoH6+6x6oF+Cnqc2mybq8jR45w/vnns2uXfhIiIYQ4phkC5hrUyfYmo74IO9mxXANUO3ZpBvLRVy//BrjQ8fUgYIbmtmHAUouFnTEx3QfMTs6K5O6qloUQQgghRK8iIbMQvcjevXvJz8+nurracMvpwHuYTup31DCpXbhaZphWMmslAcWoIbhbe3s7l156KRs2bNAFonuP7kVR9H34QsVYydx2uI0f/OAHNDbqJ5e5CHgT9Z9hrZENYNEMLVyVzE8yFVI1ibYCNKRwPeWuVYMcY5xh2LehoYEf/OAHtB9u162PVHg/LGkYmz7ZxKWXXkp7e7thy5+itlIxtOnxCJnDNNYEG8S1aM5rNhnmKNTn1Om6tdXV1eTl5bF3bzj7mwshRC9hCJg3AROAJaiT8lU5Pi9xrLc7dnPOlz4PtYIZ1OZZLzq+bkCtWAa1enlbbCx3vvEGQ15/XQ2WoefJ+SRUFkIIIYToUyRkFqKX6OrqYvbs2ezZs8dwy9lACe7OhgaRCu66rWR2igVWonZYdGtqauKyyy5jWMIw17qWzhbqWusIB2Ml86IbFlFbW6tbdxnwGqBvz6+Ks8NwTR4djpDZjoUbmAkpDe6Vjcl8an/KY9tE1LFeZlhfW1vL4psW69aFqw2JXbFzoOGAa3l4/+FcdtllHpXhUIDa0dqkG1O0HqvG87oMRH1u6WvF9+zZwxVXXEFXd28bF0KIvkj7u3DdOrjsMl0F8wzgsOPmbNQQOduxfNixjdMtwFPAv1CDZHBXNju786f368f6xESGvPaaGiY7W2EkJ3cfMAshhBBCiD5HQmYheomHHnqITz75xLA2F1iLR0WoVr2hkjlcfZl7rGR2sgJPAFfq1lZVVfH1lq916/YeDc9YtdW8VsXK19v1580HXga6m1pmzFH31/tToCvEPZZmcQVY7LpK5piGJE7VdWB2i0cdc55hfcW2CqyK+0d5uCqZq5uq6bS7W2LU7K6hqqrKsNUc4HG8/moxPlbDFjIbjmv6gohTEupzLEe39uOPP+bhhx8O9ciEECJ61q2DjAz187p16uR6mlZHRbgD5keALcCjwAXomnQRr9lmCrACGKK53QKMB5Z+//vs3LuX0/bu1YfJZq0whBBCCCFEnychsxC9wOeff85vf/tbw9os1EYJPZTRRqrPrU+VzE4xwF8xRqJflX+lWw5XIKqtZLbX29U2FA65wBp6nuNV25e5Mwaqu8n5/VVLIq8xHvo3Q4zdtf78+ppu9lLH/BrqfXBRwG5zHyNs19TQgmTf58bz5KN+z2O8HyRSlcw+vyDiGgjqcy1Lt/buu+/mf//7XyhHJoQQkeWsXHaGyo2NanuMyy6Djg7A3YP5D45dEoBG4O/AROBB1F+jzr9GxuCuXN4GPAN87lhOBz4Bdt59N3e+8w5Dhgwxb3shrTCEEEIIIY45EjILEWVdXV1ce+21tLVpp8+xAM/j/jeuG9HoydzZD5p7+gcxHvU+pLlXHdVvEY7WDp32Tg41aqqBNWFxP+AFINmH4xgn/wtly4wR3K5+oW2VAYytt5tsrZcM/A1DSK4Za1VjFe1dxh7JwTO2IEF3fdJQ26R0VxsOtA6Adk1aH9XWLkZDUO+Du16vra2Na6+9VtpmCCH6Jmfl8m9/qwbMjlCZri5XBbO2B7OzxUUrcDcwG/gGOAF4w7EM0JSczM7YWJaittIY7vi8FNgZG8tpL74Iv/99+O+fEEIIIYToVSRkFiLKzNtk/Bo407cDGKtDw9UuQxvcNYxE/+ZZb0aivtnWwRDchqNdRlVjFXZFE9ZqznkfcIqPxxkTppD5E0bR4az2TdWfZFSDyQ4mxgO6f991cwcqut7JoWKsZEY31j+hfq97YtE/XiNWyeytJ7PR94Bf6dZI2wwhRJ+krVy+7z53wKxh7MGc4Pis/ecgAXWK1JmoFcoAQ8aOZchrr3FnXBxbgYPAVuDOuDi19/KPfxz6+yOEEEKEUUVFBTabLdrDEKLPk5BZiCj64osvTNpknIT7Tas+aE2D9v7uZWPAFgrWDkiqdi/32H5A6xrUf0/xCJk9qmNDwOOYjjD0u8CtfhzHWMm8d0Awo3L7rnZSRGPIbDhnd24DvuNciEB4772S+WLgat8PpA18+x+BOOPEgSFgDK/9erwuRX0Out1999188cUXQQ9LCCHCrrbWHTCbBMtaxh7M1zi+tuP+B6EVeAlYbrWy3bFuzpw57gn84hzvYImLk4n8hBCiFystLSU3N5fi4uJoDyXqKioqKC4uZtGiReTn5zNw4ECysrIoLS2N9tCE6PMkZBYiiv74xz+atMl4DujvZQ8zFn07AGOrgFBIOQgWTWNjnytDQb1PK4A0Q/VrmEJmY8Vtvdpa4jm67RbswRj47k8JcmDAo+5YWGVol2EMtrsTg3qf+kFEwnuPXs/1oLbJeBLfqtqd+0WgL7P2OdCRqL4Q47P+qFdW3zbjwQcfDNHghBAiTNatg9Gjdf2Wu7PK8Tkb9b1TL2pus+OubP4DcKtdfYdQeno68+c7Xix1Bs3JyRIwCxEhCxYswGKxBPxRXl7e4zkqKir8OmZRUVEE7rkIVHFxMbm5ueTn5/v0/Q+nYB+/3j58MXv2bAYOHIjFYiErK4vZs2ezbNkySktLXRXMeXnGKdZ7t9LS0rBcT18+FixYEO27L3opCZmFiJK6ujpeeuklw9qb8blNhpauOrQWYlu9bxsIYxDoU49brZHAI9COu+kjsLt6d5AD87Tl6y36FQ1wL763yXAyBr77g2yX0YWFX3OhfmWA7TKcxqPeN2N4v+2bbX6Ormef7/tcv6IB1No3X9pkaBirisNRea89Zv0o/ArBAfU5eLNuzYsvvihvoRNC9F7r1qkT+rW2uvot98T5/qRTUN9v1AycBjhnXGg1fE5PT2f9+vXqZH5OM2dCZaUEzEJEyIoVK1AUhbKyMgoLC0lLS+txn4ULF1JWVoaiKOTk5PS4fWZmJoqisHv3bgoLC71uV1hYyO7duykoKPDnLogIKS4udoWp0Q6XncLxgoQvzwGAxYsXs3r1alasWGEaJmdmZvp8rN6ipKQkaufOz8+P2rlF7yYhsxBR8vzzz9PS0qJZEwssCuxg4Q7uPHrc+hsyg/pG3BN0Vbce1bEh8OZHb+qW+9fDLwM4zkhDcBtsT+aL8exR2S+lTrfsT7sMp1+g3ketko9D/wfHFwc17SJagfYTcL+52g/GFyhCXXkf0wZJh93Lfr8g4rQQ9Tmpamlp4fnnnw9qaEIIERbOgNnPSUqHOj7/AzVw/jbwNvA58AerlX6OVhgJCQksXbqUnTt3ctppp3keaHBPEwELIUItJyeHhQsXsnr1aq/bZGZmUldXR2FhoU/hstn+CxcuZMWKFbr1aWlp7N69m4ULF5KZmen3cUV4acPlioqKaA/HJVwV776+yJGTk0NeXh4FBQWm4Wxfq2IGTFuf5OXlUVhYSElJCbt376auro66ujoURUFRFK/PWe02dXV17N69m5KSEhYuXGgavvfF6yUiQ0JmIaLAbrfz+OOPG9ZeDowI7IDhDu6MxwsouIsBFuiqbjusHVQerAxiYHqtra18tvsz3bpZDZAUwLH6dUF6k3s5mHYZ1STxL0OfX4CxqXtcX6e0QUq7/8dOBq4whMxbvt5iaMMSnNraWo7aj7pXNAD8HP8akDgY22WE/AURw6SHfrV20RoJXKZb8/jjj6MoivnmQggRDQEGzOD+CdcODAL+abWSAqTHxtL/2mtpc7TcuPvuu7nzzjv1FcxCiF6hu5B39erVIanMvOKKK3TLixcvlnC5F3KGy/PnzyctLa3XVeV2VxUfjCuvvDIkx+lrlbk2m033IkJeXh51dXWuYDgvL89Vne18LBj30e6rfbykpaWRmZnpCqzr6up0L1Tl5OT0useX6D1ie95ECBFq77zzDrt27TKsvTHwA/aJSmaAeVC/BHAHdU+88ASFvwnNHx3FxcW09dOHq7cEUB3sNLoeDjsS6v2p6qj9bbwAMIzfeKybTxmvprqvgz/9mI1uaYSVmsG192unuLiYn/zkJ4EfVOOJZ59wN+cEqLcA8wI7mPGxE+qezEFN+md0I+CuEPryyy955513mD59ehDHFEKIEFm3Tu2/HEDA3AF8qFk+AlxwwglM27ePjaNHs+2ZZwBDD2YhRK/jrZVXXl5eQNXLZo4cOaJbXrhwYUiOK0Jn2bJl7N69m9WrV7u+7zabjYEDB0Z5ZKry8nJduDlr1izy8/MZNGiQ32HlokWLXO0/0tLSAnqcm03w19cqc7X3YeHChT6F+K+++qrpel8C9tWrV5OVlQX0vWslIktCZiGiwLOKeQJwduAHDPdkaiGpZAYYBvUTgB2uNX/7x9+4/7b7sVqDf2PF448/Drnu5dhmONW31pSmRjXAZ47i8pY4qEuEQS3d72P0ASeYrn8ofi1PaYLbQFplOE22Q3wjtDurrVPVaxGKkNlut7PipRVwqWZl/Vjcb7T2U5+ounc6B7Xztbsf9eOPPy4hsxAi+tatg8sv96n/cg1QhDrRXzXqT+84oBx18tjEpCRsTU1sq6xkG6g9lvHSg1kI0ats3rzZdH0oJ+XShlmzZs0K2XFF6JgF/2lpaeTl5ZkGqpHmbLmSmZlJWVlZUFWw2rDaWGXvK2O7jL5YmbtqlTp976xZs3yuEvfWw9mX53VmZiaZmZlUVFT0uapvEVnSLkOICGtubuaNN94wrL2RwGpkHcId3BkrmRv8nOxNt+8PdIsHGw9SVlYW+PEc9uzZw4YNG0DTO9nYV9lfxuA3kJYZZ3Gdx7pXWM0Bw7H8nfTPaLR2/xT4aMNH7N27N7iDov7zsu+oceLH7wV+wKah0KV5fbPXVt2D+pzUv8PgH//4B83NzUEcUwghguQMmB3tLLqzCfVl7CXANqDK8dk5BdT/zZvHl19/zdKlS8nOzmb48OFkZ2d334NZCNFreAuNQllpqP07PZThtQi/3hKcFhUVhSRgLi0t1VXvz549O+DjaPXFytzS0lLS0tJ46qmn/NrHyNkawxfOqvG+eL1E5EjILESEffbZZ3Tp3tpqBa4O7qDhbpehDa2bhkBXfODHqj/HcGzvVRj+2Lx5s9rSQTO08UFUB4NnC4v9fk7+t4wzTddfyQ6PYwVTyQwwUbt/DNA/hNfVeL/rvxP4ARWr/kWKcFcyB9yT2elqtL8qu7q62LJlS5DHFEKIANXWwlVX+RQw1wAzAOdUqNng8Vvp/n/8A4A777yTrVu3cvDgQbZu3So9mIXoI8xCo1BXZWrPIeGS8Jdzwr+SkpKgH5faiS6dldr+stlsrnYbTn2tMreiogKbzcZTTz3l8zUtLy83ba/jbzW4/AwQPZGQWYgI86zaHQ8MCO6gTcPArnk6hzS4U/ShdVCVoZhM/GZ2TfxXVlYGhurg0cFWMhv23+dHyNyJlUV4/sHyPx4DPKuig+nJDDDGuH8YrysNQQa32sr75INgDaKniZGxVUxQ7TIA0oBTdGtCcV2FECJgL78McXE9blaEO2B+BPg9sMGxfMG3vw3A4cOH/aqCEkL0Ht5Co1BNhAb6icIkXBKBKCsro7CwMCSTRWp7CgfaKuNY6MdcXFxMZmamX+1rvLVN8Sdgt9lsfS6QF5EnIbMQEeYZUOWabucXeyw0jnAvh7Inc2IdxLW6l4MN7Txae4QwDDWEwMEGt8G0yzifazzWZXKEb1GrHstYyRziQDyc1zXo6mDtCxVWOyRVBXc8Le0LInYrNA4PwUH1z1EJmYUQUbFuHWRkqF+vWdNj0LzK8Tkb+L7Vyk/i4rAD159/Pus3byY7OxuAV155JVwjFkKEkbfQKJSBmfYcgbYmEMe3FStWhGSyyFC1ynD2MnbqawEzqD24/f1/JBStdRYsWEBBQYFf5xXHHwmZhYgwz18IU0Nz4HpDdajFHprjhrTHLdCcru/Jmwrbt2+ntbXV+z49UBTFtOI22J7MgbbLOEgy7zLWY/1WnnAfK8Rj9Wi34QiZFUUJ+Jitra3s2LHDJGQO9QsN+4EKIPCx6o/l0DRMfQEmaPrnqITMQoiIc/ZhbmxUP4MaNMd6/oyrAZbinrJ0L/D9/v1p7ujg/O9/nyf++U+sVivTpk1Tt6+picQ9EEKEmDEsA7WFgLNvaihog6lAK0eFCAVtqwwIPBw2vjjTVytz/W09EorWOrNmzeo1fb5F7yUhsxAR1NzczM6dOw1rQ1DJDPrgLqYTkqpDc1xj641gK5kVqz6kTIHOzk62bt0a8CH37t3L4cOHPULmYPscB9ouYyS3e6z7BZ+QhLuHpsfEfyEeKylqcBDM5H9bt26ls7NTf1274qA5yD6dpj3E1wJPADsIOGy22CHlgPfzBEz/HN2xY4dM/ieEiBzjRH8dHerywYMwbZquolk70Z+zEZENqGtsxGq18ps77yQ2NhZFUfjkk08ApPeyEH2QWV9ZCH0Q7GxPkJmZKeGSiCptqwx/2kRoOXsZa/XFSmZ/ReJdD0I4ScgsRAR99tln2O3aCmMrcGpoDh6uyf88KpmDnUgNfU/fZMAaXHWoa4K7ELegGNAK/dvdy760y3iXDNP1f+JfumVtVXSMHYY2BTBADY/WII7jh/y6NoxQXygIhvEx5GrvUgMUE3DY3P8wxGgmwwrFYxVQn6Pu+2y322XyPyFEZBgDZqeODliwAH7xC1frDONEf8MMgZDdbueqq66iurqa5cuXs337dgDmzJkT7nshhAixUPRX7Yk2kAs01BMiFIz9xwPtO+6tmvdYZ6wCdwpl/3YhnELxPmIhhI/27TP2Ss4C+ofm4GbB3UHPKukYOpg19M/kJL9LrLWdL5u/zd8OLabZ7qVM16OSeWQIxqoJxC1Aitm18Z1r3xC3oLCghrdfpqvL3bXL6LRY+HTYMM47NNfjtjW8gsWwTlvJPLwRYoLsFOFRCe04ftDX1QokaVYGPZGeyTFS9wOanuKusHkI8ZbTmDt8Dd9K+pROezzljd+nuPoXdGHSizTkk/45JQGZwFeuNcFcVyGE8Mm6dXDZZdDpZXJURYGf/UwNmdesoeiSSzjseCH7keuvJ/X005k3b55ul8OHDzN58mSqqtRe+Onp6cyfPz+sd0MIEXqh6K/aE20gJ2GUiKYVK1bolgN90cP4vDF7vhQVFZlOqGnk78R70eTtRanjIWAXkSchsxAR1NLSYljjx0xyPTEN7owUFoy6izMH/NO1Znj8Xsb0+4rfVb5Ah9LPcxdt+wEITQsCYyCeYnZtfOfaV3M547ogPQQdDUY1uEPm2v7QEguJhv/37cCbo8byq8MXmR7jcgxVYhY7JP/BsSfsrx+FhSD/yW8H2v4P+jlKr1OHADdx881HuPnm3wV40H6QegtYH3Gvqj8KBHo85zGO6JdT/gVcbrJhDe3Kev55pI1+VoVpqbsZnbCbwXEHeXx/IRij+1D3D9cfXLcUzONVCCF61FPA7ORsnbFmDatOOAEqK8nOyOAn//d/nHTSSQAkJibqfmZpA+b169dLuwwh+iBt6wAnf/ur9sRZ/RjqPs9C+CsUrTLAM2ztbvLATZs2UVxc7LE+LS2NqVOn9pmJMG02GxUVFR7r+0pALvoeCZmFiCDPye0SQ3dwH9plZCTsdAXMigIKFqwWhbGJOzljwDr+Y/uR53GNxwlLJavZtfGda19NDjiiAawhmEfOWCF8IAWy6vTrDiYn801iGhWtg307aP9mtUeGU0OIXmyoT4UhjjdKpwbZ5NnJeJx6HxtTd8d4f3sY6/62ATy2/wxG1Rzl8iE7OD31n6yv/RmVrRMNxwnDY9VF/1wN5vEqhBDd8jVgdnIEzdVJ6ttOpk2fztKlSzl69ChTpkzhX//6F8899xwPPvggdXV1xMbG8rvf/Y758+dLwCxEH2TWVxZCX23sDOSOhb6t3oK2cJNe1sELVasMX/sxFxQUuL7Ozc3V9T4vLCxk4cKFAZ0/WsxekIK+O+Gh6P0kZBYigtra2gxr4kN3cI/g1vPt/IPjDrm+tljAoul5q71NR1vJ3NkPWgYGNUzAMxBPNbs2vmtra1PbOiS71wXbj9nJ2Ot4f6pnyNwcF8f7tgzfD2oMVUMVMjekuEPmhDaIa4eOIB9jKYYLGYqxdsZBcyL0d1ag+/bN2t+uhs2nHj3AwNgDVGIImcPRP9xFfx2DebwKIYRXtbVwxRW+B8xOHR0Mra+nCvjggw/YvXs3AH/84x8ZMWIEixcv5uWXX6auro7x48dz5513hn7sQoiIiMQkXsdaq4xXX32VBQsWRPy8JSUlx0RIH02hapVhrEpOS0sjMzPT6/YVFRWugDknJ4fVq1d3u31v5a21TqgnCRXCSSb+EyKC4uONgV+76XYB8QhuPSuZ6zrcFUt2xYJdM4Gb9javx6kfhUeLgkCYtMvwvDa+i4+PV9vman6iBduP2ckYVu8zKeRN7OjA7s91CUdwC55VxqGoZg5HJbPxOKn1+DLJX3pcE9eP2MQtYz7iaOcwzw2ML6yEtF2G/rkazONVCCG82rAB2v3726AGWGq1Up2q/lz94osv6Ozs5JxzziE/Px9FUWSiPyGOIWaTeIW6pYU2mJKQVESTthI3mMeiL/2YnWw2m6vSd+HChZSVlfXJgBnMX5SSCnsRTlLJLEQEJSYa22OE8C33HUnQkgaJNnXZpF1GRWs2m+vPY2rqO1gtCs5gb39bJh8dNeknbO2ApGr3cigm/QPTdhme18Z3iYmJHu2tPSbCC5DxOPtN8uCRjY38eNBWvk4eyDetAzncmeS5kZYxZA5HcOs8T216cMcMVyDekALD1b6gxHdAQiu0mj8GhsQ1ckn655yV9g2xFjub68+jojXbc8OwtsvQP1eDebwKIYSpdevU/spdXT7vsgmYAeqEf4a3AX/wwQdccsklfP3112zbtg2Qif6EOBaYhUahDoKd5wh1n2ch/GFslRFMH2Tj88Zbuwibzcb06dOpqKhg9erVfbp3sfH6OfXl+yR6PwmZhYighIQEw5oQldu6DjfKHTKbTvxn4c/7/8iPOx8kN+VdYi3tfNn8bZ49eA9tikkwmnwILJoK01CFdsawOsXs2vguISHBI2QOVSWzWbsMIytw0b7dDBvexKERSVS2pfGdjv2cVnWIeLvdY/t7UuD3muV/N7xOPq8HPdbHG+Am7YrU53n00Ue5+eabAzre4sWLeeDLD/Ur6+8GQvBKfv0+4Cv3cgomr7mkkWD5NnOGFjM+6ShHO4dS1vB9Xqr6DaYV9doXVlpToT3Zc5uANeqWgnm8CiGEB2fA3NHh8y41OAJmx3J2djYHDhygtrYWgK6uLt544w3X9jLRnxB9n7Y/rFYo+6vabDbXeULVKqO0tJQFCxZQUlISlYrQgoICXa9d0TcYW2UE2uLB7HljdqyKigry8/M5cuQIZWVlfX7CS2+tdaQfswgnCZmFiKBRo4wh7W6ghZBNAFg/CobuUL/u1wD96qFNn4p2KAk8f2gJzx9a0vPxPCpDQ1TJ3BUPTTGQ5KjWSoWRIwM/9qhRo8AQ/kayXQZAvN3OGQcOmN9ocCBMgfhIY/V2KK7rQcPKsFWzH4Ua5/MgDTgLmEKrEsNj+8/27Zjax2tIq5hbUJ+rbsFcVyGE0Kmthauu8itgBijCHTA/8sgjjB07lksvvZS4uDi+973v8e677wIwbNgwbr75ZpnoT4hjQKT7MQd73PLychYtWuR13EJ0x9gqI9CqeuPjz6xdRHl5OdOnT2fQoEFBtcdwPt69vSCk5ewLnZmZyWmnnUZBQUFI3zngrR+ztMAR4SQ9mYWIoFNPPRWLRVuB2QVsDd0JPHodm1Uz+yHFEJqGrMdtE9Rr3g6cqs7eG6jc3FyPSubYEAW3wxohRlOMbNYuw1/GauhQTVJoNR4nBaZOnRrw8XJzc/XhfTPQ6fvbuLvl0UPchhouXwz8AsgBYnw/XnwjJBzVHD+Uk/5tQX2uqqxWK6eeemoIjy+EOK4NHgwvvwxxcX7ttsrxOTs7m5tvvpklS9QXj2+99VbefvttsrPVtkJDhw7lzjvvlIBZiGOAWWjkDKlCZdUq9adLMH2ebTYbs2fPJjc3VwJmEZBQtspwPqadjCFrcXExubm5ZGZmBt1/ubCwkLKyMurq6kyPs3DhQkpKSigpKaGwsJBBgwZRXFzMokWLGDhwIIsWLQr43EaRaK0jhJGEzEJEUHJyMqeccoph7ebQncCjOjTYkDlMlcx8Btqq21gY860xAR8tIyOD+MH6idgOh6gnc4wCIzThrVm7DH9pK5kTO2BAiFpzVxvuc9zgOE488cSAjzd58mR9yFwPauAaAh4viAwhoHDZtb/hsRrSSf/0z9FTTjmF5ORQtuIQQhz3Zs6ENWt8D5pjYqh2VDtNmzaN9957j+3bt5OUlMQdd9yBxWJh2rRpANTU1IRp0EKISItkP+ZAWhPYbDYWLVrk6mkrRKCMwXCgrTLAs12Gtl3EokWLmD17NrNmzaKsrCxklcRmL9Lk5eVRWFhIXl4eeXl5FBQUUFJSopvMc9myZSFpZyGtMkS0SMgsRIR5VuyWhe7gxmAt1JXMIWtBUObRjrq2vTbgo1ksFpJH6kO/b0LY7lpbaXwgBbpM2gH7Q1sNParetLtwQHY3oS24JXFYoqFy3j/t1nbQ5h0NELLHq8cLIu0EFC679g/npH/6+xxM1b0QQnjla9AcEwOvv87QMeqLsxs3buRPf/oTAD/72c9IS0tDURQ++eQTAKlgFuIYEYl+zBUVFa7q0UCOW1FRwYIFCygrK6OsrEz6IIuAFRUVub4OZgJKby/M2Gw28vPzWbZsGZmZmbqgN1SMk+55q8aeNWuWbjK+0tJSiouLgzq3t1YZMumfCDcJmYWIsLCGzB7B3b7gjheunsyU6SuZgf0NwQXi1gGaH2dtsL09qMPpjNKMtcsK1SZzJPqqLQYOa/YPVT9mgHIF3fx0SrLidVtfeHxP6iFkj9eQvyASzkpmCZmFEBEyc6baOsPbC4SxsfD66zBzpmtCrm3btrkm+LvppptQFIXly5ezfft2AObMmROJkQshwmzzZvN3P4ayklkbbAUSRuXk5OhaBMjfTCIQxlYZwUxAaQxbc3JyqKioYOzYsa4AuqKiIiyV98bnbHfV2MYXdYyV3P4yC6mdPaCFCCeZ+O84MHfuXJKSPFOxuXPnMnfu3MgP6Djn2SN3B2oyGIK33xtbEATdLsNYyRyqkPkTz5C5PrixtsS1uKt4G2AT6mIQtbEuo41jTYURjebb9uSgoadzqPoxd+Fo6lAPDFDXNVma6LR3EmsN7Ee9x/ekHuCTgMeo0zIIOvtBbJu6HOoXRELWk7kB2KlbI/8wCSHCav9++N3v4L779JMBxsWplc4zZwJQUFDA8uXLOXz4MIqikJyczMMPP8zGjRvZtm0bAOnp6cyfPz8a90IIEWJlZZ4v9KelpYV0ojBnsBWq4HrQoEEhOY44vhgD1mAq4o2VzDabzfRv+cLCQlasWBHweYy07woA88kGtYzhry8TB3pjs9lMQ/NgWo6I3mnlypWsXLnSY31TU1PkB+MgIfNxwNur3ueee25kByIAdfI/q9WK3e6cTa4LeBkIwT+B4awObUmDjv7BHQ9Q498vPNplBFPJ3NLRQlOX5gdpPRwB/gXMDPiobsYgeF8qTD1gvm1PDhhC5lBVMq9Hvc/a62rHTlVjFaNSA6vq3VdvCH4bAP6H+j08LaBjulnUIHjQbnUx2BdEjCF1yNplvIxM+ieEiJi2Nnj/fVi9Gr79bbj8cjVoNgTMoLbBWLNmDeeccw6KotDY2Mgzzzzjuj09PZ3169dLuwwhjhFm/9OFsorZZrO5gq1gJlkTIlihapWhfUw7VVRUkJeXR05ODsuWLdOdM5Qhs7GS2N/najAvHkk/5uNHZWUl//nPf6I9DB0JmY8DU6dONa1kzsjIiPxgBMnJyVx44YX885//1Kx9HLieoLvzNqdDZzzEOnpFhLI6NGSh3ePqJ0N1sEeg6YcDDcaKa/eZQhIyGyuZU8y384VxX+OxA/W48wuTNiSBhszm7TIAniD4kBn1RRFnyJxUAzFt0NUvsGOFpV2GAvxFt2bGjBky6Z8QIrRqa2HwYPXr55+HuXPVdhnOHs1XXaW20Jjp+Rvtq6++QlEUBgwYwAknnEBNTQ1Dhgxhzpw5zJ8/XwJmIY4hZpWJp50Wgr/HHLTB3rFW8eitsjPceqpeFZ5C2SrDLGxduHAhhYWF2Gw2XcgM6nMgVH3EjW06enrhxhiGe7772XfeWm2EepJQEX0ZGRmcc845Huubmpq8FpuGm4TMx4GVK1cyceLEaA9DaNx4442GkPkz4GPg9CCPbFFbWgysVBeDqQ6Nb4B+mrLYkLTKqAVeUb8MYU9mbyHzm8BuICvgI6vM2mUEKhyVzF+h3lfAvA1JgHmrR7sM11hfBv4IDA7swK7jGSvvD4ItI7BjaR/rXXHQHIpgZQOwVbfmxhtvDMFxhRDCYd06d4h8wQXw1lugrX6aORMqK90htIaiKDz22GMALF68mEWLFkVo0EKIaDBOIgZqlWeoOKs48/Lyjrlg9NVXX2XBggURP29JSYkEe34yBqTBTFRn1o+5sLAQUCuFZ82apas4LiwsDFnIbAy4e3ocGKuog3k3gVm4HkxFuOi9vLXA3bFjB5MmTYr8gJCJ/4SIigsuuICxY8ca1j5uuq3ftL1ok6rB2uF92+4Y+zGHpDL0OaBV/bIN0EzOF0xPZo+A2hGGKsCTAR/VzaxdRqCMAXUoQmbdfQxhGxLvlcytwMqAj+s+Xgjbu2j3bRgBSih+vemfk2PHjuWCCy4IwXGFEAI1YL78cmhsVD8vXAg//rHnpH8mATPAhg0b+PTTT+nXrx/z5s2LwICFEL1NqCbxKi4udlX6RiOMFcJJG/pmZmYG9RjvKehdvHixbrmiosJrq4lQnteoqKhIV2lfUFAQ8IsTxkpwX8cgRKhIyCxEFMTExPDzn//csPZVoCb4g2urQy2KWh0aiJBP+mdHbbOgOQXust6QtsvQVPM+C7QEfGRVKNtlGCuZg534rwX1PrqEcEJFbcgcY48xXMgnUL+nQTBWMgfa3sXaCcmH3MshmfSvGlitW3PDDTdgtcqvTSFECDgDZufEfh0d8Oijau9lH/35z38G4Mc//jHp6enhGKUQopczC5MC4XwnRGZmZlCVo0IEo7y8XBe2BvOCh1mLFGNP4pycHI8QOxR9mY0V1N31Ql62bJnufi5cuDCoMXgLyYNpOyKEP+S/ZSGi5LrrrqNfP23/2Xbg4eAPbKwODTS4M7baCLon82pA/4v+5GEnu76ua62jpSOwONh7Wwd1MrwigpPYCYOaNecLppLZEDKPCDJkLgLqtCuMVdcNgYf32uB/eNJww627MYawfjOGwYG2d0k+BFZN4B2S/uGPoC2179evH9dee20IjiuEOO4ZA2YnRYFZs9Tbe3Dw4EFWr1Z/Bv/iF78IxyiFEL2MWWuMUPTcXLZsmSuMc7YSONYUFBSgKErEP6R61D+hbJXx6quveqwz+34YW01pq/oD5W3SP2fwXVpayqJFi8jKynKdPy8vj7KysqCfg8aA2ymUrXWE6I6EzEJESXp6usmkGn8EyoI7sEef2wCDu5BWMtcAv9StmTx5MhPGTNCtC7S1w4FG/Vi/N+V7uuU7Mcbb/tNWHO9LVVtxBEJbyTyoWQ2wA7Ub9b5pTZ82XbccaCVzW2cbh5sPu5azhmSRnZ1t2OqXBFV9H6p2GSGf9G8z6nPR7corr5RKQSFE8LwFzE4dHertPQTNRUVFdHZ2csYZZ8g/jkIcJ8yqOp0vNgXKGXaBGnJJFbPwVWlpaUgCWa1Qtsowhq3eAv+CggKPXsXegt7y8vIe5z8wq6DOzc3FYrEwcOBAsrKyyM/Pd724U1hYiKIolJSUhOT3uVkls7zYISJJQmYhoug3v/kNsbHa+Te7gLmoDYsDFKrq0JAGd7/AGEbeeeedjErRHzPQQNS4329v/a1uuRmYR3DNHbQtM5riob6f9227ow2Zg+nHbEe9T82G9UsWLWFQ4iDXcqDBvXG/UamjuOuuuwxbeb544BePdhkBPlaN1fpBtctoQ30OdrnWxMbGcvvttwdxTCGEoOeA2amHoLm9vZ0nn1S78UsVsxDHjyuuuMIjDHMGfYGoqKjQTS4WijYBoncJZQDsZLPZyM3NJT8/n9mzZ5OVlUVRUbDvG/VslRHsCx7GsLW7lhXG3szGHslO8+fPZ7CXeRK8nTcvL4/Vq1ezevVqVqxYwcKFC3Wh76JFi5g9e3ZIWt94+z50d9+FCDUJmYWIouzsbJYsWWJYux24L/CDhqo61KNdRqCVzMWo/abdLrvsMq644gpGp+rDwED7Mmt7Mg9NGkr+efkePa/fw9gR2j/G3smBtMyo7weNmnA6mH7MjwP/May74YYbOPfcc3Xh/f76/SiK/3XXxu/FmNQxXHHFFVx66aWGLVcBf/f7+IBjgj7NBFcBt3YxhsxjAjsOAL8HdujW3H333SZV3EII4QdfA2anboLmNWvWcOjQIYYPH86PfvSjEA9UCNFbpaWlmVYuz5492+/JyoqLi8nKynIFWyUlJSGbRFD0HmZBabDB86JFiygvL9etW7BgQdDHNbbKCKaHcEVFhUdo210178KFCz1ewDG+c2DZsmXYbDYWLlzY7bmN92PBggXMmjWLWbNmUVBQQGFhISUlJbpK6+LiYsaOHetxXf3lrQLbeN+ECCcJmYWIssWLFzNlyhTD2gcIuG1GqCZT07bLsFuhaVgAB6kBbtStGTRoEI8//jgWi4VRqYZK5gCqbhVF0e03MkUNw5ctW8aJJ56o23YhgbfNGG2YUG9fACGzcdK/QCuZdwPGN2qdeOKJrj8stNe1qaOJ+jbD4H1gDJlHp47GYrHwxBNPMGjQIMPWNxBQ2wx7HDQNdS8H/IJIqCqZNwP6P85OPfVUj+oGIYTwS20tXHWV7wGzU0cHXHUVNV98wdKlS5k8eTLDhw9n3rx5AFx99dXEx8eHYcBCiN4qLy/PtOLYWVXaU9BXWlrK7NmzdRXMq1evlrfTH4NKS0tNq2O99ez157j+rPeVtiI/LS0tqNYRxrH4cjzj3/ulpaUsWLAAm81GUVERixYt8qna36yS2YyzwtnJZrPpnpf+6u75X1YWZDtOIfwgIbMQURYfH8/KlStN2mb8FDjq/wGNFcehaJfRNAzssd63NdUFXI8xfPzzn//M8OHqJHKhaJdha7XR2tnqWnYeMyUlhWeeeUa3bTPqVW3Ff6MMOa1xAj9fGPcxHtMXrcDP8GyT8eyzz5KSop7A47oGEN57VDIPUKuDhw8fzmOPPWbYugb1e92F37SBcMoBAup2PWCv92P6zIZ6ZfVtMlauXElcXFwAxxNCCIfBg+Hll8HfnyVxcWz63e+Y8L3vsWTJErZt20ZVVRXNzepvgGeffZZNmzaFYcBCiN6soKCAkpISj+pEZ3Vybm4us2fPZtmyZa5wzNnWID8/3xXmZWZmUlZWJn2YjzHOUNRbYOnswx1o5bG3qljPIhTfGVtlFBQUBHws8OxV7suLKAsXLvSo5i8qKmLgwIEsWLDAo82FmfLycl2wn5mZ2W0V8axZs3TnrKioYNmyZT2OVbt9UVERWVlZ3bbNcf4cMI5PiHCQkFmIXuDUU081aZuxE5iJZ5zYg654aAyyOtRih5SD7mW/+zErwALgDd3ayy67jDlz5riWjZXM+xr8r7o2BqjOSmaA6dOne7TN+BC4CvB3vr1QtMsItpK5E5iDeh+0brjhBs477zzXcijakJhVMjtdddVVJm0z3gB+jt8hsfaxFdsO/Q9739YbbSWzYlHbcPilGbgY9Tnndvfdd5u8y0AIIQIwcyasWeN70BwXR81zzzHj/vs5fFj9uZidnc3JJ5/s2uTIkSPMmDGDmpogJmAVQvRJeXl51NXVUVhY6BFilZeXU1xczKJFi1iwYAHLli3TTdCWlpZGYWEhu3fvlolDjxEVFRUMHDjQNbmcswLXm2XLlpGVleXaPjc31+dzmU1AmZmZGVQ1fChbZYB//Zi1vFV5z5o1y2sriu7O68s1MT4HfXnxuLy8HIvFQlZWls+tSpYtW0Zubq7rcWL2fRQiFCRkFqKXMG+b8QEwC78nAtS2zEjdj9/BX//DEKN5W69f/ZgV4DeAvopY2ybDaVjSMGIsMa7lQCqZtf2YQR8yg3nbjNeB6/Cv7jYU7TKM+/gTMnehjvkfhvXaNhlOoagQ31uvrw7Whsze22Y8jfq99+PxFor2Ltp9GoerbTh81gr8CPW55iZtMoQQIedr0BwXB2vWUFRZ6QqYH3nkEd555x327NkDwM033wzA4cOHeeqpp8I6bCFE77Vw4ULq6uooKSlxVVpqqyfT0tLIzMwkJyeHhQsXUlJSQl1dXY99ZUXfkpmZSV1dHYqi+P1RV1fnVzuFgoICVqxY4arAnTVrlmllvT9C2SoDcE205/y44oorfNrPWd3vPH9OTg4rVqww7YVuxhhS+9L+wlg97Utf5pycnIC+19oPmehThIu/738XQoRJfHw8xcXFfO9736Oqqkpzy79QK5pfA5J9O1j9KBjxqfp1bBv0r4XmdN8HYwz6jEGgV3bgl6jT0rn169eP1atXu9pkOMVYYxiRMsJVNRtIW4e9R/Vh6JhU/aRvKSkprFmzhu9///vU17uT4r8B7cBfAV86WoaiXcbeAfrlMT62y2gHrsE4fSKkpqayZs0aV5sMp1D0utZWMsdZ4xiaNFR3+/Dhw3n11VeZMWMG7e3tmlseQg1u/4RPr2Maq+RT98Ohb/s+UItdX63vV6uMRuBS4G3d2uHDh1NcXCxtMoQwqq1VWz+IwDmDZm+TADoCZmbOZNWddwJqBfOvfvUrHnzwQVpbW/n2t7/NI488wrvvvsu2bdt45ZVXuNOxrRDi+JSXlyd9lUXEFBQUBN3SQmv37t0hOxYQVAuYnJycgHsYB1LJbKw4l0n6RF8nlcxC9CLjxo2jpKSEgQMHGm4pBfIBH1sJGENhf1tmpBp63B49wYed2lB72uoD5piYGFatWqVr56Clrbo92HCQLrt/fX33HN2jW3b2DtbKyclh3bp1JCQk6NavQo0YG304z6AW6KfpsRFIu4y9hn3G+NBy2xmDGgPmxMRE1q1bZ/pKfygqmbUh86jUUVgtnr8upk+fzqpVq4iJiTHc8hfUx4IPFfjBPlaTqiFG843xOWQ+jPqc0gfMAwcO5N///jdZWVn+jUOIY926dZCRoX4WwZk5E/7+d7Aafq5qAmaA6upqAKZNmwbgmmfgxhtvxGq1utZLuwwhhBAiugIJmAGPVhfGymYh+hoJmYXoZbKzs1m/fr1HdSp8DEzCs2GCCWPQ5u/kf8aJ1I56Brd6ZcBU4AXdWqvVysqVK7nkkku87qltw9CldFHVVOV1WzPGtg7GSmans846izVr1hAfr69b/hcwGXivh/NY0LfMCKRdhraSOaED0ntot/2eY2z/MqyPj4/n73//O2eddZbpfsFWMrd3tVPV6P4+GHs8a1166aWsXLkSqzEs4QXUx0QPlQDBPlaNL4j4FDL/A/W59LFubUpKCv/617/Izs72bwxCHOvWrVMrbxsb1c8SNAfvhBPg6qvdrTMMATPA0KHqO0g2btzIhg0b+OKLL+jfvz9XXnkliqLwySefADBkyJCID18IIYQQbsZWGb70gbbZbB7hdLD9qIWINgmZheiFvvvd7/Luu+8y2ONtyVWoda1XA0e8H8CjBYGffW49gjtvIXMbsAT4DrBdd0tcXByrVq3i6quv7vZUwVbdeoTMJpXMThdeeCHr168nKSlJt/5r4PvAL+i+qlnbMqMmCdqMBbw9jVUTTI+uV4NrM42OsXzfMTatpKQk1q9fz4UXXuj1PIMTB9Mvpp9r2d+J/w42HETR9FXuLmQGuPrqq3nllVdM2ktsR31sLMFrVbPxsep31b3hvnX7gkgt8BPU55D+xYz09HTeffddvvOd7/h3fiGOdc6A2dnaoaNDHzTX1kZvbH1ZcTHcdZcaLCcnewTM4P5Hc9u2bdx+++0A/OhHPyI5OZnly5ezfbv6e1c7oa4QQgghIk/bVxp8q2SeP3++bjkzMzOoVh9C9AYSMgvRS+Xm5vL+++8zcqTZpHsvAhPwWtUcbAuCAfoWFObBnbN6eSnGKfQSExNZu3atT78kg6261fZkTktIIzm++77V06dPp7S01LTf1V/ovqp5lGGivoN+9GVujoMj/d3L3voxv+cYw19Mbhs4cCBvv/0206dP7/ZcFotFd139vqY+VodrzZ49mzfeeIPExETDLV2ojxEvVc3BTvxn3N5rJfM/gInASx63jBo1ivfff9+vmbWFOC4YA2YnZ9D8299KC41AKAp8+SWcfLIaLFdWegTMoPa8TE9X51PYsGEDALW1tUyZMoVbb70VUF8gM/6TKoQQvcWRI90UxQhxjLDZbB5tL3qavLCoqMgjmDZWQwvRF0nILEQvNmHCBDZt2sRFF11kcquzqvli4N+ok+45mE2m5g9tuwzFYggCy4B5mFUvA5x66qls2LCBCy64wKdTGatk/am6VRRFF4j6EoaCWim+adMm03YTzqrmOcAHoKnn1bfLAP9aZnTXj1kB/us4p1n1MqjtPjZu3Ohzpa22Qry6qZr2rvZuttYzfg96qmR2+sEPfsCGDRs49dRTTW51VjXPAzSzJrelQpvmhQG/22V0FzLbUZ8bMzGrXga46KKL2LhxI+PHj/fvvEIc67wFzE4dHXDffdJCIxA7d8LEie5lL5MpDhkyxKN91vr169m2bRugBszr16+XdhlCiF7LOKGbcZIzIY4FRUVFHuu8PdZtNhuzZ89mwYIFrnVpaWmUlZVJP2ZxTJCQWYhebuTIkaxdu5aVK1cyYMAAky3WARcA3wIeBo54VnMGM/Ff43Do6gKeRw0JpwLPYqxejo2N5Xe/+x0bN25kypQpPp8qmHYZda11NHe4Gxt31yrDaNy4cbz33nssX77cpPpWnRTwLGAK8CTQgL5dBsB+PyqZ9xq+dWPq1WM+6TjH2Y5zGiUmJvLoo4/y3nvvMW7cOJ/PZ6wQP9hw0Od9Aw2ZAaZMmcLGjRu59957iY2NNdzahfrYyQW+C/wVaNW/iBFsu4z60aitZB5GfU5cAPzTY7e0tDSef/551q5d6+XdAkIcx3oKmI2MLTRE9/7+d+jhnT41NTUsXbqUefPm0draCqjtkoYOHUp2djZLly5l586dnHbaaZEYsRBC+K2iosIjfFu1yuyvXSH6rvLychYtWuSxfvr06RQXF1NeXk5xcTGLFi1i9uzZDBw4UFfBXFBQQF1dXY+Vz0L0FcYEQAjRC1ksFn72s5+Rl5fHggUL+Oc/PUMz+Aq4DbgL2uZAewLEq/+Y+tWCwNKlryY9qgDO4M7cqaeeysqVK/0Kl52CaZehbZUBvlcyO1mtVn71q19x0UUXcd111/Hf//7XY5ttwA3AQuAMQ7uM/UFUMn9wFP6EGjR7c9ZZZ/Hss8/6FS47eYT3Dfs5Me1En/YNJmQGtR/3Pffcw6WXXsrcuXP57LPPTLb6xPFxK9Qn8f/s3Xd8lfX5//HXyQBCGCdkMKSME5UZ0ASwbloSbRF3wnDVikkcrVT6ayIUV2vExK8FZ5uDWGqrjMRVKWpzaB11ATkIAQQ1B8SBZB4gYWWc3x/3uU/OTM5JzkhyrufjcR7k3Ocen3PnJOG8z3VfHxKsi2PMEN0ITbFutnHD+bV97CFgA3DS4yZXXHEFer1ewmUh3PE1YFapQbOb3sLCyZ49MHGix4e3bt3K7NmzqampcVje2NhITEwMq1evlnBZCNEtmUwm8vPz3U5oBlBUVIRer2fatGlotVpKSkpCMEohus5oNJKVleXSJsP5cXtarRadTkd6ejppaWnk5OQEY6hCBJWEzEL0IGeccQZvvvkmf//731m0aJGHy3BOAmvgKG3B3aC9wFKUKuRRQAzQD+VihhPWbQ4D5TDgfxBhV6V89AeP44mOjmbZsmUsWbLEzaRvXj4nN2Gotw4ecewdPWrwqE6NQa1qfuaZZ1iyZAnHjx93WecY8I5TJfMzg+AISl3uGbSdVVDO6AngO5QGI+ucKpnf89CTGaB///4sX76cX/3qV0REdO6CE+dg2JcKceeQ2dfwXqVWNS9fvpxHHnmEJrehVS0cdZo4bNA1UHspypkdinJWY1DaX6hn9iCwDQZvbduuAWh50eN4tFotTz75JDfffDMajadpF4UIY7W1MHeu7wGzSoLmju3bp/Ri9qC6utohYB46dCiHDx8mNjaWxsZGampqmD17Nnv27JE2GUKIbken00lwLMJCamqqSzsYIYS0yxCix9FoNNxyyy0cPHiQP//5z6SkpLhf0b5ENqYZopYD1wPTgcnAmYAOZTK0NGA2cD8MfsdxP0dwMXLkSP74xz9y8OBBHnjggU4HzAAx0TEMiRliu+9LT+bOTFDnSUREBPfccw/ffPMNTzzxhPvqYadgeP9A+ANwNUp8PwlItt4mWZddjbLOF85Vz27O65lnnskTTzzBN998wz333NPpgBlcw/vOnteoiCiSYpM6PY7o6GgeeOABDh48yB//+EdGjnRTFe1czj3QANyP8ppMQzmbOpTX7GSU1/D1oFkOA0+0bechuE9JSeHPf/4zBw8e5JZbbpGAWQhPPv4YTnvfv90taZ3Rvg5aZej1elvA/Kc//YnYWOWqjmeeeYYVK1YAUFNTw6pVqwI/ViGEEEIIIXwgIbMQPdTAgQO544472LFjBx988AELFixwDHudAzdvWzs4t322C0MzMjJ4/fXX2b9/P8uWLWPYsGGdGLkr+0D0u6PfYbFY2lm7jUu7DB96MnsyZMgQFi9ezL59+3jnnXe4+uqr28LeBhxnAvShXYbLebV+fyIiIrj66qt555132LdvH4sXL2bIkCEum/uqK21I7APpEQNHEBkR2eXxDBs2jGXLlrF//35ee+01MjIy2h7s7Gu1P47X49jtJzo6mgULFvDBBx+wY8cO7rjjDofJs4QQTtQ2GS0tHa/bEQmaXdVar9jYuRM8fThMW7/SlJQUpk2bhslkYsCAAWRlZbFo0SLbB8vr1q0L+JCFEEIIIYTwhbTLEKKH02g0XHTRRVx00UWsWLGCF154gf/85z/87/T/OGnfl3YQ7bVVdlzPzrjh47g672oWLlzI2e1c4tsVZww6g4qqCgAamxo5euoog/u5m+TQkT8rmZ1FRERw2WWXcdlll3Hw4EFWr17Ne++9x/uN72MZYE2afQmZ7dc9DZecdwkzL53JwoULGTWqc20+2tPZNiSnmk85TBLoz3MKygSR11xzDddccw1ffPEFq1ev5p9f/JO97G1bydssWOt4t+/JvlycfjE//elPue222xg6dKi/hi1E79bZPsztaWqCBQvgwAGIj/fffnuijRuVc7FiBYwdC+1cTVFVVQXAjBkzeOcd5cqiq6++2lbRPGPGDCoqKqiurg78uIUQQgghhPCBhMxC9CJDhw5lyZIlLFmyhKc/fZp73r7H9tik8ydR1VjF0aNHOXXqlMN2ffr0oX///kyaNInGixv5jM9sj7349IvMOGNGQMc9cqBT/+Bj33UqZPZ1gjpvjRo1iocffhiA6frpbDu0DYCIwRFcdOlF7N61m2PHjnHa6TLzPn36MHDgQCZPnszHiR9zGuXxCSMm8N677wVkrKrhA4c73Pe2J/M3R7/BYleuPTZurF/HZe/ss8+msLCQrO+zmL6qbRKrKRdPYSAD2b17N8ePH3c5r3379mXQoEEMu3gYFVTYlhf8roDfXvDbgI1XiF4pEAEzQHQ0rF0rAbP9+b3jDvi//2t39aSkJA4fPsyWLVuIi4sDYObMmQBYLBY+/fRTAOnHLIQQQgghuh1plyFEL+UcuN5y9y1UVVVx8uRJWlpaOH78OA0NDTQ3N3Pq1Cnq6+v53//+h+5cncN2/q5kdce5tYO3/YPt22UkxSbRN6qvX8fljv1YWzWtlPyrhJqaGk6dOkVLSwuNjY00NjbS0tLCqVOnqKmp4fW3X+e0pi0o9Udbj470iezD0Ni2Sl5vz+kB8wGH+2MGj/HjqNxzrrpOPieZ//3vf9TX13Pq1Cmam5tpaGjg+PHjtLS0cPLkSaqqqrjpVzc5bBfIQFyIXimQAbNM/ud6fltaIC+v3TYi8+bNA6CiooKPPvoIgIsuugiLxcLKlSvZtWsXAPPnzw/s2IUQQgghhPCRhMxC9FLOIbN9yBgREUFMTAyxsbFERjr22/3a/LXt6+iIaIYOCHzLAZfWDl5U3Ta3NnPwyEHb/dGDR/t9XO50dF779+9P//79HSbt21+/32GbsdrghKH2YfY3R7+hpbXjXqsuIbN2jJ9H5SopNonoiLZ+4vbfV4DIyEhiY2OJiYlxOK+hGKsQvYYEzIHl6fx20K86JyeHhIQEAJqbm4mMjOTxxx9n6tSpLF68GICEhASys7MDOnwhhBBCCCF8JSGzEL2Uc7Xs10e+9rCmI1O9yfb1GO0YIjSB/zXhHNw6h4zufHv0W1osbaGpLk7Xztr+4xyIe1MhvN8cmpDZ/pw0tzZ7N1anQDwYwW1kRCSjBrf1pXY+X55IyCxEJ9XWKj2COxMwR0crN0+PScDccYDfTtCcmJjIpk2bbD2YW1paeOGFF6ioUFoDJSQksGnTJmmXIYQQQgghuh3pySxELzU0digxUTGcaD4BOIbHnphPmqk/WW+7H6z2A87H+WDXBzz2yWMcO3aMEydOcPLkSSwWCzExMfTr148BAwbQMsqxKjdYwe1orWPFtHMo645LJXOwzqvTOfn7xr8TcTCChoYGTp48yYkTJ9BoNPTr14+YmBgGDhzIR7EfOWwTrOBWF6ejsr4SgLoTdRw5eaTDvtz2IfPAPgOJ6xcXyCEK0XvExyv9kn2tZI6KUkJkcN02IgL+8hcJmL2tEFeDZjeh/PTp07nooot45513GD58OBaLhcTERObPn092drYEzEIIIYQQoluSkFmIXkqj0aCL07G7ejeghMwWiwVNO7PaO4ehOm1gq4Pr6ur45JNP+GTbJw7LNxs3s/mvm9vf+Fzg6ra7FR9U8EbjG5x//vkkJSX5f7BWyXHJDve9Ce+DXclcVVXFxx9/TIWxwuF6lfv/dD9s72Dj2wC1qNgCLz7zIudNO4/zzz/fNglVIDhXou837+ecYed4XN9isTiEzGO0Y9p9bQshnMyZowSc3gbNzlXK9ttGR8OKFbDf7nddbW34TfrnawsSD0Fza2sr27YpE8y+9tprnHfeeYEYrRBCCCGEEH4l7TKE6MXsg7vjTcepaqxqd33nwDQQLSgsFguffPIJt9xyCyNGjOCKK67gjw/+EY7areRNlum0zr/+8S+uueYaRowYQWZmJv/5z3+wWCz+HDrgek7U6tv2BOu8/uc//yEzM5MRI0ZwzTXXsOkfmxxX0nqxI/t1jsIfHvwDV1xxBcOHD+eWW27hk08+Cch5dQ7eOwrvq49X26r0QVplCNEpatDsqf2Fyl0bDHXbAQOUf+++G774Ak6fVsLWMWPaneCu1+lsC5KmJmW72lrbor1791JbW0tMTAznnnuunwcqhBBCCCFEYEjILEQv5hxmdhTcuVTc+rGtQ2NjI88//zxpaWmcf/75/P3vf+fUqVNtK9TbrTyIjq+zcA6irdu3tLTwyiuvMGvWLCZOnMjTTz/NkSNHuv4ErBL6JzCgzwDbfV8rmQf2GciQmCF+G4/ZbOapp55i4sSJzJo1i1deeYWWFmsrEbPTyh2F95Eo596287YvT506xd///nfOP/980tLSeP755zl+/HhXh2/j62tV+jEL4ScdBc3t9VmeMwcOHGh77Jpr4IEHlOrchoZ2J7jrddQWJB0F9s6io5Xt7Kq+//e//wFw3nnn0adPH3+OUgghhBBCiICRkFmIXszX4C4QFbdms5nf/va3nHHGGWRnZ7N9u4d+DXVO97WpwALgl8Bd1tttwA3ATNBGtq3bCrjJkffu3cs999zDiBEjyM3N5fDhw119OrY2JKr95v20Wlo9ru/c1mFs3Fi/tHU4fPgwubm5nHHGGSxatIi9e/e6rnQE5dyo4iKBmSjn8DbazusvgQUwOM1xe7P7Y2/fvp3s7GxGjBjBb3/7W8xmDyv6wPkDjY56XUvILIQfzZkDL76o9FW2581EfvYtMfr1g8cfb6vmbWeCu17J28pwlYfzq4bMF198sb9HKIQQQgghRMBIyCxEL9blSuYu9g5+6623mDx5Mn/605/aqSbuA1wE9T92XBz3B+Bl4AXgWettNfAS8F+IS2hb9+ggaP0JEOP2CMePH0ev1zNp0iTWrVvX5XYP9n2ZTzaf5NCxQx7X/aHhB042n7Td7+o5tVgsrF27lokTJ6LX69upJu4PLT+BowPbFmkTgf+inMPVtJ3XF4CXIa7AcRfmGcBFKN8jV0eOHOFPf/oTkydP5q233urS83J5rZp9+0BEQmYhuujUKVi2rC0g9SZgtrdxI8ybB61OH7pJ0OxeO+dXDZkvuuiiQIxQCCGEEEKIgJCJ/8LArbfeSmxsrNvlt956a/AHJIKmK8Gdtp+WuJjOTfRmNptZvHgxf/3rX9tZawxwJ0oVbSLUvwTYTQAY185YoxthgF1Vcn0q8B+U0t0XgecA18re2tpaFixYQElJCc899xxDhw719ik5cBfenzHoDLfr+rM6/PDhw9x555289tpr7aw1AaU6+WZgMJhngvY95aGBP0D0cWjq737T+C8d79fdBfwCqEYJov8CHHDZ7LvvvmP27NncdtttPPHEE2i1Wh+elSKuXxyD+w7myCnlw4iOKpm/qP3C4f5ZQ87y+ZhCCDubN8OqVTB9utIjeO1a3wLm9ia88zDBXa/V0aSK7QTM3333Hfv37yciIoIf//jHrtsKIYQQQggBrFmzhjVr1rgsb2xsDP5grCRkDgPqDOXOZs6cGdyBiKBzru5sr5K51dLq2NahkxW3b731FtnZ2Xz33XduHtUAP0cJQX+G0gTYqt4pfG0vZNYecLxv23Yw8GvgV8C7KGHza0CLw+qvvvoq7733Hs888wzz5s3zuX2Fu5D54tHuL2v2R3W4xWJh3bp1/OpXv6KuzrmvCCjn8VqU8zoT5Txb1etgzHtt97UHoHqi+wMNcQqZa8+2fpEI5AP/D3gb5by+BThWhL/wwgu88847rFq1ip///OdePTeVRqNhbNxYPvvhM6CtDUmExv0FN1/WOY41eUiy2/WEEF44dkwJPvv2beuzbN8Goz0dBcyqcA2ar7kGWuz+BnVQIa5WMU+dOpVBgwa5XUcIIYQQQogDBw7w3nvvdbxiEEnIHAamTZvmtpJ5zJgxwR+MCKr+0f0ZPmA4hxqUdg6VdZUe1/326Lecbjltu+9rxW1LSwuLFi3i2Wef9bBGBko4eab7h51D5iGex+pSceu8LRrgJ9bbt8C9QKnDGmpV8xtvvMGaNWvo27ev5+M5sW+XAVBZ73ms+2r2OW7rYxh68uRJfvnLX7Ju3ToPa2QCK4CR7h92Oa9feg6Z4x2rg6lzrg6OBK6w3r5ECbUNDmuoVc133303Tz75JJGRkXhLF6ezhcynW07z7dFvGTV4lNt1v6xtew2MHDSS/tEeqrOFEO2rrVWqmGfPblvm74BZFY5B88yZ8P77ynP3ogWJ9GMWQgghhBDeGDNmDJdeeqnL8sbGRo/FpoEmIXMYWLNmDZMmTQr1MESIJA9JtoXM3x37jsbTjcT2cf3QYW+NY3uJs+PPdlnHk9OnT3PTTTdRUlLi5tGBwBPA7ThU2DprTILTsdDHemmHc1WtvQSnVhi149oZ3UigxHq7C6hxeHTdunXU1NTw2muvMWDAgHb208Y5gP+q7iuP6+6rdQyZxyeM9+oYAA0NDVxzzTVs3rzZzaMJKKF9Vvs7qXE6Nwl7Yd/V7te1D+9PxMHx9oKms4B/A6uA3wINDo8+++yzVFdX8/e//50+fdz3dHZ29hDH19y+mn1uQ+ajp45yuLGtXYq0yhCikzZuVFpjnHcevPGGb9vW1irbehswq5qalO18qZbuyYYNU4JlL1uQSD9mIYQQQgjhDU8tcHfv3s3kyZODPyBk4j8her3x8Y6hpnPoqXIOmb0NQ0+cOMHVV1/tIWDOAHYB2bQbMIPyeK1dyDjkK4jwEF7EOz2HGm/GmgXsRqn8dWQwGMjIyKC+vt6L/ShtSKIi2j6jcz539uzPd9/IvowePNqrY9TX15Oenu4hYM4C9tBhwAyu5ybB/fefyNOgtWvtUXsWXn3PyEH5Hqe7PLphwwauvvpqTpw40fE4cX3NeTqvzqG+Lx+ICCGs1Crkhgb473+Vmy/i45XQtKMJ7pxFRyvbhUPAXFOjPE+1BUkHAfORI0fYuXMnABdeeGEQBiiEEEIIIYT/SMgsRC83IXGCw31PwV1nQubTp09z/fXX8/bbbzs90gcoBt4B3Lc7cKvabqyRzZ5bZthXMls0UOehBYeLJJSK5vUoFdZtPvnkE6644goaGhrcbeggOjLaoXp2b81eWi2tLuu1WlodJqg7K/4sIiM6bh/R0NDA7Nmz+fTTT50eGQRssN4SO9wPoJwbi11Y7FwFrtLuhwi75+DSKqM9o1GqmotRvvdt3n77bTIzMzl9+rS7DR14GzLLpH9CdJFzm4vWVuX+xo2+7UftO+xt0OxFu4heZds2mDZN+dqLUP2TTz6htbUVnU7HiBEjAjw4IYQQQggh/EtCZiF6Oefg7vPqz92u51zhPC6+vRYUSg/mW265hbfeesvpkVhgE0qFq28T6lHjGIiT4G6sFsdq3Pqx0NzPt+MwF/gvSsuJNh9//DHXXXcdp06d6nAP9uH9ieYTHDxy0GWdg0cOcrL5pO1+R+cU4NSpU1xzzTV88sknTo8kWMfsRfWyveYYMI+x281enCfsA1z7Mdf6Wh2sVjVvQnkNtNm0aRO/+MUvaGlpcbehzbgEx/PjqereJWSOl5BZCK956qOs9ksOVNAcbgFzbS1s3QrTp3u9yQcffABIP2YhhBBCCNEzScgsRC/nUh1a23El8/ABwxncb3C7+83Ly2P9+vVOS7XAZmCW7wMFx0pmgEQ3IXNsNcTYtbVotx9ze9KA9wHHarGysjIWLlzY4dYTEhzH6i68d570z5uQ+bbbbnPTImME8AGQ2uH2btn3ZY6ph/41rusk7fK8jU9moUwGqHVYum7dOvLz89vdUttPy7ABw2z3PVUyV1RVONx3/l4IITzoaKK+QAXN4RYwb9wIY8YoLUjO9v4DO+nHLIQQQgghejIJmYXo5UYPHk2/qLZKX3dh6NFTR/n+2Pe2+84Vpc7ee+89/vSnPzktjQXeAs7r/GC9qWTuVD9mTyagBKKOlzG/9NJLHnpM223pHDLXuI7V1xYkJSUlvPzyy05LE6xj7MLzdOnL7Ca8HeoY3FKV0vnj8WOUiub+DkufeOIJ3nvvvXa3tA/ivzv2HcdOHXNZZ1dVWyAeExXjMhGjEMKNjgJmlb+D5nAMmNVe1++9B5s2ebXZ6dOnbS2SJGQWQgghhBA9kYTMQvRykRGRDhOjfVn3JU0tjiGDfWgHrpMF2mtsbOS2225zWtoHeB0lXOyCujOh1a5nsbtK5mE7HO93KWQGJWh+B+cezXfffTfV1dWet3Lqdb2neo/LOjsOO451YuJEj/urqqrirrvuclo6EHjbOsYucA7vh+50XSfJLmRu7mOd+K8rzkd5TTj2aL7ttttobGz0uJVzEO/82jzZfJIva7+03Z+UNMmrPtdChDVvA2aVv4LmqCi4447wC5g70evaaDRy8uRJ4uPjGTeus1eSCCGEEEIIEToSMgsRBiYnTbZ9fbrltEvV7fZD2x3unzPsHI/7uu+++zCZTE5LC4H0Lo4SaHEKNxN3Q4RTKDLMcawcOrfrxyUN0Dssqa6u5u677/a4xfiE8Wjsek7vPOwa3H72w2e2r6MiopiUNMnj/u6++25qapzbWKyyjq2LfjjH8f5wp3MYedqxurl6IrR6OZFXuzKAxxyWmEwmlixZ4nEL59fe9h8cx/p59ee0WNp6O6ckdaXiWogwUFsLCxZ4HzCrmpqU7WprfdtODZoHDIANG+DoUd+276m62OvavlWGRuPjfAZCCCGEEEJ0AxIyCxEGUoc59vIt/77c4b5zkHfucPfB7bvvvsszzzzjtPQi4J6uDrHNIbuxRp+ERKcKYfuAtDWyi20d7M0DrnNYUlJS4rFtRv/o/g5tRXYe3ulQIX665bRDFe6EhAkObUvsbdiwgdLSUqel16NMUOgHh1McK8Sdg/qEvRDZ3Hbfb+cUlNfGhQ5Lnn76aY9tM84d5vjac/4AxLkfs/0HKEIIN+LjYe3ajifmcxYdrWwXH9/xus7mzIEDB+Daa5VqXl8D7p7GD72uZdI/IYQQQgjR00nILEQYSB3uGDIbDxk93o/URLqtDm1oaHDTJiMGeAG//io55FS5O8IuEI887ThBXfUEaHYf3PpOAzyHc3/mu+66i6qqKrdbTBsxzfb1qZZT7K7ebbv/efXnNLW2BQ6eqsOrqqrcVEzHA89ax+QHzTGObUWSdjlWiCc59WM+7M+QORL4K+D4ffLUNiNlaAoRmrbXk/EHx9eqc8W4VDIL4YWOJuZz5o8+ymo4feGF8NFHnd9Pd+eHXtetra18+OGHgPRjFkIIIYQQPZeEzEKEAeeQufxQW3DrXHE7PmE8MdExLvtYsWIF+/fvd1r6KNDV3r1OvncKmYfbhcyJeyDS7o38D/5olWFvKOBYqV1TU8PDDz/sdu204Y5j3fb9NtvX9q0ywLVCV/Xwww+7aZPxrHUsfmTfViTqtGOF+MhPHdc9PNW/x+YslNdKG5PJ5GbySKVC3L4v866qXQ4V4p9+5zjW9lq7CCHseBs0+3uivp//3OvJ73ocP/W63rdvH7W1tcTExHDuuf7+uyaEEEIIIURwSMgsRBgY3G8wZw4503b/sx8+o7lVaY+wq2qXQ8WtcyAN0NTUxF/+8henpX5uk6FyDo7tK5lHbHN8zC/9mJ3NA651WPLiiy9y7NgxlzXtK5nBsQ3Jlu+2ODzmLgw9evQoL774otPS6/Bbmwx7zuf1jK1tX4/8xPGx72b4//hu2mYUFxfT3Nzssqb9a/B0y2lbi4ymliaHID85LpnE2MQAjFWIXqqjoNnfATPAqFHwzTf+21934cde12o/5vPOO48+ffp42lIIIYQQQohuTUJmIcKEfdXtieYTtkrb979+32E95+AU4M033+T77793WrqSgPwKOTUIas5uuz9sO0SdUL4e7dTHNyBhqAbn59bQ0MA//vEPlzXPGXaOw+R/H3/7se3r975uG2ukJtLtef3HP/5BQ0OD3ZIIYAV+a5Nh79vzHO+Ptn7fo0449miumggntf4/PpHAkw5LvvvuO958802XNaePmO5w/4OvlV6lOw7v4GTzSdvyH4/8sf+HKURvN2cOFBRAZKTj8kAEzKqRI9uCZl8nEuyu/NjrWg2ZpR+zEEIIIYToySRkFiJMXDL6Eof7/9n/HwD+e+C/Dstnjpnpsu1zzz3ntOTHQJrLen5z0K4nZdRpGPUhYIExdiFzUwx8P91lU/8YBVzpsOS5557DYrE4LBvQZwBTh7W1lthxeAc1x2uoOV7j0J85dXgqA/sOdNjWYrG4Oa9XWY8dAN9Pgya7vshqYP+jjx0n/fv2/MAcH1BeM45ht+s5gEtHX+pwX32NvnvgXYfl553hFJwLIbxz/Dg8/XRbQBrIgBmUlhlvv620iRgzpt0J8HqULvS6rq6upqCggClTpvDSSy8BcPDgQaqrqwM4YCFEt9BbPmwTQgghnEjI3A2YTCbMZnOohyF6uZ+O/anD/f/s/w9NLU0OlcxDYoYwOWmyw3p79+5l8+bNTnu7K1DDVOyf5Xh/7GYY8hUMtrvk+pvzoSWQlxU7Psddu3bZqs3spY9Nd7i/2bTZFuCrnAN+gA8++IDdu3c7LQ3geW3p6xggaw8q5/TMtxzXO+AY8Pqf43M0GAzs27fPYVnK0BTi+sXZ7r/39Xs0tzbz1leOY52lc3qdCCG8s3cv3HGHEngOGBDYgBmUyf/WrVP6ETc0eJwAr0fqRK/rrVu3MnHiRJYtW0ZFRQUtLS0A/O1vf2PixIls3bq1/X0JIXqu3vZhmxBCCGGn24bMJpOJoqIiMjIySE5ORqPREBcXR3JyMllZWZSWloZ6iH5hMBjIyMigrq4u1EMRvdy4+HEMHzDcdv+/B/7LK5+/gvmk2bZs5piZRGgcfy249mKOB7ICN1CA/Y6BOBNeg4ml7a/jd+nAmQ5L3FXdpuscQ+Z/fvFPSvc4jnXWWNcw1HVfZwEBDk1dzusrcPa/2u5bNPDVzwI7BuYCQxyWOL/GIjQR/GTsT2z3zSfNvLH3DVvbDIBRg0cxIWFCQEcqRK907BgMHAgajRKQHjgQ2IAZ4N//hnffbetf7GECvB7Lh17X1dXVzJ492zbh66hRytUr/fopV5rU1NQwe/ZsqWgWojdSJwvtbR+2CSGEEFbdLmQ2m83k5uaSnJxMfn4+BoMBk8lke8xkMlFaWkpWVhZxcXEUFRWFeMQKk8mERqPx+ZaRkYFOp0On04X6KYheTqPRcPW4q233T7ecZsErCxzWyZyQ6XD/9OnTrFmzxmlPC4F+BFTDMPjWrt9ywj5IX+q4zufXB3YMRAB3Oix55ZVXqHW6xPHi0RczoM8A2/2XK16mZE+J7f7gvoNdKm5ra2t55ZVXnI53JwH/lbzH6Zxl3AeJn7fd/246HA/0RHr9UF5Dbf7617/S5DR51vUTHMeaWZLpMEHlz8/8ORpNAHpXC9HbvfsuzJzZdt+uN3BAqKFKa6vj8nAJmp1akej1elvAvGLFCq666ioAsrOzWbFiBaAEzatWrQre2IUQgaf+LuytH7YJIYQQdLOQ2WAwEBcXh16v92p9s9lMfn4+aWlpIW83UVhY2Oltc3Nz/TgSITy7acpNHh+LiYrhynGOfYh3797NkSNHnNYM0ut1xy2eHzucAjXjgzCIXwJ9bfeamppcLmPuH92fuRPnetzD1eOvpk+kY1uPLVu20Nxs1weZvsCtXR9uR2omKOfOk13zAz8GAO5wuHfkyBGX1iFXjbuKmKgYj3tYMHmBx8eEEO0wGCA9veP1/ME5VHHW20KWOXNg9WqIsP732k2v6/Xr1wOQkpLCokWL+OijjwC46KKLWLRoESkpyu/odevWBXfsQojA8fS7sLf9DhRCCBH2uk3IXFpaSkZGRqe2NRqNIQ2azWaz18G4M61WS2ZmZscrCuEHF/zoAo8tBm5IucGhIhegvLzcaa1kIEhV97vmK5P7ubPtDvfL/S4O5wkOt23b5rLW7am3e9zDndPudFnmel6nWY8VBJ7O3en+sPPm4IwBHc6vI+fzOqDPAG5IucHt1hMSJrjtcy2E8EJ1NSQlBf44HQXMqt4WspxxBvzqVx57XVdVVQEwY8YMWltbbR+wTZs2DY1Gw4wZylU80i5DiF4i3D5sCwG1zWZaWhpZWZ1r6adeMS2EEKJrukXIbDQaHf4g6HQ6cnJyKC4upqSkhOLiYvLy8tptKWEymZg1KzSTQC1fvrzT2y5ZssSPIxGifRqNhsJ016r7AX0GsOySZS7LXQPVNJd1AuZEPPwv33V5zdmw/bbgjYNpDvdcA2I4/0fnc834a1yWXzP+Gn488scuy13P6zSXdQJm+21Qe5br8g/z4XhC8Mbh9Fpyd16XXbKM2OhYl+WF6YXSKkMIX9XWwrffKiFooHkbMKt6U8iyZw/ccIPHXtdJ1oB/y5YtmEwmTp06RUxMDKNHj8ZisfDpp58CkJgY6NZFQoiAC9cP24JEr9eTlZVFWloa+fn5GI1GSktLfW6nqdfriYuLw2g0BmikQggRPqJCPQDAFg5rtVoKCwvJyclxu15hYSEGg4Hc3Fy3nzSqf1iCXRmsVjGnpqYybZr3YZFWqyUvLy9QwxLCrSvHXckTlz3BfYb7aGptIq5fHOsy1zFGO8ZlXdfgL4ghM8AHv4dB30GatTdl7Zmw7g1oDnBPaAcdh6EAL1z1AkdPHeU/+/8DwKWjL2X1VavdrhvS89rcD9b+ExZcCfFfWQeUDR8sbX87v0sD2npXuzuvY7RjeHXeq8wvnU/9yXqiI6J5LP0xl7YuQogObNwICxbAwoUwe3Zgj1VbqxzL24BZ1dSkbHfgQOD7RAfSnj1wyy0waJDbh+fNm0dFRQUVFRW2Vmvjx48nIiKClStXsmvXLgDmzw9W+yIhREB09sM2N1dACPdycnJsuUFWVhalpcrE2+vXr/f6PXZpaSm5ubnk5eXJ1cVCCOEHIQ+Z8/PzMZvNaLVaysvLO5wALz09ncrKSjIyMjAYDG73F8w/EEVFRbY2HZs3b0ar1Qbt2EJ01uLzF3NDyg18UfsFqcNTXdpkgDLp386dO52WBrHiFqA1Ct7UKxXNAw4rE9O1Rne8nV85BsDffPMN1dXVLlVmcTFxGG42sKtqF02tTZw77Fy31bZVVVV8++237R4j4GrGw7N74Iyt0DAU6pODe3zA+bW0c+dOmpqaiHaaNOuy5Mv4+jdfs/2H7ZwdfzbDBgwL5iCF6Pnsg46nn4aLLw7s8eLjYe1a38IVUPoXr13bswNmgGPHPAbMoIQiK1eupKamhtWrlQ8ijx49ytSpU6moqAAgISGB7OzsoAxXiF7lgQfg4MFQjwJOnoRXXgGH+Te80NQE114L118P/YJZUOHGqFHwhz+Edgw+WLJkiS1k9rYi2WAwkJWVRXp6epfmVxJCCNEm5CGzWgVcUlLSYcBsr6ysjOTkZJeKZpPJhMlk8mlfXaG2ysjLy5OAWfQowwYMazew2717N6dPn3ZamhrYQXlSnxyiIBRgPNAfOG5bUl5ezs9+9jOXNTUaDSlD25lYD3cVu7HAuC6P0met0fDNBcE/ro3ja+nUqVPs3r2bc845x2XNgX0HSg9mITrDuZKutVWpFg50pdycOcoxvA2a3UyQ11slJiayadMmZs+eTU1NDQCVlZW2xxMSEti0aZO0yxCiM7pTKOprJTOE1e9Cf0tNdfx/pdFodFnm/HhGRgapqamUlZUFenhCCBE2QtqTubS0FLPZTE5ODumdmOm8uLjY7XJ3Fc6BoI4fpLey6H3UyYja6ABt0Mfxo777+PmQNVwR/wJnxuwI+vEhEjjHYYl6OXNnuJ7XqdZjBNeZMTu4Iv4Ffj5kDT/quy/ox1cmOnT8MLAr51UI4cRTwBGs3p9q0BzdwdUnvSlUqa6GhI5720+fPp09e/YwYsQIAOLi4khJSaGgoIA9e/Ywffr0QI9UCBFo3v4OVPWm34UhYl/w1d4kfkajkbS0NHQ6HZs3bw7CyIQQInyEtJJ5/fr1AJ2+PCU9PR2tVmsLelX2FSGBlJ+vTEomVcyiN2psbHRaMjzoY7hg0EZyz/g9URrlcsNWi4Z/HM7nnbqbgzwSx4rv48ePe1ivY93hvF4+5O/cNLSQCI0FgGZLFMXfFfDR0WC/sRkGtL0J6Mp5FULY6aiCLli9PzuqaO5tocrnn8PEiV6tGh8fT319PQCffPIJZ599diBHJoQIBW+v6uhtvwtDZNq0abZis61bt7ptoakGzFqtlrKyMnkPL4QQfhbSSmaDwUBOTk6XfrnPnTvXZZlz6BwIBoPB4RNSmY1W9DYnTpxwWhLc3nCJ0d+QPeJ+W8AMEKGxcNPQQsb2C3bFq+Nzdz033gv1edX1q3AImAGiNM1kj7ifxOhvgjoWf55XIYSVt5doh7qiuTeGKnv2eB0yf/3115w4cYI+ffoErcWbECIEOqpo7o2/C0PE/nepu0pm+4DZm7mghBBC+C5kIbPZbCY9Pd1WDdxZycmufVrdLfM3+3EXFRWRlpaGRqMhLS2N3NzcoLXsECJQTp486bQkuGFocswu+kQoPaEtbXkoERoLZ/f/LKhjgRiHe10JQ0N9Xs/q/5lDwKye2z4Rp9HFOLfyCDT/nVchBL73AA1V0BwR0TtDlT17YMIEL1fdA8D48eOJigr5FClCiEAKpw/bQsg+A3AuADMYDBIwCyFEEIQsZNZqtT5P9udpP84C/UfDaDR6rFw2Go3o9XoyMjKIi4sjKytLqpxFj6TRaJyWWNyuFyjNlrY33RY0DkGz/WPB0epwLyKi8786Q31eW+zPq0U5t+4eCw7/nVchwl5trTKpny+TTIGy/oIFyvaBpIYsAwbAJZf0zlClvh6GDPFqVTVknuhl5bMQoodzDpolYPY7+4n+7CuZS0tLycjIkIBZCCGCoMe/o3fXf7m9mWT9Yfny5V6tZzabKS0tJS0tjYyMDAmbRY8SExPjtMS5Ajewvjx+DseaBwNK9bKazZ5q7ceexvOCOhbn5+56brwX6vO6u/HHnGpVqqc1GmxVzceaB/Pl8alBHYs/z6sQYS8+Htau9X6SKVV0tLJdfHxgxmVvzhw4cADOPhtc+tOHFwmZhQhD9h+2ScDsd87hsclkQq/Xk5WVJQGzEEIESY8PmZ37Lel0uoD+8TCZTJSWlvq8nXqJTlFRUQBGJYT/9evn3MYhuK0MjrQksvLbJznWrG0bQUt/nv32cQ6dHhvUsTiHoa7nxnuhPq+HTo/l2W8f52RrW6B7rFnLym+f4khLYlDH4s/zKoSg496fzkJRSRcfD+eeC9u3B++YwVBfDz7MMSIhsxBhSv2wTQJmv3POAHJzc8nNzUWn00nALIQQQdLjm8A5Vwd3tcdzR4YMGUJhYSG1tbWYTCZMJpNPFcr5+fls3bqVkpKSAI5SiK4bNGiQ05KDQR/D3uPTyav8J2NjdhNJM/tPTqK+eWjQx+H83F3Pjfe6w3ktb/gpv/tqI2P67aGFKPafmMTRliBUMbrw33kVQlipQXNHvZlDean29Onw/vtw0UXBP3agfP6515P+WSwWCZmFCGfBuHIkTOl0OlsRmsFgIDU1lc2bN7ttsekLvV5PSUmJbT8mk4lVq1YF/ApqIYToaXp0yGw2m10qmefOnRvQY2q1WvLy8lyWG41GDAYD69ev7zB0Li0tJTc3l+Li4kANU4gumzJlitOS74DDQHBD3qMt8exouCSox3R0CtjpsMT13HjPddsK4DTQp9P77Iy65mHUNQwL6jEd/YDymmrTlfPaEYvFwquvvsqJEye48cYb3fTGFqIX6ShoDnUv0JQUePbZ0Bw7UPbs8Tpk/vbbb2loaCAqKoozzzwzwAMTQojwYR8yqxXMXWEwGMjNzSU1NdUhZE5OTiYtLY36+vouB9hCCNGb9OiQWa/XO9zPy8sL2S/51NRUUlNTycvLw2QyUVhY6DI+e3q9nrS0NHJycgI+tq+++srnbRITE0lKSgrAaERPMW7cOGJjY2l06JtZDswO1ZBCZBfgGNJ0pWrBddvT1mOEWyWE43/6Y2NjOfvsswNypAMHDvCrX/2Kf/3rXwDce++9lJeXM2rUqIAcT4huQQ2ar70Wmpvbloc6YAbo0wdOnw7d8QNhzx64+movV1WqmM8++2yife2hLYQQwi2j0ci2bdts97uaC5SWlpKVlUVOTo5DcZh9oZvJZJJqZiFEQFVVVVFdXe3TNp3JAP2lR4fM9r/sdTodhYWFIRxNG51OR3FxMYWFhWRnZ3vs4Zybm8vcuXMDHoxfc801Pm/z4IMP8tBDD/l9LKLniIyM5Nxzz+V///uf3dJwDJkdw9CzzjqLwYMHd3pvWq2WM8880+kXfznhHjKnpqYSGRnp1yM0NTWxYsUKHn74YY4fP25bXlNTw+jRo3n88cdZvHgxERE9fnoCIdybMwfuuAP+8hclaO4OAbMqLg7q6mDIkFCPxD+qqyHRu772u3fvBqRVhhBC+IvBYCAjI8NhmS8tLd3tLysry/a+3p5Wq7XlDhIwCyEC7bnnnuPhhx8O9TC81mPfWRsMBodWGd2xx7FWq6WkpISysjKP62RnZwdxREL4Ji0tzWnJNrfr9W6OYajrOfGd6z66dilfz+T4WvLHeXXW3NxMXV0dp06dcvv47373OyIjI/niiy/8fmwhuo2WFnjpJRgwoPsEzKD0Zd4Wjn9TZNI/IYTwp9LSUjIyMmzvve2ZzeZO7TMrKwvAYxFbXl6e2xaaQggR7npsyJybm2v7Oicnp1t/ipienk55ebnbimVPVc5CdAcShoKEzIHi//PqLCYmhscee4xPP/203X7P48aNY+nSpTTbtxQQorc4dgzmzoUDB7pPwAxKyLx1a6hH4R9HjyohvpckZBZCCP9QW1qo/ZczMzMdHneev8kbRUVFmM1mtFqty/6EEEK0r0e2yygqKrL9wUhNTe0RE+ipkwU4X8YDSlV2enp6wI79+uuv+zyxTKKXl3yK3s01+PsO+Aw4J+hjCY1vUZ5vm8CEzNtRzu0ZXd53z7Ad+N5hSSBCZvt9b9u2jd///vc8/vjjbtdZvnw5y5cvZ/v27ZxzzjkBG4sQQdXUBFHW/+rFx4d2LM7GjYN9+0I9Cv/Yu9frSf8sFouEzEII4Qd6vd42Kd/mzZttBV32k/91pmfy+vXrAQL6/lwIIbx111132a6u8NZXX33Vqba5/tDjQmaz2Ux+fj6g/AHZvHlziEfkvfT0dHJyclwmBCwrKwvoH7EzzzyTSZMmBWz/ovcaN24cw4cP59ChQ3ZL/wx0/w92/EMPtNjuxcbGMn369C7vdcaMGU6TKrZYj9Vzei11zZ8d7o0YMSJgk/6poqOjKSoq4rbbbmPChAke1zv33HPJzs7mqaeeol+/fgEdkxABt2eP1+Fn0EVEgMUS6lH4hw/n+dChQxw5coTIyMiA/94TQojeSg2YMzMzXVpk2IfMW7du9bkaWe3l7I//8wshRFclJSWRlJQU6mF4rce1y1ATfK1WS1lZWcAnzfM3NSC315nLeIQIhsjISHJycpyW/gM4EorhBNlpYJXDkptvvpkBPlwS7cmAAQO46aabnJbqgaYu77v7MwMvOSzJycnx+6R/nowfP56WlhYee+wxj+usWrWKmJgYPvzww6CMSYiAMRqhG7cTY/hw+P77jtfr7nwImdUq5jPPPJO+ffsGclRCCNErtRcwgxIyq3x9n23fw7mn5QxCCNEd9KiQOT8/H4PBgFarpby83OEPSE+h0+lcLtnp7IQEQgRDdna2UwB4HHgxVMMJoteBHxyW3HnnnX7bu+u+frAes7d7EeU1pIiMjAz6BKgRERHk5+dz4MABBg8e7HG9iy66iGuvvZaGhoYgjk4IP+ruIXNv6ct86BAMG+bVqtIqQwghOq+0tJTc3FxycnLcBszg2ILN15DZPlhu7z26FIkJIYR7PSZkLi0tpaioCIDNmzf3yIBZ5dwao66uLkQjEaJjZ5xxhpt+Ps8BveQyZ4+ec7h30UUXtTt5nK+mTp3KhRde2O4xex8Lzs/x2muvZcSIESEZzejRo6mvr3dpYWTv9ddfZ+DAgbz99ttBHJkQfmI2Q1xcqEfhWW8JmQE0Gq9Wk5BZCCE6x2AwkJWVRU5OTrtzMtnnBGrrC3vultlTC8LU3szOfO2NKoQQ4aRHhMxGo9H2y7y8vNzn5v3dTXJyssP9nhyYi/Bw1113OS3ZCxhCMZQg2Qm857DE9Rx0nes+3wUq/H6c7sMAOE70FYjz6guNRkN2djY//PAD48eP97jez3/+cy688EL5UFD0HC0tSt/j7mz0aDhwQPm6tjakQ+m0xkbo39/r1SVkFkII3xmNRjIyMsjMzGw3YAaYNm2aw337qmOj0djh9oWFhbZ18/PzMZlMmM1mSktLycjIYMmSJfL+XQghPOjm7z6UPwqzZs0ClAnyenrADDBkyJB27wvR3fzkJz9h3LhxTkvvAU6GYjgB1gI4trJISkriuuuu8/uRrr/+ehITE52W3on9ZIO9xwng1w5Lxo8fz8yZM0MyGmdDhw7l888/93jpJcBHH31EfHy8x8oWIbqVvXuhnQ9OugW1+vfNN2HMGNi4MaTD6ZR9+7w+zxaLhd27dwMSMgshhLfUPCA9Pb3d/6eptFqtQwiszolkMBjIzs62hciepKenU15eTnp6Onq9nuTkZNLS0jCZTL0mjxBCiEDp1iGz2WwmLS0Ns9lMWVmZS5uJ3sK5slmI7kaj0fDrX//aaele4MFQDCfAngQ+cliSm5sbkAma+vbtS25urtPSD4Gn/H6s0HsQ5yrmX//612i8vMQ8WDIzM6mrq+PSSy/1uM78+fNJTk7m0KFDQRyZED4yGsGuL2W31dIC118PDQ1w3XU9L2j2YdK/6upq6urq0Gg0bj64FUII4U5GRgY6nY6ysjKvt7EPkktLS9FoNOTn57N582avJvRLTU2lrKyM+vp6LBYLlZWV5OXldWb4QggRVrptyGwfMJeUlPSqgNn5cuve9NxE75Wbm+swkYbi/4BPQjGcANkH/N5hSXJysq0CIhDuu+8+N5fcLQW+CNgxg+8T4AmHJdOmTSMnJyc0w+lAXFwc7777Lv/+9789rmMymRgxYgR/+ctfsFh6e39y0SOVl3fvSf9ACZRLS6GpSbnf1NTzgmYfQma1ilmn0xETExPIUQkhRK9QVFREeno6mzdv9mm7zMxMCgsL0Wq1aLVaCgsLKS8v9ypgFkII0XndMmQ2m83MmjULk8lESUkJmZmZoR6SX5WXlzvcl0tuRE8QFRXFmjVr6NOnj93SVuCX9I62GS3AbTg/lxdeeIHY2NiAHTU2NpYXXnjBaelJ61h6Q9uME8CtKK8VRZ8+fVizZg1RUVGhGpRXMjIyaGhoaHeClzvvvJMBAwZwQO0rK0R3UVsLCQmhHoVnGzcqgXJzs+PynhY0f/MNjBzp1arSj1kIIXyTl5dHcXFxp8LhvLw86uvrqa+vlypkIYQIkm4ZMs+aNcvWlL8rAXNWVhZ6vd6PI/MPg6FtwrTuWsknhDuTJ0/mwQedW2TsBe4PxXD8zLVNxj333MMll1wS8CNfeumlbtqRfGgdU0/3AM5tMh566CEmTZoUmuH4KDY2lg0bNvDxxx97XOf48eOMHTuWRx99lJYWzx8M7N27lw8//DAQwxTCUXV1W7/j7kgNmNUKZmc9JWhWJyv08lxLyCyEEEIIIXqzbhcyZ2Rk2ALmrgSwer2e0tLSbhfiGo1GhxluO5p4QIjuJi8vz2XWZqVtxupQDMdP/gk4VjgkJyfz6KOPBm0Ey5cvd9OfPQ94M2hj8L/nUV4bbaZPn87vfve70AynC3784x9z8uRJ7rrrLo/r/P73vycqKorPP//cYXlraytPPvkk5557Lr/5zW+kvYYIrI0blUn0uuvrrKOAWdXdg2b1PB8+7PUmEjILIYQQQojerFuFzBkZGRgMBgoLC7sUDpeWlpKbm+vVPgwGA6WlpQ7BbyBlZ2fbvs7Ly5O+UKLHcd82AyAHKA3FkLrov8Bc7FtTaDQa/vrXvwa0TYYz920zWoAs6xh7mhKU10SbntImw5O+ffvy7LPPsnPnznbXmzhxIosXL6apqYkDBw4wa9YsfvOb33Dy5Em2bdvWbq9nIbpEDXCPH4d167pfQOttwKzqrkGz+jwaGuA///F6fGrI3FOu5BBCCCGEEMIX3eadflZWFgaDAZ1Oh1ar7VSbC7PZzPr16zEajYAyUVl766ptOVQdVU+bTCYKCwupq6tj+vTpZGZmupmwy7PS0lLb8dLT06WKWfRYkyZNoqioiN/85jd2S1uBGwALSjDaE2wGrgZOOSy97777uPjii4M+mksuuYT77ruPxx57zG7pKeBKlGrrnwZ9TJ1TAtyI8lpo8/jjj/eKCr6UlBSam5v5wx/+wB/+8Ae366xYsYIVK1YwcOBAjh075vBYQUEBl19+eTCGKsKJc4Db3Kzcf/VVmDMntGMDpbXEggXeB8yqpiZluwMHID4+IEPzifN5bmnx6jzX1NRQVVUFwPjx44MxUiGEEEIIIYKqW4TMubm5lJYqFZAmk6ndcNhbqamp7U6ol5+f7xAwq+NIT0/3GBynpaVhNpsBJTDOz88nMzOTVatWdViRbDQabVXMqamplJWVef9khOiGFi1axOHDh1m+fLnd0iZgPnAUWBiagXntdWAecNph6cKFCykoKAjFgAB49NFHqaqqcqpqbgRmA+tRQvHu7HkgF/uJ/gCWLl3KPffcE5IRBUJkZCQPP/wwt9xyC2eddZbHFhjOATPABx98wPvvvx+Uft8iTHiqEFYrgbtD0BwfD2vX+lbJDBAdrWzXHQNmlRfnWW2jM2bMmKBeJSOEEEIIIUSwhLxdRn5+fkAm5+soqLaffM+b5Waz2RYw2ystLWXs2LG2kNyd0tJSZs2ahdlsJicnh/Ly8nbHJkRPUVBQwJ133um0tBW4HfgtcCL4g+pQE/BHIBPngDkzM5Pi4mI0IZwwS6PRoNfruf76650eOQVcjzJ2HysBg+I4sBjIxjlgvuuuu3jkkUdCMaiAS05OpqWlhZUrV/q0XW89HyIEetIkenPmKEFsdLR360dHd4+AHLp8nqUfsxBCCCGE6O1CGjIXFRVRVFQUkH131I/ZU+XxkCFDPK7vqTLabDaTlZVFRkYGer0eo9GI0WhEr9eTlpZGVpbSOqC4uJji4mLvn4QQ3ZxGo+GZZ55xEzQD/Ak4B/gouINq107gx8AD2PdgBqVlz0svvURkZGQoBuYgMjKSl19+2fa7o00Lyth/DFQEf2AefYTyvV7h8shdd93F008/HdLgPtA0Gg3z5s1j1qxZXm9TVlbGli1bAjgqERZ64iR63gbNPSlgVrVzniVkFkIIIYQQvV3IQmaj0Uh+fn5A9u3NhH/uKp11Oh3p6eket9m8eXO7LTgMBgO5ubmkpaWRlpZGbm4uJpOJ4uJi6uvruzSZoRDdVUREBM8++yxLlixx8+gXwEXA/yO0Vc1q9fI0wOjy6O23387atWvdTGYYOn369GHt2rUsXOiu7YgRSAMeIbRVzSdQKtYvAr50eXTp0qU888wzRESE/KKZgLFYLKxbt45JkyaxefNmn7YNZVsW0Qv05En0Ogqae2LArPJwniVkFkIIIYQQvV3I3vmnpqZisVgCcvOmWjgnJ4fi4mJb/+XMzEzKysra7a2s1WopLy+nrKyMnJwcUlNTHdbX6XSkpqbaLrmvrKyUcFmEBY1Gw6OPPspTTz1F3759nR61AE+gVLq+hXMrhcCyAO/TVr3sGBJERETw4IMPotfru0UFs7PIyEhWrVrFgw8+6CaobQLuR3luH+A8yV5gtaJ8L89BqVh3PHbfvn156qmnKCgo6NUVzNXV1cydO5cFCxZQV1fn8/b//Oc/2bFjRwBGJnq9rk6iV1sbmHH5wlPQ3J0CZj+e5927dwMSMgshhBBCiN6rW0z8Fyo5OTmdCoDT09PbrXgWIlz9+te/ZtasWfzyl7900wrgC5TJ684E7gRuBdy3p+m6Y8BLwHN4aisxceJE1qxZw/Tp0wM0Bv/QaDQ89NBDXHHFFdx66622arg2RuASIAW4C7gRGBig0dQBa4A/A1+5XWPGjBmsWbOGCRMmBGgM3cPx48f53e9+57GPv7ceffRR1q9f76dRibDRGybRg7agWX0eERHdJ2AGv53n+vp6Dh06BNDrfzcKIYQQQojw1XuvYRZChMTEiRP58MMPeeyxxzy0n/gKpcXCGcBtwFb8V4W7G/iVdd934i5gjoiIYMmSJRiNxm4fMNubPn065eXl3HfffR7aT1SgPOczUM7Bbj8d2YLyPbrNuu/f4i5g7tu3L4WFhXz44YdhEaL079+fNWvWUFtby65du9Dr9dx6662cddZZPu2npKSEvXv3BmiUolfryZPo2VOfx4ABcMkl3Xd8XTjPn3/+OQAjR45k0KBBgRilEEIIIYQQISchsxDC76KiosjPz2f79u3MmDHDw1ongb8CM4Ak4GfAMuA14CAdB8/fA28CDwFXAiOAycCzKJXMriZOnMgnn3zCo48+6qatR/fXr18/li9fzscff9xOkHsM5RxMRjknV6Kco43AoQ6OYEE5968Bv0f5niShfI/+ivI9czVjxgy2b99OXl4eUVHhdYFMREQEkyZNIjs7m7/+9a988cUXVFVV8cYbb5Cfn8/FF19Mv379PG5vsVh47LHHgjhi0av0xEn03JkzBw4cgFGjoKWlw9WDrpPnubq6moKCAubOnQsoE0UXFBRQXV0d6BELIYQQQggRdOGVBgghgkqtal69ejVPP/20rSelqxrgHetNlQiMBGKAfoAGZaK5kyhhaUeBaZvk5GTuuusu7rrrrnYDv55ixowZGI1GnnvuOZ577jkqKys9rHkIJVy2n4BquPXWD+XcWlDO6QngG5TvhXcmT57Mr371KxYuXBh24XJ7EhMTueqqq7jqqqsAOH36NJ999hkfffQRH374IR9++KHt0nmAf/zjHzz44IOMHTs2VEMWPZlzywln3T1gVsXHw7hx8MUX0B2vhvDxPG/dupXZs2dTU9P2O7WhoYFly5axcuVKNm3a1KOuphFCCCGEEKIjUskshAioqKgocnNzqaio4P3332f+/PlEe3XZcTWwHfgI+A+w2fq1EW8C5oiICK666irefvttvvjiCxYvXtwrAmZVv379WLx4MV988QVvv/02V111lYc2Gs4OoZzDj1DO6X+sX2/Hm4A5Ojqa+fPn8/7777Nz505yc3MlYO5Anz59mDFjBr/5zW8oKSnhu+++48CBA7z88sv86le/YsqUKfzf//1fqIcpejI1AHWewLSnBMyq1FQoLw/1KDzzcrLC6upqh4B5wIABAJxxxhkA1NTUMHv2bKloFkIIIYQQvYqEzEKIoNBoNFx88cWsXbuWgwcP8sgjj/CjH/3I78dJSkpi6dKlmEwm3njjDS6//HIvw9eeKSIigssvv5w33ngDk8nE0qVLSUpK8vtxfvSjH/HII49w8OBB1q5dy8UXX4xGo/H7ccKBRqNh9OjRLFiwgKeffhqj0cgTTzwR6mGJnm7OHJg1qy0A7WkBM0BaWvcOmaEtaFb/rrg5z3q93hYwr1ixAq1WC8D69etZsWIFoATNq1atCurQhRBCCCGECCQpPxNCBN2wYcP4/e9/bwuDy8vL2bZtG+Xl5RiNRsxms1f7GTBgAOeeey7Tpk0jLS2NtLQ0zj777F4dKrdn9OjRFBQU8Mc//pEvvviC8vJy27ndvn07DQ0NXu1Hq9WSmppKWlqa7dzqdDoJlQOoN1XZixBKSlICzwULYO3anhUwAyQmQo33LXtCZuZMuPxy+OADt+d5/fr1AKSkpHDbbbdx7733AkoLqQsuuIAXXniBiooK1q1bx9KlS4M9eiGEEEIIIQJCQmYhRMhoNBqSk5NJTk62TYxksVgwmUzs3LmTY8eOceLECU6ePInFYiEmJoZ+/foRGxvL5MmTwzpQbk9ERATjx49n/Pjx3HjjjQC0trbyxRdfsGvXLhobGzl58iQnTpxAo9HQr18/YmJiGDhwIFOmTJFAWYieqLkZoqLaJtGLjw/1iDpHo4HW1rZK4e5o/34laP77392e56qqKkDpn28ymQBISEggLi7OtryiokLaZQghhBBCiF5FQmYhRLdiHzwL/7EPnoUQvdC+fcrEedBzA2aAs86CL79sey7d0f79oNN5PM9JSUkcPnyYLVu2cODAAQDGjBkDKB+kfvrpp4AySagQQgghhBC9RTcuExFCCCGEEF7ZsQOmTg31KLquJ/RlNplg7FiPD8+bNw+AiooK/va3vwFKyGyxWFi5ciW7du0CYP78+YEfqxBCCCGEEEEiIbMQQgghRE/Xm0JmozHUo2ifWsnsQU5ODgkJCQC8/vrrAOzdu5epU6eyePFiQGmfkZ2dHfChCiGEEEKINmazmfz8fHJzc0M9lF5JQmYhhBBCiJ7u++9h+PBQj6Lrhg6Fw4dDPYr21deDtb+yO4mJiWzatMkWNAPs2rWLiooKQAmYN23aJO0yhBBCCCGCRA2X4+LiKCoqoq6uLtRD6pWkJ7MQQgghRG/QWybs7AmT/3Vg+vTp7Nmzh3POOYfvv/+euLg4Ro4cyfz588nOzpaAWQghhBAiSEpLS9m6dWuohxEWJGQWQgghhOjJqqqgN4WWyclK3+Mzzwz1SFxZLF6vmpiYyKlTpwB49913mTJlSqBGJYQQQgghPMjMzCQzMxMAvV6P2WwO7YB6MQmZw8Ctt95KbGys2+W33npr8AckhBBCCP/ZubN39GNWqZP/dceQuaoKkpK8WrWxsZHa2loARo8eHchRCSGEEEIILwwZMqTXhMxr1qxhzZo1LssbGxuDPxgrCZnDwLZt29wunzlzZnAHIoQQQgj/27EDZs0K9Sj8Jy0NVqyAefNCPRJXHUz6Z+/rr78GYPDgwQwePDiQoxJCCCGEEGHmwIEDvPfee6EehgMJmcPAtGnT3FYyjxkzJviDEUIIIYR/7dkDv/pVqEfhP8OHw6FDoR6FeyYTjB3r1aoHDhwA5P9bQgghRKiYzWb0ej1lZWVkZGSQnp5Oamqq19sbDAaKi4sxGAy26ledTkd6ejoZGRkOLRhyc3Ox+NBWy5OioiK0Wi05OTntrmc2m9m2bRtGo5GtW7dSUlLS4b7z8/OJj48nLy/P53Hp9XrKy8upq6tj3rx5tucuQmfMmDFceumlLssbGxs9FpsGmoTMYWDNmjVMmjQp1MMQQgghRCCcPg19+4Z6FP6l0Sj9j+vqID4+1KNps3s33HKLV6uqlczSKkMIIXqn0tJSsrKy2l2nuLi4w7BQBIb6/dFqtZSXl6Pz8kokUALc7OxsSktLASVYzsnJITk5mcrKSgwGA3q93mEbX8Jrd0wmE1lZWUybNo3i4mK36+j1eoqLizEajZ069pIlS5g1axbr169n8+bNaLVar8envo7z8/PJysoiNTW1w33k5ua6nCdnlZWVPn1vRBtPLXB3797N5MmTgz8goOdO2y2EEEIIEe5On4bo6FCPwv/GjoXVq2HMGNi4MdSjUWzcCI8/rgTNXpCQWQghwktJSQn19fVYLBbbTQLm0DAYDLYPAAoLC30OMdPS0mwBc2FhIZWVlRQWFpKTk0NhYSHl5eUulcPp6eldGm9aWhrp6ekeA2ZQgt7y8nLKyso6dWz7wD0tLQ2TyeTzWNXzaTQamdVBu7bi4mKHn4fKykqpgO7lJGQWQgghhOipPvkEJkwI9Sj8r7UV7rgDGhrguutCHzRv3KiMo6kJ5s/3ajzSLkMIIcKHTqcjMzPTp8pQETj5+fm2r30N+vPz823ha2ZmpsfWEpmZmQ5B8/Tp0zsxUjAajWRkZNgCbG+kp6c7vNYyMjJ8OmZJSQk6nY6MjIxOTYKXm5sLKGNXw3hv6HQ6Vq1a5fPxRM8hIbMQQgghRE+0cSNcfjmcOBHqkfjXxo1QWAgtLcr9pqbQBs32AbMP45FKZiGECB8SLncvajsJX78vZrOZoqIi2301TPUkMzPTViXdmXYZRqPRVsHsbcCsjtM+HO5MFXVZWRl1dXUdViO7Y18Z7lxV3RH5WendJGQWQgghhOhp1ODz5El45JHQV/r6i3OgqwpV0NyF8UjILIQQQgRfZypzVRs2bHC4P23atA63UQNeX1tymM1mW8DrzaR99gwGg8vxO6OkpASj0dhhmN6eurq6Tm/ridFoRKPRdOrWUZ90EVgy8Z8QQgghRE/iqbL21VdhzpzQjq0rPAW6qmA/zy6M5+TJkxw6dAiQdhlCCCFET1FZWelwv66ursPK2+Tk5E5VMWdnZ2M2m8nLy/O5unf9+vW2r31tlWEvPT2d1NRU9Ho9WVlZXQqs/Umr1Xa6d3NXzofoOgmZhRBCCCF6io4qa3tq0NxRoKsK1vPs4ni++eYbAPr37098fHzgximEEEKIgDEYDB32dNZqtT6Hs6WlpbZexkuWLOnUuFRdDYaXLFlCVlYWWVlZ7N+/v1u0s9DpdD5Xd4vuQdplCCGEEEL0BN5W1va01hneBrqqQD9PP4zHvlWGRqMJxCiFED1B+W/AMLPjW/lvQjRAESoGg4Hc3FzS0tIclhuNRrKysoiLi0Oj0ZCcnIxer3e7j9LSUjIyMmzrpqWlOfQT7ojJZCI/P99hH3FxcWRlZfk0mVtv4vzBsDd9kufOnetzUKxOTOg8gZ83TCaTrSWIVqvtVBW1PbVi2Gw2s3z58i7tSwgJmYUQQgghujtfK2t7StBcWwsLFngf6KqampTtamu75XikH7MQAoD6z6DqvY5v9Z+FeqQiCEpLS20BckZGBnq93hYWms1msrKySEtLo7S01LbcZDKRm5vr0DPXZDKRlpZGVlYWBoPBtq7RaCQ/P9+r/rq5ubkkJydjMBgoLCykvr6eyspKcnJybOP01NvWPgR3vtmH4nq9nuTkZJd1unM7A+cWDSaTqcMev1qt1qeguLS0FJPJBNCp/sH+rGJWqUF1UVFRl3paCyEhsxBCCCFEd9bdKn39KT4e1q6F6GjftouOVrbzdysKP43nwIEDgPRjFkJYRQ+GpEtdb9GDQz2yHkMN++wrbjMyMhwCN08MBoOtWteX7fzJZDKxdetWdDqdS4hnNBoZO3YsJpOJwsJCysrKKCsrc6hQ1ev1GI1GjEYjycnJtnYC5eXllJWVOYSNer2+3eeXlZWFXq9Hq9VSXl5uO45Op6OwsNAWtJaWlrqtoi4pKaG+vt4l4NRqtbagGiAnJ4fy8nLb45mZmVgsFsrKyrw8a8Gn0+lcgubS0lJb5bE/2FcLezOxoDP782cf2JvNZttrxN2tPfbfS6lmFl0hPZmFEEIIIbqrrlbWHjjg/yDW3+bMUXoaexukR0e39UBubOxe47GSSmYhhIO4cyD9XdflhplKJbNol9FoZNasWQwZMoS5c+ei1WopLS3FYDDYeuYWFxe73TY3N9clKDUYDGzbti2o/WfVABeUwFltR2EymZg1axaFhYUuvX/Ly8uJi4uzhdLZ2dkYjUZKSkpcgtD09HTS0tJsYWJxcbHbKlf7XsA6nc7tWHNzc23rFBcXe+xJXFZWRnJysq0q12w2YzabHc7ptm3bACVg7ik9dletWuVQIQ5KhW98fDx5eXld2rcaBKs60+rCUyWzyWRi/fr1DpXSoHyf09PTPf6MAEyfPt32dWlpqVdtQnois9lsOzf250j4j1QyCyGEEEJ0V92t0jdQ1GC3o+fpJtDtjuORkFkIIfzDbDYza9Ys5s6dS2VlJcXFxRQWFlJZWWkL/PR6vdsWEWpLipycHMrKyqivr7dV7q5atSpkE5zZB3oAmzdv9hjkzp071/a10Wh0qDR2Nm/ePNvXnnoq21fBegrZ7MNno9HYbvsE5+DYueI3Nze3x03iptVq2bx5s8vy/Px8j/2xvWUfEHsK+dtj//3QarUO+0hNTaWwsNAWEGu1WoqLi20/N+1xDqt7W8sMg8FAfn6+Qw90tf95UVFRh5XewntSySy6r9ranvPmWAghhAgUP1TW9ggdPc9gP68ujEfaZQgRAjsfgMaDoR6Fo6N72/79+FbfHw+V2FEw5Q+hHgWgBHtDhgxxG5IVFhZiNpvR6/Xo9XrS0tJsYW1WVhYmk4nKykqXIM6+hUN30F41q/PEgJ4CZnANLZ2rip0NGTLEq+Umk8njGFNTU8nJyXHow5ybm0tqaiq5ubmYTKaQnm9Pz7EjqamplJWVufSPzs3NZciQIe1+H9pjH/J3JmTuqB+z2WwmOzub1NRUNm/e7PUHKc7rGQyGdp9jqD6g6az09HTS09N7bYV2dyIhs+ieNm5ULvNdu7bnvUkWQggh/M3boLmnBswqT88zVM9LHc+110Jzs1fjaW5u5rvvvgOkklmIoOomoagDw0w4eRgGjYfz1/j+uECv17cbDBUXF7Nt2zbbpHdz58619SQOZjsMX/gyJl9CUuf91tXVuSwrLCxk27ZtmM1mv1UXFxcXs2HDBoe2HoWFhej1evLy8jrVEqIrnFtFdJbaYsK5Sj4rK8uhl7Uv1PYh0Lmg1j6ktq9cByVgTktLY+7cuR1WLruj1Wpt38OtW7d6/YGGtJ0Q9qRdhuge7GeHVyc4amjoORMXCSGEEIHWUQuHnh4wq5yfZ0REaJ/XnDmQnw+Rkcp9D+e5urqagoICUlJSaGlpQaPR8MILL1BdXR2CQQshRM+nVsd2FOatWrUKUEK2rKws8vPzKS8v75YBcyA5B9LuWh6ok/1VVlZ6PK+dmRRR/R6A0oYgIyPDoQ+1t/R6Pfn5+baJGt21QenI+vXrbV93Znt7OTk5bp/DrFmzOtVSwn6bzlRZt9ePOS0tjdzc3E4FzM7j6Sg41ul0ttdPRy1VRHiRkFkEl32YrNq4EcaMUf5VA2a1eqmpyX3Q7G4/QgghRG+nBrARTv+F6y0Bs0p9ngMGwKWXwhVXhHY8CQnwf/+njMfNed66dSsTJ05k2bJl7N2rXP5usVi4//77mThxIlu3bg3FqIUQ3UX9Z0rVsvOt/rMQDqr7U9ssdBTGpaam2qouDQYDhYWFXapg7S3q6up8Wl+v15OcnExWVpbPx8rMzHSpfO1Ma4K5c+cyffp028R7zu0qOqLX6ykqKgIgLy+v020t7OXl5bn0zFY/0PCVr98Te879nNUPUQwGA2lpaRQWFnZpYkL7D2W8CY1LSkpsP2edDd1F7yMhswge+zDZfplatXzNNcrlqM6XATsHze72I4QQQoSLOXPgkkvaKn17W8CsmjMHDhxQnmuoL8U0meAXv1DG46aCefbs2dTU1AAwcuRIAAYMGABATU0Ns2fPlopmIcJZ0xGoes/11nQk1CPr1tRqSm8ux1+yZInt68rKyoCNqbcxm80UFRXZqoZNJpPbXr/ecJ5MsbMtG+yP78tYcnNzbZXLZWVlfu2/W1xc7DIWg8Hg84Rx9kGsr5X29q0y1LEUFRWRkZHB5s2b/RKoq7wJw3U6HZWVlWRmZmI0Ghk7dqxMoCckZBZB4q4FhnPVckuLY79De2rQ/MAD0kpDCCFEeDt5EpKT2yp9e2PArIqPh2nTwK6HYUiYzRAX53ZCYr1ebwuYV6xYQXZ2NqD0bFyxYgWgBM32lxILIcJE3DmQdGnHt7hzQj3SbkkNurwJmVNTU22hnV6vl6pKL6jhcn5+PqBUHlsslk73atZqtQ4V5AaDwdbyxBdqxa59ta43iouLbcF2RkaGraLZX8rKylwq5DvbmgK8qxa2Z1/JnJaWRkZGhu17F4rKfbUHdGlpKTqdrtN9qkXvIiGzCDx3LTA8VS23p6kJ/vjHjltpCCGEEL3Zrl2QktJW6dtbA2ZVWlroQ+Z2qL0fU1JSWLRoEQcPHgRgzJgxLFq0iJSUFADWrVsXsjEKIUIkbSWkv9vxLW1liAbYvaltMux77HqSm5vrELSp4ZtwpYaD6jnKy8ujvr6+S60WQAn3nStZ8/PzfQ5T1YrdzlRU5+Tk2J5Hfn6+V/2lfQmjnUPlbT7+/6QrYbD9uXV+bp0J89vjzTizsrJsY3IXwIvwJCGzCCzngFnVXtWyLyRoFkIIEW6MRlArRdxU1vY6w4fDDz+E7vgWC2g0Hh+uqqoCYMaMGWg0GlvIPGrUKDQaDTNmzACQdhlCCOEjNbQyGo3tVjOXlpai1+vZvHmzrXeuu8BTKAGzfVuDkpISv7SVMJlM5ObmkpmZ6VAJbTabbVf4eGvDhg0Anep5DDBv3jzb1948t+XLl3u97/T0dJ97F9uz39aX/szOYfmSJUsc2mf48hw88WVSQrPZbBtTamqqBMzCRkJmETieAmZ/k6BZCCFEONm+Hc45J9SjCC6NBlpbQ3PsqipISvL4cJL1sS1btmCxWPjuu+8ApTezxWLh008/BSAxMTHwYxVCiF7EPmT0NAGcwWAgKyuLkpIStFothYWFtiDP13AzHGRnZ9vCxJycHL/18c3NzUWr1bJq1SqXSQBLS0u9qigGJaxWx9fZ3tD2gWdHrVaMRqPPQbH9/n3tq2y/rS/HtQ/u1Wpt+8DbbDZTWlrq01ic2YfeycnJ7a5rf14lYBb2JGQWgRGsgFklQbMQQohw0dAAAweGehTBddZZ8NVXoTm2yQRjx3p8WK2Yqqio4Mknn+Tbb78FYMSIEaxcuZJdu3YBMH/+/MCPVQghepH09HRbgGUymcjIyLCFWwaDgdzcXDIyMsjLy7OFmlqt1hbIGY1Gj+F0OHIOIv11bvR6PQaDwSHgd56HwNuqZPvqWFVRURFZWVlkZGSQkZFBVlaWV326oeNqYV8ml1TZh8O+Bqz259yXY9qH9Pbn0n7Cy670hwbH59VRwO/L2EV4kZA5DFx66aVMmTKFgoKC4FyqGeyAWSVBsxBCiN6uqQmiokI9iuBLS4Py8tAce/9+aOdNZE5ODgkJCQDce++9HD16FFDeBC5evBiAhIQEqagTQohOUCuUQQnakpOT0Wg0ZGRkoNfrycvLc2mJkJ6ebgvcDAaDbXIyo9FIaWmpw4Rp4cS5f7A/KlDVNhnp6em2ViWghP32oafZbCY3N7fD/bnrx5yXl4dOp3OoWvdX9awalvpSBWwfsNq35vCG/fPyNqg1m80O69rvw/6cGwyGToe/ztvJBH6isyRkDgO1tbVUVFSwbNkyJk6cyNatWwN5MFiwIPgBs6qpSTl+bW1oji+EEEIE0t69MGFCqEcRfKGc/K+DSubExEQ2bdpkC5pVe/bsAZSAedOmTdIuQwghOiE1NZXNmze7hF6pqamUl5d77Lmbk5NDZWUlqampGI1GsrKySEtLIzs7m4yMDL/0Ie4sX9sz+Gtb5yDRUyDpvLy9amC1qtZdFW1OTo7D982bPtlqxa59xa/RaMRgMFBZWekQqvqDmo0sX77cq3NrP8GeVqv1ud2ITqdzCMi9aSNiv47zz4FWq3U4J84fnphMJq8+ULH/vnS2TYkQICFzWLjuuutsM5vX1NQwe/bswFU0x8fD2rUQHR2Y/Xvj3nvDYyIkIYQQ4cd+0r9wMnSo0hs5FL7+GkaPbneV6dOns2fPHm6//XYAIiMjSUlJoaCggD179jB9+vRgjFQIIXolNVCur6+nsrKS+vp6ysvLO6y21Ol0lJeXY7FYqKystG2bl5cXpJG7V+tUENVeuOkc8LZXqeq8rvN+nat/3YWPaiDvzfiKioowGo22SmN37HsJgxJKe9qfu37MBoOB/Px8ysvLA9L7Vz2f3kxQaDabHc6Zc0sQb9nvw5vJKe0n+HNXOW2/P7ViX5Wbm+tVtbV9IWI4VvkL/5GQOQz84Q9/YMeOHaxYsQJQgubO/kL0ypw58OqroQuaH3tMWmYIIYTonYxGOPfcUI8iNEI1+d+pU9CvX4erJSYm8pOf/ASAiy++mJ07d7J06VKpYBZCCD/RarXodDqfJ1sD1wrSUDGbzQ7VsAAbNmzwuL5zhXB7fXc7WnfatGkO585kMpGcnExRURH5+fmkpaWRlpbmUuWdn5+PXq8nKyvL1laitLTUFka21wbD+ftlMpmYNWuW26BZ3bcaMBcVFVFSUuIQsvqbfSCrtlJxNzaj0UhaWprtscLCwk5PmpiTk2M7J948N/vXh7sqY51O51DNnJWVZetZrtPpvGp9oVZL63Q6qWQWXSIhcxi44IILGD58OC+88AJDhw4FYN26dYE96Jw5sGZN54LmyMi2fpPR0XD//b7tR3ozCyGE6K3q6sL3ap1x4+CLL0I9inZ99913AJxxxhkhHokQQojuRJ2EcOzYsS4hZm5uLmlpabaw1mw2k5GRQVxcnEulq8FgIC4uzqEiOCsri7i4OJe+wmoPa3VdrVbrUmymtlMoKioCoLKykszMTJfewbm5uZjNZnQ6nW2fqoyMDNv2zse3D2btz8XYsWNdwmk1cE1NTSUrK4v8/PwuT2bXHnVcmZmZ5OTk2Po+q+fXOXw3mUy2iSW7Wg2vBvkdtcuwr+4Gz72S7SddVCfJ3LZtm1fnz2Qy2V5noWwjI3qHMJw5JvwcPXqUo0ePcvjwYduy77//PrAH3bgRcnPhvvtg+XJobnZdJzJSqUqyfyw6WqmCBqW38tq1SmA9Y4ZvkwmqQfOrryrbCyGEED1da6vydzNcqX2Zx48P3jF9nGhR/f+VhMxCCCHspaamel2Rq9VqfaredW5J0Z7MzEzKysooLCy0TQQ4bdo0cnNzHSpzi4uLycrKwmg0otVqWbJkiS1Yrays9OpY6enplPswaa8auNpXeuv1er/3YVaZTCZycnIcgliTyURpaSnr16/HYDDYwvn09HQyMjL81mpFPa7RaGz3OZrNZtsxk5OTPe5Pq9WyefNmsrKyqKurIz093eur19VgOT09vdPV2UKoJGQOEzNnzrRNAAjKL6vq6urAXMK5cWNbIPzYY5CcrEyaYx8Q24fJ6rrqMjUUPnCgrVpLbcHhFDRXA3pgPVAFJAFqpLyxqYmqK68kacwY5t1+Ozk5OXLJqhBCiJ7rq6/grLNCPYrQSUuDggK46abgHfPgQRg1yuvV1UrmESNGBGpEQgghRJekp6d32BJB7WcdLPYV2+Xl5bZ2D4WFhQELmVNTU10qfXU6HXl5eUHp211SUmJrT+LpOaampnrV7kJd19sPAFRq+xa1QluIrpJ2GWEiPj6eW2+91Xa/paUlMH2Z7QNmUP6trFQqmtWWF/ZhshoeDxjgWnXsfDnwnDnKfqy2AhOBZUAFcNj673LrzbbswAGWLVvGxIkTHRraCyGEED1KuE76p0pMBKfJkgJu/37woYentMsQQgghfKdWMaenp6PT6Zg7dy7g2MrBW53p2R0KOp2OVatWYTKZ3LYbCQZ1ssNVq1Z1+rwNGTLEjyMSPZ2EzGHi1Vdf5be//S2gzHgOAejL7Bwwq5qblYrm++5zHybPmaNULXfU1qK2FqyTF1YDs4Ea60MpwA1ApN3qkcCN1sdAmfBw9uzZVFdXd+rpCSGEECEV7iEzQEQEtLQE73j798PYsV6vrrbLkEpmIYQILyaTKdRD6NHWr18PYOv1rNVqbdW9y5cvd1jXm3OtVv+azWa3E/l1F5mZmeTl5ZGfn+9zmN5Ver2e0tJSiouLfW6TYf89yMjI8PfQRA8mIXOYsFgsACQkJHDFFVcA+Dds9RQwq9TWGcXF7sNkbyYxio9XejRHR6OnLWBeAbwFNAH2bztbUCqdd0RFseL22wElaA5IBbcQQggRaIcOwfDhoR5FaI0fD3v3Bq+i2WTyupLZYrFIT2YhhAhTatsB0TlqwGrfxiM/Px+A0tJS2+P5+fleVc7aT2C3YcMGfw7V79R2GbNmzQrahxWlpaXk5uZSXFzcqXYk6ocCOp3O54A6VFXbIjgkZA4D/fr1A+Dcc89l9+7dtl9cfutP3FHArGpqgltvVdbvLGt7jfXWuyko1coXA+46CD0GfP7kkyzS60lJUWqa/V7BLYQQQgSa9cPisDdtGqxeDWPGdO3/E97yIdivqanh9OnTAAwP9w8DhBAiDOXm5qLRaBxuEjx3TG2VodVq0dl9sKvT6WwB6KxZs8jKyiI5Odmrtg7p6em2fsv5+fndvtJcDXvT0tICXtGs1+vJzs6mrKysUwGzXq/HaDSi0+k6nKDS3c+E+uGB6J1k4r8wMGrUKL744gt27tzJ+eefb/sFe/bZZ3d9594GzKqmJmV955YZvpgzhyqtFsxmpgFZwH5AA1hQPjlpta56DLh8+XK2XHstM2bMoKKiQtplCCGE6HkOHoTRo0M9itCrroYnn4TWVrjuOiJffjmwx2ttVVp0eEGtYk5MTKRPnz6BHJUQQohuIDMz03bFsOg8s9lMZmYm06dPd3msuLgYk8mEwWBwCJ29kZOTw9y5c1m+fDm5ublkZGSQnp7u9UR6wVZYWMj06dOZNWsWJSUlHU7O2BlFRUWUlZVRXl7uEOh7o7S0lLKyMrZt20ZhYaFXkyMWFxe7TK4o/GfNmjWsWbPGZXljY2PwB2MlIXMY+OKLLwBlsj/7T/DG+tBj0K3aWliwwPuAWdXUpGx34IB3bTLcSPrRjzhsNvMGUAcMBIYBXwKTgFPAF0Dfvn359ttvufLKKzlx4gTgxwpuIYQQIlikH7PywfattyrBL0BTE31vuIGzMjP5cty4kA4NZNI/IYQQojMyMzPbbbnQUbVse7RarUPrjO4uMzMzIOGy/f69CYc9betrawwRWAcOHOC9994L9TAcSLuMMBQdHc25557LpEmTurYjux7JPg5A2c7HgLm6upqCggKmTJliC8vrrI+9BPzC+nUFSsAMcPfddzNkyBDKy8vZs2cPAFVVVQwbNowpU6ZQUFAglc1CCCG6v3APmT1cOaVpamLe+vWctW+f/4957JgyYbGXJGQWQgghRFdptVqvWoJ0hq/Vy6J7GzNmDJdeeqnLbdq0aSEbk1Qyh4GzzjqLmpoa6uvrGThwIF9++SVDhw71z86tPZK9bpkRHd2pVhlbt25l9uzZ1NTUuH18MTADiKRt8r/IyEgOHzyIVqulrq7Otu7hw4dt/1ZUVLBy5Uo2bdrk9vIcIYQQols4cCB822V00JorsrWVeevXs37ePP9WNO/f7/Wkf9DWLmPEiBH+G4MQQgghhBBu3Hrrrdx6660uy3fv3s3kyZODPyCkkjksvPbaaxw6dIhBgwZx7Ngx/ze9V4PmjiqaOxkwV1dXOwTM48aNc+l1+BXwMm0BMyjtQV4qLXV5viNHjmThwoW2iQBramqYPXt2z65orq0N9QiEEEIEmkYT6hEEn5dzP6hBs18rmvfvBx9ai0klsxBCCCGECGcSMoeJvn37csUVVwDw6quv+v8Ac+bAK694fgPcyYAZlNlL1YD5kUceAeD06dOcd955PPDAA7b1BsTGkpKSwtLFi1k6ZgwpKH2anWu2f/jhB37xi1+wY8cOVqxYAShB86pVq3weW7ewcSOMGaP8K4QQovc5dAiGDQv1KILPx8mF1aA58q23/HN8k0lCZiGEEEIIIbwkIXMYue666wClsjkgs+AOGgS33+5a0exDwGzfd1ntm/z0008DSr+ZZ555hn379jFy5Ehef/11HnroIVtF8lidjp07d1Lwk59QcPAgO4FDQJJ13ymjR3P99yAMFwABAABJREFU9dfT3NzMtddeyzfffMOiRYts269bt85PJyKAnCuW1TfgDQ3KvxI0CyFE77N9e/j1Y+7k5MKRra30/eUv/XOFj7TLEEIIIYQQwmsSMoeRn/3sZ/Tr14/KykoqKir8t2P1jdyaNVBU5Ng6Izqa6r/+lYIdOxyCY3cT7m3dupWJEyeybNkyKioqbD2T1R7KBw4c4IcffmDcuHG89dZbDBs2DI1Gw4wZMwAloLaFrurM80CV9d8ZBw/y4vz5pKamUltby5///GfX7bsz54pl5wqvpiYJmoUQojcKx0n/Ojm5cEtEBKf++lefJxd2y2wGHybekUpmIYQQQggRziRkDiMDBgzgsssuA/zYMkMNPl98EWJilDdjao/mAQPY+thjTPzNb1yC42XLljF+/HjuvPNOpkyZQlJSEueff76tLUZKSgoLFy4kOTnZ4XALFy5k+/bttibmFouFTz/9FIDEfv3cXlarVjJvsViIWbCA/PR0AEpKSmhtbW3bPjHRP+ckEJwrlh94wP0lxBI0CyFE7/Pll3DWWaEeRfB5O+eDVUtEBOvnzaPl5z8P8MBcnTp1yvZhtYTMQgghhBAiHEnIHGbsW2Z0mX3wedttMG5cW7uLpUtJ6teP8/PyXIJjtT1FXV0df/nLX6ioqKC6upqWFmXavtjYWJ577jmGDx/uMmnfoUOH6NevH6AEzCtXrmTXrl0AzD940O1ltfOs/1YATzY38/MnniCmTx8qKyvJy8tr237+/K6fk0BwV7H8xz96voRYgmYhhOg9amuVq3MiwvS/bF4GzWrA/OW4cf45rsXi00SLP/zwAwB9+vQh3h9V1EIIIYQQQvQwUaEegAiu888/H41Gw86dO0lMTGT48OHMmzePnJwc3yp5nYPPlha2/va3zH7gAWqOHnVZPTY2lueff54ZM2ZQVVWFTqejsbERgKFDh3L69Gnq6+sBaGxs5JJLLrH1jb7uuut44403aGlpYdOmTUydOpUZM2awZcsWW9uPBCDbrkWGvRxgJVAD3Au80NJCUksLXwNPPPGEsn1CAtnZ2d4//2DxcdIjGzVo7uRki0IIIbqBjRth/nz4yU9CPZLQUoNmD38P/R4wAxw+DEOdpw72TG2VMWLECDQ+hNNCCCGEEEL0FmFaFhOetm7dyoUXXmgLb2tqamytKyZOnMjWrVu925Gb4LMamN3SYguYU1JSiIuLsz3e2NjIxRdfzKhRo5g6daotYFYdP37c4b7FYmHgwIFs2LCBV155hSuuuML2WEVFBatXr3YImDcBniLyROvjCer2wNd2jyckJLBp06bu1y7j5Zc7FzCrmprg2mulolkIIXoi9W9tYyO89Zb8LvdQ0WyJjvZ/wAzKpH9jx3q9ukz6J4QQQgghwp2EzGGiurqa2bNn21pXACQlJdlaV9TU1DB79uyOJ7/zUFmrR6kUBlgREcHLOTk0Oa1z+vRpvvnmG9slparDhw9z6tQpAKKjo22XmY4ZM4asrCwsFoutbcbQoUNJSUlh2LBhpKSkUFBQwJ5//IPpHVxGOx3YAxQAKcBQQK0zKikpYfr06e0/72B74AG48cbOB8yq5mbIymqbnFEIIUT35+ZqIWmDhGvQHBHBqZUr/R8wA5hMPoXMMumfEEIIIYQIdxIyhwm9Xm8LmB966CEAqqqqeOutt1ixYgWgBM2rVq3yvJN2Wjest/47Gfi8tZWUX/+ahoYG2+N9+/YFQKfT2SqcY2JiANBqtcycOROApqYmzjzzTEAJxp37Lt9zzz3s3LmTQ4cOsXPnTpYuXUrijTd61a8xEVgK7IyO5oc33+Tqa64BYPPmze1uF3QPPKD0XPaX5mb4+GP/7c8NWy/uKVMYNmwYU6ZMoaCgoOMPLYQQQjjy9LdW+u0r7CYX5ve/VyYdDoT9+0Gn83p1CZmFEEIIIUS4k5A5TKxfr8TAKSkpPPDAA5x//vkAvPjiiyxatMhW0bxu3Tr3O3B601uNUhU8BRgGfG5drQqlqlkDnG23+TnnnAMobTFGjhwJwIkTJwD43e9+x4YNG0hIUBpafPrpp4AyU/vUqVNZvHgx0EHfZG9noI+OtvUpzszMBJRKZrWFSMi9/LJ/A2ZQQuYABhNbt25l4sSJLFu2jIqKCg4fPty5NixCCBHuOurDL0GzYs4cOHAA7rmHyED9jfn6axg92uvVpV2GEEIIIYQIdxIyh4mqqioAZsyYgUaj4Y477gCgqKgIs9nMjBkzANxXntbWwoIFtje9W4GJwDKU/saHgWb1OEAM8E/gf7T1QbYPjtWxgDIh4O23305iYiL/+te/iI2NtT1WX1/f1nfZm77JHQXNdgEzwJVXXkmfPn3Yt28fu3fv9rzfYNm4EW69NTD7DlAw4dyGJSUlhYULF/rehkUIIcKdtxO9StCsiI+HhAQ0dXWB2f+pU2C9CssbUskshBBCCCHCnYTM4cBsJikpCYAtW7ZgsVi48cYbmTRpEmazmcLCQlsI7DbEjY+HtWshOlqZ4I+2/sspwGW09TdWzQASo6P51xNPuATHhw8ftt1vbGwkPT2d22+/ndtvv902IWBkZKStZ3RBQQF79uzxrm+yp6DZKWAGGDRoEJdffjkApaWlHe87kNoJF5yrxqdY7/sc2wYgmLBvw7JixQo+++wznn/+eXbs2MEfrRXZNTU16HQ6aaEhhBCeeBswqyRotrH07UtUV+cv8AMJmYUQQgghRLiTkDkcZGQwb+pUACoqKnjyySeJiIjg0UcfBeBPf/qTrefx/Pnz3e/DGt7qIyJsAfOfgFsBA2Ch7cV0AiUIvX3mTG5fs8ZtcHznnXfaJvirqKhg9erVDlXLH3/8MYcPH27ru9xeBbOHsdqC5qgouOsuh4BZlZWVBSgtM0KmnXDBXdV4hfX+ROvjPvFzMGHfhiUmJgatVsv111/P+vXrefLJJ23rNTQ0SAsNIYRwx+lqIa81NSnbhfnErq3nnMPwQ4f8u9Ompo7bb9mxWCzSLkMIIYQQQoQ9CZnDwYkT5KxbR8KgQQDce++9TJ06lTfeeIP+/fvTZH1j227PY4A5c1g/ahSgVDCfAH4LtAK3A+8DkdZVDwOry8o8BsfPPfccn3/+OQUFBaSkpDBs2DDfq5bbYz8x0Lp1YDcJob0rr7yS6Oho9uzZw549e7p2zM5op9d1EnA+jlXjC63/Yl0+u39/qiN8/DH2Y9Cstj6JjY3ljjvu4NixY7z66qssWLDAVuEMyiSP0kJDCCHcsLtayCfR0cp21g9sw1Xreecx8ttv/bvTgwfB+v8dbxw9etT2gbpUMgshhBBCiHAlIXOYSGxuZlNjoy1orqio4IUXXuD48eO2df785z93WDFcZZ2sTwv83rrsMZTJ/i4E5lmXRUVFdRgcJyYmsnTpUnbu3MmhQ4c6V7XcHnVioOuvh+PHwc3kflqtlssuuwwIQcuMDnpdVwMt1lVjgeettx3ACuvymuPHWeVryAydroCrrq6moKCAKVOmMGzYMI4cOQLAJ598AsDdd9/N5MmTXbYbPXo0O3bsYMUKZeQ1NTWsWrXK93ELIURv5O3ktSo3LaDCVeukSSTZteHyix07YOxYr1dXW2VotVr69+/v37EIIYQQQgjRQ0jIHEamt7Sw5/hxCm6+2aF6eNy4cYD7lhGeQsUPrI/nW28awBIVxU7rTOwTJkwITHDsK7XCa/x42LfP7SqZmZlACELmDnpdx9mt2gj8FHjJen/RsmW2yuB1I0cGpQJu69atTJw4kWXLllFRUcHhw4c5efKk7fHzzjuPp556Co1G6dDd127CpLq6OiwWC4sWLWob97p1vo1ZCCF6M2+DZgmYHUVFEdHa6r/9bdwIN9wAPrTgkFYZQgghhBBCSMgcdhKbm1m6bh07H33UFgJv2LABgA0bNnDWWWcxbNgwpkyZwp133smECRM8horjR47k0UilQYYlKoqVv/gFu77+Gmint3OozJoF//mP24cuvPBCIiIiqKioIDExMbgT1Lnpdb0C+Iy2yRT7Wf9tBG4CFkyciHnxYltY+/m33zIsNta3CQHvu8+ngKK6uprZs2fbWmCkpKQw1drnW/Xpp58yefJkvvrqKwBOnToFgEajoaqqiv/+979oNBpmzJhh22fYCvMeqkIIDzoKmiVgduvooEEMsn4I3iVqC6tTp+D++71uKyWT/gkhhBBCCCEhc3hy6sl76tQpW9XpV199xeHDh6moqOAvf/kLtdYwLCUlhczMTCLsWjPs/fZbJo8Ywe1RUUwdOZLFq1cDXvR2DoXp02HLFpfFW7du5YILLqDVWgVVU1MT/AnqnHpdTwXOBOqsD590Wn39nj2MGzfOVgnc3NzMYbPZtwkBH3vMp57Mer3eFjD/6U9/YtasWezYsQOASy65xLbe559/zglrSxWA+Ph4rr/+ekBpx2KxWPj0008BQlfdHmobN8KYMX6bfFEI0cuoQbNzKyQJmD369kc/6npfZudJeH2Yv0BCZiGEEEIIISRkDl/WN0/VL73E7NmzbVWnAD//+c8ZOnSo7X5sbCwvvfQS5Vu30traSpJdG4TPv/mG1c3NVBw4ACgB86ZNm7pfgNinDzQ3Q0uLbZFzdS7AkCFDgj9BXW2trdf1GShtM/YD9nVs06z/xsfHM2bMGKqrq23B+NChQ1m4cGHbuK37aHfUPk7+t379ekD5sMFisbBy5UoAnnnmGd59910mTJgAQL9+/RgwYIBtu9/85jc88MADALz22ms8/PDD7Nq1C+iG1e7BoIYYDQ1+m3xRCNELzZgBV1zRVtEsAXO7vh05kpHffNP5HTgHzCov/1ZKuwwhhBBCCCEkZA5vTU3ob7vNFrJefPHFgBK+2geFjY2N/Hj6dPZ//TXJQ4ey49prHULFjib46zbOOUeZzMfKvjr3kUceISIigrq6OkpLSwM+QZ2t1/XYsQxLTORInVK3/A5K5fIVwBdAgnX9bdZ/W1tbHSZrBCUY/81vfuM4sR7Q4ah9CJqrqqoAmDx5Mg8++CAAK1as4O6770aj0XDBBRcAyqRHJpOJhARl5Pfffz833ngjQ4cOpbW1lYcffhjoptXugeZNlZy00RBCAPz3v7BwoRIsDxggAXMHGgcMILaxsXMbewqYVV78rZRKZiGEEEIIISRkDm+Rkay3Vt2kpKRQUlLCgAED2LZtG5WVlQ6rHj91ijOAt6urGXbmmQ6hYreY4M8bs2bB5s22u/bVuUuXLiU9PR1QJkAM5AR1DhPoHTjAYYuFk9Y3txYgedgwXomMZAzwr8hIYvv1s21bX19vC3wjIiIYNGgQn3/+OT/+8Y/ZvXu347i9GYyXQXNSUhIAb731Fg0NDcyYMYN77rlHGbNTC4zExEQ2bdpkC5rVft6qblvtHii1td5VyUkbDSGE6t134dJLlWD5wAEJmL3QEhlJZHOzbxt1FDCrOvhbqYbMUskshBBChCez2Ux+fj65ubmhHooQISUhczjTaKgymwGYMWMGQ4cO5Q9/+AMAUVFRAPS1Xqobj1JZe2ZrK5bHHuNTgwHoYX11p05tq2SurbWFtTNmzECj0TBv3jwA1q5dG7AJ6lwm0ANmOa1T+cMPnGvtdX37j35Eo3WyxcjISJKSkmzfmwULFrBv3z4uuugiGhsbue666zh69GjbuO2q0dulvnl++WWPq6jnxmx9vTz11FNERETYWmc4t8CYPn06e/bsoaCggJSUFIYNG0akdZLIFStWdN9qd3/buBFGjoRrr22/Su6aa5R1pI2GEALgyBHQapWv4+NDOpSe4ofhwxn2ww/KHW+uCvE2YFa1EzSr7TKkklkIIYQIL2q4HBcXR1FREXV1dR1vJEQvJiFzOGtuJskaGm7ZsgWLxcK9997L6dOneeihhwA4ZX3zNRzoj1Jpu7K5mV1ffw30sL66EREQFQWvvQZjxpAUEwO0PffrrruOPn36sHv3bnbu3BmQCersW3SsAH4PvGt97Gy79dz1uv744485fPiwrVXJzp07GTp0KK+99hqjRo3iyy+/5JZbbmkbd0OD9wNraoIbbwRr/2QHtbUsXLjQFm4DZGdnc/tNNzF16lQWL15sG6N9C4zExESWLl3Kzp07OXTokG29tWvXej+unmzjRiU8PnlS6QfenpaWtnV87JcthOhl9u+HsWNDPYoe5xtrX+az9u2j/6RJ7f8Ora2FBQu8D5hVTU3KdnYhdktLCz9Yw20JmYUQQojwUVpayvLly0M9DCG6FQmZw9w8678VFRU8+eSTWCwWoqOjyR49mli79aqB24GpwGLrsgQge/ToII7WD/r3h7lzoaGBeQcPAm3PffDgwcyePRuAxYsXB2SCuvXPPw8oFczjgRuAFuBmYBcwwbpev+hoj72u1apiddzx8fGUlpYSHR3NP//5T9u4q4BhwBSggA4mAlT98Y+OFc3WFg5vFhTQ3NyMRqOxHXv1Sy9RUVEBeNcCIycnB1Babuzfv9+b0fRcasBsN9GkTyRoFiI81dYqbZ1mOV/jIjpyeOhQzvriC+atX4+mo6tC4uNh7dq2iRW9FR2tbGdXXV5VVUVLSwsRERG21lJCCCGE6P0yMzMpLCyksLAQrXoFmhBhTkLmMJcTFUXCoEEA3HvvvUydOpXbL7uM9Jtvxn4KncPAaqDCej8B2AQk/vKXPScI27gRnn/eVjGa09pqm1hPfe5HjhwBYLO1d7NfJ6jbuJEqa2XyOUA20IoSMP8ViAYusK6qbWri0KpVbntd5+Tk2Podq+MuLi52eXN72HqrAJYBE4Gt3ozz1lupfuklCm6+mSlXXsnQhgbufOYZAPLz8ym4+WZSUALsFKDg5pu9mvDxzDPPJCMjA4vFEpDJFLuNjRuV1hedDZhVEjQLEV7Uvuzr1sEFF3S4unCUXFnJ2AMHiGxtVRZ09Dt0zhxlQkVvg+boaLcTMKr9mIcNG+ZwxY8QQgghwseQIUNCPQQhugUJmcNZdDSJr73GJoPBYZK21WVltjB5CHAnOIaKwB5gOvScIMxN78VElKBcDZorKir473//a3tcq9X6b4I66/HVGPhfwLdAMvAXIBKlFcmndmPzdF7dTay3evVq2xtd1fiRI1mo0ZBivV8DzKbjiuatTU1MvOkmlv3jH1SgVESrcenzTz5JxssvsxM4BOwElq5bR+Knn3ranYM777wTgNWrV3P69GmvtulRrN/n6uZmClCqyH2uJrfXU36+hBBdo/6NamiA//4XrPMeCO+ctW8f89avJ8JicXzAX0Gzh4AZ2kJmaZUhhBBCCCHCnYTM4cruDZNtkrbf/56UiAiHMHkv8Bw4hopYQ1CVmx6F3Uo7k/tMRwnMCyIiSBkzhmHDhtkudcnMzPTPBHV2vR/V9iTqdACrsOt1jdIyA2A+tHte3U2sN3ToUId1+icl8UxpKTuiolhhXVZjPaYn1ShBdI31/lmAxu7xmhMnmN3S4hiWOr+Jb+d1cOWVVzJ06FCqqqo466yzGDZsGFOmTKGgoMCvEyyGhPV1trWpiYko1eMVdLKa3F64B83d9feKEP7i/DeqtTW8f+Z9FPnWW8xbv76tgtlZV4PmdgJmaJv0b8SIEb4OXQghRA9UWlqKRqPx683Qiz5cLioqQq/XB/QY+fn5FBUVBfQYQojOkZA5HLl5w5SYmMjSRx5h5xtvcCg62n2Y3N7+nHoUdhtezB6fCCxtbWXnd99xaNUqXnrpJQD++c9/0tzRhG3esOv9eCOOP3SL8NDrGjo8r84T66ntMsaPH8+QIUMwGo38atMmNK+9xqKoKFtF87p2hqqnLWD+E3AGSgB+LbQfVKtv4h94QLnc28Ob+e3bt3Ps2DEADh48yOHDh6moqGDZsmVMnDiRrVt9jmC7B7WCuanJIaRPARZa/8W6/HwgCR+rm7v7BzmBorYPkLBN9Fae/kaF+4dL3tq4kb433OA5YFZ5GzRHOP23uIOAGaSSWQghwk1mZibp6ekuy3U6Henp6R3eUlNTXfr3ms3m4Aw+gEwmE2lpaVRWVtrm4gmUJUuWsH79etLS0nrFuROiN5GQOdxERbX/hslPPQq7BS8CZgfWN6EZp08THx9PVVWVQ/uMzqiurqagoIApS5cyLDaWaSh9mNUfvAo89LruxHmtqqoC4MILL2TdunVoNBpWr17N8z/8gOa115hhnbSvvVBzvfXfFCAKeBfohxI4L4L2g+qmJmXiQA8TLlVXVzN79myOHz9uW3b99deTkqLstaamhtmzZ/e8ima7SnX7kH4F8ARwHUp4r06k2YLyPfCpurk7f5ATKPbtAyRsE71RR3+jJGhun/X8aXz8G+/xfM6aBT/9adv/f7z8OywhsxBChJ+SkhKXoLiuro6SkhLKysravZWXl1NfX095eTmpqam2bXsyg8FAWloa6enpFBcXB/x4Wq2W8vJydDodaWlpmEymgB9TCOEdCZnDgToRTXQ0XHVVx8GlH3oUhpxd8OeTpiaib76ZrCuvBODll1/u9BC2bt3KxIkTWbZsGRUVFRw2m1HrUPvTTq/rTp5XtZJ5y5YtpKen88gjjwBw9913syUpiU+tb4Dbq06vsv4bjxIqAzwEjEFpmzHDuqzDGNjNm3m9Xk9NjRLBTp48GYCRI0eyY8cOVqxQ6qRramp63qSAdpXq9iF9HXAZcAVwMThMpBkH3vfKjo6GNWu6589ZoDiHbxK2id7G2w9B5bXvXhf+xnu8KuT99+Gmm5S/vwMGeP13WNplCCFE+NFqtbaJ4lVms5lZs2Z5vY/U1FTKy8vRarU9uhrXaDSSkZFBTk4OhYWFQT12SUkJOp2OjIyMHn0OhehNJGQOBytXtr1hio5W+j22p7a2LWiOjHS/TncOmMEh+POJtWJ0wS9/CcCrr77KyZMnfT68WrVrH6oOHjzY9ngDUAJsxqnXdRfO67x5SsfniooKnnzySfLz87n66qs5ffo0GRkZ7Pr2WwD209aq4XPrv+oEdUes+3oXpU3GXUCedZnLxIQdcQpH1q9XItiUlBQef/xxAP72t79x6tQpFi1aZKtoXreuvYYe3Ytzpfrn1uUNwB+tX0cBatOVAdZ/+wI7NBpWWC/N9tgrOzoa7rsPcnPDI2SqrZX2AaL36+RVNvLat9PFv/Furwr5978hI0P5+3vggNd/h6WSWQghwlNqaqpLqGo0GsnPz/dpP0uWLKGystKfQwsao9Foq2AOdsCsKisro66uzqeAXwgROBIyh4Fb16zhqilTmPl//8fT27Zxd1oaM2fOZO0zz7iubN8D9Wc/g+nTXd/EdfeAWdWF1h8XXXQRw4cP5+jRo4wfP97nCersq3ZXrFjBFVdcwZEjRxg6dCgFf1TiR5dgsYvnNScnh4SEBADuvfdezj33XAYNGkRUVBRHjx61rddAW6uGSThOUGcfp48DnkKpYHY7MaE37MIRtZ3HjBkzuOyyyzjjjDMwm828//77aDQaZsxQ6qR7SrsMd5Xqapi8H+W8rQLOti7ToJx7rP9W/e1vLHr9dc8tSNSA+bHHwqNlxMaNMHIkXHuttA8QvVcgKnDDlfVvvMVf7b0OHQK1GtmH1kQSMgshRPjKy8tz6c9cVFTk00R+6enpPbJdhn3ldklJSUjHUlJSgtFoJDc3t931jEZjpydnzMrKCtKzEcJ7a9asYebMmS63W2+9NWRjigrZkUXQbNu2zfb1F8DvgK+B6z7+WAmU1Tdc9tVV110HixbBPffAwIFty3tKwKxSg+aOqsacnld5ebntkpuvv/4awDZJ3cqVK9m0aRPTp0/3uDv7qt3zzz+fCy+8EIC//OUvXA2sGzmSim+/ZR1KBbM/zmtiYiKbNm2yVVBXVFRQUVHhsE5cXBzXXXcdH/3733z+zTdYrMsnAOOB18G2bB9KS4cLgC049o3O9mVgTU1w7bUkjRzJYZR2HhqNhp/97GesXr2at99+m4yMDD799FPb8+junCvVU8aMYcI33/CKxUKL9UqBvsBVKCE+wDnAduvXDcDC9et58803mZGRQUVZmWO7jKgopTfoY4+5tozoST9/3tq4Ea65BlpaOl63N58H0fupFbi+VDJDePZl98acOZx6+WWi581rf/K/jv7GfvcddCIkPn78uO3/CtIuQwghwlNJSYlLX+CsrCxbz+CO6HS6HtnqITs7G7PZTF5enkt/6mBTJ1TU6/VkZWW5nZgRlDYnmZmZnTpGRkZGV4YoREAcOHCA9957L9TDcCAhcxiYNm0asbGxtvs/2b6dXx07RvTp021hDbj2QH3iCXjttbagdsEC5U1uTwt2Ogqand58qgHiiRMnANBoNNx000189tlnVFRU2Cao27Nnj8dAVK3aPeecc1iwYAEtLS3Mv/ZarrnmGrjpJmbMmkXF3/5GdVycMiY/ndfp06ezZ88eVq1axbp169i/fz8NDQ22x+vr6/nZz37GqFGjePDBB23Lfwa8jBIwjwC+ty7/3HpT2SYm9HVgzc3M+/prKmhr53H55ZezevVq3nrrLX70ox+xa5dSJz1/vtd10iHjUKl+++1c8MILXNnaSgttld8nUdqQnLZuowbMWq2WhoYG/vWvf7FhwwY+PXQIsDunagVzQYFra5veGLD6EjCreuN5EOHD2w8/VT3tw90ga/n5z3l13jzmrV/vOWi+7772z9+//w2XXebzsdV+zP3793doiSWEECJ8aLVaW9CsMpvNtqDZm+3LysoCOUS/Ky0tpbS0FFDafXQHS5YsISsri6ysLPbv3+82+NbpdCGvuhbCn8aMGcOll17qsryxsdGh2DSoLKLX2bVrlwUl57IAll27drU9+OabFktkpMUCbbfISIslKspxmXqLjla2sVgslpqa0Dwhf3nzTeX52D+/qKi252f1yCOP2M5dYmKiBbC8+OKLltbWVsuKFStsjxUUFHg8VEpKigWwDB482AJYxiQlWepjYy2WF16wtC5aZJk8ebIFsKSkpAT0vKrjSElJsSxatMjhdWF/01j/nQqWOo3GMsF6vx9YhoElBSwFYKly9xrx8lYFlgS7Y06cONGi0WgcxpGQkGCpqqoK2PnwF9t5HTPG8nFEhCXG7vy9CZbIiAi35zk2Ntby6aefWh588EELYBkwYEDb6+nmmy2WAQMslvvvd32dtvdz2ZO9+abn3z3e3AYM6Pm/l7zQ0NBgeeihhxxuDQ0NoR6W6Cp3f5N66896AKk/Hy8tWGBpjojo3Hn85S8tluPHfT72u+++awEsZ511VheegRDhq6qqwQIPOdyqqnrn37eqqirLI488YklJSbEMHTrUkpKSYnnkkUd6xP97hXeKi4td/u+fk5MT6mEFhE6nswCW9PT0UA/FgXre8/Lygn5s9ZxkZmYG/diie+hOf9PazQQDTHoyhxO1HYZzxWBLCzQ3u9/GvgdqT79M17lHc3S0ssypusm+1cVdd90FwPPPP4/FYvF6gjp1Er4jR46g0Wh4qaYGbWMjloULWfnNN45VuwE8r/Z9kB9//HGuu+46t+tZUNplvBMVRdw//8kF1suBtNhNTBgdTeL99/s+0ZJVIrApMpKEQYMA2LNnDxaLxfZ4QkICmzZt6hHtMtTzOv3rr7m7tZUTQAbwATAHmGetpouKjCQJiLRO8NfY2Mjtt9/O119/Td++fW1V5gkJCWQ/8QQUFzu2yPCkN/QmVn8fefrd0xFpHyB6uo7mDZAKZp98OW4c6+fNoyXCzX9t2/ud2dICp09DTIzPx1QrmaVVhhCiPS7zeFhb8C1btoyJEyeydevWUA9R+EFOTo5LKwa9Xm+r+O0tSktLba1B/NGn2GQykZubS1paGhqNhuTkZIqKigDIz88nOTkZjUbj0I7Ek9TUVEDpi90TW5AI0RtIyBwufJ3N3l5vCLRU6pv6AQOUf/v1c1nFPpi9+eabiYqK4v333+fee++1LQfHCeqqq6spKChgypQpDBs2jBdeeMH2mMVi4Y7WVm4HplosLLa2J0lISCA726fuxj5LSkoClD7IUVFRvPLKKxw/fpyJEycC0KdPHwDOGjGCithYhr72GpYrrnDfwuHVV+EPf/BtMkUn01ta2HP8OAU330xKSgoDBgwAYOLEiezZs6fdPtfdSZI1jPi3xYIRGAS8BAxECex3Wteb8KMfcbimho8/+cQ2KWNFRQVr1qzh1KlTtv1dcMEFzJoxg2E33siUpiYKwLFHszs9+eeyK7+PQMI30XvMmaPMfRDl1L1MXuOd8uW4cXxw0UVY3D3o6Xfm9u1gfVPqK5n0TwjREZd5PFJSWLhwoa1oRW3D11Mmvg4lk8lEVlYWcXFxaDQa4uLiyMjI8GqSPYPBQEZGBnFxcT5t56uSkhKXPsxZWVleBaQ9xfLly21fT5s2rUv7ysrKIjk5Gb1ej9FoBJTvc35+PkVFRej1ekwmE1qt1qv+1va9mO3HKYQIHunJHA7efRfuvbfzgQ70rh6oc+bAgQNKBeQnn0BlJSQn2x5OSkri8OHDbNmyBZ1Ox5o1a7jpppt46qmniI2N5c033wSU/xROmTKFCy+8kJKSEmpraz0esoK2ifPA2tt4yZKAV+3OmzfPNgHgk08+yaJFi4iJiWHBggXcf//9nD6tdAz+xV13EXXHHViGDGHlypVtldY336z05bbvGW3fo/vee72rvLWT2NzM0nXrWPrqq2wbNozp06fzzTffhHzCCK9t3Mi8gwepAL61Lvo9SiBvAVYCu6zL5x88CB9/zPQ5cxx6ZVdXV5OYmEhLSwt79uzhn//8p233h1FeKytR+l+3G7s3NSnfB/X13BNIwCyEorZW+bk9fBg2bIB583rmBLvdyFn79nHx//6HxtMK7v4v8847Sl/4TlBDZqlkFiK0LBYLx48fD/Uw3HrmmWdsAXNhYSF33XUXGo0Gi8XCc889R35+PjU1NTz77LP87ne/C/FoHfXv3x+NxuNv1KAyGo3MmjWLIUOGMHfuXLRaLaWlpRgMBgwGAzk5ORQXF7vdNjc3F71e77DMYDCwbds2j717u6KsrIxku/eWoEwaV1lZ6dfjhILZbLaFwdBWOewrk8lERkaGLXzX6XTk5+czbdo0W8i8fPlyWzWyp4n8nNkXLJWWllJYWNip8fnKbDbbnktv+kBBiE4JWmMOETQu/Ve60vO0t/dA/fBDi+WppxwW2fdkXrFihaW1tdWycuVKj/2M7W8pKSmWSZMmOSzrD5YJ7nobB6HXZlVVlSUhIcFhfAsXLrRMmDDBYYwTJkywLFy40NZrGPv+yJ6+3+pyb/qKeuiR2fLGG7bxvffeewE9F35hfa5V1u+req4mg2Wh9ftrO38dfJ+rqqos8fHxtvUTBw+2LNRo3O+jt/RrralRfod09vdPT3u+fiI9mXuhN99UfhZeesliufNOx2Vh+BrvCq96Mrf3u2TBAoultbVTx547d67t/wpCCN/5q39lQ0ODV/9Pl5tvt+7yf436+nqLVqt12984Ly/PNl53j6enp9seKysrs9TX11vKy8stqamplpKSkoCNuaSkxOV89ob+zPbPS6fTdWoflZWVFq1W2+55qaysdDh3xcXFXu27vr7eYbv6+vpOjdFbZWVllry8PFs/ZvWWmZlpKSwstJSXlwf0+KJ7kZ7MCgmZeyGXF5Q3b7i8ufXGgKe52WK58UaHRe6C2RtuuMFhkrqIiAjLjTfeaBk6dKhtWWxsrOXFF1+03b/d7ntQEMJzumXLFofnY39znnhPvSUkJFi2bNni/UHcTSjp5WvqxpkzLYBlyZIlgTsJXVRVVWV5ZOlSS0pEhGUoWMaDJbKd/5QngGWL/fN08+GM/YcZgCUyMtKy46mnLK1RUZYV3eS1ExCd/VBCo7FY1q1r209v+rCrAxIy9zL2PwORkRaL/SSyYfS69peGhgbfAmb1FhVlsaxfb7FkZ3f62BdeeKEFsGzYsMGPz0iI8CEhc/e+dZf/a+Tk5LQbaObk5NjGbB9GZmZmWnQ6naWysjIYw2x3XECvCBztn1NnJv1TPzBQ99Fe8G6/ni/fQ/tzHsgPEoRwJiGzQnoyhwPnXo+d0Vsv342MhL59we4Su8TERDZt2uTQQ/fll1/GYrHY1tFoNCxcuNDh8qrGxkZuueUWAO4B9ECK9TGPUwQGoa/u9OnT2bNnDwUFBaSkpDBs2DBSUlIoKChg9+7dbpf73B/5/PPB2t/ZJ01N/OzjjwF4++23fd8+CGyTtTz6KBWtrRwG9gItKP2G7kT5Pg+z/lsA7MGuzYWHCersJ5i85ppraGlp4c5169C89hqLoqLaf+305J/HjiY7cycqCh59FKy9wtm4EcaM6Zn9qEV4c24X09ICDz3U9lruKW1vupPaWq5/5RUirROueq25GW66CbowF4C0yxCie+jfvz8NDQ3d8jZp0iQAJk2axLFjxxweO3bsmG2elEmTJoV8rM63/v37h/LbaqPX68nNzfX4eHFxsa1tQ35+PmazmaKiIgwGA+Xl5V718g2E4uJi23vFkpKSTreW6E62bdtm+7ozbUZmzZpla4GRmprqscUJYFvP237M7sYlk2oKEXzSkzkcrFzZtZ7MPTnQ8sZPfwr//S9ccYVtkRrMqj10P//8c5qbmxk6dCipqam89dZbzJo1yyF4Vl0DFAIaYAZKf912p/IIQl/dxMREli5dytKlS10emzBhgtvlPomPV3qKXnut8sbdW9HRXPb883DzzWzfvp3Dhw8zdOjQro3Fj9xN1jImKoo3t28HoBkoQQmV3XbXbudnx36CyYcffphNmzbx0UcfsUenY+JrrzHjqquosFhcXzu94edRDZo76s0cGal8eLFhg/LzmZkJY8dCVlbv6hMvwoOnfuTyWu6a+Hheuf565q1f37mgOTa2U4e1WCx8//33gEz8J0SoaTQaYjv5sxxoCxYsYNmyZezevZvnn3+eRYsW2Xoyr1y5kj179gBwww03dNvnEEpqL+WOAtpVq1aRlpaG2WwmKysLg8FAZWVlSOd8UQPvwsJCMjMzQzYOf1KDX4AhQ4b4tG1RUZFDP+eSkhKvjuNtP2b7canbS39kIYJPKpnDwcyZvlcOqnpDoNWRyy8HtYrWbvI+NZjduXMn8dbwd86cObz66qvMnDnTIWDu168fAEO1Wl6LjqYfynUJn6r7au/4Hipde5w5c5RJAr19nVlfW0k33URaWhoA//73vwM4QN/p9XpbwLxixQo+e+QRqnfsAJQPEABqgFXuNu7gZycpKQmALVu2MGLECC6//HJAqXC2XHEFn44aBTi9dqKies/Poxo0R3j4MxQdDa+/Dt98o6yr0cDIkUrQrIZ0QbgSQAi/6GjCS3ktd8mX48axft48Wjz9PvHEYoFbb+3Uea+trbVNnjt8+HCftxdChIecnBzb1ZH33nsvU6dO5fbbb2fq1KksXrwYgISEBLKzs0M5zG6rvLwc6DjQTE1NtQW5BoOBwsLCkFUwgzLpXFFREZmZmeTl5XV6PyaTidzcXJKTk9FoNA63rKwsSktLXbYxGAxkZWW5rGsf3HZWXV1dp7Yzm83k5+fb7ufl5bX7/bGvmM7IyPDpWPYfLPjjOQshfCMhc7jo6BL1yEjXthrhEDADJCRATQ28+abHS/DtA8G+ffvyzjvv8Mknn/DAAw8AcPLkSQASR46EV1/FEhXFSmCXdfv5no7d286xt60QnJ73z372M6D7tcywb2mxKDmZ9dddxyetrcQCr914o+eWFl58X+fNmwco7ViefPJJ5s6dq+xr3TpWrFjBrq+/BmC+GppER0NGRts+7T4Q6bG0Wrj5ZtfXi/35Uz982bgR/vxn10p5CedEd9dRwKz6/+zdeVxU9f7H8dewiLsgYCjmgpWJggtC2Wa5tJCVlab3tlkp3lv3Ztq9UkSrP27p7aZW13vFNKt7ywVbjTLQa3uKkDKIueEuyiKoICrL/P44cw4zwwwMMBvweT4ePOCcOct3hmGA9/nM5yvP5WZpctDcxMddrWIOCgrCz8+vcecUQrQZ1trwLV++HL1eDyivIampqQQH11uS0maplaj2VKQ+++yz2tf79+932pgakpWVxeTJkxkxYkS91br2CAsLY+nSpVrYrkpLS2Pt2rVWK6THjRtndtvSpUtZu3atQ6q6TUPbxhzPNGAG8++VNaaP28iRI+0+j6WmhuJCiKaTkLktsRUAqhWDplWorS38bIiPj/JPZlmZ1X82LQNBX19frrrqKp544gmzt7YVFhYy/dNPGdq7N3OM64IAq7UJrfUxbihotnK/1SreDRs2UF1d7YpR2kVraRESQvk99/BX49ieAXp99BExQ4YAFu1Q7Py+Wla2vPbaa3h5ebFnzx6efvppwFjZ8v770LmzcswePeDMmZbdk9g0HF+yBN56y/z5Yu3xkypQ0VLZGzCr5LncLGrQbGjsO7ca8bgXFhaSlJTEXXfdBUBZWRlJSUkUFtbbGEsI0YbVNz9Ko+dBaWPUkNCekHnEiBFa8JmcnOyWKtbS0lLGjh2Lv78/GzdudNhxTe//iBEj7G4h4e/vT1xcnMPGYcrex7e0tFRrewLK/0ANBdRr1qzRvm4NvayFaEskZG5rLANA00BHvU0NtFpb+GnL+vWwalVthaSVfzZtvdVt3LhxlJeXa9udPHlSqU44eBBQAuZUrLTLaK0Bs8pW0OzlZX6/jYHjgAED8PPzo7i4mB49ehAZGekR/7RrFexpaSRVVXEM6Ac8DRhqatiSo9Sqa9/fRnxfLStbdu7cSY1JP1GtsuX++5V+3RMmwP33w7PP1ntBxKOZhuMZGXDlldClS/2vPVIFKlqq4mKl335j50NQ+/S3hncruMHegQO58OGHjW8RZsdriDYRbGIiB42/58+fP09iYiLh4eEywZAQwibTNnz5+flkZ2eTkJAgFcwNUNtkqO8urM/MmTPNWjBYVs+6gtoXeuPGjY2uHDYNYi2Zto+obxJEU+np6Q4PmJvSgsQ0MIaGx5+enq4F2I3tx2zJnS1ThGirJGRui+oLdCZMqA202gI1wGrgLfgNvdWte/fu/PGPfzSvTpg3j9yYGKLrawXQmlm7oDFpEhh7DauBY8YbbzB06FAuXLgAKBULer3eI/5pnzJ0KKBM3vh347pFQHvjZ60dyk03NenijGVli/rHaEBAADt37qytbFFbRlRUKC0jWmJPYvVnTQ3H4+Phz3+uvd3aa49UgbZutkLU1hKuBgYq/fYbG3a2lj79blR9223K67G3d+N2rOc1xHIiWHWS2oCAAACKioqIjY11+8VRIYRoTdSQMCsrq95q5pSUFJKTk9m4caMWrCYnJ5tNNOds48ePJy8vj7Vr1za6+tayZ7El0/YR9gSveXl5lJaWau/GdRTT4NzeVhSmYw8LC2vwsZk/f772dWP7MUPzJicUQjSfhMxtVX1hclv5x7aRb8Gv761uv/32G0uWLFGqE3JylOqEYcMI/sMfGm4F0JpZXtB46y14803tsS8sKyP26ae1f9pBqR6OiFC6Hbv1n/b164lbtYog42I10Bn4HBgK5u1Qvv8eli5t0vfVtLLl6NGjdOzYkZKSEg4fPlxnPEyapExUZaolBKuWP2uVlfDtt/Djj+bbmb72SBVo62ar5Ut9rWBa4vfU3j71qrb2O8KZRo2Cdu0av5+N1xDLiWDvvPNOAP785z+zcOFCQPmdtWyZ1alghRBCNMHkyZO1r20FjupEd2rf4fnz52thqKsmVIyPjyc9PZ25c+da7ZPckOTk5HqrbtPT0wElpLWnOjc9PR1/f3+Ht5owPbe97TLUsUPDAXl6errZ9k0Zv2n4PWDAgEbvL4RoHgmZ27K2EiZb08S34Df4VjfTgGT1arjvvrbbhkRlekGjRw9lkkXjY58MqPHyC1OV6RGLiorYvHmze/9pNz4/gquqMJ2WogxYgVLZDCbtUKqqYNq0Zge9nTp1YoLx+WH2tsCW3JPY1thrauofs1SBtl6WVe3qc8DWevW2ltqHvIkToopmCgyENWsc9hpiNhHsrFnaxH+9e/dm1qxZ2sXRVavqTAUrhBCiicaNG6cFm3l5eVq1MCiB5MyZMxk/frxZuOvv769Vz2ZlZTWpGrYxUlJSWLBgAePGjTOrwrVXeno68fHxNsNj09DV3gB77dq1zW41YY3pY2lPn2zLILqh74XpBQJoWrsM03M64zEQQtRPQmbR9jjrLfiWAcnp06BOCtjW2pBYUv9ZX78eUlO1x16NUSOAl1JSCL/0Umpqati4caP7/mk3qaA9Dywxrr7eOM4Q4+ckIBfQpmpxUAWt+ra2NWvWYDAYWnZP4uaG41IF2vpYq2q/5x544QXr69evrz98tsXTqp7V57KPj/Xb5bnrHA58DdEmgo2JQafTkZ+fD0DPnj3R6XTExMQASLsMIYRwMLVCGZTAdcCAAeh0OsaPH09ycjJz586tE+6OGzeOpUuXavtERUWRkpJCVlYWKSkpjB8/3iE9m7Oyspg8eTJhYWGkpaU1al+1RYYavNoKmU3bTdgbmKenpzu8VQaYh7b2hMyW29RXhR0fH8/kyZO1kLgp/ZQtzyeTBgrhehIyi7bFWW/BtxacfPWVeRjS1isrrQSOBcbPMYCuqopbjx0D4IsvvnDLP+2FhYUk/fvfRAYFEYIyyd9+oAfwJZAN5Bs/J2AxoaODKmhvu+02OnfuzOHDh/nlH/9ouT2JHRWOSxVo62HrOVFZCfPmWV8/cSLcfXfDfchNX5s9tep5wgQYO7buc1meu87loNcQbSLYrVsxGAxmIbPBYGDLli0AMomXEEI42IgRI9i4cWOdwHDEiBFkZmbarB6Oi4tj//79jBgxQguDo6KimDFjBuPHj29S1bGp0tJSxo4dqy1HRUXZ9TFgwAACAgIICAhgwYIF2v7aXCwWGtNuwnR7Z1TxWrbrMB2bNZZ9m231cU5JSaG0tNTs2Kbf7wULFth1UcC0B7dUMQvhHhIyi7bFGW/BtxWcVFV5TuDnbjYeox7Gz1sBA3BXTQ0AX3z8MRcvXnTpP+0ZGRmEh4eTmJiI/uBBTgInjbdVAL/Vt7MDQ6IOHTpw1113AbA6IaFl9iR29LsFGgqJ1Md/1KimjVc4X2OfE6rq6gYnZjULlZtS9ewqp05B795tu0+/u9j7GlLP90GtCNPr9SxcuJATJ04AEBISwqJFi8jJUaaCnWps/SSEEMJx1EC5pKSE/fv3U1JSQmZmZoOVqmFhYWRmZmIwGNi/f7+279y5c5s9pqioKK3qNi8vj6ysLLs+1En5rI3VUmlpqVada29ompaWxrhx48zaTlhj2X7EXqZhb0MTK44cObLO2CylpKTw6quvsnTpUrPjqaF7cnIyS5cuteuigOmE8Y6oVBdCNJ6EzKLtcdTbZ4uLW3avXFep5zFS38SlBxYD16BUB5eWlzNr4kSX/dNeWFhIbGysNqlTREQE/fv3124/C8QCVuupnRASqWHG2i5dqLH19npb3N2T2FnvFrD1c6vTwbp1yteeWL0qmh4w18eyzUZZmf1Vz+7y/vvw8MPSp99dbL2G2PkaHhcXR1CQMhXs008/rbQzAm699VbmzFGmgg0KCnLZJFNCCNEW+fv7ExYW1mCAao29k+bZoynhbEOsjW3NmjXa16aTINZHbQdiS15eHvHx8QwYMKDBSmRr4uLitMe/oRYh6vdLtWDBApKTkyktLdV6asfHx7Nx40YA9u/fr21bXFzMggULmD9/PpmZmXaNzXSCRKlkFsI9JGQWbVNz3z67fr1SkWYaaNjiaUGHKzUQOMahTJ4HMBsYAQQYl//91VeAa/5pT05O1gLmhQsXsmjRIg4cOIBOp+Mvd98NKBMU1pl+0ElViDfffDNdunTh+KlTXG5s3RGJ0ge63sYhnlAV6cwJ+yx/bn19Yfp0yM723OrVts4ZAbPKss2GPVXP7mIwwI8/wnXXKcttvU+/u1h7DbHzNTM4OJjU1FQtaFapF0ODgoJITU2VdhlCCNHKpaSkNCmcbYi14Nw0XLUnNFUrn+ubILB79+7Mnz/f7kkErVGriu15HCwrkGfOnElAQADjx49n27ZtZGZmavfdtJ3GggULWLp0KWlpaXZdVFCrya2dUwjhOhIyi7arMW+ftez3OXEinD9fN9CwxVOCDldrIHAMBlKpDZr1wB6T2131T/vq1coUhBERETz55JPEz5wJwB9vu40FKSlEdOwIgNn0g04MdLOzs7l48SIAeSdOcBLlsUkEwoEMazt5QsCsasS7BQqBJC8vIkNDCZk+ncjISJKSkmz34basAr35ZqWa1VOrV9uypla1O5o7nxPq747Nm2H0aKXyXtXW+/S7SzMqyaOjo8nNzeWhhx4CwMfHh4iICJKSksjNzbXZT1MIIUTrMWnSJAwGg8M/rFFDXMuKYFuSk5MbrNhWA9vu3bs3/s4bxcXFaa1KkpOT69120qRJZi08/P39GTFiBEuXLjULmEEJoNVK9bi4ODIzM+2uPleD5XHjxjUrQBdCNI+EzKJtsxWGeXvDnDnK7Zb9Pu++W6mYayxP6JXrDg0EjtFALkqVbgQQAngZg5gPPvjAJf+0FxQoUxDGxMSQuWgR2/btww946Ztv0CUkEBMVBZhUETsx0FVbd1y4cAEAb29vHnnkESL69QOUiuo6rTs8KWBW2RE0Z6CE5ok1NUof7JMn0ev1JCYmEh4ebtZXrc6xDx5Uvv7978HYy1sjQbNnaGpVuzO44zlh+rvjgw/gwQddd25Rv2ZUkgcHB3P99dcDyrtOsrOzSUhIkApmIYQQDqe25LDsbWzL6tWrmWkslnG2tWvX4u/vb1fV8Lhx40hLS6OkpETrpx0XF2d1O7Vv9tKlS+1ui1JaWkpycjL+/v6sXbu2sXdFCOFAEjILYe3tsykpsG8ffPFF3X6f9lYvW3J3r1x3aiBwDAYSgGxfX/K/+ILJ990HwObNm10yvB49lCkIt27cyL+efhqAyUBwVRWG+fPZcuiQMs5+/ZzeR9W0dUfHjh2prq7m/vvvZ0deHgunTwcsWnd4YsCsquf7XogSlhcZlyMiInjssceIiIgAoKioiNjYWNsVzT//LP3QW4LG9sB3Jlc+JywnIDxxArp1c/55hf2a8bs4Pz8fgJ49ezpqNEIIIYRN9lTzpqenk5WVZTW8dYawsDCWLVtGXl4eCxYscMk5bVFbKy5btqxJ/bqFEI4jIbMQUPftsxMngr+/eYhlrd+nvTw5CHSVRrQnudvYB/mTTz6x+fYxR1In2tMfPMh/jOv+CBiARUDO4cMATJ0xw+l9VE1bd/z+978HlEoBnU7HrORkraJ5FYCPDzz1lGc/r9Tvu5f5r5tkLy8tYF64cCE7duzgnXfeYceOHcybNw9QguawsLC6LTTs7fMrQbNn8LSg2dnvKLF8flZWQlqaPA9bEQmZhRBCuILah3nbtm0Nbjtz5kzmzp3r0pB10qRJzJ07l/j4eK0fsqslJyeTkpLC0qVLpU2GEB5AQmYhVKZvn12/Ht5/v+mhsikJmGvZCpu8vMweo9tuu4127dqxZ88edu3a5fRhxfXrp/WFrgTaA8uBocAc4/ogYEbfvk6vRDdt3XHvvfcC8Pnnn1NTU4NOpyNm7FgACnU6+M9/4PRpp47HIcaMgbFjzd4tsLpPH0AJ06+++mp69erFuHHjePvtt1m8eLG2a1lZmXkLjTfeaNxEchI0u19xce3Pvre3u0cDs2c77+fY1gWQqip5HrYiEjILIYRwhfj4eACysrJs9j4uLS1l/PjxdreucLT58+cTFxfH2LFjtfYerpKSksLMmTNZunSpyyq4hRD1k5BZCFOBgfZXSdpDAua6rLUnGTUKbr1VWS4upmvXrtqV+08++cS541m/nuBHHuFLQI2/zgMrUCbbAyVgTgWCH3nE6SGR1rpj61ZuvPFGunTpQn5+Ptu2bcNgMLBlyxYAggcNgilT4MwZcEG1d7P8+KNSPWryboGCigoAoqKimDZtGidOnGDjxo08+eSTWrsQgA4dOpi30Hj6aQob+7PZVvuhewLTvsS33QbR0XUvMvn6wvPPW++N7+Pj+DG99ppzfo4b+t0hFzxaDQmZhRBCuMK4ceNYunQpoFQqT548mZSUFLKyskhPTyc+Pp7+/fsDsHHjRreNUw15o6KiXFbRnJyczIwZM0hLS5OAWQgPIiGzEKYkYHYNy/Yk06fDV1+ZBVKmLTOcxuT7XQFUA77AYJQJCCNQJiTMRZmg0BUhkda6Q6/n3//+N7caw/dPP/2URYsWkZOTA8DU++9XdrjySti922njcYhNm5RqZpN3C6hh+pdffsnu3bsJCQlh1KhRdXYNCgpix44dLFy4EDD2o/Zq5K+uttwP3Z0s+xLHx8OTT9a9yPTxx/DKK3XXf/opfPKJ49tsOOPnWFq4tCkSMgshhHCVuLg4SkpKmDt3Lnl5ecyYMYOoqChmzpxJXl4ea9euJS0tze29iOfPn8+yZcsYO3Ys6enpTj3XggULWLt2LZmZmVphkhDCM0jILITKkQGzj48EzA0xbU9y333wj3+YBVJ3tm+Pl5cXmZmZHDb2RHao4mKlutX4/f63cfUjQA6QD2SjTEgYbLqfk6ti4+LiCApSmnfMnj2bX375BYA33niDOXOU5h1BQUHaBBeMH6/0e/Vkhw9D377K18agVw3T1T7LS5YsoaysDIDOnTtrux45coSMjAxmzZqlVTSv6tPH/uBRLva4h7W+xG+8AR071r3IpH5vrK239s4Ha1XPjeXIsLexvzskaG7RDAaDhMxCCCFcSm2FkZmZSUlJCQaDgf3797N27VqPClknTZrEgQMHGDlypNPPk5aWZteEiEII15KQWQioEzg2mbc3dOigVN9JqNUwtbJ00yb4/nuzQKrHo49y7aBBgFLF62iFNTUkTZxIJNAD40R6wJSGdnRyVWxwcDCpqala0HzkyBEALly4ACgBc2pqKsHBxug7Jga2bnXKWBzizBno0qXO6kceeQRvk/68L774Ivv27QPQwuZ27doBsGbNGqUfdUwMAIXnz9s3kZwEzO5hK3Q1GGDyZOV204tMpqyttwyfLauem8oy7G3KhaOm/u6QFi4tVnFxMZXG73dISIibRyOEEEJ4Fn9/f6dXVUu4LITnkpBZCFACw48+al5oob69+8gRCbUaQw2kamrM11dWMj43F4CEhARCQkKIjIwkKSlJq35tqoyMDMLDw0n8z3/QA6ZHmwJk2NrRRaFldHQ0ubm5JCUlERERoYWtt912G7m5uURHR9du7OMDOp1jKvCd4fvv4YYb6qx+//33qa6uRqfTAUp7kApjn2aAwMBA5s2bByiTetTU1NT2ow4Otj2JpEoCZvdoTF9iWxdqrK23DJ9tff8b28dZHc8LL9T2jm4M9XdHY3tHSwuXFkutYg4MDMTPz8/NoxFCCCGa5tSpU4AycaAQQjiKhMxCqBoKrepjGmhJaGC/egKpDGCRcUK78vJyTp48iV6vJzExkfDwcDIybEbB9SosLCQ2NlabXC6ib186m9xeBMRiHjwDLg8tg4ODSUhIIDs7m9dffx1QKny1CmZTV18NxrYaHlcZuWkThcaLA5GRkYSEhDBw4EASExMBePPNN7Uw3bRNxlNPPcUTTzxBx44dOXToEH/5y19q+1FPnapsZOtnVtrVuIez+xJbvrZaa6Xx6afw7LONO25lJcybV9s7uiltLBoz+aZcAGnRpFWGEEKIliwvL48FCxaQkpICQHx8vPa1EEI0l4TMQphqStAsgUHT1BNIFaIEvadM1l0/eLDWk7eoqIjY2NgmVTQnJydrAfPC6dN57cgRyoBuwALjNkXAMtOd3Pw9vvPOOwH48ccftbGbUfsym0yc6BGKi8nYuZPwm24iMTERvV7PyZMn2bNnD9XV1fj6+hITE6OF6Xl5eVqbkOeff55Ro0ZpEwSqE/+Z9aOGuj+zPj7w0EPy8+hq7upLbNlKY9QoMD5XmsTeFhrqevV+V1fbd3z5fdHiScgshBCiJQsLC2Pu3LkYDAYMBgNpaWlMmjTJ3cMSQrQSEjILYamhoNn07dgSGDRNA4FUMkrQC3Cr8bN/bi47kpK0sLGoqIhly5ZZ271eq1evBiCiXz+efPddFhnbdDwC/AWIMG6n9mj2hO9x3759GTZsGDU1Nay3Fspddhl8+63ZxIluD5rXr6ewTx9i//e/2qrxiAiuueYabZPKykpuv/127WKBZT9qvV7PwYMHte3r9KNWmQaNKSlw8aJz75sw5+6+xKatNBzR+qihFhrqxZwXXmhcsO4BryWi+SRkFkIIIYQQwjoJmYWwxlbQrL4d+5NPaivnJDBoHDsCqdXGzxHUVhd/YzBQMHUqsx54QKtoXrVqlbXd61VQUABAzKFDLKiuJg3wBR4HdECMsUdwIXhUKDRx4kQAPvvss7o3fvkl/PCD2cSJbg2ajRcRks+do8gY+C5cuJAvvviC7OxsAO69916g7sUCy37Ul1xyida3ee3ateb9qE2pQeNdd4GXlwTNrtTUYNeRfYlNj9Gc1kcqWy001AtkZWXK7RIwtzkSMgshhBBCCGGdhMxtwLRp07jxxhvrfKxcudLdQ/Ns1vp9qiGB5SRUwn52BFIFxs8xwBDj5wtA4nXXoQsKIiYmBqBJ7TJ6dOgAwEaDAbVz69vA5YAB2GLsrRqs03lUKHTXXXcBsGHDBs6dO1d7Qz0TJ7olaDapUje9WPBkWBh//OMfKSsr49prr2X16tU2LxaY9qM+ceKE1i5k06ZN9Z9bDRqvugq2bnXgnRINmjABnnnG/u2dHbo6ImhWmVY2N6ZyWSU9wlsVCZmFEEIIIYQnWLlypdWsb9q0aW4bk4TMbcC2bdv49ttv63yYvg1d2GDZ79M0JJAJ/pqugQCoh/GzGhMu9PYGYHlaGllZWWzZsgXA+iR4FgoLC2snnQsIoMD4vD9ovH0mEIcSMC8CcozrpxqrZz3F0KFD6du3LxUVFaSnpysrG+qD6+qg2WI8phcL9Pfey1dffUW7du1Yvnw53t7edl8sUPvErVu3zr5xjB0LGzc25R6Iplq/Hl57zb5tXVXV6+iguTGVy6YaMymg8HgSMgshhBBCCE9w8OBBq1nftm3b3DYmH7edWbjMyJEj6dSpU531/fr1c/1gWiK1allCZcdSAyArIekUQG/8WOzlxaxPPuF3K1fy0ccfM3nyZPLy8gCYOnVqvafIyMggNjbW+mR5Rj8C01ECbb1xXRAwo6ZGGZuHVCDqdDruvPNO3nrrLT777DPu9PKyr6pSDZqdfT+sBN49gJMoj+2qqioAbo+KYuDAgRgMBrsvFkyYMAFfX19yc3PZtWsXgwYNqn8sV1wBe/Y0486IRmnMpH+ubhtRz+uMy1RXKy2C5PdIqyAhsxBCCCGE8AT9+vVj9OjRddaXl5e7LWiWkLkNWLlyJYMHD3b3MFo2CQacw0YAFIdSVVwEzK6pYcWTTzL4yBF0Op0WMAcFBTFjxgybhy4sLDQLmCN0OqINBlKAMybb5VBbvQxKwJwKBEPtxGQeEg6NHj2at956i/dWruTLFSvogRLIx2Ecry3ODppthIymFwuOGddN3boVwxdfsGjfPnJylEe+oYsF/v7+jB8/ntTUVNatW0diYmL949HpoGNHKC8HKxfYhAN5csCscnfQ7Mje08KtDAYDx48fByRkFsJZ5M0fQgghWiJ3/P6aNm2a1dYYO3fuZMiQIa4fENIuQwjhblbe0h4MpHp7E9SuHQD6gwdZVV2NwfjK7eXlxSeffFJvBWxycrIWMC+cPp0dOh2XogTM3ibbXQKEoPQNTgJyAW1qOQ8KhzIyMvjDH/4AQHVNDSdRwttEIBzIaOgAamBeXOzYgdUTMsahhPYAp1AmVkytrmbonXcyZ84coOGLBSp1osCUlBT7xnXddfD99/ZtK5qmMQEzKD2b3fWuANPWR88/75gWGvaQCf9alTNnzlBRUQFIyCyEI7Rr511nXUWFm951IoQQQjTD+fNVddb5+bW9ul4JmYUQ7mdlksXoTz8lNyaGJC8vIlCC4MFAV6CmpoaXX35Z6bMcEkJkZCRJSUlmvX1Xr1amnYvo149ZK1fySU0NLxtvW4YSKoPS0iEfyAYSMKkI9qBwyLIqG5Txq/ehCIgF6u1s7IzAvLhYCa5thIzBKFXhHYzLBuA9TNqSBAaSmppqV2/tu+66C29vb3bs2MG+ffsaHptpX2ZHB+ui8QEzKD2bXT0RpSm19dErrziuV3N9POg1RDiG2iqja9euVtuQCSEap0sXP7y8zOfAKCw8Z2NrIYQQwnOdOlVhtqzTQefO7dw0GveRkFkI4RksJ1kEgn/5hYSaGrJRguAc4Gnj5unp6ej1ek6ePIlerycxMZHw8HAyMpSa3oICZdq5mEOHeK+qiinG/Z4EHkGZjA5sBLMeFg6ZVmU/9NBDAFwIDWWHjw8LjdsUoYTnVjnr/gQGKsF1PWFdFOBv/LovJlXjDz5I7q5dREdH29rV4lSBXHvttQBcf/31Ni8uaHr3hmPHlFCzXz/3hputTQMXF2xyVjV9Y6gXWRw5KaA1HvYaIhxD+jEL4VheXjpCQjqbrUtPz3PTaIQQQoim+/HHw2bLPXp0qnMhtS2QkFkI4TnUSkNQqiSrzN9yUgi8ZbIc0L49j/n4EGGcxLKoqIhRo0bRIziY06dOAfC5wcAjQBXwe+B1lIraLcZj1Kmh9cBwSKvKjojgzTffpF27duw5dozdb77JLB8fraJ5lbWdnX1/GgjrfkK5QNAV+A3I9/Ul+4svSHj/fbsqmFUZGRlkZWUBcOLECZsXF8ycOaM8j8rKlM8SNDuGHRcXrPKg9jOA84JmD3wNEY4hIbMQjjdhwuVmy2vX5rppJEIIIUTTrV+/12x5/PgBbhqJe0nILITwLD//bPNt+MkoFbuqkvPnub+qineOHKFT+/YAVFdXU1hUxHnj/mqNazzwAcpsp4uonezPbMo5Dw2HtKrsmBi6devGTTfdBMCX586h++QTYnTKFdI69byuuj/1hHWrjZ8nAu2bOB61XUhZWZm2bsqUKUREKPF6UVERsbGx5hXN69fDhg21zyN18kMJmh2jsQGth/5sOTxo9tT7KRxCQmYhHO+++8wnJ8/Kyuebb/a7aTRCCCFE4+XllfC//x0wW2d5EbWtkJBZCOE5GujzqgaWEcADxq/HANdUV1N+/ry2nT9g2S3zc5SJ6IYCc4zrggBtyjkfH48Nh3r06AHA1q1bMRgMxMbGApCamorh9tvZ0qcPYFGV7eqwy0pYVw2sNX491du7yeMxbRcyYIByRTgmJoYdO3awcKHSMKSoqIhly4wNQ9TnkUUlvATNDmZvQOvpwWtzJwX09VX2U1v9eOr9FM0mIbMQjjd6dD+CgjqarbvrrlUSNAshhGgRCgvLufXW/3DhQrW2zttbxy23XObGUblP25vqUAjhmezo81pg/BwDvAaUoYTH1RbblaG0x/A2uW2X8UMVhDIpnRbM+vjAqFHNuAPOM2XKFPR6PXq9nsWLF3P77bcza9YsvvvuO1577TVyDh0CYKqXF9TUgLc3LFzo+rBrwgR48klYvBiqqvgWOAl0B8alpDR5PKbtQmbMmMGTTz7JZ599xpw5c5g1axYrVqxAr9ezatUqEiIj65+QTg2aJQx0DDWgtfWYe3rArFJb9QQGQkxM3fvj6wvPPKNMXmi5Xr1/s2Z5TisQ4RQSMgvheD4+XkybNpTXX/9ZW3f+fBW33PIfhg8PYfLkcMaPH0BQUEc6dvRF1/baWwohhPAgBgOUl19k//4S1qzZyerVOzlz5oLZNnfeORB///ZuGqF7ScgshPAMap/XegLCHiih5VYgEPgEGAzkolQulxu3q0IJkT8HHkMJl9ujVDgHo7TImIFFwLx2rccGRHFxcSxatIiioiJmz57NihUr6Nq1K2fOnCEhIQGAoKAgZixaBH/4A/zf/0F5ef0HdZbSUuX7+Pvfs8r4fbz3llvwnTixyYc0bRdy8803A0pV98WLF2nXrh0xMTHo9XoKjx6tP2BWSdDsWGrQPHEiVJtc8mkpAbPKclJA9blkej9MA2jL++ehrx+i+QoLC0lOTuazzz4D4M033+TChQvExcU1qre8EMK6V18dx9GjZ1m1Ksds/a+/nuDXX0+QkLDJTSMTQgghGicy8hLeffcudw/DbaRdhhDCczTw9vspxs96YDHKBH7FxnVDTLaLQplwbhRwjXGdP8oEdNlAAiYBs68vfPKJRwdhwcHBpKamEhQUBIBer+fMmTPa7UFBQaSmphJ8//1KNeaTT8Kvv7p+oNXVFJaWkrR7NxG9evGOcXVVr17m/ZIbybRdyOWXX05QUBDnz58nKysLg8HAli3KNI7BJSUNB8wqaZ3hWBMmwOjRtT+7LS1gtmTaQsP0fthaL1qtjIwMwsPDSUxMpNx48e7IkSP1TzoqhGgUHx8vPvjgbqZOHdLwxkIIIYSH6tOnG199dT/durXNKmaQkFkI4WnqCZrjUCqUAWaj9Fe+aFzeYvwcBHwFXI4SQqvrrdaataAgLDo6mtzcXJKSkoiIiCAgIACArl27snPnTqKjo5UNAwNBpwN/fygpcekYM959l/CvvyYxMZGcQ4cwGNe/++67zQpjpkxRLi/o9XrefPNNRhnbmvzwww8sWrSInByl8mmqzSPYUFmptGgpLm54W1G/mhro2bN1BbBqCw3L+2FrvWh11ElH1Z7wXl7Kn81XXHEFYGPSUSFaKIPBQGVlJWfPnqW4uJizZ89SWVmJwWBoeGcHUIPmv/xlFMHBHRveQQghhPAQOh3cfPMAvv76fnr16uLu4biVhMxCCM9jI2gORumjrAbNesA0Ru0EfGnczgAsAtQ3XtYJIFtQwKwKDg4mISGB7Oxsjh8/TocOHThz5gwnT56su/Gtt8KGDS4bW+Hu3cQ++SRFxko/NQQPNLYQaE4YExcXp1Vxz549Wwur582bx5w5yjSOQV27MsOnkR2gfH2V1h7S5qD5srNh6NDWF8Daem7Ic6ZNMJ10dP78+dTU1ADwyy+/WJ90VIgW4tSpU6SlpfHaa68xadIk+vfvj4+PD+3ataNr164EBQXRtWtX2rVrh4+PD/3792fSpEm89tprpKWlcerUKaeMy8fHi7///WaOH3+ajRsfYubMKEJDu+DtLY2YhRBCeBZfXy8GDQrib38bw+HDs9mw4QEGDZI2atKTWQjhmWxMKBaN0oN5GbAKpUdzMcoEf+XAdJSJAbeihNCghNIzTI/dAgNmS+3bt2fMmDF8+eWXpKamEhERYb7B2LHw1FMwtdH1vY23fj3J995L0UWlrnzBggXMmzcPgE8++YTMzExmz56thTFqH2l7qe1C1IrCEydOAGgtQ7R2ISdP2teTGVrFc8CjbNoEN92kfC0BbKun9ihevXo1BQUF9OjRgylTprS6HsWmk47ec889xMfH06FDB/z9/etOOtrI1zUhXKm6upqvv/6aDz74gC1btnDw4EG7962pqeHgwYMcPHiQdevWaev79evHVVddxUMPPcQtt9yCt7e3w8br4+PFmDH9GTOmP6BUWZ89e5ELF6ocdg4hhBCiqdq396Fz53boZDbaOiRkFkJ4LhtBczBKX2X1X/oMIBYoQgmW9SaHCEKpfjab5K+VhIuxsbFayBwfH29+Y+fOUFGhTMTmwH/86li/Hu65h9XG709Ev35cfvnlnD17ltDQUK699lquu+66ZocxaruQZcuW8dFHH2ktMmbPns2zzz5bG2xZeb7UIQGz4/36K8ya5e5RCBfIyMgwayEBcPLkSfR6PYsWLSI1NbW2fU8LZzrpqHpxq2fPnto/FNqko9IuQ3iowsJCVqxYwb///e9GBcv2UIPn1atX079/f/7whz/w6KOPau88ciSdTkfXrn6An8OPLYQQQgjHkXYZQgjPZjrR1vPPW+3VrFY3JwERQIjxc5JxfTQoQWuHDh4/yV9j3HbbbQD8+OOPnD59uu4GV18NxknxnNJ32BgwU1lJgXFVzKFDfPb22wDce++9eHl5odPpiImJAWhWGKO2C9Hr9VxzjTKlY2RkpHnlZAOTR0rA7ARVVUojMmdezBAewbJHcUREBI899pj2ToqioiJuvPFGwsPDCQkJITIykqSkpBYbwppOOnrs2DEAevXqBWA+6Wgrqt4WLZ/BYOCXX37hoYceonfv3jzzzDMOD5gtHThwgPj4eHr37s1DDz3EL7/84tTzCSGEEMIzeWzInJeXx4IFCxg/fjwDBgxAp9MREBDAgAEDmDx5MikpKe4eYh1ZWVnEx8cTFRVFQECANuaoqChmzpxJXl6eu4coRMuk9nl95RWbAaJa3ZwN5Bs/JxjX4+sLn34KR460qnCxf//+XHnllVRXV5OWllZ3g9tvhy+/VMLgfv2Uz45iEjAD9DCu3mIw8PnGjQDcfffdgHPCmOuuuw5QAvY6bAXNEjA7x6+/wvDh7h6FcAHTHsULFy5k27ZtPPfcc2zfvp3Zs2cDcO7cOXbt2qVVNycmJjZr4k93Mp10dNWqVYASMhsMBvNJR13RlkgIOxQUFDB58mRGjRrFBx98wMWLF+vZuj1wFfA4sBzlfWG7gUMof0kdMi5nGG9/3Lh9e5tHvHDhAh988AGjRo1i8uTJ2rsBhBBCCNE2eFzIXFpaysyZMxkwYADx8fGkp6dr4WxpaSl5eXmkpKQwefJkAgICWLBggZtHrITLUVFRREVFsWDBAvLy8hg5ciRz585l3Lhx5OXlkZyczIABAxg/fryEzUI0hdrntaFKVUumwWIr7BUbGxsLQGpqat0bw8Lg+++VMLisTPnsiKDZImAGmGL8nAOcAgKA606fdloYc+211wI2Qmao+zzx8pKA2Vn+9z8YM8bdoxAuYNqj+Mknn2TSpEmEhYURHh5OcnKytl379u3rVDg3deJPdzKddPTTTz8FYOfOnQwdOrR20tGgIGbMmGHrEEK4hMFgYPXq1YSHh5v1Ta5rGPBPYAdwBvjFuPwoMBK4AuiD8p6wPsblkcbb/2nc/oxx/38aj2ddSkoKgwcPZs2aNc25a0IIIYRoQTwqZE5PTycgIMDsH5X6lJaWapXDpaWlzh2cDcnJyURFRZGVlQUo/5AcOHCAtLQ05s+fz9q1aykpKSEuLg5Q7uOAAQNIT093y3iFaBUsA0RfX+utNNpA5aoaMn/11VcYDAbzG9evhx9/rA2DKyubHzRbCZgB4lD6X5v6w913MzQszClhjNouY9euXbZnuTdttTJxolTbOoteD5YTT4pWybRH8bJly/jiiy8A2L17N+Xl5dp27du3Z+nSpezYsYOFCxcCaBN/tiTqpKOmPWZ37tyJXq90/tcmHZV2GcKN1OrlqVOnUmy1NVY74EHgZyALpSI5ErDzYn0dvsb9Hzce72fgAeN5zBUVFTFlyhSpahZCCCHaCI8JmVNSUhg/fnyT9lUriV0dNC9YsICZM2dqy3FxcSxduhR/f/862y5dupS5c+dqy+PHj/fIlh9CtBimAeLHH9dtpdEGAmZQ2kZ06tSJEydOsH379tob1DC4psZ8h+YEzTYCZlDaknxJ7S+VEmC5wYDe2AfS0WFMUFAQAwcOBOCnn36yvaHaauV3v4OtWx1ybmFUXKw8F7y8lA/R6qk9in/44Qft4tG8efMIDQ012660tJThw4dz9uxZZs2apVU0qy0nWhJ10tGwsDAAunXrRkREBElJSeTm5raaSQ5Fy7Ru3bp6qpcDgdeAo8D7wNWAzsEj0BmP+4HxPK8az2tOrWr++OOPHXx+IYQQQngSj/ivMCsri8mTJ2vLYWFhWmC7du1aLaBV/8C3Ji8vj7Fjx7piuIDyx1J8fLy2PGLECJYuXVrvPvPnz2fEiBHa8uTJk7UKaCFEE6gBohokWwbPrTxgBvDz82PcuHGAScuMesJgoGlBc3GxEtTaOiZKDVMN4AMMxmQCxnbtyP3hB4eHMQ22zFAFBsJVV9VOgiiaT+3zvWgRSMjWZqg9infv3s25c+e44YYbSEhIoKqqymw7Pz8/9Ho9r7/+usMm/nSn4OBg2rVTqjQ/+eQTsrOzSUhIkApm4VaLFy9m0qRJNqqX7wF2AvEYZ6dwgWDgGeN5765za1FREffeey+LFy920XiEEEII4WoeETKr4bC/vz9Lly5l//79LF26lLi4OCZNmkRcXBzz589n//79pKWl2Qybs7KyXFIdXFpaWuct3/Pnz7drX8vtXBmMC9EqWfZZtgye24Drr78egL/97W+EBAQQeccdJFVWUm+c09igOTAQPvqo3l7Ynxo/T0DpzZwPZPv6krBuHcHGqmNHsjtkBujdG44edfgY2iT1IkZZGTz7LOgcXRknPElhYSFJSUlERkayePFidCbf75MnTxIXF8fp06e1dYGBgSxZsgSAN954gxMnTjh84k93OH78OKBM/CeEOxkMBl566SWeeuopK7cGAquAFOASl46r1iXAOuAjrFU1P/XUU7z88st1W3wJIYQQosVze8gcHx9PaWkp/v7+ZGZmar2LbRk3bhz79+/XKvesHc/ZXn31VbPWHGFhYTbHY2ncuHFm1cxqX2khhAO1wgn+bMnIyOBvf/sbAOfOneNkaSl6IBEIR5kT3qbGBs0NTLr4qfHzRHWFk1uWqCFzRkYGFy5cqH9jnU5p6VBd7ZSxtBmWVfLV1TB7tmMmlBQeJyMjg/DwcBITE9Hr9RQWFpoFQ7t372b58uWcP39eW/fQQw8xbdo0oqOjKS8vZ/LkyQ6f+NPVysrKOHPmDCAhs3C/559/npdfftnKLWr18hQc3xajsXTAVGxVNb/00ks8//zzrh6UEEIIIZzM7SGzOsnf2rVr622HYclWRXNeXh55eXkOG581lhMTmvZltof6dlPVggUL3DZxoRCi5SosLCQ2NtZs4rubUFpUABQBsdBwRfPvfqe0w7CHjaD5AMpc814olcyu6Il9xRVXEBQUxPnz5+1rPRQeDrt2OW08rZ6tNiyOmFBSeBz19aWoqAiAIUOG0L17d7NtvL296dGjB4MGDaJjx44ALFy4kGHDhmmT5f3www+AYyf+dLX8/HwAOnfuTJcuXdw8GtGW/f3vfycpKcnKLa/i3uplW9Sq5r/VuSUpKYnXX3/d5SMSQgghhPO4NWROSUmhtLSUuLg4uyuBTdnqgZyent7codmUnJxcJxCeNGlSo45hbftXX321OcMSQrRBycnJWgA0ZswYAHrrdOwAFhq3KQKW1XcQX1+lDUZjqr/VoNnbW1v1mfHzDUCgiyZd1Ol0XHPNNYCdLTOkL3PTOaPPt/Bopq8vCxcu5I477uDUqVMEBgbyyiuvAFBdXc2sWbPIzc1l8+bNWrCs1+v56quvtGP5+fk5dOJPV5NWGcITrFixwmwScYUO+BdKL2R3Vy/bogOeBZZgOca//vWvvPvuu+4YlBBCCCGcwK0h8+rVqwH7+xlbGjduHP7+/nXW79+/vznDqpflWP39/RtVgQ1Kew3LcVtWRwshREPU19CIiAjtbadfd+2KwceHWdRWNK+ydYDmhMETJsA112gVzZ8aV0/08nLppIvXXXcdYGfIHBUF27Y5eUStUEMBs0qC5lbF9PXlhhtu0P7+WbZsGYmJiUREKK8wq1YprzDR0dHk5uaSlJREREQEISEhXHbZZQBcuHBBmzivJZKQWbjbnj17eOKJJ6zckgz8wdXDaaI/oozX3BNPPMHevXtdPxwhhBBCOJxbQ+b09HTi4uKsBsX2uu++++qsc1briaysrDqtOEaOHNmkY1nuV1paat/bvYUQwqigoACAmJgYrr32Wrp160bh6dNsefVVdL6+xBi3s9ouo7nVxgcOUDhkCElTpjAY+Na4+sidd1J41VVNO2YTmE7+1+AkQl27wtmzLhhVK2JvwKySoLnVMH19Wb58OTU1NUyaNIm7774bnU5HTIzyClNYWPsKExwcTEJCAtnZ2eTn57N3716tRdh9991HZGQkISEhREZGkpSUZLavJ5OQWbhTdXU1jz76qFnvc8XrwHR3DKkZpgN/N1tTUVHBI488QrXMmSCEEEK0eG4LmUtLSxk3blyzJ70bMGCAXescwVobDtNJ/BrD2n5q1ZAQQtijR48eAGzduhUfHx9iY2MB+LSwEMO6daiNIeq8Qd0B7SwyXnuN8FWrSPzPf8g1Wf+PTz8lPDycjIx6pxx0mKioKPz8/CgsLGTfvn0N79CpE5SVOX9grUFxsdKv296AWdXYPt/CI5m+vqxbtw6Axx57DACDwcAWY+uZhlpgTJ48GVAqMfV6PSdPnkSv15OYmOjS14rmUEPmnj17unkkoi168803rbxb53HgaXcMxwH+glLVXOvHH3/krbfecs9whBBCCOEwbguZ/f39Gz3Zn63jWGruMW2x9o9QUwNta/s5s5e0EKL1USsE9Xo9ixcvZuLEiQB8/PHHLNy7lxzjdlNNd3JAO4vCkyeJXbmSopISAG0irEsuUSYcKioqIjY21iVVimfOnNHOO3LkyIYrJKOiIDPT6eNqFQIDlX7dFpM8Nqgpfb6FxzF9fTl58iTdunVjzJgxGAwGFi1aRE6O8gozdepUm8coLCzkD3+ofSt/x44defTRR7VWG658rWgOqWQW7rJnzx4SEhIs1g4AFrhjOA70d8D8/7WEhARpmyGEEEK0cG5tl+EI1vovN7W6uCHWQuCmBtrW9pN2GUKIxoiLi9Mm2po9ezavvPIKXl5e7Nu3j6efViqcgrp2ZYaPj7KDry/cfTdccUXtQRpTbWrcNjkxkaKLFwGlT/1F49cbNmxg4UJlysGioiKWLat3ysFmy8jIIDw8nMOHDwNK4NxgheRVV8HWrU4dV6uiTvJob9DsokkfhfOZvr4AeHl58fjjjzN06FDmzJkDQFBQEDNmzLB5DNPJA319fTl37hx33nknO3bscOlrRXNJyCzcwXabjBVAJ3cMyYE6odyPWtI2QwghhGj5WnzIbNkjOSwszCmVzHl5eVZ7PXfv3r1Jx7O1n+X9EUIIW4KDg0lNTdWCoJ07d1JTU6PdHhQURGp6OsGffAKdOyvh34IFoAY669dDv3729c812Xb1xx8DyoRgl112GRcuXKB///5ERkYya9asOhOCOUNhYSGxsbFagAXQrVu3hiskBw8GYwWmtHOwk71BswTMrUpwcDDr16/Hy0v5U7GkpITly5ej1+sB4+tLamq97TJMJw9UL3w999xzAC57rXAECZmFO6xcudJKm4w/Aze4YzhOMBr4k9maH3/8kZUrV7plNEIIIYRovhYfMltW/za3x7MttsJfR1Yyg1QzCyEaJzo6mtzcXJKSkoiIiKBbt24AhIaGkpubS3R0tBL6HTyofA4Lg+PHYd06ZYK2srKGJ2pTJ38zbltg7GkcExPDhx9+CMDEiRPR6XQ2JwRzNNMKyXnz5gFw+vRpNm3aVH+FpI8PVFc3LmAXDQfNEjC3SpWVldTU1ODn58eQIUMICQkhIiKCpKSk2teXephOHhgfH0+nTp3YuXMn27Ztc9lrRXMZDAby8/MBCZmF6xgMBt58802LtQOAV90xHCd6Dcu2GW+++WbDE/kKIYQQwiO16JC5tLS0Tvh73333Oe1c1ljrCW0PW/udOnWqSccTQrRdwcHBJCQkkJ2dze7du9HpdBw7dsz8Lbam/XH79YMpU2ondKustB00qwGzybY9jO0xfvrpJz799FMApk2bBjRuQrDmMK2QfO655xg4cCAAP//8c8MVkufO2R+wC0VxsRIgP/MMeHub3yYBc6uVkpICKP2Z9Xo9+fn5ZGdnk5CQYNfPt+nkgd26dWOC8TmyZs0al71WNNfZs2cpLy8HZOI/4To//fQT2dnZFmsX0/LbZFjqhHK/amVnZ/Pzzz+7ZzhCCCGEaBYfdw+gOZKTk82W586d2+TQtyGuCn9thdnNsW/fvkbvExwcrP1zKIRoOS655BKuvfZafvjhBz777DP+9Cfzt6Kyfj38/e9KNa8pNWg2DQstA2ajKYAe2LVrF6BUU0dGRjZqQrDmMq2Q1Ol0jBo1it27d5OZmckdd9xBTEwMer2+boXk+vXw+ee199/a/Rbm1q+H3/1Omcxv3z5YswamTlUeOwmYW62amhotZJ40aVKTjqGG0+rkpJMnT2b16tWsXr2anj17uuS1ornUVhndunWjU6fWFvAJT7VkyRKLNQOA29wxFBeIRalmri0cWrJkCddcc43bRiSEEEJ4ioKCgka/668pGaCjtOiQeenSpdrXYWFhzJ8/32nnsjbBoDMUO6FH6MSJExu9z4svvshLL73k8LEIIZxv4sSJ/PDDD3z66afmIbON0FhjGriCzW3jgEWA2g35+PHjTJ8+na1bt5r1a61vQrDm6tGjBydPnmTr1q0YDAYiIyMByMnJsV0hqd5/ewJ2oTB9ztx9t/KhPlZq8CyPWav0yy+/cOzYMbp27crNN9/cpGPExcWxaNEiioqKmD17NkOGDMHHx4cjR47UTk7q5NeK5pJ+zMLVCgoKWLt2rcXaP9LC34BaDy+U+/dXbc3atWt54403pOBFCCFEm7dkyRJefvlldw/Dbi32r5X09HSzVhl1/xhzLGdUGLvzPEKI1ku9sLR58+bad2E0FDCrKith4kQlTLSxbTDwfybLx44da/SEYM01ZcoUAK1CcvDgwYDyNlur1dT2BuzSOqOW5WNWVQWffqqsN+3zLVoltYr5zjvvxM/Pr0nHsJycNCcnh6qqKu12V7xWNJeEzMLVli9fTqXZ76r2wDQ3jcZVHgFqX2cuXrzIihUr3DccIYQQQjRJiw2ZZ86cqX0dFxfHiBEjnHo+Z7XhEEIIRxswYAARERFUV1fz5Zdf2h8wq6qrlUCxHt8bP48EIoCQgIBGTQjWXHFxcVpwNXv2bJ566ikA9u7dy5w5cwCTCsnGBOwSNCtsPWamj5Fpn2/RqjiiVYbKcnLSgIAAQGk/kZOT4/TXiuaSkFm4ksFgMHunpmIq0NpfbwNR7metpUuXygSAQgghRAvTIttlLFiwQKtiHjFihJU/xhwv0EX/TDsjzP7000+57LLLGrWPJ1cVCSEaNnHiRPR6PZ+uWcODmzfbHzDb4RSQYvx6CRANyvH/9z+XBY9qhWRsbCxFRUVaf2iVViG5ZUvjAnZpndG4tipt9TFq5bZu3cqRI0fo3Lkzt9xyS7OPp05OmpCQwPnz5wkODub06dPk5eVxySWXOGDEziMhs3Clw4cPc+jQIYu1f3TLWFzvj8B72tLBgwc5cuQIffr0cd+QhBBCCDd7/PHHmTx5cqP22bdvX5Pa5jpCiwuZS0tLiY+PB5Q+zBs3bnTJeV1VyTxgwACHH/Oyyy7T3kouhGgb7r77bubNm8fXmzZR8f77dPjd7xwWNP8HuAAMRalkxtdX6c3r4spWtUJy2bJlrFq1it27d3Px4kUmTZrEkiVLCPbygjFjGn+/KyuVfsMHD7a9at3GVn1L0NxqFBYWkpyczOrVq7V5KMLCwjh79izt27d32Hnat2/PXXfdxX//+1/WrFnDqFGjHHZsZ5CQWbhSZmamxZoAjJdy24AYlPtboq3JzMyUkFkIIUSb1qNHjxY1R0GLa5ehJvj+/v6kpaW5LPzt3r17qzqPEKJ1GzZsGH369OHcuXOk+foqYaCvr/0H8LL+68EALDN+PQPQqcd2U9CoVkhmZ2cTFxcHQL9+/ZR3YwQGKuF3Y+43uC00d7vGtlWR9iKtRkZGBuHh4SQmJqLX6zl37hyg9DgPDw8nIyPDoee77777AGU+jZqaGoce29EkZBauVDdkjgJ07hiKG+gA8/aHdR8PIYQQQniyFhUyx8fHk56ejr+/P5mZmYSFhbns3LbC7KZO1GdrP+n9LIRwBJ1Ox8033wzAtGnTCJk+ncjQUJK8vCi07wDgU/fNLluAHKADcL+Pj0dVskZERABoExACytgaE7C7OTR3m+JipXq7qVXfxcXOGZdwusLCQq3tDKC119LplGCrqKiI2NhYCgvteuWwy80330zXrl05duwYP//8s8OO6wwSMgtXsh4ytyXm91dCZiGEEKJlaTEhc0pKCgsWLABg48aNLg2YAUaOHGl1/alTp5p0PFv7ufp+CSFap4yMDNauXQtASUkJJ0+eRH/wIIk1NYQDDdYlVldDTY0SNptQq5gn63T4f/KJR4WxQ4YMASAnJ8f8BnuD5rYaMINUfbdhycnJWsC8cOFCrX/b5MmTWbhwIaAEzcuWLbN1iEZTW2YArFmzxmHHdTSDwSAhs3AZg8HAtm3bLNa27ZB527ZtMvmfEEII0YK0iJA5KytLa5ORmZnJiBEjGtjD8fz9/a0GwOoEhI1lbT9b5xBCiMZQKxNPnz6trYuNjdUqfYuAWGi4ormmRmmbYaxoPgOsMt4049VXPS6MVUPmY8eOUVJSYn5jQ0FzWw6YVVL13SatXr0aUN4JMGvWLD7++GNAaWkxa9Ys7XVj1apVNo/RFC2hZUZJSQkXLlwAoGfPnm4ejWjtDh8+THGdd4W0tZDZvKinqKiII0eOuGksQgghhGgsjw+Z8/LyGDt2LABpaWluCZhV1s7tyHYZ48aNa9KxhBDClGllYnS0MmHQ5Zdfzo4dO2orE4FlNvoumyqsriapuppI4FLgHBDcrRtXPPKIcwbfDF27dtUmCKpTzQy2Q1QJS2tJ1XebU1BQAEBMTAxHjx4lLy8Pb29vbrnlFnQ6HTExMQAObZcBMH78eLp160Z+fj4//vijQ4/tKGoVc/fu3fHz83PzaERrt2vXLos1/kB/l46ho9cZJgQuZ2JgEhMCl9PR64xLz6/cX3+zNXUfFyGEEEJ4Ko8OmUtLS4mKiqK0tJS0tDS3h7Djx4+vs86RlcxqGCSEEM1hWpmYkJAAwMcff0xVVZV5ZWJQUL3HyQDCgUSDAT1KJTNA4enTDB482OGTgTmC1b7MpixDVC8vCUstqY+RlZ7cgATMrYw6W/XWrVu1sHfYsGF07twZg8HAli1bAGWSTUfy8/Pj1ltvBeDuu+8mJCSEyMhIkpKSHB5oN1V+fj4grTKEa5SXl1us6YErJ/3r5l3IvLD7mBD4Nt+ePsOEwLeZF3Yf3bxd+fOoA8xfa+o+LkIIIYTwVB4bMpsGzGvXrnV7wAzWK42bGrJY288T7qMQouUzrUy8+eabCQwM5MiRIyxatMi8MtG4nTWFKC01iozLl1vc7ozJwBzBZl9mU2qI2rkz3HCDhKXWTJgAt90mVd9twJQpUwDlwsySJUsAuOaaazAYDCxatEj7WZo6dapDz5uRkcFXX30FQHFxsdI3Xq8nMTGR8PBwj7iIJf2YhStVVFRYrGnv0vNP65lESLsjfHXqCkqqOvLVqSsIaXeEh3v+zaXjsLzfdR8XIYQQQngqjwyZS0tLGTt2LHl5eaxdu5ZJkya5e0iAMimfZcuMrKysJh3Lcj9rxxZCiKYwrUzs0KEDf//73wF46aWXOHDgAFt++gmwrBUyl0xtwLwQUC+BTfb2ZuH//R/g+MnAHKHBSmbVhAlw8CD07u38QbVEFy5Aly7mVd8SMLdKcXFxBBnf1fD9998DykWaoUOHMmfOHACCgoKYMWOGw86p9o0/c6b2rfhmfeM95CKWhMzClc6fP2+xxrUhc7/2uZytaseGU8pl5Q2nLudsVTv6t8916Tgs73fdx0UIIYQQnsojQ+axY8eSlZXF0qVLmxUwT548meTkZAeODGbOnGm2nJeX1+i+zKWlpXXaZcTHxzd3aEIIAZhXJi5evJiHH36YG264gXPnznH77beTY+xvOLWensyrjZ8jgHuA94zLcS+9xKyEBKdNBtZcppXMDc5IHxgIQUHgYdXYHuHLL+GOO8yrviVgbpWCg4NJTU0lMDBQW/e///1Pu1ATFBREamqqQ9tlWOsb369fP/O+8R5wEUtCZuFK3t7eFmtcOyHmhRqlevl8jXJh8XyNr3G5o0vHYXm/6z4uQgghhPBUHhcyjx8/XguY4+Limnyc5ORkUlJSmnUMa9TZ0E2tWbOmUcewtr2jxymEaLtMKxNnz57NsGHDtIBInUAnKCiIGe+/b3OCN7WRRgzwF5QJ/64fPJixzz3n1MnAmuvKK6/E29ub0tJSjh071vAOw4bB9u3OHlbL8+mncNddytdq1bcEzK1WdHQ0y5cvB8DHx4eQkBAiIiJISkoiNzfX4XNGmPaNf+mllwBISUnBYDCY941380UsCZmFK3Xo0MFijWvbRGwquU2rYlZtOHU5/yu51aXjsLzfdR8XIYQQQngqjwqZx48fT3p6OvPnz29W6JqSksLMmTPtOkZ6ejopKSl2T+Dn7+9f57hr165t1Pgst587d26j9hdCiPqolYlq0KzX61m3bp12u5eXF2vWrCH4/vvN2yGY6GH8vAlYC3h7efH2hx+i0+mcOhlYc/n5+XHFFVcADfRlVg0fLiGzpZMnlVYZpv/Ym1S5itYpN1d5S/zdd99Nfn4+2dnZJCQkOOVn3LRv/Lhx4+jcuTMFBQVs377doy5iScgsXKl9e8v2GK4Nmb8pGaBVMavO1/jyTcllLh2H5f2u+7gIIYQQwlPZmDre9SZPnkx6ejphYWH4+/s3qc1FaWkpq1ev1vodW7a2sNxWbcuhsrd6ev78+WbjS09PJy8vj7CwsAb3zcvLIz09XVv29/fn2WefbXA/IYRojOjoaHJzc1m2bBmrVq2isLCQoKAgjh8/zqlTp0hISKC8vJyCggJ6hIYy5fBh4mpqtD7NUwA9cMC4/PgTTxAZGen0ycAcISIigl27dqHX67n11gYqsK68EhYtcsm4WowPP4QHHnD3KISL/WTs1X7NNdc4/Vw9evTg5MmTbN26FV9fX8aMGcPnn3/ON998w/Dhwz3mIpaEzMKVAutczDsCnMc1vZnPAbYm29wKjAJc0TbjPMr9rlX3cRFCCCGEp/KIkHnmzJmkpKQASghbXzhsrxEjRtQ7kV58fHydyfdmzpzJuHHjGgyL/f39Wbt2LZMnTzbbNy0trcFxWd63ZcuW4e/v3+B+QgjRWMHBwSQkJJCQkKCt++c//8mf/vQnfvnlF23dSZRAeRGQCkQDccCrQLlxm40bNzJ9+nS2bt1q1qvVkZOBOcqQIUNYs2aNfZXM7dpBZaXzB9VSGAzw00/w1FPuHolwIYPB4NKQecqUKej1eq1v/Pjx4/n888/ZsGEDfn5+HnERq6amhvz8fEBCZuEaQ4cOtVhTifLb2bHtaqz7Gbho47aLwC/AGBeMIxuo0pZ0Op2Vx0UIIYQQnsrt7TLi4+MdPjkf1F/FDJhVE9uz3tKkSZPM2lykp6ezYMGCevdZsGCB2fHnz5/frIkNhRCiMQoLC7X+p6C8BfWRRx7R+p8WAbFAIXDRx4caPz9t29zcXJYvX+7UycAcRb0/6lgb1KEDnDvnxBG1AMXFyuft25UWIjqdW4cjXGvPnj2cOnWK9u3bM2zYMKefz7Jv/Ntvvw3A5s2bmTNnDuD+i1jFxcVUGi9AhYSEuG0cou3o2rUrAwcOtFib6YIzn0OpVq7PFuN2zmZ+fwcOHEiXLl1ccF4hhBBCOIJbQ+YFCxY0GMw2VUNtL2xVD3fv3t3uc8yfP5/58+dry/Hx8cTHx1vd1vK2+fPnSy9mIYRLJScnU1RUBCgT6Zw/f56IiAh27NjBvHnzACVoDgMG+/lRceECQ4cO5f/+7/+IiIhw+mRgjjJkyBBACcarq6sb3iEiAuypem6t1q+Hfv2Uzx98AA8+6O4RCRdTq5ijo6Np166d089n2Td+9+7dZrd7wkUstVVGjx498LUxQaoQjhYVFWWxxhUhc31VzCq1mtnZzO9v3cdDCCGEEJ7MbSFzVlaWzUC2uezpq2yt0jksLIxx48Y16lxz584lMzNTa82xYMECAgICmDx5MvHx8UyePJmAgAAtTB8xYgSZmZkSMAshXG716tWAUum7ePFiQHkNmz59urYMUAacLlcaZRw6dIibb76Z7Oxsp08G5ihhYWF06NCBCxcusG/fvoZ3GD4cfv3V+QPzROvXwz33QFmZ8jkrCy691N2jEi7mylYZKrVvfFJSEhEREXQwTjQ5atQoj7iIJf2YhTu4PmS2p4pZ5YpqZgmZhRBCiJbMbSHziBEjMBgMTvlYunRpg+ePi4tj6dKlWv/lSZMmkZaW1qT+yGpwrIbHYWFhWvuM9PR0unfvTlxcHGlpaWaBtBBCuFJBQQEAMTExPPbYYzz44INUVVWxYsUKrcIZlB6IqtLSUmJjYyksLHT5eJvKy8uLwYMHA9jXlzkyEnbscPKoPJAaMKs9qSsr4YcflPWiTXFHyAy1feOzs7P54IMPAOU1xxMuYknILNyhbqiqByqceMazwA3AOOOHNeptNxi3d5YKwPx3toTMQgghRMvi9p7M7hQXF8f+/fsxGAysXbu2wQn/GjJixAjmz59PZmYmJSUlGAwGSkpK2L9/P0uXLm10lbQQQjhSjx49ANi6dSs6nY7333+f3/3ud3W2MxgMdO/enaSkJACKiopYtmyZS8faXI3qy9y1K5x15j/OHsgyYFZVVyvrJWhuM0pKSsjNzQVcHzKbGjNmDF5eXuzatYsjR464bRwqCZmFOwwfPtzsQq8yCd46J57xEuBakw9rTG+/xIljScFy0r/hw4c78XxCCCGEcLQ2HTILIURbMmXKFEAJXhcvXozBYNAqfdW3qqvmz5/Ps88+q4W1q1atcu1gm0nty2xXJTOAt7cSsLYFtgJmVWWlBM1tyC+/KH1Wr7jiCq1HsjsEBAQQExMDQFpamtvGoZKQWTiLwWBgb/Feth7bSun5UrPbunbtytixYy32WOKysbmX+f0cN25cnUn/Ss+XsvXYVvYW78VgMLhycEIIIYSwg4+7ByCEEMI14uLiWLRoEUVFRcyePZsVK1ZoPYsrKpS343p7e3PzzTfz6KOPotPpiImJQa/Xt6h2GdDISmaAyy+HvXvhyiudOCoP0FDArFKD5o8/hgkTXDM24RaNapWR+RSUbK+7/uw+qCqrXfbpDF0uq7tdwDCIWmTz8DfffDO//PIL33zzDY8++mjD43Gi/Px8QEJm4Vgb9m1g9obZ7CraBYC3zpsHhz7IP27+B907KJOPP/7446Snp5vs9TPwK9Caq3qzsJxY8PHHH9e+PlVxiqe/eZoPdnxAtUG5IDwoaBALb1nILZfd4sqBCiGEEKIeUskshBBtRHBwMKmpqVq1ol6v18JlgMDAQH7++WdSU1Px8vLCYDCwZcsWbd+WRK1k3rdvn9l9tGnYMNi+3aljcjt7A2aVVDS3CY0KmUu2Q8G3dT8qjkHl6dqPimPWt7MWUJu4+eabAaWSudrN7yyQSmbhaP/K+Be3/fc2LWAGqDZUs3L7SmKWxXD0zFEA7rjjDkJDQy32bu3VzOb3r3fv3kwwXuA8duYYMctiWLl9pRYwA+wq2sVt/72Nf2X8y6UjFUIIIYRtEjILIUQbEh0dTW5uLklJSURERNC5c2fttqeeeoqRI0cCytt5Fy1apLWbmDp1qlvG21QhISEEBgZSU1PDrl27Gt5h+HD49VfnD8xdiovhd7+zP2BWVVYq+xUXO2dcwq2qqqq0C0mN6sfs2w16jK798O3WuNttiImJoWvXrpw6dYpf3fzzqIbMPXv2dOs4ROvw9b6veSL1CQxYb/Gwv2Q/t394OxWVFfj4+DBz5kyLLf4LlDp7mG5SAnxotmbmzJn4+PhwrvIcd666k/0l+63uacDAE6lPsH6PXAwVQgghPIGEzEII0cYEBweTkJBAdnY2eXl5WmXz888/z9ChQ5k+fTpDhw5lzpw5AAQFBTFjxgx3DrnRioqKtF6OY8aMITIykqSkJNttP3r2BGOo1CoFBsJHH4Gvb+P28/VV9gsMdM64hFvp9XrKy8vp1q0bgwYNsn/HgGEwbnPtR8AwZb0aJqu3q+tVJdsh/ca6H5lPKbv7+jJmzBgAvvnmm0bfH0eprq7mxIkTgFQyi+YrPlfMAx8/YBYw9/Pvx32D70NH7SR/2SezeXHziwBMnz4dHx/TroYVwGIXjdjVFqPcP4WPjw/Tp08H4IX/vUBWfpZ2mw4d9w2+j37+/bR1Bgw89vljnKo45aoBCyGEEMIGCZmFEKINs9ZCY/ny5Vov46CgIFJTU1tUu4yMjAzCw8M5ePAgAKdPn0av15OYmEh4eDgZGRl1d9IZ/9E3GFpv1e6ECUqPZXuDZl9f6cncShUWFpKUlKS9Hb26uppXX3218b3XzxfAr3+F8oPKco2xUr6qDKrKa9trVJ5W1leebrCNhtoyw50hc2FhIdXV1Xh5edGjRw+3jUO0DgkbEyiuqP290t+/P1unb2X1pNW8e9e7Ztv+4+d/kH0ym549e3LPPfdYHCkJyHb+gF0qG/ib2Zp7772XkJAQdpzYwaJfFpnd9s6d77B60moyZmRwWffavu8F5QXEp8W7YLxCCCGEqI+EzEII0cZZttAICQkhIiKCpKQkcnNziY6OdvcQ7VZYWEhsbCxFRUXaut69e2sTARYVFREbG2s9TOvVC95/H/r1a719iO0NmiVgbrXUizCJiYlaS4iysrK6F2Eyn6pbcayGwSXbYcMoWB+uBM3tQ4xHN16suVgKP0+Dinzjam/lsx1tNNSQ+aeffuLs2bMOvOf2Ux+XSy65xKKaVIjG2VO8h2VZy7RlL50XayevJbiTcuH24WEP82Dkg9rtNYYanv/f8wDEx8fj7e1tcrRKYJrxc2tQ9/54e3szd+5cAF7c/KJZD+aHhj7Eo8OVCUGDOgbx33v+i5eu9l/ZFdtXsLd4rysGLoQQQggbJGQWQghh1kIjPz+f7OxsEhISWlQFM0BycrIWMD/55JOA0l96x44dLFy4EFCC5mXLltXduaYGpk+HsrLWPeFdQ0GzBMytluVFGF/jc6B///6AxUUYa5P8mVYkF/8CF4uh/BB4t1fWexkD2Y694bo1oDMuexlvt9Vmw8SAAQMICwujsrKSb7/91tEPgV1k0j/hKAt+XGDWJuMPUX8gqleU2TZv3PIGXdp10ZY/3/05mcczGTFihBa41voVeM2JI3alV1HuT634+HhGjBhB9slsPtv9mba+m183Xh//utm2MaEx/CHqD9pyjaGGed/Nc+qIhRBCCFE/CZmFEEK0GqtXrwYgIiKCl19+GYBjx45RWlrKrFmztIrmVatWme+4fj0sWgRVVcpyZWXbDJolYG7VTC/CvPTSS1RWVuLl5cX27dttX4QxrT5WK491PuDbtf6T6XTQ3niRSq1GrDpn1zjd3TJDQmbhCMfOHOP9He9ry+282/HcDc/V2S6oYxBzRs0xW/fW1rcAePHFFwkPD7fYYx4tv23GDpT7UWvw4MG88MILALz2g3mQ/ueYP2vV36aeu+E52vu015ZX5aziRNkJxw9XCCGEEHaRkFkIIUSrUVBQAEBMTAz+/v5ceumlAOTm5qLT6YiJiQEwb5exfr0SKKsBs6qtBM1qOwAJmFs904swgwcPBiAyMpKuXbvavghjWn3cOUxZ59MJrTVGyfbaNhpqpbM6wZ+63mB8O3zFMTj4UYPjvOqqqwBYunQpISEhDU/c6WASMgtHWJa1jMqa2lYQ04ZOo1cX68+pWVfNooNPB215Vc4qis4V4efnx8qVK620zbgfOO2cgTtdKfAAUPs719vbm5UrV+Ln50dheSEpuSnabZ18OzHr6llWj9SrSy8eHfaotlxZU8nyrOVOGrcQQgghGiIhsxBCiFZDnaRr69atGAwGrrjiCgD27t2LwWBgy5YtALVtQNSAudJGj8u2EDS//DK0by8BcxtgehFm27ZtQG2ga/MijOrERqhQwlcqT5u3zqi0CLvUCf7U9Wolc5fL4dgXUH7E5hgzMjL4y1/+AsDFixc5efJkwxN3OpiEzKK5agw1vLvdfFK/p6952ub2AR0CeCDyAW35QvUFLSyNjo620jYjB5gA2PfuAM9xDmXcOWZr4+PjGTlyJAAfZH9gFs4/PPRhgjoG2Tzi49GPmy0vzVxKdU21ja2FEEII4UwSMgshhGg1pkyZAoBer2fx4sVcdpky+/yePXtYtGgROTnKP7ZTp05tOGBWtfagOSIC/vUvCZjbANOLMFlZWQAMHz4cwPpFGFVlGez9F/S5r27rDN9u0CFU+ax+dAitu02P0UpV9PDX4de/gsGAJbVndHFxsbbuuuuus2/iTgeSkNlx9p3axy9Hf3H3MFxu04FNHD59WFse3Xc0VwReUe8+T0Q/Ybb8fvb7GIw/J9bbZvwA3ANUOGDErlCBMt4fzdaatskwGAy8k/WO2e3TR0yv96iDewxmdN/R2vKRM0fYeGCjQ0bckvx85Gf2ndrn7mEIIYRo4yRkFkII0WrExcURFKRUPM2ePZvPP/8cgCVLljBnjtLzMigoiBl9+9oXMKtac9BcVgY9e7p7FMIFTC/C/PTTT4ASMhsMhroXYUz99g+48mkY+WbdSfsChsHdR2Fyae3H3UetT+xXsh1++j2UZsP6gbXtNIxMe0bfcsstgBL02jVxpwNJyNw81TXVPLfxOYYsGcLlb13On1L/5O4hudzK7SvNlh8d/qj1DU0MDRnKyF4jteXcwlz0BXoA/Pz8+OyzzwgJCbHYawMQC5xt3oCd7gxwG8p4a4WEhPDZZ5/h5+cHQGZ+JruKdmm3j+g5guE9hzd49LioOLPlVTmrbGzZev3pqz9x+VuXE/GvCJ7f9LxUcwshhHALCZnbgGnTpnHjjTfW+Vi5cqW7hyaEEA4VHBxMamqqFjTn5+cDcPq08rb9oKAgUj/8kOA//MH+gFlVWQm/+x2YVFm2CmVl0Lmzu0chXMD0Ikx5eTmgXIAZOnSo+UWYGTNqd6q5CGUHIHhU00+sts9QP87sgrN76/RwXr38VQAi+nfihduUybvS0tKoqampf+JOB5OQuXm8vbz5Ys8X7CzcCSjB4ZHTtluktDYXqi7w+e7PteXO7Tpz76B77dr3d0N+Z7b8of5D7evLLruMb775hoCAAIu9NgNjgKNNG7DTHQXGAt+arQ0ICCAtLY0BAwZo69blrjPbZtrQaXad4c6Bd5r1tP5418dcqLrQ1AG3OIdPHyYrX3l3Sk5BDp/t/gxvL+8G9hJCCNHSrVy50mrWN23aNLeNycdtZxYuo/ZdtHTjjTe6diBCCOEC0dHR5ObmsmzZMt577z327NmDTqdj3rx5xMXFKa0APvqocZXMoEyM99FHEBjovMG7g4TMbYZ6EWbcuHGcOXMGgPfee0+7PSgoiNTUVPN2GacyoaZamcjPlEUVslWWlcym+5r2cTaG0AWnlMWYvuXEdN9B147elJSUkJ2dzfDhw4mJiUGv1zu1XUZVVZXWu1pC5qabeOVErQoX4LPdn/GnmLZR0bzxwEbOXqytLL7jijvo1K6TXftOGTyFv3zzFwwobTJW5azi1bGvotMpE21GRETw1Vdfccstt2gXTxXbgMHAQuARtIk53coAvAvMRqlkrtWtWze+/vprhgwZUru1wcC6XeYh8z2D7rHrTJ3bdeaOgXewZucaAE5fOM1X+75i4pUTmzH+luPT3z41W777yrvdMxAhhBAudfDgQb799tuGN3QhCZnbgJEjR9KpU90/bvv16+f6wQghhAsEBweTkJDAX/7yFzp06EBNTQ2PPvpobXg2YYIy0Z29QbOvb+udGE9C5jYlOjqaxx9/nNdeew1/f3/at29PcHAwU6dOZcaMGXX7MddchFNbm3ayqEXW16ffqFQ0e3eC9pdAp0sB6NF9GydPl7M1zwtvrxquHdyNrzJO8d133zFs2DDbPaMd6OTJkxgMBnx8fLSqb9F4dw28i3nfzdOW21LI/PGuj82W7Q1KAUK7hjK632g2H9wMwKHTh9AX6Im8JFLb5qqrrmLz5s3ccsst2gURxRngMWAtsAzo3dS74ABHgRnA13Vu6dGjB9988w1Dhw41W59TkMPeU3u15WsuvYbQrqF2n/F3Q36nhcygBK9tJWT+5LdPzJbbyv0WQoi2rl+/fowePbrO+vLycpvFps4mIXMbsHLlSgYPHuzuYQghhMu1a9eOvn37cuDAAfbu3UtP097D9gbNrTlgBgmZ26A9e/YAkJiYyNM3HjFWJX8DO76p3ejsPtD5gncH0OnApzN0uazuwWxVK9sjcCR0HQRXPAH+Q5jyWBL6xET0h2tY/DVcH9FVC5lramps94x2ILVVRs+ePfHykq5yTTWi5wh6d+3N0TNKC4fNBzdTUlFCQAfLVg+tS1VNFZ/t/kxbbu/Tnlsvu7VRx5g4cKIWMgN8sfsLs5AZYNiwYXz//feMHz+ew4cPWxzha9xX1Wy7ehmgT58+pKWlccUVdSdBtKxitrfFiOqWAbfQwacDFVXKRIipe1Oprqlu9W0jis8V892h77Tlvt36MixkmPsGJIQQwmWmTZtmtTXGzp07zd4t5Ery17MQQohW7fLLLwdg7969dW9Ug2ZfX+s7t/aAGSRkboN+/fVXQJn0j5Lt5v2S1Y+KY2CohKozSjuLLpfVTvpn+mGrWtlew16D7Oeh+qL5xJ3/geVfKX2ZP/vsM9s9ox1M+jE7hk6nY+LAidpyVU0VqXtT3TcgF/nx8I8UnSvSlm8ZcAud2zXu9XXCFea/b9bvtT7h7BVXXMH27dt56KGHrNyqVjUPBt4CTlvZxpFOG88Tbjxv3YD54YcfZvv27VYDZsCsjzU0rgIcoINvB8aFjdOWC88VknE8o1HHaInW71lPjaFGW777yru19ipCCCGEq0nILIQQolVT/6FVqzfrsBU0t4WAGeDcOejY0d2jEC5SWlrKgQMHAKUaUuPbDXqMrv3wC4Lg65T1ztSuG1w2E/b+s3bizm7Kz+L+/PMAVFdXAzZ6RjuYhMyOY/mW/c/3fG59w1Zkw/4NZstNaVswoPsABgUN0pa3HN1CQXmB1W0DAgJ47733+OKLL8zfqaPZBTwJhAIzgR2NHk/9dhiP28t4nt/qbNGrVy/Wr1/PypUrrUxaqCgoL+DXE79qy5GXRNLPv1+jR2MZ0H+558tGH6OlccRzTgghhHAUCZmFEEK0avVWMqssg2Zv77YRMAMYDEo7BNEm7NihhEx9+/ale/futTcEDKutTh74FAxNgvHfN68dhr163gJFv0DlWWXizndGknQfRPTvRLt27QC46667yM3NJTo62ilDKCwsJCkpiZdeegmA7777jqSkJKdOMtja3dD3Brr51V6kSM9Lp7qm2o0jcr5v9n9jtnzLgFuadBzTsNSAocGwdMKECezcudNGVTNAOZAMDAOiUdpZ/AclhLb3e1Jt3P4/xv2jjcdLBs5Z3ePhhx8mJyeH22+/vd4jp+1PM1tu6uMWe3ms2bKtKvDWosZQQ1pe7WPXuV1nrrn0GjeOSAghRFsnIbMQQohWza6QGWqD5s6dYfTothEwizbHrFWGNTWVcOA9CHvUdYPS6WDgLNi9GIBg/3Yk3AXZySN55plnAOjSpYvTKpgzMjIIDw8nMTFRm0ituLiYxMREwsPDycho/W+5dwZfb19u6n+Ttnyq4pRZtWprU3SuiKz8LG05okcEPbtYqy5u2B1X3GG2/E3eNza2rGVa1Txw4MB6ttwGLAIeRGlv0Q24AXjCxvZPGG/vZtz+QeP+ticUGjhwYIPVy6Ys719TQ+beXXub9SPefmI7x88eb9KxWoLtJ7abtWe5qd9N+HrbaP8lhBBCuICEzEIIIVo1NWTet28fNTU19W88YQIcPAih9s9oL0RLoobMZq0yTB14H/o/CF4umBu6ZDuk36h87EiA3W/BN9cZJyJU3HDDDYBSWewMhYWFxMbGUlSkBDWdjf3Je/fuDUBRURGxsbFS0dxE48PGmy1bVqy2JhvzNmLAoC3fPODmJh/r6t5Xm/Vy3nRgEwaDoZ49ak2YMIFdu3axceNG7r33Xry9G5r4rhz4Hlhi4/YlxtvL6z2Kt7c3kyZNYtOmTezatavB6mWVwWAwqwDv4NOBa/tca9e+1tx22W1my6aTKLY2lj9PzXnOCSGEEI4gIbMQQohWrV+/fvj4+HD+/HmOHTvW8A6BgdChA5TX/w+1EC1RvZXMNZVw7EvoPdE1g6k8bT7Z4IUCKPpRWW909dVX4+Pjw+HDhzl06JDDh5CcnKwFzAsXLqR///4ALFu2jIULFwJK0Lxs2TKHn7stqBMy57XekNmyVUZzAj9fb19G9x2tLReUF5BTkGP3/jqdjjFjxpCSksKhQ4d48cUXbfRsbr5evXrx0ksvcejQIdauXctNN93UqInn9AV6TpSd0JZv7Hcj7X3aN3k8Y/qPMVvedGBTk4/l6SwrwCVkFkII4W4SMgshhGjVfHx8tOCowZYZqiFDYOdOJ45KCNc7f/48ubm5gI2Q+cB/oP8DoHPyn4cBw8wnGTT9aB8CQaOUrwOG0alTJ6KiogD4/vvvHT6U1atXAxAREcGsWbPIz88HIDQ0lFmzZhEREQHAqlWrHH7utuCy7pfRt1tfbfnHIz9yrtJ6/96WzGAwmAV+ft5+XN/n+mYdc2z/sWbLGw9sbNJxQkNDtRD4q6++4uWXX+bOO+8ktInv2AkNDeXOO+/k5Zdf5quvvuLgwYO8+OKLTT7ehn3mE9c1Nyi95tJraOfdTlturSFz+cVyfjj8g7bcp1sfLu9+uRtHJIQQQoAL3gsphBBCuNfll1/O3r172bt3L2PGjGl4h8hIyM6GmBjnD04IF9m5cyfV1dUEBgZq7SA0Jdvh9E7oNhh2v2m+3tGiFtm+7cxu2LsUot7QVt1www1s2bKF7777jgceeMChQ1F7MMfExHDu3Dmtqjk0NBSdTkdMTAx6vV7aZTSRTqdjXNg4lv+6HICL1Rf5/tD33HJZ03rueqq9p/Zy9MxRbfn6vtfTwbdDs445NqxuyPzU1U81+Xi+vr7ceuut3Hrrrdq6EydOkJmZSWZmJocPH2b58rr7PfbYY/Tp04eoqCiioqIICQlp8his2Xxos9lyc0Pmjr4dGdV7FN8e+haAA6UHOFh6kH7+/Zp1XE/zw+EfuFh9UVu+OezmRlWQCyGEEM4gIbMQQohWz+7J/1QREbBunRNHJITrmbbKqBNGqC0qCr518ahMZD6lhNpn9kDRT+CtvGX++i5F/B347uv/QPoepRK6vqC6EXr06MHJkyfZunUrOTlKO4KQkBC6d++OwWBgy5YtAE6bdLAtMA2ZAb4/3PpC5u8OmfcMt6xCboohPYYQ3DGYwnPKBY5vD35LZXWlQyd2CwkJ4fbbb9f6Jy9f/nKdbd555x2Hnc9SdU21WTVuj049GBQ0qNnHvanfTVrIDPC/A//jkeGPNPu4nqTOcy6s+c85IYQQormkXYYQQohWr9Ehc/fuUFLixBF5iOpqaHBSKNFaWJ30L2AYBN8A7YJst7Awtq5wupLtSsh9Ph+Kt2i9mq8L2YlOB7uPVHBy77cOra6eMmUKAHq9XuvBHBERgcFgYNGiRVrwPHXqVIeds62xbBvx/WHHtz1xN8v71NxWGQBeOi+z/sJnL55l+4ntzT6uJ9EX6Dlz4Yy2fH2f6x1SjVunL/PB1tcy44cjP5gtO+I5J4QQQjSXVDILIYRo9RodMqsMBmjNbz8tK4POnd09CuEiv/7wCQDDfddDekbtDecLoH2P2mUHVgo3iW838OkMHXqBT0cCgIj+28jOK+eH3XCvA9uOxsXFsWjRIoqKirT+zPn5+QwdOhS9Xg9AUFAQM2bMcNxJ25jQrqH09+/PgdIDAGw5uoULVRfw8/Fz88gcx7Qa18/bj5G9RjrkuDf0vYHVO1dryz8e+ZHo0GiHHNsTfH/I8eE8wFW9r6KDTwcqqioApS+zwWBoNe0kLlRdYMvRLdpyf//+hHZtWk9sIYQQwpGkklkIIUSrp4bM+/fvp7q62r6deveGY8ecOCoPICFzm1FdXc2OPScBGB7wm1YlTMG3cPY3OJNbu+yMPsyNETAMbt0G/kNg3GYYt5kbYpW3un/3m2NPFRwcTGpqKkFBQdq6nJwcs4A5NTVV2mU00/V9a8PDC9UXyDieUc/WLcvxs8fJK8nTlq/qfZXDAvTr+lxntmwaZrcG3x02b/lg+jxpjnbe7bi2z7Xa8vGzxzl8+rBDju0Jth3fxoXqC9qyox43IYQQorkkZBZCCNHq9enTh3bt2nHx4kWOHDli307q5H+tmYTMbca+ffs4d76Gjn5wRZ+utW0wul4JXQcpX/t2c/cwa3UIgfYhULIDgOuvV0IUR4fMANHR0ezcuZMOHZSJ2oKCgoiIiCApKYnc3Fyio1tP5ai73NDnBrNlywrWlsxZ1bgAg4MH082v9ufyh8M/YDAYHHZ8dzIYDGaPXZd2XRh6yVCHHf/aS681W/7pyE8OO7a7WV5skFYZQgghPIWEzEIIIVo9b29vwsLCgEa0zDANmYuLnTQyN5OQuc1Q+zFHXgregcOVCuExG5WQOVavLLui73JjXPEnyHsXqA2ZdxyG0rIqh5+qsrKSiooKvL29OXr0KNnZ2SQkJEgFs4NYVlq2pr7MlvfFsvq4Oby9vLnm0mu05ZPlJ9lfst9hx3enfaf2cbL8pLZ8bZ9r8fZy3BwBpo8btK6Q2ZnPOSGEEKI5JGQWQgjRJlxxxRVAI0LmK66A3bth/Xro10/53NpIyNxmqCHz8H4mKw+vhj6TwYHBjkN17AXnT4Khhp49e3J5aAcMBvhp52mHnyrbeEFp4MCB+Pm1nl7BnuLy7pfTo1Nt3+8fj/xIdY2drYs8nGlVqZfOq0642VyWFbmtpWWGMyZLNHVV6FXoqO3B/NPR1hEy1xhq+PHIj9pycMdgBgYOdOOIhBBCiFoSMgshhGgTGj35n68vHDwI99yjhLH33NP6gmYJmdsMNWQe1te4wmCAI+ugzxT3DcoeQddAoRIOXR+htA34Tu+8kDkyMtLhxxag0+nMQsQzF86QU5DjxhE5Run5UrJP1rZVGnrJULr6dXXoOSyrVH88/KONLVsWZ4fM3dp3Y0iPIdryjhM7KLtY5tBzuENOQQ6l50u15ev6XNdqJjQUQgjR8vm4ewBCCCGEK6gh8549e+zbYf16+O47qKlRlisrlaD5449hwgQnjdLFysqgq2MDEeE5CgsLSU5OZvXq1eTkKIHerwehsPQiwYXfQ/B1nlnFXLId0m9Uvq6+CLnzoctl3BB2mhVIyNxSXXPpNazbtU5b3nJsC0NDmt+D12AwcPjwYTIzM9mxYwelpaWcP3+eiooKDAYDHTp0oH379nTp0oWIiAiioqIYMGAAXl7Nr7XZcnQLBmp7JDujN250aDS+Xr5U1lQCjm01UlZWxvbt28nMzOTw4cNA3d8HTz/9NH369CEqKorhw4fTqVMnh5z75yM/a1+3825HdKjje59fe+m16AuUSTyrDdVkHMvgpv43Nfu4NTU17N+/n8zMTPR6PWfPntWeczqdTnvO+fv7M3ToUKKioujTp49DwmDLiwzSj1kIIYQnkZBZCCFEm9CoSub165VAWQ2YVa0taC4rg1693D0K4QQZGRnExsZSVFRktv7fGyFl2zZS3/g70Q+876bRNaDyNBR8a76u4hg3KD/CbNtzlnPnztGxY0eHnVKvV4IoCZmd5+reV5stbzm6hbiouEYf59SpU2zevJnMzEztw/J53pCuXbsyYsQIRo4cSVRUFKNHj6Znz56NHktmfqbZsuV9dISOvh0Z0XMEW45tAWB38W5KKkoI6BDQqOPU1NSwdetWtmzZoj1uv/32GzVmv+deqrPfG2+8oX3t5eXFlVdeSVRUFFFRUVx11VXExMQ0OrAvPV/K7uLd2vKwkGG092nfqGPY45pLr+Hfmf/Wln868lOTQub8/Hy+/fZbtm3bRmZmJllZWZw5c6ZRxwgKCtIet6ioKG688Ua6d+/e6LFsPb7VbHnUpaMafQwhhBDCWSRkFkII0SaoIfOBAweoqqrCx8fGr0A1YK6stH57awqay8qgSxd3j0I4WGFhoVnA3K9fPw4ePIifr44LlQaKTlcSOzuV3K63E+zfrnbHku3uGbDK1sSD546BT2c6+bana8cMzpyrpnfv3vTu3Zu7776bioqKZlVXXrx4kV27dgESMjvT8JDh+Hj5UFWjTNyohqb2ysjIYMmSJaxatYrz5883ayxnzpxh8+bNbN68GVAmh504cSKPP/44N910k90Vp5Yhc1SvqGaNy5are19t9nhtO76N8QPG27VvSUkJK1eu5F//+pf97aJsqKmpITc3l9zcXD744ANAme/gj3/8Iw8//DABAfYF3xnHMsyWrwq9qlnjsqXO5H+N6MtsMBj43//+x5IlS/j000+prm5eD/GioiI2bNjAhg0bAGjfvj1Tp07l8ccfJzra/iruLUdrnwe+Xr4MCxnWrHEJIYQQjiQ9mYUQQrQJoaGhtG/fnqqqKg4ePGh9o4YCZpUaNLf0Hs1nz0pP5lYoOTlZC5gXLlzII488AsDkG4JZ+ICyTdGZGpat/VmpGFY/Kh3fhqJRohbBuM1WPzKKrmTw4/s4c04JekpKStDr9bzyyiv885//5NixY00+7W+//UZVVRX+/v707t27+fdDWNXBtwNDL6ltj5FbmMuZC/VXg547d453332X6OhoYmJiWLlyZbMDZmuqq6tZt24dY8eOJTw8nDfffJPS0tIG98vKz9K+7tKuC5d1v8zhYwOICY0xW956bKuNLWtlZmby2GOPERoaypw5c5odMNuyZ88eZs+eTWhoKNOnTycrK6vBfSwvMDgrZA4LCDObcPKnIz9RY6ipZw8oLS3lzTffZNCgQYwdO5Z169Y1O2C25vz586xcuZKYmBiio6N59913qaioqHef0+dP81vRb9qysyrAhRBCiKaSkFkIIUSb4OXlxWWXKQGA1X+27Q2YVa0haJaJ/1ql1atXAxAREcGsWbPYvn07AMMjBjLrweuJ6KP0YV6V0Ql6jK77Yaui2E0Ky9sRO+sTs5YIPXv2JCIiAlCCyP/+97+Ul5c36fhqP+aIiAiZQMvJTNtJGDDUqWhVXbhwgRdffJHevXvz6KOPsm3bNjuOHgCMAx4D/gT81fjxZ2AGEAtc0uBRfvvtN2bNmkVoaCh//vOfOX3a+sWX4nPFHCw9qC0P7zkcL51z/rWyDJnrqwL/7rvvuOqqqxg5ciQrVqxoMLj0BiKA+23cfr/x9oa6t1dUVLB8+XKioqK4+uqr+e6772xuaxmSX9XbOSGzTqczq2YuPV/KvlP7rG57+vRp/vznPxMaGsqsWbPYvXu31e3MXYLyvJqB8jxTn3N/QnkejkN5XtZv27ZtPProo4SGhvLiiy9y4cIF69sd32bWA9zyeSGEEEK4m4TMQggh2gybfZmLi+F3v7M/YFZVVir7FRc7aIQuJiFzq1RQUABATEwMOp1OC1GH3fESuoFPEDPqBgAKK7pYrxyOWuSGUduWnJxMUakSusTHxwNKtWFGRgbz588HlKA5MzPT5jHqI5P+uY5lxaq1sDQjI4MRI0bwyiuvUFJSYuNIvsBYIB5YA+wHioE04B3gLWCB8eNNIBn4EsgHjgKfAS+gBITWW62cO3eOt99+myFDhmgtDkz9euJXs+URISNsjLX5BgQMoHuH2v69W49txWAwmG1TXl7OrFmzGD16NFu32q50vhx4BHgb+Bk4C2QD/7Gx/X+Mt581bv+2cf/L6xnvli1buPHGG5k1a1adiz8Gg8Hs+969Q3cGBAyo52jNE9PLPIi1dmFjw4YNDBkyhLfffptz587ZOFInlOfLCyjPn6Moz6cvUZ5fb1L7nHsL5XmYhvK83I/yPI1Hed76Wj1DSUkJr7zyCiNGjCAjo+4464TzTqoAF0IIIZpKQmYhhBBths2QOTAQPvoIfK3/42eTr6+yX2Cgg0boYuXl4MDJ04Rn6NFDeXv41q1bOXfuHHl5eQAMGTIEw+F1bNmphNDBwcFuG2NjaJXZlwXxt7/9jcDAQCoqKsjKyuLxxx/X7m9OTk6Tji8hs+tYToz3y9FftK8vXLjAs88+y9VXX01ubq6NI/QB/gYcAdKB14DJQBhgTxW6DggF7gReRgkIj6GEgoOs7nH06FFuvfVWZsyYYVbVnHncNf2YQanINa1aPVl+kiNnjmjL3333HUOHDuXNN9+0ur8PMAX4FtgNrACeAK4GOtg5hg7G7Z8w7r/beLwpWJ/kx2Aw8OabbzJ06FC+//57bf2h04coKC/QlmNCY5z6DoKRvUaaLWccrw1vT58+zfTp07n11ls5evSojSMMQnl+HEN5vryM8vwJxf7nXBjK8/Q1lOftESAJuNTqHrm5uYwaNYqEhASzqmbLizJSySyEEMLTSMgshBCizbAZMoMyid/HH9sfNPv6tvzJ/wwG8JI/BVqbKdcp1el6vZ4XHx6IwWAgsKsPQdtuZdG76eTk7ARg6vUto4pdq8we2AUvHdx0000AfP311+h0OkJDQwHqqUCsn16vByRkdoXLul9mVpG75dgWDAaDVr382muvUVNjrWfurcDnQB7wLPa0vbBfN5T2BjuB/6GEgXVj03feecesqrnOpH89nRcyQ92K3K3HtppVL+/fv7/OPr2BeSiR5irgBuyLRe2hMx5vlfH484zns7R//35Gjx6tVTW7uhrXVsisVi8vX77cyl4+KM+D/6E8L/6E8jxxlEuABOAASlX0LXW2qK6u5tVXX9Wqmi0rwP3b+3N5YH315EIIIYTryX+WQggh2ox6Q2awP2huDQGzaLXixkBQF+Xr11OU6jwfXRXD/vArc95V2g8EdYEZN7lrhI2jVWbvPY+h8CcmGH/u1q9fj8Fg0Cb969iEqvyioiKOHz8OKJXewrksK3ILygv425K/1VO9PALYDnwF3EHDnYGbNTrgRpS2BntR2hqYU6uan3vuObNJ/zr5duKKwCucOLa6Vavpu9IZOXKk1erl9sAbKBFmIhDi1JEpx080nu8fxvObUquaR44cSdquNLPbnB0yB3QIMJuQ8df8X3n2uWfrqV4eh/L9X4PyfHBmn3ZvlKror1Ge58PrbKFWNb+65FVOlJ3Q1kf3inZaD3AhhBCiqeQ3kxBCiDZDDZkPHjzIxYsXrW/UUNAsAbPwcMH+7Uj9KwR1qQ1HTp4GvfHd9UFddKT+VdmuJZgyZQoA+j35LJ6fyK233opOpyMrK4u//e1vWqVzU0JitYo5LCyMztKf3CUsQ8XEJYlWqpd9UWpjfwGGumhkpvqh9NP9N1D3efG3N/7G/pLayuFhIcPw9nJmAA7RodFmyyvTVvLbb7/V2e4aYAcwG+ttLJzJB5iDEpdeY+X23377jfc3vm+2zhUtH0yrmSuqKnht+WtWtuqM8v3+BuX772pDgS3AK1j2bK6urua5fz5ntk76MQshhPBEEjILIYRoM3r27EmnTp2oqanhwIEDtje0FTS3toDZiX0whXtFD4DcFVcTHh4OQNdOfkQMCiMpKYncFVcT7bx5thwuLi6OoKAgAGa/8S3jx4/Xll999VVAqWKOimp8uwLpx+x6lu0L6GW5xXBgG0ptbCP75DuUDpgJ6KlT1dzTfNHZrTIAenTqQT//ftryhcALZkW27VGqiL8DnFtT3bCBxnHUqWr2gouBtRd4BwQMILCj8+c0iO5lHtDXfc6NBXJQvt/u/L3oCzyP8vy3qGq26EUi/ZiFEEJ4IgmZhRBCtBk6na7hlhkqy6C5tQXMoPRkFq1WsH87qqurAVg3L5rsnftISEhoMRXMquDDSaS+dClB3ZSfRb1eT2FhoXZ7985efPhUV+7p+12jjy0hs+vVCWTNAttnUKo5Pen70Q+lqnkx2r9OFiHz8J512xw4w+Bug2sX2gHGuTvDUaqH5+DchiKN4U1tVbM2pWIQZtcNBnW1Ptmio43saXFhI1T9wgvl+5oG9HXJWOwTifJz8EztKotgXEJmIYQQnkhCZiGEEG1GYWEhVVVVAPz+978nMjKSpKQks8DKjBo0+/i0voBZtHoXLtawb98+AMJH3tZyK9dLthMd8Cu5r1WSdB9EXFrbc9rHG35NquGuwScI8TtR/3GskJDZ9da9tw7OmqzQAttFwKu4t3rZFh3wJLAa8K0TMm/+aDMGJ1+0O3r0KD+t/cl8ZSiMRKkaHujUszedWtU8Euo8bj+u/dFGX2THMRgMpLydAqYdWXqB8jxbjfJ99cTXRl+Un4eFyvBMH7vTkPJeinuGJYQQQtRDQmYhhBBtQkZGBuHh4eTk5ABw9uxZ9Ho9iYmJhIeHk5GRYX3HCRPgnnskYBYtzp5j56iurqZb53b0jJ7p7uE0W3BgNxJmjCZ7YTAF627g0mA/qqoh81DTOs9WV1ezc+dOQEJmV9m0aRN//vOf4bjJyo6A/3xglptG1RiTgM/Nq0or4b3X3+O9995z2lkrKyuZOHEiJTtLzNb3DIGNgPMbTjRPEMo4e1pU45bkljBx4kQqKyuddu733nuPt/7xFhSZrLwE8F6H8v30dE+B/9/M+44chz/96U9s2rTJXYMSQgghrJKQWQghRKtXWFhIbGwsRUW1/2X26tWLiIgIAIqKioiNjbVd0dy+PdSZmKqFq64GL/kzoDXLPXQOgPB+3dC19/QYyg4Bw2DcZhj8HLphrzFh0qMArMtsX+9utuzfv5+Kigo6duxIWFiY48bZwhUVFbFx40beeOMNvvrqK4cd9+zZszz6qPI9I9/ixp4tqEm43zXmqe4JoAaeeuopjh075pRTzp8/n8zMTOVcJvr0hK5OOaPjdQX6WlQycwIyMzNZsGCBU8559OhRZs0yXrww/dZ4AyGXOOWcTtHzMvNl4/Pgscceo6yszPXjEUIIIWyQ/y6FEEK0esnJyVrA/OSTTwLg6+vLjh07WLhwIaAEK8uWLbN+gEsugYICl4zVZc6dg06d3D0K4US5u/MACO9VBek31n6UbHfjqBygz71wZB133HEHAJuyK5rUXlxtlTF48GC8vT2lk63rVFdX89tvv/Hhhx9yzz33oNPp0Ol0BAcHM27cOJ5++mmHVkrGx8dz6NAhZeG4xY29Mh12HqcL+dV82RiYnz59mri4OIe3zdDr9bzyyivKwgWg2OS2EKj2xE4PVlTrlPFqTgHnlS9ffvll7V1GjmIwGIiLi+PMmTPKijrPORvvXvJEPa0/5w4ePEh8fLzrxyOEEELY0LT3F4oWZdq0aXSyEiRMmzaNadOmuX5AQgjhYqtXrwYgIiKChIQE3nzzTQ4fPsyFCxeYNWsWK1asQK/Xs2rVKhISEuoeoE8fOHQIQkLq3tZSlZVB587uHoVwotzDFwAIDy6Bgm/dPBoH6tgbKvK56aab6NixI/kl59hxCPx7NO4wbakf85kzZ8jOzub777/ngw8+YNeuXXbtV1pa6pDzb9q0iX/961+1K+pUMregkLlnlvmyyX1JTU3lvffec9jf15WVlUybNs28nUQ+WiX1uXawJxAGFVnd3aPsDYRy0zlHTR439X7+/PPP+Po6pif3ypUrzSvxLUPm0AxoKTlzPc+5JUuWcO+99zJmzBjXjkkIIYTbrVy5kpUrV9ZZX15e7vrBGEnI3AZs27bN6vobb7zRtQMRQgg3KTBWIcfExNCjRw+6dOnC2bNnOXDgAIMGDSImJga9Xm+7XUbfvnD4MFx1lQtH7WQSMrdeAcMAyD2xFaggfHAE9Ohuc7sWqX0w7TnDTTfdxJdffsn6X+GBWxp3iNYYMhsMBg4ePMj27dv57LPPeP/995tVWVtSUtLwRg0wa5OhrewIZztBF+Nrbq9MwIBnTsBmwbLq+ngQpg1/n3rqKcaPH09oaGizTzV//nyysswDxhvzYfOQ2uXMXi0jZM6yaJUxOh9ML32pbTOee+65Zp/r6NGjPPXUU+YrT4RAdRF4K5P/1qlI91gG85C5LAjOlqGVgaO0zdDr9XSW3+lCCNGmHDx4kG+/9axCEgmZ24CRI0darWTu16+f6wcjhBBu0KNHD06ePMnWrVsBGDBgANu3bycvL48rr7ySLVu2ABAcHGz9AH37wjffuGq4rlFWBl26uHsUwhmiFlFZWcme40qv4vD71yvV+K3JJTfByf9x6623emTIXFZWRrt27WjXrl3DGzdRRUUFOTk5/PLLL/z3v//VXscc6ezZs80+xjPPPFPbJkPzGuRvgC5fKosdi6HbYTjdt9nnczrTqusqPyhMBu7RVqltM7788stmnSYnJ6e2TYZROPDXfNhssi6rJzyQ3axTuYRlyPyXfCgATGvqX375ZSZOnMjgwYObda6ZM2fWtslQVS+DwkQI2aEsB+eC9wWo9mvWuZyu6zHoZHIBPH8kcBumE2WqbTP++c9/unx4Qggh3Kdfv36MHj26zvry8nKbxabOJiFzG7By5cpm/7EmhBAt2ZQpU9Dr9ej1ehYvXkz//v3Zvn07+/btY9GiRVovyKlTp1o/QJ8+SiVzayKVzK3avr17qKqqoXPnzlx66aXuHo5jlGxXekoD1FRB+QHu6h7Kn4GteVB4ptruQ6nvZAC0CUAd5aeffuKhhx7im2++cciEggaDgRMnTrB9+3a+/vpr3nvvPU6fPu2AkVp31113MWnSJEaOHMnll1/erGPl5+eTnJxssfYG4Ak4XgRXmASxvTI9P2RuVwZBu2uXT0ZCzd3Ag8AH2urU1FQyMzOJiopq8qnmz59v1ibDC3gXGGDRasQyvPVUluO8Kh9WAqMAdVrdyspK5s+fz/vvv9/k82zbto3U1FSLtQ8BEyB/XW3I7F0FPXIgv+nfI5eo0wN8BPAnYB3wnbY6OTmZ559/npDW1NZLCCFEvWy1wN25cydDhgypu4MLyMR/QgghWr24uDiCgoIAmD17Nt9//z0A8+bNY86cOQAEBQUxY8YM6wfw9wcnhjpucfashMytWO4vHwMQHh6OTtcCWhDYo/K00lu64Fso+hEqjnMpGUT1B4MBNusr7D6UemEpNDSUwMBAhwzv4sWLPPvss1x//fXs379fm2y0MSorK9Hr9axYsYJbbrkFnU6Hl5cXvXr1IjY2ljfffNNhAXPPnj2ZO3cuaWlpFBQUYDAYMBgMfPrppzzwwANceeWVzZ4Q8Z133qGqqspkTXtgBeBVN9xrCX2ZQ7aDzqT9yHH1PiwGLjHb1KwHdSMVFhayZs0as3V/AWKAwAroW1q7/tcQqPHwH3ED5iHzpach+Jxyf/5ise3q1aub9LOjqvu4XwIsUr48Mdz8Jstex56oTj/mESj/wq9A+XlSVFVV8c4777hyZEIIIUQdUskshBCi1QsODiY1NZXY2FiKioq0f2CLi4sBJWBOTU213S4DlBSrNZFK5tYh8ymlwtdCbpoS2IX7H1KqfwOGQdQiFw7MgWz1ji7Lo9ovhOuG7CHzwGlSf63hxn72HVJtleGoKma9Xs+DDz7Ijh07tHXq64stp06dYseOHWzatIn333+fw058t8RNN93E1KlTiYmJYdCgQfj5Ob9FQFVVFUuXLrVYez8wQPnyuEXIbNnr2BNZBuFaUB6AUl36vHbThx9+yN///ncCAgIafZoVK1Zw8eJFbdkP+KvJ7SPy4ZC/8vWZ9pAXAJedavRpXOZAAJyuzUOJMpmE768oEf0F4/LFixdZsWIFc+fObfR5SkpK+PDDDy3W/hnl+wPkW4bMLaAvs9WQGZSfo9+jhM2KpUuX8swzz+DjI//iCyGEcA/5DSSEEKJNiI6OJjc3l2XLlvHOO+9w4MAB/Pz8eOGFF5gxY0b9AXNrVFYG8rbalq9ku1LZayHX2AI3PPAkFJx07ZgczVY4fiKdqlP7OBeSBSzjp13lXHdHlfVtLTiqH3N1dTVvvPEGiYmJZqEg1IbMNTU17Nu3j19//ZWUlBRSUlKadc76dOzYkYceeogJEyYwdOhQQkND3VbJ/sUXX3Ds2DGLtY/Xfnm2F5RdAp2Nz8+eWXj85H82Az+A6cDLgPIcrKio4L333qs7AV0Dqqur+fe//222bgoQZLI8Ih8+GVS7nNXTs0Nmy1YZI0xafgQB92HabAT+/e9/8/TTTze6kn7lypWcP3/eZI0v8Fjt4olh5ju0hMn/TJ9zFf5Q2s/kxscxDZmPHj3K+vXrmThxomvGJoQQQliQdhlCCCHajODgYBISEkhPTwdAp9PxzDPP2Bcwd+mitJhoLaSSuXXx7QY9RisfXa8kN1+pVA3v29HNA3OioGvwOvULPXv2pFOnTly8eJG3336bsLAwIiMjSUpKorCw0OqujgiZDxw4wE033cTcuXPrBMwADz74IDqdDm9vbwYOHMjUqVMdGjCPGDGCf/zjH/zyyy+UlZVhMBgoLy/nX//6F7fffju9e/d2a6uUJUuWWKy5CjANZXXm1cydCqHrUReMrBlMq62r2kGBab/DEOBes82XLFlCTU0NjfH1119z8OBBs3WPW2wzooX1Zc6sJ2SGuvfvwIEDbNiwoVHnqKmpsdIq416U74vRxS5QbNJn/JJs0Nnfy93lOhZCN5OfiRPDMb8IE4XSdKRW3Z87IYQQwnUkZBZCCNHmXHrppXh7e3P+/Hny8/Mb3gFa3+R/EjK3LgHDYNxmGLeZqi5D+e240t4lPNw9k364hE9HdDUV5Ocf58IF5c32paWlFBQUoNfrSUxMJDw8nIyMDEDpc5uUlERkZCQ//vgjAL/88ovNINoWg8HA8uXLiYyM1Pq7O9vvf/971qxZw759+6iursZgMJCZmcmcOXO46qqr6NSpk0vGYa/du3drF/NqWUaJWOnL7ME9cn3LIWhX7XJBBFS3s9jI/D7u3buXTZs2Neo0liHhCCxjxJYXMtdXyQzK5QeLRhaNDks3btzI3r17LdZae86ZnKndOQjc06jzuJRlOw+zynmV+X1MS0tjzx4Pvk9CCCFaNQmZhRBCtDm+vr707dsXgP3799u3U9++cOiQE0flYhIyt07lh8kr7sDFixfp0KEDfS9p3/A+LdjJylA++u9/tMnlvLy8eOihh7Rey0VFRcTGxvLNN98QHh5OYmIier0eg7HH+ttvv20WRDd4vpMnueuuu5g+fTplZWUOvz8DBgzg5ZdfZvPmzZw6dUqbjO+///0vkydPZsCAAXh5ef6f75988onFmkCUpggWLEMzTw6ZL8kGL5OqZKuB3/XAYLM1jaleLysr4+uvvzZb9zh1G4iElEGvM7XLmT2VRiOeyHLSv5Cz0NPiR0dH3Tj4q6++ory83O7zrFu3zmLNEOC6uhu2pMn/6m3PoroP6G625uOPP3bakIQQQoj6eP5fqUIIIYQTDBigTD6Vl5dn3w59+7a+SuYuXdw9CuFoB/9LbrlSvTxo0CC8vDy4v60DLNtQStk5pQerTqejpqaGP//5z+zYsYOFCxcCStB89913axN+9uvXD4D27dtrt8fGxjZY0fzxxx8zZMgQvvjiC4eM/fbbb+e9994jJyeHyspKDAYD+/bt44UXXmD06NFNmjDOU2zbts1izSTAygWPlhQyW05MaDlxIaDEpQ+YrcnMtH9Cw+3bt5u11/BG6cdsjWk18KmOcLib3adxqaNdocik0N6yilk1FeX+qmpqati+fbvd56n7nLsfq/296zznPLgvs10hcwdgstmaxjznhBBCCEeSkFkIIUSbFBYWBjSikrlPn9ZVyVxeDh1bcb/etqrkV3IPK6FreHi4mwfjfCmpWwDo0aOH9jOdmpqKTqdj1qxZWkXzuXPnAFi4cCHTp08H4J577jELopctW2b1HKdPn+bhhx/m3nvv1YLqxggKCuLpp59mw4YNnDhxQqtOXr9+PQ899BCDBw/Gx6d1zcVdN+SybPhgdPpSOBdYu+zJIXNPi/tkNfADy/uanZ1ttWe3NZaPWzhg6/0mLaVlRkOtMlSdUe6vKXvD0osXL6LX6y3W2njO5VtUMnvy5H+mY7vY0byftBnz+yohsxBCCHeRkFkIIUSb1OhK5p49wd7+zS1BdTV4eze8nWg5SrKhWwS5u5S+sW0hZC4sVELf3qGhDBo0CIB///vflJeXo9PpiImpDV8iIiIYP348y5cvB2Do0KFmQfSqVausnsPPz48pU6Ywffp0+yYJNRo6dCgGg4HCwkJef/11br75Zi655JIm3c+WpLi4uM7EdTDSxtY687C263HofMJJI2sm0wC82kfpyWyVefh88eJFdu7cadcpLMNBW48a1A1rM3vZdQqXszdkBmUaO1P2hqU5OTlWgnwbFwHOBcOZ0Nrlnr/ikc1G/E5D4L7a5RPDwGDrd7b5I3fgwAFOnTrltKEJIYQQtkjILIQQok1qdCWzlxeYvI1ZCI9Ssh2+nQDH15O75TMAwiv/q6xvxdTQ92T+ISIjI/H39yc/P58777yTyMhI3nvvPW1bf39/rr76ag4cOECfPn148MEHzYJoW+0y2rdvT2xsLMuWLSM/P5/vv/+ep59+WnsNsaUpVc+tQVaWZTVye+rWqJqwrAj2xMpSnwroYRIUFwyBKlv9zv2BAWZr7A1LLbez1pBDZRnW/hpi1ylczhUhc93tLkP5PthgWs3coQT87X2X0jbART/XIdvNl21WzoPy8+Vntqbuz6EQQgjhfBIyCyGEaJPUSma7Q2YAXevubytasMrTcO4I1YVb2XVImVUrvPNOZX0rdu+99wJw7MQpMjMzGT5cCY82bdqEXq/XJgQE+P777ykrK+PGG29k27Zt9OzZE4PBwJYtSssNe6qUvb29ue6663j99dfZt28f2dnZvPzyy9p5TRUXFzviLrY4dQO/oUA97UBaQl/mS/TgVV27XG/gB5ZxqT1haVlZGb/99ls9RzHX+wwEnqtdbgntMrqfgz71vCRZ3t9du3bZNflf3ce3vkeOZlzY2AMsAT7G6WGzXf2YVb4oP2e1pGWGEEIId5CQWQghRJukViEWFRVx5swZ+3by8YHKSieOSohGChgGPUaD/zDofBmHDDGcrwQ/Xx39B9+g3NZjtLJdK/TII4/Q0dhbfMOGDWzevLne7X19ffnvf/9LcHAwBoOBRYsWkZOTA8DUqVMbdW6dTkdERAQvvPACWVlZHDhwgEWLFjF69Gi8vLw4f/681gu6LalbQdnIwM8hIbOBrt5FBPicRIcD3oFSpx9zA/epCSFzdnZ2nUn/htreHB3mVcEnukC+rQbObnKyExzvWrs8/ITVqfg0QzH/57SmpoYdO3Y0eJ5GP+dOWFwUatTkfwZAj2XYrKOGAJ+TdPUuwiHtNyzHZDnmOhr/nBNCCCEcrXXNMiKEEELYqWvXrgQFBVFUVEReXh7Dhg1reKfQUDh2DPr1c/bwhLBP1CIACtOmk7w1iHfeWw2AztuP+dtuJi4urlF9hFua4OBg7r//ftZ+tILSsmoMBvNwx8vLyyy4q6ysZMSIEUyYMIGtW7dqk4UFBQUxY8aMZo2lX79+zJo1i1mzZlFUVMQXX3xhVkndVtRtOzKw/h1KwuB8V2hvvNjXzJA50Oc4sy6dzYAOysWDExf6sOjoIo5caGAc9ellEdgdbyhkNj+XPa1TLB+3PkCHBvYZkQ9pJp05fu0JPfc2eCqrbMWiBuoPhuvzayNaZQB0RLnfB03WNeWxa/A555DJ/9SwOYeOXn34U+hnDO2yB4D9FUNYfGQhxVXNaJRt+nNQ1Q4KG+qx3/jnnBBCCOFoEjILIYRoswYMGNC4kLlvXzh0SEJm4VEytvxM7H3/oaj0grbu/PnzJCYmsmjRIlJTU4mOjnbjCJ0rNDSUf8bfxB/n/8CZsvP4+PjQqVMnTp8+TU1NDZdeeinz5s3jscceo7q6mpMnT2qT/4ESMKempjo0jA8KCuKRRx5x2PFakvPnz1us6Vj/DgYvpUqz37fKcsBB6HAKKro3+tztdBX8tc/jXNq+NmkN8TtMfJ+ZJOSt40x1YKOPCZgHfjXecDKygR3M73NFRUWDp7DcpoFHDagb2mb1hNgmhsx7AgKgpO56L15q2gEBen4HbNIW/55/L3/H1oSJ1t11169AQyHwNIvlBvY5bYCK9tDB+Fzt+S3wcqPGVcvAuZpD/P1IJNd0C2BiUC4DOuTw1z6P88KBj7hoaOhSgRW+5yBoV+1yQQRUt2tgJ/NnTN2fQyGEEML5pF2GEEKINqvRk//16QOHDztxREI0TmFhIbGxt2oBs7+/PwCXXHIJoFSzxcbG2pzUrrUo9roSb53SM/f+++8nJyeHQYMGcfvtt7Nt2zYefvhhpkyZAvD/7N15eFTl2fjx72RfCYEkhD3sm2ELQQUFVKiWulSLQvVtRSux2lrEvnVJqW3tD1utlfDaag0V6aagVrrQtEpcQFzYl4GwyL4nkxBC9m3m98eTM1tmMktmTe7Pdc2VOc/Znpk5k5m5z33uh6ioKDIzM8nOzmbZsmWUlJR06SB8oLUPbjkbIM+Kjwb/Gx6/1xxgbjFF0mqKBCA12sDEpE1ebZPIRsjYZ5k2jIUWV4FD2/nuBPzsl3HjWXMYZPbW0dRU71d2JvOC7fT5UCkcrbPtS49qSKzp1BZNRPBp1WAeP3oTL5+9kkjdBYbF673bWIYeIqzKvLisAQ72R4wEmYUQQgSDBJmFEEJ0Wx4P/qdlMoc7oxEi5CtAV1BYWEj5RVVmYPny5eZj+ne/+x3Lly8HVKB55cqVQeujP8XoH+fe/q9zS8a/6JeiSlPs3Pg2/Q/cQ8n/ZbD+0Roy9t6Fafti9u7dC8CYMWM4f/48e/fuJT8/v0uXEwmG9iVCIl2v5KO6zPGRlkBhlK7VfOIBICGy2qtt0kcPkVa1+F2WygD7i0XdKZtiv4wbzxpDKyHZcgEDuzLdWMmJ5ogI+kR7+Rw509cqCt4UDRc9z073G/uAt31A3EsmdHxWNZB/lo8hNuKSdxtpN+ifq3rM4M0xJ4QQQvia/MIUQgjRbWkBuWPHjrm3wsCBcPq0H3sUIPX1kODOxdgipOx4FIpn2dzWvvYsANlDEnlkzLsc3K8yQMeNG8fixYvJzlaXpq9ZsyYoXfa3iKq9ZCWcJCvhJN+8WlWV1Z+oY8WfNmEq3QhlGzGVbqTgtX97PcCf8ExcnH0ObqPD5Wz4KMh8tnEYRpPjnzenGkZ6tc32AT93skptS1+0f07as1/GjWeNCBNMsorjnkiFi15UZwDo2dhIhM4HA9ZpYhugl1X9jQuZqjRKqLhgF5Hv66JgtBt0GJmecpLnh71HXr/tnG/ysg64/THnctA/ALtMeDeOOSGEEMLXpCazEEKIbsvjchnx8dAVLkGtroakpGD3QniqcjeUbbRpKruo/k4dXMuZg59Q2wBRkTqGDRuGTqdj6tSp6PX6Ll8uo6E1ljuuSeDF/1ziYo2JJX+BVZ8mMnVIE1u/bEZ/Wr3HfTHAn+hY++CWG/8zy0dBczxEtwVnvQwyX2jK4s2yx7inzws27e9V3ENJ3VVebZO+doP+nXcnk9n2McfHu4782i/j7ifN5POwKcsyvSsTbjju5spWppw/zx299nG4OZ2a1hgMTYnE65oZ1lBJlMnz4LMh04D1f6thF2KYxH6X6/0XsC5ccfXVV9O//4AO1/n3v9fb1bS+FnCR1n2+B/CuZTqzDnA1uF6Jw1YdMC3lJF9PK6FfrMoG/+uFH1HaNNjF9pzoa1UuxhgJFya4sZIEmYUQQgSfBJmFEEJ0W1om88mTJ2lpaSEqqpt8LNbUSJA5nEWnQOpEADJSNlNa1crWk4kcKDUC9YzoH090dDQmk4ktW7YAdPmSEBcaM/lP9R08991innz9HBUVFeiP16K3Crb5Y4A/0V5Cu6sk3DjBYYqECxNh4OdqOu0wxF6Gxh4e77+o4j7ONw5hQtImonQtHKjL5dOqmz3ejlk/qyCzMcLNgF+5zZQ7QWb7580AmFABzI44qsvsTZA5saWFFyo+4GDv3tTHRxHf0sLoigriTK2uV3agoC82Qeanzh/lO3R8QtcEpNm1/eQn9/HVr361w/VGjVrK4cOHrVpuAe7suIMVrdC0FGLq1HRfg+t1eAOwHllRB1yBiWuBLzhUN4D9tVHsrpnJ7pqZLrblRESzqsmsKR/tRg1w8OaYE0IIIXytm/yaFkIIIdrr27cvcXFxNDQ0cOrUKXNms0smE+hc/fQPYRJkDm+pE2H2x9BYwfy5N6H//Xb0x2t5dWNvoJ4xgxIwmUwUFBR0qxIR1S0pzBluYvv27bzxxhusWbMGw9lDpCc2sWB2Foue2yoB5gAYNWoU77//vlWLm4P4nZ9sCTID9NkDp671qg+7amaxq2aWV+vaiGxqH/BrTnRjRdtM7NGjR7tcY9Qo29IKF4HTwCAX602yKyXcmcH/4lpbmVhW5v0GrNjXh7YPhjtyCvW4rbn73NkGmXcB3+p4JVMklE6wHHO9j3hwYkMFl2EGWlj806pb+LTqFjfWdSG9BKKaLNNulWcBb445IYQQwtdCqDCWEEIIEVgREREMGTIE8KBkRloalJe7Xi6USZC5azj9N/K+9wRpaSrI8ffPKgA4eq6eCRMm8NhjjwHdq0REQ2sc6T1jyM/PZ+/evZxfezV7fwX5dw+WAHOA5OTYl5PY7t6KPqrL7FPp++0Cfu6UygCwLbHR/jlpb8iQIaSmptq0ufPMjS6HOKtxCXd1IsjsS9b9iG6FcW4ktNsVJiE1NZWsrCyX6/nsmMvc7WIFHZANPAzcQfu8ax/watA/8OaYE0IIIXxNgsxCCCG6NY8H/xs8GE6d8mOPAkCCzF3DhWLSx95OUVGROdAMsOdYLXq9yr7sbiUiTjUMIvLiF8HuRrfWPrh1GrdKZoRikNmrQf9asc8qdSfgp9PpmDzZdvv2QVdHoowwodQyfbg3VMe4saIfNURBidW/nHFlEONG1Q370HBOTg46N64aav/87gKMrnfo8TF3O34LLpv7YJf579YxV4Z6n1lIkFkIIUQwSJBZCCFEt+bx4H+DBsHJk37sUQBIkDn8XdJDj7EQEUlubi4lJSUkxqmvdb17RJGdnc2yZcsoKSkhNzc3yJ0NnFP1g4ko/zTY3ejWRo8e7aAusxvhUsNYaLGKjoZCkLmfXb/PuRO4OwzU2rS4G/CbMmWKzbQ7QWawLUVh0sEeF2Pe+Zs+A1qtfmXal/Rwxv7x2j8fzrR/fmtQr4MLHgeZAzCYnn0fLkx0YyXbZy4hIUHKZQghhAgKqckshBCiW/Mqk3njRtfLhbKaGugmma1d1tFVMHqJeTIyMpLaBpW5d/zPV5J86+Zg9SwoMmMvcG//1wGIPlUHl9uCLpW7g9epbioqKoqJEyfy2WefWbXuAG7qeMXWGCjLtgR200sgug6a7QPWAdTXKnhn0nkV8Ovfvz+Zme5Ffe2DpTtwb/C/SQ4G/7smiBfc2JfssO+fIybaB5ndDc737duXfv36ce7cOavWHYCLQKt2YkMriRLsExs6o23JjovDoDHFjRVtn7lJkyYRGRnp064JIYQQ7pBMZiGEEN2aFmSWTGYRNip3w4k34PNvQ/EsKJ7Fob/cAMCAXpCc0P1yCOIiG8lKOElWwkl0TQYo26huzVXB7lq31D44uMG9Fa0zSyOMtoPuBVpEM2TusUxXjISmZDdWtH2snpQtsF+2HNjjeFEb9oPqdWbwP1/wZtC/3UCFXVtnnju3jrnWGCgdb5lOO6BObARLry8hxioL3u16zN4fc0IIIYQvSZBZCCFEt2ZdLsNkMrleoVcvuHjRz73ys+pqCTKHs+YqaCyzBFLLNnJg324ARvcLbtcCzZgynhN1g21uxsQR0HMCZMy03FInBrur3cq1115r17IRKHG9YijVZU4/AFGNlmm3SmVUAG/ZtFxzzTVu73LIkCH062f7Jv69G+tdUQZRVjWP7YO8gWadyawz2daMdsb+cfbv39+tQf807Y+5tYAbn9X2Jzb67HV7nz5nX4/5gjtB5v3AJpsWT445IYQQwpckyCyEEKJbGzJkCADV1dVUVNjnUTngxiBEIU8ymcNT6kQVMI1Nh/QZNkHUg1UDABg9rF+3Cqg2ZT/PH8/eZ3NruOptGPB1mP2x5ZZTENR+dje33nqrg8EmX3G9YigFmfvaFW84706QeTXQYJ6Kjo7m3nvvdXuXOp2ORYsW2bT9BXCVjx/bqgLNmv0ZavC9YGiJgL19LNMjKiCpqeN1qlCP09qiRYvcGvRP8+1vf5vo6GirlgbU6+FCSB1z3gw0afu+ysjI4NZbb/Vdn4QQQggPSJBZCCFEtxYXF0f//v0BD0pmhDsJMoennAKY8jsY8V2Ys9EmiHqgbiIAY77y424fUDUlDoPqL4PdjW4tNjaWBx54wK71j6gB2TpQmg1Gq1qyYRXwM2If8LvzzjvJyMjwaLeLFi2yqadbC/zZjfWsS1K0RqjB94LhUG+ot4r1ujPo358A6yIVkZGR7YLtrvTp04d58+bZtb6Cel06EEpB5ky7TGaX5TKqUc+exQMPPEBsbKxPuyWEEEK4S4LMQgghuj2P6zLHx0NdEOs2dlZNDSQmBrsXwhtHX4Nh32nXfPDgQQBGj3Yx0FUXdmPaf7i3/+vEffpVKP0ANsw016y2ue14NJjd7DYefPBBu0zUauCvHa/UEq8GY9P00UOkizRYf+lnn8nsKuC3AbD9DHn44Yc93m3//v35+te/btP2MmpgvI7YB3ODVZfZ00H/TKjHZ+32229vVzbEHe2f7yNAcccrlYXKiQ2T7b4v94PaPs4XB9T7qdo8FRERQV5enl96J4QQQrhDgsxCCCG6PS3IfOzYMfdWGDQITp0Cd8prhKLWVojqfoPDhb2WelWLOXGwTXNjY6P52B0zZkwwehYSMmMvkJVwksiKzdBQCoZNNnWrzbfK3cHuarcwePBgbr75ZrvW3+JRZmlkM6Tv93XXXItogczdlumKEdCY4mKll2ymxo8fz7Rp07zavX2w9ADwoYt1QmXwP/t60K4ymT8ADtq1eROcB5g+fTrZ2dl2rS85XNasJQ7KxlmmM/ZBZKPz5f0l5TQkWNWQdlmP2Qj8zqbl5ptvZvDgwY4XF0IIIQJAgsxCCCG6PevB/9wyeDC89RZkZcH69f7rmBDWTv8NBtpfDg5ffvklRqORHj16kJkZ5BG/QoApKgV6TYHEIbaD/0W7ChIKX2sfLNyHfWCsnVAoX9D7EETXW6Zdlsr4F/Bvm5aHH37Yo5rC1q677jpGjRpl0/YDrKs9tzfhghpkT2OfURwonmQyN6Ael7XRo0cza9Ysr/at0+kcHHPrUa9PB+xPbGQE4cSGx+VZfot6P1l4G5wXQgghfEWCzEIIIbo9jzOZz5yBZ55RZSfuuCP8As1dYfDC7ujseuj/tXbNWqmMMWPGeB3U6kqMKdlw4xZIn2Y7+F83GhAxVHzlK19hxIgRdq1PYl9WwkYoBJntS2Wc62jQv4uAbYmCnj17cs8993i9e51OxyOPPGLTVgL8vIN1EpthdLllem8faA7wLz0TtpnMA6ogvYPKUj9DZWlb+/73v9+p/2P33HMPPXv2tGt9EKh0vlIoHHMe1WM+gnofWYwcOZI5c+b4vFtCCCGEJ+Ra2W5g4cKFJDqovblw4UIWLlwY+A4JIUSI8agm8/r18JOfqJITAM3NKtD87rvQ7tJwIXyk6gAkD4eI6HazDhxQYZruXI+5HV0EoANjK0REulxc+EdERAS///3vueGGG6xa64D7gY9wmO9yYQKYdJa03KAEmbfbTp+b0sHCjwK2NSGWL19OUicHV83Ly2PVqlXs3Gl5/M8DtwNTnawz6TwcSFf3G6PU/fGlneqGR070hEvxVv3poFTGFuDXdm05OTk8+OCDnepDcnIyL774Ivfff79V63nU6/RHxyu1CzLvAOwHrvQztzOZjcB3gHqb1t///vdEREj+mBBCdCerV69m9erV7dpra2sD35k2EmTuBrZv3+6w3dtL0YQQoqvRymWcPXuW+vp64uPjHS+4fr0KKDc327ZLoFn429HXYOT3HM6SQf+cSJ0Il/ZAL1eXnQt/uv7663nooYd45ZVXrFo3ocpmPNJ+haZkqBgJaYfUdOYeVSPZGMCfLfZBZqcBv38Bf7ZpmTt3Lvfee2+nuxAdHc3q1avJycmhue0zxwgsBHYCcQ7WmXwe3hhvmd7ZN7BB5h12Y/U5K5XRgHoc1tW5tccb5YPxAhYuXMjbb7/Nf/7zH6vWPwHzgFvar1AaAic2+lplMtenQtUgJwv+FvX+sXj44Ye57rrr/NY1IYQQoenEiRNs3Lgx2N2wIac7u4EpU6Ywc+bMdresrKxgd00IIUJC79696dGjB6A+rB1yFmDWaIHmcCidYTK5XkaEjtYGqD8PSUMczrYulyGsZMyAsk2ulxN+99xzzzkYkOxJ4EvHK1gHdaPrVY3kQIlosS1dUD7SyaB/FdiXyUhJSaGwsNBnZWuys7N5+umnbdoOAE87Xjzog/9tswsy555zvNzTtB/s76c//SlXXHGFT/qh0+koLCwkJcX+dXsQ9brZaUqCcqsa2Jl7IMLJZ70/JJZBj7OW6fOTAUfH0JfYl8nIysriueee82fvhBBChKisrCyHsb4pUzq6Asu/JJO5G1i9ejXjxo1zvaAQQnRTOp2OoUOHsnv3bo4ePdo+WOcqwKyRjGbRGTsehcrd7dsbylT5h+JZajp1IuQUAGA0GiWT2ZnUSXDopWD3QqBKGKxatcpB2YyvAp8AdtHQ85Mh+03LdN+dYAjQd9n0Eoi2GmLPYamMGuBr2JfJKCgooH///j7tzhNPPMG6detsymb8GhgBLLJb1r48xa4AjwO63S7IPMVBkLkQx2UynnjiCZ/2ZcCAASxfvtxB2YyvAcWAXTmT85MhvS30HdUIaQehLNunfXKqXea8o3rM54GbsC+TsWrVqk6XZhFCCBGenJXA3b9/v89O3HpKMpmFEEJ0ewaDwXw58t1338348eNZtmwZBoPB/QCzJtQzmiWLOXRV7oayje1vlw9A1X7LtFUg+syZM9TV1REdHW0u+9LdRVTpVUD+w9lw/j11v3iW4wC+CBitbIato8BXUIPnWQnmQGwu6zE3AF9HVRW28FWZDHtaGYnoaNt67A8Ca+2W7dkAQ62eyl19wRigsUCNOtsg84AqyKyxXWYt8F279XxZJsPewoUL+epXv2rXugX1+jXYNgf1mNtmO30u126Bi6j3ie3gxFImQwghRKiRILMQQohubdu2bYwdO5b9+/cDUF1djV6vZ+nSpYwdM4Ztd93lfoBZ09wM3/wmVDi4LDfY6ushISHYvRAdiU6BjJnq1isXEgap+9HtL9nXspiHDx/eLgjVXelaqiwB+cYyy/3mqmB3rdt77rnnyM62zw7dB9wAlFma7DM5QybIXAPcCnxgs8iAAQN8WibDXnZ2Ni+88IJNmwm4B3jDblnrbObaGPiyl1+61M6RXnDZqlC0famMv6L6a3+a84UXXvBbtpVOp2PlypUOsss/QL2OVgMjBTPI3N8uyHzWOshcClyPep9YZGdnS5kMIYQQIUeCzEIIIbotg8HA3LlzKS8vN7cNHDjQHAQpr6hgbnQ0Bk8zrKKj4c03oXdvX3bXN2pqQC6tDW2pE2H2x+rWZybM/kjdT53YbtEDBw4AUioD4EJjJifqBtPa+xpLkL7nREgeYZnOmOnweRSBkZyczPvvv8+wYcPs5uwGrgVOqcmGVKi0qkHedxfojASEdZDZpIMLWsC7EpgDbLBZPC0tjQ0bNvi8TIa9H/zgByxdutSmrRX4H8B6SMVg1WW2r8dsXSrjZeBbqP5a+8lPfsIPfvADv/arf//+bNiwgbS0NLs5G1CvZ6WavGB3YqPfDr/2y8Jkm8lc1xsuZbVNnEK9L/bYrDF8+HDef/99KZMhhBAi5EiQWQghRLdVWFhoDjBrl3EnJSWxZ88eli9fDkD55cus/OY3VeDYHdHRoV2TuaYGkpOD3QvhjtZGqDsLSc7LYMigfxbvlX+VP569j4Zr/msJ0t/4OaRfY5me/bG5nrUIjszMTIqLix0EZQ8DU4C/qUnrzNLYakg96v/ORTZBH6uAnmGMGhSOj4Ec4AubxXv06MF7770XsJM8zzzzDN///vdt2kzAw8D9wCWCGGS2ezlzz6r+3A98j/YZzN///vf5+c9/HpC+jRkzhvfee888wK/F56jXdSM09ISLVic/MnepQSD9LeU0JFll8Z/NRQ369zfU+8F2cMz+/ftTXFxMZmaAC24LIYQQbpAgsxBCiG5r7VpV0TI7O5sf/vCHABw7dgyTycTixYvNGc1rdu9WgWNXgeZQDzCDZDKHkyMrIeueDheRTGYXIuNUsF5qkYeUrKwsNm7cyJAhQ+zmGIB5wAI4P8p2ViDKF2Tsg6gmy/S5icAjwHXAcZtFe/fuzQcffMDkyXZlFvxIp9OxYsUKFi9e3G7e68AVQGWQgsz2g/5VnlP9ed3Bso8++igrVqzwW3kRRyZPnkxxcTG9etnXDzkOzAIegbNWr2VMnToe/K1dPeZxwHzU+8BgM2vIkCFs2rSJwYMH+79fQgghhBckyCyEEKLbKitT2UNTp05l8ODBREVF0djYyPnz59HpdEydOhVQZTW4+eaOA83hEGAGCTKHi/rzULEF+s3tcDHJZHZD0lCoPe56ORFQw4YN45NPPmHs2LEO5q6F87+zbQpEkLldPeb3gN+2X6xfPzZt2sSUKfaDAvpfREQEy5cv52c/+1m7eWeBu2sh4bKlbVt/aPVzLLclwjaYnXwR5jeo/tj7+c9/zosvvkhEROB/hubm5rJp0yb69evnYO5v4eyHtk39t/q/U+3qMa8E3mq32NixY9m8ebMM8CqEECKkSZBZCCFEt5WRkQHA1q1biYyMNGcHHT16FJPJxJYtWwBIT09XKzgLNIdLgBmgulqCzOFg709g/C+gg0y/yspKSktLARg1apTT5bq9jBlQtinYvRAO9O/fn02bNnHbbbe1n3nebqDGoASZ2w/eOn36dD799FMnwfHA0Ol0/PSnP2XVqlUO6/LWnbHcr46Fg/bliH3sQBrUW30sVjuILicnJ7Nq1SqefvrpgGYw2xs3bhyffvop06dPbz/zjN3r3X+L/zvULpP5crtFbrvttg6C40IIIUTokCCzEEKIbmv+/PkA6PV6VqxYYb50+8iRIxQUFLBvn7pUdsGCBZaVtECzNhhgOAWYQTKZQ8WOR6F4lu2tcreaV/YJHP8r/GcirBvQfn4bLYu5f//+JEudbefSrgbDZ8HuhXCid+/erFu3jr/85S+kpqZaZtQC1vG2vh8BK9tm+FoTsBb6vWlpMgKllsn4+HiWL1/Oxo0bycrK8kMfPHffffexb98+Zs+ebTvjjO3kDwZAiZ/6UAI8al9e+5zt5Jw5c9i3bx/33Xefn3rhGa1cy4svvkhcXJxlxgVsRyfsvwZYizo+fK0WdK9Cv48tTVVAjWUyNTWVv/zlL6xbt47eoTiQsBBCCGFHgsxCCCG6rby8PPOI80uWLGHnTpUp99RTT/HYY48BkJaWxqJFi2xXvPlmePFFiI0NrwAzSJA5VFTuhrKNtrdmLXPTCMYGNV1/1sF8RUpluCk6CVr8EZgUvqLT6bjnnnvYv38/t956q2WGdX3hhFbolQf0Bx4FNmMTkfNYA7AV+AkwCKIXQB+r7ZUBzeru9OnT2bNnD48++iiRkZGd2KfvDR48mPfff59XX33VktVsF2T+cACMQ1WW/itwkvYD8bnL1Lb+X9u2Nw740D7Bti3InJycTGFhIe+99x6DBg3yco/+ERkZyZIlS9i7d68lq7kFmxMLZNRBzAJgEOo42YY6brxVgzpuFwP9ofd3Ic5omW0VnL/tttsoKSnhnnvuCWrmtxBCCOGJqGB3QAghhAiW9PR0ioqKmDt3LuXl5Vy8eBGw1GpOS0ujqKjIUi7D2ty5cPZseAWYQYLMoSY6BVInqvvVR6CxHHRRKshsarWd38bASAqXLaOgoACAXbt2sWzZMvLy8hwfqwIS+kHdWUiwT7kUoaRv3778/e9/54033uCRRx6h8kwlWFeCGQhcrAJWtN10wGhgCpDTdssC4oD4tvn1qMDgWWCH1W0fKqrYph+26TdnVPbys88+yyOPPBJywWVrOp2OvLw8brzxRh544AGKNxarTGzt8bQd9h+33QB6Y3nGpgDZQA/UMxeDyt1tQCWT64HtWJ65dkVErIPMJuC8yl7+wx/+EHLBZXsjRoxg48aN/N///R/5+fk0nG2wPB4d6v6JUuD/td2iUEMa5ljd+mM55kxYjrkTWJ617cBBbML79sH5syp7+aWXXuLuu++W4LIQQoiwI0FmIYQQ3Vpubi4lJSWsXLmSV199lVOnThEfH8/SpUtZtGiR86BdcjK0tjqeF8okyBxaUifC7I/V/eqjUPIcXFmoymOUbbSdD2zbts18UkRTUVHB0qVLKSgooKioiNzc3AA+gDCRPkOVIcla4HpZEVRaVvONN97Ij1f+mMKmQsvMAcAe66VNwIG22587t+OBtpO3TLqFl195mQEDBnRuuwGkZTW/9957zP9oPpe1EQAzsESO21QA77fdOiUayLRMJjck89Y/3uLGG28MmyCpltU8b948vrfye/yLf1lm9kfFis1agN1tt9c6t2O7c14PzH2AX677pfkKKyGEECLcSLkMIYQQ3V56ejr5+fn885//BCAxMZH8/PyOs0KTk1XANtzU1Ki+i9BiMlkG+3PCYDDYBJhjYmIAzLXEy8vLmTt3LgaDwf/9DTcZ14Bhc7B7ITyQlpbGiz98kUidVQbxQOfLd5pdLPnXP/h1WAWYNTqdjptuuom7r73b0hhB+6xZX+kHWL1EC6Yv4KabbgqbALO1gQMH8twjz9k2+vMQsDqedej4zWO/kQCzEEKIsCZBZiGEEKLN0KFDARWsu3y5/QjvNuLioL4+AL3yMclkDk2lH0HvqRDfx+kihYWF5gDzr3/9a5qbVcHYTz75hOXLlwPq2F25cqX/+xtuYlKhqTLYvRAeSoxJZHyf8ebpiL4RPPrEo4wfP94n5St0Oh2jR4/m4e89TK8JvcztqXGpjOg9otPbD6arBlxlM73gfxdw44032g6u2AmpqanceOONLPiR7dUB0wZO88n2g2VU2ihSYlPM0xmTMvje977H6NGjfRI4j4yMZPz48Sx5YgmR/S3HcHafbHrE9uj09oUQQohgkiCzEEII0SY5OdmcvXzs2LGOFw7DLC1ABZkTE4PdC2Hv9DuQ9T8dLrJ27VoAsrOzuemmmzCZTPTo0YN+/fqxePFisrOzAVizZo3fuxuWYntDQ7nr5URIuXrA1eb7RpORm/NuZs+ePVRXV/P555/z29/+lvvuu89l4FkLKN9zzz28+OKLbNy4kaqqKg4cOMAPf/FDLjZeNC971YCriNCF98+kKwdcaTPdkNbAf//7XyoqKjh27Bhvv/02TzzxBLNnz3YZeE5NTWX27Nk8+eSTvP322xw7doyKigr++9//UtvLdlDNcA8yR+giyO1vKTlU1lDGk88+yYEDB6iqqmLjxo28+OKL3HPPPYwaNarDwLMWUL7vvvv47W9/yxdffEF1dTV79uzh5gdvptVkKbk1bUB4P29CCCEESE1mIYQQwsawYcMwGAwcPXqUiRMnBrs7vtfSAtHRwe6FsGZsgaYqiOv4MmltQMqpU6dy4MABAJvsuqlTp6LX66VchjMZ16qSGQO/HuyeCA9cPfBqXt7+snn68zOfc8PQG4iPj+eqq67iqqssGbvNzc3U1tbS0NBAfX09JpOJ+Ph44uLiSEhIIDY21uE+Pj/9ue0+rQLb4Wpk75H0jOvJpYZLAHxx5gtMJhM6nY4hQ4YwZMgQ5s2bB4DJZKK2tpb6+noaGhpobGwkNjaWuLg44uPjSUxMdBhMNZlMfHb6M/N07/jejOgV3hngAFf2v5LiY8Xm6U9Pfcr8K+aTnJzMjBkzmDFjhnleY2MjdXV15mNOp9OZj7nExESinXzefnrqU5vp6YOm++fBCCGEEAEkQWYhhBDCytChQ/niiy9cZzKHK5PJ9TIicCp3w39zoLVBDfZn3W4nIyOD0tJStm7dSt++fQHM2csmk4ktW7YAdFxLvDtLvxZKnpcgc5ixz4y1Dmrai46OpmfPnh7v4/MzdkHmgeEfZI7QRTC1/1TeP6qG9rtQc4GTVSfJ6pnVblmdTkdSUhJJHpZS+vLil1TUV5inpw2cFpa1mO1dM+gam+lPTn3C/CvmO1w2NjbW6cmLjnx2xvY4DvcMcCGEEAIkyCyEEELYGDZsGABHjx4Nck9Et9BcBZf2qvvVhztcdP78+ej1evR6Paa2kwXZ2dmYTCYKCgrYt28fAAsWLOhoM91XfCY0lAa7F8JDQ3oOISMxg7Jalcn/xZkvMJqMPi1nYR1k1qFjav+pPtt2MF094GpzkBlg86nNDoPM3rIP+HeVQOm0gdOI0EVgNBkBFWT2JaPJaJM93yexD0N6DvHpPoQQQohgCO9iY0IIIYSPaYP/SZBZ+FXqRMiYCekzIDZD3Xd0S51oXiUvL4+0NFVSQwsov/fee0yYMIHHHnsMgLS0NBYtWhToRxM+opOh2cWgniKk6HQ6m/IVlQ2VHK7o+ISMJ6obq9lzYY95elzGuC4zANuMwTNspjed3OTT7XfVIHOP2B5M6DPBPK0v1ZvLjvhCiaGEqsYq8/T0QdO7RAa4EEIIIZnMQgghhBUtk7nLlssQoSGnQP298CFUfwkjHnS5Snp6OkVFRXz1q1+lokJdov6f//zHPD8tLY2ioiIpl9GR9Olg+Az63RTsnggPXD3gav5x6B/m6c2nNjM6bbRPtv3p6U9tBmC7dtC1PtluKLhqwFVERUTRYmwBfB9k/vS0pa5wVEQUU/pN8en2g+naQdey68IuAEyY+PTUp3xt5Nd8su12wXkZ9E8IIUQXIZnMQgghhBUtyHzy5Emam5tdrxBuNY4lWyq0nFkHA293e/Hc3Fz+8pe/ABAVFUVmZibZ2dksW7aMkpIScnNz/dXTriFjBpT5NtAm/M++Ru7HJz722bY3nthoMz1z8EyfbTvYEqITyO1n+Z9wqOIQpTW+KRljqDVQYigxT0/MnEhCdIJPth0Krh1se7LBlyUzNp/abDPdVTLAhRBCCMlkFkIIIaxkZmYSFxdHQ0MDp06dMgedHUpIgLo6SEwMXAdF12FshcYKiMvwaLUzZ84AcN111/H++++7WFqw41HbgRSrDkC5g8HjUidaMsxFSMntn0tCdAJ1zXUAfHTiI0wmk09KDHx88mOb6ZlZXSfIDKpkhnXN6U9OfcK8sfM6vV37QP+swbM6vc1QYp/R7qsgs8lk4sPjH5qn46Pimdx3sk+2LYQQQgSbZDILIYQQViIiIsx1mV2WzEhOhpqaAPTKR0wmaGgIdi+ExvAJZHh+ab5erwfUoH/CDZW7oWyj5dZYZjut3awD0SKkxETG2GQzn6s+x5GLRzq93ZqmGraf226eHtV7FJlJmZ3ebijxV13mj058ZDN9/ZDrfbLdUNEnqQ8jeo0wT287u4365vpOb/fLi19ytvqsefqaQdcQGxXb6e0KIYQQoUAymYUQQgg7Q4cOpaSkhKNHjzJnzhznCyYlQXU19OkTuM51xrp18Le/wfr1cPPNwe5N92GfSaupPgKJg+DkWjXtZibt3r17AQkyeyw6RT3H9echMh5ieqr2yt3QXNXBiiIUXJd1He8ftWTuf3TiI0b0HtHBGq59dvozc71igFlZszq1vVA0feB0dOgwoUo7bTy5sd0yTU1NlJaWUl9fT0NDA01NTcTExBAXF0d8fDx9+vQhJibGZh3rbNxIXWS7kiZdwbWDruXLi18C0Gxs5oszX3DdkOs6tc2Pjnft4LwQQojuTYLMQgghhB23B/9LTlZB5nCwfj0sWADNzXDHHfDuuxJoDhQtk9aR+rOO250wmUySyeyt1Ikw+2O4fAhOvgXZP1HtxbOcvz4iZNgHgD868RF5OXmd2mZXrsesSYlLYWLmRPMgdntL9/LB5x9wbN8xduzYwfbt29Hr9TQ1NTndRkxMDOPHjycnJ4ecnBwGjRvEoYpD5vm5/XNJjk32+2MJtJlZM1m1e5V5uvhYcaeDzB+e+NBmWoLMQgghuhIJMgshhBB2tCDz0aNHO14wXILM69erwLI2kKEEmoNDy6QFaLoELXWQ0M+jTNoLFy5QUVFBREQEY8eO9VdPu7bkkVB9yPVyIqTk9M0hKSaJmiZVouij452vy2xf8qGr1WPWXNP/GnOQGWD2g7NB7/76TU1NbN++ne3b20qLZAPfsMyf3m+6bzoaYuYMtb2S6f1j77PshmVeb89oMtpkMifHJEs9ZiGEEF2K1GQWQggh7Gg1md0KMod6TWb7ALNGCzSvXx+cfnVHWibt7I8hYybM2aTua4FnN2hZzCNGjCA+Pt4PnewGdDrQRYGx2fWyImRER0bbDMZWWlvKgfIDXm+vsr6SLWe3mKdH9h5Jv+R+nepjqNHr9Tz88MOsfGKl7YwOxrN1yxDbyd/97+94+OGHzf+fuoq+yX3JzrBcMbLj3A7K68q93t7+sv0Y6gzm6ZlZM4mKkJwvIYQQXYcEmYUQQgg71uUyTCaT8wVDPZPZWYBZI4Hm4DAZ1eBz8Z4PMCalMnyk12S4uDPYvRAeumHIDTbT//nyP15va8OxDRhNRvP0TcNu8npboaSlpYU1a9YwY8YMxo8fzyuvvELD4Qaw/hjoMMisA+La/jphvX4LNHzZwCuvvML48eOZMWMGa9asoaWlxenq4eQrw75ivm/CxAfHPvB6W8XHim2mr8+SUhlCCCG6FgkyCyGEEHaysrLQ6XRUV1dTXt5B1pI28F8ochVg1kigOfAqtkHvK71aVQb985GMGVC2Kdi9EB766oiv2kwXHSnyelv/PfLfDrcdjg4cOMD06dP55je/ySeffGKZ0QKcsFowGegzEJgPPA98ABiARqAVqG/729jW/kHbcvPVeilW2zqFTQD7k08+4Zvf/CbXXHMNBw54n2keKqyDzIDN4JOe+veX/7aZvmHoDU6WFEIIIcKTBJmFEEIIO3FxcfTv3x9wMfhfqGYyuxtg1kigObBKP4RM74ILWibz+PHjfdmj7qFytxrkr3gWbF8MB15Q9yt3B7Vbwn1j0sYwOGWwefqTk59wufGyx9sxmUw2Qea4qLiwHvSvpaWF5557jkmTJrF161bHCx21y0we9giwBvgRcD2QBsRgyWDWtU2ntc3/kVp+xEO22znsOON5y5YtTJo0ieeff57W1lYvHlVouHbQtcRGxpqn3z/2fsdXODlR1VDFxpOWgSYH9hhoU4pDCCGE6AokyCyEEEI44Nbgf6EYZK6ogG9+0/0As6a5Wa1XUeGffgmLqv2QMs7j1VpaWigpKQEkk9krzVVQtlHdDJtUyZKyjW4PuiiCT6fTMXfEXPN0s7HZq/IFe0v3cr7mvHl6VtYs4qPDs8a5lr385JNP0tjY6GCJTOAncMTueRrhZamRkbbZuBz+WG2fPu0WbWxs5IknnmD69Olhm9UcHx3PjMEzzNNnLp9hb+lej7fz/tH3aTFaSojcPPLmTg1aKYQQQoQiCTILIYQQDrg1+F8oDvzXuze8+SZER3u2XnS0Wq93b//0CzAYDCxbtozx48eTmZnJ+PHjWbZsGQaDwfXKXUHlbtgwEy4UwwfXW7Jq3cykPXLkCI2NjSQmJjJkyBDXKwgldaIaaNH+ljgUeuVYpj0YgFEEz9dGfM1m2r4EgTv+eeifNtNfHR5+pTJMJhMvvvhiB9nLI1GZyieBZ6B8FlwaZJk9eBMkeDiIXXwFDPjcMl0xAi7OUNvnVNv+RrZbTctqXr58uVdZwMFmfWID4N0D73q8jfVf2l4pdMvIWzrVJyGEECIUyXC2QgghhAPWg/85FYqZzAA33wzvvut+yYzoaLX8zTf7rUvbtm1j7ty5NjWuS0tL0ev1FBQUUFRURG5urt/2HxKaq1QGLUBDqcera/WYx40bR0SE5Am4LafAcXv5F6o+9qhHAtod0TnXDbmOuKg4GloaAPjHoX/wSusrREe6f2LtnQPv2EzfPNJ///v8wWg08thjj7FixQoHc3XAY8AvgHjb9gN3wNUFajKiFUb9A3Z9x/0dj/w3RFgGS+SwdcA/BlXj+VZUZvOLgCWg3NjYyGOPPcapU6f4zW9+E1b/w24ffTtL3ltinv7bgb/x8+t+7vb6LcYWir601A9PiE7guiHX+bSPQgghRCiQIHM3sHDhQhITEx22L1y4MPAdEkKIMOBWuYy4OKivD1CPPORuoDkAAWaDwWATYM7Ozmbq1Kls3boVvV5PeXk5c+fOpaSkhPT0dL/1I2isM2RrT0JsOkQldLycA1KP2cdSJ8OXvw92L4SHEqITuHHYjfzj0D8AKK8r58PjH3Lj8BvdWv/Lii9tyh1M7juZoalD/dJXf2hpaWHRokWsXr3awdyRwOvANMcrH/iGJcgMMPZvngWZx621nT7sKBs3HngBuAO4DzhsM7egoICqqioKCwuJigqPn6KDew4mp28OO87vAGC/YT+Hyg8xKm2UW+t/fOJjyussJ1hnD51NXFScX/oqhBCi+1i9erXD7wO1tbWB70yb8PhkF52yfft2h+2zZs0KbEeEECKMpKamAvD555+TmZlJRkYG8+fPJy8vzxIIDfV6iq4CzQEIMAMUFhaaA8zLly9n8eLF6HQ6TCYTK1asYMmSJZSXl7Ny5Ury8/P92pegsM6k/fQemPYXr44dLcgs9Zh9JDIGjM1gMoX+e1nYWHDFAnOQGWDt/rVuB5n/duBvNtPzxszzad/8yWg08p3vfIc//elPdnOcZS/bOT0NqvtCcls96qHFEFcJDamudx5/EYa9b5mu6QMnOhoscRqwG0dZza+//jqtra28/vrrYZPR/I0x3zAHmUGVzHjq2qfcWvcN/Rs203eOvdOnfRNCCNE9nThxgo0bN7peMIDC41NddMqUKVOYOXNmu1tWVlawuyaEECFp27Zt3HPPPYDKGtPKOixdupSxY8eybdu2IPfQA1qg2b5Gc4ACzABr16rst+zsbBYvXswvfvEL5s2bR3V1NYsXLzYHTdesWeP3vgRVawNExnod0JQgsx/0GAXVh10vJ0LKzSNvJj7KEkx998C7NLY4GvTOlslk4s97/2zT9o2x3/B5//zBZDLx6KOPOggwRwF/RWUPuxi80BShSmZoIpthjJv1hce8C5GWgevYfyeYIl2spGU1/wWwXfZPf/oTjz76aNjUaL5jzB0203/R/8Wtvje2NNrUcI6LiuO2Ubf5vH9CCCG6n6ysLIexvilTpgStT5LJ3A2sXr2aceM8H8VeCCG6I620Q0VFhbntG9/4BocPHw7f0g5aoPm228BoDGiAGaCsrAyAqVOnUl5ezs9//nOMRiNGo5G//e1vTJ06Fb1e3/UHACz/AtKu8mrV6upqc31wCTL7UMYMKNukgs0ibCTFJHHLqFt4a/9bAFQ1VrH+8HqXAeOtZ7dSYigxT0/KnMTI3u0HqgtFzz77LC+99JJdayzwDuDB//L9d8LU31mmJ7/mXsmMiattp/ctcH+f3A30AOYBlpMBL730En369OHHP/6xB9sKjlFpo5iYOZHdF3YDUGIoYevZrVw54MoO1/vX4X9R1Vhlnr5l5C0kxyb7s6tCCCG6CWclcPfv388VV1wR+A4hmcxCCCGEDevSDv379wfUB/iePXtYvnw5gLm0Q1i5+WaYNQuSkgIaYAbIyMgAYOvWrfzjH//AaFQDR61bt47nnnuOLVu2AIRP0N5bpR9BhneDPe3fvx+AzMxM0tLSfNmr7q33lSr4L8LON6/4ps30K9tfcbnOa7tes5n+ziQP6hEH0bZt23j66aftWqOAd/EowAxw6lq4OMwyPfBzSN/f8ToZehj0qWW6MgvOXO3ZfrkZ1V/bHKef/vSnTkv7hRr748X+eHLE/ri8O/tun/ZJCCGECCUSZBZCCCGsWJd2uOoqlXV69OhRdDpd+Jd2GDgQTpwIaIAZYP78+YAq96AF6nNycgDIz89n3759ACxYYJsZZzAYWLZsGePHjyczM5Px48ezbNmy8M14rj4CycO9WlUG/fOTqHhVxkSEna+N+Br9kvuZpz84/gEHyw86Xf5SwyXe3PemeTo2MjYsAn4NDQ0sXLjQfHJO0aFKUMz1fIOmCNj5gG3bFBcDYObaBfB3PKi247G5wJ9R/VdaW1tZuHAhjY2uy50E293ZdxMbGWuefkP/BpX1lU6XP2A4wIfHPzRP90vux9dGfM2vfRRCCCGCSYLMQgghhBXr0g7DhqlsL61MgU6nY+rUqQDhGejU6aB374DvNi8vz5x9W1KiLlUfPHgwqamp5pqW8fHx/OUvfzEHkx966CHGjBnD0qVL0ev14V0XG6ClDqISpB5zKEocDLUng90L4aHoyGjyJufZtK34YoXT5V/e9jI1TTXm6W+M/Qap8W4MeBdkzzzzjPn/psXPgPneb3T3QjBa1Uie/AdILHW8bIIBJljVgW6Nhl33e79vFgA/tWnZv38/zzzzTCe2GRi94nvZ1Gauba7lt1t/63T5FVtsj8cHcx4kOjLaydJCCCFE+JMgsxBCCGHFurTD0KFDAZXJDGrgJYelHcJk4KJg9TM9PZ2ioiKSky11KN99910qKy0ZYPX19Rw4cMAcTP79739vroudnZ3Nd77zHXOAVauLHVaBfsOnkDbN69UlyOxHWl1mEXbycvKIirCUX3ht12ucuHSi3XKXGy9T8EWBTdtjVz3m59513rZt23juuefsWicDT3VuwzWZoLcqNxLdANN+43jZab+BmFrL9P47oTajc/snH5hk0/Lcc8+FRdmM/532vzbTK7assDl5oTleeZxVu1aZp6Miolg0eZHf+yeEEEIEkwSZhRBCCCvWpR327NkDqCCzyWSioKCgfWmHhASorw9KX8NJbm4u119/PaCCzpmZmYwZM4b4+HjzMqmpqXznO9+hT58+5rbExESKi4v5wx/+EN51sUs/gj7e1WM2mUzs3bsXkCCzX6RPUycBRNjpm9yXhRMWmqebjc08Wfxku+WWbVqGoc5yUmr20Nnk9MsJRBe95rhMRjSwuu1vJ33yYzBZXVkx9SVIPWa7TOpRuNIqG9ekg82dDHADjh5HuJTNmNx3MjcNv8k8XVFfwS82/qLdck998BTNxmbz9H0T76Nvct+A9FEIIYQIFgkyCyGEEFasSzu88oqqQ3n48GEmTJjAY4+pzLe0tDQWLWrLSEpKgurqoPTVY16WavCFhoYGPvjgAwD+9a9/cf78ee655x7qrQL0lZWVjB49mri4OHNbbW0t2dnZjBo1iv3794dvXezak5CU5dWq58+f5+LFi0RERDB27Fjf9ktAdA9oDpP3sGjnJzN/QkxkjHl67f61/K3kb+bpz09/zotfvGizzjOzQr80w+9+9zsHZTKeBnx0oql8NOy/yzId3QC3PgARLWo6ogVuXaTaNfvvhDJfjVY/HviJTcv+/fv53e9+56Pt+8/Sa5faTL/4xYt8ccYygOi7B95l7f615umYyBiWzrBdRwghhOiKJMgshBBCWNFKO2iBZgCj0WguV5CWlkZRUZGlXEZycvgEmYNY1uODDz6gpqaGfv36kZubC9gOsviLX6hMsB/96EecPGlbH7esrIzDhw+zdOnS8KyL3VwN0Uler64deyNHjrQJwAsfiusD9ReC3QvhhUEpg/jh1T+0afvWum+x/vB6vjjzBXe8dQctxhbzvLuz7+bqgVcHupseMRqNvPzyy3atk4EnfLuj4l9BU4JleshHcNv9kHJSBZyHfGSZ15QAG5737f55EvuyGS+//LJd9nbomT5ous2gkS3GFr6+5ut8dvoz1h9ez7fXfdtm+R9e/UMGpQwKdDeFEEKIgJMgsxBCCGEnNzeXkpISli1bRkyMypAbOnQoy5Yto6SkxBwkBcInyBzkutHr1q0D4PbbbyciQn39sB5kMT8/n3vvvZfevXubA6na35SUFAD+8Y9/cODAAcd1sUOZYTOkX+P16lKPOQAyZoDhk2D3Qnjp6ZlPMzpttHm6vqWeW968hatfu5oLNZaTB32T+vLiV150tImQ8v7775sHnLVYgU/KZFi7lAUfLrNtm/BnWJIFE/9o2/7hMqga7Nv9Ew38n03L0aNH2bBhg4/343u/+cpvSE+wfAaV1pYyfdV0bnnzFmqbLTWsR6eN5umZTweji0IIIUTASZBZCCGEcCA9PZ38/HxmzZoFwNKlS8nPz28f2ExOhpr2g/6EnKYmiI0Nyq5bW1v55z//Caggs8Z6kEWdTsfq1aspLy9n6VJ1WXFDg7pMe+DAgdx2220ALFy4sH1d7FDXiXrMgNRjDoT0a6BMgszhKi4qjr/P/zu943s7XSYmMoY189bQJ6mP02VCRfss5gnAdP/s7IvFsOdbHS+jX6CW84vpqNIZFu0ff+jJTMpk3fx1NqVa7PWM68m7d71LXJRcgSKEEKJ7kCCzEEII0YFhw4YBKrvKoXDJZK6thcTEoOz6008/xWAwkJqayowZM8zt1oMsrlixAlNbtvWiRYtItOqrwWAwXz69detWwK4udqirOwsJA7xeXctkHj9+vIslhdfi0qCxIti9EJ0wKm0Uxd8uJqtnVrt5veN78++7/82MwTParxhiTpw4wfr16+1aHwb8VVNfB//8A+x4wPHsHQ/Auj/5d/88bNOyfv36dmWTQtH0QdP5993/pld8r3bzBqcM5qN7P2JM+pgg9EwIIYQIjqhgd0AIIYQIZUOHDgVwcOlym3AZ+K+mRvU1CN59910Abr31VqKjLZd75+XlUVBQQHl5OUuWLGHVqlVMnTqVrVu3Ultrudy4tLSUf/3rX+bp+Ph427rYoaypSg0s56WWlhYOHDgASCaz38WkQuNFiG0fMBLhYWLmRPQP6Xl91+t8dOIjmo3NTBswjbycPHonOM9yDiWFhYXmE25KD+Ae/+60NQb+tRL2fFuVy0g5BZcGw95vwSnvS/247x7gceAyoGpSFxYWsmzZsg7XCgWzh87m8PcP8+qOV9lydguRukiuy7qO+yfdT2JMcE7sCiGEEMEiQWYhhBCiA25lMp87F8AeeSlImcwmk8mmHrM1bZDFuXPnUl5ejl6vN2ftAvTq1Yv58+ezefNmDAYDcXFxnDhxgoiICEaMGBHQx+G1sk2q3q+XvvzySxobG0lMTCQrK8t3/RLKjkehcre631AGxRsh1kEwMnUi5BQErl/Ca0kxSTxy5SM8cuUjwe6Kx4xGI6+99ppd60IgQP+7T12rbgGXBNwLvGRu+cMf/sAvfvELcw3/UNY7oTf51+YHuxtCCCFE0EmQWQghhOiAlsks5TK8s2vXLk6dOkVCQgJf+cpX2s3XBllcuXIla9aswWAwkJ6ezoIFC1i0aJFNtrLJZGL8+PHs27ePV155haeeeiqQD8U7ZR/DmP/1enWtHvMVV1wRFsGWsFO5G8o2BrsXQgDqcy+wslgAAJybSURBVEYbENXiwaD0JfC+i3WQuaysjGPHjjF8+PDgdUkIIYQQHpFfK0IIIUQHtCBzRUUFVVVV7RcIl4H/Alguw2AwsGzZMsaPH2+uwZyVlUWNk+dJG2Rx7969nD9/nr179zocZFGn0/H4448DsGLFCvPAgCGt/gLE9/V6dS2zW0pl+Fl0CmTMhNgM9Ve7RacEu2eiG9mxY4ddSx+gu9T0HQNk2LS0fz6EEEIIEcokyBxgx44d49KlS8HuhhBCCDclJyeTkaF++DqsyxwuNZkDlMm8bds2xo4dy9KlS9Hr9ebayiUlJYwdO5Zt27Z1avsLFixg0KBBlJaW8sc//tEXXfafxouqzm8nyKB/AZI6EWZ/DANug5nr1f3ZH6t2IQJk+/btdi05+G/AvVCjQz1ei/bPhxBCCCFCWUgHmYuLi8nJyeGdd94Jdld8ori4mDlz5nDx4sVgd0UIIYQHOhz8T8plmBkMBnN9ZYCRI0fazC8vL2fu3LkYDAav9xEdHc1jjz0GQH5+PuPHjyczM5Px48ezbNmyTm27U3Y8CsWz7G4zoPQj27Ydj3q0WclkDrD0aWD4NNi9EN1U+8zdKUHpR/DYPl7JZBZCCCHCS0gGmd955x1ycnKYM2cOO3fuDHZ32jl27Bg6nc7j25w5cxg6dKg5WCGEECI8dDj4X3w81NcHuEdeCEC5jMLCQnOAefny5dx3330AzJkzh+XLlwMq0Lxy5cpO7WfSpEnodDouXryIXq+ntLQUvV7P0qVLfZIt7RWttq/1rWo/XC6xbdMGmXNDdXU1x48fByTIHDD95sLZfwa7F6IbMhqNDn735Dhctuuyfbw7d+7EZDIFqS9CCCGE8FRIBZnfeecdhg0bxp133hmSwWXNc8895/W6Dz7YXQbvEEKIrqPDwf90YXIpcwAymdeuXQuogOgjjzxinv7GN77B4sWLzYHSNWvWeL0Pg8HAN77xDXPgIT4+nvvvv9+8bV9kS3eKVtvXvr6vB7V9tZrWkyZNAiAqKorf//73wXtM3UlcBjRXQWtjsHsiupmjR49y+fJlu9buHWSuqqpyPuiuEEIIIUJOSASZrYPLDi9FDiGXLl2isLDQq3V79uzJvHnzfNwjIYQQ/qZlMof6Z1SHAhBkLisrA2Dq1Km88cYb7N69m8TERO644w50Oh1Tp04F6FSw1DpbOjo6mvr6eu6++2727Nnj02xpr2m1fa95CwYv8Li2r3VNay240tLSEtws7e6m39fgXFGweyG6mS+//NKuJR3oF9A+pEWfY2HmMzw28HsszHyGtOhzAd0/9AfSbFoOHz4c4D4IIYQQwltBDTJrweVFixbRs2dPevbsGczuuOWXv/yl1+s+9dRTPuyJEEKIQOmwXEa4CEC5DG2AxC+++IIf/ehHAPzkJz8hPT0dk8nEli1bAEhPT/d6H9bZ0nl5eQA89thj1NXV+Sxb2idKP4Y+szxaxb6mde/evQFIS1NBl6BnaXdllbstdbO/fAW2PaTue1DeRIjOqKurs2vpRSAH/cuMOcH/GzKPOb3WkpP8MXN6reX/DZlHZsyJgPVBPd5eNi314VCOSgghhBAARAVrx88//zxHjx7l7bffZvLkyYDKEk5N7dwo7P6mZTFPnjyZKVPcH4yjZ8+ePP744/7qlhBCCD/SymWcOnWK5uZmoqOjg9wjL/gxk9lgMFBYWGjOZN6/fz8AWVlZPProo5hMJgoKCti3bx8ACxYs8Hpf1tnS+fn5vP322+zdu5dvfetbTJ48mTNnzgBw4MABli1bRl5eXqeC2l67UAyTfu3RKvY1rdetW8emTZt44YUXqKysZMmSJeYs7fz8fH/0uvtqrlI1s601lAanL6Jbah9MjQvo/r+d+SzJUVU2bclRVXw781meP+XdVZzesX3cEmQWQgghwkfQgsyOAq49e/Zk9uzZFBcXB6FHrj3//PNcunQJgA8++CAsMq+FEEJ0Xt++fYmPj6e+vp5Tp06ZM5vDip+CzNu2bbPJvrV26tQp7rrrLo4fP45erwdUVu6iRYu83l9GRgalpaVs3bqVvn378vbbb3P99dezbt061q1bZ15OKzFRUFBAUVERubm5Xu/TY8ZWaKmBGPfrMINtlvYPfvADnnnmGQDGjx/PxIkTWbVqFXq9njVr1kiQ2VeclTFpqoTWBojv2/FyQvhIY6N9HfDYgO6/f4wqB9ViiiJK10KLKZIoXau5PXBsg8wNDQ0B3r8QQgghvBW0ILMzoRy41UplPP744yHdTyGEEL6l0+kYOnQo+/fv5+jRo+2DzG2D0IW0piaIifHpJu3LO2RnZ3PhwgVzOQej0cg///lP8/JpaWkUFRV1KrN4/vz56PV69Ho9K1as4O677yY+Pp6amhqb5fr06UNpaam5xERJSUngMprLP4e0aR6vZp2lfeDAASorK0lISGDcuHHmmtZ6vV7KZfhSToHjdmMrfP4/MP3NgHZHdF9RUfY/y1oDuv+a1hTSOE+UrgWjSUeUTu2/urVnQPsBLTZTYXnlkBBCCNFNhcTAf+HgnXfeMWcxS21lIYTofrSSGU4H/wuHQLOP2Zd3+MUvfoHBYCAqKoqZM2eal+vTpw/Lli2jpKSk0xnFeXl55hrFS5YsYfz48e0CzL169WLv3r3BGQiwcjd8djec+Iulxq+btX21mtZbt27lo48+AmD69OnExMT4rKa1cFNEJMT3h9pTwe6J6Cbi4+PtWgJbJuK9i/9jvh+hs3yevX/xnoD2w/5xt39ehBBCCBGqJMjspieeeAKQLGYhhOiuOhz8LyEBumHdSPvyDk8//TQA//u//8tHH31kHoQvIyOD/Px8nwRH09PTKSoqMgeaS0vb183t06cP6enpwRkIsLkK6k5DxRZV41e7NVe5XHX+/PkA6PV6/vCHPwAwc+ZMn9a0Fh7IuhtOvBHsXohuIi7OvgZzbUD3v6nqdlaf/zENRhXUbTDGs/r8j9lUdXtA+wG2AyC2f16EEEIIEaokyOyG4uJim8y1nTt3BrE3QgghgqHDTObkZKiuDnCPPKTT+XyT1uUddu3axd69e4mNjeVHP/qRubwD4PPyDrm5uZSUlLBs2TLzJeapqak8/vjjJCYmcuDAATZs2ODXPrSTOhEyZkKvXEgYrO47unVQ29c6S3vPnj0AfPHFF0yYMIHHHnsM6HxNa+GB1ElQubNbXqUgAi8zM9Ou5TSBDjRvqLybBw5uZdHBz3jg4FY2VN4d0P1DDWB79UCfPn0C3AchhBBCeCvkajKHIi2LGdTgf88//zwAkydPZsqUKdx5553Mnj07WN0TQggRAB1mMmtB5lD+MeyHQJn1IHyxsWqQqq9//ev06tXL7+Ud0tPTyc/PZ82aNej1egYMGMCvfvUr6uvreemll1ixYgVz5swJXIkJrbZvya8h83rolePxJrQs7RtvvJHKykoA1q9fb57vi5rWwgM6nTopcGmPDPwn/G78+PFERkbS2qrVYjYCu4HpAe2HiQjqjJ4NWuo7uwHLZ1VkZCTjx48PUl+EEEII4SnJZHZh586dTjOXd+7cSWFhIXPmzCE1NZU777xTspyFEKKLsg4ym+wDtsnJYFcXuDuwLu/w+uuvA3D//fcHtLyDdR9WrFjB97//fXQ6HUVFRfz4xz8OfImJyp2QOtnr1XNzc3n88ccBSEpKIjMzk+zsbJ/VtBYeGnw3nPhrsHshuoH4+HjGjh1r17ojKH0JHtvHO27cOKnJLIQQQoQRCTK78Mtf/tKt5S5dusQ777xDTk4Oc+bMkWCzEEJ0MVlZWeh0OmpqasyD3ZklJXXLchnW5R3q6+uJjo5m7dq1AS3vYD8Q4Lx58xgwYABg+QwPWImJBgPEpnX6ud6xQwVannzySc6fP8/evXt9VtNaeCgpC2pPg7HV5aJCdFZOjv0VENuD0o/gsQ0yt38+hBBCCBHKJMjcgWPHjvHOO+94vF5xcTE5OTnmshpCCCHCX2xsrDl42a5kRjjUZPZDuQytvEN0dDQAzc3NrFq1Cr1eDwSmvIP9QIB6vZ7Tp0+b5/fu3TtwJSbO/Rv6fa1TmzCZTHz88ccAzJo1q/N9Ep2XeT2UfRTsXohuoH1QtbtlMtsG1SXILIQQQoQXqcncgV69evHcc89RUVHBsWPHOHbsmEcZyk888QTbtm3j7bff9mMvhRBCBMrQoUM5ffo0x44d46qrrrLMCPUgs9EIEf45r5yZmUlzczMAo0aNoqqqivT0dBYsWMCiRYsCEtzVBgJcuXIla9aswWAwUFlZSWNjI4sXL/Z9iYkdj0Ll7vbtlw9C8kgo+ZWaTp1oqdXsppKSEsrLy4mPj5fSGMGmvc7GFqg5Bj1GOl7Oi9dZCEemTJli13IQqAKCVSM5kKpQj9ei/fMhhBBCiFAmQeYO9OzZ01wX0drOnTspLi5m7dq1LoPO77zzDg8++CCvvvqqv7ophBAiQIYNG8bGjRsdZzKfOxecTrmjrg4SEvyy6T/96U8AzJgxg40bN/plH+7QBgLMz88H4NVXX+W73/0ur7/+Ovn5+URGRvpuZ5W7oczJY20o7dSmtSzm6dOnExMT06ltiU6yf50bzgetK6J7mDBhAlFRUbS0tLS1GIG/Ag8HsVeB8hesB/2LioqSQf+EEEKIMCNBZi9MnjyZyZMn8/jjj3Ps2DGee+45CgsLnS5fWFhITk4OeXl5AeylxZEjRzxeJz09nYyMDD/0Rgghwpf14H82Qn3gv9paSEz0+WZNJhOrV68G1IB/oeRb3/oWTz31FMePH2f9+vXcdtttvt9JdIrKYgVovAimZojro4KTzVVebVILMs+cOdMnXRQ+EJ0C8f0BE8RZfTfqxOsshCPx8fHccsstrFu3zqr1ZeAhwPd19UOHCfU4LW699VYZ9E8IIUS3V1ZWhsFg8Ggdb2KAviJB5k4aOnQor776Ks899xyLFi1yWsP5wQcf5K677qJnz56B7SDw9a9/3eN1fvrTn/Kzn/3M530RQohwNnToUEDV7LcR6gP/1dSoPvrY5s2bOXLkCElJScybN8/n2++MhIQEFi1axPPPP8+KFSv8E2ROnQizP1b3t30Pxj8Dsb2heJbzTOcOSD3mEJU6Ea77L2xZBNP+bGn38nUWoiMPP/ywXZB5P/AJMCNIPQqETUCJTcvDD3eH7G0hhBCiYy+//DI///nPg90Nt8nAfz7Ss2dP3n77bTZs2OB0mYCMbC+EEMJvOsxkDuUgs58ymV9//XUA7rrrLhL9sP3O+t73vkdkZCQfffQRe/fu9d+OTEZoqlQB5k6QeswhLDIOopOhwbNMEiE8df311zNypH3975cdLtt12D6+UaNGcf311wepL0IIIYTwlgSZfWz27Nns2LHDYcaysyxnIYQQ4UELMp87d476+nrLjG4SZDYYDCxbtozx48fTp08fc6mM22+/vdPb9odBgwYxd+5cQGUGZ2ZmMn78eJYtW+bxZWcdqtgKvTo/QJVW03ratGnExsZ2envCx4bcC8dWBbsXoouLiIjgoYcesmv9G3AhGN0JgPPAuzYtDz30EDpdVy4PIoQQQnRNUi7DDyZPnszbb7/NnDlz2s0rLi5m9uzZAe3P3//+d4YPH+7ROunp6X7qjRBChK/U1FRSUlKoqqri+PHjjB07Vs2Ij1eD64UqH5TL2LZtG3PnzqW8vLzdvPvuu4+ioqKQy77dtm0bmzZtAqCyshKA0tJS9Ho9BQUFvuvzybdgzGOd3oyUyghxvafCgRfA2AoRPhxIUgg79957L/n5+VYnM1uAZcBLQeyVvzyLenxKfHw89957b/C6I4QQQoSQhx9+mDvvvNOjdY4cOeJV2VxfkCCzn8yePZu8vLx2AwJu2LAh4EHm4cOHM27cuIDuUwghuiKdTsewYcPYuXMnR48etQSZQz3jqpOZzAaDwSbAnJ2dTVlZGaWlpQCUl5czd+5cSkpKQuYkpdbnqirLwGw5OTk0NTWh1+t912djK9Sfg4QBXvezsLCQtWvXsm/fPgBOnTqFwWAImedStNHpoN9cOFcEA24Jdm9EF5aamsrdd9/Na6+9ZtX6W+BOulZt5o2ox2Vxzz33BGUMGyGEECIUZWRkkJGR4XrBECHlMvzoiSeeaNfWbrAoIYQQYcXp4H+hHGjuZJC5sLDQHGBevnw577zzDqWlpeh0OvMgseXl5axcudIXvfUJ6z7ffffdAFy4cIHt27ezfPlywAd9rtwN/82BizvVIHDarXK3W6tv27aNsWPHsnTpUvR6PSaTCYCVK1cyduxYtm3b5n3fhO9U7oZ1A+DtnrBzCXzyDXXfsNkyX3vtdzwapE6KruaJJ54gLi7OrvU+oDYY3fGDWuB+m5b4+HiHv5+EEEIIER4kyOxHQ4cOZfLkyTZtly5dCk5nhBBC+ITTwf9CWSfLZaxduxZQGcyLFy/mjTfeAOCmm27i6aefJjs7G4A1a9Z0vq8+Yt3n1157jT59+nD27FneffddFi9e7Js+N1fBpT1Q8yWUbbTcmqtcrmqfHd6vXz8AktpeJy3T2qe1o4V3mqug/qz621wFpua2v62W+dpr7+YJBiFcGTFiBM8++6xd6zHgqWB0xw+eRD0ei2effdbjEn9CCCGECB0SZPYz+9IYFy9eDFJPhBBC+EJYBpk7mclcVlYGwNSpU9HpdHz00UeAGvBPp9MxdepUgJAKiFr3OS4uju9+97sAvPTSS53vc+pEyJgJ6TMgNkPdd3RLneh0E/bZ4dOmTQPgRz/6ke8yrUXnaK9zxkyITlFtukiISoaIGNUWnQLx/S3zhfChH/zgB0yfPt2u9SVUmYlw9jH2ZTKuueYafvCDHwSlN0IIIYTwDQky+5kWjNBol1kLIYQIT07LZbSVOghJnQwya3XAtm7dSkNDA1u2bAFgxowZmEwm83Qo1RC27rPJZCIvL4+oqCg+++wzduzY0bk+5xTA7I9h3FMw8VfqvqNbToHTTVhnWn//+99n40YVNLruuut8l2ktOkd7nWd/bDlhkH4N3HUZBt0Jt5+DOy/B7Wc6PKEghLciIyNZtWqVg7IZ3wLOBKNLPnAa+LZNS3x8PKtWrSIiQn6aCiGEEOFMPsn9rFevXh1OCyGECC/aycPjx49jNBqD3Bs3dbJcxvz58wHQ6/U8/vjjNDY2kpGRwYgRIygoKDAPWLdgwQKfdNcXrPu8YsUK+vbty7x58wA1SrNP+nz6XRh4u1erWmdab968GYPBQM+ePbnyyitDNjtcWBn8TTj5ZrB7IbqBkSNHOiibcRqYA4Tb/wcDqt+nbVqfffZZRowYEZQeCSGEEMJ3JMgcYPaZzUIIIcLLgAEDiIqKorGxkXPnzllm6HShm83cyUzmvLw80tLSAFVuAiAhIYGJEyfy2GOPAZCWlsaiRYs631cfse7zkiVLmDBhAjU1NYDKboZO9rm1Qd1ienq1unWmtZatfPvttxMTExOy2eHCSt+b4Ox6aKkPdk9EN/CDH/yAa665xq71IHAjUB6EHnmjHNXfQzat1157rZTJEEIIIbqIqGB3oKuzr8FsX6NZCCFEeKmsrKRHjx5cvHiR8ePHM2DAAObPn08ekF5fDwkJwe5ie3V1nepXeno6RUVFNgPVnThxwjw/LS2NoqKikAqI2vdZr9ej1+vN8xMTE93r845HHQ/m1lgOJiMUz1LTqRM7LI9hb/78+eY+aaVX5s+fj8lkCtnscGElIhJGPwYHfg3ZTwe7N6KLi4yM5N1332XGjBkcPHjQas4uYCbwPtA/OJ1zy1lUBvMBm9bRo0fzt7/9TcpkCCGEEF2EfKL72Y4dO2ymJ0+eHKSeCCGE6Kxt27YxduxY8wnEyspK9Ho9S5cuZexbb7Ft06Yg99AJoxE6+SM+NzcXvV5PTEwMoALL2dnZLFu2jJKSEnJzc33RU5/Kzc2lpKSEZcuWkZ2dTWZmJgMGDAAgNTXVvc/kyt1QtrH9rWo/XD5gmXYUiO6AdaZ1bW0tkZGRrF27lgkTJoRsdriwk3Et1J2GmuPB7onoBtLT03n//fcZNGiQ3ZwS4FpgZxB65Y4dwDXYB5gHDx7Mhg0bQurkpBBCCCE6RzKZ/ay4uNh8Py8vL4g9EUII0RkGg8EmkxdgwoQJGI1G9Ho95fX1zL37bkoOHQq9H806nU82c+7cOZqamujRowcXLlwgMjLSJ9v1p/T0dPLz88nPzwegvr6eAQMGcObMGdavX89tt93m3oaiUyyDu5laofoI9BilgsvNVV71q6ioiBkzZtDQ0EBrayuvv/66eX4oZocL1OutZa8DGJvgvavB2BCsHoluZODAgRQXF3PDDTdw+rR1XePjwFTgKeAnQExQ+merEfh/wC+BVps52uPQTvoJIYQQomuQTGY/2rlzp/kSWIDnnnsuiL0RQgjRGYWFheYA86233grAmDFj2LNnD8uXLwegvLKSlStXBq2PTvmoVvQnn3wCwLRp08IiwOxIfHw8DzzwAGCpL+2W1Ikw+2N1G/E9yH1Z3dcCz16YOHEicXFxAAwZMoTMzMyQzw7v9pqrbDPayz+HxlKvTjQI4Y0RI0awefNmRo4caTenFRXUnULws5p3tPXj/2EfYB45ciSbN29m+PDhweiYEEIIIfyoWwWZi4uLeeedd2wCv/5kfYnr448/Ts+ePQOyXyGEEL63du1aALKzs7n33nsBOHr0KDqdjsWLF5PdX9XD1AZx64q0IPOMGTOC3JPOeeihh4iIiOCDDz7gwIEDrlewd64I+n210/344IMPuHTpEhkZGRw+fJjz58+zd+9e8vPzJYM51KROhIyZjm/pMyCmN6Rf26mTDkK4a9CgQXzyySfk5OQ4mKtHZTX/BKgLbMeoa9vvlcC+dnNzcnL45JNPHJT8EEIIIURXEHJBZn8EgC9dukROTg5z5szhzjvvZNiwYRQWFrrsx4MPPsidd97J888/73G/3nnnHXbuVFkEs2fPlixmIYQIc2VlZQBMnTqVUaNGAXD48GFMJhM6nY6pbVllBoMhaH10ygflMkwmE5vaak5fe+21nd5eMGVlZXHLLbcA8Lvf/c6zlevOQEwKRMZ1uh/aiYt58+YRFSUVzEJaToElk93+NmcjXPOWOvHgweCPQnRGRkYGn332GU8//bSD/x9aVvMA4IfAl37uzWHgMdTgg+2zl6OiovjpT3/KZ599RkZGhp/7IoQQQohgCblfNI6CuZ0NPD/xxBPmgK/mwQcfZPbs2QwdOtThOjk5OVy6dAlQAeMnnniCefPmsXLlSpcZyTt37jRnMU+ePJkNGzZ0qv9CCBHydjzq3sBnqRPDNgiTkZFBaWkpW7duZdiwYURERFBVVUVpaSl9+vRhS9tnVUhmoPqgXMbhw4cxGAzExsZ2iTIOjzzyCP/4xz/44x//yLPPPkuPHj3cW/HL38OIhzq9/8bGRtatWwfAXXfd1entiSDS/v9dPgRn/gmRsY6XC+P/fyI0xcTE8POf/5yvf/3rLFy4kL1799otUQm82Hb7CvAw8DV88xOwBfg38DvA+W+dCRMmsHr1aiZOnOiDfQohhBAilIVUkLm4uNgc2LW2YcMGHn/88U5t11m7o8H4Ll265LAf77zzDsXFxaxcuZJ58+Y53OY777zDokWLuHTpEnl5ebz66qte91sIIUKSo4Cyl4OfhZP58+ej1+vR6/X8/ve/Jysri2PHjnHw4EHefPNN9p08CcCCBQuC3FP/0EplXHnllcTGOgmihZHrr7+e4cOHc+TIEcaMGUNraysZGRnMnz+fvLw8xycLWhug5hikjPVqnwaDgcLCQtauXcvp06epqqoiKSnJnBkvwlTlblWfGaDhQlC7IrqnSZMmsW3bNpYtW8azzz5LS0uLg6Xeb7tlAlcBOVY3d7KLy1C1lrXbF4Dz4z0qKoof//jH5OfnExMTCgMRCiGEEMLfQiLIfOnSJd566y2eeOIJh/OLi4t54oknePDBB51mHnfEWeZxr169nC4/efLkdtnPWl/vvPNOZs+ezZ133smUKVMA2L59O6+++io7d+6kZ8+evPrqqw4D2EIIEfasAyodiYiByHh1v6UGTK1q3eJZtsuFSXZfXl4eBQUFlJeXs2TJEpKTkwH4n//5H86ePQtAWmKiTT3+kOGDchldpVSGZvv27Vy4oAIk586dA6C0tBS9Xk9BQQFFRUW2GduVu6FoIkRE2x7D7mTwA9u2bWPu3LnmwSM1NTU1ZGdnt9+fCD/RKRDTC6KTISbV0t4NTsKJ4LPOan7qqad47733nCx5Afh7200zEMgGegBxQAzQBDQAl1F1nk+73Zcbb7yRX/3qV5K9LIQQQnQzQQsyHzt2zKYkhSvPP/88zz//PKCCwEOHDmXHjh1urfvggw/y4IMP2rQNHTqU2bNnO13ngw8+4IYbbnAYaAYV+LbPkJbgshCiy+io/IXWrouEuExIHm4JokSnqHnNVSrAbB9Yaa5yL0AdgtLT0ykqKjIHCqurqwEsAebUVIruuiv0ymU0NYEP6v1qmcxdIchsMBiYO3cuNTU15rabbrqJs2fPotfrKS8vZ+7cuZSUlGB+NZurvA4UavvTAsxXXHEFhw4dorm5GcB2f6F2/Aj3pU6E696DT+fD9Lcgsi17s3hW2P7fE+Fn0qRJ/Pe//+XIkSP8/ve/Z9WqVVRWVrpY6zSeBJEd6dWrF/fffz8PPvggw4cP79S2hBBCCBGegjbw39ChQ6msrMRkMnl8q6ysdDvADJjLVmhZ0PPmzWPDhg0d1lbu2bMnO3bsYMOGDeTl5TF58mSb5YcOHcrkyZOZN28er776KkePHqWyslICzEKIrkHLVnZ00wJtplYVYJ79sQquAPScAElDLfNBBZ614HN0CmTMVDetLYzk5uZSUlLCsmXL6N+/PwDJycksW7aMkk8+Idfdur6BVFsLSUmd2sTp06c5ceIEERERTJs2zUcdC57CwkJzwFcLmkdFRbFnzx6WL18OqMDvypUr1bGdMRN6ToSkYZbj1/6mvQdc7G/58uU888wzNDc3M2DAAF588UXb/YnwFhkLJh2sH6OCy8WzLCfmtCs5tNuOR4PTR9EtDB8+nBdeeIGzZ8/y+uuv++1KialTp7J69WrOnDnDr3/9awkwCyGEEN1YSJTLCIS8vDyvAsCzZ8/uMONZCCG6tOiU9sEz+0u/a05AvSo3wOWDEN0WaDWqLE0SsyCmpwpQp05UQWkI2+y+9PR08vPzmT59OrNmzSIjI4P8/Hyoq4O27OaQUlsLiYmd2oSWxTxp0iRzmZBwtnbtWgCys7MpLCxkzJgx/Pvf/+b48eMsXryYVatWodfrWbNmDfn5bQNpfXE/TH5RHcud2N/ixYu5++67ATXg36OPPsrrr79utb98nzxGEUTNlVB7TN1s2sP3Sg4RvuLj41m4cCELFy7k4MGDbN26lR07drBjxw527dpFXV2d29tKSEhg0qRJ5OTkkJOTw9SpUxk9erQfey+EEEKIcNJtgsxCCCG8YB0U1my4Fgyb1f2qA3CkECIT1HTKGPW35ghExoGxUdVjrj8bqB4HjDZY2/Hjx2lsbCQ2Ph7q64PcKwdqanwWZO4KpTIAysrKAMwBkq985Su8//77vPLKK/z6179m6tSp6PV6DAaDWqHuDEQlehVgtt/fhQsXWLduHaAGidTpdO33J7oGXTT0ngJVJZZyQqkTpUazCJrRo0czevRovv3tbwPQ2trKwYMH2bFjB6dOnaKhoYGGhgb1mRYbS1xcHHFxcQwaNIicnBxGjx5NZGRkkB+FEEIIIUKVBJmFEEK41lihgsmX9FB91NKeMgYmPgvlnzlfN2EAmPqDYZPtumGuT58+9OjRg8uXL3PkyBHGjRsX7C455oNyGdqgfzNmzPBFj4IuIyOD0tJStm7dislk4pFHHuH999/ntdde42c/+xlbtmwBsNRH/vIVGPGQT/b3m9/8hsbGRqZNm8aUKVMwmUzt9ye6hl45EN9fBZsNmywn7cL0Kg7R9URGRjJu3LjQ/fwSQgghRFgJWk1mIYQQIWDHo7Y1Qh3VEP1PDrw3Ffp+Bab9FXqMdL69yt2WdVtqLG2X9qj7UfEqWN0F6HQ6czbzoUOHgtybDnhZLsNgMLBs2TLGjRtHSUkJANu2besS2bbz588HQK/Xs2LFCm666SaGDBlCZWUl999/P/v27QNUpjGtDVBzHFLG+mR/L730EoC5LEZBQYHt/kT40moua/8DLx+A6i+hYksQOyWEEEIIIURgSCazEMJ7Ox61/JjWVB+xBBc1UW1ZlNbtUUlq0Dh7qRMhp8B3fRQd0wb4c6a5Cip3Qvq1KivP0frWQRXrS8C1gf+s2+L7waX9ULapc/0OEaNHj2bbtm2WILPJFNwOOVJT43Em87Zt25g7d655sDrNL3/5S1auXElRUZHfBpEKhLy8PAoKCigvL2fJkiWsWrWK9PR0jh8/zltvvQVAWloaixYtgpNrYPA3fba/pqYm4uLiePfdd3nqqafQ6/W2+xPhy77mcnOV5QSbEEIIIYQQXZwEmYUQ3nMVoNQ4qj3ZXNUl6/SGNEcnBbRpXaTlZEBUErRUQ/Nl1AUvRtA5ufClo4GsdJEq0Gy97eojKhB7dCW0Nln6UDzL8TZC/KSDlsl88ODBIPekAx5mMhsMBpsAc1paGuXl5fTq1YuLFy9SXl7O3LlzKSkpCdvyDunp6RQVFZkfpxbo1aQkRlL0s4Gk77kTqvZDj7Fw8DdqphfHZHp6Om+//TbXX389JpOJhoYGVq1aZZ6flpZGUVFR2D6f3Z6zwVGtB06tOWoZFFUIIYQQQoguSILMQgjXHAUnoX2AMipJZSs3V6k2UEHG6BR13zrYbP3jW9uWDITkXx2dFDC1Wp7/5JFQc0zd1+nAhG0guPqIJYBs/zpaqz6iTiRYb9vRyYWOAtUhLmzKZXgQvCwsLDQHmJcvX85f//pXysvLKSgooKKigiVLllBeXs7KlSvNJR/CUW5uLiUlJaxcuZI1a9ZgOHuIpsYmLtZC3x6tfOe5XZRdhoweMP+qTeRdD+mdiBFq9Z/T0tLo27cvBoOB9PR0FixYwKJFiyTAHM7sTzpoNZetB041GWHrg13mKg4hhBBCCCHsSZBZdF/OAqf2QjyTMiBcZSxrQUQt2Fi2EdKvsdy3bo9OsSybOtFxZq19Vqu8Br5lHRi2zrgDdb/2FPQYDeWf2pa8cHQMWAdR7HX0HjOfVNCpEhr2pVPC5KTD6NGjARVkNplM6HS6IPfIAQ/LZaxduxaA7OxsvvOd7/C///u/gBr0b9CgQaxatQq9Xs+aNWvCOsgMKsM4Pz9fPY7iWbyxbiP3vAwHz1uWKa0C/Wko+K+Ooh+ZyM3wfD/19fW8+OKLAPz6179m4cKFvnkAIrTZf56ZTPDRTdDa6Hi+NfncE0IIIYQQYUaCzKLr6ygLNwyCWCHFWfaxltUKlpq0DaXQUqvuXz6IeZxRY1uJhJY6uLgLDHZZXWGc1RoyXGWea+yD/60NajpltJoXEeX4sm9H23CkowCJlumXMhYGzoPxP3M8P8QNHz4cnU7HpUuXKCsrow+o90AoBZs9LJdRVlYGwNSpU9m+fTutra0MGDCAwYMHm9v1en2XGADQmuFSE4v/bJnOSO/NLdP6sPVYJHq9nvJqE3N/DSWrmvA053jVqlWUlpYyePBg7rnnHp/2W4QwV59n8nknhBBCCCG6EAkydwfvXQUlkbZtUUkwaF7XypLpbDBZyje4Zp+1qgUCI+NVmYyqA5bavRExkJAKdadVVqzJCA3nMQebG8tV3V+wzaJ1lGUrPOPOYH5lG1Wgv+6MaovLgKhEaAswmv83OLrs25di0yAyFk6+BYPv8v32/SwuLo6srCyOHz/OoUOH6BMfD/X1kJAQ7K5ZeBhkzsjIoLS0lK1bt5rLgUydOhUAk8nEli1bALpceYfCf5+nvNoybWqp43eFfyUmfQIrVqxQZUKqYWXRefLnub/d5uZmnn/+eQAef/xxoqOjfdxzEXI6OvlmfRVHXB/oMcrJfCGEEEIIIcKLBJm7g5YaaLZra66CY6sdZzaGa+DZ3UHotCCmfRauswCqaM9khPIvoPqomja2qL8pY9TfhgsQk2q7jjn4HAWtQOIgNV22EXRREJduKaOhvQ7yGnSOq8zz+nOQlKWC/1HuByF9buyTsOUBVTKj1+Tg9cNLo0aNMgeZZyQlqfIUoRRk9rBcxvz589Hr9ej1et58800AcnJyMJlMFBQUsG/fPgAWLFjgl+4GhIOTkms/PAXAFQMjuFgbwbmL9bzxux9x3883sHjxYlb931L0x2tZ87EBT4qE/PWvf+XUqVP06dOH++67z2cPQYQwd67i6H0lxPeBq1ZDTM/284UQQgghhAgzEmTuDqKSQFdvKWegCefLNB1lLdsPQgftB6KzDiZrP+SikmyzhrRta9tzVjMxnAPyzrgqs1C5G/4zGZqqYPRiSBgA9WdUJqqxwfv9poyDxrZL7xsrvN9Od+NJWYycAqvgRQTQalsH2Xod62PenbrlnaXTwZSX4LN7IPcViM/0/z59aPTo0fz3v//l4MGDkJIC1dWQ4UXhXn/xMJM5Ly+PgoICysvL2bVrFwCbNm1izZo16PV6ANLS0li0aJFfuhsQDk5KlrV9DFw5zMjQDCM/fgse+uUHpEx4lzvuuIOpo5LRH6/FUGV/1ta51tZWfvnLXwLwwx/+kPj4eF89AhHuImNh4q9hyyK4+k8QJceGEEIIIYQIbxJk7g5u/ALOf68tY9Sqdm44lyXoKGtZG4QObGvOasHk+vPwxXfa6gSjSgaAmt68AKq/hMqdlu2FczDeU+6UWajcBenXwqgfwOl3VXtLjWV9jWGz7Xatt2HfdmmP1fzLcPyvMETqlrrkblkMUJnnVfvV/aiE9u936+lgHPNRCRDTG4qyoccYuLRXtYfBQJBaSYlDhw7BDTeoIHMoaWyEmBi3F09PT6eoqIivfvWrVFSokz7vvfeeeX5aWhpFRUVdo1yG1edgRsonlFYZ2XoUXvpOEtuO1fD37SbuvPNOXn75ZbYcVK9rekrH5S4MBgOFhYWsXbuWU6dOUVVVRVxcHPPmeVBjQ3QPPUbAuKfgs7th/P+DnuOg+oia19GggBBy/weFEEIIIYSQIHN3UHfaEli2ztpNnWgpG6EJt6xdR4Fy6/q+JpPl8WrB5Mg4yH0ZPrpRDU6nBdx6jIarXoP1bSUftIB8V6zV7CoDVssGj0pS2a4Xd0HLZVQGrNFS+kKjHV/Wz4t15ryj58s+qKlJGgIHXoCS56DulKVf4XRc+pqnr5d9WYyqg3CuSB3jhs22JwWikizvmZYax8c8dFxjtDPss6abq8DwiWV+GJzksQkyf/3roRdkBo8HIszNzeUPf/gDt99+O9HR0fTu3Zv09HQWLFjAokWLukaAGWzK88y/fgj61SfQn4ZXi1t46xF4+I/R/OHDZr773e+aVym71ERmZiYZGRncfPPNAKxfv56ysjKSkpI4f/48dXV1NrtpaGhg6tSpFBUVkZubG6hHJ8JBr8lw1SrY+1NVNkP7/xwG//uEEEIIIYSwJkHmbmDdS/fT59oK0hKhueEy0W1jAF4qPUxPkwkMmywLh+KPmo5KY1jTAuipE6G5WmUjXz5oqXWoBZNjUtVlqo5EJULSUBWYpy0o4ygYr/UhxDMsnXKVAatlg6dOhMm/gQ9vVO06HZiwPPbqIyogaR2c1EqUWNPKl1i3W5cysQ5qpk5UQe1QPy4DyZPXa/bHsOHatkzytmO4xwgY/4zleLU+KeDoBIC/BvlzxNVrGwZXXIwePRqA48eP0xgbS2yoBZk9DDBrjh07BsDXvvY11q1b58sehaS861op+BuUV8OSPzaw6kPIHdpMRg8ou2xZrrSyGSiltLTUXD7EPK+01Hy/b9++nD9/noiICIxGI+Xl5cydO5eSkpKuE6QXvhGTClP+Dwyfwn5VXgVdJKRf037ZEP0/KIQQQgghAmv16tWsXr26XXttbW3gO9NGgszdwE/+fJ5rBsGssVDbYKJnW2nOpqYWqCpRE6GctdtRgM06QBXVQ/2t2g9Ryeq+NhBd9WHn27fO6iyeZRVMNqk/lw+rge3KP3W+71DV2QzYutNw9DVIGauyS62Dk44eu6fBSUcDHFXuti2fAaF5XPpLZ+qNt9TC9h+oki+gTppo88Fx1r+jDGV/ZS272od1v6J7QHRPyLzecuImRAfEyszMJDk5merqao7W1DA21slJrGAxmbxabceOHYAa9K/LO/ZH0jMHUvTLNOb+eB/lVc3oT4P+dPtFU5Ji+OrNd/D222/T2qr+J0ZGRnLFFVewZ4/lf1dZWRkAjz32GP3792fJkiWUl5ezcuVK8vM9GTpQdElOy2Fo79dISB4F1Ydcrx8uJ7iFEEIIIYTPnDhxgo0bQ+v3sQSZu4EpU6bQs+eXQBVRUZGA+lFsjO4FPTPbgjZtmW49J6ggoX2gKxTKFTgrjWEyqVIOrfVqXso49bf2uO36zoLJzgKnWnvCAMuPPOtSHGGQYelxBqwWxNNFqXlRSaq0yI5HVYkMfwUnXQXse4y2DV6HaLDRJ7ypNx4RC6110GCAsY+resYNpe2PeXuBzFi25+j/hva6pk6E6z+Az78FIx4KcMc8p9PpGDVqFNu3b+dQRQVjPah/HMq6TZD5+F/UVS9zNpP7FR0ldxlY+cRU1hSfwFAbgyk61ZyhHBERQVVNE1u3bjUHmEEN8Hf27FkAoqOjaW5uprW1lcjISH74wx/Sp08fVq1ahV6vZ82aNRJkFq4/9yJj4cw6y6C4nq4vhBBCCCG6tKysLGbOnNmuvba2lu3btwehRxJk7hZWf/Mg4/rWgwmSYi0/ijMzMy0LaRmPVSVw6u32gS5//5hxlnELtu1aUFsLRkUmqEvBWy5bymHYB8c1rrJwtcCpfSA1daLadtlGiIiBxCy4uM02QBcKQc/OZMCCKlFxuS3jOyIajI3qEl5on0nqq+Cks6C09WuQMg7qL6gAalwXusTckyxz67IioO4bm9QgltaSstRJEY2rYz6URUSqExxbHoBr3mpfBzzEmIPMZWWQlBTs7tjyolxGdXU1hw+r/weTJ0/2dY8Cw53PlYpt0FwDN20zP0/p6enk3z2Y/NknIONqxj92kdLSUrKzs/nNb37DHXfcYS4lYq28vByA5uZmc9ugQYPMn7VTp05Fr9djMDgJGoruwdXJWPPnXw91hZH23aP3VeoYdTT+hBBCCCGE6HYWLlzIwoUL27Xv37+fK664IvAdQoLM3UNLjeXqS2vWP761jMeUsaqecdV+NW1fRqP6iFpWq8HrTYazs2Coqx9KWgC5/As1kBmooFpEDNSfs13O0X1NR1m41gFs+yAyQPJIS4a0yWh5LNrjCWbGtzcZsJGJKkBfVQJn/qGez4bzlvIK/ubsObF/DWpOwPbvwbQ3VfCxK/AkyxzUsskjoemiaq89CfF9ofaEOilgNc5iSJXF6IyYnjDoTji6CoY/EOzedEiry3zwzBkItXq7XpTL2LVrFyaTif79+9OnTx8/dCoAXL3HQF0BUHMEPriu/bpttLIXU6dOZc6cOWzatIlp06bR0NBAYmIidXV1mKye4379+jFz5kzefPNN6uvVFTYmk4ktW7YASD3m7s7VdwHt8y95uKWtxxj1/37qq7DpNsvnY/URy3cjh6U32kg5DSGEEEIIEQASZO4OopJAV2/JatRYB2C1eTodDLsfjr3eNnBYBNDavpyC9TYc/Yiv3A2n3nE8AJyWlemKfWYxqGBo6Yfqx1djqaWmNKhyGVpmj/VAdPaBNHd/bFn/aNMCDlX7LPOrSqD5sm394EBkjPoiA7ahLZPO2KD+poyF8T+Dso/VtLMyC86yAv0tKQuG3g/7fq4GsOtKnNWb1k7wNFVCY4Wa11AGsb3V/eQRlnVCuSxGZw26Cz79Jgz4erB70qFRo0YBcOjUKRg+3MXSoa9Llcpw9DlQsU0FmMHl/+2MjAxKS0vZunUrJpOJSZMmMWLECPR6PUOHDsVoNLJ//37S09MxGAycO3eOjz76CFABZZPJREFBAfv2qc+PBQsW+ONRiq4spieM/zl8/m1obbC0a//7XX33sD4ZDhJ0FkIIIYQQfiFB5u7gxi+gYaXzwKR9aQiwZLJGxkFLM9QcUwEujX2Gs30mcnOV40Cys8xibZ71fa0ua9F4y3o9RsO4fDj/fvvtGZvUzVpngmuOfrRZ7y9lnMomBf8MnNhRMLmjbTrMgB2hApXNVVB7CmLbMuki49s/Z9o2ILTKLPS7CfQ/g9N/h7pTqi0UaoW74uqkgMY+k16ri93aAImDoP6sCrY7EoqvV2fYv64t9fCfCWpgwxBlDjIfO4YpN1erch98JpNX5TJ27twJdJEgs/3nwJl/wN6fqqsAOsr0b1t3/vx09Ho9er2eFStWsHjxYubPn29u0yxatIjCwkLKy8u5cOECADExMUyYMMG8XFpaGosWLfLLwxRdjH3pr60PgrEZKnepNuv/h7pISL/G+fcD+88GCToLIYQQQgg/kCBzd+GqLIHGflA8LdMrNh32LYOqA2paG2is3YBxVsFWsGRkguN2U6ttMNT6fv05+PQuwGjpn1aX1VEg11nWsqccreNoH6kTVfCm7iTmgRPtgxmdqdXszqXe0D7Qrz2vjRWqtAKo+7G9VakP60tw7TNgq4+o7XWUCQ6BK7NgH2y8fLD9yYxQD6q6eh21x2BqhSN/sGTnR8SoutjxfW23ZX0/Kim0Xi9fcScrL8ROLowYMQKdTkdlZSWGixfJCEovHKivh/h4j1frUpnM1s6uh/PvwVd3wgfXu1VjPm+QgYKCAsrLy1myZAmrVq0iOzubyMhI8+B/kZGRnDx5kpSUFHNtZrA8j6ACzEVFRVIuQ7jH1WddgwFa2r6jRSXZfhfTPgsMm9tfxeZse0IIIYQQQnSSBJmF4uwHh/bjJDoZpqxQpSHKyjAXea46ADt/aMlyjkpqn0Wbfo3lvnW7tixYsmmrvwRji7ofEQfXvKNqZV5uq8HcUd1BX5UEcBSkchQstskEans+qo+q7KI9P/ZdrWZX5RS0x/3eVVCxBXOJE1OLGqSw/pzKhHXEVQZssMssuPoh7MvMcV/wZvBFIoFWdewnDFS1Nw0GxwPdubpaINivV2e5GghSE4IBkvj4eAYPHsyJEyc4dPly6ASZa2o8HoiwpqaGgwfV/9wuFWQ+8SYYPoUpv/VoIMn09HSKioqYO3cu5eXl7TKYAVpbW/nrX/9qnk5ISKBfv37U1NSQnp7OggULWLRokQSYhWuenEQ/tlrNb6mD3U9ZSmlonwVv97R8X7DOdNa2V/65+v5lfaLZvswZqM8s6xPUkvnsmY4GIbVmPZ6CO8t6MvYJtH99tdfV03b7bTlr9+c6nZlnPb+jed6s6858jbPX0JPjJZTeh+70u/qI+tvR8wKh99iEEEK4TYLM3Z2roI59GQ1NRIyqgZwyBsb8yFK+QsuqqTlmyWCuO4M507f+nLrc03rZywdBF63uJw6BiCgVyI7t1f4y72AHl1wF4+My4LNvqYChdf3mjmpXV+52/AXb0Q89m0H7EqClWq376Tctgx9GJaj9xVkN1hVuGbCujsuoRIjuCYPm2X4J7UzmuC94MvhiUyVc2quOd2OrKgXT70Yo+aVaxjrLXHu9tPaO6o2HM1dXXEQmQnwmJAywnR/skwttRo0apYLMVVVcG+zOaGprITHRo1V2796NyWSiX79+ZGZm+qljPuSqJE3lbvjnMIjNgK985lX5kNzcXEpKSli5ciVr1qzBYDCQnp7OLbfcAsC//vUvc5sElEWnuPuZVrnbKhCWAEMXwvG/qOnLh+Hwy5aT9vaZztZBaGOT6+9WzVWqZJP1vrX3l/33l9a2MUB0kaokl9YGlmmtT/aBJm8CS50JyDla11Gg3diiPqu9afNkLBKtL+4uaz/2ifacuvuZaP+6+ro9FNbpzDx/rgvty9ZYt7t7DHR07LsT0PXVMtpyHT1ea+4s5+5727rcYkc8PYnjybI5BZ7/L/L38kIIESQSZO7uvC2jYf2lNj7TMhiZFuCM7w8mo6p5GdNT1QUF9QU4Ilq1a8v2GK3m1Z9p/+UcbEtBuKid6TeeBOMn/QbWtz0md2pXO/ph52yZ2lOW4LyW/Z04GKa/qV6futOO+xluGbCujsteU6D/rRDfL5C9cp/1cWp9jIC6X7UfYlLVdGScKothzzrL3NGPjVB7zQKh9xR1vE94FhL6W9qDfXKhzahRo3jvvfc4WBX8gLeZF0HmsCuV4U5JmuYqdaWAFwFmTXp6Ovn5+eTn57ebt2zZMq+3K4RL7pxg7zEKkoep71LJwyB1EuZyYy11qhyTozEYoH2ms3bljf1JTW2+O/0xtbbfn/W0owBcR8FrcBysbq13/risVR9xfKWRuycoHVQdcavN1VgknVnWUZuj4J2z76DetoPtPGft/lynM/PAUkpGO/atdWZdT+a7eh85W9+T9yG4F9D1xTLaserst5qr59V+GU/KBnqSaODJ90VPlnW3v4FaXuNNcNrbgLavT/q5u64QIqRIkFl0zFXmrjORsZb7WokAgOgeHa9nn3FrX2IiWIE1V0FP+34l9IeaI5hLV/Sc4Lx2tbMv8tCWtdtDBSGNjSqYnzAQDKWW4GREtG2fuksG7OglsOU7qhRI+rRg98aW9fGgveYxvaHlsmpLGaf+Vn8Z+nWxQ834X8Den8BVq4Ldk3ZGj1Ynlw5dvhzknljxolyGFmSePHmyP3rkP67K59h/prjzY0aIYHL1f958dY/de1wXCelXW646i0pQA8fWtg2ae/mgKq+hBWcjE22/o6Rf4zjz2fqEnqPxIKzLoGnLaJ9lWr+g/Webp0EzV0FlR9tuqXFv29r3M+u+dqbN1Vgkzga/9mRZ+8ftrKyadc1urbSdN+1geyw4avf3Op2ZB5ZSMlqWv7XOrOvJfFdBaGfrO3of2vM0oOurZcD5bzVXz6v9Mhp39+vucv5cNhSX9yY47W1A29v1OrsudD5I7asgd6htx9fbEsINEmQWjrnK3NV+TFQfcZ7h7Ip1cE0T4nVXnXIavGjLIqraD3uWqoF6wLZ2tbMv8tBWIiAWeoyEi9tVmQhXuksGrE4Hua9A0QT1Azq6R8c1sH35wenO5fnFsyB5pCodA6p/iQPbH9OhXhc71CQOgtTJcPzPMORbwe6NjVGjRgEhFmT2IpN5586dQAhnMtu//xy9F43N0Gp3hUA4faYIAa4/s7TvDi01tt/FtM8g6+9kmbPV5e71Z9UVZCO/B4deUvOMDfDZt6GqbfyLutNw5l/QUu983/bfX7TAtBZAi06BOy/ZBo3sx+hwFEh0Frx2Fqx2NOC0s21bb197nuwDttr3M+u+dqbN0VgkLXXqBID2PHa0rP1z7mhZZ8FhR9uwZ2y2lLHTnt+GMjj2R6i/0LZMW1C/vhSOvqbKfdUct2zj8kH4/F51X/vOo5Vq0a5kbKmz/Z/cUKZKuugirPbT1o+mSij7RA0y3lJr1dcmNS8iVt28ZWzFPJaKyQiVe9V+dDr1ujjdZ4zjKy470tqgHndEDETZDcLrKgjtDl8FdH0dGPYld/frSf/8tWwoLq/xNDjt7TqdWa8z63Y2SN3Z9UN1O77elsZfgWt/B8Ql4B4QEmQWjrnK3NUu87K/NE/7gmr95jVstty3brcOrjkSThm3rjK+e14BwxfBmX+oaXM96kOw6wlLdpH2BbvxIjScV/dTxjrep2TAqgB8XAYYPrFt93cwyZ3L88s2qh9eCQPVD/YYu3pxjn7kdvXXy1dGfg+25kHKFdBrUrB7Y6YFmY9VV9PU1ERMTEyQe4THQeba2loOHDgABDnI3NGXQGc/NOzf93GZqoSAvMdEV2d/7NtP2wehQdW2j4hS5R0i42Han9q+45Wqck6t9dDYNqizFkTUBmEGqD0JRwqhsVxNN1XBxR2W7z0moxocWvu+A7ZZvs44C147C1Y7GnDane2DZZs9s6G1CS5utQRHGyswByKtv5tpzMtdtFqura252jK4aHONGj8DLM9Fo8GyzaqD5mFLqD1lCehaj1uicXbfelnr18mmfaHj9m0PQZ32HVQL4kepE7qRcW07aHsskbGQPEIdH6f+Zlmvx2i4+o/qNX9/elvptrYki+pDqk+RCZaxQ7R99MpRz515P22MTer7sbFRBXg1dWdA/4wK3Bob2z8fWqAbnYN5C9W+0KnXRhsk09gEF4pVsgKogLD166zt09io5plaLc9fS13bdrFs2/r5bamDHYtVgNrYbCn3Yj3/i/vUZ5MuSh3HxibX2+/osVm3t1vGTofLmNR79fJhS1P1UfWbJSKq7XdgDbTWOj/e3O6Tg8dW/aXV2D6n4ctXVaKNLsJy4qKhVP3V3jMNpXDsT+q+LkIdrxGxltez+bJlPy316v0WEQsY1WvTUq/eu6COO+1/Wf0FdUKktV69jroIdas709a/s3Dot1DXdnzXn1fliXQRavtRierW3JaA0FqvlnF1VbCveROc9jag3ZkTEp09mdGZALcv1g/V7fh6W/4IXPtzu4HaPgQ+kO1sfydq27cFiASZhWdcZThrrO9bf4h6ctlPOJxBcvV8WNdqThzcvnZ18khV9qH0I6i1ygoxNqkv7YbNzjP2unMGrHWm8qW9bY26tpux41p/vuT08nwdYLLUG9fmObqv6cqvl69p2UYfzlHPsTbIpr8z2F3o168fSUlJ1NTUcPTIEcaMdXKCKJBqaiAtze3F9+zZg9FoJDMzk379gljz3JNajGD5f5swQP0oNjWrALOjS/6F6Crsv4M4+7wztToeZ8PZ1WdRSTD4LvjyZTWGhhZELJ5lCezEZlhKPwG01oHhM0ug1disTqxrQWhQWa7adxfrIJOj4JPWZg6cWgW7Lh/CHNh1Foy137ajAJg5oHXUqsxbW3DUZGxfw93UYjVhtGrTlmvrU3M15uLMzZUQlazua9/9Eger6fqzkDJaBc0aSiE2TZVAqz/bftyShlLn962XvWo1fHBd+/arV1teP+v2K//QNqbHGYiMAWO9Gni7z3VqTBWwnIyI6QkZM1SbdVk8jRbYA0upFu3Ygbb9tAWmY3tB2pXqvnk/0Wo/cX1g+AOq7dTbUHNU3U8aCjnLLfuzPh6t9+Nw3mrbvp5+V33XjoyDMY/ZzjuzDmqPOd4nwJm/t2W9J7Tfrv38qa92PP/K19qCyy3qirfIWPW+6Wj7rh6br5YxGaH4OkvSS+IgGP2YOuZ1Eeq4jkqAD653fLx1pk9Jw9T/irrTENNLnQhqqcX8HkNnuRpAOwkSEWMZGNrUanVioO1921JjCVA3lsGRlWoZXYQ60RYZbwkEG5ssQe7IOHVCJDK+rUShST03J9eq+dEpkHYVHHtdTUclqsen9aGlVj0m7f9tQxkcWmHJ+rc/QaJp9z/wYPvlTSbL/ylH8x2166LasvJj1Hteuyqh9hQceFG115+39PXUO6pNu2rE1Gq5MrehTAX2tXbtRFLdWThY0Pb/3tS2rzjLVQuN5XDuP6otIlYd99oVBK2NavuRsRARp55zT8bT6GyQ2lcZ+6G2HV9vS+PLwHUgthuI7QcikO3O/i62bwoUCTILzzgL1rg7QrevRhMPFZ7Waran06mBE7UMCu0LdnymZRlnwXtNd8zOcxhYN2H+8qkF9l3V+NaW9eS41rZlv40Bt8End6np6B7tX6twLQUTSqxfQ+1LQPmnlvlBfl51Oh2jRo1ix44dHPrss9AIMtfWwuDBbi8ecoP+Ofr/Zv0F0OaS8R6QdTecf1/eX6J7cDVwkrtZ/96Iiof06SowChDfF0Y9omrmGxtUgGDck3D+v5aT6Mkj1F8tSKoFmRwFn7Q2LXBaPNMS7Eoeqb4/2Qe2Otq2owCYeR8j1XTtCUtwNC7d8ljNwc8MNX35gNVyWpvVcgltJ+hqjqmrmVzRAijad8HO6MTgpiIIdBGWgaBDjS7C9niKiIb4PgHcd1vwOCrR8dgr+9ueN/NJkFTIvL79codfUu9ZbbDwmiNtg0j/ov2y54rU/DirxxnT03JCxJpWwjA6SQ1MHd12Mim6B2Q4qLV99A8qQztxMEz8FZR/oYKy9idINNb/A61P8rm7vKP2q1ZbBmXVbmWb1cmf2DRVVsnYBMfaxj2JiG4bA6hJZf/rIttuEZb5Cf0t7dr4ANE9IGNmW7uubf1G26sWmqrAWGa5MkHLOK8/ByXPtZ0kaLBc9WETLF+IzQkH+5OGe37SVp5G11YSqMkS1K/+ErbkqWQE7aSDw+3bcTZfS3zRRavnQ9tP7QnY/0vVFhHTFiyPVmWHQAXSz/yzbX60ZRuRbX+1E6OtjSroHxGjHo/JCBgtGfytjerKIpOxLdhvtCyjtTW3xWOaq6F8i+Vkr3ZyRbuyw9SqrmiJcHHFkTV/ldHxd3meQJT/8Xeg3NX+6mqB7b7fjxskyCx8I1yDxP7mrFazO7WrHWXIOish0l2e/47+UUenQM/x6sM/rm/7s3od/ajuKJjc0YeAts2qA+oHdsoYVbqjuwy+GGiuAiOBymB3wmAw0Nysvgx/a9EihixbxvwHHiAvL4/09HQXa/uJh+UyQi7I7OhLoP0XQO3LcUwvGJevgsxCdEeugs72tP+TrfW25TQMm1VdWPuyXMEaLFOnswQ1tOlw5GgsEmfPqSfLurM/69dP+2z0tt1Rv+zb/b1OZ+aB5bnRSslY68y6nsx3xdn6wXofustZUoc7iR+h/tjCnU7XlskcBbSd1NKuPohKgNTx6n50D/U3JhX639x+O4cKLPMzb7C0a+tFJzsuZ6ddtRCbBlkLbOedflddQZA0BCa/0H5dmyD66vbzN8xU8xMHqRKVrfUqiKwFbUs/VJnxSUNhykttQd8I97fvbL7JaAlkG5uhYovaT1wmDLzD0q791Z5vXYTKsm+qUwFv62WMTZargOrPqcz31ibLetblWurPwdFVbY8loi1AHGF1oiYCmi+pZZsvQ+VOzNn/rQ3qKiQtw7zmGGxd1BakdsG6tM2ux9sy/WPaPp91llKgtafhwAttfdKuOtY+03WWNm1ay6KvP68eFzp1skIL1DdWqPnm2v1WQXzrYL59m/3rHQiBrmNvv7/9+4ErfL8fN0iQWQh/clWruaMv8o5098u9HQXT7bPGW+ph95NQ9rGabz0okMPSFnh2ab71gETa2fPkYTD2CXXpF3SfwRcDxdXJhZhUlVGSOdtyjPjrA9yJbdu2MXfuXMrL1ZfCGkB/4gT6pUspKCigqKiI3NzcgPXHrKYGkpLcXlwb9G/y5Mm+7Udn65MZW+DEG+qy6cuHLO2XD6ovk6CyRqz/nwY7MCZEsLk7cKCxyfb/pTbuhsbRdxn795cWmNbWa66yDVRry9ivr93vLFcBTHfX1fpr3dfOtLkai8T6vrfLOgsOuyqr5u/2UFjH1Tz7UjK+XNfVfFdBaFfrg+8Cur4MDLtzpYQnV1O4u19PAtf+WjYUl+8utJOPEdEq0GxPK6+ii3Rc7sfr/baVCbIuFQQqa7vHqPbLmwPtvVUQ2pmz/1JXASUNUZnv9iq2tgXNh8D4n3fcx7P/VN+fE/rDiIfazz//HtSdVFcbXbWq421pzKVthsLoH7bVLG9ClZMxwel1qv+xvaDvjW1Z48a2v203k4Np7YqeyARVNgdTW4Z1W/BdC4C3NkH14fZB/HZ/tfXaMtcdZsRbnbh2ldHuDpdZ8W2/Yy4fhm0PY3NSwHylgKPpSKvl2qaxqw//5SuWZU+d967/PiBBZiH8wZPa1Z5+kRYdi4qHKSvg4nZouIA6W9tqCew6upxYY32plzaavTa6vclqG/8eD1V69QHYWtt+lPiOMs+tlxPucXVy4YYP4fNvw4iHA9wxxWAw2ASYATKAPoAeKC8vZ+7cuZSUlAQ+o9mDTOb6+npKSkoAP2Qyu3sip3K35aZNb7hW1f0b/wsYuhBKP257b2O5RL7+jOvBz4QQtuw/ixyVOQPbUmfa55v9+8s+MA3tp+3H6HD0/nQWvHYWrNba3S1J1VEGrXUfrfvamTZnZc4czevsss4et/ZdxP711V5XT9vBdp6zdn+u05l51vM7mufNuu7M195DroLIzr5DWm/DVwFdXywTleT6+231EfXX0fNizbrknbuf5Z585vtr2VBcXuNNcNrbgHZnAuESRA8vukjHZXS0YHFUoqqp7i7tMy8mBfrMbD//4IuqPFV8Hxj2HY+763XGuq/2YTK1zb+g/g9OesGqvIlVuROt1Il12RObUihW0yfeUNuO7gGpky3zEqO9678PSJBZCH/wtMZvR1+wrUlw0n0Rbf9YtTqMl/arQT4u7lQlLTT2Py4d1XqNTFCjw9edgU/vVpcWgaUOnMY+i1YylgNDFwFTfgtfLITpa9qPVO9nhYWF5gDz/wIvAM3AbuD/gCWoQPPKlSvJz88PaN+oqXE7yLxnzx5aW1vJyMigf//+/ulPR1cUgONAsWEz9JqiBiKD9pfKO6vZbL8v+f8phC1vSm3Zf4+x//7SWq8+S3WR6vJZrQ0s09D+e44nwWtHgV1rjoJz1UfcC8pFxNj2E9SVFBFR3rU5G4sE3L+6w9mynnx37C5l1cJBZ6/scXcb7gR0fbUM+P442/Goe8tpn/euePIdwJtl3V0nUMvb8yY47W1AuzMn+TubINDZILWvgtyhth1fb0t4R6ez/I7RRfhmLIZorRZ6sm39eENq57ftJQkyCxFI8iXff5zV49N+gPUcp+omXz6gpq3LaIDVl1STqllVdcDyIaANOhHTE65cCR9/TV12ZF/v0H7fInBiesKYx2Hv0zDp+YDueu0f/gBANvAzVJC5EigHFgOrUBnNa4IRZK6rczvIbF2PWeevmqf2J160EzL2ZW3sg89RTh5DR+81OckjhO/563uMq+A1uBesBsfBLl8E9oTwBV8cX93hGA23x+hpf/29vMab4LS3Ae3OBMI7G0TXdDZI7aur4EJtO77elsZfgWt/B8Ql4O5XEmQWQnQNrupfgxq8ImVc23JtZTRSxqmsZy1jWQsyp4xR6zSUqjpbxgb1Y9Y62OWq3qEIrPRpcP6/cOGDwO1z/XrKTpwAYCqQCAwDjgJ7gdlt7XrAcOIErF8PNzsYRMVfWlsh0r1RogM66F9LPVTtt9RWi0pS7yMtMFw0AS7ttQSfndVYlfeeEF2DvwNK4RawEkIIX/Dmf5+3/y8783+2s/+jOxuk9lWQO9S24+tt2fPX93B/f78PxO+HQAey7fd3otY/+3GDBJmFEOHNVb06LTPSfjmtjEbNMTW6L6jBEyKiLfVeXe1Tai8Hn/0HqskEh18BU5P/971+PdxxBxlAKbAVNXzEJFSQeRdwA7ClbfF0gDvugHffDWyg2U0BCzKbTLDtITUgSvWXqk3LUGypg6OvWUaPdnUip6OalfL+E0IIIYTo+jobpPbVichQ246vt6XxV+DanwHxQGzfWqATYez3dzFwu7YnQWYhRHhz9sGpXYavsR9MSLsMVxv5t2yjpY6zPWdlMTRyWX7wuPoA7+g168yXrooK+OY3obmZ+ahMZT2wApgIvAPsBAqAfW2rLABoblbrnTgBvXt7v38fa2hoYP/+/UAAgsz7l0H/W2DQN9SI1g0XICJOjf7caFDlaQZ+Ay7tce9EjmQoCiGEEEIIERj++u7dFa5qCmQgu6Pt1NUC232zDw9JkFkI0bW5U0ZDY335ivV9KYsRelxlsGv89Zr17g1vvgl33EFeczMFqBrMS4CstkXWAWva7qcBiwCio9V6IRRgBti7dy+tra2kpaUxYMAA7zfkrO6p1laxDWpPwICvqyCzRqsBnTgYRnzX0i6DaAohhBBCCCHCQaCTX5ztb/9+4IpA9sRMgsxCiK7JkzIaWgDMPjhpT8pihA5XGezRKRARq0qgRMZZ5tsHoTvj5pvh3XdJv+MOipqbmYsKNJ9om93Y9jcNKALSo6PDolSGR4P+2QeVXT2/rXVQexKOrVbL2l9ZIIQQQgghhBAiLEmQWQjRNXlSRqP6iApKggp2mVodB5Tl0vzwkToRpq+B7Y+ovxFtg9/Zv/6d1RZozr3jDkqam1mJyl7eDxiBB4FfEMQAs5sBY5f1mDvKUHYraB8JWF09YJ9hrl0tYF/eREZ5FkIIIYQQQoiwIEFmIUT35KqMglyeH/7iM2HI/8DBF2Hsj/y3H6uM5vzmZvKBrwL/BSYQ5Axmk8npLIPBQGFhIWvXruXAgQMAHD9+HIPBQHp6uu3ClbvdC87rIm1P0mhB6MgY6DkeLh+0vZIgUOVNhBBCCCGEEEL4lQSZhRDdS6CL8YvgGnAbbH0Qqg5Ayhj/7act0Mwdd0BzM5NQQeZdOl1IlsjYtm0bc+fOpby83Kb9zTffZMOGDRQVFZGbm9t+RfsMfy1IrAWXo5LUtHaSRsscTx4JN37Rvsayswxpe/J+FEIIIYQQQoiQJkFmIUT3IuUuup+Jv4IvvgPXvOXf/VgFmic1NwOwa9iw4AWYW1ogqv3HvMFgsAkwDx8+nCNHjhAZGUlrayvl5eXMnTuXkpKS9hnN9hn+WtBYCy5rGstVqZIqlSFNTE/HfZT3oxBCCCGEEEJ0CRHB7oAQQgjhVzGpMOwBOPCC//fVFmieFKlqQOtPn6a5LeAccLW1kJjYrrmwsNAcYF6+fDk//OEPAbj++utZvnw5AOXl5ax8YqoKIhfPsmQbazWTi2epLGStlnJr2zCHLXXqr8kEV/zUv9njQgghhBBCCCFChmQyCyGE6HrsB5CrPgINBucDzGl8MbjjzTczdOFCkt96i+rqag4ePEh2dnbntumNmhpISmrXvHbtWgCys7NZvHgxeXl5gBr0b/Hixaz6v6Xoj9eypvgE+bNP2K5sXTO5aj/ootX9iCg10mFUglomLh3i0vz0wIQQQgghhBBChBoJMgshhOh6XA0g5+cB5iIGDmTCqFFs3r6d3bt3+zTIfGPaf4jbXAxt2dLODYbEUe1ay8rKAJg6dSo6nY7NmzcDcPXVV6PT6Zg6Khn98VoM1TrImKFW0movR/eA1gYwNkGPMaCLgIbzqiazNS2Ib58B7U79ZSGEEEIIIYQQYUeCzEIIIboOZwPEaUFSIiAiBmJ7Q/JwB/N9pHdvJg0dyubt29m1axff+ta3fLbpzNgLRFacdL1gRBL06wPF79s0ZyS3UFoKW7dupaysjIMHDwIwffp0TCYTWw5WA5CemmCpv6zVXtZFQ88RcHGHCjBrWmps/9oH8f0c1BdCCCGEEEIIEVwSZBZCCNF1OCt1oQVJM66FlHEw4rvQM7v9fF/p3ZtJ/foBsGvXLt9t11p0im1Q3T5QbqyBmBooO2qz2vxrstAfqUCv1/Pkk08CMG7cOHr16kVBQQH7TtQCsGBW26B/TVVQ/aW6b2pRpUe0/Wm0MiTaX1d9dXYyQAghhBBCCCFEWJIgsxBCiO5l4i/h83vhmrcgIto/++jdm0lpqibx7t27MZlM6HQ63+4jdaIl0xisso0j24K9iUAMRBvV/JYaMLWSd00FBeuiKa9q5vXXXwegtfYcEyZMQK/XA5CWDIvm9oWK7bB/GcT3g/pztkFsR5nf9sFk6752tta1EEIIIYQQQoiQJUHmbmDhwoUkJiY6bF+4cGHgOySEEMEU3QOGfxcOvghjn/DPPnr3ZmxcHNHR0Vy6dIkTJ04wZMgQ/+wLwNhsuR+VpALAusFgNELzQZtF0+OrKfohzP01lKvKGBw8UQlUApCWrKPoRybSTQfg2GqY9gbseQqi2j5HzPWZHQSUJZgshBBCCCGEEH63evVqVq9e3a69trY28J1pI0HmbmD79u0O22fNmhXYjgghRKjodyOcfAPqzkFCP99vPy2NmKoqrrjiCnbt2sWuXbv8F2SuOwef3mUpY9FS19Z+Hs5cghGogDC0BZ8jyR3WytZfwLAlYDJBeg/ITIEFV8Oi60yk9wCMjZD7W7WedeBYy5i2z6QWQgghhBBCCBEQJ06cYOPG0Br3RoLM3cCUKVMcZjJnZWUFvjNCCBEqsn8G+p/BlYW+33bv3lBRwaRJk8xB5jvuuMP3+wE48nvIfQW2PwINpRCVoILJhkpIa1umtRekDVLB4bZM5yPlCZhMdQxOgxMvt2Ult9TCxbYTk8YmFVC2Z12LWQghhBBCCCFEwGVlZTFz5sx27bW1tU6TTf1NgszdwOrVqxk3blywuyGEEP+/vfsPbqu+8/3/chIHSKA5smOTlqUFuYWWEH5ITko7UH5EvrtNc5d+wYpD7+6U3W3kWbYdoNO1Ltl2dun3SzPW9nuB2S/t2i7ddOe2xJFI6Q6bbq8V2ixcbsGxmsVJChQroZSlxL9OgADBSfT9Q5HQjyNbOvpp6/mY0Vg6OudzPkeSxycvvfM+1Te9Pz04feuI9FOX9Fa0tPtZvlw6flxXud2Synjxv1MnpDdeTL+I4cyZ1hlvnbk5JL12WDo9GV9+5uJ8Tx5eKem3uu5SxQPmi78ojT8lvfmiNPNGfL1SXgwRAAAAAFASuVrgHjx4UJdffnnlJyRCZgBAPZk5lh2cvv1y6ffT0CDFYrr66qslxS/+V3LT+6XdV0mLFseD80SF8am3pcUZ605Kmn5D+rik0yclSU/uf02SdN3HJR37tXT6XemT35Ne+1k8ZM51Eb+E2Z4DAAAAANQVQmYAwMI3WyD67lEpdlo6Z1XJg9MLLrhAkvTqq6+qtbVVq1atUldXl3w+n1paWoobfOZY/JYpETB/JGVZ6v3Ti/TeSemXv4lXNF93qaTzPip97C/jz5/3UemdV+m5DAAAAADIGyEzAGDhS71wXaqRu+IVwMcOSmetzG6nkeC4KvcYOQxPTGjDunXJx+Pj4xofH9fo6KgeeOAB7d69W2vXri1oTEn6/YlVuvDCC7X49HHpvWPS8gulyUnpzQPSspQVl+e4//bbGnlVeve901q5olEf/9CMtKix4HkAAAAAAJBAyAwAqF/T+99vn3FiomTDjo+Pa8OePZo4cSK5rL29XSdOnNDo6KgmJia0YcMGHTp0qOCK5p9NfFZrbv+alo9+Rbr629LQ09Kf3iJ1Kb1iWWceL5d0StK7Z5YtlZ58Pn732ktiamiwd4wAAAAAACQQMgMA0LhCWrJcOucCaUlKOfD0fuuWFHPo7+9PBsyf+9zn9K//+q9qa2vTI488ogcffFB33323JiYmNDAwoK1bt+YeaOQunT0xoi9e8Era4rP/fbf07u+k6Rek4V9KXael/2mx/d9IukzxFhop1cxPvhD/ed0lJ98/zkQFd6K3MwAAAAAAeVpU7QkAAFB1jqukz/6HdN7HpPU/j/ci9vzCdo/mwcFBSdKaj39cX/7ylyVJv/rVr9TQ0KA777xTa9askSTt2LFj9oGm92vx5FO6aNnLabfF089K7/ynNP20dOlp6eIc5cgvSzqUfjv9pvS/X4w/fd2lZ9ZLXBDx6F5boToAAAAAoL5RyQwAgCSdvVJa+UnpP38qXbChqKGOHj0qSVr3iU+ovb1dkvTiiy/q9ddf1/nnn69169ZpdHRU4+PjeY337qmz9PsTqyRJDQ0xfXjF22owVr9fab16tdT4gjQzk76hRXXzwT9u0PTxmJafvUhXr7tWWpwjoC7xRRABAAAAAAsXITMAAAkf+0vpqS7pg38oLVpse5jW1la9/vrrenb/fjU3N+uKK67Qc889p1/84hfatGmTnnnmGUnKux/z70+s0g9e/TNJ0pXn7df512/W2R/tire4OLpXam6Wdu2SbrklO2hO1dioJz/0F5L+UZ+69iYt+cMh28cIAAAAAEAC7TIAAEhY1Ch92Cu9/KOihunq6pIkjR4+rAcffFA33XSTJGnPnj164IEHdODAAUnS5s2bCxw5pkuWv6BTqz6b/dTGjfGgubHRetPGRmnXLj1pmpKk6667rsB9AwAAAABgjZAZAIBUH+mSXvmxdOqE7SF8Pp9WGoYk6e6779Zjjz0mSfrBD36gr371q5KklStXasuWLQWN++GzX9bv3r1QashRZZ0raD4TMMc+9zk9+eSTkgiZAQAAAAClQ8gMAMD0/njrifAN0mMfll77X1LQkMafyn4+cRu5K+dwLS0t2j0woJXLlkmSjhw5Ikl67733JMUD5t27d+fdLiPBvWJEI2+4Zl9p40bpRz+SFp35E9/YqPF/+ifd9x//oU984hN69dVXJUl79+7Nuyc0AAAAAACzoSczAAAzx+K9je0+b2HtjTfq0J/+qQY+/GHt2LFDzz//vGZmZnTrrbfqu9/9bsEB88rGcb1x8gN67/TZc6/8qU9Jt94q/fSnGr73Xm246y5NTEykrXLvvffqoYce0u7du7V27dqC5gIAAAAAQCoqmQEA9ctxldR6ffqtcUX8uYbF0qKz4o/PuSD7+bkYhlpOnNDWrVv13HPP6Wtf+5okafny5QUHzKvO+r3+9A9+oI+c87K+eME/6eyn/iheTT2933oD05Ta2zW+b582bNuWDJgdDoekeCW1JE1MTGjDhg1UNAMAAAAAikLIDACoX+4HJM8v0m+Oq+LPtVwb78/8X1+U/q/fZT8/l8WLpdOnkw8TF/974oknFIvFCprm2YtP6ANL3tKF5/xOFy17WYsnn4pXVs8cs97g2DHJMNQfCiUD5vvvvz8Zbj/88MO6//77JcWD5oGBgYLmAwAAAABAKkJmAAByuey/S4d6SzLUpz/9aS1dulS/+93v9NJLL+W3keMqnWq+VubMCr367od05O2P6MjbH9Gp5mvTq68zg2/TlAxDg4ODkqQ1a9Zo8+bNevHFF9XQ0KBrr71Wd955p9asWSNJ2rFjR0mOEQAAAABQn+jJDABALis+IZ18Wzr+irT8wsK3b2hI3l22bJk+9alPae/evXriiSf0sY99bO7t3Q/o3WOv67ePdOjHr9+aXPy1276m5cuX597u2DGpqUlHjx6VJK1bt04///nPJUlXXXWVmpqakstHR0dplwEAAAAAKAqVzAAAzOayv5Z+/fclGSq1ZUa+lrz8A/3qjasL29GZSubW1lZJ0rPPPqtwOJw2h1gspmeeeUaSCu4RDQAAAABAKkJmAABmc65Tip2Ujr9c+LaLFkmnTiUfJgLen//85zqd0q85p9MntXjyf+vIOxcXtt9jx6QVK9TV1SVJGh0d1Y9//GNJ0vr16xWLxfTAAw/owIEDkqTNmzcXNj4AAAAAACkImQEAsDK9XwrfEL9NRaT/9en4/en9+Y/hcEjT08mH69at07JlyzQ+Pp4MeGf125BOfujzkhrmWjPdmUpmn8+nlStXSpKmz8xjx44duvLKK/XVr35VkrRy5Upt2bKlsPEBAAAAAEhBT2YAAKzMHJOO7k1f9s5/FjbGypXSxET8p6SlS5fqM5/5jP7t3/5NTzzxhK644gpp5K7cwfWxg2o891J98YLf6fcnVulnE5/Nb79nKplbzjlHu3fv1k033aS33npLkvTP//zPKdNbqd27d9MuAwAAAABQFEJmAABSOa6yXn7qXentV6TzPjb7eqmam6XJybRFN910UzJkvuuuu+IBc2aYnWLxiQldtCyfiad45x3p7LMlSWvXrpXH49Fjjz2m1tZWLVq0SC0tLdq8ebO2bNlCwAwAAAAAKBohMwAAqdwP5H5u31ekj39VOjfPHsk5QmZJ2rt3r06ePPn+H+LGFenB9bFfSx+4RLHpUTWcPJbv7N/XEG+xEYvF9PTTT0uSgsGgPvOZzxQ+FgAAAAAAsyBkBgAgHyN3SZP7pKFr369mtuK46v2gurlZOnw47emrrrpKhmHINE1FIhGtS93O84v4ffOA9PIj0pX36fTPrtPiyadsT/vAgQM6evSoli1bpmuuucb2OAAAAAAA5ELIDABAPqb3S5O/jN/Ptzdzc7O0b1/aosWLF+uGG27QY489pieeeELr2i22e/H/k9b8bVHTTdizZ48k6brrrtPSpUtLMiYAAAAAAKkWVXsCAADMK0s+IJ39Qan1+vRb44rsdS3aZUjvt8x44oknsrc59ry06CzpnA+WZLqJfaxfv74k4wEAAAAAkIlKZgAACtF0dby1xSVfls776PvLwzdkX8CvuVmamMgaIhEyP/XUUzpxV7vOSn3y4P8jue4vyVRPnjypvXvjcyJkBgAAAACUC5XMAAAU6hN/Lf367+de76yzpJmZrMUtLS1avny53nnnHX1o8//RFf9duu+HL2v8wM54gH12i/25zcxIjY2SpH379umNN96Qw+HQlVdeaX9MAAAAAABmQSUzAACFWnaBtLRJ+v0T0qqbCtp0eHhYGzZs0PHjxyVJU2+e1NSb0uj2I3rg0c3a/a0rtfbVx5PrLzo2Wtjcjh2TVsRbdyT6Md94441avHhxYeMAAAAAAJAnQmYAAOy44v+WfvnnUuN5UvPavDYZD/u0oXO7Jo69X918/ooGtX4gptFXpIk3Y9qwdb8OBaSWD8Sfbyh0XhYhM60yAAAAAADlRMgMAIAdi5ZIn+yXdl8hNRrSmy/Gl0/vj/dnTmh/Pv7YcZX6fziUDJj/5mbpvp9IU2/F9NL/K33vF9Ld/1OaeFMa2HuWtv7FNZKkU6dO6ZVXXtHvT6zKb16mKRmG3nnnHT399NOSCJkBAAAAAOVFT2YAAAqRCJHDN0g//yPp3delqWFp5lj8+Zlj8QsAJm5Nr8d/Tu/X4N5xSdKaDy/SN++4Th85/yzNnJKefqVFd37BpTUfjv9Z3vHMEsnzC8nzC7177b/pB6/+mX428dm8pjd+5Iju27tXq1ev1okTJ7RkyRIFg0GNj4+X/KUAAAAAAEAiZAYAoDCZIfLMG+nPN66QWq9//3ZyafKpo+Z7kqR1l7Vq0X/5d63/3H+TJP3k4Plq+OyI1l3WKkkaP5Z9scB8DA8P67I//3N9/dFHdfjwYUnSyZMn9Y1vfEOXXXaZhoeHbY0LAAAAAMBsaJdRB26//XYtX77ccvntt99e+QkBwHzkuMp6+fT+ePC85Dxp0VLpw53Sun98//nvXSQteVmS1Gos1evTM3r2hTcVi8W0qfNWff/739fgz1/V/zhxQs88/6YkqWVFY8HTGx8f14YNGzTxRjz0Puecc/TOO+/oD/7gD/S73/1OExMT2rBhgw4dOqSWlpaCxwcAAAAA1Ibt27dr+/btWcsTF5ivBkLmOrBv3z7L5TfccENlJwIA85n7Aevl4RvOtMVwSZ/8nrTfLw3/lXTsYPz5s1+P/5zer65PntToYWn08HE9+Jdt+qs/XKJVrQ79/ui07rjjDh04Ej8h2HxD4SFwf3+/JiYmJEnf+vKX9TcPPSRJevrpp/Xoo4/q7rvv1sTEhAYGBrR169aCxwcAAAAA1IYjR45o79691Z5GGkLmOtDe3m5ZyXzRRRdVfjIAsJCd91Hp8r+V9qyX3osHvsnGVDPH5LteeuBf4xf3u7vvsL7/s3O0srVNvz86re9///uSpJXnSVs2fLDgXQ8ODkqS1rS26hOXX65YLKZLLrlEF154oe688059//vf1+joqHbs2EHIDAAAAADz2EUXXaTrr78+a/nx48dzFpuWGyFzHdi+fbtWr15d7WkAQH1wXBEPmycnpCXnSidjko5LjSvU0izt/utj2vD38aB59Mg7kg4kN23+wBLt/tpJtRhLcw6fy9GjRyVJ61pa9PNf/UqSdNNNN0mSGhoatG7dOo2OjnIBQAAAAACY53K1wD148KAuv/zyyk9IXPgPAIDSW3xW/OeS5dLS8+P3HVdJS5u1tk069PeLdN8mac2HF2lV01Kd1dggSdp68xKtbbO3y9bW+EUDn/3P/1T4ySclSevXr5ckxWIxPfPMM5JEP2YAAAAAQMkRMgMAUArT++P9mcM3xO9L0ql3pZlX4/ffeCEZPrecd1pbb5ae23Zar/3De7r31pgk6SfD79refVdXlyRpdHpahw4dkiTdeOONisVieuCBB3TgQLxievPmzbb3AQAAAACAFUJmAABKYeZY/AKAR/fG7yeWxU7E759zgfTB/yK1Xi81rogva1whtV6v//bH16ihQfr356Ujpz8Zr3oukM/n08qVK5OPzz77bPn9fl155ZX66le/KklauXKltmzZUsxRAgAAAACQhZAZAIBiOK6KB8ept4wQWVPnS+e1S+4HJM8v3g+RHVdJnl/oD277P7rxxnj/5B++/F/j6xWopaVFu3fv1tmL4n/a3333XT388MMaHR2VFA+Yd+/eTbsMAAAAAEDJETIDAFCMRHCcessIkfXj1dJnfyg9/njOYW6++WZJ0je/+U2tWrVKV1xxhe67776CLtS3du1atZxzjqT41YZXrVqlNWvW6L777tOhQ4e0du3awo8PAAAAAIA5LKn2BAAAWLCm90uDa6RPH5A+JenZP5aOr5YWvZK22vDwsL75zW9Kkt577z29/vrrev311zU6Oqr7779ft9xyiy644II5dxeNRvXK8eNasmSJRkdHde6555bhoAAAAAAASEclMwAA5TJzTDp1QPqEpMskfTwWf5zo2SxpfHxcGzZs0OTkZHLZZZddpjVr1kiSJicn9cMf/lDHjx+fc3d7wmFJ0jXXXEPADAAAAACoGEJmAABKzXGVtPhy6fkG6ZCyb883xJ93XKX+/n5NTExIUvKifOPj49q3b5/uv/9+SdLbb7+tkZGROXe752c/kyStX7++5IcEAAAAAEAutMsAAKDUXvNIf/odaSaWY4WY1PiCtGubBge3SpLWrFmjhx56SD/5yU909OhR3Xvvvfr617+u733vezp48KCeeeYZHThwQMePH1cwGNRtt90mn8+XvJDf6dOn9cTevZIImQEAAAAAlUUlMwAApfT449Itt0gzM7OvNzMj3XKLjr4S78+8bt06NTY26o477pAkfetb39LHP/5xNTY2SpKOHz+uo0eP6vjx4zp48KC+/vWv67LLLtPw8LAk6eDBgxqfnNSyxkZ98pOfLN/xAQAAAACQgZAZAIBSyTdgTpiZUatpSpKeffZZxWIxfeMb39D27dt1wQUX6Le//a3279+fXL21tVVXX321Vq9eLUmamJjQhg0bND4+rj179kiSrrvkEi1durSURwUAAAAAwKwImQEAKIXJSem22/IPmM/oOvNzdHRUDz74oBoaGvTFL35RL7zwgi655JK0dVesWKFPf/rT+uUvf5ns1zwxMaGBgYFkyLz+6quLPhQAAAAAAApByAwAQCk0N0uPPCKdaW+RL9+SJVr5gQ9Iku6++25deeWV+tKXvqRPfepTevHFF9PW/c1vfqN//Md/1JNPPqk777xTa9askSQ98sgj2pvox3zNNSU4GAAAAAAA8kfIDABAqWzcKO3alX/Q3Niolh//WLvDYa1cuVJSvKL54Ycf1ujoaHK1Sy+9VF/+8pfldDp16tQp/cmf/ImOHDmidevWSZJee+01vfnmm3IsW6YrXa6SHxYAAAAAALMhZAYAoJTyDZobG+PrbdyotWvX6tChQ7rvvvu0Zs0arVq1SmvWrNH5558vSZqenlZzc7Nuu+02fehDH9LU1JQ2bNigf/mXf0k+L0kfPPdcTZX14AAAAAAAyEbIDABAqc0VNKcEzAktLS3aunWrnnvuOb322mt67rnn9JWvfEWSdPToUf3yl7/UkiVL1NXVJYfDoeeff17j4+OSpNOnT0uSDh09qss2btTw8HB5jw8AAAAAgBSEzAAAlEOuoHnx4qyAORefz6fm5mZJ0s9+9jN997vf1dDQkI4dO5Zcp6GhQYsWvf/nfOJMlXMigAYAAAAAoNwImQEAKJfMoLmxUbrmmrwCZile3bxr1y4tW7ZMUryi+cCBA8nKZUmKxWI6ffq0PvShD+l/tLdLkiYmJjQwMFDaYwEAAAAAIAdCZgAAyikRNJ97bvynxyOlXNRvLm63W3/1V3+lm266Sa2trcmq5fPPP18+ny+53vr163XXJz6hNWvWSJJ27NhR2uMAAAAAACAHQmYAAMpt40bpyJH4zz/7M+mf/qmgzZcvX67PfOYzuuOOO3TOOeecGXKjHnroIf3RH/2RJOnWW29VQ0OD1q1bJ0m0ywAAAAAAVAwhMwAAlXCmt7I+8hHp9delEyfijycnCxpm+fLlkqRnn31Wixcv1uOPP67nn39eN998s2KxmJ555hlJ8VYbAAAAAABUAiEzAACVdvPN0k9+Ij3+uHTRRfGfebr88sslSaOjo3rwwQe1aNEiXXrppYrFYnrg17/WgQMHJEmbN28ux8wBAAAAAMhCyAwAQKXdfLP0ne9It9wivfVW/Gdq0DxLdbPb7Vbzmarou+++W1deeaW+9KUv6corr9RX9+2TJK1cuVJbtmwp6yEAAAAAAJBAyAwAQKUNDUlPPinNzMQfz8y8HzTPUd28fPly7dq1SytXrpQUr2h++OGHNXrmYoIrV67U7t27aZcBAAAAAKiYJdWeAAAAdeXxx+OB8unT6ctnZqTPf15qaJBOnoyvs2uXdOONWUO43W4dOnRIAwMD2rFjh8bHx9XicGhzc7O27NpFwAwAAAAAqChCZgAAKiURMCcqmDOdOvX+/TPVzYt/9CPLVVtaWrR161Zt3bo1vuA3v5EGByUCZgAAAABAhdEuAwCASpgrYLYyM6OzvvAFfeyFF+Ze99gxyTBsTw8AAAAAALsImQEAKDc7AfMZDTMz6hocnDtoNk1pxQp78wMAAAAAoAiEzAAAlNPkpHTbbbYC5oTFp0/PHTSbJpXMAAAAAICqIGQGAKCcmpulRx6RGhuLGmbOoPnYMSqZAQAAAABVQcgMAEC5bdwo7dpVkqD51kcfjVdHZ6KSGQAAAABQJYTMAABUQgmC5lOLFunRW2+NV0dn4sJ/AAAAAIAqWVLtCaD8br/9di1fvtxy+e233175CQFAvUoEzTYuAnhq0SINdnXpN5dear0CF/4DAAAAgLqwfft2bd++PWv58ePHKz+ZMwiZ68C+ffssl99www2VnQgAwFbQPGfALElvvimdd16JJgkAAAAAqFVHjhzR3r17qz2NNITMdaC9vd2ykvmiiy6q/GQAANlB8+LFUkODdPJk1qqxxkYNdnbOHjBL0unT0iK6YAEAAADAQnfRRRfp+uuvz1p+/PjxnMWm5UbIXAe2b9+u1atXV3saAIBUiaD5ttukRx6JL8usbl68WDN//df6zdKl1ZkjAAAAAKDm5GqBe/DgQV1++eWVn5C48B8AANWzcaN05Ej8Z+aFARsbpR07tCgareoUAQAAAACYCyEzAADV1Nz8/v1E0HzuufGfnZ06ff75ckxNVW9+AAAAAADMgZAZAIBaklrdLOnkX/yF2lN6ap3z9ttVmhgAAAAAANYImQEAqDUp1c0xp1PL33pLje+9p4+98ILufOABLf7pT9PXP306fuFAAAAAAACqgAv/AQBQ40bXrNH6oSG1j4xo8enTin3hC9LZZyernfXWW9J551V3kgAAAACAukUlMwAANW7RqVNaNzysxadPS5IaZmakW26RHn88voJpSoZRtfkBAAAAAOobITMAADVs8U9/qq6dO5XVDCM1aD52jJAZAAAAAFA1hMwAANSqxx/XWV/4QrKCOUsiaN69W1qxorJzAwAAAADgDEJmAABq0eOPS7fcEm+NMZuZGenrX5fGxiozLwAAAAAAMhAyAwBQa84EzJorYE44eVL69rff79EMAAAAAEAFETIDAFBLJiel227LP2BOOHkyvt3kZHnmBQAAAABADoTMAADUkuZm6ZFHpMbGwrZrbIxv19xcnnkBAAAAAJADITMAALVm40Zp167CguavfCW+HQAAAAAAFUbIDABALToTNMfyDZr/4R/oyQwAAAAAqApCZgAAatXGjTrxox/p1KI8/lzPzMQvFkjQDAAAAACosJoOmcPhsNxut0KhULWnkiUSicjv98vtdsvhcKihoUEOh0Nut1vd3d2KRqPVniIAYAE49dnParCri6AZAAAAAFCzajJkDoVCcrvd6ujoUCQSqfZ00kQiEbndbrndbgUCAUWjUbW3t6unp0cej0fRaFT9/f1qa2tTR0cHYTMAoGi/ufTStKA5NtvKBM0AAAAAgAqrqZA5FAqpra1NXq+35sJlServ75fb7U7Ozefz6fDhwxoaGlJvb6+CwaCmp6fl8/kkxSux29raFA6HqzltAMAC8JtLL9WT116rmKSGuVYmaAYAAAAAVFBNhMyp4XKtVv4GAgF1d3cnH/t8PvX19ckwjKx1+/r61NPTk3zc0dFRky0/AADzx8deeEHXPfXU3AFzAkEzAAAAAKBCqhoyJ8LlLVu2yDAMy8C2FoRCIfn9/uRjl8ulvr6+Wbfp7e2Vy+VKPq7V6mwAQO075+23deujj2rx6dOFbTgzI912mzQ5WZ6JAQAAAACgKobMgUBAQ0NDyRYTIyMjOnz4cLWmk5NpmtqyZUvast7e3ry2zVxv/fr1JZsXAKB+vLNsmR699db8Lv6XqrFReuQRqbm5PBMDAAAAAEBVDJl7enrU19eXVu1rGIY8Hk+1pmRp27ZtMk0z+djpdOY9R4/Hk3Z8pmmmVUQDAJCvzIv/zamxUdq1S9q4sbwTAwAAAADUvZroyZyq1lpm9Pf3pz1O7cucj66urrTHgUAgLbQGACBfiaA51tg4+4oEzAAAAACACqq5kLmW9Pf3ZwXCnZ2dBY1htf62bduKmRYAoI795tJLdeJHP4oHyVYImAEAAAAAFUbIPIvMnsqGYcjpdBY0htPpzKrOzqyOBgCgEKc++9l4kJwZNBMwAwAAAACqgJA5h0gkomg0mrasvb3d1liZ25mmqUgkYntuAABo48b0oJmAGQAAAABQJYTMOYTD4axlqRfxK4TVdoODg7bGAgAgKRE0n3suATMAAAAAoGqWVHsCtWp4eDhrWVtbm62xrLazCrEBACjYxo3SkSNSc3O1ZwIAAAAAqFNUMudgFQIX2o95tu1olwEAKBkCZgAAAABAFREyW4hGozJNM2t5U1OTrfFybZfZ8xkAAAAAAAAA5htCZgu5wt9SVjJLVDMDAAAAAAAAmP/oyWzBqopZkgzDsDVeru2mpqZsjVeol156qeBtWlpa1NraWobZAAAAAAAAAJjN0aNHNT4+XtA2djLAUiFktlCp8DdXmF1qn//85wve5m//9m/1d3/3dyWfCwAAAAAAAIDZfec739G9995b7WnkjXYZFsbGxiqyn8nJyYrsBwAAAAAAAADKhZDZQqUqjCu1HwAAAAAAAAAoF9plWLDbe7lWPfbYY/roRz9a0DYtLS1lmg0AAAAAAACA2dxxxx3yer0FbfPSSy/ZaptbCoTMFpqbmyuyn0qF2R/96Ee1evXqiuwLAAAAAAAAQHFaW1vV2tpa7WnkjXYZFioV/ra1tVVkPwAAAAAAAABQLoTMFpqamhbUfgAAAAAAAACgXAiZLeSqZLZ7ob5c2y203s8AAAAAAAAA6g8hs4X29nbL5VNTU7bGy7Wd0+m0NR4AAAAAAAAA1ApCZguGYVgGwNFo1NZ4Vtvl2gcAAAAAAAAAzCeEzDm4XK6sZaVsl+HxeGyNBQAAAAAAAAC1hJA5h46OjqxlpaxkXrt2ra2xAAAAAAAAAKCWEDLnYFVpPDw8bGssq+2oZAYAAAAAAACwEBAy5+B0OrNaZkQiEVtjZW5nNTYAAAAAAAAAzEeEzLPo7u5OexyNRgvuy2yaZla7DL/fX+zUAAAAAAAAAKAmEDLPYtOmTVnLdu7cWdAYVuv7fD7bcwIAAAAAAACAWlJXIXM4HFYoFMr7An6GYWQFwsFgsKB9Zq7f09NT0PYAAAAAAAAAUMtqLmTONwAuhGmacrvd6ujokNfrVVtbm/r7+/Patre3N+1xOBzOe47RaFThcDj52DAM3XPPPflPHAAAAAAAAABq3LwImYsNnv1+f9bF97q7u/Ma1zCMrGrkzF7NuWSuNzAwIMMw8toWAAAAAAAAAOaDmgqZw+Gw5YX1hoaGih63kOWZOjs709pchMNhBQKBWbcJBAJp4/f29qqzszOv/QEAAAAAAADAfFETIbNpmurv75fX67V8PhwOy+/3265ozlU93NTUlPcYvb29aa0z/H6//H6/5bqZz/X29tKLGQAAAAAAAMCCVLWQORqNyuFwqKGhQQ6HQ93d3ZZVzAmBQEBtbW3J9d1ud977smpv4XQ65fF4CppzT0+PRkZG5HK5knNyOBzyer3y+/3yer1yOBzJKmeXy6WRkRECZgAAAAAAAAAL1pJq7djpdGp6eroi+/L5fJLiFcXRaFSdnZ3q7e211R85ERxHIhENDg4qHA4n23wYhqGmpiZt2rRJXq+34BC7XB566CG1trbqjjvuUGtra7Wngwo7evSovvOd7yQf8zkoL17v3OrptVkIxzqfjqEW51orc6qVeQD1hN87SHwOKo3Xe3b18voshOOcT8dQq3OthXnVwhyqoSEWi8WqPQmU1sGDB3X55ZdnLT9w4IBWr15dhRmhmjI/D3wOyovXO7d6em1KeazHjx/Xt7/97bRlX/va17R8+fKi5jiX+fR+1eJca2VOtTKPcqnW7wcwm4X+e4f88DmoLF7v2dXL67MQjnM+HUOtzrUW5lXNOVRz3zXRkxkAAAAAAAAAMD8RMgMAAAAAAAAAbCNkBgAAAAAAAADYRsgMAAAAAAAAALCNkBkAAAAAAAAAYBshMwAAAAAAAADANkJmAAAAAAAAAIBthMwAAAAAAAAAANsImQEAAAAAAAAAthEyAwAAAAAAAABsI2QGAAAAAAAAANi2pNoTQOmdOHHCcvlLL71U4ZmgFmS+73wOyovXO7d6em1Keaxvv/22jh49mrbs0KFDWrZsme0x8zGf3q9anGutzKlW5lEu1fr9AGaz0H/vkB8+B5XF6z27enl9FsJxzqdjqNW51sK8qjmHzH3lygjLoSEWi8UqtjdUxE9+8hN9/vOfr/Y0AAAAAAAAAFTJY489pptvvrki+6JdBgAAAAAAAADANkJmAAAAAAAAAIBttMtYgEzT1N69e5OPL7zwQp111llVnBEAAAAAAACAcjpx4oReeeWV5OPrr79ehmFUZN+EzAAAAAAAAAAA22iXAQAAAAAAAACwjZAZAAAAAAAAAGAbITMAAAAAAAAAwDZCZgAAAAAAAACAbYTMAAAAAAAAAADbCJkBAAAAAAAAALYRMgMAAAAAAAAAbCNkBgAAAAAAAADYRsgMAAAAAAAAALCNkBkAAAAAAAAAYBshMwAAAAAAAADANkJmAAAAAAAAAIBthMwAAAAAAAAAANsImQEAAAAAAAAAthEyAwAAAAAAAABsI2QGAAAAAAAAANhGyAwAAAAAAAAAsI2QGQAAAAAAAABgGyFzlUQiEfn9frndbjkcDjU0NMjhcMjtdqu7u1vRaLTaU0yKRqMKBALq6OhQW1tbcq5tbW3yer0KhULVniIAAPNOOByW2+2uyb+j8+k8BQAAACiFcp+fL/Rz7IZYLBar9iTqSSQS0ZYtWxSJRCRJhmGovb1dLpdL0WhU4XBYpmlKkjwej/r6+uR0OqsyV9M05ff71d/fP+e6hmHonnvuUU9PTwVmBgDA/BUKhbRt27bkuUAwGFRnZ2eVZxU3n85TAAAAgFIo9/l5vZxjEzJXUH9/v7q7u5OPfT6fent7ZRhG2nrd3d1pwe7Q0JA8Hk+lpikp/u1NR0dHwdu5XC7t2bMn65gAAKh3oVBIfr8/q0KhVkLm+XSeAgAAABSrEufn9XSOTbuMCgkEAlkfqr6+Psswtq+vL60iuKOjo6L/lTYUCtkKmKX4tzNutzv5DQwAAPUuFAolW0zV6n+Bm0/nKQAAAEAxKnV+Xm/n2FQyV0AoFJLX600+drlcGhkZmXM7t9udLKWXpJGREblcrrLMMSEREic4nU55PB653W41NTVpampKY2NjCoVCs/4i5nuMAAAsVInKiKmpKTmdTkWjUcsvYatdyTyfzlMAAAAAuyp5fl6P59iEzGVmmqYuvvjitA9tviXvmS0rDMPQ9PR0OaaZ5HA4ZJqmDMNQb2+vfD7frPObrTF5tf/RDABAtQQCAY2Njam7uzt5UmiaphwOR9a61fx7Od/OUwAAAAA7Knl+Xq/n2LTLKLNt27alfagSlcH58Hg8ad9WJC7EVy5+vz8ZMI+MjMwaMCfmNzY2lvN4yjlXAABqWU9Pj/r6+tL+jhuGUXN91ebTeQoAAABgVyXPz+v1HJuQucxSm3ZLSuvFko+urq60x4FAoGz9jhNzDQaDBV3FcmhoyHL9aDRas70nAQCohlq7MO58Ok8BAAAASq0c5+f1eo5NyFxG/f39WR+CQsvtrdbftm1bMdOyFAqFZJqmfD6frW9x+vr6LJeHw+FipwYAAMpgPp2nAAAAAPNBPZ9jEzKXUW9vb9pjwzAKqhCW4iX1md+qZH4jUgqDg4OSsuecL4/HY/ntz9jYWDHTAgAAZTKfzlMAAACA+aCez7EJmcskEolktYpob2+3NVbmdqZppl1pshTC4bB8Pl9R/01g06ZNWcvmQzk/AAD1Zr6dpwAAAAC1rt7PsQmZy8SqTURq4+5CWG2XqDwuBdM05fF4im4k3tbWltcyAABQXfPpPAUAAACYD+r9HHtJtSewUA0PD2ctsxu4Wm1Xyl7HhmEoGAyWZJxMhf6XAAAAUH7z6TwFAAAAmA/q/RybSuYysXrj7QauVtvVYom8Vf9lu9/YAACA8qnH8xQAAACgnOr9HJuQuQyi0ahlL+KmpiZb4+XaLrPPS7VlzsfpdFLJDABAjanX8xQAAACgXDjHJmQui1xveCm/vZBq7xuMzPkU2+MZAACUXr2epwAAAADlwjk2IXNZWH1zIVn3LM5Hru2mpqZsjVcOpmlm/UJt2rSpSrMBAAC51ON5CgAAAFBOnGMTMpdFpd7wXB/gaujv70973NPTY/sXCQAAlE89nqcAAAAA5cQ5NiFzWVhdAK8cJicnK7KffPT19SXvO51O9fb2VnE2AAAgl3o8TwEAAADKiXNsQuayqNS3CrXy7UU4HE5rlREMBqs4GwAAMJt6O08BAAAAyo1zbELmsqi3NhHd3d3J+z6fTy6Xq4qzAQAAs6m38xQAAACg3DjHJmQui+bm5orspxY+wIFAIFnF7HK50tpmAACA2lNP5ykAAABAJXCOTchcFpV6w9va2iqyn1xM05Tf75cU78O8Z8+eqs4HAADMrV7OUwAAAIBK4RybkLksmpqaFtR+cvF6vZLiv0hDQ0M1/W0KAACIq5fzFAAAAKBSOMcmZC6LXGGr3ebcubarZqjr9/sVDodlGIZGRkbkdDqrNhcAAJC/ejhPAQAAACqJc2xC5rJob2+3XD41NWVrvFzbVSvYDYVCCgQCkqQ9e/YQMAMAMI8s9PMUAAAAoNI4xyZkLgvDMCzf9MQF8gpltV2ufZRbJBJJtskYGRmRy+Wq+BwAAIB9C/k8BQAAAKgGzrEJmcvGKnwtZYm8x+OxNVYxotGo1q9fL0kaGhoiYAYAYJ5aiOcpAAAAQDXV+zk2IXOZdHR0ZC0r5bcXa9eutTWWXaZpyu12yzRNDQ0N1fwHGwAA5LbQzlMAAACAaqv3c2xC5jKxCmGHh4dtjWW1XSVD3tSAORgMEjADADDPLaTzFAAAAKAW1Ps5NiFzmTidzqwy+UgkYmuszO2sxi4X0zS1fv16RaNRBYNBdXZ2VmS/AACgfBbKeQoAAABQK+r9HJuQuYy6u7vTHkej0YJ7sZimmVUi7/f7i51a3tavX69IJKK+vr6iAmav16v+/v4SzgwAABRjIZynAAAAALWkns+xCZnLaNOmTVnLdu7cWdAYVuv7fD7bcypER0dHMmAuZp/9/f0KhUIVmzcAAJjbfD9PAQAAAGpNPZ9jEzKXkWEYWR+CYDBY0BiZ6/f09OS9bTgcVigUstVkvKOjQ+FwWL29vUV9kEOhkLq7u+fFLwMAAPNZoX/3q32eAgAAACw09XyO3RCLxWLVnsRCZpqmHA5H2rKxsTE5nc45t41Go2pra0s+NgxDhw8flmEYc+4z0eYioZBqZK/Xq1AoJKfTabsc3zRNDQ4OJucwMjJS871jAAAoN7fbndVfrdhrHhTzd78a5ykAAABArSjX+Xk9nmMvqfYEFjrDMBQMBuX1epPLuru7NTQ0NOe2mX1cBgYG8vpQ+f3+rF+Q7u5ueTyeOT/Q3d3dCoVCkuIf7Mw52OFyuQiYAQCQLKuM7fyPo1TF/N2vxnkKAAAAUCvKcX5er+fYtMuogM7OzrTS9nA4rEAgMOs2gUBA4XA4+bi3tzfvb1FSt8tneYLf7y/LxflKEVQDADDfhcNhy4t+5HOyOde4hSzPVOnzFAAAAKAWlOv8XKrPc2xC5grp7e1Vb29v8rHf78/ZiiLzud7e3oL6r+T6hqOpqSnnNoFAYM4Pu130YwYA1DPTNNXf359WyZAqHA7L7/fbrpiw83c/UyXPUwAAAIBqKvf5eUK9nWPTk7nCIpGItmzZkvxvrYZhJP87azQaTfsWxeVyaWBgoOBWE/39/VnVw06nUyMjI5b/EI1EInK73baOZy4+n099fX1lGRsAgFoVjUbldrstKyPmYhhG8u92Pgr9uz+bSpynAAAAAJVWyfPzTPVyjk3IXCWRSESDg4MKh8OKRqMyTVOGYaipqUkej0der1cej8f2+P39/ert7VU0GlVnZ6d6e3vzajAOAADmn1L/3S/3eQoAAABQbxb6OTYhMwAAAAAAAADANnoyAwAAAAAAAABsI2QGAAAAAAAAANhGyAwAAAAAAAAAsI2QGQAAAAAAAABgGyEzAAAAAAAAAMA2QmYAAAAAAAAAgG2EzAAAAAAAAAAA2wiZAQAAAAAAAAC2ETIDAAAAAAAAAGwjZAYAAAAAAAAA2EbIDAAAAAAAAACwjZAZAAAAAAAAAGAbITMAAAAAAAAAwDZCZgAAAAAAAACAbYTMAAAAQIZIJCK3262GhgZ1dHQoGo1We0oVEQqF5PV65ff7qz2VmhMKhZI3AAAApGuIxWKxak8CAAAAqBWmaeriiy+WaZrJZYZh6PDhwzIMo2rzKgfTNLVz504Fg0GFw+Hkcp/Pp76+virOrLaEw2F1dHRIkjwej4aGhqo8IwAAgNqypNoTAAAAQOmYpimHw1HUGIZhqKmpSYZhyOl0qqOjQx6PR06ns0SzrG07d+5MC5il+OsaDofV2dlZnUmVkGma8vv9CofDdVOhXaxgMJi87/V6qzgTAACA2kS7DAAAgAXEMAyNjY0pGAzK5/PZGsM0TUWjUUUiEYVCIXV3d6utrU0Oh0Pd3d0EkwuAYRjq7OyUx+Op9lTmhZ07dybvb9q0qYozAQAAqE20ywAAAFjArFo/pOrr65PH40k+PzU1pUgkouHhYYXD4ZzbeTwe9fX1Lcjq5lztMqanp6s3qTLq7u5Wf39/2jLaZbwv0Z9bklwul0ZGRqo8IwAAgNpDJTMAAMACZhhGzopml8sln88np9Mpl8sll8slj8ejnp4eBYNBTU9Pa2RkxLLaNRwOy+12p/XxXSgMw0get2EY8ng8CzpYTPQahrXBwcHk/a6urirOBAAAoHYRMgMAACxwuULEpqamObd1uVwaGhqyrGo1TVMdHR0KhUJFz7HWOJ1ODQ0NaXp6WkNDQwuyYjthoV3MsNRSP98LoSc3AABAORAyAwAALHD5hMlzma19gtfrpU8zFqRoNJr8bDudzgX9ZQMAAEAxCJkBAACQF5/PJ5fLZflcb29vhWcDlF/qFytUMQMAAORGyAwAAIC8dXd3Wy7PvHAcsBCktsqgHzMAAEBuhMwAAADI26ZNm3I+txAvAoj6ldoqwzCMnFX8AAAAIGQGAABAAWa7SBx9mbGQpFYxz/blCgAAAAiZAQAAUKDZgmZgoRgcHEze93q9VZwJAABA7SNkBgAAQEFM07Rc7nQ689o+EonI7/fL7XbL4XCooaFBDodDbrdbfr9fkUikqPn19/fL7XZnte+IRqPyer3Jfbrd7jn3ZZpmcrzUylY7QqGQvF6v5XF7vd6ix8+UmHtHR4fa2trS9hcIBHK+j4i/donPhmEY8ng8VZ4RAABAbSNkBgAAQEnMFTJHIhG53e5kyBmJRJJBZyLUCwQCydC1kBA0Eomou7tbDQ0N6u7uzgqP+/v71dbWplAolBw3Eolo/fr1lvsJhULq6OiQw+FIjjc1NZX3fFL5/X41NDSkBckejyfZ4zcSiSQD6IaGBvn9flv7ydxnYu6JsN3j8cjpdCZDfofDMS8u2Njf3y+v15sMytva2uT1epPtWUzTlNfrTYbpbW1tRe9z586dyfu0ygAAAJjbkmpPAAAAAPNHrov7OZ3OWUNmv9+vQCAgSfL5fOro6JDL5ZJpmopGoxocHEyr5A2FQgqHw9qzZ0/OC65FIhENDg6qv79/1kC6v79f3d3dls+ZpqlwOKzOzk6FQqGseRQjM8T2+Xzq7e3NajfS398vv9+fXC8QCKi/v3/WY88lGo2qo6MjGcB2dnaqt7c3670JBALy+/3q7u7OuwK90gKBgLZt25b13iYuyBcKhTQ0NCTTNNPeM5/PV/S+g8Fg8n65WmWEw2ENDQ0pEomkXWSw1Kanp2lxAwAAyo5KZgAAAOStr6/PcnmuEFeKh3SBQECGYWhoaEh9fX3q7OyU0+mUy+VSZ2engsFg1timacrtdluGb4l2G3MFzOFwODm3XIHt1NSU3G63tmzZUnSrjoRQKCS3252cW19fn/r6+izDPp/Pp8OHD6eFvYljLyTwjkajaa9XT0+PgsGgZYjc09OjsbExGYZRcxdsjEQicjgcacG7z+fTyMiIpqenNTY2pp6eHknxz93w8HDa9h0dHUXPIfXLlFK2yjBNU93d3XI4HOro6EhWkns8nuTvRCk5nU4CZgAAUBkxAAAALGgjIyMxSVk3j8dTknEMw8i5TW9vb3K9YDA45z46OzsLnufQ0JDlvILBYMwwjFhnZ2fauoZhpK03NjaWNt709LTleH19fXPOPxbLfp18Pl9e201PT2fNTVJsZGQkr22dTmfB720wGLQ81nznXGp9fX1p83A6nVnvT0LqZyv1Nj09XdQcUl+T1M9OsVLn63Q6Y0NDQ5brWX1G7d6q9T4CAID6QyUzAAAA5hSNRrV+/XrL5/bs2WO5PNH7V3q/UnMu99xzT9aycDg8a4Vxan/jVFu2bJHH40lrfeDxeHT48GH5fD51dnZqaGgoq3rUMIy85mrFNM2s16m3tzevbQ3D0MDAQNbyXH2jU/n9/rSK5FwV55k6OzsLbslRLon2HQkej0djY2M5q3sT1cypSlG5Ozg4mLzf1dVV1FjS+1Xpid+FRBV5rgppj8eT83eqUOVq9QEAAJCJnswAAACY1Ww9jfv6+nKGlKkXsJutnUYql8slwzCyQtVt27alhcWZEhe0y2QV2hqGMWcIa7dtQWYP4c7OzoJCz0Tom3ospmlq27ZtOcPqcDicdgG/QtsueDyekrUJsSsQCCR7dkvxz8HQ0NCc2zmdzrRwvRStLVJblBQ7XmZf7t7eXstwPFOijUzmXPL9PUrdBgAAoBIImQEAAOrU1NSUTNNMC0FN09TU1JQikYiGhoa0c+dOyypap9OpYDA460X57Pa1bW9vz7rAYK4LDiY0NTVlLfP5fLarWpubmwvexjTNtKBUslcJe88992RVoAYCAd1zzz2Wx5MZPhcaRHZ0dGTNu5ISFz5MMAwj70reqamptMfF9mPO/MwWUxWd6JGd4PP58gqYE7q6utJC5sSFAgEAAGoR7TIAAADqVOICaw0NDcmbw+FQW1ubvF6v5UX1DMNI/nf/2dospFYKF9rCwGpc0zQLvkDd2rVrC1q/WDt37sxaZqciOlerjtRq5YRoNJoVwM+n6tVIJJIVig8MDOT9ecn8fBZ77KnV8sW0mjBNMy3wdjqdebcwSbA6lrm+bAEAAKgWQmYAAADMyul0yufzKRgManp6Oq8ew6lhWDQaTQuy57rlqqotNGQutjdvoazaedhtu2EVNFtVsWYGl3b3Vy2ZQW6+vbul7M9DotVKMVK/KNi0aZPtcbxeb9r88u3LncrqWAr9HQAAAKgU2mUAAADUKZfLpYGBgWTLgdTWGU1NTTIMw1ZoaVV1XIrwc66L31WbVZWp3dBz7dq1aa0Sco2fuaxWLuKXj+7u7qzPSSHVvpl9pEvRPznxGSsmsA6Hw2nvSzEXkszsT17rvwMAAKB+ETIDAADUqaamprKEkvv27Ut73NnZOetF+xYCqwrTYqpqc70vmT20M4NWq97UtSgajWa1//D5fAV9GTE4OJj2uNh+zKnj2emlnZDaX1qK99gGAABY6GiXAQAAgJLKDFzrofrS6hiLOe5cYWvqa5sZMM8nmUGsVPgFCzMrvdvb24uaU+p4diuPw+Fw1vtidywp+zM039qhAACA+kHIDAAAgJLKDMYS7TgWslIfY64wMXU/8/V1jUajWQGxy+UqqKreavtiKsej0WgywHc6nbbD3MyKfbstZyTrLykImQEAQK0iZAYAAEBJTU5Opj2u54uVlfrYU9thWI09H4Jnq4vgFdpSIrNVRrH9mFN7QRdTeZx64UCpuOrqUrdgAQAAKCdCZgAAAJSVaZoLvmVGrl7IpQ6Z56pknQ+vc2YQKxUW7FpVQq9du7aoOaWOZ7cfc+qFAxOK6Xme2du8mAprAACAciNkBgAAQEk1NzdnLbMKFheSXOFfqfsmp1ayWgXbmcFkrbEKYgutQrbq51xMJXNqqwzDMGwHw1ZfKFj9LuRraGgo7XGhPasBAAAqiZAZAAAAJWUVuKa2I7Crlqt0DcOwbGUwPDxcsn1kBqlW+6v1qvHMNheS5PV6897eqorZ6XQW1UYidbxNmzbZHseqVUkxlcfhcDjtcTFtPAAAAMqNkBkAAAAlZVUJalXBWii3263+/v6ixignq2razKAwX1ZVsR0dHWmPc/X7tbvPSrCq7C6kCtmqmrfYfsypwXcx1cJjY2NZy+yG3+FwOO33pbOzk1YZAACgphEyAwAAoKRyhWFWbQ7y5ff7FY1G5fP5bI9Rbla9fE3TtNUyw2qbzErWXNXTVtXCtaKYat9QKKR9+/Zlhcput9v2fFLfn2JaZZRaZuW/1cUSAQAAagkhMwAAAErOqrq0v7/fVuAaCoUUCATU09NTiqmVTWdnZ8lC38w2Gx6PxzKMtWrvEAqFSn7BwVLJnFe+lb7RaFRer1fBYDCr73QxlcypvcKLaZUhWfdftlO9H4lE0lp49PT0UMUMAABqHiEzAAAASi5X1fL69esLCkBDoZC8Xq8Mw5gX1Zz33HNP1rJAIFDwOJl9h3Mde672DoVUjVsFoVYVx6WQua98Q9iOjg719PSovb09a5vMALajoyPvtirBYDB5v5De0FasqqAzL96Xjy1btiTvezyeefG5BwAAIGQGAABY4HIFhuUKEqXclbemacrtdudV0RwIBJLB38DAQMFzKKYH9OTkpK3tenp6LMPGQoLmcDicFsTnGlOKB5tWz4VCobyD1m3btmUtK1cldK7PxGy8Xq+cTqd6e3uz+k1nVjF7vd6C2qqkjldsb+dS9OQOBALJ3w2n02krpAYAAKgGQmYAAIAFLlegW4qL8c0ms69sQiJo7ujoSGvtkOiPGwgE5HA4ktW4PT09Wf2IM1mFosUEpVbbWl3YzUpqdWxCoqd0PlKrkF0u15yVrFb7k+JVznOF216v1/LzkdmyoVSsQmarkDshMb/EMWa2EUkN2L1er8LhcN7BbOrxzfX5ylfmONFoNO/3PRQKJd97p9OpkZGRkswJAACgImIAAABYsKanp2NOpzMmyfLm8/nKuv+enp6c+87n1tnZmdcxWm3rdDptzbkU442MjMQMw0jb3uVyxaanp2fdzufzFbR+Ql9fX87X0OVyxYLBYGxsbCw5t76+vuTnorOzc9b3wDCMWG9vb97HPpve3l7LffT19WUdj2EYMcMwkvOOxWIxj8eT9fmYnp5OLh8ZGcl7LqnHHQwGS3J8Y2Njtj7Dqe9fPusDAADUGkJmAACABWZsbCw2NDQU6+npyQo6rW4ejyfW19cXGxkZSQv0SsVu0NzT0zPruNPT08kwcraAdWhoKO+5Dg0NxVwu16yvVb5B5tjYWFbAbxiGZaA5NjaWFqDaCRpnC5pne42HhoZmPd5SBbAJs33pkfpeZgbMsVh2yJx6K+R9jsViaduWUjAYzPuzPDIykjwmwzCywnYAAID5oiEWi8UEAACABcE0TTkcjqLGGBsbs2xrUIxQKKQtW7bk1Z7D5XJpYGAgZx9iKd4aodB2DoZhaM+ePVnjmqapiy++uODWIT6fL2dLkFSBQCDrQnyGYai9vV2GYSgSiSRbKjidTvX19dnuDxyJRLRly5a8el4Hg0F1dnYqHA6ro6Mjudzlcqm7u1ubNm2SYRi25jHXHNevXz/r6+3xeBQMBrP2b/W+53pfZ5N6zB6Pp+S9j8PhsLq7u9NaZTidTnk8HrW1tWlsbEz79u1TJBKRYRjy+Xxc4A8AAMxrhMwAAAComFAopMHBQUUiEU1NTck0TRmGkQzgurq6CgoL55PEsSf69Jbz2MPhsILBoMLhcNbrnBkgRyIReb1edXd3y+fzlSVYtuL3+9Mucuh0OtXe3q7u7u6cr0M0Gk32aU68br29vQXPubu7O3lhxL6+vrwvFFio2T7v7e3t8nq9RV9wEAAAoBYQMgMAAACoKw6HI1lJPT09XbFgHQAAYKFaVO0JAAAAAEClRCKRZMDscrkImAEAAEqAkBkAAABA3RgcHEze7+rqquJMAAAAFg7aZQAAAACoG21tbck+0OW4yCUAAEA9opIZAAAAQF2IRCJpFxokYAYAACgNQmYAAAAAdSG1VUZnZ2cVZwIAALCwEDIDAAAAqAuhUCh5n37MAAAApUNPZgAAAAALXjQaVVtbmyTJMAxNT09XeUYAAAALx5JqTwAAAAAAKiEYDEoSvZgBAABKjEpmAAAAAAAAAIBt9GQGAAAAAAAAANhGyAwAAAAAAAAAsI2QGQAAAAAAAABgGyEzAAAAAAAAAMA2QmYAAAAAAAAAgG2EzAAAAAAAAAAA2wiZAQAAAAAAAAC2ETIDAAAAAAAAAGwjZAYAAAAAAAAA2EbIDAAAAAAAAACwjZAZAAAAAAAAAGAbITMAAAAAAAAAwDZCZgAAAAAAAACAbYTMAAAAAAAAAADbCJkBAAAAAAAAALYRMgMAAAAAAAAAbCNkBgAAAAAAAADYRsgMAAAAAAAAALCNkBkAAAAAAAAAYBshMwAAAAAAAADANkJmAAAAAAAAAIBthMwAAAAAAAAAANsImQEAAAAAAAAAthEyAwAAAAAAAABsI2QGAAAAAAAAANhGyAwAAAAAAAAAsI2QGQAAAAAAAABgGyEzAAAAAAAAAMA2QmYAAAAAAAAAgG2EzAAAAAAAAAAA2wiZAQAAAAAAAAC2/f/paueOHpsVxwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1500x1050 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "xtick_p = [0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8,\n",
    "           0.9, 1.0, 2.0, 3.0, 4.0, 5.0, 6.0,\n",
    "           7.0, 8.0, 9.0, 10.0]\n",
    "xtick_l = [\"$0.2$\", \"\", \"\", \"\", \"\", \"\", \"\",\n",
    "           \"\", \"$1.0$\", \"\", \"\", \"\", \"\", \"\",\n",
    "           \"\", \"\", \"\", \"$10$\"]\n",
    "figsize = load_style()\n",
    "w, h = figsize[('APS', '1-column')]\n",
    "font_size = 14\n",
    "mpl.rcParams.update({'font.size': font_size})\n",
    "fig, ax1 = plt.subplots(figsize=(5, 3.5))\n",
    "color = 'red'\n",
    "markerS = 2.0\n",
    "#axlines:\n",
    "ax1.axvline(x = 0.64, color = 'gray', lw=1.0, linestyle=\"-\")\n",
    "ax1.axvline(x = np.sqrt(1/0.7), color = 'gray', lw=1.0, linestyle=\"-\")\n",
    "#ax1.set_xlabel(r'$a/\\sigma$')\n",
    "ax1.set_ylabel(r'')\n",
    "ax1.set_xlabel(r'Period $a/\\sigma$')\n",
    "ax1.plot(Ps17, Xs17, linestyle=\"-\", marker=\"D\", markeredgewidth=0.6,markerfacecolor=\"red\", color=\"red\" ,label=r\"$\\chi_{c}$\",ms=markerS,lw=0.15)\n",
    "ax1.plot(Ps17, 3/max_peak, linestyle=\"-\", marker=\"s\", markeredgewidth=0.6,markerfacecolor=\"None\", color=\"orange\" ,label=r\"$\\propto [\\max_{k}\\{S(k)\\}]^{-1}$\",ms=markerS,lw=0.15)\n",
    "ax1.plot(Ps17, 3/vs17, linestyle=\"-\", marker=\"o\", markeredgewidth=0.6,markerfacecolor=\"None\", color=\"black\" ,label=r\"$\\propto \\Sigma_{U_1}(a)^{-1}$\",ms=markerS,lw=0.5)\n",
    "\n",
    "#-------------------------------------------------------------------\n",
    "d = aas*np.sin(2*np.pi/3)#0.87\n",
    "left, bottom, width, height = [0.125, 0.67, 0.25, 0.25]\n",
    "axes = fig.add_axes([left, bottom, width, height])\n",
    "axes.set_xlim(-2, 2.)\n",
    "axes.set_ylim(-d-0.6-0.5, +d+0.6)\n",
    "\n",
    "x = np.linspace(-2, 2, 1000)\n",
    "p = -1*np.cos(2*np.pi*x/0.64)\n",
    "y0=-d\n",
    "print(d)\n",
    "xp = aas\n",
    "x0 = -(aas/2)\n",
    "\n",
    "\n",
    "for i in range(0, len(positions0)):\n",
    "    xpa = positions0[i][0]\n",
    "    ypa = positions0[i][1]\n",
    "    if i ==3:\n",
    "        Drawing_colored_circle = plt.Circle(( xpa , ypa ), 0.5 ,facecolor='red', edgecolor='black')\n",
    "    else:\n",
    "        Drawing_colored_circle = plt.Circle(( xpa , ypa ), 0.5 , fc=\"blue\",edgecolor='black')\n",
    "    Drawing_colored_circle2 = plt.Circle(( xpa , ypa ), 0.02 ,color=\"brown\", edgecolor=None)\n",
    "    axes.set_aspect( 1 )\n",
    "    axes.add_artist( Drawing_colored_circle )\n",
    "    axes.add_artist( Drawing_colored_circle2 )\n",
    "\n",
    "axes.plot(x[110:-110], p[110:-110], linestyle=\"-\",color=\"green\",lw=\"0.9\")\n",
    "text_kwargs = dict(ha='center', va='center', fontsize=10, color='black')\n",
    "axes.arrow( positions0[3][0], positions0[3][1], aas-0.1, 0, fc=\"navy\", ec=\"navy\",head_width=0.08, head_length=0.08 )\n",
    "axes.arrow( positions0[3][0], positions0[3][1], aas/2-0.05, d-0.08, fc=\"navy\", ec=\"navy\",head_width=0.08, head_length=0.08 )\n",
    "\n",
    "axes.set_xlim(-2, 2.)\n",
    "axes.set_ylim(-d-0.6-0.5, +d+0.6)\n",
    "axes.axis('off')\n",
    "#--------------------------------------------------------------------\n",
    "a_s_s = np.sqrt(2/0.7)\n",
    "asquare = np.sqrt(a_s_s**2/2)\n",
    "p = -1*np.cos(2*np.pi*x/asquare)\n",
    "left, bottom, width, height = [0.5, 0.35, 0.25, 0.25]\n",
    "axes2 = fig.add_axes([left, bottom, width, height])\n",
    "axes2.set_xlim(-2, 2.)\n",
    "axes2.set_ylim(-d-0.6-0.5, +d+0.6)\n",
    "for i in range(0, len(positions1)):\n",
    "    xpa = positions1[i][0]\n",
    "    ypa = positions1[i][1]\n",
    "    if i==0:\n",
    "        Drawing_colored_circle = plt.Circle(( xpa , ypa ), 0.5 ,fc='red', edgecolor='black')\n",
    "    else:\n",
    "        Drawing_colored_circle = plt.Circle(( xpa , ypa ), 0.5 ,fc=\"blue\", edgecolor='black')\n",
    "    Drawing_colored_circle2 = plt.Circle(( xpa , ypa ), 0.02 ,color=\"brown\", edgecolor=None)\n",
    "    axes2.set_aspect( 1 )\n",
    "    axes2.add_artist( Drawing_colored_circle )\n",
    "    axes2.add_artist( Drawing_colored_circle2 )\n",
    "\n",
    "axes2.plot(x[80:-80], p[80:-80], linestyle=\"-\",color=\"green\",lw=\"0.9\")\n",
    "text_kwargs = dict(ha='center', va='center', fontsize=10, color='black')\n",
    "axes2.arrow( positions1[0][0], positions1[0][1], positions1[1][0]-0.1,  positions1[1][1], fc=\"navy\", ec=\"navy\",head_width=0.08, head_length=0.08 )\n",
    "axes2.arrow( positions1[0][0], positions1[0][1], positions1[3][0],  positions1[3][1]-0.1, fc=\"navy\", ec=\"navy\",head_width=0.08, head_length=0.08 )\n",
    "axes2.set_xlim(-2, 2.)\n",
    "axes2.set_ylim(-2, +2)\n",
    "axes2.axis('off')\n",
    "#--------------------------------------------------------------------\n",
    "ax1.arrow( 0.55, 2.5, 0.05, -0.05, fc=\"black\", ec=\"black\",head_width=0.02, head_length=0.02 )\n",
    "ax1.arrow( 1.55, 1.8, -0.22, -0.025, fc=\"black\", ec=\"black\",head_width=0.02, head_length=0.03 )\n",
    "\n",
    "\n",
    "ax1.set_ylim(0.9, 3.1)\n",
    "ax1.set_xlim(0.199, 11)\n",
    "\n",
    "\n",
    "fig.tight_layout()\n",
    "ax1.set_xscale(\"log\")\n",
    "\n",
    "ax1.set_xticks(xtick_p, xtick_l)\n",
    "ax1.tick_params(axis='x', which='major', pad=5)\n",
    "ax1.tick_params(axis='y', which='major', pad=4)\n",
    "legend = ax1.legend(frameon=True,loc='upper right', bbox_to_anchor=(0.99, 0.9), fontsize=10, title=r\"$U_1=1.7k_{B}T$\")\n",
    "legend.get_frame().set_linestyle(\"-\")\n",
    "legend.get_frame().set_edgecolor(\"navy\")\n",
    "plt.tight_layout()\n",
    "\n",
    "#plt.savefig(\"pd3_Poster.png\", format=\"PNG\", dpi=800)\n",
    "#plt.savefig(\"pd3.eps\", format=\"EPS\")\n",
    "#plt.savefig(\"pd3.pdf\", format=\"PDF\",bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5f0fee7a-191a-47ec-89d9-a89678781013",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
