{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import sympy as sym\n",
    "import numpy as np\n",
    "import matplotlib.pylab as plt\n",
    "import seaborn as sns\n",
    "sns.set()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Geometrical constants, pressure drop and prescribed velocity\n",
    "\n",
    "In the first step, the geometrical and kinematical parameters are set. They are numerical expressions. In order to separate expressions from symbols, for symbolic computing, expressions have an underline, i.e. R1_ is an expression and R1 is a symbol."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Geometrical constants, prescribed pressure drop and prescribed velocity\n",
    "relativeEccentrcity = 0.5\n",
    "R2_ = 7.6\n",
    "R1_ = 5\n",
    "shift = (R2_-R1_)*relativeEccentrcity\n",
    "u_R_ = -0.4\n",
    "dp_ = 10*10**-5\n",
    "l_ = 1.55\n",
    "mu_ = 10.11\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "R1, R2, gamma, xi, eta, x, y = sym.symbols('R1 R2 gamma xi eta x y', real=True)\n",
    "b, A, B, C = sym.symbols('b, A B C', real=True)\n",
    "epsilon, kappa, alpha, beta = sym.symbols('epsilon kappa alpha beta', real=True)\n",
    "c, M, F, Psi, u_R, mu, l, dp = sym.symbols('c M F Psi u_R mu l dp', real=True)\n",
    "k, m, n = sym.symbols('k m n', integer=True)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# The velocity\n",
    "\n",
    "In what follows the fluid velocity of [PHW33] is implemented. The velocity of [PHW33] is due to a pressure drop $dp$ \n",
    "\n",
    "$$\\frac{M^{2} dp \\left(A \\eta + B + \\Psi - \\frac{- \\cos{\\left(\\xi \\right)} + \\cosh{\\left(\\eta \\right)}}{4 \\cos{\\left(\\xi \\right)} + 4 \\cosh{\\left(\\eta \\right)}}\\right)}{l \\mu}$$\n",
    "\n",
    "and the velocity due to the motion of the inner boundary, proposed in [LG21] is given by\n",
    "\n",
    "$$\\frac{u_{R} \\left(- \\alpha + \\eta\\right)}{- \\alpha + \\beta}$$\n",
    "\n",
    "The overall eccentric annular flow velocity then is the superposition of both."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\frac{M^{2} dp \\left(A \\eta + B + \\Psi - \\frac{- \\cos{\\left(\\xi \\right)} + \\cosh{\\left(\\eta \\right)}}{4 \\cos{\\left(\\xi \\right)} + 4 \\cosh{\\left(\\eta \\right)}}\\right)}{l \\mu} + \\frac{u_{R} \\left(- \\alpha + \\eta\\right)}{- \\alpha + \\beta}$"
      ],
      "text/plain": [
       "M**2*dp*(A*eta + B + Psi - (-cos(xi) + cosh(eta))/(4*cos(xi) + 4*cosh(eta)))/(l*mu) + u_R*(-alpha + eta)/(-alpha + beta)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "u = (dp/(mu*l))*M**2*(Psi+A*eta+B-(sym.cosh(eta)-sym.cos(xi))/(4*(sym.cosh(eta)+sym.cos(xi))))\n",
    "u = u + (u_R/(beta-alpha))*(eta-alpha)\n",
    "u\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\frac{\\coth{\\left(\\alpha \\right)} - \\coth{\\left(\\beta \\right)}}{2 \\alpha - 2 \\beta}$"
      ],
      "text/plain": [
       "(coth(alpha) - coth(beta))/(2*alpha - 2*beta)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "A_ = (sym.coth(alpha)-sym.coth(beta))/(2*(alpha-beta))\n",
    "A_\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\frac{- \\alpha \\left(1 - 2 \\coth{\\left(\\beta \\right)}\\right) + \\beta \\left(1 - 2 \\coth{\\left(\\alpha \\right)}\\right)}{4 \\alpha - 4 \\beta}$"
      ],
      "text/plain": [
       "(-alpha*(1 - 2*coth(beta)) + beta*(1 - 2*coth(alpha)))/(4*alpha - 4*beta)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "B_ = (beta*(1-2*sym.coth(alpha))-alpha*(1-2*sym.coth(beta)))/(4*(alpha-beta))\n",
    "B_\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\frac{- R_{1}^{2} + R_{2}^{2} + b^{2}}{2 b}$"
      ],
      "text/plain": [
       "(-R1**2 + R2**2 + b**2)/(2*b)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "F_ = (R2**2-R1**2+b**2)/(2*b)\n",
    "F_\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\sqrt{F^{2} - R_{2}^{2}}$"
      ],
      "text/plain": [
       "sqrt(F**2 - R2**2)"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "M_ = sym.sqrt(F**2-R2**2)\n",
    "M_\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 0.5 \\log{\\left(\\frac{F + M}{F - M} \\right)}$"
      ],
      "text/plain": [
       "0.5*log((F + M)/(F - M))"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "alpha_ = 0.5*sym.ln((F+M)/(F-M))\n",
    "alpha_\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 0.5 \\log{\\left(\\frac{F + M - b}{F - M - b} \\right)}$"
      ],
      "text/plain": [
       "0.5*log((F + M - b)/(F - M - b))"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "beta_ = 0.5*sym.ln((F-b+M)/(F-b-M))\n",
    "beta_\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\sum_{n=1}^{m} \\frac{\\left(-1\\right)^{n} \\left(e^{- \\beta n} \\sinh{\\left(n \\left(- \\alpha + \\eta\\right) \\right)} \\coth{\\left(\\beta \\right)} - e^{- \\alpha n} \\sinh{\\left(n \\left(- \\beta + \\eta\\right) \\right)} \\coth{\\left(\\alpha \\right)}\\right) \\cos{\\left(n \\xi \\right)}}{\\sinh{\\left(n \\left(- \\alpha + \\beta\\right) \\right)}}$"
      ],
      "text/plain": [
       "Sum((-1)**n*(exp(-beta*n)*sinh(n*(-alpha + eta))*coth(beta) - exp(-alpha*n)*sinh(n*(-beta + eta))*coth(alpha))*cos(n*xi)/sinh(n*(-alpha + beta)), (n, 1, m))"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "summand = sym.exp(-n*beta)*sym.coth(beta)*sym.sinh(n*(eta-alpha))\n",
    "summand = summand - sym.exp(-n*alpha)*sym.coth(alpha)*sym.sinh(n*(eta-beta))\n",
    "summand = (sym.cos(n*xi)/(sym.sinh(n*(beta-alpha))))*summand\n",
    "Psi_ = sym.Sum((-1)**n*summand, (n, 1, m))\n",
    "Psi_\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Velocity in w-plane rectangle in $\\xi$ and $\\eta$\n",
    "\n",
    "The eccentric annulus is transformed to a rectangle by the transform $$w(z)=2\\arctan\\left(\\frac{z+i\\cdot \\gamma}{c}\\right)$$\n",
    "\n",
    "It is a slightly adapted version of the mapping from [PHW33]. The new mapping from [LG21] includes a shift in the imaginary axis described by $\\gamma$. This shift is added in order be able to apply the mapping $w$ directly to the original eccentric annulus."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "gamma_ = (M_*sym.coth(alpha_.subs(M, M_))).subs(F, F_)\n",
    "gamma_ = float(gamma_.subs(R2, R2_).subs(R1, R1_).subs(b, abs(shift)))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## The actual conformal mapping itself\n",
    "\n",
    "Separating imaginary and real parts yields the new cartesian coordinates in the w-plane. In this plane, the eccentric annulus is described by a rectangle."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\frac{\\log{\\left(\\frac{M^{2} + 2 M \\left(\\gamma + y\\right) + x^{2} + \\left(\\gamma + y\\right)^{2}}{M^{2} - 2 M \\left(\\gamma + y\\right) + x^{2} + \\left(\\gamma + y\\right)^{2}} \\right)}}{2}$"
      ],
      "text/plain": [
       "log((M**2 + 2*M*(gamma + y) + x**2 + (gamma + y)**2)/(M**2 - 2*M*(gamma + y) + x**2 + (gamma + y)**2))/2"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eta_ = (M**2 - 2*M*(y+gamma) + x**2 + (y+gamma)**2)\n",
    "eta_ = (M**2 + 2*M*(y+gamma) + x**2 + (y+gamma)**2)/eta_\n",
    "eta_ = sym.ln(eta_)/2\n",
    "eta_\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle - \\operatorname{atan}_{2}{\\left(2 M x,M^{2} - x^{2} - \\left(\\gamma + y\\right)^{2} \\right)}$"
      ],
      "text/plain": [
       "-atan2(2*M*x, M**2 - x**2 - (gamma + y)**2)"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xi_ = -sym.atan2(2*M*x, (M**2 - x**2 - (y+gamma)**2))\n",
    "xi_\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.PolyCollection at 0x7fa3fc397130>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x900 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "alphaNum = alpha_.subs(M, M_).subs(F, F_).subs(R2, R2_).subs(R1, R1_)\n",
    "alphaNum = float(alphaNum.subs(b, abs(shift)))\n",
    "\n",
    "betaNum = beta_.subs(M, M_).subs(F, F_).subs(R2, R2_).subs(R1, R1_)\n",
    "betaNum = float(betaNum.subs(b, abs(shift)))\n",
    "\n",
    "cNum = M_.subs(F, F_).subs(R2, R2_).subs(R1, R1_)\n",
    "cNum = float(cNum.subs(b, abs(shift)))\n",
    "\n",
    "velW = u.subs(A, A_).subs(B, B_).subs(Psi, Psi_)\n",
    "velW = velW.subs(alpha, alpha_).subs(beta, beta_)\n",
    "velW = velW.subs(M, M_).subs(F, F_)\n",
    "velW = velW.subs(R2, R2_).subs(R1, R1_).subs(b, abs(shift))\n",
    "velW = velW.subs(gamma, gamma_).subs(u_R, u_R_).subs(mu, mu_)\n",
    "velW = velW.subs(l, l_).subs(dp, 10**5*dp_)\n",
    "\n",
    "uwNum = sym.lambdify((xi, eta), velW.subs(m, 100))\n",
    "\n",
    "# Geometry creation and plotting\n",
    "Xi = np.linspace(-np.pi, np.pi, 200)\n",
    "Eta = np.linspace(alphaNum, betaNum, 200)\n",
    "Xi, Eta = np.meshgrid(Xi, Eta)\n",
    "fig, ax = plt.subplots(figsize=(9, 9))\n",
    "plt.pcolor(Xi, Eta, uwNum(Xi, Eta), cmap='rainbow')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Velocity in z-plane eccentric annulus in $x$ and $y$\n",
    "\n",
    "Now, taking the velocity from the pervious cells and expressing $\\xi$ and $\\eta$ by $x$ and $y$, the velocity can be evaluated and plotted in the eccentric annulus!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_112/95204035.py:21: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n",
      "  plt.pcolormesh(X, Y, uzNum(X, Y), cmap='rainbow')\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x7fa357f77910>"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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wHRUVdT+K0B0V5dFclOSuYZu72hy2iyNdbV9Nbf44KQTaHKDXOtguKE8BaDHnKNfT8PoYlYoE6cR7Lots8jPJKxu6qzxdnG1XSWJ29uUBAO7bbta638UC93sKvlU/8xR8kw6B7wjeUVFRd60I3VFRTFNRkk3Ru8VObtuFbX1bzzOG7f4yOQROkt6pXgHb2wNdbR80HQLaeWC6Ty5kuznuKbAW5QwUzj3+CDU3DLI4cvlVTjGR8WfTBQZhLgXwfT548LMA7nG/FaPrHQdwT/Y7BN9upv0Q+C4raX7HfCWj6x315JQkj6AN/NOLt0TojorqFXK36SB9wmpsb/PmINgGhuY2BBZLXO2tGrvXCgKnTTmaPuVq81J/rRDYstJ9S0Cbg3ObCMhuqE++FrJnwZrkm+8lHQw5UjHsgqc+D1Wk8+6/I4JwYFmJxSkAbxnwUg3wNe638pQm4/BdimzY9j3HYQ3fHlDHAN/7NrWuLnG58H1Tpg58R9c7Kirq7hWhO+rJa87ddmEb0O72XcO27WqzOEu7ztV2a2pbEZGVoO2Kg/YsZM/kmQH4AXvJ87geMnqSyfBjS99HMd4tu5+dSqX1+ZZFNvk97YrBqV4L4HUWjrEsBXDaZncys6HcJ4/7baIlE/BNCsG3L3ISgu/oekc9CT200/0EFaE76klrqbtNB+uC4NrJbbuwzW+HYFshMVVIfK424IftnMVKQq72JGg3h4O2O/iSz7caso8B7GPA+phoigeILU2tl+8At/T9ntg189zP1o2muBDuDsIsM728JQCuhIDsB1HW6TSAh+A7d8YdhOA75H6rxF7uIfDddvozKBs56Xq7tb0jeEdFRd2WInRHPUmF3O1QlIRg+zRjAxnT9iDYBjCC7RBoA37Yzj2wvRy0WTv4GdCegmzABu1JyF4L2BOVTYLLW6rHOghz04O173MpPZkLHk2ZgPA5FxzQEB6aJ1Q1ZSmAW011nCPOTvbwP+F+lyIbSmQ6q0Lwve8y6zdozRNwvufgO7reUVFRt60I3VFPToe42y5sA9rdnoJtQAO3D7az/v+xsK2SxALjtaCtRIJiX3vnA3yQbd/3grYPiH2gOwXWc2B8DDg/FHQfUfJv8XN7EOffS+YMQCyL1Ppe63y6Uc6SUoVTAL7poXufZsNg3RXwTdBeJ2kQvul+CL6Xgrcrt518BO+oV0qxTve9K0J31JPRUnfbjZIQcM/ltl3YBgZ3ewzb+r9KxKgF+xLYDkVEloA24MRC2HxzkD0qebcUsJfOt/TxY8B5zkW/Kx0D3Uc4++nK9vEuhK+tD84BvMzS0RWYJfANDAC+dUoHuvDNq50cC9+7KsVJ0QQjJ9H1joqKOkYRuqOehHzuNj+oLnG3Q1GSQ2AbwCjnuhq2+9uHgbY/VuJCNuCAtvv4MYAtxTQAz4HmofBcPdJ4yZSOGfDkwOeanX69oha4T1PAvhS+3d/JCL49pQYPhe8pRdc7KirqWEXojnqldV/udgi2AQ3cdwHbBNVdkmDTl/5bCtr5BGhPutkuPAsB7Cp7WsiF9kHyFFjPwfGh8Pxg8ZIHqhQw87pTBwFd31uD5ppmPOb5fTSkytJRXXjSsfBtFIDvpeB9XWco0nbkeruKrnfUK6EED1+95AmmWyJ0R72yWuJu8zznEneb/mf9Qb3tEpwmdRC2gcHddqFhcyRs82Y2oQGRIdDmnQ/rTGLLwXnOzXbrRS/Na/vmmwLnu8p1P5TTPXWAy+T0eh2VB5+4IpDJ0ffNDwp8O+Et6pcCuNvQZi18U557H4DvnUjN78zIge+2n1AjxUY0uq43g/A519sH39H1joqKOkQRuqNeSXHgdt3tjdNRco27nbF2e5Q1LVBPwjZgg4KB7bbPdSMxkH0obK8FbcAp8TflZs9B9lLAXjqNdFdO90NB96FOdyYPP8HYZOue60B4wWC/ZLMtAfA6T0dXXsxzFsK3cqywtfBdIhsy4V0/3fM1hFxvs/wqNfsNLu56R/COioqaU4TuqFdKc3GSTd7itGDVOg5wtwfY7u8vzG27sA0MrdwPh239vENAW4RAew6yl+S6ve63B7KOcbpftnjJMZdy3fOaTbrsfbivWSx8HgBk0tpGrDKE7HYIwJVIINGizrOD4TtzIyX0WA/fo/rfDnyrRPTrm1rwvdT1duH7usxG8B3jJlEvrWL1kntXhO6oV0Zv/PQFAH+chA6UBNzHuNsDbA9NboquPgi2vYMhD4BtJRJsesd5MWg3AdCeGxzpPn4MYE8B4G5moORDwPNjrfEN+EH8GNCXCcW5gXQ9gLuDKNfCdyMEUkWdLQ+D7y055SZy0sP3Ea43gfe+kmb/4sZN3nz3uXd9o6KinrYidEe99NKwPQB3KE7CgXubDZevT9LmAHe7B+mJ3PYS2KZqIypJsO1vr3W2aeAjh+1loD0VKZlws31gd+0MplwK2FNgrbrwY6HXeKzK5fT7mTvBOFTHQHdokOsCAG9TOR6Q22spfFtNdbAevnciNb9Po2S9600Rl12dWvDtE8E37ZMifEc9WiXJIxhI+fSc9gjdUS+15hrd8DgJHTAJuAt5uLtNB/MN1dtGgk3f6GYNbPNph8I25bmPAm0pgJvK/5jvvgu87v2lgyZnwToAfqHlPVbJBGhV+PF8Yld8zPvMJp47lxVfckAOAPhOJMgqhTpPj4ZvV0vhm2B538N3laT697vS9ab9BDCAd9lInBb1ZNwE0IZAjJtERUWRInRHvbRaMlhyCri3PWyrLsGJrFe72wTc5v6hsN0cC9v6/0GOdsjBnoNsd/Dk3Py+ecy8B4L1ywbdD6E1tcxdCF8bpWEAXjiDRtfCN0VTqvRw+DYuN53reEoMzrnequtdbge+uXxxEyAOsoyKihorQnfUS6clgyUBf5yEDpwE3MUR7jbdpwP/obCd9cDRJgm2PWSvgW0DM5kcamYvBe19IMt9LGSvAexDwXrKOX5seogThPyIqieZPKpzZxiwl8F361x2XgvftRCQHVAzl3ujmlWu916lZv8ADOBdthLbrFkVN4mDLKMepeJAyntXhO6ol0pTcZIl7jZgA/f2CHebDvTbZshlU0v3NbCt51vvbHs7RdL/Y0F7rgzgojiJB5JaT5zkUOh+mZzuKeUzNbp9MY+pqwPmeQnAF7sGwgV77loAL1KzHYYOMHPwHaoBvhS+t00PE7QC9BGucL1VkgAJsHPgmysUN5kaZBnBOyrq6SpCd9RLIw7c240+oHVdgu2mWRUnoQPoVjTIkiGTrZvcrHO3CbgzpV/vUNhO29a6D6yEbYKpUDwgBNqhedzHABsMR5nuIwB70s2eyHy/TNA9lY+eeh8hIM+lZznOdzDVUGcOwEMO2BIATyXQtlbN7zXw3aYSAkAj5RHw3S+TZknXu96mRrgYwLtUKbaymYybkAi8O4qo7GWMm0RFPXFF6I56KeQD7u2mB2IG3EvcbcAG7s0R7vZtwTaBdS0ltmVlTVsE2zSIUiTDY0tAm9/OpV2FZGqwpDsAMk/HFTiWAvahYP2qxEt8AE1qOw2w7vxLQNz9jubWYW2eOwTgbgfMlfBtGj319QfXwreuza0MfNdC6t/rSteb9gveeRCOm5DrDWjwpv0UEME76pHpoauXPEFF6I569AoBN68asBS4TZyEAfe2h+0OCU666iB3m/LcrZQ4KXXhtDWwzR87CLb5NAKhQwZJTrnZI4hzQGiuosmaaaHXWPq8pyYfiLtuNa+Qcoi7PiUO4CGHfSF8jwB7JXy30jn5oBdb4Xp3faZ8x+C77lJsRTMZNyFx8AZs+I7gHRX1dBWhO+rRyh0w6QPuDQE2A+417jYBN2W617rb1uDJA5xt/lh+DGz7oHoq110FIHzKzQZsCJ6DbK+r7XGnp8B6ygWX4uUB70k3f+L9+2Ie1XjS4ueS3BKF/HPkrne2EsB5BZS6j5j45gnAdye0S+1tLb8QvjNP7GSN610lqTWomsB7kzTYd+lk3IRcb0CDN+2fgDB4A3GAZdQDKMHDD6R8guM4I3RHPUq5AyZDwL3p6xCrLsFpXi8Gbhe2qZW7SgRO2mqVu00HeXLaGimx3Wu3ew1sU3ObOpPYulVI5mB7iat9CGhPudlzkO0F7JXxktBzpl5jieZeM6RDD1JToDwVL/HGSBYsf61bvcQFXwLgmQPstI0uhG/6DdBbXAvfjZQomkZDti/zvcD1VlIg7RR2AfgG4I2bkAi8VZf0FwAG+PaBNxAHWEZFPRVF6I56dPLFSYAwcG88cRIO24COk4Tc7a1b+m+hu+3CNjDU1z4EtgHW4GYtbHOIzuTQ6GYJaPPbIrFzulNg7YKrC8BLnW6ZALspt3sCrO/b6T705XygTJoC8qVO92j50v5+ZLL8s5oagEkKAbgvC74Cvov+tamz5Rr4LrN0VO/bB99TrneVsPKDAkHw3iQNLtXGipuQ6w1o8LZc7gB4AzFuEhX1lBShO+pRacmASRe4N6bJDXCaNqvdbQPYqrbvO8D9rNyb9XSB2+0meShsi8aBaA7bvo6RVvURT/RjCWivmY+D3CFOt2++qXnd11zz2GPS5HquPKlY4nS7A6S4m+4CuOuKrx1cxQF8Kuu8AL5p+6fOlqvgO5WQTYMqHcO3NXvboJKp1/VWIkHatdiJTO8H+o/CB9/PxN7ETUgE3qoDMvSt5Am2I3hHPSo9gjbwTzBfEqE76tFoyYDJEHBvepfbBe6l7vZW1QauFQROm3KRu+3CNt1XQqDYaxJaB9s9gPlgO1jqrwk/PgXGS0DbhcVJID8iTvKqVzA5NF6ytOyiC+JrqqVMAfgazbWVd+XCdyb19p+Jg+BbOV0wCb6ppfwS11ulAQhZ6HoDGrw3rJxgCLyBOMAyKuqpKUJ31KPQHHDTgSoE3MbtRoJTURvgXu5u9wd51Vj3yd2eipLkTWM5azQA8ijYziTwYtc/thC2l1QhCYE2h9elbrYLvFKMywZ6AXshnE/Nv+SxKd13pntKa+MlvkDxqHKJM88a6KfPdO1AVSGG8oZrGvEQfJsTzaz/txy+yyzcbMcVh2/uetdCmt8/oO9vVb3Y9SbwVkgGl7uH7wjeUVFRQITuqEegJcBNsA0Ar22GmAcH7o2T317jbgMauE3pv0Tgtf2N5YzNudtuneE7cbZ5hMSFbcUANJfAlWc5IWheOkDShdzR/Zmct2/5ofmWPFbec6Z7Ij0RVCEPOzkIQa/rakux7HMnLYV8/jp8XUJAzeG9QnjeTTqeRuMQrNjJcviupYSomlGznSpLkS+InABAmwkD4YWamDfgehN4b1jEhoO3q7kBlrGySdSdKsHDx0ueXrokQnfUw+pdP3e1uEKJL07Cgbtw4iRr3W0C7vNSO8xLoySjzpF9g5wmFSj6QYkHwTYfEOmLkPhg2+dqLwFtDm0c2N3nTC3DN+/ieMkrnOmeLHuYhN+7D6Z9AyJ9ED43DxeHcAuceexkYn7fdpY7887Bt3uCuRK+eVMqINxm3o2ckFSS4LzcadcbGIH3Etd7hxRnQq/RCwbfx4D3vhTR9Y6KeoUUoTvqwXQMcNNtwAbuzRHuNqCBm2BbJQm2dW05ZKEoSVY11oE/bfT7OtjZNl0lV8K2z7EOgfBUXtuKm0yA9NQyfI/7lheaj9TcQbzkPtVM2TkTTpP3vS2IlmwdWB8NnGTzShE+iVoD4MEumc58Pm3SYXvnWgjfZZGZ3xsw06LeEcG3Svzf0RrXm9rG75Hiudhb4A0si5u4AywBRPCOujs9dJ3uJ6h7g+4f/uEfxvd+7/fiQx/6EE5OTvB5n/d5+LZv+zZsNpv7WoWoRyQXuKcqlMzFSThwE2wrJDjt6sXu9qapkbeNAe60B9q17jYd/PNjYdvnAC6B7ToAziFQXgLaUyB9SLzEN20SrF9hp3uqcsniA6ID4qPPlz2+CsDZY7MAPtNQh+YTPhdeAopy3evhW6YSslWoHPguswzZROSE36ffOzy1vZe43m7cZAl4c/nAe7dPjRkRwTsq6tXQvUD3d3zHd+C7vuu78Gf+zJ/Be97zHrz11lv4yZ/8SbStxxmJeuXlA+5QhRIC7lCcBMAIuA9xtwFYwE2DIJu+rfscbOvHlIFtmk+lEmJXr4ftigHMdT8/gYHPzabncWjiMZEloL20gsmaeIlv2trqJXcxkPI+1R7qdPs+kwXvdzJa4g6wZPNundy2D8Bz6d+WfBVYlsJ35syzEr7T1H7+AN/TkROC70bqAZQlwbevqQ6mXW/V1xfn8E3gve9SlF06GzdxB1gCiOAdFfWK6c6h+80338S3fdu34du//dvx23/7bzfTf/fv/t13/dJRj1BTwO1WKOHA7YuTAH7gzkx3yQSnbTXrbgMauMntIuDOmLvND9ahKEle1tZ8gsCBgHsNbPNpa2HbB8yLct2BCiZLlk+SAqMulu48Pld7qnnLXbjZh8L6IQOPDnW6vbEU3+u7JzUTYD3KdrN5p1xuemw03bN9ua8xB9+hKidL4LvIzO+MH8xc1zukKrPLCK4Fb3K9eTzFBW8aZ8LBG/DDdwTvqHvVQw+kfIK6c+j+F//iX+BX/spfaQF31NPUHHD7KpRMxUkABIG76EGbAzd3t33Azev+Zk3DIiPLoiQ0n4Ft3uiGd5EElsF2eyBsr8p1B2DaheA1nSiXQPYat/sxOd23/npHOt3pksol7DWmXPBFAyc90+fy3FM67YFeHgHfCkAqF8E3RU5IjRQolNLTOWhn/VL6aZVMsWkGeOfwrUsN9uvuGWC5Z/W8D4mbABG8o6JeFd05dP/X//pf8a53vQvf/u3fju///u/H5eUlPvdzPxdf//Vfj8///M+/65ePeiRaCtyhAZM+dxtAELg3fYa7SxJs2nq1u12wAZRKJCj29WyUBOiB24Vtug2sg2267yv/NwXbocy1z9Ve2nFyCuxcyHMhe/FgygDQHlrZ5NHo0FriS5xuH4RPvd5EvlsG4HwWwJnjPVVdxQfWuXN/DXzz6j4n/Yv08O0e2NzICcG3Yi3vXfBe6np3SYK0U9iLTMN3oJ73sXGTCN5RUS+/7hy6P/axj+G///f/jp/5mZ/BN37jN2K73eI7v/M78RVf8RX4t//23+Ltb3/7wctOQ93DXiHJ/kAoX+LLQG/89MVq4C6kOhq4swVxkpC7TcAtTaObsbvtjZI07e3BNp9vifvtu9TPG9YsiYiEIiZTZQNHQL5kMOXKsoEhvQyZbjnVcXLqhGJBlMSF8BTjyiXB1xAT83kAPJTz5vsmynYvhe9QpGgJfFMHTLfG9wrXm37f/LzC63rzgZfM9a5kavYzACzwzroGF2IzAm9f3GTfpiikAtBMNtLxgfeb7z73f04vgV6F49tLqwQPX73kCRZPuXPo7roONzc3+Dt/5+/g3e9+NwDg8z//8/HFX/zF+Mf/+B/ja77maw5arhAJXn/99DZX9VHr/Hz70KtwkF7/yV9aDdzPM30077oEW1kHgdsMmOwac3mXA3fRDtnuk7oywL2t7Pbs3N0GbOA2AypTic2+no6ScNB2obtIgatyPWy7MZClsO1zoo8B7akIycjZPtDpDmmyzvWcsxtQc4BDnh54hJir0x183pKSge5VBnd5U2DNlGe2W+0DcLecIM0TGnBJy5qC77mOl1Pw7ZtOEJ7JWfhuUgVZK5RZCtm08+ANjOImKkmQAigZfBN4l0LiXO1RJ+lszrvr6HtLsRa83/jpC7z13s+Y/Bgfu17W41tU1FrdOXSfn5/jtddeM8ANAK+99hp+7a/9tfi5n/u5g5erVIeLi5vbWMVHLSkFzs+3uLjYoX0ZXD2mkMM91dKdgJvntwE/cLv5bR9wU6abA/dyd9uuWOJ1t6eiJO7/kGs9BdvKA9RLYNsXEwk50MeC9pzT7VuWT4dWMDkEoA/Rwa+zMO7B5asGAkzntQHPZxhwr93HQi63BeAh95u/pjPgcgq+z1K9fYuJQbRmPRz4DnXFzKT9u2PwPQbv4fkE3m0qrTr8U663drnZMhzXGwBKIc1+aukAy0PA+/Wf/KWX0vF+mY9va3V+vo2OftTdQ/dnf/Zn4xd+4Re8j5Vl6Z2+VM1Ubd9XTG2rXqr3G8pwLwXuXOjHFQROkmoRcNMBjwM3dZ1rhMSz/W6Ru62nD8BNA6+C7vYcbNP/TQpclithu38tX/m/KdjmFUTmXO2Q052nQzQFCIO2e7CcqkQSek5o2l3p0Lbs97Uevjy37/VHJ0YTTvdUNMUHzpPP5wBO22jKlrMAvvnzgHXwTd0secRkyhHf5pbrXWcSWaVGZQTd9vJAGLwbIVE0Dcp0gG8C71qkxgTQ720cNyHwVhBAAlRKMvg+zPF+WTPeL9vx7dVQ8giqlzy9fMmdQ/fv/J2/E//iX/wL/I//8T/wOZ/zOQCAt956Cz/1Uz+FP/7H//hdv3zUA+i2gHuT6IOWD7h97jbgB+7TUldC4cDNB0XmdRN0t7OqQdYfzJtUIr8uw1ESuj81vVXrYBtgcLwCtt227ibX7YHlKYBeCtpzWhI5mdKUy3xQFvwQ1/pQKJg4sIUiK0trdM8dNKccbOu75bf5ctXwOj4wt66orIRvd5tdA98hwPYpk8CuX4EevrN0uJJA4N2kEkXdLHK9VZ7htNyjTvU6c/A2y+3B242bjMG7/22K48E7Dq6MinrcunPo/pIv+RJ83ud9Hr76q78aX/u1X4uiKPAP/sE/QJ7n+CN/5I/c9ctH3bNuE7hz9LALgS2qRcBtSgQy4M76JkyNFNiW1Sp3m4DbuGFr3e25qMkcbAfL9nlge7LCyISrvTRSEnRlF8RJlkDufcVEHpNC79mXLhnVRPdktH2DLyk3vihC4r4megBnj3MA9y1zV+tlTsH3WT5urLMUvkOu9pzrTfC9zS13O6QSCIJ34znZIfCuhTQn/6N5HPBu+s+sgtTwHcE76r4UB1I+iO4cuoUQ+Af/4B/gm7/5m/EN3/ANqOsav+k3/Sb8wA/8AN7xjnfc9ctH3aPuArgLp0LJXJwE8AN37omTSHbgLVgDHO5uW5ESX37bvR+a7naYdGEbsF1qH2BvU0/EpAmD8ZSrHQLtQyqPLK1OMvecNAlD6GMoG3jw60yse8ip9r1fd94lEA5g5LS78xWZvSwvzPN1mHG/6TWn4Htq8OUcfFOznXwBZLvTMwk0LUTTQp0WI/geud709hl8l1lmtZEfKYUBb1/chIN3wSqbRPCOinr1dS9t4N/2trfhb/yNv3EfLxX1QHKBe5O3KNLjgbvoGmw6fbBaCtx52yBrGgu4s/6AWUuJ0325yt02wD3lXociJsB4AGXVroNtX9URnrXm804B+BLQXtLI5i5L+91XrvuxZ7pTj9U9ys67ML0U4J35Rt/5jAtOm+MZq2DCAdwdfEnb6pbBva8O+FL4dmt7T8kFb+aGi+sSSGXwIEjgDdiudy0lhFKo+zbyZtFNg+tio0/6PQt1wfuZKrFPMpRJauD7EPDuFNDlCfaVjOAdFfXIdS/QHfVqywfcm1y73F2XYJsTeB8G3Hmnp6kkwUlbTcZJpoCbpnHgPsjdprrAq6uV9MDhRknmYJtDL4ftJfERA0UJUC0AbW9b93Ab7dFrTk0zr3eAY/xSNMEJKLTuU5d2pz6j1BcXwRGDLxdWPHEBPNj6PTD40gfffGDlEvgWLAsO/voLXW8XwJsWAoAq0mDkhLvebSrNfgSABd61lDgt9wa8fXETAm/eNh7AceDNTkIieEet0oMPpHx6itAddZSmgBvQDrcG7/oo4M4VOdrT+W0AQeCmy8NtKnGyK0fu9upygKEoCaBBwoVtK2JSLoftVtn516lBkTTd63wvBG13eXOP+Z4vBVCucCSnljX7nJfUHZ+s3z2xzGAOfMHgyzkIn4uMmPkSPziH4icc2FsF7FQP1WK8jCn4Pi2GaAmHbwJuUihaEhiAKZp2ket907vdVZaa/YwPvGmAJQArbgJo8M5Vg0qkZv8GHAbeXZdE8I6KeokUoTvqYC0Bbv3/OIc7VwNgN4nEaVNOxkmAMHDz8n+L3G33/xJ3OwTbfL4dHzC5ALb5fEsGRfrmWQPak90oj3SdX/F6vEdrsosk1rlTky427Lw1f116jRCA55kdIeHPb4HR4Et3HqCH6nYdfI/ayDvwzTURLbGuWtG03vUG/AfGJpVm/wEgCN7m5Zy4CYF3k0hk/b7tNsAbiI53VNTLogjdUQdpLXB3XYLXcj0s6VDgLozbHQZuOvCFgJvmI+A+2N12IyaAHiAJzMB271Jzx/quYdvnenPNPr4QskdwHuH6TrSktncw3z1VejEA2D4AnxqwOYJvtjzqfHkIfKP/zfgaBxn4XhEtCZUd9DTTAXroblvUcoDvKfB24yYGvFWDUgwlBg8F765rI3hHHaeHrl7yBBWhO2q1DnG4z/MKCglORH0UcOdtgzYRpq17KL8N+IE72OymcQB5jcvtwjbg7z4ZaunugrI7n/t4LgenfA1sF3KIfExVLHEfz2W4bvJtg/WrBuoHRVKmsiUHvO5kxCUw35T7HXrcyONq07SQOw4sgG/pmc+RmeZETqYgm+TMw13vOpPY3pSo+0GdIfAGpnPebSZMd9xjwFshgZIJouMdFfVyKUJ31CodCtzA8Q533jYm071kwGReN0NmmwG3t9kNEAbsUHY7k8And+th2212sxS215YAnILpOdd7SqF51g6QfJkHR96lvBn5GUdKCvvz5013jgFwn/t9DHy7pQPdeaTofwce+ObPpfn4AM5MjgEd7LcaGmjpi5uQetc781STIfDOqgbXp5tF4D1uE3+84x3BO+ogJXj4gZRP0GiP0B21WEcDd9JCdQlORHUwcOtISR8RmRkwyeMkoQz34jiJ+3/PKo8Aftjm0zl0BB3vGdhe2tjGhbZDBk0ujYqsAe0I2YfLV5N7SksBPOh0TwB2zrpZpg6cr3W+XfjmYM/hO8+cAZTcHcc0fG+E/r1mUi9vreudyslmOrWUOL3eo87TyQGWm6aG6GRf1YQ13FkJ3ipJUHURvKOiXkZF6I5apNsAbgAojnC4OXDLPlt5WpaTwB0qCSjoIFqkwFU5drRvquE2f6zt9G232c0hsJ1L3ewm5GQfA9tzoO0uw3c/pKWgfQhkuyAY5dcIwifmDQG4C+5ep3uh+w1oAJ+C75w34VkJ31a0BMzJ9rnjvQi+Mw7MPXjT41PwTY8XqW6mMwHfcznvWkrItjXnBseAd9G3jT8WvKOiou5fEbqjZnWrwJ20aJHgBPVRwF0EBky6cRJgArjr/sAeipO4/13gVuz5bv1ift/NX9OyaNohsB0qHTgH2/x57mtM6ZDa2lNZ8KiHEf8e8/Bs0wDOwNYH4CH49jXSWQLfvvkt+HYBna1SJoffqTmPZtGTReCtzBq54E0dLIFw3KTOUlO3+1jwbpGgvSXwjm53VBxIef+K0B01qdsGbgAo0B4N3KbmtpTYVJUBbjdOAiAM3GUPn3TQnXO3ARu4l8REXACfio6sqU7Cb691tZeC9mOLgyzNIz8mPeZ1XhpZWRxJcUEaCGayzbIWwPdWDnlvH3x7XW9o+N6kg1OuFANvYJHrnUm9nygyoFZe8HZFcRMC71ZK02fgePBugUTD9jHgDQCbQkXwjoq6Z0XojgrKBW4AtwPcqJFCTQL3aa0b3UwBt3QGTIbcbSAA3Hzw1Itd/xhzt+kAz91tYABuenyTARf7aXc7BM/bDHixtx+bmp9PW5vVXgLRoXl45ZO71kMP7rkvPbb3yb/7EICHGt544RuwSwUGwHkOvufmn3K9N2zMRRC8gaDrze8fCN5mP9U/dgh4N4lEixYtxK2ANwDs9jKCd1TUPStCd5RXfuAedtrHAHfRtci6BnUicNpWBwN3UTdI2aDKyZbuTTvESThwlw29IeByP25s48ZJ3DJ/bpY7FCXxwXM1Eztx53cv0xcSuLGrIYyW5y4D0A1RWJOPB3G0py5rHpoFf1UUdJzv8XtaAuCh/LYPwN1tcil8b3O9rUoBb97bO6iyh28pGDRL2wHn82dOjW+C702m9w8cxgm8awW1zUbg7cZN8rqBUB3KbAza/D4A62jsgnfW9b/XBCiRHQXe+yo1+/II3k9YSfLw+83k6cVbInRHjRQCbnK5bwO4AaBQ7e0Ad9Usy2+7cRIC7pC7DYyBm8MIz3JvM+ATuxW5bTZtm+kBlfQYf641bSKO4K1AsrQRyoSOjUDEzOA6TX1eU+7zWqUBl9qnuW2Fwzcwvdy18D0VWZnKe+fSjqXULYyrfYjr7d4vMohdDWQimPM2gyt7sp4C70pK00CHRODdJBJIcGvg/dpZiU9eFRG8o6IeQBG6oyzdJ3DnXYNWCJw0+vmHAPfJTne5bFLdvOIg4J5ytwFgX48fB5i7Xdv3J3PbHgD3zcsfnwLqNbC9BqAfOm8cdX9aWsd7bt4QfJ9k4cf4crzwzeImbeuceAgEXXKZ6t+lFBp6p1xvDt7kem/EuK63B7xDcZM6Zw1zKhwF3nnXAAoohTwKvAF9hTKCd1TUwylCd5SlJcCdyxZKJYA8DrgBIFMNaiHwWnmjHzsAuI3L7QK3L06iOtvZ5tCd9+X/5uIkVna7HjvWIbd6srW7B7b5fzPdme8kA248VUx8y5rT3Hxpsr6KySElAKM7/nCacqndDpCheV3AnnpsCr63PQC79b3b3qluFYKREzfzTZTrdb37x3jcJORyZxIQyWzchNxuah0fAu+8bnC53QTBuxYCQilzfnEMeCuVoGplBO+oQQ8dL3mCitAdZaRd7nngBoBN2iCX+kB3DHAXbYtcNWiFxElVeoGbBiKFgDvtBxRWRYaT6/0A3K67TcDtKw/oViCZc7epKsnI1Z6JkoTc8G2q8+BLYfuQhjchPbSrPYK2ifUJHSQe+j34dEjlkjWfxV3qNtxvt7pO6nnMV897VKIw0DJ+5HoDQ+SEP5cPtsQA3uRqu673JnViKRiDN+CNmxB4p+z3OQXerZR4ttt7wbvNJYq2RSmlHmh5BHhXbY5NSrenwRuI5QSjou5KEbqjANixEmAeuDdpi1y0twLc1LXtGODOe8BeBNyj+ttquL1Ngbf6SiZL3G16vutYuxA/mi+U/V4B2z4thTS3XveUOEhNVGxYrDmIO8R9edkcm6Xre1cQ7us+GZKvPvfcvL73twa+pyqamHld17ufZ+SQs2gKd72HF9P/yPXmMG3FUnoRsAdy3mqbmf0RkOm37gFvACiBIHjnzPE+BrwB4CyrcVH5wXuTN2ZwJbndsWvlE5GIVxXvWxG6o2ZLAwJ+4C5Eg7ZLgOQ2gLtBIwSKuj4IuK0MNwduxcB5Drip8sgmC3eZDLnW3LG+qsJREh9su/P5HvPBNs2zBqCX6hiITd0d+cyyRvMjHGPxzXuIDmn2c1uvPfX67mu48/kgfO45rgoHntcA+FLxAcYEwGb9FsD3Nhs/xuHbdb2BAb7bwHxLXG8h9H6Ary+fx5fzduImommRNy2qTd7Dtx+8GylR1I0XvIXQn81tgHebJCi7FOd55QVv0r5Ksd1E8I6KuktF6H7i8gH3a2eleXyTtUHgBqBv3wJwA0Cq1HHATRnuIgOu9gNwU9MbX5zEBW6rkgkDkKqdd63pcV+THN99d1l5OobnKdi+bR0K2mthdMn8twm4D7H823r9OaB2AXrJc6YUAnAOwYfIl/Oegm8T+fB1v2RZbhe+eRfUHJ75mDvu617pG2zpUwi8+4w3MoF8Xx0M3qlSABpUMj0KvAG9jwaAUs2DNymCd1TU3ShC9xPWFHBTrGQeuBu0EADao4E7a+ymNwcBN4+TABq4fe42v8+B281UL3G3zXx8QGU5HSWh6SGAXgrbxziT22x9m/ZCzr/mCN5vMaP9ssVIfDoms+4C9ZL4yaEnGLfxWbtxk6XwTQrCdyByIpmzbkG1xx2nuAkwdK90Swy6vw9f3AQYO95AELyH9wYveBdNgxspjwbvChJp0qLt0lnwBhBsnhPB+xVVgoffnz7BdMsrcASLOlRzwG3mmwBuANgkDTKoo4E7a1vkdaMPPIcCd9P/ZTIM3OR4V+0YuKnywSYb3G233jYHblqGrywgv9TNKypQJRPfgMtGjYHbqsbgzH9fksnwN3pM2H9zj0/NO/ec2xR/T0v+bu11D3hvS5+zZJl38Z58skDZ2V592zRt+7nnxG50pamzf2Pe31/HfsNq/Bvkgyjp98h/21S333dS7quAJMUw5qEe9kv5XpO93mfpaWnTImtb3WOAmQykk7Lf5yll9pN50yDv96OA3qfmXYOi73WQdQ2KThsfAHDax0toP83335t0MFMA2Pv7PlpooobFPe5noqJW6EMf+hD+xJ/4E3jPe96DL/zCL8S3fuu3oqqq2ee99dZb+IZv+Ab8jt/xO/Ce97wHv+/3/T780A/90D2scXS6n6zcSiUcuEm5bC3gNtMd4M7RIkOLBhJnnV7OocANaKf7YOAGhsojvqhIKE7CD9xuY5xQTGQ3HCSHZSj/c+amkeZKAIZAO5+5HH6IjmnG4j435Og/ZHnA1RB/x/AhJwYqLvn8fPPMOeFzz79tLXG+Q/MCehuXyfj5ULp7JTnV5j+Lq0y53rkTLeEdLTM5znmTKGZSpHq/Q+uV8vjJ2PFuUjHU9WaOtxlImaU4KUvcFMVBjneTSChInCclLroCRdKgZI63Xkdg30icFyUuysKA977SgytJsaJJ1GPUixcv8P73vx+f+ZmfiQ984AP4yEc+gm/5lm/Bfr/HN3zDN0w+92u+5mvw5ptv4i/8hb+Az/iMz8CP/diP4a/8lb8CKSX+0B/6Q3e63hG6n6DcSiUucFOshICbVIgmCNwAUBzpcAMwtbgbKXF+pWt3u8BNzlEQuM2gprSPeSyJk/DGOP3jNCjSl90ONbhZ22WSK5T5Ds1/FzoGgg/ppmgeP7Cax33qtl576XdpVfNY8L0sAWi31vaS508951BNwffoMc+8rQe+reY4wn4eudpufW8TS0n17z5PWR1v93sKnNi6VUxIK8G72erP+VjwBvp9cQLUtwDeMWbyquoernYtWYcD9U/+yT/B9fU1vu3bvg2vvfYaAKBtW3zTN30TvvIrvxKf9mmf5n3exz72Mfyn//Sf8M3f/M34A3/gDwAA3vve9+K//bf/hn/9r//1nUN3jJc8Mfly3MA0cNNlyTngztGiTeTRwA0ARVmhzNLDgZsu+XLg9sVJAD9wm0vNHnfbW4fbd4nbudTNn8M1FRW5jxjJkrhBKLIQeu4xkZND4ijuutxFXOS2ln+b7z00z5LvZel7vUu523cxFUnxxK4q/jsORbvY73zXsLgJ/81SHIXvH5zffihuwrPcNI3vlxZETZRIkLL9n2T7xbVREwG93kXXmP3zedJfgUzsq3O5aM1+/rzozZesta54ujGTd/3cFaKiHlo/9mM/hve+970GuAHgfe97H5RS+PEf//Hg85qeRZ49e2ZNPzs7Q9fd/dW+6HQ/MbnAfX5aQXX6wDoH3GYZAeAGgLO2RJNIbNvyKOAG+oGUIeCmg1wIuGkg5SYDLveDOx2Kk4zy1/1tcrt9URJ3Oe597nbz54Tu02sXcoiYrNGaiAlB11YMoBGaZzQ9kOte8tylj08+95ZA8K6BMrT8pTGOtZ8hRSpG0xbEhJYO7lx6ArjWHXfjIJbrzt6XL3LSdv7a3AAs15u74rtG/7ZbN5bSg7dZvrSXw+Mm23RcltTnei9wvGkgJYl3rVzjeDfM+a4gg443fTyl6tvDp+3I8d5XEjnLenPHO+oV0UMPpDxCb775Jr70S7/UmnZ+fo53vOMdePPNN4PP+4zP+Az8tt/22/Cd3/md+KzP+ix8+qd/On7sx34MP/7jP46/+Tf/5l2vdoTupyQ3x31+2rdwz1uoLvECN/9fJM0scAMwDszxwN2iSQVOrsvDgJtnswm4fe52CLhpniXAHcp9u7dD0+4jTwscDsOWiyrG63/wcg9xnF/eA4XWyisXBkRvAcJDAL0WwO/i6ovlcjvwPRs5ofVx8tqUu+Ci5xjwdmMp3fg5btzEBW+adgB4N2mh3/4tgHfOoiZLwRsAKiVH4J1nygveQMx3R92ePvzhD+PLv/zLg4//6I/+qHf6xcUFzs/PR9OfP3+OFy9eTL7mBz7wAXzt134tfu/v/b0AACkl/vJf/sv43b/7d69Y88MUofuJiGIlPuAGhtHrLnA/S4fLkpv+0uQccGeqQS0EzqrjgBsA0kaFgZtfygXGwF21gFLadbso/cDNXV4XuMk1Psv7bLfncjXdD8VH5tztEGzzAZXH6jZAG3AAeUk84QAnNfh6dyBfibopzXUDXarQgMngiVfgdd3P133+rOu9AMCXbBt3GX9yG+u4JxKt0r9Pa12cvDYHcdf1loJlvXvY5uBtvZ60gZ7awe9rfUUt1ECnVcAGQfCmq3lNKg8G7ypPIboObYJZ8N4kDfZdOgneAKx8d+7U8o757qiXVV3X4eu//uvxv//3/8bf+lt/C+94xzvwEz/xE/jrf/2v4/nz5wbE70oRup+I3Bbv1v9MO9z5AuA+7QvbTgE3AJzVJWopcVoNecS1wF3sa2R1iybPkF6XhwG3z4n2uds0j9ucYwTaS91tFjHZ1eEoyV1qCrYtkJl4zlLwpfncXLG5LcPvl+ZbC8HHajXU3/H6uXtjA/lLTkrEkIQIDch1Ix+LAHzB4EzXbb7tgZezrnfgccv1ZnETvt5uBRMapJnz7ZX/dhl4n+bDScEUeGeyfxwj8Baqg2yGH+Ch4F20NWpR9IZH6gVvYDBMkCAI3gBwVlS42NsDKwG7ulWMmbzkSnD3xsaCdXjnO98ZdLOndH5+jsvLy9H0Fy9e4Pnz58Hn/ft//+/xwQ9+ED/yIz+CX/Nrfg0A4Au+4Avw8Y9/HN/yLd8SoTvqeLmxkpwNlOHAXcgWbZ/vngNuUgi4ASBrW1QyxUldHQzcgB5odDBwEzzz1u5TcZLRgEiez/Y0vJkCbnP/jqMkHHS3YjrX7dvJ5g4QLyoVGHJGV1QwcSF7MeAHDvZrHde7Lhl49Hr2z6e99JTT7gNo6bzWlDu95CqGgdoZ+L4rF3zW9fY87oub0H3eor5VQ8Mccr/pNo+btErvS6j5DqB/PyHwJvnAu9BfbFbbv9e14N3zMM7qEldZGLzRAWWSToJ3pSQyqVC2Eueb0gJvAKhq/WLbTRvd7qgH1RtvvDHKbl9eXuJjH/sY3njjjeDzfu7nfg5SSrzrXe+ypn/O53wO/tk/+2fY7XbYbrd3ss5AhO5XXqFYCTAGbkC73ATeU8CdozWQHQJuQEdLbgW4ixQgt9sH3Dy/7QK3UsO8PuD2QXbI0T4Eto3bvRK25yIma6BxdvDjgghDyLkOwfKcc+2rrLFEoflWD95b+X2sWf7aZfvy16PvZObzISgPAfQSZ5vP13Z+gF5T23tpBvxkYZt5d5ujEoCTrvdE3ATA2BF3Iibu7X0NvL7V+xXB4ikueAN6v8Uz3w54p+hbwx8B3hTfq6UMgneNVF+ZnADvChIyUWg7iUK2QfAG+pKCsYxg1APqi77oi/Cd3/mdVrb7gx/8IIQQ+MIv/MLg837Fr/gVaNsW//N//k+8+93vNtN/6qd+Cm9/+9vvFLiBCN2vtFzg5rESAm4AFnADwPO0RNcl2Ihp4C66dhFwAzgOuHnprRBwc8B2gZvuZ9IpCeiJkwDL4Jvf59Pc6b7Hj9VtwfaSiMmkO60mHgu8tnc9VjrOxzTtseZfN/s6BSDTBVmzLoFp1rbkbG+jz8FZRuNkuIPfXQDAt+zwwNfbFz+h7Tt0YnLb7rfX1YYN31Nxk21hu9wueFMdcLrtZr53Tf9eA+AthL5fNn7wfp6a/dox4J01DZo8nwRvQF+RvJLFJHhniULRHwMqNYD3Jm2wb/oqJ3mLqpajmEkE75dU4uWNCH3Zl30Zvv/7vx9f9VVfha/8yq/ERz7yEXzrt34rvuzLvsyq0f3+978fH/7wh/Hv/t2/A6Bh/Z3vfCe++qu/Gl/1VV+FT/3UT8V//I//ET/8wz+MP/fn/tydr3eE7ldYbo6bYiXctXhW9HVjGXDz+3PATQoBd6qUjplkKbb78jjgpgMW3V8D3HTgpZgJz2wvdbSpBOBUXOQuoyRLaisDGpbciMlcBGQpaE/FEOac69saMPlQAy9XKfRdrQXOwKBG3wDdKQh3ARwLAJzL53774HsuggKMn7/U5XaVp9ORk7VxkxZOC3rmevPBlhs5xFFC4K3Y4z7wLhtd37vXIeCNTB++t1WFXQC8AX0lshLpJHjv4TTNwQDeALBvUl1GsNaDKn3gHRV1n3r+/Dm+93u/F3/1r/5VfNVXfRVOT0/xB//gH8TXfu3XWvMppdC2w7Z6dnaGf/SP/hH+9t/+2/ibf/Nv4vLyEr/yV/5KfN3XfR3+6B/9o3e+3kl3H9XA70Btq/CJT1w/9GrcudJU4PXXT/HWW9doVlRP8MVKQjluH3Bn0Dvw15L9JHDrBjgNMtUGgRvQTvfJvs+JHwLcPEJyuT8MuCn3/WKv/y+Jlpj7/TKsutsrYXt3YDWSciKjDfhhkz6Hxa417MxwCLQnc8EeyF4CwrcVF1mrtZB+lwNfQzn8Ja4wP0kMPW8S2Nn7Cm0Dvn2P74qP+50t+cyKA7/nrQPrUyd9/DGqduJeaeGDgUO3czm8rkiGaTKxXUO6SkCON2Ay3Hi20f8zqZeRSR03ySSaVM9bZxJtKtGkwkwrs1RPk1LflhJVlqLuq+Hscv2+Kqmn1UKilKlxu6v+/5XUMF5BokxS1JC47jLUvQdXKYm9SlEqiUpJlK1e/sVeP29fS+wriar/DwBvvdCfyVq3+9Dj28uot73tFPIxlTv9xIeB/9f/82HX4S/8APC2dz7sOtyzotP9CmpJjhsYYiWAH7ifJyW6vk3rHHCTQsAt2xZllprW7gcBN0H3FHBTftsH3ATPvvbuS4AbYOUD78ndntIURE8NjFziXIdAe7Iiigdelojnc4/RbcVUQlrzva6NUGydXbGB8AXvSQJoFw5ydBUqIxhyxjkYmceZc+2C+hLn+7a0xvXmj5v/E3ETU3KQtYtXfdyEO96ABm2q4R1yvAM1vZc63mXvclNsr5Zy5HhzUb7bdbxLpEihsE0aoOuz32J8AshjJr589+vPa7z1Iosxk5dNj+rq4NNQhO5XUEty3DxWUrAmOBy4ASBDgzZJkLXTwJ217SRwA8DpvkSbSpzsysOBu1XaHToUuA1cO5DtK7Pmdmr0Pdf3eEg0oHKpgtnlBRB9ko4dct98iyqSLBxM6c0lT+zURyXsVkL6aPodu0hrzgnawDouhc/cuT/baZROeNjrB0+8FgB4nvmnT8H3Sb/S9LqpB+Dd93+S+qfPyXW5zbpOlBc0UM3mcau7cPC24iZieK5MJsAbMHETH3jzdToQvG9SafavrZRe8AaGqB/JB94p2mGQZQILvPd9t0oXwn35bg7eUVFRYUXofsVE5QGBZTnuQrRmwKQPuAGg6HqAPhK4AUA27XHATdNPcx0z8QE3B1sXuE1FEeZ2z7nbtFx6jJ7re/w25ELlSQrcNCsca/jn89bSdm67A9J8y7Yem1n3Kfd6aalBV3lgt3WXzvXqZQfA1j2RC74eARoNUJyZfwTlYuIkYUmGey6T7oFv81wHsJfA92074iHXm1c78Q62BKxqJybLrYZ28QTgLnjv1FCG0AfeWW7H5ICDwFs2rbU5uOBNg9crmU6CN9Dv2xN4wZuOC2Vfu9uX7z4/rXBxnRvwBmK3ypdGScAoue91eGKK0P0KiWIlRd7qRowOcPsa4NCOle5vExvAi65F1jXIOn1QmgNuUhi4Fcosw/nlzeHAbaZNALdikBxys5cA931WJQGWudtTsM13oumECx0EXk9lEz6/uyz3M5lzr9e61Gvc85eheknohCEYR6GTIE+LdGu5zn2rGk9nfy+WCx4AcN82weMapgY4B2pnu5iDb9/7CE3nCrncrlzX26rGEgBvX9zE6lgJmMLXI/CG3v+EwJvg+gjwLjP93qfAGwAwA94AcNJWuJLFCLx38Dvc1DiHlxHk4A0Az5/VeHEZYyZRUSFF6H5FxIEbADbFMGgSwKIc9zbRXSZd4C5Ui7Rr0SQCZzPATfW4Q8ANANuyQp2nyOr2CODuD9wh4DaA7QFumpZL4IodWEJxEloOn0aVTNYqFDGZA8kTYYNUEIo5OCkP9K6MmHjdcSdiElo+sDynHZpvTc77LjPdq+tur3RwQvER3ybmfiQcfkkhZ5yqj/AYCk2HsucxctxtfjWElrN14ygc1APwfeLELcz7uyPX2xc9mXK8+WO+dvEcvKXQf6rzgzdf9oHgXecDQDep8II3wGIlAfCuRQrRKahEmpgJB++1+e593zAnz1rsS2nAOyoqaqwI3a+QOHBvctZ1cmGOO2fFml3gBmANmDwGuIdpRwB33eqDGpUAXAvcrtYA921rroTf1LyhWtcy0Qd+t4qJb4BkCKKDoD0Bty4kL4Vm37rMvdZoGStBdxWkrxwYuaZlfKvCVT/mYiVA30nRWd6SkoUcrvlgTHc9zOcUgG/ABmULuCfg2zzXszxapjvvUpfblXVS4HO3J7Lg/Lkh8Obzu+C9ofkdyF4J3rxdPOAHb1O/OwDetZBIug5I0BspNnjXyWH57vPTCp+8yrEpNHhvChXd7pdBcSDlvStC9ysgcrkBG7jztDVXPedy3DxWEgLuos9010LitCongZt2+iHgzuoWVZ4i3/VW3iHATQe6Q4CbZ7uphCDNZ24HYiYkqmSyVuR2L4VtA0aegY6h+IZ5vAtMZ69tRQ8Cg++WZrzXDo6cq1yytib3nWUU13a7DEC6bzsKueJVi1G226dRtAQeCCcFrmpYAM7Wx3LgJ+DbBfM5+HYfB/zwfVfVT3yDKUOut7t+LnhbAy7hAW8O9oeBt+pjSSHwBgPtKfAGYO3HCbyzrkGdpDjrSlwlxWS+m4P3vkmRpy2qRuK1Mw3egDaAYtOcqKixInS/5BrFShhwA0CRDm3dXeDmOW4eK8k62/Ul4E7VAOAAJoE7r5tJ4AaAfF/pElpX5eHAXbcafi9KP3CHygICw/2zQq/DGuBeWxLO1RJHdxLAJ2DbguXQ9FB0BGPI4MuhTPJS6PXN5wPstXC9FtLvW1MgPVJgnUMut2/Q5OTznJMqc1VnIlbkLovHT6S072/5Cy6E75xvWwvh+xjw9m3TZv0m4iYmJtK/Jx94uwMu6XUUj7UcAd5Fagaf15nf8d7uSuy2xSR4VzK1rlYCA3iTaV8nKTI0k/luAu+ylchki7KRBrzp6mqMmURF+RWh+xWQm+M203vwPi9KqA4j4A7luAEYl9sH3EUzQPlRwA3og9AxwA3Y5QF9wO22eKfX9d0PTeM6Brj5wXxXL4NtypTm0tNpMgDVfFkhl3vJYEo+8G9JxMS3DksiAbeR6QbWQXe2Ytm1D5YP0Nazfmvy3L5ljMYIuAMaHbim78P8PhrMDqKEglUiku67cksLhuCbvldrnMIMfJ85JQmXyjeAkmsKvF0X3AVvmWDIdnvAu2r7ExeBg8C70F03BVpzsD4EvBshkLeNrm7iAW9A7/NrmS7Kd5dKIhMt2lR/bmWjl2F3qYwxk0evl7gN/MuqCN0vsaZiJRy4AaBg0QQO3FxurGRwtG3gTlWLrGnQCIHTfTkJ3Dxm4gXuptV1t48Cbsp2l4cBN9cUcPvm36a6OsGclkRJQrA9tbwlsO3mVecGU+YBAAvFSNzPxYXsJeBM87jvV3je25TWQPdddrxcs94jCDzyKgqH8NzJI/sGSHI3d3Qi6ERJfNESU3+a/T6n4JtvH0vh+zYjJyHwpmXT477BoS54jwZVMvDeZMN7OxS82fr5wLthNbunwJt0WpW4zosReEPAipksyXfrY4q97yO3m8oHxphJVJStCN0vqeZiJQCGiIlUyIVu966QWMBNLjcHbq7C1Oa2gRuAVSIwBNxp004DNwH2SV93+xDgpvmOcbi3mY6Y8GlcUyA0B97BKEnr3Hfm98LxAc42lHMfY6B3AWO0rrAh1cqEz0D2ZJ3v/nbIdV6b3V7jXqsVcHu6ZEQjU8gZX1J2MnNOQPhzjLvKNHXywJ/L5wsB+PPNMIkDuFsikOan756y2uSGT8G3D5oJVK0xBez9nxXj97OovOBEiUbfNsQd7qlqJ/w3NQXe1jT6HBaCNzUb2lV9jfAxeBf7CuUmD4I3VTRJlQKaBnWaWuDdCIlCNd6YSSjfTceRSkkUUmHfwjruxJjJS6IE4f3rfa7DE1OE7pdQ7/q5KwDTsZI8bbGRjQFuEytJGJQ7wE1yYyUh4M5mHO7FwA0M8ZJDgJum8RKALnBPxUfMoMpAGcBDnce53DavLsLnn3Kit8K/Pi5seyMCcMBZ+EGaxwi8j4tp0BtBobOb8YHx1M7fB0drId07710W6l6z7ND21S8jc74zrsrTNMn6bhzQpm0nBOB8WdvMfp4Uw+LoZ+JuM0vg2zfokt4bwb0Pvvltd7mHuN5TOe+zfBw1oee48RMfeFOmewTj/WcwB97AkOsWycHgzcXBu2galGmKbVNhl+bIVDsL3ibfnbRml1Ipied5hReVfVIaYyZRUX5F6H5J9fyZvoQcipVspD1YEtA7yyxpkCUKDQROUVrAHcpx8ww3MAA3ZbnrvjHDUcDdKn2AMW7zSuDmuc9P7IaV9Q2gpPVwp7laA9uu2z0H3L7Bjny+KQDn51hTsM1dSndaCKbNNPaY7znuenO5kL1ZuJsJgfxmhUv20M4NMDidPvmm7z1122k5ruTMZ+mDcOu1nTgHj4eMxAFdLngOy32H4JucZ18pQg7fo2luVMoTORmVF1y43YVcb/7YGvA+2wzzEWCvBW/SEeANALIdSgrWUhrw1nUIgTJNzX4eGPLdAEYVTbJEQXUtFNIReNPxhuS63WQQRfCOeuqK0P2SaSrHTeKxEkB3nSTgLhLK+vUuNQNuAN4cN93nbd7dwZOqH5BxMHD7YiZrgdvnaN8HcHOtgW1+3+c0hgB8K+yYQRC2PbluF7ZDgymXgHaou6IL2Uuz0wQb7vxrBvusge67Gki5dnCSu86hgZVrRd0S+X2S+YwZTI+iK060xOSv+4fdPLfRBHz7QHtumrvNWnCO23O9aXlnuf+xJeBNJQJp/Q4Bb4qV7Gt9wnkAeDepQNoq1FKOwBuAvmKZAiXGFU1otUoxZLwBDDETAHWnwXuPId/ti5kAMLW7Kd8d9Yj0WKo9PSFF6H6J5MZKAPsyXihWQsBN0rGSFrLTBycC7m1b9ff9OW7KcLvAnbYKaaM7pm0vq8OBm6YdA9yt0g7XVbUOuLkTt7b2tg+Y+XRz3wO1LkD7lhfKds/Bdqj+diibHaoy4gNtd6AgX+YSaLaW6YlRWPN6nh8aqLgGpNfoNgBdeWCwasfLpvt8uye5QDkVNR99RzMAzr83XkeeINj9CLjrTjXFZ+F7QXUTd9ocXPtc721mP2eJDEh7YidLwZvnuK3lLQTvDDZkHwjeXf+b21Y1dnlmgTcANP3jFDPh+W6w1Sp753vT1Xa+Gxq8KbboxkwKp4QgEGMmUVFAhO6XTm6sBICJlRBwA+POYQBQJK0B7qLTpQLbRAJoLeAO5biBocskYAM3AFPG6ijgplH/F/thGrAcuEmHAPchcgcj+soAhmDcNzjSnT8E4PwIOgXb3oiJA7xzVUny1A/ZIZccGIO2C+K+yEnIdfEBdgiC7wq6b0M+GA9dBaC4FWC/p70zYNc9P/RtF7Q8Du+bbPjdEYB7BxaqMfT71plet2oxrjvew7c1eJN+cytcbkxESnyDTmn62pgYyY2dtGydQ+Bt5jsQvOn1jgBvYNgXN6kMgrcbM6F8NwfvEhIC+jPm+e6y36GEYiZVoHY3N4yiop6iInS/JHrjpy/M7VCshBSKlbjADQCZalAnAluMgZuLD5yUbesFbh0z0Qeeg4FbdfpgtMl0zARYB9ymGonjWK8B7qWdJqcGPLrT+WNzcZHQvJazzWIBk7CdjIHEV57PN43D3tzjrlwwW1L9I7S8YsVuag1033edbt/rlQvKTZJa5fkcq/Bdl323znZA2w8HcJKBaNiDd02um8E3r2oyBd/PnfrgAGbhm2+7UwM0OXzz3DhN4+97jXx5bw7VfB7eLOcQ8N6wKxy8QQ4Hb0B/VwHwrjMJ0V+R5OCd9WNvZNsCfQlBX76bg3ctJETXoU301dEK0oA3xRTXxExee1bhk5d6A4lu9yNQkqwvyXoX6/DEFKH7JdDrP/lLAAaXGzgsVkLiwA0Ap6pCKwTSxgbuUI6bgJtEwJ321UuqItPQfShw0zRyvH3AzSE7VI2E4PkQh3sOvEMuLw2o9Lnbk1AdcLtHsM3n6eZh23KuPScGrmO9xIH2wbgrFw7dnftURRIXTtccGO4Kuu9K7ucwBffu56A6+3NemwUPVcLhUEzz0E+BXo6vN7Wdn4Nv7mDzKAoBNQALvrl7zF1umWDS9Q5Nm3O93Sw3aQl4G9B3YHspeJ9nuoRlBf2b8oE3rTtVOHHAGymGWElZYVfkoyY6NOidbgM6393kclTRRKBD1ilANahFasAbGOe7l8RMeO3uTmnwfvPd5+HvIyrqFVSE7pdEPFaSp322eiJWwksDui43YAM3v+8DbsDOcZPMgEkG3ACQlzWqTY78xc3hwA0MLvZo2gLgNvd9MZNbipMAY7h2p83CdsDt5i5fCMj5pfAp2B4BDez8dibHkRPABhYfaLvQyl/TBUR3Xp9jHoLgxxAvuQ1X3DfddZjdPDd/jvs5uMvLpb/ZDC13Cuj591+1gNSdEFH3kRByyanxjm97qYCRc00ca52IuvAtht81n2fLnHQCbX7f53r7wBuwXe9DHW96vjVN2K/rg+0l4M2nhcDbbZzjgHeTSuZuCwPeAIY28s7ASkDnu7dViV1eGPAG+mOCAIDUgDewPmbybFPhcq9f8fy0xsV1hs0mxkweheJAyntXhO5HLjdWkqe6IU6r+hgHu4zHYyUAJmMlgA3cmVIQ/cBKF7hDOe4QcAPDTv5o4D7NgU/u2LQ1wK08MZM7BG4O0LvaU/kjBNH038l1hmDbN0ByCrZ5rptumwYsDjzxLDZ/u7n0gHOyHH7d+6EygL7l+aC7CDz/oS+XAuuql/gGV3JZee5AaUEShzJ+xcJMZyc3UwDOXWqCb1qOd4Aijy1R7MmB7+fU3KazH7MA2oHv0UDGgOtNeXGAtYp3s90z+e+Qy+3Kl/PesueG4iVT4H3qKTHogjfg71hJ4A22z+3VpMJEAttUL2NqYCWBNwDdMl7kI/CGwGTMBAKjpjkUL8lShbKSBrwBfXx7672nyz77qKhXQBG6H7GoWgmPldBAlG3eICPInoiVcMjmsZKsU8NtpZC3DWSndN3Wqh0Bty/HTcBtls+AWzQtkEqdWT3W4T7N+5jJSuB2tRa4ecRkatAgf9wHxrOwTc9JA/NNLJMGYE3Btg9wp2CbLyvzLDcLPM7lzuNtiOOB09QzXyaBbCHIrgDexvdaAblAM6lQp8usGE+7mQFprpDTvTRvTpUxAEwCOJ2jbkQfeXCeQ9EvQJ8IuIMjffDtjZawOIoL35XPGWfzwQHnXNpXitzHgfVxk5BCcRMD8yvA+3TTby8TjrcbKwm1isf8durmu30VTUindYXrTIN3xSrVTMVMAH211Y2ZnBY1LnY5irxF2cdMyO1+/Sd/KcZMop6MInQ/chVZD9YsVkLAXaQtuq53vAOxEgCjWEnWKeTm/gDcgN0IxwfcJJ4VTBtl7hvgpjx3keoD871GSpwDKW/xvlZn+bKmN764iNVGewK457oD8oiKqV5Cz1kI29agN4QfB/y5bh9o+0B6CshHWW0PIJ/4HWzlAeQ10OxTvSIyom7BQfcBkTgJzHzjmTZXJpHDmAtmLlhzAOel/ziUVq3+jjb990ROe+5xhafgm1/1MRedCDTBQBMDVFM7egPSC1zv5xv7cRqM6YI3f5984OUaETjzmNah4L0kaoIAeLMTWlE2UEW6+ATRBe9GCKSqRYkUslNoE2HAWx8vwjETJLbbDWjHW6+iQtlInG8rXOzGMZOyjhGHB9NjuDL4xBSh+5GKXO7NpjVt3gtn8CSgXe5M6APIudRgORcryZ1cNwfuVGmXu05TAOUIuH2xEtm0kL0DbgE3oJ3uTTZUaTgIuDvgtBi73fS47z6Jpp8Vh4M3aSlwuyX8vI8lgcc7LIJtX2m/Kdg2y2Gututo+5xs/rj72FwWew66PVVJmjwA3Z6DQwia2yNh/NhluoPXpiQ8Jx5pVftPPtZUOnG7GrrTg+64EykhUUUhwHby3QiVD745DIfy3xy+ObzmGEdSzKoy19sX+1jieh8C3KQtq8biVjLh00PgveFRnQPAm6u/skjgDQCyf79NKgyIt6m0oJxXNKFBmKdVieu8MOANjPPdbswE0McdN2byLKtxUeUo0hZlMwykLCs5NM3JFN746YtYzSTqSShC9yOUaYKTDQcJ1+UGNHDnfaxE9Y73IbESwAZuADgpS1RZivOqWgfcgA3cwHCwOxS4ze0DgftQ0cHzLB8GkPHp3gGSnhjKnLttwXUAxn2wPZWTdmHbFzFxc90hiJ4D7TnoTv3L9TnVIZCuQ90vPVrqgJfZ8mUW9QrgDcgFd9m0EHOZ7l5pVdvZYQBI2+G3xrO/Pnnd7gkAzzCOYwA2fO9ZA50p+LYiShjg23K9AQPf5Lybmt19JGXK9d6y6I6b2Z5yvY8pJ8i1FrxNjtt5nIM3PR4Cb/pcy0afwBJ4N7p8IP0O0kaZtvCbssK+yEfgDaDvUpmiEcKANzCOmVBFEwJvwB8zSROFqpM4zytc9DETcrsLVrub3O5YRjDqKShC9yNVkSnjctPgSR4rIVGs5ExWaDqBLAGeJf0AyRWxEgAWcANAyqqVuMANwAA3gAG4CbQ5cNcsZnIocKtOu9Uv9sM0YB1wr3G7Q6O6lwA3H9ToRkxcoHZvm2yqA9scEAwse0B/CrbnBkJyoObLFA6Uu/NypZ55elUOOLeez7gMDLBcEyUhiJjTGvd6zTWSpVGUdMWlXXeZedXY4MXr9e+q8Xc1WblkAjzdr8MH9kvh25LSLnPb2fDN63+bLPmM62056BSZ8YC3+xyutfnuM08+fw14q/59SBEGb6tFvAPe/DuVwgZvSKthDleTSgu8m34d+b6ewBuAN2ZSJfaSfTETgQ5Zf2yimAm53du8wa7SyyC3+/mzGi8uA4Ojo+5GCcLHuftchyemCN2PTL5YiU/kcgMauAEN4G3vPIya4DDgPmn0/G6sBLCBW7YKSghUQqDYVxZwF6ySQuoCNwdnPtjrJAc+cTOeZwlw0+2znIH3CuBec0C13Gpyuwu7NXZoPrfqAodnXynBUMRkCWxvPVncKdjmue6QY+1zJzl0+yA74LC6kO262D73OgTXPpAOQfOxWe9jl9l64iVrIifYjCdl1bTTbnng2Xa4XfduOP/u3Oy3e7JFv1vf9zrlzPvgm7bRXbMMvnmZQGo2Y0F273rzgZhb5wqPC960PMB2vd1KLGvA2zeYElgG3mcbG7DXgveGdYjl4E3fWQ/eSP3jCDh4KyGgxBi8mzwfxUwypQDMx0xE0gFdP6aoj5mQ202G0Q52XJJiJtHtjnrVFaH7ESkUK3Fdbh4rITeBHO/TpEQNgQytAe6TdiiZRznuUKwEGICbyk3RjtsF7lGOGxgGTLrA7fu/Frit/wcCN7VqD8kHzOb+jLvtu09AMeVuu7cJ0L2X54UN2yYT3L/HEGyLxA9RHORDkRE3e+3ERTiQuo4sgXabyhG4hhxhX+yjLBaWdMPdQPcaKV+XNc97UuWCrqc0r5P9btPhapMrHllJAT9s82gCqWZwzgHUB+B1G26MxOGb1nspfA/vYpjOoyWjyicsu02/far4YbWUxxi8Sfy9LgFvDuuHgrc7iHIpeAvY36d1FUNY35Uv300aoifDNsGvPKVKjWImvIxgKGaSoEPWgzk53FTNZCMb7Fu9PuR2F3mLqumjLzFmEvUEFKH7kYnHSgBYwO2dn1UrOU20S12gheghjIDbFysZGuHYsRIAFnCnrL27F7iBIVs6Bdyq0y4NZbsPBe5t1neavEWHewTYnmw2AftS4HYvefNW6iHwdg+ofH14Fnw0GNIDzD7YnquXzXPYIbe7V5NKbwabO9gcgH1uNWVNuXyAfRfxkjpdvvvLmuMz3WMtP5GgOviu6HNpWbyEu+J1JpH1vy/zbjmo0XbkzXV7QHstfLtVS7apv0U8oH+rPC+uV9B2vSnDTSBOOXcCcasWt3sfw/7gjD8PY/Dm83Jtnd/LWvB2gX0teG/SoXqJt3GOGG47+W4O3k0qkfT7/WC1kz5mQg1zfDETAu9KSBSoUaPQAyk7DeIFq2YCAPt2KAKAHrxpvFKMmTyAYvWSe1eE7kcicrkBGOCmnRFpyuXO0DvX0LeLrkXT7+1CsRIA2DT64ObGSoABuGU/aLLMMhT7egzcbo47BNwE0qc58NbOnmetw81jJnw6l++gKcU4270EuBdVJmE7MN5enVpp+yDddbR96zIF2xtPxISmTWWw+evw+Ths89rY/ev6QFu72MO83JV1AdiNlFQ+V9szrfUBewCuGx8EHalGLgPktFVemE/bMdi0Pkc8oE440M9M8qxtg1cbOKx7AZyucGUCqGey31MDNet2AEISbYf7xoZvX4t4wK7mscn6dVEYud4E3/w3xuEUGFxuibHrbYGy8oO37z5No2WQloL3c8/gyTXgLTFkwbmrPQXeLN9N4N2m0lQlKcoKZZ/vpt+qm+8GYJUR5DETyncL6M/wDCWu0DvjvcPNYybkdrsxk6oRJt8NILrdUa+sInQ/IpHLDUzHSgAgE60uC8jqcxd9nKTo9P+tqlAnAnk3ALcbKwEGF28UK2HADQBFXaPcZDh/cTMGbg7P/L4L3IA+2I46Ta4Abj7Nne57nMQPjATea4Ab0E6V267dnZeDNIeNKXd7tBwnhz0F2wbaZwY8uhESEo+LMNDmtbFL1gGSstQctDn00QEdGCCbHneB2JvVDgD20mojbpOP+1Qr/I60b915p1eSbFvvvG4Up+Gl3yYAXM8rRk45AbhQw3IF0MN34OrQbLlBLITv3qV24dvXDCeTY9eblwkclSAMwDQYeHO3es4R5+B95lRIWQPeZ/lxURMeK5kCb1oXIYPgzTtVNqkw4G26V7L3kTWNle8G6BiSAhia5pCxUyZSH4cSAB1GMROtcczk2UmNyxv9vUS3+76U+LfZ+16HJ6YI3Y9APpcbQDBWMuy8tMjl5re3fYv3omvRJP1OLxAr0XW4W3Mb4DnuAbj5fQA2cLuxEnc6B25gcNiOAe6zHHjhqSsxB9yhaXPA7TaY4fBM9/mldj540o2cuO42Xw6vh+zCNq84Qss48bS+noJtN6rBakJz0N6xEnWdcbrtz6xJxzBcs1rbLmSXmX0w7Txu7/XGUxkCy2HaB+0+8S57c6KT1duU732GQdyFkNp8thyym2q6wyUHcA7yWT1UuzDwDeiOmaEuoUsqorit6et+/IcL3/TdWh0wxdj15pluHi2hEoQSrPqP43pD2fGOUBSFps3lvJeCN9ch4A0Mefeqj/P4wHsydiLN0V6XEBwK09Bv2hczqaU0+W4eM6F8NzncslPI6TiUACXk6pgJgOh2R73yitD9wOKDJ12Xm+SLlZDLnaExLjfFSsh1MI53W6IWAttmAG43VgLAGysBOIjrutxNKoFUIqcW76Ec9xRwt32++6J//UMdbt6q3X3cvDEfcCf+Nu+h6iQcpn1uN3e3eVWSUMTE525TO3bu+Plgm16TYJvgSbDHCdx9sO3ER9xujwTbodrYLmi3qbSiHq4ry4HRLRO483Q3DGWtfdDdiDEQliuy2qLzbC8elamnpIhHRSD7TVeVuDpPu/hrz8tsK3vApWyVA+EDaCuWh0/b1pQ6pO/LrjfuXHXot4vtbng90zHzpg4PxK3bMJjSwExrECfG8G2eK8LxE7Mcils4rjYNoDSt053HR4OkPeAN+OMmzzf+K2pLwHubhTPeS8D7lJoV9SfhIfCmz88H3v1AZvr9EXjTFTU3ZuIOvKSYCRoY8AaAtD/GlIm9bRRoUVINbxYzqftpPGZSt3pZPrc7gnfUq6YI3Y9ABNxZptD2l3t9TXCAcawEwChWwjPb27bvUskO8ATcvliJm+MGAKGU1QgHAPJ9patalI0fuDl4A2PgJqfpNNedJu8jUmKmJf55fO42MHav+Wu57jbPX3PA5iIgdt1tF74B/Xm5sE0gw+HWdb9DsJ0Jb0t17mq7kRCSC9pAOPbBc910oK/SdBQn8UZJAo42Xd6eE4+33Oa8SxQC/tKzqz2tPFdpPM93q6HQSXDe/35LVkxbsN95maUo6sZcxZKNjq74AbxfdtVY24IB8HP9PYnQoDuSC6G8XTn9N9MwwLfVcKd3s3OMa3WTNjxqAYzKClIGmrversvtA2+Kr3gHWCb+/c7aqIk7zxLw5pl1H3hbcRIPeMvErlTS/359MZNtWWHnDGamxjnAsC3bJQR1LXvudpv/LGaSWVdpNXhnUllud5Yp1LWIMZO7VoKHH0j59NIlEbofUjxWkvVlArd5a24D8DbCMc/pXW66DcByucmF4J0nyzTFpqmRNY0/VuLJcQMYAzcwHICmBk4CYeCmaWe5drwPBW53UCVpDril0A7WVbUcuGm+s1yXP3PrabvLyaTdTZIfeGkad7fpvoF7J/tN8OJWEyHXm2dpA7BtVRTpnx+qOLJnB19ysH2g7cLznkVMOGi7Lra3vB6Aq2Js+TYLAdnnfodUimW7wEIti5f4HG2fMtV63+NZOd6OQ59RLaX+3bK3sHHiJSVsl5sDOP9uNxiXL+QAbg3A7KtiBEUlJkP1wAEbvjf990rdLk3ExHW9gaFRjmTT+XbB4JTmI/C2MuMrwPv55nDwPnOu5KwBbyGHWMkUePPPN1A+EG3nbZjjxkzcfDepltLku7kIvPmVLjoG1f0gyzxpTZdKHjOpeoebu92n2wYX15kBbyDGTKJeLUXofmDxWAkB9yZrkIoOXZcEXe5QrER2yjjevNU7ud+nVYlGCJww4OaxEv1/yHrz+4AD3Krrwa4OD5ykA1EIuGlZxzrcbsxkCXC700NxErrvzseBO+Ruu+3befnAKdjmkRGeyQ7BNgca+oz6rLYL23UmjdNlQNop7dd6AH2X85iI/fm4IM5BkYO2z8W+8TjYPsD2Rkk80NzewUDKG7Gseon0REaWAjvgP9k4cR3xgJueta2VE3edbA7g28pubkUAHoLvfQ/fsmmH/DfBtzv4kv/O3GiJD75bBsjAUOGkam3XGxiXCaT5yOkliOa1vd0urxxeQ1VOCLzJHT/E8d4GDq9LwXvrjO3wgbcZaJn4wRsYrpox8G6lMPFBipnwdvG+mIlpF9+2gNTjHGhchImZYLh6REZQCWnV7qaYiT6uabc7FR3ytMW+TnF+WuPiOg6qjHo1FaH7geRzuQFgkzUo+lKBuRwOVqfp0HWSRLESnyhWwkWXs3kjHF+sBNA7Vl+sBMAA3HWrDwgnOfBi5wduM0hyBrgpZkLTzGvdQaTEl7ms2Gc5B9x8cBN3m6aAmw58GzGOjHDg5pf7uHvtwja53lYt7f41Cjur7YPtxoFuDtr8cQ5x7qBHcrfKLB3BNIdyeoyiF60Dzz7ALj2DHHcLy/Y1Tr50SuVCV7xY6GCnYjxf7XmNbRtojOMZsOmelEjVDtnx1H+iAwDooyS+GMn1ZvjM+eDNPcbut+lY2LS63FwqbfhGoPLJFCtxQKTt/Kb/TGhQJP1WCL6pJrjVEIq54YB9pceAewI87z9D7m5z8AZs1ztULnApeJs64AdGTWi6aRvvAW8B574D3vxkndrE02q2yoB3kwpdmaofJ+DGTGSrzG89pUgJAGoN4MZMbhJh3O65mAm53cOxrsG+tmMmQHS770wPXr3k6SlC9wPK53KTctlikzaQokPb6T1XwaIkPFbiutxurER2rAygUpBtC5UkqNIU59VuXY4bsIEb0Dv0TTbku13gNuUEpxzuDjgtBvAG1gM3RT5cTQE3xULcBjb8dqjUHzAc8PkBznW33QokFBkJudsEIdyZc2GbbrPlK6dxB6+pzWF7FA3xuNoE2+7AR9UDsgvabmxk51Tb4KBdOe507XGmfYDtPg8A6iMz2XQJfFYLX6bEGLCzhYM1t23lPdlQjnueA7jptxnJTga2tVO5pAfzpsiRKmUBOB9ASt/16b60o0UY3G2AZcQd+AZY9rt/vmjaYXznFHzzMncnud5X8IY7vK43MH6Mu9rkaHPX24A3+y254C3htI7v5zF1tT3xE2AavLnWgjdg1yz3gbfEANgh8KaKJuSK9yckPGbSSmEc7ql8t0oSc1JH4F1LadxuHjOhet6AjjmGYiY1JKTokHct9ipFLluUfXfK6HZHvaqK0P0AWuJyb9JhIOWztELXJcilvwkOAbdZpidWkreNAe4hv93HShzgzljucwTcbg1fKhtoYiQh4GYxE2AM3DTPaQ5cV+uBGxgylFbMZAFwA/p5Prd7rnOkWyN3Crj5c5QaDqyuu80dcw4lM7Dty2r7YNsH2YDtanPYrhhQ84GCHLR9gxy5M07AXHoGTpZifED1AfbSiAcwrqZwrJYuj6JdXPURg4U0iNuvXUqJggZTsunXub19n/I7DoDzGAwNfuPfPwdw3jKcIiocvgFMZ79r6KsvbvTG53IDevvmrjfk0N2SfjME3/S0HHYMheaRAjjP7Psj8MYA7IA9nd9fCt7c5SatAW8D3CxuMgLvft4QePPXz6R+rIbZd4Ty3TxmQuANDMcKYLiKNRczydF3rQzETNJE2bW7m7Q//kW3+9700AMpn6AidD+Q5lxu0jNPrORZ4r80zV1uLl+VhLRVSNvWdMXjwE0ut1kfF7jJ5eYVR1SnL19SNQKajx5vu3ngJt1HpMQt8QfouIhvcCSfhwO3b9ClD7ZlMna7EYiS0DJ95QAd2KbBkb74COl6y0DagSiq80yXlV1Xm2D7phiWwSMMLmi7lUCuszEkt4kcAbUvXnIlxhC/xtWuF+7amoUWdgrPNufTwmOY8rw/H04o5z3nqoHsWgPiHMhPa3u/wL8fDuBtN/ymeHt7U3kCjvvNtgtqysPz4ae70rjelP3e9M53CnaRwIVv3uyFXG5g7HoDGkR5W3lAL8e42z0Yc9cbYKAN574nv83Bmw+AnBpwCSzPeC8Bb3feEHjz6iYuePN9BQdvAauaCbWI98VMeL6bKuIQeLd97e5QzKSREkXXWjGTOklN0xxyu/kxrWYxk+h2R73KitB9z3rXz12h6AF7icsN6J1TnrSQaKH6o3ooVuK63G6sRFcsUX2ZQH2fMpuzOW7ABu66teMkBN5VGwZumsaXyV9HdUO3yEOB+ywHdnX48RBMA+uAmw+U4gf6KeB2Kzu4sO2WA/Rltidgm6Z5y/sx2K6lRO0p9cddbYJtHiPZOSDNQbuSqTWw0ed0A2PXeOdxsEPOcuuJb1QLp/lEzT3mtF+4q8w9r5t7xl6oxJMR94A4Nbka5gFot52zAZqya3GZDYMwC9VYDX04gG85nKcp6jS14Fuvs75/cboFAGROLpx3xKQTO4qupD18U/QE/bxB+OZlBbnLTdMIvp/rdUHZDC43/2lz15t+jwTPu2b4jfnKDLrgbTLWaoDqJeDtVitZC948IuYDbzrJCoE3fWb0udJAVbq6xgZV0n6N8t3FXncc5vlu0Z+gFVWFsq9cItvWAm8eMwH0eKKdLKyYyVlX4irR24lEizRJUHXDbyWjQZUTbneRqeh2R730itD9QHr2TEPhIpc7aZEl+oB2mtRoIJBhKM1EIuDm8sVKANgA3rSo8xTZrp3PcfPbLnDTf2rx7gNucpJCwE3aZnZMxJ3XvJEVDveS1u251MDO55FC/wk2PwG3AWoM932wLRLYDXH65fH1c93tTOqMbDYcaF3YBjRU07SbracSSAC2rYY2PSBzV5tg2x3Ip5idSwfaUqSjqiF8QCNBdC3Skbu8BrCvsCxiwg/oU0oWQne31ML2zOY7ATjzVAkpfS/hnJDUUMgIttnHmHb2k0voEyCqnMIBnH+fpjJKD9+A7X4L5orXWTqCb66bfjs72Q1X1nju24LvWg1VSOizoIHY3PXmot8KXVEjQCag5K63qWrSP4euYlmDKDFANQfvt22HfZdbQnAKvJ8XxzneploJGzjtgjc/uXfBG7DjN5Tp5jnviZgJB29g6EK7rWrs8sxUuzJvw4mZANrtroUwV1zJ7a76XLdEZ8Ym9StgNOV20zGyrJdf7YqaUQL/dnjf6/DEFKH7HsVdbkADNzDvcpNoZ5WjtdrvurES1+XmIpfb3O8PiIlS2rFAM53j5u3bzTQG3IDewZ/mwFu7w4CbpvN89lrgdgdVLgFud7lLgJvHRarWA+Me4Ca3m97zDGwPlUb083ywXUsZbGpDpf5c2Ob1s8nZ4q42hzPuVBOgu6BdOYMSb9hgyDnQXgrYS2G67Jbt2tpu2UFHJgvjJQt1lYzf2yIQ74CmB/GaRV5OnGooudDb/o3IR2UMOUjTR2yVJWTuN81raoJjgG8+jYtO/Dh8W0olRK6Xmzathm+31r/byZJHUXwi11sm+ncvxJDlJvje9p0daQAmdbWsGhu8gXAE5a6iJm61k7XgLcGm9c/lHStpW3HBm8VMgHHELKUOxNBGTSOlN2ZSS4ltU2GX5lbM5ETVuOnHbBSo0aDQUS0WMyGF3O5t3mJX6XWIbnfUy64I3Q8gcrkB4NnJcLCcc7lTKOT9AMqsU6iSFNuuCsZKXJfbjZXQzjPpIyVZq3N9eTmT43bbvNNtmg8YQ7IL3Fw+4OY61OEmaF8K3ATXWT9wiwM3ueD0XA7cJnLiPEbLomVnzjT+miRy/7IBqPesQ2Ci1CxsUwaXoDoE23U6VCAxIJ2m3kojvMJIKYdL4By0SyGtaiDKsTGM2+3Z7dx4Slz4APuyXdaVsl4I57etauGAy2dyDKQ+ED+BXZGkZgPTuEl/Je3P5YyPCRaNGYR60lROtZj+u2AvTQCu+hMxXmLUB9q1lNhWtZX9BjR8Z1U/gJPFUYDBReXZb32y2QJNO4Zt+o1YDV/U2PUmuN419u+M577NAMx+f5anA3ifbob92hrwvtUGOh7wNo95wBsANiy2xquW8A6dHLzpq6oVkAkr303KqsbsW8jt9sVMAD1u6DovvDETrlOUuIaeRse1Kbd7kzUAUuwqGd3uqFdCEbrvSSGXGwCKVJkSgXMuNzCUIMu7BrI/8k7FSrjcWAkAA9yU566KTEM3B25gOlYC2P+pxfvl3g/cLqzzaVy+bpPHRkq8t524xxrgdt1uOgByd9sF7oI1vgAs2AYwAm4a1GTcbgLnPB3B9p51jVMiQSPlqCtkI4Q5OAJAKxID29zVroVALVLb6WYw7YK262jfeECyhBwBdesZ0OgD7KUwXamFjni77ABeSM+26dOCxWVJ631vPhBv2WedOzlw/rmfdLbTzSGcA3jDQFRnwulqEDsU9F8ZtZmvZB9P4ZVrHPgm+NpU1WjgZd20FnwX+8pszzz7nTYMqFM5wDf9NngGvEhtAwDQv69973K/3ue/KwfSCT6pKsqudsBbmKjEYvA+poFOSC54+2p5E3if5sMgSrOOwgZv/p4ojkNudw/ewDD+g3Ld2pDR31soZgLoK2S+mAkA5F2rq5h0ygyG5m53nrQmgsXd7mdFjctSf7bR7b4LJY+geslDv/79K0L3PSvkcrslAoHB5S6S1nK5AQ3cedci7ZS5BByKlXCXm8RjJcO0HubLGtUmR17vh4MauVShHLevPrdS+oBQ7Q4DbtLzzQDea4Gbx0yWALcv280z2vx5HLh9HSO5u03TMqmXY+DHhvEQbO9Yy26hulnYrjIHzntg4rBtHuthmyplEGgDA4DzCiN1IoKgTYOlzLzsMQJtn9N93Y6dbh9g+2DaB871QuheqiXLy0Q7WhcvrHs2YR+IP5Ol9VnR5fiK1eknKfa5n3Wl/Z0wAD/hAzP7k6lcNajFMCbEfOc9iGV9LfBJ+HY+nin4Lp+dAAC25QDfbSpt15uUymE/UWOo+V239kksL6m597jc5j4D77bTwEzg/frJeH4O3vpDG4M3B+y14O263FxLwBuAt3EO2HMlhhOOiXx3w/L3Q2dKhToXo5gJoPc7mWdQJcVMAH1i18gcZ6o0FYlct7vuUstg0tLgDSC63VGvlO4duq+vr/G+970PH/nIR/DP//k/x+d93ufd9yrcu5a43CRfiUAu3mgj7ZQpIVYLgbzFwbESKguVl/qkIK+a4dItAfeeXepeAtyAPoCd5sBF7+L5gHupDnW4qZrJUuDmz10K3LxyQKvsGtz8MQbcVF9bqM5uShIAbnKhygWwTc1p6DJ+CLZ5a/V9HxvhrjbBdpVIK0rC3W4O2u6gwZvOk8tWEqXrdHuy1T7AvqqXlQ2rmgeIl3j2pj5YP/O9Bc+m/aK1W8IXSYtctKiRWnnY06S0PverKQBnFVLoxB3sBIsqopw0ldk2GiFRi9aCbwDoEdVElFI1PsFw4Ztr11vq2z7LblU8Qf9x1u3wOwGGyie8qgm53vtaT3cHEwJj8JYSQDuAt6mV3dkDNAGWqe5hm4P3NrMhHLhdx5vkA2/AGmQdBG/u8Pvy3ZBmDAqN5+HlA30xE0CPD2qk8MZMuNJOmf3InNtd9Mc9iplEtzvqVdO9Q/e3f/u3o/VcnnoKWuJyA0OJwDmXGwAk6z7JO4aFYiUAgrES8/r9pWDd4j0DLtoBuH05bsAZFMmAGxiiJtRt0gXuJQef55txNZPFkRKxDrgJsOnA7gL3JrXh2y3VxV1v7m6b+e2Sf6L/POZge1/YtDYF27xxzRRs88GQvNpIkwiTTybY5nWydywEzIGv7KQFhA2DaRe0OZBeN+Nd0b4dT2s9rvbe81yRLCwFWC+D8002v8/yrccmHVf7eOFUGgGAjRzPd+o+VwBl20MHc7pVMsB5ljTWFVsXwO1a5ymqJDVVkDiAq6wvJ6cUCtWg6bcZDt83/TZgKqM0DRohJuGbAJxO/GXTYtd3PuSuN8G36mEvbTR8a/Duf5Ou6021vLnL7WbAwW5nDLzNc9qV4C3Y4yvB+/lmPM0Vfw0XvDdsoGgunZKAStfrpufxmIm5D33C0l/RyKsGlfm8lQXePGbiGzxLGk7AtBEkuxa5wmK3m060ecwE8LvdUbcgTzfgqLvVvUL3hz70IfzgD/4g/tJf+kv4xm/8xvt86QcTudy8EQ4p5HIDbJAJU9Ypc4AklxvQwJ2q4WBo5vfESja9kx2KlRjxFu9Fqg9moRy3aZLDDiyhgZOHADeJVzNZA9wi0dC/r5cDt3sZ1wVuH2gX7OfEu+3xOAkDbhq01Er0gyMZ1DLgblJpyv2Zj62/HYLtRkjU/fIpNkKXfIEBtt2KI3tyPdn0OhGokVpwzd1TgmkTf2BwXTsOdq2kObBWDKBLjyPsc6uvy2VOd3nLTveS5RXpGEaqZuz0nxb1aJpPnQPnuZTDFTD2sVolHDuJmg2+5gB+weA8Rwsk4zw3nWhtFP2OgFaIEXynbF/TurnQCfjmZkAjBdJ+gKXrevtkwDsTOofMXe+bSv+eeS1vt141DZB2wXsj7PtLwZsGXR4C3lOxElc+8D6laieegZU0jeCax0z4QEsJ2E11RG8ADN8bj5k0KUDngbWU3pgJoI87tZDYNjV2ae+K9263Pn6lI7ebtMbtBmKXyqiXT/cK3X/tr/01fNmXfRk+67M+6z5f9lGIn52fbWtzQA253AC8LjcAnCh90JasTGCm+uiIaqGSBCpNsa3qw2IlJGrxTgD5YrcsVtJ6IFwpfaC5YIPF1gC3+fAmGt+EgJturwXuTar/9s1wn+e0udtNwM2nAQNw97ANwAJuqolL8sE2MLjUVDlA9e9rCrZNLpsNmPTBdikk2h62CKYJtIHByebQzWG67lILtN1YyA3La0+BtgvZPsBeCtP1wsxn1SybL08fwF1je+dCtKhaYT6/nJ2AnUgH4gXLzzMA591EAf195mhRJ+j3L33Tna4x5R5l15oEAsE3qRE6v0vb2agAjQPfed2Y7RdVpasl9dsqDbCk7X+LygI+85E0rf4dpdJ2vU9yDd70+ytSG7xpX0VuOAfvTR+jI/d6MXj3UY214L0GuEkcvM9yeBvdMHj2xkwIuOl/0ZdQRKs/D6E/3ypPvTETLh4z2VQ19nmmjzv9NnZSV7jJhm0oVxhiTP2+h9zuFApl/32cyQpXrX6e63b7TmqjjlAC27x6qHV4Yro36P7gBz+In/mZn8EHPvAB/NRP/dR9veyDyudyE3znMy43r8lNJQJ5MxzX5Qb0JT06wJELMRUrodtmmTxWQuKVSwC/0+3muF2Y5ss7zYHr6jDgBhzIXgHc9Nr7Zjlw8+fRQY8Dt6lEwoCblffTJyv6wOS624AGbp7lrqW0ygFyd7uVEo2UVqfJRohJ2OZt2BVEELY5TO8TBsgObLsVR24Ui5gwgL503N1WDXtWAu0lLnYIsKk19JSWQvdS7ct52F962fv8dH4eV/Qd5GlrAJzUstz8s7SyT3oYgJ8I5iI7B7sK0pzsK6tiCnAjpQXfedeg7A8dda7X47Seh2/alosevtveEDDa6PdB8O2LMbRSQPaVl4zrfVP3FUv6D3bXwzcHb3K5XfA+5dvqCvA+3wwDKdeANy8tuFb0uiQO3vQ4QTYHbyGH/ReP2/DYSToszxczoe+C3G4eMyGH27qK0UdbyO3WBtFwUkduN4E3He/oapnP7b7Y+09Wotsd9TLpXqB7t9vhW77lW/C1X/u1ODu7vR9Hmt7ugfWuxA/GdLa+SRvkaQsplOFZ7nID/aU32IMnucvNYyVut8lUKeOGAv5YCUF2MFZipnXD4EAqGQjY5bp8OW4+nU/j+e41Mk5P4bjdC4CbgHotcPN8qAvcbh1uAm567QBwU5TEVCopKMs9wDbQQ3gP24Bu7d4IYQ5yKklmYZsc7H3foKLsD4YctsskRc3Am6DLhe2ySy2g44MfOWjXTu762jP4sW7lKE/tPg/wA/YSoC6reUgGgGrBsvJbzpD63pMPxBWLl/BMOT9JepZX1ud2iTCAt92Q7zblCT1Okxn0htbUAg/BN12xo21uCr5b3pSHXktKtG1rD7jc5Cj2lfldbPrISZMKr+stTtCDd/9mtrkN3tTpkmCbbpsVI1gFFoG3OQlPDgPvtYMoXYUql1CreA7ewADa3C3n4C3QD5aX5nnjmAkAKb0xEwCmgpZsW5PrJrebygfmqrHcbndQpc/tlkIhT1tUjZy82vSysEBU1L1A93d8x3fg7W9/O770S7/01pYpRILXXz/AMronvf6TvzTpcnM9y2oDOj6XG7AHT5LLTaJYCbncqVJ9nKSFEgKlENiU9WGxEsB2twm8aweugWXATcsjx3upuKtNmcZrX+ObCeCWiXaKTOObBcBNcE0Hbxe4aV4G3A1zu4VSKNkASNfd3hf5aIAkwTYA425z2B4GRs7D9mVfLo4u+4Zgm5f2o5rZVSdNZ0eCN17G77oZ1puDX6Wk5VK3aniMQNsHu5e7ZYD94nLe6a6q2zsI7/cLIyj5svmePxtnul0QPz+trc+IbueZtAD8RemUGcyH35QL4Py7o/KEuWhRJI1VK1n2sFVDoE6kBd9IJFrZ6opJ/UlXQfEBhOF7W9dWzEm2LZClKGrduZAGBZsBl6fa0d2UNfZFbsCbq5UCRVlDpRLqtT47vOuz3Ry8pRi73KobrlCVDYYoBrAIvClHvQa8zzfDFcNDwJu78kvAW7D5uMPtZt1NO3k7ZqL3U/6YiTZvJJQQxtzZ1jV2WWaOQ42QZpwRDaok5PANqnTd7kwodMwA2KSNd4wEALzx0xd4672fse7zjIoDKR9Adw7dv/iLv4jv+Z7vwd/7e38Pl5eXAICbmxvz//r6Gqen6+FZqQ4XFze3uq53oSmXOxOtqeObJUNrd8B2ud3Bk67LDWAUK9FZbj2tqGvsiwzPLnfrYyU+8KZ891yO2yd+oFkK3i5whx6fA24CbALvpcDNBzG5wM3atXPgro1D3jvLjrtNURICbh4jAYbukdeU8WbAvWf5SoVkErbb3klSiZiEbR4doTJ/3CUlYLtkrjWHaRe0OYRfeWCa5uVguRSwlwB1VS48mOwWOOLb282S+t6TC+IuhOeZQpG2qGphfWZnW/t5lxUDbQbgL1gEpZBq4EvVR0v6y/nPRGnHiBIHvgEN4InEpu+WWQIopZyE77bQy9z08J2jj0w5Ay73eY5NVQ2DhosBvHk5QXK9SwBFWbPfW26DN5U8nXK5KYayBLxf3w5Qm2M9eJv27FgH3mbgJHOrOXib98OmGYebTaMTDe5+83KCLGZC+W7AFzMRZgCl+U48MRNAV0ty3e7QoEpyuzeiwY0avqclbvdbb11Pf4YPrPPzLaSMkPvUdefQ/X/+z/9BXdf403/6T48e+2N/7I/h8z//8/FP/+k/PWjZTbNwh3XPmstyc9HBLksUcqHBu+4ETpLaO3jSFbncwBAr4TvCotbPS9sxZC+KlQA2eNP9kxy4LAfgnspxGyA/4PsKAbcUAzzT/SXAPedwu/ERfpvcbhe4+9flwE11bQFdEnDPDvT7Ih8NktxtCmt+H2zXUoy6RpYE6wHYrpLhoNZAoob0Nqy5VsPrk4NJoF0paZq+8DJ/jRKLQZvPV9UCpScjfXk93h35AHvvgLLwAHZW3uIInXLZbrIqxiecqrC3+c229b4nF8SfndpXs8pSoirI7WbL3A03z7a1HTVhAH6a2/uPshUopBqAu1/kRTdkhk85gPfwnbFqE21/9eS0b7gTgu+CQ1gGSMXyvf3kpsgNfF+c9s1z9qWG72LYf7WpHLneV/1vLauaHr4ZeBNkuuBNtb2BMXib2vUOeJ9KG67XgPc5y3IfCt4kH3j78t1uhts3GJSXEVwRMwH6Ot3QKSKKzpHbzeVzu9M+MukOqhTodLnPThtRvErPErc7ZrujHrvuHLo/53M+B9/3fd9nTfsf/+N/4Ju/+ZvxTd/0Ta90c5w1LjcX5bp9gyenXG4AJlYi2Y6cWr5rp1UPlFkVKwHGAK66oc27GVQ5EyvxacrtngJuQB9s+OBI97Ep4D4vxlVJpoCbZ7sd4OZxEg7c5GrT5deQu03ATfebbIiSAMB1no9g+ya1DzxTsE1VSHZUjYRHRHrY5jW0204Yl7tshQXaVSNRtRy8h++Fg/a+snctVzf2fQJP3lluCWADQHGxLK+9WeJi36o8jrhzcuEbyeAD8Uu2ay6cTDk/YelO/CcXLoBflcP2clbo31utpOmiWfTb25ZXQum3DR98n6A229V1/zIh+L7pfweZ0s5mDqAV0sC3tSWzgcLYFAa8aymRSeF1vRWDTQ7eQB83ccGb9hVuDW8Cb97d0gVv0Q0xs6XgTW3aOWCvAe9TP2SO5IuZGFPB0zBoVEZwWcykSYVpupW2CpUQQ7UT053SFne7t22JXb+/ct3uPNFRpgoSWaKsSNQStztqpR68DfzT051D9/n5Ob7gC77A+9iv+3W/Dr/u1/26u16Fe9UxLnfWt3fOoJCwqAl3uXm1Ep/LrW8PsRJA7zhpAGVRN9hvMuRlvT5W4gI4ZbyrdlmOOyQfeIcuw3Godudb63DzqiRzwE2l/4psOEh54iQcuHcsqy1Uh3KTjwZJ8nbtblmu6z7nyoGbWrTztuw7kU3C9lUPIC0bmOfCNq+fDQA3rNELVRoh2C5Zmb0dc4E5aJe1sOIiHCrLWmC/9wNxc2Hvkk52Phd7PK3Yjw8em5v7vZRbeAC43NgnnVKN59l73o86H06G6bPabFoLwPNcjU5mfDrb1tZ3RkCay9YcAQjAFe8gShWV2FUQCD0Ak7a3M1Sz8L2l/ZdIATSohR5cR69UyxxZq0zkBGARhU2BvG4g23bkegMw1Xx4XG4Ab/1eR+BtfsNYDt6ndAVAZ5lXgze1nV8L3iHgDsVMXPAGhvrdVOOb1+92Xe9AzEQPBNf7NT6YskklhFLjgjVOVpj3kKgJ2B23u0CDm35J1ChnrdsdK5lEPXbda53upyQC7azPYgLLXO6sdxRS6KiJ7hJYG5ebdFLrA5tv8CSAIbvNduRF3cdKqgb7ba6h2xcr8YE3/XdLBwL60ulbOxu4uZZcPuXg7QK3z8Xm988LYNcMjy0Bbp7VXgrctB4e4OZxEg7c1E2yFsIqAei622WWWQeqMk29sA0M1SWu+1rKHZJJ2OY1tXd9mT8fbFetMCX9qPOjD7Sv96ysIKtA4oL2jjmyV1ee6EgpkDpQvXEA1AfYzz+x0OleAN1KzFyJASA8oLxUG2fYyYu3LXtepdj2tGWZZ3aycnY2bqDlE6+CkrET/7IRKFppSpe2MsG+Hcq1mfBHD99F0pqTtW1ffvAq0fOE4Ft2ymynp21lqlcQfJ82/GQ7hejG+4pa6vJ03PXe0nubcOpGcZMiHeA7k7q5DgdvKivogvcmG/Z3BrQXgDeg903tgeA953DPgTdfBm+Kw8sIjtrDC2/MBNCGQtr0J2rNUC6SYiZgV+d8bjfASgkyt5uPZTLxpeh2348euk73E9SDQPcXfMEX4H/+z//5EC99p5rqPrnU5QbsrmwnqtKDTmC73ACwafrygVa5QP06QikTK/GVCcyqBrttju31fhwr4bdddxsYQ3Sr9MHlkyxgekiOm6IiXHPATTDNO04uBW6R6PKDVMt3DrgzaVUeAfxxEg7cVPZMKOV1t6kqCQH3TT64igTbACx3uxIasOveISr7PPcUbBMsmby2B7Yrp+IIB+2qkaj7+4eANh/YSKB94gHqZ2/Zu6SlDna+88x3fb8HlPx0/HrVdh7qy439fvYnzr6i/5yqQlkAfsUjKHn4d3Z2Yt+vGzGCbwA4yfVvr4JEbjUiCcP3ae98h+C76Cgq1+Ba5joy1w+my1SD6z4mddpU5iRTqhZohv1A2v92uOu9yzNI43KHB7q64N1scz2/aRSDAbx5dRMO3jzvvRS8gb5aiRq730vAe2mkZGpgJb+S584bqtct4Y2Z1JnUkZ6+g2ibCas1PIBAXfUhblLLoZNpzQyGtGtRJhJpH8+iMSdzbjeQemv5R7c76jErOt13oGNdbkAfrNL+gJV2yuomRy43AGvwpOtyA7BiJeZ1evCWrUK1yZGXzdjdBuxYCXe26THAznM/2/QZ73nQ8Gqtw00wTbfXAjcNiFwB3Eok5tK1UF0wTkLArUFbmPmrLLXcbQAWcDes2ojrbruwfZ0MB+YOySRsE2A3LK/twnbdu9rUpZEywXUjLNDeVxIli4vwahoctPfMxc5LYeCRRC42h2gXsn2Aff7Ly2IjuQfY71sj8P8U31wuMAvrfXMI55/h1bl9gkrfiQvgvDnR855Fqloiz+z9D9XcJoMgBN9dn/vOxTx8N/0J4VCfqtFxkk6BzgUIvou2obevx672TXVapYyxUEuJ030J2bbYU0dE2GpSgW1ZDzDYg3dZDGcfKWCDdyGAsh6DN+1r1oI3VQ0RYj14nx/TQKcHb5MjZ9luynD7Yibm+eOYCVUwEaoDmhYqTyE7BTSwana7bjegj0+8PTwwuN1p15r93amqcC36TpQL3W79tdxuZaGoqLtWhO5b1pzLXUi12OXOu9bk3rK+NjftsMjlBoadmc/lBoa8Ix80SfPmVdOX1toty3O7twF/nps/vkS046eYySHATTGTNcAtEl2JheW054CbIiP0Dbtxkkbq+Qm4qZQW5LS73SQCpRxApUsSA9sAcNMflBoIlD14U+m/PdIgbJsukBQdUUkQtrlztNvzvHZ/olCR2x0GbQLDs4moyOZGeF3s84/bB+2QW725tpftdbqv7he692fjk80lTrfrkF+83QaJYi9RbjpsboQF4GcX/EpCD8p9tZQQgL+4yqzpdDJ1uq3Nd182EkUqgvBNHTBzobtjEnzrfZjex1wleQ/eepnXSY6iawDTEXVoNX8CAu8e4JsSEMBNLr2u9/WmYPE5Dd8ueO+AEXi3qXZryz5iYoN3n/V2wTtjUL0UvBWGmt6HgveaqiatA85AeFClGzPxxUt4zCST5jjCzQOKmTRwfuML3G6uIdfdg/gtud1RC5SwY+hDrsMTU4TuWxJFS0ghl5t0IuwSXiGXG9D5N9KmrVGlKTZNbQ2eLCq9PN7ynVxu2Q0AnjHwNhBet2PwnnK1uVzgPs2Bi/Iw4Ab0AeK8AK6qwxxuqkqyFLjJ3eblAGeAW4nEHMyF6rxxEg7cNQNsACPgJreHgLsWw0GkEqkF24BdZ/u667te9nXcpmCbnGvqEOmD7esdA7k6DNqXLwZXv7tkOWMHtLlje/ZCeh/jYO2PiXjc7o/NHyzuE7r3Z5339Zatg/1bEWxA6/60s+YpWKb76vl4SXkpDIADwP5ZayrAbFi98aoWKCth4Jv/3E+3DcpGeuHb7YBZKWngm1rOE3y/QA/RSa1LVfa1vgm+60THTm5kjpy6YKoW12mhwRsYud6oa6RKmbJ0W9jg3aQDJHLwrkwe2QPeJBe8n2/tqk1LwBsAXtvq24eAN2XAgcPBm6IpvkGVfF6e7+aPUcykSAGlIKAHU7ZSGLcb/f7P7VBJbjeZOrWUVlOdLklYRLIBBBa73cDQjTXkdlPU7fN+/gL/7f8+X/bZRUXdoyJ036LyXFllAoGwyw1gscsN2HluajCxbe3279Rpkg+eJJdbqM6U2eLlBM2BommHpjdurAQY/vsA3K1YcnCbd3ZgOMsH1xq4/UhJqCTgQuAmx0Zlev3KvvY2AHPZmwM3LwHYCGG52wCMy1cLiSaRpl17naRe2K4gUXfC5GcBYK/SIGzz5jXU1MYH21Zeu7IbsdSVMADHQduNjWxuBIuODN9pwTo7bq4TL2Cf//LYtfKB6/nH5mH2PqE7383PozU+WXA/h4tPaUePbbYJA3AdOXn21vBZ0eddO3XB+TDFPXQJRhe+AeCZpz+ZD76pA6Z7Wd+FbwC63jKA666/qofWwPdZR23o+4omNNgSlQHvtGuBtrFdbwAtawS2yzILvKUDqQTeZgBmWVngrUSizQfeNKbIhv0Ozz4vAW/KUZNDvga8t/068IGYazWVBXdhm/ap3PWmK4y8jnkP5rJVxu0GMBpUmTYtGml3rsyo6gx0ZE4qPU+qWk8VE7/bfSpKYybw46fP7c4yBaWSW+1IGxV1m4rQfQtyXe5n2xrEy3MuN5UIJE253GmnzIEnVa2plUouNwBr8GTaKMvlFqqzYyUkGohUO+ANzOe4ufj9880y8HbdbBK/7LUGuEWis+U0qHIpcFNlg1otAm7dYZIOJokF3BQn4cBNzW0AXQIw5G4TcO8S++B5lfQOtge2L1s97751WrY7sM0dyutSHxR9sM0btbSN/l72O4mySgxgb5yqI6cvhvUJgbabxfYBNjCGZR9gLwHqzeXsLIuW44uNjHWbgD/+XC4+pbXhnGXDy40yn/nmRloxnuvnrPRg//9FlaDI7ff0gnX/e/7Mfm0O36fFsK8pIYPwvZH6dYs+FlB3QI3GwDdtz2ddiabf1nO0uJY5TulUQWnn2nW9aY94WlUGvNO+wolPF3mGtGkhmxa7IrfAm8ZnjME7HQZYLwXvls13CHjTY4D9+OqulRMlBH35bh4rEf2+sOWDK5MhUkJfhGdQZSeErmTS7+e42y26YXsr2hqlzJAphSVuN9WIn3K7ASCVCnmWmDr20e2eVgege+A63Qlud8/5MihC9y0pzxWKgjlUmVrkcpOWutxZq6za3GWaoqhq43IDsKqVpE1rudw0DcB0tRI+je/0QznuEYCr+Tbvc8B9XrAygguBOwTec8BNryu6xcBNJQBlf0Ah4OZxEg7cpXTqcDN3GxhKAO6S3JT/A4ASmTnQcOAm2N61w3JrJYKwXTXSOJs3ZRi2a+YSXfaOdl7qCjocts8/Mew+eAfIYi9MZISD4qEutm+e137pdqB7iTaXC8D8an45n/wMfwRlmcK51WrbnxiddhaAA4Bs2S7+bcP+pis1fAPA8+eN+c6zXJntwAff1ABJ79/0/sEH3x0dSiVQttKCbyT6N03wXfTt5NEBeTL8DnyuNwFd2ilc57kBb7cuNInqeGdSYANY4K3y1KrpbcCb9gdrwZtiJWvBGxhiJYeCt+twLwFvX8yEmuhQBRMBA+DCuUojA4MqXbebigCYyiX0Hd6S2w0AzzY1Lm768Qr9cTi63VGPURG6j5TP5SZlsoWUympKcojLnarWcrmBofHNtqpRp2lfvcQePCn7HZkk8DYDLbthx87LbVGchHa8L3bjWAkQHjhpHmfTQ+DtDvwhcbAGhlbva4B7rcPdv26TSqg8hVDdCLh31JadAfeemtcAGso9cRIO3KVktZcn3G0C7qs+E9sh8cK22zkSAHZNNmrNTrBdMuhumevtwvYVc63zundQe9jO90NlDQ7az9kASA7ar33EhkU3SvHa/88D3R+dh+4lQL088nE/es3j6ezPOgvq988A0Y5mwyc/3b4vWFfQT36afkK+SwyAA8CLt7fWd0QnSfmJQrUZfqMXbw0nbWe9M+6Db6qCQm3oq1oE4XvYXWTIRasb5bQSz2SFG2rAk1QavPvt/Cwptf2WSGy7auR6W+cdfezkOu8b67TDCUUtJbaVfl7HB2oVGIF37QHvKk81gAuxHLxP+jiGO98ceANDtRKCbP4YaQq8jcPtGVDpyoJxJ2ZC9ch5zMSUD9T/uNutROIdVKm7hhJwC+sKBBUCuC23W0qFrGvN+BTa/sjtjuUDp6UCJ6v3pac4BDZC9y0odyoE5JnChpXjOkkbJOhQK+0crHW5ze3WrtO97WMlotN1bPO6MbESYHC5AYxjJW1nDxICxpVJzgo7ajKV457SZKt3dlB0gZvg+jRfXpWE/z8rhoPjEuAWCar+YJEotQi4Kb8tus4bJ6EoCQE3ud1m4CNztwEbuNv+INZ2CWqkFmwD/WBJGhxZ9c/v89oh2OY1tS+vw7Bd9BGFvEyQ9xERndU+DrRdyDaZZQbRLmQf6lj/2Y+uf2KaCrz++ineeusaTROAHI/+3//3s9l5/O/DBfEBwvf9IqttN/rcOITzz5sAHLC/Hw7gWSlRFwJ5Xwnl6vnwHNoGfPD97HQwDAi4zf1mqHBCDWsMjLfCXOmjbZjgWyV9rwEoXKHQ4K2fbeImgHa96fcgldJH6x68tYZ28qlS2OW5ng92gzACbwDYYQzeVaG79a4C77NiANi14H2a2m62C95z+e6Rw80gOtQwh89HMZOT3C4XKKTtdvfLoEGV+nseancDw6DKzgE5+vxbXqf7SLc7QQeR6EZOBODnJ2O3OyrqsSlC9xHiLndRtNZBKJOtU+MWeJZWBrZuw+UGNHDLVtfpbqQw7XhpHsnAexQrUYq51tzJVsN8JzlwxaqRTOW4+XNd+TpO+rphucANMBhf6XBLMZT+WgHcTSogVDICbnJvOHBTwxugB/UZ4K6S4Sc35W63EKg6ibLT8+9VOgnbFXM+b6o0CNtlJU3b8bbxw3ZeJtjcDMs7fTEcRDfXQ6m/zdUwPd8nFiyHQJtP31wG4iUfHU0a6RCgvkv9+Z+fX59v/9QxmI/dePb59JGV/dkA4MAYwkMAfvEp499iuemwP1XIyqSH78503NyftCDCmoLvTaFQ9CVRq1ogb4ZKTVUjTZMdYFxusG9iiMs2xzNZ4bKHqGeiHMAbpf49OK530e8Dc9EMzncfOWkFRTJSbKsSqVLY57nVOMyo0G5sm8oReDepALASvGkfQ8C6FrzdKiYuaIdiJksa6CyJmdCgSdFPE3K4T88byNvETOiKIIBwCcGmQZ3qbUk6dboPdbtl0mnYVkO2W38VzATIVHS7ox6lInTfooq09brcVpY7aSEYbB/rcuvHhqolbaojEUVdW01wgECsxGSylV2thGe8T3K76c1UjjskKfRlVJ7R5nIHTnLgpjKC+2YdcIea3kwA976P1vB6snPATXlSkSSoZIo9Nb1hdbdbIQxwU31ik9N2gHvXlwEsu9Tktelk7bIv9+eD7cu+PftNmdpVR2phwTZlHXeXw8//2YVeDsH2OWu1nvWQXeyTo0HbzWKT+zsXBXlskH2I3Pfgg3B+wlFRr3MkBsAB4JOfwecJA7ividDmSn+P5YaugHVWq/rNjYbvvJSois7A9/aZ3pfkucK+FNiXwgvfz7a12Q6fseLZFSSQV8z1Bi6avqW8rHGpChSJruRkxU30q2LbVeZ3g9YG76Jt0CQC+yzDpq6xywtrX+mVB7wvnp2wKMRC8CZgXQvegJ3j9tbtZjETF7ynGui4MRO3ZCCfdsKiKRQrmazhDStm4rrd+uqgno/nuufcbgCoxbzbvRE1btRQJ76CRIHB7Sbjq2xkdLsXiE6aHkoxXhK1WORy0wBK1+V29SxlcJ0MO5Itjne5Ab1To4GUWdVgV+TIqgZZTRlvipB4YiW1s75u5ZJW9eBdhnPcU3JzhiHgNi63A9y0jGeeuMgccAsBnG917d0VwF2zLmwcuBs5DKAk4G6EtCqTANPAfZ3YAypD7vauzUz5PwDYt9LANjAAN0HO9Y7qb+vP7LZg+zkbAJkbl9v+D9gDIPNdYoCaz8MjFiHQfhUAe4l875ODOH0++Y4DuJ0N3/cG3v6ZDeD7MzcbLvrpHQBhIP4FK0/Iv3stDd8AQGta5Qp5oQx8A/rqCcH3RQ9Epz74pm031/vCBMNJ+1bWZrsHJLZJbbnedaIXctrVGr578G4h0CS6wokF3lTHu7b7ITRSYEO7YgbeF/mJrmZiYcAMeJeNv6HOHHgDw6BLHich8Ab8+e6RAy6WgzeJx0x4pITD18KYCQBk9VABppYE4H0lwf71l7jdQN8ALuB267ffmbdPRpbrdgN2PwFSdLujHosidN+STCOc3uXO0xYnaWPNkyctUtb6/QQ1mv5M3XW5t1bHyXmX29zv3e2iblBucmT1bsh203y+WImvJje/rfr625d94bE1LjfXad4fmHr5ctw0nU8jl5p3iFsC3HT7rLBecwlwN1KaOtxzwL1Lh+WLTpnKJDs5xEdqkRrgbvuD+67/CXJ3mwZIEnBTM5t901cccWCb2rSX7GBzs0uDsL25ESyzrf+vge0QaPMBkGtA+6lA9hKF3PDwlQD6XgYA1xoqpfDpm6sE+7POlEHk3zEBuAvf+5MWz9/S286L1xvsKmHgm6usJE62tM/LkGctslThcp/h2aYerspUOdp+35hJd8Dg+O2doTS/l+vEBm9Awzc11GkSgYtCn6Fsm1LX8a7t/eU+z0bgbbrGrgHv840uMboGvFulm+7wTpghmA4NrDzfjOf1KZTvBvR+2I2UcACfi5mIYdApoEs7Zm3/2TUtVH57brf+mlrc9K99IqpFbjdX6QHxqKiHUITuA8RdbmD4kft+7KZhBN1PWkgry22DeaguN7DM5dbz9ZeCqwZVoWvUGtA2kB2IlUzV5yatjZVY9xPW6t0D3K7bzYGb7tftOuCWCZp+wGPatIuAe1/kJmLSJcki4KYBQU0P1lPAfYPB7d53qeVuA9Bt2pVE3QoD3fqjFhZsA8DlzfD49XWfH6+Fge2qFGgrsRq2eadI3gGSg/bmKkF+M9w20ydiIxGyl2upG66d8NCl4jGAE3zTrml/2pnvPQTfVaEm4XtTKLP94bRBWQu9n8xa5npr+KaKTqd9ucBKSTxLK+zazLjeRdJg12WmAskJarSQuE701cEbmWt3FKkF3vQ7RFpY4E0xMBe8y7PMrvG9ALybZ1ukVQ1kYh14P9vYMRMO3jT/1MBK3rFyrQi8eRacoNqCazbN1xoesNx7GjgpVIcMLUqR6rgjjne7i65F08O3hELOst0ARtnuupXYZO3I7S4yFd1uR12SWM2OHkJpksQ63VHrxHNjm6w1AygLpya3z+UmUbSEdjTHutwArJrdZZFh27R6J8pdbrcON4dvPp3fp5jJEoViJULog891NT9w0gVuXoN7JXDTZdClwE1t3IXqRsBNl685cPM63FWSmqz2TuQoE2ncOgLuK0WxksRyt3lzG7dl+3WZGtjm7jbBzr6PA9RNYsH22QGwPQXaAJDfeBrZBAZBRtC+PfHPkjvh9gnO+FBWnQAcwAH2Xe46VNtuEr6rTYL9SWfguywU9oCB74465hatBd9c5Hqb7RkDeF8it8a/QAJF0pjfCcQA3mUCPdBSpAAD74tcu9xFW2v4dsCbd0rc5xlElyJtdYtz5h/PgjftS1aBN+DPd3PAngLvZxt/RZM1MROKlLj7Zu52G3fciZkALGqitxuCNu56U6v4Y9xuVxIKBWDc7ryv+07NmHaK6rFr8M4zhbKRlhEW3e6ox6AI3Svlc7lpACWXFN0ilztl9zeqRi1SbFEf7XKnjUKilKnP3eQZ0rrs3W62rr54ic/5DtXeXhorGQF1MjS/8Q2cNBVOHADn4M0d7wXArUSCm9PCVHNZAty1lGgyAdF1i4CbZxCBaeBu+mokCgkqJXHZ9M44VSZhwE1OYdvntcnddmG7rASqHqyLCxmE7c31cAA6e0v003Rrdl98xJr20Qjaj0U+AAfc72SIoOQ3BN9jba4S5Dv927j4FGXg++r14Tee7wf4BnS1G4LvS+UMkiX4Zq43ALzY9WUDe/i+Rp/J7Xd33PWmjnlpojR8CyCFQg7gJpE46So0IgdUhbqvBJR1qh9gOYB3rhrsMozA220jvwS8L56fWLW9LfCmbLYL3qq1YyWAM7CSAbaCZ+Ck0zznEPDmDjeHa3K2eQTGFzNx3G7qwiubFm1/+zbcbkBf5aV4yWlX4br/bsntBmzHW4oOBXSenNfs5j0Lotsd9RgUofsI+VxuACOXG8Cky52zQZR655MibapZlzuvBxfJ53IDunKJUJ2eVqTjwZPujnoqVsKn0Q481Op96rKVO5AyBNy8+ojP1eaXaBcAd5tK48aQZoG7r7vddd0i4K4Fa4ADgZtkqFTSQKDsJOouRdP1t3tXe9d3DnTd7arRpf94fe3rfTo4idDA7cI2QOX/eqC+0fW2CbazfWIc7Wef6OdZAdsRtB+flgI4r4QC6MGVbhdQIquLT1F49vHxb9mFb1JddLgMHVZ61zvt90+XyKxOlhWk5Xo/Sytc9XW9z2RlwPtM6CttOVrcJDlOugo7kQ8GRu98W+Dd1/Hm4F2nqWkjvxS895sT7XQ7TXUMeAPQb4GB9001znFz8JYsvmE54C5Yz92fAG/aX/MYCdfSmIkAUKSm6oVs1azbrd3tZW53mySQSqGR0hwXebzE53aTuNtNim73tB66eslTVITuI+RzufO0hRS9C9QDd86Am+RzuamZQ6aUKREHhF1uQAM2tXj3udzDfL3DTdU76p1dFnAuVhLS+WYM3lOxEnc+3nFyDXADw8HBA9yqd158wE2toYXqFgE35bfb/vXmgHvXVyqhDpJTwH3dDD/BVo2Bm9puAzC3b/pKIyHY3uz0/6xOJmH7eR8fsVq1O7AdQfvlFH0nbllC+g4vPnX4bsn99sG36K+67M86YAK+L5/T81qgr/99iXQ02LI7aQFI5P2A87oWONvWqBqBPFWW6/2i71x5mja4anMLvLOkGRI0BN5UA1/AAm+pVA9nNnjv0wyp0C3Ll4B3melutcixDrypeY6b4xYsTkJuuHTAGxiXB/R1rJzS+ca+zwdQromZSPQlEql6iZ7eyrDbnVU16nzYh0253aIbjlcUuQy53YBEmrSr3e6oqIdWhO4VcqMlJJ/LzbOJadKaaEkBNt1xuXnZQNkpqL7uc1HXky63UJ0ZCBR0uYHBFWlane3j3SaB+ViJz/kG/OBtVsITKwFYlZKE5bsZcPN5aD4XuN1ygAy4lRCTwN2m0nwTc8C9y3K0fT6bDhBTwL3DcBlXIcF1X5lk14+4d4HbuN116nW3q746ySVzt6+uUgPbotSdIgm2i32CvO8+eP7x3v1ZAdtuVtsH2xG0Xw6tcb9pQOzFpw7wffGOYS4afImPC+xPdelBko32AMF3ea4H8hJ80wDKZ6fDnFe7DBm1lu/HKyAFVB9XuW5s8KYZrgGcJrU+qe1LCm7Rw3cP3nXSt5I3hTc0eF8UKSRVi8qwCLzbVA7OtwPeAHSEzwVv1dpZ7xBww5PxBlhpQSffvTRm4gL36GuaiJnwacBQk1w/YHLeIbe7qBuzv51yu1WSQPX714xOkBS8bjcp74E7T/rqJf3xNuR2k56dNjFiwuR2D426e0XoPlDPzurRNNflpgGUXJTpnnK5eaRk09So0xTbqp50uQmuJ11uYGiK03bA2Qa42E1HTKamcRF4L4mVcOCm28+Kof4tYMM1n5/+u+UA+5H5S4G76m8rIRYBdyPkUBUBmAVuKl9V9k7MTuVWnIQD91WZ9x9xYrnbBCCX15kZjX/5giqXJAa2Ae1uz8F20ee1Tev1q8QMviPXcwq2I2i/3JoHcNvlDsE3oLelsh94CegrKdXG3o/st625+lKeA12bYL+TBsDzTKBgBga53tdlhlb1ECe1c3ndAJnocIUhbuKCt1ZugXemGlwLG7xrkWu404ap1gx4V+RyA17wBnTNagu869ZfVtAH3C54AzqSwkF9rmOluU858AngnouZADaQb/P+Ncj1TvrPY+x2i36wJUUXptxulSS6FXxfKcpuC2+73UXXoExSFAB0wKivWsIqmPjcbkBflVYqsWJ6UVEPoQjdK+S63G60ZKnL7ZYJBMYud9a2Br6zpsEuz3BalpMuN6CrlQATLje/TY735X4cMQGWD5Ik8Y6TQDhWAoxhWgq9Ltxl4bGSTA63A9ltodQIuGnH7wPufZ4j6brFwE1uS9u/HwLuBgJ1IizgvulYExslDXBXSqJWiYHvqzJH2QhUDQ2ElAa2q7qPj9QC5V6iKgXKqh9YVg/utg+2CbSzfRJhO2okX/wkBN984OXFO/QVkmrbmwu7hA20FMj3A3xT50uC791Za+YDgHIvgWe2eXG1y3Dma6yTAnqkpa5WMbjeKS56+DpJqh6+B/BuhMC2b7JiwBvaRd0Ci8Bb9NnvDC0amnkBeDevnfirm7ig3cIBcQylBSlTzWGcNNU4Z87hBqZjJnw/vMlgNdUBBgB33O5EKaQNUJnKJWG3u5bSREyytgUk0CbC63Y3iUQKBV43ixtaPreb9Gxb45LF9OKAyqiHVITuhdLREn2bu9za3VZQHctgL3C5KVqiq5T4Xe5UKWunRJfggLDLDcB0oaTHRi43YNfpPsmBq353tiZW4hNVNpmLlfjcbj44ciVw61ylPgBw4G5SGQRuqr0tum4RcNdCGvCm2ttTwH3NWrjPAfdN2a8jVSdh7jYH7pwNjjx7IQ1sAxq4XdgGhtJ/EbajXC2D7w75TeKF74t3KFP9xgBjD98Xb2+QlwmKfYIXrzc4u9Db+NV5AwLvS2SoNq3ler+40b+fk6LpSwz2i001u9JR6wo5CtE32UkUIPIReNeJAERuwDtL9L43Uy12MlsM3lTTeyl47043Q9WoKfBuYe/zWgyDLsmxtgY4BmImwDCNVymZkw+83UiJmYZJt9u43gKzbrerKbe7SUT/Xy5yu0lSKOQpjKGxYYUP4oBKAMkjGEj5BMdxRug+UK7LfZrXSJLO4tMlLjd3uIGxy02DS9JWQXQKbZJo13tfBl1uAPMut5vfJsfb1RrgBvqMdqFH7Js35YmV0H83x+2CtztocqL+dptKJEqtAu5aSoi+MskS4CbYBjAL3HU31NxWXYKbPlJCcRIO3JXTTZK72wDQXUrk0KX/nr1FB3c9P3e352DbzWxvLscNbCJsPz0the/xUbK/KrPlGW+F/WlntsuLtzd47eP6t3rZw3dVKCTPWrN9c9dbmv1YaoF31UodNwFwkjaolDRlN08lxUemwXtoqINF4C3SdNRMZw68s3oYVAh4wFt4gDvUPIdntKUz2NJ1twG97wXW77d96kuqGiCfcLv1VUb9nqfcbgJrQBtJtZRAwO1upIRUCmmi3/8StxsAkqSDTDoUaWvKr7pud1TUQylC90L5BlDmaTtqY/wsq63KI6Qpl1s7L9MuN1fWtmikRIbmOJcbsJ1tcrzXxkrMCzrvey5WYt6QJ8ftm06XGgLAPZSrUouBu5USpRAGvOeAeyeGLpMADHBfd5mpVsKBu+6zqWXrj5Nw4L661u+paZORuw0A52+lyEqBYj98zmeflAa2AX25P8J21KGag2/dbn4M33bsRCDbd6g3nYHvq9f6/c9bKeo+011Bd7nkrrc6bQBIFDntrwbwBljcBBq8ayWQCYXrNrfAOwNVNxnAu5YbXcOblfWcA2+3mc4S8L54rssKesGbjIRav4YF3IAdM+Hg7Xa25PJVMzGl/hbI53afeEoMhtzupoVKpZ3x9rjdKrG3mbRVFoRztxuAcbeXut0AkAmFDsPVRDo+V04FkxgxiXooReheoFC0hHSa18hYjlsmCgLDDm+Nyw0g6HJnfZZbqE53UUsl0E+bdLn54EkgXCLQdbwPdUuk8Hec5P9d+HZz3GeFnSukLyATBuZ9wF2aAZLJ8NgEcPN27ioRi4Cbam83PSwQcFdKou6EBdx1K4zbva/TUZyEA/e+HFq3t7Ww3O3NjcDZi+HAcf5xffv0k72bxHLbLmwDLE4SYTtqgZbA98Wn2t0tgWHAJVU6yfYdLt+uzPZ68fYWxb6/3H8jsD9Rluvd9nncc6scip7mxk2a/oT2NKtH4F1B4lSUNngjBZJm6GTZywfeqWpxsd16u1iGwBstcL0tkLWt6VzJwds43MAYvIEhVsLBm8PzVMwEGFzyQ8ThmoDbLRvout1K9e9B359yu6lKRta2+in9YMqQ282z93NuN2kjGtyo/rui43E6NBsDYsSEq8PDx0tu4XrMS6cI3QvkG0B5th3Dd8Fc7zRRSJxNaonLraMl0y43KVG9UyAlsqoJu9wAA+4FWe2T3I6HLJFw4JrHTNwIiS9WwqeTG0SujgPcDRsg6QPuOk/NSPqlwE3VSFQiFgE3dZasO2GAm3b4LnDfVFR7O5kFblMG8Fp/Lq677cI2oEsA5iZSYme1I2xHHaMlsRMXvt0yg6Tr1wb4BoByo/c/mxuBC8CKm1wgdcAb4K73aaGXK4Xen3HwzkWLE1HjWhUGvCuN1DgBFoH3RbFF0dbe9vENj0gw8L5JJWTvemcYg3eTSqRN/wLAAN5ox81zKN/tRkqAwfkGm0aVTvh8a9xukpXhTgK3YapFkUJudy0lmpSPReq4MX2U20374jxp0bB63VTIoGYZ7zxt8WyLOKAy6sEVoXuFXJc7kwqnORtUKVrIRKFgObO8d7lb2GfVx7rcvCRg1rYoNzmyehd2uQEN3FMuN7/PB1fOaRQrYQD+bKPB242OAOP4CAduAEil/lPdCLhbKYLA3UhplfhaCty7NNMxkwXATbANYBa4qe42AOwr/b+qhYmTcOBOL4ef5NkLOXK38/0QJeH1tnlTk81VEmE76lZ1KHxX285spwBQbzpUmw7nH5fG9b563uL8rRRXKtFtw581qEphwLus/HGTIm2Rp7rSKDCAN11ZIvAmCDtJKtwgmwVvIaWuoAF4wdtVBu1yV5muAQ4PeAPDlTkLvAHda6BhwO3GSnwxE7rdQtfybpUfsteA94lnAKbP7W5avV8GJt3uKu9roTdAnQvkdYMqS2/F7SZJdOBH0hNRm30xAKRC4ayocVUO08jtpquKT1kq1um+d0XonhGPlgDjAZSAvpTlutxZ0ugR9b1OugoNBFLcnsudNmqA9abFfpvj5LoMu9zAGLKndFYsB2/Ajotwx/usr8HtuuGADd4ucANQxdA90gVutxwgAbcSiYbrvHeYFgJ3m+h8N4BFwE3VSereZamUxE3NQJwBd10LUwqwVckoTrK7TFGwqiT8P7mDBNxbFiMBgLNPDO725lJHS3yw/Y0d8NZb12jGFSujohbpz370Emkq8Prrp/im/ufM4bva2vNfvU3/359p+K62HS4+RRnwNvM9b832fgWgLBQqaMcbsOMmbf+7681rC7xz0eIka2zwbjOcyho3Xb4IvEuRobegAcyDd9a2uDg9waaqvOCtRAKQC87Bu22hzjcQjS6FaIE3d7N5zISDN+B3uKfawft0Vtj3TZTE43ZbEO53uwG9L3bjJhQxOdbtNp87GjT9mJoTUeFG5WZgLQCcZTWuavv74gMq81w9+YhJ1P0rbnEzWjqAEoDX5eZNcPht63lHuNzu7ZIuD4ZcbmDsavvKBNJ0n/vBFXK5+W2qwU23gXGsBBiygg5wN3TfAW4eMxkBd+92V1m6GLibRMdK1gD3TZuhVsIC7ssq9wJ3VUtUtRzFSQi48zLB2QuJZ2/pv0QN7vbpJ4UB7vOPCe1mf0zg/GMCok3w2i8JnH80wflH/cD91Z+4nv4eo6JWyt2mzj9Kf/rkj2+jm6thzMH5LwucflIgZ5Ep2uYBfbL57EKiZXGri8sUZdX/lvrf0fUuRdnouvat0r8198T3RVOg7cTwe+3Ybxkp6kToKkQixU5k2Mm+spDIdMxMyGE/0QN3mWU6NtHX97841bUU93lfxShLzT6qlvpqHJUxBQbHuzotoITQoCqTwT0Wwq7wBAxXAek2MIwqDe1z3Wk+neTzBozPqHGPLfVw7KjZvl2oDrIbBvpTj4msbSGUQtaw+10H2RtPWdvq56nWXHUg8avEKZS5mmzekqitXhmAviqdp84AVAwRk6iXUx/60IfwJ/7En8B73vMefOEXfiG+9Vu/FVW1LBr7kY98BH/pL/0l/Jbf8lvw63/9r8f73vc+/MiP/Mgdr3F0uhdrbgAl/5FniW0lnnTDRiA77XC3QiDlDXCOdLlpulCdvqRJ+W6fy+3e9onvYEMZb74z97nc/LZI9HJ8XSfpgCITA94cuFspcPVsi7ysR8Bd96DtA26gb8Cg1GLgLoXU9/vz0TngJkeNButcVjlaJbzATW3cmyZBVWnYBmCAO98LAx703+duc5ebYiTkNoajJPH8Our25cZO8p3+0453gs0lsH/WmYo6PFaxvUqM603bOwBcvt7q3wKAqhDYVQrbZw0uLlOcnOjt3braaNx1OmkHUMNyvAuBWcc7A3Ajc5y0FdJumePNXdq8brDPc6/jTZVNyPG+erbt+yz0bnYKCLSAYg43DbJ0XW/VMXdaDNESfntJzIQbKm6HStft9sVMgJHbTQbJYAbdjtttpnfKdKjMOgUkg9utj7up5XbPDah82hGT5MEHUh5TqPvFixd4//vfj8/8zM/EBz7wAXzkIx/Bt3zLt2C/3+MbvuEbJp/70Y9+FH/4D/9hfNZnfRb+6l/9qzg7O8PP/uzPLgb2YxShe0Kf9/MXBw2gBHSzBtfltrpOumfvt+ByW7dpIOJV6Xe5SSGX2xXtoKcGWLqOi1uXm9bJBW+3Hne/EyfgJtC+OS2QNmoE3GXRl/HzAHcjBMosg0qSxcC9S/rn9z+POeCm+tv7OjXAzVu5E3DXlUDZ7+TLfqDkswuJfN/XkmXATU1uZD2428BQe9uFbSBmt6MeTn/2o5dW3jvfOdVOLqmtvAbHzZVurHP+y8J0tNyfDvBN4A0o5KXEJYDtswZXV6nVOp5Up7qF/K7qD2kpUFcChWhN/eY58KaSgkvBGwAuTrYo6toL3mbApQPeErAGFxJQC7R9Le9hGqTTfKaFBm4am8NhG1geM5m7gskVGlTJs91FagFcohSoW6VQHSAOy3a3/eeUdq01LmrT1dgn/YkPHWcToGaHtyUDKun4HgdUvnz6J//kn+D6+hrf9m3fhtdeew0A0LYtvumbvglf+ZVfiU/7tE8LPvdv/I2/gU//9E/HP/yH/xCy/52+973vvY/VjvbXEs0NoAT80RJg7HKfquF+phRUkqA2rXSPd7mlu5M9YQ0OSHPt3kOXGymfTbfNGwu43Hw+7mrTDp+A242VpBJKCAu4yd2+3hZe4C6z1AvcrZTYpxkqma4C7h1yNBCLgLtqJHZVNgLuq102Au6qFGguUsg2McC9uREj4M73Cc7eEga4c1Z/+/yjiQU15C6S/uxHLyNwR9273O2Otsvzj9L/frvtIye0PZ+9JXD2ljAnmhQ1efYWOyG9kKg+maG5SFFWAnUldAOpSp/UXu0y87vbVSn2dYpdlaFUEq1KUCmpbweiJjvkVtzkRuZmwJ4vatIIicuNtth5W3O+/6ErcDxqAgAXz3QcpUn1/q3t95nUe2C0T+TRkmcbdmUwsK/lt30xEzfDTXL3+1PHCX67sL07qqKlB/Wzgf0Yl7blSj0nCKPa3l2LEzUce7NO6Zrsjk6EfXymAZVcm6JFls2YTVGPVj/2Yz+G9773vQa4AeB973sflFL48R//8eDzrq6u8G/+zb/BH/kjf8QA930qOt0L5XO5aQClGy3hAygBv8vN7xdtbbV4n3O5ZacmXW4CcSilL/8Vmb5MGXK5l4jv0M+KseMdcrkBG7gBVpWkr/nqiZVQLpADd5sI1HmKGnrn7QI3OUsucAPAPs1M7fQlwF1B19wGMAvcrRKmeUfZVye52mU9EAgLuEUpcHbRD6aqE2xuBLIyMdBNwM0hm+Ik5G6HBkpG0I56DPJFTga5rrcWtZPP9x0u3q7w7C2Jy9fb/j9QbRTOLiTKQqG+SIFzG7SKXBnoPtvWfT3vGrsqA3LdK2HK8b7uMpwmNcBqeU853rXojPGxaXTchBxvq7IUKykoqgYXz06QVY2Zv0mFGWCZ1X3ZPbR2I5xUasg92wxXLXn1EjdaMhUz4aaJb//vxkx80/ltJ7+dNq2JmBzqdpdpP3i+6/o4id5OirY2Jz2A7XaTlgyo9JUPfIrqEt3986HX4cMf/jC+/Mu/PDjPj/7oj3qnv/nmm/jSL/1Sa9r5+Tne8Y534M033wwu76d+6qdQ1zXSNMUf/aN/FP/lv/wXvPbaa/j9v//348//+T+PLFCl6LYUne6A3GgJacrlThlsu4MmZadQMNDOlAZrkuh07rhOHdfA43Kb15hzubl4wwOupS53aHmuy+2LlfD56HKkAfFkGDjEYiWAHhxJ9wm4AT1QyQfc5Cb5gLsREtdpjoYy2wuAu4XATZcvBu6bMkXbJbPAnZfCNLwh4N5cJzj/uB5cxgefmf+9SxiBO+plket600BLcr0B2/U2Ay0/rl1v6+rPjf7dFKX+zXDH+/o6NbGtq12GFzc56mb4Xc453i+UHpB43WV6UOWM4w3QibseoE37mdIMtNSDulspjeMNALttgSaVZj9mHPJ8aOhlSrhlzoDzs429ryTNjaXht9dESkhTxwvucDtxyUPdbgBm/I2Zp1PWYMq0a80Jj5m2YEClz+0GdMQkDqh8+XRxcYHz8/PR9OfPn+PFixfB5/3yL/8yAOAv/+W/jM/93M/Fd3/3d+P9738/vvd7vxd/9+/+3TtbX1J0umd0dtKgU+Mzf7dMIDAMoPRFS4B+Z+FxuTO2I8uaBrs8w2mpS/Ud7XLzndo2B64O6Dbpcz54DW7f4x4nxAJut5SgTEaxEgCmDjdlIOnyrWnxvhC4qeFNKQUUkkXAXXYpdv2BuVRyFrirWqCuBepmAO7LfrCkBdx77XADwMmFsNztjTNgkrvbgJ3hBiJsRz1u+bLeJNq2yfXWLeSHfSFVN7l8vcX5J/poxtvoUe14V4XCs2cNrq9TAA2KXOH6JsXpid4XzzneF42u432DZY43AFzkfeOcNMO2qc2AQO540/4J0MbJ9aaA7GwnOKuavmFOa/Z3QrVDy/hMDFVB3Ky3m/P2da7kt6nSCYfmQ93ubW4NnkStWJ3usdst+lbwU243lWqtpYRsWwPdm7rGPsuM2y2VQisEiq7FTT9tyYBKX/lAQFcvAZ76gMqH1Tvf+c6gm30XUv0J3G/9rb8VX/d1XwcA+C2/5bfg+voa3/M934Ov+qqvwmazubPXj1uaR+4Zb5612BYNWg98b2VtZbl9AygLNT67dl3ulJ3Jk7tdsx33US43dyFO8rDrvRTE3RrcNG0uVkLTWKUSdaqfT8DtxkoADdidECPgLvsSXUuBuxUCe5GhEuli4G46gaYTi4G7rOQIuIsLOQLus0/qPwJu19km4OZ57QjcUS+jfFlvulrDXW+KVPG89/nHBZ5/XOKs78B6/gnb8Rbl8Du7vk6x20uUlcT1TYq6FZOONwDz2247YTLeU473ZdrnuK2xIdOO99V2i1ZKtElfdSmhK3rCXN4nU4H2fybfDUCd9wDQNwizgBfwd/rlt3mGeyoHzsWPBa1z/AACHY79bjeASbcbAFoprIGYqedKcOYYVrJT2HTDsZXcbqs/hqd8IKA7mZ4UQ0TJd1X7KYiOsw/1d4zOz89xeTk+Br548QLPnz+ffB6gQZvrve99L6qqws///M8ftV5zitDtka82NwAUqcIma9B2HvgWtqvtutxutATQ5Y9cl5srqxvLMTnK5ealA5fU3zYLDvww+EAdclGWxEqAAbj7y6lVD950wHFjJcDY4S7zHEokuN7o5y4FbgDYi2wxcAPAdZNCdfPAfXmd6cFde2kBd9HHSThw63rFEptrYVUmyXc2cAPDZXlSHCgZ9TLKFzch+Obgzet7A8D5L0uc//IYvJ9dpF7wrvqT3znwflHnqJRcBd51MuxHloC3vj3ETQi8q95I4PPSfo/Xua76fSs1nbF6GnCwDkVLfLW8D9XUMYPV6baORRiMIXqM1+0GMMrBU71uklS6oRyX29HZHVCZJY0V9zTrknQ4yfzdwWLE5OXSG2+8McpuX15e4mMf+xjeeOON4PM++7M/e3K5ZbmiIeABitA9obOTBnnmKagvWmSig3LgO0sUTmCfeZPL7YuWyL5MoOty5wy+ZdcZ4DTLPdTldtwFs0MG1rvc/LavqslUrARDflGJBHUmcXOq18XktlmsZDg42cBN7vbVZrMKuCtIXPcDcJYAd60krqt8FrgB4PoyxeWlhFI2cJ9/QlrAvbkWOPtEYrpJDsA9VHnYXEbYjnq1NOV66+ZO+qQTGPLe5jfigDcAC7xfvEhRlbyySRi8b+oM11WOune958AbAK4TfbK+FLwBXVIQ8IM3z3ebMqj5sK+/en5qHgNgDzq3xsKwnLc74B0Yu9uHuN1WTe/+OHKk2w3AdrfbFgU79pHbbRlTSplyu0Wf7Z5zu81bSMewnWctikw92SomL7PT/UVf9EX4iZ/4CVxcXJhpH/zgByGEwBd+4RcGn/crfsWvwLve9S78xE/8hDX9J37iJ7DZbGah/FhF6HbkO9M93dT/f/beNVaW7Kzv/q9nrarq3rczjOMx5hJZYwtDklchAYQsS1aElA8QJCvEliYfwAQJDXiCY5MPQbnwxsJExgmRgg1YCSK2LEUEJVI+RGDJQCKUEYlCBHxAIo4Z3iRgmBnmnLN3775U1bq8H1atqlXVVX3bva/9/KSts3fv3r379Dm91r/+6/88DzLV8yaWJQiu7nJR377G5SZn6yv3cIQmu20Cy2jxMX6owCJrFr4rudz17Xa1e9F9U/Q52bHjHbcCjO/fui3qVFIJbkcErQj5qOptnTaudhwrAZYFt5EShVQoZNUrewPBXQqCgdxYcBdaoqwm3q0T3HkhkOaEkwvVEtzJQiwJbqARFkFwD41xZ7HNPCT6hHe4wNxEeJ88pZbwHs39e85N5EbCO0yt3FR4X4iq2HJD4a2JlloK1i0Eqy5L3ZhJPGH3sjJEiiz8bBW/CEJ7VcwEWD2tso9V3+sO0RliQ7cb8OZKLLpkdwaFa/8eaQ1S6/fEYFytc7vr24WBQPvxMuUnVCbRvn6oEZP7ygsvvIDj42O89NJL+C//5b/g3//7f49PfOITeOGFF1o9uj/wgQ/gr/7Vv9r62Y985CP4tV/7Nfz4j/84Xn75ZXz605/Gz//8z+N7v/d7cXR0dK3Pm0V3h6FoCQCM0xJZTz7sWJYw8XgtLGe5+1zu+AqenOt1ubs5uOD2Xtnl7svpbUOf462kr7Lv3haoMolxlX4Q3IDfnOZRVxJgOVbSJ7gB+GIbpTYW3BqEqUs2Ftyl8f23jRFrBffxhcLJuXe2g+DOFk2cZNndbgR33OEhwIKbeYjErnfc0xtohHcsvmPhDaAlvE/OJZLqIned8H469adW2wjvAhI5qvf6GuENALM0QympXp/C6PggNLsxkzjfHffxBnzcpNXZRIrhmAkAnFUjOodOJbvfW8Vg/c9ubjeApUmTcYeu2O0ORhR1oiWx2w0sZ7sDJByE6IhtMpDSIpXL+zjAEZP7xKNHj/DZz34WUkq89NJL+Mmf/Em8733vq4sjA9ZamI6p+W3f9m345//8n+M3fuM38OKLL+IXf/EX8UM/9EP48Ic/fO3Pm7uXRHzdly5RGQuD0RIASKXFkez07IZGClOPDw9kzrTEdtfljke/1/eJrviVsS3HIIx5H+umJdNOLneXk8xPr6x/0RYuN9CIaymace8bxEqaYskm19jXhxtoCieD4A5O0aL62YVMQM5tLLiBZkDGJoIbqNoCWrFScGcLUY91jwU3gCXBPboE0ll1G4tt5gCJO5wE4X3xXNzdBCjGzTTLYuyF98WfMXXcpBgFEVZ9HT5yAk4bIyOM/0bkiB4lGtMixXFaAJB1U5CUgBlSZFUXkzCxOkOJqUhwHB6AEoys7yHtu5qkfsJwvRUopEbXa1y9vptmomNaagAWl8d+PHzcx1tpoEyALNe+C0g9Dr6ni8mjsV/zlfQTI0M/79Dbe5VJE3czGRqgA/SMjI9Gwa/oZAKg9TlZV3cwAbzIttRIEnIOylpootqgSgEU0X2ObYEpLZtGBIcEGmXV0SQjg9wCqfSdqGK6+3xeHo4XGaKb95W3v/3t+MxnPrPyPp/73Od6b/+O7/gOfMd3fMc1PKvVsOhew1C0BPD9uY874nuMAqWgVuFHcLmTVnZ72eUOR2rSmF6XOy5GKVMFsm7JRajZ1OWOCQvtZaeQYFUmsPV5tfCG4TfxuPeeWEmY1NbXlzv04erLcQOox7rHgrskghESwrmNBbepnK1NBXdRSuQFYZH75zGd+CPtFGgJ7rM3/PNOFgKnT/xjnzzutgX0gjueLBlgwc0cEvFAndjxDuI7Ft4Xb7YARC28T9+QKEeEizcFId0Ib3FqMJ2oWniXmnB6XGKW+xaDgT7hncL4lqESGwtvwK9FI6DWw4mxKKQX3kAVMwkno5XwTkuN+VHm1/xKMAfhbUlA2pB/9iKaQAC5+mtYeIdbG7/WGre+jeCQCB8S3Ma21/sw3Kzv6873TJVhD8ioTSLgT3WNqNoKSiDTGrlSdftA73Y3jzc2JeZIYHpEo4Ktza9EWICAwgLonEbH+3pR3vxkQuYwYdEdsWm0RHaKNBK0p1AmzotsIwjocbnjAkrZOVrrDguIhXeo/I6/zjPlne6ruNxd+iZOAutd7vjzRPqPXA/GSoCmQ0lwvMPCHLqSkLW9Oe4hwa2FH9cMbC64F7YS9oY2EtyzuX/8+dQLbqBfcPsJe/7vFQvus9erTg2V4GaxzTCe7jTLs9eA4ggABIojYHGCJeFdjPzadvaGWim87bGGUg6TabKR8NaOMCK9JLxTYZAjWRLeIwATNcbIli3hvUgSjEovyIPbHU+qlFrj/OQIWRlKNr3wpqiPNxGhTEJUg0DWNBMrg+C2FkDlcANe9FrTFtfh81iEx6xyuGM2dLuBdjcWwMdJgnni51BYaPiZC9IYqCr7DrTdbqDKdqPtdgcULMpImCfCAq5xuwMZGeTwrnmul0V7iJh88R0nm70WDLMF9/tsYY/EOa510ZIgvlvTrmAxRluoSmdh0YlpwDsfcU5tyOVWxrvbXZebOkUp83HneG0Xl7tL38TJ7td9LjdQu9uWBOy4KSLqxkpsFDkxURFRENylUr2CO8RKAC+4AbSmTC5IoRByK8F9WSZbCe7LyWaCO/QejgW3F9ssuBlmiFbWe4b6VGh02fTzDidGJ08I2VwgWfj3X5oLnJ5TK+MN+Pes1gJFFA0L9RndjPdMK+SG6vVhbhLkTsFE60ic8QaAC+nrWcIpW0neANCCVua7Z1kGJwTyJIGWVBsTlkSrj7eL5hjErnGYdbDU3QRoZ7j78tzx55vU9gxluwe+zkNeE77rVrxvhV7dwViSrtnjALQ6mfR9HUi6mW9ojHoKKjMykMIilct7YNzF5GAKKsUd6F6yh06W9w0W3StYFy0J7nbX5W61MHIGToiWUAQalzuI7V1c7rBoSWOh0wQ6Ft+7utz1X5DaLQW7LndfoWS8EUTO9bxqB9gXKwmbSt2zu4qTlKpdQBkL7tjlBrzwjgU3ACyqjXBTwa0tYVokGwtuNVEgKzYQ3FWRZCS4R5fAyRssuBlmFbHwPnnDC++z1xrhffK4OTXqCm8ALeEtzqv3+sbC21+Ebyq85yJtrz/VLIAwNt5Up2+x8Aa8waAlQUtZC2+gOgGs1sm4+wkA5NH49fnZuOlsEmh9TsMnlPHnpztM4OvuK9Geo9Ok7kIF+DhJTBgPHz73BlPTyUtFJ8CJ1q22uvVjoG1qKWcwdn3dSyzSSnB36etiwjDXCYtuhALK3aMlfUhnW1fgibWwgpac79jl9j+3ncvd/tzWzjKA3V3u2P04yYb7vdbOybLLDVQbRzVpLPThDjm+OFZiqmmURaJQVpsPUPW2rfpwA8M57iC4y0rAL0TiOwtUwntVhjsI7rzqwT0v1EaCG/AdE9YJbiC0PWsL7hgW3AzTT/zeCO+bILybITqrhfdoRkhzUb9v1wnvi0XVtWRD4Q34NUeDeoV3cLvDuhWE9+Vo5M0Eolp4A03HprA2Ak0f7zgHfXnqu5T4k8NQ6N7jdgf6HO6TzBdfdr+/ijVud2sPQqcxQOV2BwNpyO0O9LnbfafHIzvggov+NoLrupicHusH38XEIZw+396HO0Crm0V3h31FSwB/5a2cheyMri07i1twueN8d3eIwCqXe0mEjzfsq7qOuC3VSdT3VUYLfP2XaLvc8RFpaIkVNonggHRjJQDghM/zaUktd3ueeuEfC24AyMNRrvAtt4LgNvDxkhn6Bbd2tCS4C02Y5QrWiY0Ed5L7DX2d4D55gwU3w+zKkPA+eaN9UQv0C++Tc4l0sZnwXhQSuZaYF23HG0Cv8AaACapYSY/w1oJaMZP4hK6QqqpPobog0IkqStcTM4n7eF888m0FTc/pIoCmlzfQdrvjmMnJwEnmNnT3l3F7lkTc0nb5JHfZ7Q4kpW653UNktlzq1w1cPWLCMNcFi+4B+qIlweXeNFpS325tVRDiF4fEWFgh6iEJ9eMPdCxpFqbVLneNtUCm2uJ7F5cbaBZuKdpFNrHLHe6TtDcAI6kW3Jb80IjQh7vuQhLFSsJtWjabUHC3S0mYBuFdCe5L5b+eU9IruDUIi2pz7BPcAJYENwBMZslGgjtbCJw8rVoBrhDcgC8IY8HNMLvRFd4h571v4T2Z+V78sfDWtlkvYuENABfOr0Hh4j6MjK8/FxI5JS3hDQCTrBp+UwlvAGtjJiGKd3ncNi+AAbcbaLvdsbA+iXLgMbu63ZkCjpoLiq5pBDSu9pDbHX6u63YHrGiem7IGWY8o54gJc9c5+O4l20RLAsHl3iRa0nW54wJKWVVxp50jtLTULUEtXTtistLl7nKcAdN8+fZ1xAu07Dje86K9WJNoF08S1bESfxvVgjr04ZbaVFPJ2rGScMQadykpJcEKqgdQAG3BDQBa+J/rCm4AmNmqv3dHcE+LpFdwGyOQFxKLvNrk1gju0zcISbFacHN+m2GuRretYIPA5ZuaPt4Xb3Y4eUL1OnnyVOLyGYOTcwkfGLAAFPSpxuVE4eRUI02A80mKo7HGZJbg9KhEHreYUz6KdpKUWFiFEWnMbFqLuJHQKOBbh0IAqtOezuvwEsoaXGRjZKZErlQdnwjtAQOJ9v2r01LXRZNU6LqPdwmJxJh6gE7ITFuq2u4RAQmAEr4tIVETAzkZ+c9Da8H6OQ50NFlHp5CfrKvXfr8n+XZ/4bnFjnz8dZg3UazpHZ1YjTLqXqKchRYSI6vrE4bW/XfsYhIiJg+5i0m31oy5ftjpjjg50lDSwtrl/4hjpZfEdyLs2mhJ/XXkcivb5LjJuSpO0V6kr+Ryd4sox2n7KHGIIZc7/pwEcBamTorWfeIOJUB72iTQ7sOdj/wCGPKLcawkV6o1bTIW3HOZIK8W1iC4c/LHuiHTrUEoq8z2zKYoHWFWOVObCu7pVMFo2khwZ51WgCy4Geb66Ots0ud4nz4mjKbe8a5PpHoc76IgTCZVxGTeXgsAYF4o5Fq2HG8AmJkExvlptgunoEEoIGEgMRfKD+kSVDveADBVGUpq1rO4q0lfzCSsjwAwP8pakbzWlEo0brftRkXiln1h7e5b2wObut3jtHOa6lr57k3cbn8/13K7A1ZQa3planRrvkX9dDsD6AK7REyUtBwxYa4VFt09nIxLJNLBuh7xLctWpCSwLlrSRXYKKMlZlFLWx4r1/QZc7vB13+fDf7ENK9T7XO5we/i6Pp4UvbGSkDWMXW6gaXVVJKpuDVhUnUq6sRIAyFW06VQb1VRldZ/WWHAHlzuMdg+Cu6xiJVPd5DTXCW4AmE4lTFENtlkhuEMnBYAFN8PcBPsU3ou5Hxsf3vdBeBelrNeHWHgDwHnpxeaQ8AbQEt6A7+FtqCr6Jl+DYqN2gn0xk7B2To5Gdc67GSXftBNs1lvRjplE/bLr8fDxbd1iy02z3fFe0rP3dPem+FR26BQ3UEqJMmk71klPQeU+IyaJdEgki23m+jlo0R1HS/rebEepF9h94vtI9AyPgV9ExtVkslXREgDNJMpo0UmMabkbQL/LLfsy2n0ud/f7Q71YN3G5o68tiaY/LPpjJa3MYfR5kSgYIVAmCou0ykpWf3ZjJQCQV11KAC+4Ad8ZoCS1JLjnVYY7d6oluHNDmGtfOLmp4KaqUHITwR06KbDgZpibYZ3w/jP/x68Zq4Q3AGQXEqUWLeFtjEBe0pLwBoCnuV+DwkV8EN4A6hO2eRVlmIvqPjL1HZWomaKoSdbCO5AnyVI3k4sqwx0KLAEsud1BeBvZFF/G2HUO96Zu91HqP3qcaf/E1rvdgW7fbsBfcMQ/k5W617RKOt1KVDWQbtsuJomwIHJIDrSLya336T5ADlp0x2SJhRq40j1KNKRwdZu5wFC0BPCLQBj7PhQtCZCzS1XeZZq0hOqQy71qUWsR3y8snH1s4HLHWe352RjzcToYK+lzuYPgBrzLHQT3UKykrNyhsFmF4RNhQ4sFNwDfWaBHcAPArGg6FQBtwV2UlbCvBHeSC5xe+H7c6wT3yWPBgpthbpgh4Z3OfS/vVcI7yQlnT/w60BXeeSF7hfesSFBG60kQ3oCPshlQvQ4F4T2lFBp+Ym5dXCmb4koAS8Nzwlo3z1LojvPbdbu7MZP46/nxCMVpMyehZhe3e9XwnA3dbgCtNrgBo9pRGmmWTSqgP2KS2HaHsNb3BiImUjiQcJDEERPmZjn4QsoumTJIle298j2S3sEuHbUmKfVFS8IiQK491AZYjpbUj2PM0kCcPFF1gUm4rety90ZL1sVNQlHk5WJrlxuoYiNVrMQoiaQ0g7ESXzBZud/RwhpiJXGEpN54otuC4A5iG6iObiGRCwLB1RtdaA0YMtxdwV0agUJXR7YdwV0WtCS4AeD43BdKAsOCu56WN2PBzTA3yQdfm/QWVwIOgBfef/pnLU4f+0JLwBdXijODMgNOoTA508guJPIzP2Y9bI1ZapBX3tRRpjHNFZoDvgRjVUJX682RLDGzKY6owNwpjEVVJIkEECXgAAlTdzCRwgIEKBsMCgBQSI3/uWmW1qehWkokpa7X1NRalKlCUmjAEgimVT9D1uDydFwZNf521RoPb1d/DrTHx4fiyxhrl/eHnu+RtfVFQLeQEkDreQPVmHigdu3r27Wuh6YBVRtdi/rCJRRU+s8NxmiMmRgpHBIy0Kb9+GnUvaT7vYeIE2hdrN3Wczg0Dl50D0VLElnlv3quhI9EgdIRVCcbFkdLAsHlzrSuPwf6oyVA1bs0ah1I1kErCa0kxrO8vs3/uaKAMmaVGx66kQBbudyBcMx5eTpCtvB/975Yia2OTGOXG2jEdalUvXiG24IbFAvuRZXh1pAwoOrzqmiyI7hbLlQkuMMgDAAbCe5s4ce4Hz/dXHCz2GaYm6O/s8mw8C5HDqdPJCZf4dfkILwpJ5QIQrUR3kiA189HeOakWBLeQAlILAlvwPfwHkHXwjvuaqKIoIzx6161RJcSSA0wGY29+K46XGVao0wUktIL8tDZxCgJaFNFIAla+U4ml6cjv5dUcxuDh1R3NwG8211Wv3hVJ5NNa4Gs8z9nXL1f9HUysWE6Z6rqXDrg51VoNL3IpbGwipCVGnmi6jqfsI+WEq2fB1BFTNDbxQQAMqExc41jn0kLE+3LRU8Xk4wdb2aPPPzLuQFCnjswFC3JpIUSFslA55Ky57ols2UdLemSaL1UQCmjEbj17T1xktDxo3u/JTZxuWOOs/7vbeBy+6/9cebF6RGmY/9YfbGS+LYiciyC4M6VWhLccZvAILjn1aTJILhnLq3/HbqCe679cXBXcBtDWOT9gjurWgV2BTcAFtwMcw8IY+PTWX/U5PSN6vMnEkkukC78hXaSCy+8Oxnv80u/rjy9rCIjuUJpqoJJnSA3VDvegQtXDc2p1iZddTUZipmYFT28bdROtZlxsBwzAYCL06P6e/X3JdXrMIDNs92h+LLve8BqQ2dFtjs2ZoDlMfHhZ7oRk+7+Wd9eRUxUTyQF8FHQ1v2FrU2zVRETwBtzDznXzdwsByu6Y2LxPRQtSYSFFBaZaOfDEmgoNMdaManRS9ESoN/lli13u3G5k86UyjJVmMUiGdjd5QYad/s4a9o/belyx9/TijDPqnZYPbGSMlH15hFHSGKx3RXccawktAXMoWrBDfihFfNBwS2XBHcYfGMtlgR3mlOv4D597L9mwc0wd5PuEJ1Vwrt+X68Q3gBw3mknGIQ30NSIxMIbAJ7qsW9VWq1PGlRPsAwnc7ojvAFgrjIYQa210UZdTOajxtQIRZXxOjsd+7aCpWyG5bhOG8GNst3jtG3GbErY00w7zx1YjNPWFE3pLJSOxHklqMO+F6KUQwWV0vXXSQWSbrQTtu5e0jXSAL//Z6q5/aHnuo0Qt/pxiBy06O5GS+I3G9B/BSxha5c7RjkDCVe3sovpRksCXZc7REuW7tcTQckzhfm4p7BlW5c7RopmqljnfjbOave43LHTYpREPkrq+3djJfEm0oqVhNHukSO+KlaSu2Y8c2ElFlbVm14suKe5qnvuxoIb8INvAGwkuEMvbhbcDHN3WSW8AWwlvOdzQhGtF0F4GyMwjYorAdS1Ixe6GtxlEpTOr1NBaOeopubWbnfUwztJl1zv2O2uo3hxXUz0+Wyc9QrsPrfbxmPigfbnJ9nwJMsd3e75OEWedbty9e11y0WWfQWVyhokA8WWVggItB9DoZki3TXOsipKmkR9u7timyMmzL44aNEd6EZLQp67/rrniljBtyDqXkmPbAkLqge4xAwdjXVdbrJu6bitdzGyrl94BzZ1uYHW1Mm6FWDclxud48wel9uSgKsW5SJRmPVETUKsxApRF8W0HG8pYYTERI1RVEUwfbESwHctiQU3AMxKBWNpSXDn2kdJuoLbFIR0KjcS3CePm37cLLgZ5u4yJLzD+3cT4Q0AaqJQ5G3hbQxhMk96hfesVMgN1euRcYSFS5A7ORgzAaoe3kL6dbFaQ/OetbIvZgIAkyhSAmCl292KmQAtt9uejVYbM5vQ2afm43Rp71JL+1uz58VuN1m71DhgaB+1IFgh2kPp0LQKXBUxqW+LTrnjiAnD7IuDFN3dPHegGy0Jee76a9HToB++P2j3yjqzulpA2wtcN1qyyuUeKrSMs97SWBQ9We+diBfmuAd3tEi3x7svu9zNVErvbl+OfT5xKFYyT4K77f80QkbutkIhZEtwd2MlRdUWEPAbHgBMw9TJjuAOLhXQCO4sJ4wvJYQVGwvus9cEC26GueP0Ce/RZDPhDQCnT5eFd7hw7xPegF97jKU6alLYSqhD1o63qU7s6h7elDQ9vCvXO7jdpWzaCvbFTADg4vjI/4wcjpOEr7unlLHA1qdRfhu4sttdjNKlvWnZTHJLA3L6DCZgOGJihYAVAhSJ6qTq2x0+bz2HKGJS3xadavdFTB5mrrvZq2/ro9UG7kA4SNENNNGSoSvZ+E0Y8tzh8+4VMxDe5D23W4NSUi0uA93e3ECz2HRH4g653PHnepxCx653n8vdOk4c6FSCpo3Q/GyM+fGovq2vD3efyx3iJKYab5+n/nn1xUriEe/tWEnlcovmdQuCO46VAKh7cQPNpjerBll0BfdsLlEU1BLcAPCmVxWkESy4GeYB0RXe6bwtvM9eXxbe2YJw9lgiW4h6fQjCezaTvcIbAM7nVZFl2dSWaEd1zAQApi5p5bvnIm2NiwdQu92aJMpqHeyLmQDA5dgLZSNiAbXsdofx8YHY7Y57eYefu6rbrXvc7XVuN4Alt9v/nO2dSFlKP1govq+M9r1VEZNAOMXmiAlzUxys6A6EaEk3zx2IoyUyvpLuiZYoZyCtBcEuZbgzretFM0DWtqIlze3tAsr49q7L3cWOk6XbNmKg2MaSqCMsscsN+IV7yOWOHyNPFKaZd2bWxUriosmF8A7QhRihhKwFd1+sxFhqXCZNmOd+wAWAJcE9n6glwQ0AJ08J6SIaH82Cm2HuPauEdzpfFt71EJ3ztvA2BfUKbwB4PPHrW7jYv6imVmrnHe8QMwG88Ab88JyFqGpVKoc7uN3rYiYA8PTk2P8OKVsj5IG2290dnhO73dNOseRS3+Zt3O7wGJ09qLtP9XUq6RZUBvr2weZ7UYzEmmYYXaeLSRwxCYRTa46YMDfNwYvuQIiWhDx3JjtXuVG0JHa6+6Il4c1PzrUKPcg5aGpXpgNeTKsBkd1H1+XuYsdJa0S7v+N2Lnc8mMAoWXdMiV1uf38x6HJb4YsobfX1LGueUzdWAqAeGhFc7lKQ72+Lpu1WLLjjWEnpqCW4tfGj3hd5EN5twa1K//duCe65wGgqNhLcDMPcHzYV3gBw8oSQLdrCW5W+0LorvAHgfOpNicnM/xmEd4iZAM2o+CC8Z0hQVgXh4TQvuN26KrQE+mMmAHA58s50HhVS9rndWlFdlNl1uy9Px/W63TVUdnG77ThZEtzr3O7h2yxUn6lU7SX1/ZxtdQgbipgEwt69bcTkoeKEuNWPQ+TgRPfXfekSp8caSjm4gXFI4c2nRPs4qhstaYvvnk4n1W1+/Hv0OMb4WEXazrutK6Bc53J3HfMl4T3ECpfbRa71/Kh5vOByA42r0udyG6JKgAtoIlyMx5gnyVKsxAgJLWRvrGQB1Wq/FQR3iJWUjuopk/MqX1loQql9n12jxZLgTnK/sQKN4E4XAiePCWSwVnCzy80w94t1wnt0KfCoEt+x8E5zL767whsAZjOJsiRMF1Wb0k6+G2hamMY9vBcugQGhjNoIhpjJvDrt64uZTNMUk1EVKanWVaDf7Y4Fdtftvozy291WsNu63fY4W9prunvR0BTlVQWVMaVSS8+za2jVv6snWhlOpbeNmASUckhTi//nf18sfY9htuHgRHfMybhc2YczvBmlsL3Rkr5Cjb5oSVgchLVLg3GKjusNDBdQdhlywmOWFsQtXe5GgHthPTkeYZ6l9ffi7xeJ6nW5AUBT49SU1I6VAOiNlQSXu3QEA4nSUd2OKwjuhVEotKxdbgCY5aoW3ADw9GkKU9KS4D45l35TjQQ3gPpPgAU3wzwkhoR3Om8+6nXgSTUk66lcEt4AMDn3bUmLgmrhHcaHd2Mm9ewAk+DCVENzXNONaZOYySxJYUjCkDcwwtra53bHrQRjt3s6znB53BbcV3G7NzF2+vap5bql5YLK+u/UiWWGfVRZOxgxAbwRJuB83GTLiEkgSSyUtEiTh+d6OzR7+G19rFcwD4+DFt2B46yEJFuN0l1mKFoCoHpT2zrPHeiLlvR9Lpwf877I+qZNLrvcw5GT1bmzwaz3hi430IzcNdHzjbODteAm4WMmkcsNAIYESvIFlBfpqBbcedStJNCNlZRVQZJ2TTuuruAOsRIALcENAGbqf1dXcJ8+aQvtk8dUHTcLvxmz4GaYB0Wv8L707/mu8D4dEN6YS5RaYDpRtfAOdGMmQXgDvvjbOMK0cr2D263RFFL2xUymSYq5SmAhYEjWBkZ9iiipdrvjoSOx2z2rBucEdMcJj1npdof7rKkfGtqTms5d/W53oEhUqy0iUBlSnQ4mfRGToc4lwOqISUCSF9t9rjfDXIWDEt1xtKSPhCxGUoMEUNr2S7MqWhIg2PpKe1W0pLvo+M8ttJIbjXrvi5aswxJBH2dNh5MdXO7Y2dZKYl714Y6dFUsCNqrCB9outz8qrQqEKEFOyVKsJGw+IVZSO0JRpCS0B4wFN9DESoC24E5ygdGsEtZdwf1kWXA3U+ya14gFN8M8DLrv5ZM3RPPej1zvNFongvAGgJMLWU+tDMK7L2YShDcAXBTN9FwA9doWhLepisW7MZO5TGvXuxbbkdttpISpa2qaIWax2z09Hi11NQls63br46zVUnZTuvtW1+0OlGlS/z0CVLngfYK7+Xz3iEl9H2mhyCLpGw3PERNmDxyU6I5JE7MyWnKsSgCoWz0FVkVLACyNpF0VLQGW3QClDRZZWg+WCT/r77u6gHITLAkU9fCb7V3uOr8tvAAPzzO43IDPFJaV69J1uYGqGKZycOIJnou6F3fjoBhUWe3KGcoN1Z1K5mESXNjgOrESoBHcYfhNEN6x4A7OVldwn7zRvG4suBnmYRHe0+F93hXefk1oC28AOH1SFV9HwhvAUswkznc/mftIR20WRD28wx4T3O44ZjKTvqVgcL1LopbbrakxOELMpOt2T6s4iSVa6uG9ldsNNHvHlgzFJVsj4rMUZaqW9kTh3NLPx/tpiJiEkfDbREwCCS03RKi/l1ik6gFGTARgBd3qxwG26T5c0R1I1hwhHVM5+L2haAngRXVYDFZFS6RbXnwA31Zp3hM52aSAskvf4hn6b8ffN73tppZd7qZY0ovri3pRF62Meiie1CTrTSK43FoQClK+JaAc1dMnL4Vf1IPLHcdKQreS0BpQW1E7SX057kAQ3LIUOH1KGE37BffokgU3wxwSfcIb6BfeAHD2hmq1EQyDdLoxkzjfPVn4tSjETMLESlOtbwaydrvDmHgAmFOKBSV+HRXNgJzY7Q63xYZHcIlno6wenBMbJeHrTd3uwPysPTynb1/psq6gMpAnquV8U9VKt6+lbtxGUFk/Cr47Dn5dxCSQCQ0aEtvSIj2ADibMzXKwojtV3Qpmi6OkhKSeMe09UZIufdESwC8KYTGJF4ulCVwD/bqLVLW6hnR/dhu6C+n0OKt7cHdHusefD7ncgG85ZAVhOm5EfBlX0leFPxbRBlFtIGWUWZyLBHkY+17luEOsBGgXTgKAtgKFlpgtVue4k1y0BHe6IJw8IZARS4I7OF2x4GYY5jAI7/tn/3BZeAPAoz/1a9XJ06Z/d5bTUswkPmnr5rtDa1MA9cTKshbfTTeTqUhr1zsUmcdud0EKhiRypWq3u1SqjplMxyPvJlJ7HPy2bjfg94npim4nm9K3by1GCYp0uYVu9/4iqpHy9VJu6fQ4fC/QFzEJ9MVD6++JttjmXDezTw5GdA/lufuuZI9V2VtgoWBhQSC42pltfX8gWuI/d5WwdoPRkr7WgOH2MlXIR8uFK7u43HFu2xFhEU2y3NbljlsDXhwdYRFNn6w3g6p4siSqWgNSHSuJR7xPkaKo4iQT6y80gssdYiWhcBIAZlV+crpQdT/uruA+vfD3iQU30OS41wludrkZ5mHTLawE2sIbAEaXfnBWvX5UwjvNqTffDQAX0wTaUL1OaSvqSFwYE2+q07uFa6ZWTjCqR8XHUypjtxtAbWQAQBG51pfjEUopm0E5ojFUNnW7A7PoRLSPXdxuAMhHyVL9UteI6v4s2SZm0h2asypiUj9XiEFXG/DGWxoNwzuEXPdtdy85RA5GdMesy3MHjqmEEv3HSwr+KjsXcul7Q9GS+vvWLUVLuosL0HbMA7FA3oblvF7sdFA9/Kb7/TBxcpXLrSMRr4kwzUbV57KOm5RRiystZMvlBrzgBoCFUyhcO8cdYiXBJdJWYJpXQn2hYIzAdK5gqu4zoVNJENxHE//zSejL/STkt6sNlAU3wxw0q4R3GJRVtxaN8t2y9MI7yUUr331xWQ3BWUhoQz56Us0SqCfnVsJ7HvXvnlfiewFVj4oPbrcX3n7dzKWsY3vxsLXJaFyvswB2crsBYHac4fK0LbgtidqwuYpgKtNlw6rPcAp7Zxwx6cZIgOGIScBADOa1Ae9sZ9E+33fa/WBz3cyNc5CiO7Auz13fr9O5pPW96o0e954ODEVLgPaVfCvnvaY1IOAXxE3E9yYud3zf6ckIi8pNj11u/7XAKpe77GS5J5XwtogyiJXLHSImscsNeMENABOT1UVGC6ta/bhDrKQsqYmVVGPenz5JECKDz77uH/do4h2qdEHI5qIW3HGsBGDBzTCHTp/wBlAL7lh4A43bLUt/ohby3RfnCmVB9bqUl77AEvBut7FUu9pTrWpT4cKMoF2V766LKxu3G0BdVBmIC9HPR00ExEi50u0OIrvrdgPA9GTU2ju67neXTdxuwBtG8b4Vt8SVrr3vDUVM6p9dETEJGKJBIQ4AY6EhYWtjre90+6Hnuq0Qt/pxiBy06A5smueWsBi7/sLKzJTQJHv/I/VFS+rv9SwuQHsRogEhvhina4//+ui63DGllJhUjxm73ABai/WQy63JL/ZOCFym/nFKovqiJLjcAOo/g8sNeMENALltNqOQ4w6xknB8m5eEWSS4AUBNFFTlNsWC++RJ9XkkuNN5EyuJYcHNMIdJ970f3O5acFdrxbN/3M53y9LfL51KmIIwncpaeBsj6phJbByEdQ0AJtXQr7lV0NVJX3C7ddVKMLjdAGq3GwDmKsNF1gjuQqqVbnd9UtlxuyfHo3rtD3T3h12YHY82MomWO5ws1zqtipjEGCEG2wZmKFdmuoHlXDfD7IuDEN3dPHe3iDJmVZ47/jyx/a2HyDkYkihl/0vbjZb425ajJavo3qdPeNuWi718IdB1ueP7OKJWy8LY5QaAIhrJ2+dyu+oYtCTCJGmeW9g0gsutq6p9oHG5AS+4Ae8ChRZb8yKpYyWhLZffzAQuL/191MT/+cyfKpBBLbiThagEd7UxdgQ3dyphGCbQ7WgShHe9bjz2X8fCGwAePVGtUfF5NDAnr07masNAyzpuclGkKKys1z0Atdut0RgU4fOCVMvtnssEVhCcEK2oSZ/bHVzt2EAB/OAc19kz+tzuoYjJkNs9ZAqtan/bd9obIiZxQWUfRgzsu84hGzDMYrq57vr26ET8oeW6mZvlIER3TMhzrzs2WpXnDiTOInX94lta50f49ox5v0q0ZIjZ8Wit6907+CAijoxYEpgej5BnUWFkXOW+wuUO3wf8Qj9R47oCP/zZHYADNC434AV36MddZyGrHHc3VqJLAVNtcM/8qb9tfNnkuE+r1oDB5QbCBsqCm2GYZfp7eItW1ARohPdoJqDK9qh4XYqW2x1iJmEdA5o2ggst60hdcLtNNakyuN1As34CwFSOcBGZGq3YScftjo2SrsmyanAOsJvbPbQf9bnZgW7EJP6ZVQ0D/JCgAbENh7FdL7a7ue5AXEz50HLdDsJPjb7FD3eAjboPTnTHJNJPnlolvlfluQOy6ieq7PLjkPPie570dR5xrVxb/XgroiXrBHl3sVvlcve1Cezm97SSmI4aMbyNyx3n3HOSmEkv4OdCtVxuA6qPVHOr6s1nWlaV/lrWLbfmC9WKlQSXO8up7p07viRki6Yfdyy4/Z9VP+7ZypeSYRimHhXfdbrDnwBw+sR3S1KlQJJX61onZgL4wu+Q754s0tpYCAS3Oy4eDw73XCT15xeqKZh0Qqx1uwOx2w0AFydHrb/rJm53THd/2cT8WcVQxKSPXKnBvHlmdN2newgFW+e6u4SoaarMg891MzfLQYvugBIWklw9hbKPVXnu8OYm50BwkEPim8TSeNuA6BHfV6GboRtyuevBOIJaIly3WkkRLo6PMMuqse8butxAO1JSQNYtAQ2o5XLPo6PVsio2Appj2EUhYYx/frO5qmMluhR1rCRb+E0vWyxPkusK7rCRBtjlZhgmJl4T0hla9R/P/lGzxgW3Owjveh3qxExCRxMAuIj6d4e1LrjdYWhO7HbniMbJUyNqu1GTTd3uy/EYl9FsBd055VzldscRk5htxXZjJPUYT9q07hNjBS09v0Bi9Ubj4DO09/K4mDJETNTAqHiGuQoPXnR/3ZcucTQ2S/25h5DC1tGScAXcl+deNeVKWofU9MdOAKBMVGtyY0xfccguYtySWGoDCCy7FX1ud0Cr9jhhLQmL1G8cXZc7V2rQ5Y7ziAuRYF4VToaBEF2XO7g/9WZUVM73QmG28J8HhzvESuIJcUFwH11Qq/ipdqhYcDMMswFhbUjnXninM9FyuMPnz7zWiMC+mElYrwDfv7soZb2uAc2pXmkFZp1WqXG9y4UYLQ3NAbZzu+dZ2lrvw/j4+rG2dLsB9O41Q6zaz6QbNp+MlL1xTcDPyEgGpl0CXmivy3UPRUx676scpHL4c//f/d47uHvJzXPtovuXf/mX8YM/+IN4z3veg2/8xm/Ee9/7Xvy7f/fv4AaOjK6TNDE4yvTGE6bWRUtSp1dOvSLnIAcqrIVz0Epi0TPqHejPse2W9c56e3DHi+5Sl5JOkWW80JVSth2SyuUGULUD7He5LQQWVXvAEoRz55+TdrJ2uQsrUdpI5FdV/kBzLDudKyyq49t8KutYiZ8Q52MlXcEdXG4AePb/tt/oLLgZhtmEUAOSzqo89x+FU7Sq0HIhemMmauJP5ADgcTW8a7aQKEqJ0lDtdsfTKoPbvbDVPAKXYAK/ZhrI1nyIrtsdtxHsut0XR0f11EodTQ4OX2+b7e7r570rQ/tbkahBZ1tYC7Vq8qQzILjBqMmqiEmXRFooaSGlezC5bubmuXbR/ZnPfAbj8Rg/8iM/gp/92Z/Fe97zHvyjf/SP8NM//dPX/atXcpRqkHCgnjaBXVZFSwBfWZ0aPTjtipxDpnXvokLW+kUlXc5878ryIBxaGiUPLA9ECD8bBuB0Xe76PkJgmmX1FLTgcgNY6XIDwLxqg2UgMXNRq8CqZVbscodYSVFWwnuuoLXAfKrgqqhJcLjjWEmgm+OObwdYcDMMs55WzKRzahaEdzqvLvQj4R1GxQcm536NP59U5oMRdWQunlYZ3O4wrRLwEysBX3ge1tMhtzt8Hrvd8zTF5Siq9RFt46W7F6xyuwFgfpThMhoNH+63LXHEpIs3pZLe72WlHhTbBN+iN1tx2twXMRkiUwaKHGTPhEqG2Zb+s5o98rM/+7N49tln66/f9a534enTp/jX//pf44Mf/CBow8b610VKBkI4jKWGdQJyxbrRFy3pXkGnWq+MltCK47MyVSihcDTPm/tvWEDZRzfDPT/KYARhnBf17UZQJ6/XdrtdJLzLjjOSKwVD0rv2G7rcQDPy2DjCNMpyLypXO0ydDO21SiPq4qP5tIqVTCVG1TCK4wkNxEpES3DHLjcLboZhNuWDr03wM8+dAvBu9yUETgBcPuuqC32HYgwcXRBQuaa+g5LF/ARInirMTwwAhfGxRqmr9n9SQkq/tqtU+xoXC/8YEpjZBLmTGJHGxGY4Jb83eLcbUNVeVJACrEZS7UcFKWTGi8qL0bi1L5VKAVqDjIGWfv2GtVDwbreCAVlfg1RCLkUeL4/HSzEQS2KrPSo8fh/5aNiAUtVz7v1eVEtlI+NHWgtLEomzKEHIUCIXq00uKRxSaWH1+guJr/vSJb74jpO197uLHGrE4za5dsUbC+7AN3zDN+Dy8hKz2fW2j/i6L122vg6L2xBxpivkjIe4arRkqLE/WYc8UZhn+3G++/qnTo5HmI7bznc8KCG43JaodeQIVK0Do8fUgjBXVUa743IvKOl1uQF/fLqoBPekTOpYSWihVWhfOBnHSrRuxrwnucDxpYSsXsbTJ3IpVhKEN9AI7nTOgpthmO2J890hZtLXRhAA3vTHzTp4ch66KknkRSgG97eVRmC+UCgN1W53KC4/L1OUllprJbC52z1XKS7TaN5CZ+2Ou58Aq91uAJiOs6XhOd395Srj4edZMhi3lKv20ytGTLokK3LdacJuN3M1bsVm/h//43/gLW95C05Orv/q8GhskKXt3prhmGhVtjsTmx09XTVa4qdU9n3PYT6wAK2irzCybvEXOdHdATj+flQdO3ZGB1dtpvpcbv+4AlPVPFY8OW3I5Q5MqgKihWk6mcwKvwmFWEmpqY6VBI6rY9uTc4nRzP+cd5nasRJfANUIboZhmKvS9PnvjIivYiaBk3OJJKd6vQKa07pS+77dZRUxmeZ+ABjg10NjCQsjUdpovbTNOrsu253H2W6l6toboBHcoVNVLJ67RgsAXHbEdtztah8M7XVqRXHkVSMmMYmwK+dydKMlUjqcHpdIE7txk4Y7h/A64DY/DrBN9/XHS7r85m/+Jn7pl34Jf+/v/b0rP5basml/pgzSxCJTtvUmSlbkuhUsFAxKQfVR3hBXiZYMNf+PF6PjKHayK90oybRaTNNSV7c1Lnf4ur5/j8sdFnJDhLlonuumLjfQjHmfLJqf9+6Pj5UUJaGoupQElxtA3SHg5GmT5Y7HNfe1B/zQ4ykOoGnPErLK5MuBSamMh1+n9Rzya/Shx1P81LPHALzb/fhrwtriIyYnjwUunwVmZ8Cb/1Dh8VsNjieEKYAs8Wv//MRAJpVRMPZDVy6mCc6OvdEzWaTIlPG7swUgTb1mjsiv0wsojKppB8HtHlVDYOYyRUkSiTV+fbZNDKXuGiGlN3usBcHBiaqGR0ko3YjP+ThDHo1iD/tBbyu/KmKyadQk7G1D4p2srfchsrY2fXaJmAwhYVv71NL3yQLV3IhMWeTa64hct3//tlqEOVxuVHT/yZ/8CT7ykY/gW7/1W/E93/M9V3osIoGv+IrjNfdaPaY1JdMS333j3+vvVeNnrRDIhVwjrnePlogB8S2dxWKUYLRY78B3e3ADyy53t4gmTxTGRfPYTlQOyAYut47clpwkTPX1pi43gLqIaJondXFRWVLtcpuSWrGSQBDcLXcpCO+eftzr/888bM7OxuvvxPDrtAGH+hr9vw74aLV8hnx3MXZ49o8Ij7/ar98nTwizM4tn/1ji8Vv9eq9KgTwDVEmYTYE09fedzRWOxn4/uZilOMqavSVJLBbGr3eyOpldle2+UGMvvp03QnKoWogWSgG6midRDW2TqNxu+Gx3vG9NjkZIjAEZL6CNknX/7BhLtHJiZB+Lgdy2sBaEfhddOgcY09qL4p9TQMsU6sMKAQcxeDKthEXpCEpYFJBIyMFUY+GNHX7s53/vAk/e9daVv5thgBsU3RcXF/j+7/9+PPPMM/jkJz955QJKax0uLjbPhK/Kc4dG+P6IqTlmGmoXOLYaFgK0pgjhKtGSIcJi1Se++xaqobHvIUoSf3059uOAk8j1rr/fzQNCtFzuQjStqQpIlILqgtNNXG5tRS24pwsFUxVRzuaydrmBdqxEVW24guCOWwOevLEcKfnQ4ymePFl6iQ4CKQlnZ2NcXMxhVhzZHjr8Oq2HXyPgQ4+Bn3r2uBUzuXyTX7fPXvduN+CFd7IQOIZ3u48BTGGgE9Tr2tHY7zdPLjKcHReY5QpnR77YvS6sXON2T0WCgiRSVDVJQkI5Awls7HYHLo9GINsIcCsEEAnr4GQbQQD1n94Oud1DYhsYLq5Uxra6Z8VkpQYStVZsk3PQVTFlIfpdcu96SySV+ZaSqacjx6SJXXK6AeDJk+nK53B2Nr5Tp0MOt19IeU+DOVfiRkT3YrHAiy++iMlkgn/7b/8tTk9P9/K4Wg8v+N0iysAmeW4JW7/xVvXvFJVgDuIzxX6jJbuI775FK7jcfXnv7gAcK/z0ScAP6hlyucObNXa5S0EoRdVdBLIdN9nA5QaA0hCM8e52HSmJXG5gKFZCWOrJ/YfNa/DB1ybQm8X7HjTG2JXvG8bDr9N6+DXynLwBXL7Jf/5n/o93u+OYyekTwuO3GmQLAYCQJQ5l5lpu92SS4OjIYLpQOB5paNOslevc7jlS31kLhT9dDFGTyu02TtQb/ZDbDQCX4xGktUijhbKUEgkat9sRQVg7KKr3Kbb99yz6mgGsipgEdLVPrROWtbkmAANTDyXq4rXDsGjm9wKzCdd+2aW1xoc//GG88sor+Lmf+zm85S1vue5fWdNXRNllkzx3+HwVqdUwJDBPhheXq0RLhpiOs6VOJMBwVXnfRDFLfopZS4wTRWPf+11uIwQMESyahU2DUEZRlrlTmFc9ZjdxuYuyEdyzucJi0Uya7MZKgP7iyaOnB1idwTDMjdLtghRO1+IR8fUp3FOqT+ZUKXBy4deyxUJiUvXtns1kc8KXR7MOOkNz4jX0wmWtab9xPjkYIlpIaJKtIsuuGL0cjzonn6JltoQC+6EJxn3CGPD705DgHtrXRM9YeMAL8FVdTAKl9O1r43x36/Erf1U6BwWzdjDOUH/ubjHlkNHHMDHXLro/+tGP4j/9p/+EH/iBH8Dl5SV++7d/u/4oimL9A+wBKd1gEWV9nzV5buUMBFwdmRgqqpTWuwdD42qB3aMlq+gX3qKV5Q63NV1KxJLLHY8E1kSYZk3V+pDLrYVccrkLyGYzsAmmpll417nc4fNSCxQ5QZy322+FzeuZV6uoyeNok6sEd9flZhiG2TdhbQm1I2H9iTuahDamycIPzAmTKkdziXwqUWqB2bxZ46aLyowwhFzLeipvt5PJG/qo/lzDmx8AarfbCgELb4zE63zcyWSajVpDcwyRd8MjuoI6Nm5WdTHp25PWMbT/repiEtCdyOTSYztb79vKmUEjTVVaQPVogqAfMvUQJlLe7gh4/291eAbZtcdLXn75ZQDAxz/+8aXv/eqv/iq+5mu+5rqfQk0strtFlIF1eW7lLKh649KKK+RwdJerdoHi0v12iJb0YUlgOs5gSSx1OemOfW9ub1oDdl3ueiS8EJhUwpucXelyA2i53KUj5JHLPTWbu9xlQShyQjqtoiTnzeTJ4HIDm8VKGIZhroswOCfETGbP+GLux1/d7mYS4iX5yGA0I4iqPWAOIHnkIx2zmcRRpaWHst1zk6C0EhlpPyaegJHQULBYiAQjV7ay3anT0EJCkmtluyfZqHXyaqQEjEEc2rBEPvNNwv9+IlDlIGtFUJ1IxXSc7TTQbZeISf0cheg9wQVQG1vCOShYFFWt0bpcd0xcTFk96mCum2HWce2i+9d+7deu+1dsTchzJ+SWiihjwrFTnwAXziGxFuQclDV1vrsLOQctCeR8N5BkvnyFvGu0pOtiB6bjDI4Io7x9kmBU04+12xoQaI9610Stvq4lSViR1Ed2fS63rsa7W4hmeIMjlI7qnNzlFi53oBku0Ty/4HJ3YyXci5thmNvkmT8WePrWdjeTMKkyHzmMZgJlZQKXme9oEtzu0MVkKNs9KVNk0kBJW4+JDz61BtViO852W+cLIeNs92U6grIGCUy9zoee14aq6cJkEXwpG4ltSwIEWtqzLo/HvfuYETS4j0lne/exVV1MAKBIfOG+WSHGQ3FoYi1K8iewy7/fQQu/x8fRnG4xZdw68CFx24WUh8jdKaXdI9tmq+JoSVxE2SUZWDh8I/5KoA/kyABf/FEohUXaPwhg12jJ0MI0G2e9I3XjN1pwua2garEVLZe7lLHwJlykYyyqiWdDLrcGLbnc2lE95n1eqvrItOtyT+dqyeUGvOBOCoHTNySE6clOVse6J280f092uRmGuQnimAnQHzMBgNGUcHzhi8JV6aMmWU7Ip2FCJQ1mu6dlAm0JxgroyMhYWF+kHiImQ9luALhMRpgkTeyjlLK1htfRwciAiY0a2zFqAL/PdIfnhPvvwqp9sFAKZaKGmxI4B2n9fiwqQ6yLcrbOdbduh62H5KyKmKyCc93MOh6k6AaaIsrxaPOWFXG0JBRRyh4HWznbGy2RVU47/uhDuGrUe9pfYLJP8a2lxHxp8qQX030ud9+Vr3e5m/sWpDCX1ej3LVxu7Qi6yiTmWmJRNhuNiRyd6TQqmDxvPj9+6j//ilcJ4bSPYyUMw9wFuvluAC3BffKEkFXZ7qQaB58tRG0sTKcSZdQeNWS7gcqcsOTHxTuqs93B7Q4tWWOxHdzuwESNW+u7jwlS/XkwXIKDHNb8MDinL+IxPR7tbRT8qn1vniYtA6iLqE6dgWHjS7jGHAvU+zzaxtumn+yQjgAA++RJREFUSOlwNNb3ezIlc6Pc+ETK2yCRFqPUIJEOQmz2xoijJaGIsq94cihaEo7Z5IqhAdI5FFXh4rhn2uQu0RJgefiNJYHp8RhGiKUBOMHlBppsXDdaAniXu4wmfJWCMJMppDP110C/yw2gdrlL4yvxtSHMcj/uHUDL5QbQ63IDwPFFVUT5J22Xm2MlDMPcJULMBPDie/ao+V45IpRpFX/IyffvPqnWUkOYzYDTU7/+vzEZ4dFRAW0FJAHa+uEtoaOUz3snPgJRRSXibPdMpsidRFaJUSMkcglkVZ7bkAAZX4MUapGCgG2mTFL/4JxIKA/FTvzv3D5iAlQxEiJI51rFoADqHuMItUnVc2/dB/3mV+IsHIzPug9ETIYYJQbzQuAo062TiPuG79N9u77rIV6mPFine4iELBRZJNLCuM2vyEO0JBxbJT0LS/cKO7zZyTnfrWSwT7dDnqXIR/2xk1WschW6fUzDAJxuvEVLWsrGxdGSrssdV8lf0AjzqmvJkMtdO902/CmQa1k53AKTy8aN6brcQXgHl9sf1/YNw2meO7vcDMPcBt2YCdC43UfnzVodu93Hk/YpXzAe8lziYurX6lmuoCvDYhu3eyoSFFGWOR5iFrCCqrawTdTECoE8UUuibDbKMB11Tk4HXHBgd9e7TJPakOpCdtmxbn2/ipjEJNafTquo+1hfxGTwMQUwkhpyQ9OOYYY4ONEdk9By8eQ64mgJObc0TnYoWhIvEqtG5uajFPko6c1ir2JocQstAmOXQEuJ6XiERRRvscL3Ze1O9ipJ1t+vbxMd1xsKc1RxkwGXWztqudxh1PtsrlBqwsUkgamKJ2OXO8kFjquetsHlVoUX32ES3CiK0bHgZhjmNonXoGf/sMl2hz+PLgSyuUC6IBxVgjvJCceXEq5aAxe5xHSuoLWAMaI5Eaw6nnSz3aWjOtsduBAj2DAJWEjk0emlCYXwVcTEUCO2Q8QkZp6l9cTigI8oDu8725KPEpSpWmk+xafKXRMrjpjE94/NsL6IyRBxMSXD7IsHJ7q/7kuXO2WrgvhOxGZHTEATLSFn6zx3TF+0JCwa0rmV4hvwBSp9bBMtCYQBODGllJiMlgtgCqmiRZhQEsEIWfd9BbyrHRxuwLsr5y4q0NnQ5QaAovTfOz9XCC9J7HInC4HjC9FyudO5QDoLvXH9z3zo8eoxvAzDMDfBhx5Pa7f75A1RjYtv3G5V+ox3IHa7JxPfuzuYEEVV+7KJ2w0AU5fgEo1wLQW13O5QWJl3T0I7bnfg/GjcOgl1a5ztofZ9q/atVSZTvE9290zvai+LbWVN1Np3uL5qiFDftQ1pcv8mUt5+n+7D48GJ7kCWWkjpYySJ2u7NkMLAVeIyH+jn2aV1Nd1dGFZES+r7DCwKs3GGRZZikS1f/W8TLYlvjyvTHREuRyPknUmaXmy3Xe6wWLdcb6j6IsVAYmJHmMdTJzdwuY0WdYvA8aXEaBbcn8blBnycJHa5g/BmGIa5ixw9bYoq64LKx9Q435HbDQCPniikue/eBGBjtzvw1Izr1ngahByq5XaXopmtYKL1vKTGaAnM0xQXR+P6ayt829teU2eHiMkiSzEbZ4PmEtB2s2XH5e461vEJc1/EZAgjBAh+BsW6ydMxSaUv0sQiS++f4GZuhwcruruk1SSpVJmtIiUhy20g1grwvs4lSzGTHkG+6vsBS2JwgdomWhLotorSJDHJstYY+z6XO548Wf8sCLmLji4dYWrSrVzu2VQirdpnjS8l0nzZ5QaC4G5cblW1Iv9/OWrHMMwdIl6TgtsdjANg2e1+9jW/rspSQFdGROx2GyN63W4AWFiFS9NE/ErXTKgMxC1eY7e7m9uepimm2aizPyzX/QC7RUzCPrYugrKq+9cQfRGTVY/fjYeuQpLDUVIiIYt0hZHHbQOZVTxI0R2OeVYd9yRkMSINKYb7cnfJnKnEJyGn1VXLcbSke0W+SbRkFUNHcdtES8L9lzPcCrOkcdWHXO658A5K7HIvrGoVp16WSb0pbOJyyxAnKb0DdPpk2eUGfJHSyWN2uRmGufsEt/vkjWjgV+R2j6aE08fNxN0sp163G8CS2w34dTYeD19Y2XK7ASAPbV0H3O76sdIMJsp+h1qfLrtGTFa52oG+vXHV5OahiMnS80Jz4aA37NoxIg0lLMZydethWQ3cu1dtA4XvXHObHwc4Bf5hiu4uYQLlEKpqiD8SW/T0rgR4SWvc7yhasmpq5aqf7xPS86NssOBk02hJfTtJlPEwBEG4SEfR1/0ut0EzkKG+zREWVtWbwLxUWJT+Z/pc7lKLJZcb8A53uhA4fUIg03a5ASCdNS43Z7kZhrmLhLUp1J103e50IXB04VuipgvCUTV1d53bHbjM01bMJK+ifcHtBoA86gzc53YDwDRJcZE2URJD/fnuXSIm+SjF/CjD/GhZcG8yk2LoNHhdF5NAENh9szX6SISFxOomC7Ia1bltdJVh7m+TyR7WFVEm1RtF0vB9wmAcic0KKXxfU0KuFFRRrL7vGnd7W/fbCoF5dEw3ypse3NtES+rbqWknZUG4SBJYQVBVL+4hl3vh2lXzAJCbqHDHCkzzxp2PXW4ASHNacrmTQkAVyz25g8sd8J0CDuLakWGYe0xwux9/TejdTZg98p/PzrzRUIxQFZATTOJQKIdEGUznCsdjjdBwaponKLTEUeqNIl9U6aAig8mPfPGNATJ4txtOg4REKRyyal1/mh4hMyWo2vO0IIAAadsmVDgVJdPeG0spkcAsieP5OKtvGzKWtu1yEvp1C+d6T29jDIm19wkQHDKUyLFd17AuaWKh9f0ZF3/bfboPkQf5il+liDImcRap0yuH1ASkdSikgiZCqYavZeJoye6TJ5f/2SwRJkej5R6qVbSku7j1RUsA/yaMq9q1IFzIERadOE3X5TaOUFjZqqiflwrGEgrtHZrpXGGR+8eOXW4AvS53uoimuT3ud7kZhmHuMqGFYHC7gSZeEtaxrtutStHrdgPAZJZgUcg6arIoVcvtDmvxkNsdmFGCiWz2CysEcrl8v6GIiZHUP6VytLo4chuoVTy5fh8ObW+Lnr9H/+NbjN3mJ9xduJiS2ZYHKbq7bFNEOVRYkTkD5czKCZP1YziHXCmUUg6Oeo/vO/i9gWjJKiwRZqOeYktBvUNwutGSQDwGGPBDFeJBOEMut3Z+8a+/tk3VPeBd7nneLOBdl/v4qWy53EfnotqcxIDLzTAMcz9I53Hv7qgwfNEUjqcLv152s93zXOJ80o4Uzoq2uCwttbqZeLdbLA3MmVLWWt9LknWXk/pnByImpZSDEcbL8XIL2pg+kd5nPq1rOBCTK+X32xVmV0BaC4JDajXkwF4fOpj0tQ3ctJiSYYY4CNHdZZMiylVVzcqZ3omUvb/LGCzSBFpK5Olw0/9doiWruByPMcv6xHe/a9GNllgIaEEoOoU28SCcIZdbO8K8ynEHl3tRSJS6GltcEKYTBVM2m0twuQHv+sQud9xyK7jcLLgZhrkvxG63F9uAKkSv2w2g5XYDwGIuMZtJaNMMz4nd7tIQFkatdLuB9sAcwPfO1oKWYgZaUKugEhg+HQX8fnN51BbcNirs33dP5lIpFIlCodRG3UrI2apbyfZCedNiyvuGg4/f3OrHAVZSHqTojomLKLfp0QlUvUCd3XjCFTmLQqmlMezb0HUKQnY7EGfYLAlcjpcjJ4DP5+nOotqNlgQKoVrtEgtITN2yg991uUPhZGA2V/WmAQDiXIHssssNNIMkYpc7bhHIMAxzXwmdTOKhOX1uNwCoiUJeNOvmbN52dGeFj/EFum534LFrCiXDwBwrCCYSPn0REyu82O4TzpfjEabjZbHdV0s0xDanuYVSKAfGw/chnKtHv/fRFx0luI2KKRlmFx6M6A5FlFedChWKKBNnV4rwvsb8fgrWZjntPEkw7xl4Uz/eltESE1WOd3/OCi+++5zvUrZHugPL0ZL6vtEgHAeBCzPC1Hjxvc7lrh+jICzmst5E4mE4QONyA+0JbjwIh2GY+8yQ2x1H5mK3GwjDcgRUSTAltdzu+gRxwO0OXJgRLm2z9scDc2K6ERMLgUKpfrE9Gi1NMw57xqbFizHr6pvmWbqxWRX24u5wnFWn02On62LKq3I0NtyrmxnkQXUvAXwLHyktjkcaUrqVnUrWQc5COlvnuTdl0wb9ZG0r8328yHd6nl3C4tfX7mma+YUynqAJ+Gx3LuXKaAnghwTFx5XGEWZGQor237frcp9P0pbLPZo3jz2+pNbkyVhsAz4DGbvcHC1hGOa+c/KGwOWbHHTaTKsEfCeT0ZTwrFG4eNav00oLLAqBo2q7mM0VjsYaUvrvzwqFo1S32uPOTILSSSRRNrmARNrpzGUEQcMhrYyk4HZnRi/tY/M0AzkLFQlYQ+SjG5VRFAtobwTZpds2iVOuq4eKIedgrQV1HHlydqkXOYA6112QgnH2Sl08RqkBCsClBtaijlHeB7oDlJjr5/7879iRVBmQcMiUX2iE2F2ES2t789xD42aTqrWSMht0P3FucNx7oHayB5yEbrTERPdvjW6XhMtshEWyvKh1Cy270RIDgoPAwjYFlMYRLooUM91cw23qcmeL5nmdvkEIp3ld4R1X/jMMw9xHum43sOx2Hz8lqMhwPZrIjd3uwHmRYhG1bZ1bBdcxTLoREz+BeLmgEgBmaYZJZ0qliwTuksHTEzHZNNcd9kG5xrgaGowzZHiFXHdir5bNFsIhVQaJNK0WjQyzCQ/O6V5HQg4pmSuJb2A4z73yDb9hi8BYeI/y4RBzN88dbmt9LZrpYN1FTwvCtDqyiy8kClK9BZQ52rcZR8htJMgNYaqX/0tt43KfRoMjgMblDrDLzTDMQyF2uwHfnWn2CJif+XkFZ4+xsdsNALMiQU4So8QLy9L6ntuJMNBOIhEaBgI5FDJooIpQdt3uwFSlKEj5uEbVXMAKgq32TyFEa8+zgup+39uwTYtBsg6gzd1p4RwU7MZTKPuQwsJCICXTupi57+y7wJVZz4N3ulcROpf4EQKiVVCyDdvmuYcmU/axzv0G2nnuQF+0xC+WoqdSXeIiGSGntvPddbkBoHAS2nUEuW07KJNF0nK4gc1c7sDROeHksQBVaze73AzDPBT63O50LvDsHzVr4Phic7c78PgyQxndZqzvYhLjIGDQ73bHzGWKy6TjbItqdDeW9xcTdSoJ9w3YzvdiNtnfAtvsm0O57k0R1QVGX9tAhrkKD0p0hyLKRO72Rksq8U1wO2edtslzb4oRAtNRtjLj5upjvmXxHS+QYUqXRb/4ntLyAhhc7rBY62rUO+DdbmMJxhAWkctdGsJklizl27ZxuZ/54/a/AbvcDMM8NE7eaJ/mHZ0LZKFd6oJw9rhZI5UWrU4mgG8fOI06mhhLWJTKtwu0TVvXeTQiPrjdfVGSCzXq9PCOYyQ0GDEJ1G0CV3QxmY6y3q5aQ2yyX5JzG++/fUjnYEEr2wUP/mylOZJKg6yajM0cNg9KdHcJRSWyGv+e0OZXrQrN8ZWFQCG2S+Jsm+feBEvkp31VH8vfF/WfprMY9jnfYTGNXQkjCJeU9f59uy53bmW9qAcWpc9yBy4uEyyq4Q7buNyBZ/6475VgGIa5vwy53c/8yWZud+Dx0xRl9PWiVC23GwAWRtUmknZyye0OXFKGy2hCpRZUi3IrqGVEdcW3v63f+AnMKqG9jdjeNde9CTo6xd3VZFNXaNRwF7BVj/bb+jhEHsTfOrQLvE6UM3BCQAvZ28t6FdvkuTfF9+AeHoAT6Ba7LDnhaIYjlNH3ciFxKTKUndh/7HIHFlrVo99LQ751VTR10mjCZNL+GXa5GYY5ZOI17ejp5m434IflTM6bk89SExZF2/BYlO3+3bHbHTMTKS7EqLX+BxHqOielccQEaE5SrRBLEZP68bN+k+gqeLG9fRGjFaK3m8kmyC16dqeJ5baBTC8PQnQHEmWRJBZpYurjnnWEzJbcYjBOYm315l2e2rWObXJpANYOGbAkMB2PsOiJnsTREiuoyeP1REtqJ6SzIOWQOHcZFq69WOdWYmFkvaj7I832z87mClpXi7cWOLlQrZ7cALvcDMMcNtu43QBwciGRTqPOJLlccrvDWhwiJrHbHZi6BBNkrRHxWvix72XHiSx7Tk7Dh6N+GTHPUszXiO1thugA2++fACqzbHtnNbTB3WRATiK97kikQ8Lj4ZkVPCjR3SVVBoocEmmhaLM3goTdOO4B+EWglIRCKhRyswjKtiPfgeVJlF0MESajEaY9RSmx+HYtIb4cLbHwC67pdCqZ2xQzu/zYscsNAItC1i63NgJGE6bRBpHmhNPzjvBml5thmANkU7cbANJc4Pg8qpvRAvNpY2wEtzum63YDwMymuDCj1ghuC1F/xLfHEZP6fpWBMyRip1mKyXi01H42Zt1+1sc2+6YmiVypliu/CWrDzisJGYwTDUkWqbqfxZYO7Yun2/i43+Gc3XgwonuTIsqEHEZSQwqLTJi1V7DkbN0maRPIWZRKwUi58fSsbQQ+UInmFQuJI8LlaIR5z++Pc3kltfN63aNFCwENale6O8KlSZdGDAeXe2nke+RyZzlBlc1x6ekTiSTKdbPLzTDMobLK7QaA46cSR5OooLIUcLpZL2O32xjRcrtjcqta8cBQVAkABnJlxCTkuIcmTs7TFJedKZUxloZ/dhWb7pFh79VbCnrp7NriyUT4+yRkMZL9IpuLKZlNeDCiu8umRZQSFlI4JFj9xgvfoy1iKKWUyBPVK4CvihU+PzfUZzNMn5wOie9q8dSREO9GS8L0SVeJ8MDcKEzKFKXtuCqRyw2g5XKrUiDNCaNZNATiQuD0cfu/ILvcDMMcEqvc7nQu8OyXmzU1KX0huiq9kRHc7kCf2w0AM61wUTSGiYWoi+INaG3ExIJQDojZSZbVk4672Mokuq6iuTxRyJX/2JQQURmaMi1hkcF4bQC7tm3gfS6mNELc6sch8mBF964omKqRkh9+00eokt60tZC0Fos0QZEo5FuMtt30P6UhGry6t4JwmY4wS/qFf3C5V0VLFtY/527P12mRtNoEBmZzVXcsAbDkch9dEGQZudp/QoividjlZhjm0IjdbgA4eUyt8fDjC0K6aNbV2O3WWixluwNPFyPoKGJiXehkQmsjJhZicKjMZZrhcpXYFmJlxCSwrfgqEuX30y2Edtizu9OkAUDCF2WqFdHScCq+TTElw/Rx0KK7W0TZV0xJzkE5P/imr4iDnIWs2hZtSp6m9ccmbJp/c+vEd5JhOiC+g8vdjZaExbd0BOsEtCOYqE1gaUTvMJzgcodNoetyZ3OBoyjbfXQucPIGu9wMwxwe8VqXzvxY+HhM/PGFXxtVKWq3O9B1uwPTRYJp3pg82lFdf7MuYhLc7j4mSYZpMiy2zYbdvbbJdTd75uamVRiM0923Cb69IGH9vi2vOLmaYbrc+zHw+27LE650h/LcifWj3/verOS2E98A6q4jo6Jcc8/1ee6AFQKaZG8RiQXhIklqkR279bHLHaIl/mcikW0J2hEKLVsFOt1oSSDLqdWxJLjcoSL/6Lx5bFUAJ2+s/esxDMM8SNKZ/7M48n+G9VGnAtMzh/EFQScOZWKhSoHjS4npiQGi/PAilyg14fSo2VOsFQABxgpoIqTC1BETPxrej4FX1YC4LnOZguBQkobsiWWU0q/xyq6OYlgSILt5F5K+rlybQM7CRnFJQmgx2C/0pWvmciiY3j7mu/B1X7rEF99xspfH2jtiOJ56k8/h0HgQTvfR2CBRFkcjAyUtaM9Xp0N57lULh9iyQ8kiTeqPdazLc8f3Mz1DDAI5SVzKDCV1enFHLnccLYkLKMuoVWDcG3Y6V5h2XJfgcoej0djlTuei5XKHLibscjMMc0h88LVJvf6lM78u9rndAJbcbgDIFxKTqUIenTr6uQkCC63qiElpaSliErvdMTOZ4lJmg3uI3qBt7ra57m32QmDY7KLIQOuyLte9K6NUI5EOo8wgTSwXUzJLPAjR3SVNLCRZJNIXSaZkltom7cpQnju8sXcdQRszyzLMsmyj+MmqPHfAClrqsxozFwpTMZD5rhbksEgbK1DoqgesEXXHknjce6kFLs8V1Lz9vLpZbna5GYZh2qQz4Oi8+dqL73iCr2xluwHATSTm0XprqrXZGFHvfdaKlnGysKpVUBkzFSkuqd3DO6Ykgt5EbG+Y6w57Xt+wtz6G9tkgwFeJ8L5c9y4QHFJlIITDKDF18waGWcW9j5dsiiRbF0FsWgC5jlV57sE3/haTKS2JerhAtiZ+EvLcq9xvX4Eu62hJXETjIDCtBiWojqMfXO4QLQEqhzvkA6tJaHkh6zaBACCr48+YbC5w9qf9WW52uRmGOXRU4eMlaVUDU4z9nuFPBy2mZ80eMpoRyAKLsV+zjSZo5ZDBx0ySI4vSECRZjKrd3liBORTGUvf+/glGSGGWelZbCBSkkFr0RkyAaBqylJBmvYsc9rdN90WybjBiKaxdGtQjrYMh4Z3tK0YZEmGRO4mELIwjmHuusR3Q6sF+W8/h0HiQTvcmNNXIDg4CBHelHNeQyJZ22AHfdIytFQKX4xGmo2yj9oOaJMo1xSw5SVhBS06GhcClSzGxGfLOFMrgcsfDcIwRtcsdhuHoUiApm8Kf43PCaNpxvTvuDbvcDMMcOsFwSGeNCZHOl9dLADh92q6XMUW1DmtRR0zi2QkLrVBouTRnAQAWLsHEjnDuGqdZQ9bDcIoVhZVAdZoqN5v6OB1luByPMO8Z5LYtcoVrvcuY+NZjV5LwMEe43A9+//d/H3/rb/0tfOM3fiPe/e534xOf+ASKolj/gxGf+cxn8M53vhMvvvjiNT3LNgfjdG+ChIURoq5JKYTEyPW7AavYNs8ds27R8v230/qKPtHDz88IfwS4arEsBUGjX6DPTQLtaCkj3zcMJ7jcpRYwBYEAJJHrfTQhjC+WhffJG6I1jZJdboZhDh1VeLGt07bbDQCjqYA0Ehdv8k5yuiCU1aY1nxNOTq03QKpaG2MEFlAAdO12B2YmQSEkUjKQPf2ojfCRlHRgPoUmCVj409EV2jTERqQxe4lgdgmPuWtC20T7robc22k4c32cn5/jAx/4AN72trfhk5/8JF599VV8/OMfx2KxwI/+6I9u9Bivv/46fvqnfxpvetObrvnZNrDoXkHo062FhIKBFQrZBkdmN4UX4H4xS1c8LyMEtJAoowxeN1pSQPbm97Qj5NpHSZbEtxGYzJJWIaWuHG5ZChxN/BCHpGi+/+h1WnJsTt5AS3gzDMMcOukMKMZNJxMAePaPJJ5+pUU5qvLJuYBOBBItYBIHUxCMJqhqNPkil0AGyJ4pihdFipHyzQe6FJUR0zcWve7bTevz0fM0XZmzDviuJiuG00XdRZrb3M7dNwxR1YN8s/aGD5VdJoTeFX7hF34B0+kUn/rUp/DMM88AAIwx+OhHP4oXX3wRb3nLW9Y+xj/9p/8U3/Zt34Yvf/nL1/xsGw42XrIL0lrkUkKTREHbX69sk+feBivITwVLM8wH+nAHtJDIK/HdFy0pnETu1NIgnNIRni5GKEzPaOFCYpH7xR4AklLULneSC98isGgXTT77R+2BOAC73AzDMGEdjI2Ik8e+d3cgWfh1NSmEn/a7aBepay0wnauWIRK4zFNMy3b/biC0iVXIo8LKEDEB/MmvFusjJNM0wyQbDU6pDJiBGqR1j7/rPqpJoiRCTupa3PYh9t3WmPH8+q//Ot71rnfVghsAvv3bvx3WWrz88strf/43f/M38Su/8iv4u3/3717js1zm3ovu0JJHSgclbe9V+3VAzsJU2elSEgq5nQhflzfrKxYJ1eDdYpEYU02gzOVwuyVX5fRWRUsKO5D9KyUuZglmi+W/73xOda4QQO1yZwuBZOE/j13uo6eiVaXPMAzDNKRzLEXw0rlfS4+ruF6Sx60Efecoo5fX7sksxRvTfiFcWLlktASMECjE+v1trjJcptlK9zTsYTdBqG0yJFvxketGSYsssUiURZrc7WrL8O9xWx9X4ZVXXsHzzz/fuu3s7AxvfvOb8corr6z8WWMMfuzHfgw/8AM/gOeee+5Kz2NbHmS8xLcLdEjIQkrfPnDUc7y2bwqp/OCcShSPtwz0913hD7Vc8gNwhheSkghzmcAJgcQu576Dy702WmKot92iNoTZdFmwJ6XAaE44mjTfCy730bmosorNmy0UDLHLzTAM4/ngaxP8zHOnOHoKXFSaQBVNm9Vi7Gq3u0xda1BOmbRd3OnMO96pWhaACy0BhZUREwC9g+ICl8kI0plqcNzy960QN+Is50lS/7517QyvihRVNxgNGKqaMpBAmvi9kdmcL3/5y/ju7/7uwe//6q/+au/tFxcXODs7W7r90aNHOD9f7eb9m3/zbzCfz/G93/u9Wz3XffAgRfcQCVkkwiARFkoYpMJcW8EEOYdSKZTwhZXjcv3EyV2w1fCboSM5KwSmalTn8IYWv3XRknnR75xP5wr5YnmBU6XA0aQ58oxd7qNzgaOnzeAHhmEYph9VNO0DL97s1+907sU24NdWXBImX9E2lvKFL24fZRajrPmetgKLUgEJkFYZP18safyAnKprVdZTWBmYSZ/VVmSgBk5tDQmQo9apriMCBuqP1uW6+8iVgqtiKlfJeA9BcEiEBaABKD+lWViU9z8kcLC88cYb+Kmf+in8xE/8BNINusHtm4MS3UOMoEFwUDDI3PUI8Vy1X+rjPN/773BrrvALIbEgL55X/R1XRUsWhYQ2hO7aOJlIqHL5Z44vCMkicrZb8RIuoGQYhlnF0VNAp76gUhXNmpkUAs+8JvH0OVML8MD8cQJ1ptFNPYZWgqejZROosBIpobeLSeCCfA9v6fxe2cUKgnVuyRkPYrhr+hgiwNqNnfB5NKVy7wLbWSghAKeRC1XPqygGIpgPAdszhfSm+aqv+qpBN3sVZ2dnmEyWT8jPz8/x6NGjwZ/7F//iX+Cd73wnvvmbvxkXFxcAAK01tNa4uLjA0dERlLo+acyiewDpLBJnvRjf86hYAK1+25vEUFbluU0n/10SQQs5mK0rBaGEn0bWNwgHWB8tWeQ97rYWGF/KVu9YoNoc/oTqzSK0wwpwtIRhGKZNiJgAjds9e+SQzptamFhsJznh1Aok2mB23F7Xw3odIibaNntDiJiAgHSg6d6lyJALhWygha4FwYh2hxJ/CuuWIidDAnyIsFdeh4utnIGGRAqD4sA7mdw3nn/++aXs9mQyweuvv76U9Y75gz/4A/z3//7f8S3f8i1L3/uWb/kW/Kt/9a/wnve8Z+/PN8Cie0OktSDYKrc2NIJ2t6KJaTT6drxm8iTQ5Lm7kZLuVautWgXqgehJCcICCkXPGOD6Pj3RkuByD0VLsoXAaEatjiUAqs1C1Eel7HIzDMNsztG5F97dtfP4QkIai4tn26LZaMKi+jyOmABYiph0WTiFHBKZML1i3ApR97SWLbEtQKimQCLUKm3uZgPNnrjvLHhiLUChF/f+hTxzc7znPe/Bpz/96Va2+/Of/zyICO9+97sHf+7v//2/XzvcgX/yT/4JRqMRfviHfxjvfOc7r/V5s+jeAXIWylkI5+pR8PtiGk3p2iQHHvLc6/pt+nZPw+I6dwqFlZCi/+8SR0u6xNGSJGpbdXQhcNQZiBNc7qOnK58uwzDMwRMXVHq86A5kc4E3/bHE0+eqYr64beCFAlZETMZpv2s9t8oPzBEGiVi+TwGJamZPHTFxQlTTK0XL2TYkQGZDR7sqhNxFaA/luRNjUEoJEoCy5toLLO8bm0wQvau88MIL+NznPoeXXnoJL774Il599VV84hOfwAsvvNDq0f2BD3wAX/7yl/GFL3wBAPAN3/ANS491dnaGo6MjfOu3fuu1P+/7+4oD+HP/3wRKOowyg1HW3+T/pggLxb6uzB0RZlmGWZbVVdnrCH1IV129GyHgPfvl+xhHmOgUE522Rr3HFHp1tCRe9ANnr1NddV/fv3JqOFrCMAyzHek8RPaW19vRTOJo2lOTk0sUPa0EA3Oj8LQcDbcOhG8z2yXeS0xlAm2aFc6TpN7n9gU5B2Vvb4idkhaCvC5JlMUos9yr+xp49OgRPvvZz0JKiZdeegk/+ZM/ife97334kR/5kdb9rLUwd2io4YNzukepgSSHRBoQOWRkkJCDcYRkYJTtvomnb11lJHzACoF5mtZXpalZPZregmCqXHdMty2gqzqW9JEbiULLQfHdFy1JSlFHS7oj3wHgmT8RUDkf5zEMw2xKnO0GgGf+mHDxnIOO89wLgeChTU87dTorIiYAMClSFNZgJDWkbJtGDt7BLkHIBvLeXmQ7CEegDQaxz9PMt9bdk1ElrK1rna6jg8kqEmlhYWBKgUxZLErhX8PVW/SdIPzb3vZzuApvf/vb8ZnPfGblfT73uc+tfZxN7rMvHpzoHkIKCyn8YqSEhYCDcQIGAqM9/L9blefeZy6tlIRcjeo4SapXv7u1oFa0xELAdMR3iJb0sSi9+O6bbAYMdy1JCuDoYtnhTufA2WsrnzLDMAzTIURMZlFjBl+Q7jPTT0fL+8xQxAQALucJtKHemIlxfn6DijqZWPhTUsB6sSYkcgKyDVzlWZrVcczEbG5ErerxfVMC27iq8FP49oG5k0jIwnA/bmYHDv5/TSpM62pPg3oHxeyTfYlwC4HLdIS5SrFYMYEyEKIlgC+i7F7lakeDR4vaEJ5eZpjNl1dvpQXOnqjeaIkqquLJ+fL3OFrCMAyznr618uhc4Oi8f70+Ple9EZPZXOFynmA6798vjBPIO9MpS0e1IxkiJpvskXOV1lMq98G6fXMf+6qFgBECVJ2KG4iqTzfD7IeDcbq3QcHCCn+kljh/VW9JIttDVKRLfKV+lav2nBQMeSGdrHEevM/fjpbEi+yqaEmpCYucescMr4qWHJ37se/csYRhGGZ3fLtAgYvn2iJzVcQEAKZThWxkcKqWne1cSyiykJ14iHbe7V4XMQnMZYpcOkhroZwZHsa2oqPJTU2w1ILq4XJ9WfVDgLu33DwsujeE4OpepCAJW4nUsb6GITdVPm2XN4QVhKlS9SKSrGljGEdLjBP1URoAGEtwTvRGS0otoC8URrqnYnwgWgJw1xKGYZhdOXoKzJ5p37YuYoLHCS5PBcbj5b2gNARRSowSL6aNFTCCAJjeiMkQE5khId/ViwbmWjghANcvqq0QIKK91ED1UZCCFaIq9BRru30xzHVxmJd3e4KchSGJUkrMkxTzZP8jRcNQnL7WPutEuRESl5RhQhnmYvX1VV+0pKzEtjaEeeFHCndRpcAzf6owmnG0hGEY5rrYNmLyzJ8qnFws1+poLbAoJBZFe0/Q1clmX8Skj6lIcEkZLmU2WBBnN+hmsm4f28V8micpSilRKAUjaOcZGgyzb+6t0/1/S/8mytLlq2rVHYF1Q5CzKKSKqrLtXiMppaTentxmg0XJQGIO6TNqK7q4dKMlZadYZChaIkuB0ZRwzNEShmGYa2UoYjKaCqiSQAZYHC+v81oLlJKgVOVsGwEn/f4xFDHpcokMibBIYHq7lVgIUNW3Wy452gSQ3bh396YUUtbGlHfS7a30oFbSLu2ZdxlzB8bAHxr3VnRvgqJm0Umqz2+6KCJPktZRWrbBwJtN8IMIVvfk7sOAsHAKc+tdeTEwDKcbLTGGUFZiu9QCizn1RktUIfxQnB73haMlDMMwV6MvYjK6FCDjIyaXac+aPpeYAzg5tdCduGA3YtLHhRkhJYMCGulA3MTAT6Lsk5z9kZLtJ1UG4tkVN51LJjgY+I5opqqLSqSFGWivyzAxB/2/JAhwgquv7gnX65LnSYJ5mtYf+0ALWRdRdllVIFI6wtSkmJnhzidD0RJVElTpCyfTnt7bqgBOHnO0hGEYZl8MRUxGl/3CczTz67Sq1u9wSjkUMeky0Sme6vHWz9NWnbLiU1iLJku9rVAO+2WeJBsPi9uV4M4TXH0qfN26gDkcHrTTvSsh/yXhbkSEA34R2sYFD4tWa1ETBC2Wp4bZqg3i0FGScYS5JszK1YtZX7REVW0COVrCMAxzcwxGTC6rE8nUIYVfo3XS3KcbMekyyVOMlEYhJVIaGIjTs5fYMAoeVBdThpokRLdtwjxNb6SDCTlbufMORggoWBQ4jFHxDrffveQQL2UO2uneFIKfMBl6d17XYuBd8AyzJMXsikWZRkjonl7cfiDQ8KJSGIlJnmBR9t8nREtU5HzH/bnXRUvY5WYYhtmdD7426Y3qdYsqk+6I+LnEfD685U/zBE/nwz21rRNLw9UsBPJq+FooprTVpMNtO4TMkhTzNMN8T329u8QTMIW7fkONYfpgp3tH4jG218W0Gv0eFi+5weSvmOB4D417NY4Gx7yXhjBfKCyKfvHdFy1RRfvzvpaBDMMwzP44Ogd06j8AQHUOTEczgk4ctFrerxaFRGkEjkcao56mBIEl8wYCJSQSoFVMaSrXeBMW1SlvmFQp7f73U+EcSPQ788zVx7Az28Oie0+ERSPuXLJPtCAUquk1mpnV498DcbTEVM53YWVrETJOwLrhN998ITGdDv9X6UZLVBF6xwIqF1xAyTAMs2eOnlZiO/Mmh4/w+f0njpggWxaz06mCNgLjzED2+CqlI5B1dc9uwLeVJSFBzkHuKGSnKoV0Dsqa6vR4f0L7tjqWMMw23GvRraSDlA6JskikhSDfjcM6cWdSWdfhhlshMFUZDBG08H9TtUFeLo6WmHBU2OnFqq0YrMIuckKxIJxc9r+63WhJLL4BjpYwDMPsE1V4YyOIbX+6SLj4M8umz2hOKCxwYQWOjwc6kFg/IC2s8KFnNwCMSPuIifAGzrrWggAwlxnyamiOcG6jfeo+QwKQ5DBKDRaFrPWJNgL/t7R4m+SLgkPnXovuISRZyKoVniQHEk01MoCqV/XDQQvCnBRMJcDlRgK8iZYYK7DQCoWJxsL3TKEMhGjJaNa/gHSjJVxEyTAMsz8++NoEP/Pcaf11N2ISEzqYXD4yKAbi0tYKlIYgybe+M8bBCgsZOdGbOtszmfqTX2eROPugCseEcIBrdzNRwsIIUX3vfsU1+GTg5nmQonsdoVWghUBaFUcaSBD0rWS/bN1Gafu+2100vAAvq39aseb4rhstMdXiW1SFlFqLpb6uMWdvSIymolVMGeBoCcMwzPURR0y6jC8IwghM3mRa3UsCoYtJlhloQyByMJKgrUMq+yMmQ1yKDFIYJM5CYXehHfp5X6WH976ItYCFqBopsEhlrgb/D+pAcHUltqkKELWQsEKgpJu7RjEkeqdPbkMBiSlSTFyKhVv/3LvRkkUhUWqqe3SXWiDpEdcAcHxOODqnVpwkhqMlDMMw18/JY4FnXu3f2tOc4LSAqdIn2gjkuS+mDISIyTqmLsEEGaa4WrcRV42KN3RzhleYaxH29jCuXrMkYq6Zg3S6d8VfgQvkUoIcIalGvGdmP1Mmh9CCahd8k5HvfRhIzK1E7iTcmgW1Gy0xmlBUi3VADYhvVQicvc59uRmGYW6Ss9f9mrw4WXaHVSnqft1JKbCYS0hCq1d3HDEZ4tKkSElCCotMbFbM38UIAZCEsmYpqnEdFNQ0IPB/3pWKr9umv6vZTT+HQ4Mv664IOYuSJEpSKJRCXn3Mr9hne4h60ldURLktuZWY6BTTMkFphv8L9EVLji5lM+Ws9LGSvmhJOhN45o99nptdboZhmP0S1tWz1/wAsi5JIZAU0QCzat2O0Vqg1KtlwEJLnJcpJn2B8Q0IQ9ucEDvvWZswT1Lkyu/DJSkYQSiJBTZzt2Cn+xrJ1fLLO95i6uQmhAmUu169F1Yi1xKLUkLSsOPQFy05uiAklaMdOpWww80wDHN7+HkJVSOBUmB8UfXprnLdaU4oEwdjMdjla1YolEaikAapMpDYrgVuXKB3HcWU82seBX8IONx+//JDHE/EovuG6VssMr3bMV0XDS/A9Q4NE50TuJwrL8Dz1T/fdUuOz6kzGIfFN8MwzE2RzgGdiupPV3ePOn9z1GUjipj0MV0oJNrCGFG14d1uXzKQPi3gcKViyi4ssJmHBMdLbhkrCPMkxawa/75Q+1lgCvgx8LnbzQGfzRUmU4V8MTyRshst4VaBDMMwN0c3uje6bK+73YhJH9OpwtOLdG2tTx+lIxSQKPY4GWOWpFgkCWZphmmacVs75kHBTncP113YsY5ZkrYKJzedPjmEgfQxEieXhuEAGByG478HzCdqsCc3sBwtSWfcKpBhGOamGE2AYgwUR/7rOGLSe/8ZQZcJzKlBmm0eHQkTjVMCcqidiyljwpRKqsbB32abwEPjtuMlhwiL7h24yUUhTJ/0RShUX/XvOtmrtITCSt+L227nTozmEqfn1Fs4GehGS7iIkmEY5vrpRkz6OH0iQVZgcWRgBmImXZwTWJhGKmS0+1TJXCYonQTBi2zpzI2LbOEccMV5GAyzK3xuswf6Fg1y2xWebIMWhInMMKMEM0pRit2vnXItUWjCopD1kJx1x4xJIfDMaxLHFwLZfKh14M5PiWEYhtmQdcbG0QXhmVclTp6uNll01BK21IRp7ospV3W4WkdOCWYyxVSmmMiMnVXm4GGn+wEQCih9jbnYqtI8jpaUhrDIJeYLWbcKNOXqBffoXGB02c5yMwzDMLdHOgfOXieQsZg92sxJnucSSvn7jtLd3eyZSCFhoaoJlbcd12QGEIDhi6Abh0X3LRKiIleZOtlFgzBDgtIRymoKJYntFz2tBYqCUCyobhU4NI0ycPaaF+BDUykZhmGY6+PoHAAELp4DinH/uh/HA91EIhxKZqPdhPbMplgIh5EoIWGRrRkZvwl+7DqLdebhce/jJc4JkPDTtEg4SHJ1PILgYGw03tb50a9lTzHhXSGMo73K9MkY7QgTk+LSpJib9Z1R+qIlshQYzSVGs/5BOF1G1Wkn57kZhmGunw++NoHKN7vvaCYwmkmM5sv7YBwxGWJhFSba7ycTkx2kWxrHZKyLP/cml7OAswK0YvbFbRP6dN/mx919da6Pg3S6JRwMJMg5aEH1FbWO+oxSJXiTa8xmb4qrxtdeldJSXUCZ6/VFlH3RkqQQOHtDYjQVnd7ch7fwMgzD3EVUPbTMb2ijqUDw2KZn2zvRi1LBGEKpDDJpkF6hmNIKAqrYiQUBwkLecscSI3yLXQvRimqGDwDQO7bfZZiYgxTd21AKgqxEOcHCCgFyDsI5WCkASByXN1c1aCFqZ+Gq/UsXpcSiVChLgjYEseKqvC9a0pfn5mgJwzDM7RC73X4tFtCpWMp1b3JiOZ0nMEZgnAlkanfzyUdFBKyoPr9hgZ1LWT0PgiEvrMNoesDv8QxzU7DoviLkHOYqqfuM+tsswoDdzOx37HsXCx9DCVfmOz+OAyYXKYqSNjpi7HL0FBhdstvNMAxzm4Rct06Hc91DTKYKpSaUY40s2V1ou8glvolsdi6b6GQwo/YV0XzI7G9uKLMp/IpfM7lMUJJCSQq5TOqP60CDoEEwzovwXbN2RhMuzhO4iVw5FCcQR0s4z80wDHPzfOgP22tuO2IyDD1WmE4lZrPd4xPW+VopA0K+x+mUXeI9NN5TGea+wE73LTFXGQDUWe1wRX7V6ZNdSkcorYR2BLuD4ZBogeNz5YtvpqsFOEdLGIZhbpd1BZWjKSEpHJJSYfLIYjHeLp9tHerBaiNZNS7YoUPWKubKC+nlE2SGud/ciOj+/d//fXzsYx/Db/3Wb+H4+Bjvfe978eEPfxhpmt7Er783xNMnrRB19iy1+xPiFgK59gMPVo1/H+L0CWE0JY6SMAzD3BPSuQAZQFjC9Bm78TRKwM9yyDUghANZ56dJyv0J4LnMkJOFchbCORB4FPxN4Q6w88xtc+2i+/z8HB/4wAfwtre9DZ/85Cfx6quv4uMf/zgWiwV+9Ed/9Lp//YNgJlMYCJhqDLyFQOL2I8SdhZ9ImUtYu/kbUBXA0Tnh5DH35WYYhrmLPPMnAhdvBsgAF2/eXMgucu9kK0kQBEjaj8ieUQpCM/6dh+cwh8a1i+5f+IVfwHQ6xac+9Sk888wzAABjDD760Y/ixRdfxFve8pbrfgoPDguBS8qgIVsZOrmHxStfSBQ5wenNenID/jjz7HXBeW6GYZhb5EN/OMFPfc0pzl4DAIHF6WZ7gpoTFuFz5ZDuob/0JTIkwkLBQlbTKdUW05IZ5iFy7YWUv/7rv453vetdteAGgG//9m+HtRYvv/zydf/6g8GAMHUJZi7F1GaYmqTO3e1KoqshChvkuRmGYZj7gSy9qTKaEUbzqxc+zq3C1GaY2Axzl+DcZXt4lsz1cruDcXy3tcOLt1y7knrllVfw/PPPt247OzvDm9/8ZrzyyivX/esPmtJJTHSGqVa4LBOUVxThoynnuRmGYe4jqhAYXwqMpgLJFYeZ5UZiWia4KDNcmvRK7WoZ5pC49njJxcUFzs7Olm5/9OgRzs/Pr/vXMxGFllho5TPcxdUE+NE5YXTZ37FEqZt1xaWk1p/MMvwabQa/Tuvh12g9d+k1CiZJMXbQO/YumOcKhZY4zjRKSUikvdJUSuZuwBdLNw+3DDxgci0xXyjkBaHoGfm+CSqvJlNGMe6v+IrjPT3D7Tg7G9/K771P8Gu0Gfw6rYdfo/Xc5msUhuRsOyAHAIqSYLSAMQJHI4M0MXupGWKYQ+faRffZ2Rkmk+XCuvPzczx69Givv8s6AWMFSACmatafwKK0BAEHKVzVkshBwcIIAhwAAaQwCGmb5I4Xe4Q8lKtzUfvh8lKhyAlqTjjOdxPhH3o8xZMne3tKGyEl4exsjIuLOYy52/92twW/RpvBr9N6+DVaz22+Rj/8J8A//8rtjI80J8hSYK4FTEkYH2vILdoKDhH2KgEC7vi+GjCQ0CCU8MN+SkconfIdxBzBOEJpCQ5eb5SO4JyAq/SHdf6DYfq4dtH9/PPPL2W3J5MJXn/99aWs910hFxKJs3XG3wAwEJCCQM6BhAM5CwLV/US1cxhf88j3TSgdRUUKu6OqIpuTc4nRlKA2/KtpfXsLqzH2Vn//fYBfo83g12k9/Bqt5y6/Ro/ekJDGQhpgYYDpye5xEePItwKMth3fA/r23PGc1NLMC8BfCJSCYIU3rrSQzW0HFLdwuP14ySGenVy76H7Pe96DT3/6061s9+c//3kQEd797ndf96+/UeYyAcECkL3N/cP0ybG+GXEerraNJWjrx8PviioETp74IkoupGQYhrlf+AE54cNicbLbxYCxBCkcLFX7ixOgPU+kXMVcJSv3VwCw198jgmF24tpF9wsvvIDPfe5zeOmll/Diiy/i1VdfxSc+8Qm88MILB9uje66SelHouxLf5wTKPkpDsE7AWQG7w7qrCoGjc4GTN3yeWxX7f44MwzDM1Tg6B8gIXDy3/YAcACg1oTQWgggkHEojkKnrFdhzmVUnyX4EvAhj4O9JPIVhVnHtovvRo0f47Gc/ix/7sR/DSy+9hOPjY7zvfe/DRz7ykev+1fcSC1FPoOwefwG4luECRgtoLeCM2GooToCH4jAMw9wdPvSHE/zMc6dYnG7+M9IKJKVAqQRSTTDKXVvxZC4SQAAlLMj5CqXE+fHvPKHy5jAHFKe5K9xI95K3v/3t+MxnPnMTv+pBUwrCHAkMCLr6KF3VmmrPx3uqFNHHXh+aYRiGuQOMpgSdOKgtjZZNmTsFKRxSGBhR5b5hePw7c7Bwy8AHgAEhtxJzq2Cc/9xBQIn9ueKjqYAq/AfDMAxz/1BF9VH6mKDeQ4eSwNSkKJ1BISRSMkhgIcGtBu8yjp3uG4dF9wPFOoFLnWBhFEpDKI1EofdTXJLO/cKdzjnPzTAMc5ephXaxn24ii1Ii14TMSBTSYKQ0EmmREGeuGWYdLLoPjEUhkWuJRe4/jL5ia8Hc/8l5boZhmLvFaAJcvulqjzGZJDg6MjCJgDaEo5Hee5yRYQ4FFt0HTmkIZUGYTmU9FOe68n0MwzDM3eXoUmJhBS61QKkFRiODLGEH+yHCfbpvBxbdzBKjGSHNBY6f+sE4oymLcIZhmIdEshAgA5CRENYXz18+2n1ADsMw62HRzawlKUQ9FOfkMQ/HYRiGuW+oAjh7nUDGggzh8lkHs8dCSoZh1sOi+4Cw0URKd4XplABw9pofjgNwnpthGOau8cHXfK9uv04LXDznoNPbflbMncHdkT7dd+Ap3CT3XnRbC+QlQZBDAqDQEpK0n7jo/IAZYwWMIAAW5AhlnCQKBd0CvkE/BFQ1HdLANENphIVxFkL4KVlSkG/kHxWUkKtGwK9IKlkIZPZuNb4uo2JKznMzDMMwztzNvSCnZO0eC6Ce8GyrQXPxwDkryN8OgbL+nFozMCwESkcwkNCu+Vo7gnEE40StM3It689LU/1eB5Rl0zHsaxMeTc88ANF9H8kpWVoQAH/VaQS1FoTUXe9I+CHCVMqEWwIyDMM8SPw675AUAmV2fUNy1pGLBEY00ynJ+WmY8YRKb2oxzP2GRfcdZ0opLAQM/Cj4HBIG/irbgKCdhBLXX/zS7vXKMAzD3Dfift2qAMobiJssXIISfhplKgwSEErhIGGhquE5PJ3ydrjt7iWHCIvuB8DEZDDVsZd2hIX2x2GFljBXzG73EQQ4wzAMc/dRBZDOBHS6f3E7LRMk1mIkNaz0cY3SSSTCICVCssfJyAxz32HR/cAxlqoJYhLGCEwXCmVJyAsJInYXGIZhmNXMFxJaC5SJhXECmTIw1sImAonkNoP3E3EHxsDf9u+/eVh0HzDTqUJeEPKpRJZT1Z+biz0YhmEOlZNzCXUkUJQClxYwY4uj8e3UFjHMQ4NFN9NClgKjmcDxhcRoKnB0QdyXm2EY5oGRzgXICDgCqEqAkAVmJxwHYZjrgkU3sxFH54TRJXB0Dpy8ITDi1twMwzD3ApUDJ48BQMBK1MNxriPjzdwP/Bj42z3ZPsT/fZwlYK7Eh/6Q1TfDMMxdJAwu48J3hrkbsOhmGIZhGIZhmGuG4yUMwzAMwzAHhr2GlsJbcYDlYiy6OxTVEBoFCwcBLRwIFtYJkPAN/km4eiQ8AJDzf0qxfHBAztUTJwOmHlNbTaIU0n8NAeW4/RLDMAxzuJSkUAKtCZUQErInBbzJHtsd/W4hYIRoDZ6zEChBvb+DYfbFgxPd1gkUWjY3KPgQjQFSCUjnUEZvMgCA8D+XCHvrk7EKofybXxD8sxHQIJTV56UjGBByp2Ac+a8dobASiocQMAzDMHeA3Po9qhAWiZBIycA64ce9w0HBwoBAwkHC1II3fO+20KB6n9VOwoR9NxpAZ5xAafy+a62AcwKlEchj7XEPMIdoNd8y91Z0f21C0EaANAGwMEagLAlJcrjCc24UjBVYGIXSEEojUWjCopDQhurBOMbyG41hGIbZjkXuRaWzArY6lbXOD2EDAO0sEjIwjpDSYZ7aOgsUpUSpCaUmGC2gNe+5jOfeim5md6wVmM/l0mCc8aVEthCQhhcIhmGYQyNdePFsKsO2ADAHYKzCkTNID9jUYph9wKKbWWI0JSSLZjCO/wAPyWEYhrnnjC4BQECn/msrhf8gwuyMRfUh4biQ8sbhloHMVowmou75yj26GYZh7jZ1r+48CG6GYW4LFt0MwzAMwzAMc81wvIRhGIZhGOaA8GPgbzffcYjNGdnpZhiGYRiGYZhrhp1uhmEYhmGYg0LA3HYh5QFWUrLTzTAMwzAMwzDXDDvdWzIXCgRXT84iOEAABFePrW3RuZCz1aj4kKXqjqQNUyjjsbQGfgKWgZ9SWVYTKMOErMJKlFbAWP95riWMJSxKidIQtCHMCwnD/bcZhmGYK1CWfg8T5IACMFZgnGosSoVRogEArtoHjRBIqJr+bAElBAz8BEorBAxEtZcSFCy0cCBYP53SOVC1X5Jw9R4LdPbZgT0WQGvydNhnk+4ezTA3yMGL7qIa8yrhWouBrhYBP5JWwAgJAb8g3GeKgpCXhFILLOaEtBQYzQhpTsgWAulCIFkIZHOBdM4inWEY5iGjCr/uWwmUqQBAyDIHgKATh7IgGALKwsFageOxvu2nfCVyIWtzS1eH/WX1dXf8u3EPOwxw24WUh8iD/h+1KCUWpUKhpXeEDWGqVeUMSxRW3vZTvPOklfhO574/tyqA0YR7dDMMw9wX6l7dBaBygXSO+oNZTekIpZPIK82w0P4EOZwqL7SCtixemc2410631gK2Es5E/pjLOAGk/jhKiENsSMMwDMMwzE2hDaE0BGMEilJiUUhYCxgtkJcP2ttktuRei+4vvuMEX/8Kj9hiGIZhGOZu8sV3nNz2U+jl1sfAHyB8CcYwDMMwDMMw1wyLboZhGIZhGIa5Zu51vIRhGIZhGIbZDh4Dfzuw080wDMMwDLMhty1WmfvLg3C6jRawCpBRB8DSEFJlbu9JXQO5U3BO1C2MSlv1FrUCpZXQlurBOIX21dRl6YfjGEMoq9uMJhiuqGYYhmE2pNSi+rMaWEPepyThUGgJKINcS1gSMFL47mFEcFZACQGQF6vkHMb0sPZmALBOoDTNvhpep7uM5ULKG+dBiO67TCGalzhcHRshWl93p1Ba+Eld3UmU+8RYQFiBNCf/50JAWCBdEKQB0oV/bmR8b1cASGcC6WyvT4NhGIa5AT70hxN86q2nSMdAceSH4pAByDikc4Fi5JAtBEziMJoRrLQoS+FFdArsc6pF6RQcDAQIibDVtElCAgsCgeCgq5a/VO2QACBdFUgQsr4tdXd3WE8swhkGYNG9EyVUPa4WQHtBiBYDhmEYhmGujz5jC2ibW8HYSnB3BTqzPb//+7+Pj33sY/it3/otHB8f473vfS8+/OEPI03TwZ957bXX8JnPfAYvv/wy/s//+T84PT3Ft3zLt+CHf/iH8dVf/dXX/pxZdPdQOH9NL2EhhfN/woHg6qtwhmEYhmHuDyUUbDX+3UDUJ8yl86JcHNjebu5xvOT8/Bwf+MAH8La3vQ2f/OQn8eqrr+LjH/84FosFfvRHf3Tw5373d38XX/jCF/A3/sbfwF/8i38RT548wc/+7M/i/e9/P/7jf/yPePbZZ6/1eR+s6J4bhYQsLARkdbyVCAslBJR4eHkzhmEYhmGGKZ2CduQjnk7AOEJuJYwjEE+4vlP8wi/8AqbTKT71qU/hmWeeAQAYY/DRj34UL774It7ylrf0/tw3fdM34Zd/+ZehVCN///Jf/sv4K3/lr+A//If/gO/7vu+71uf9oANHzgksSomFVpiXCgujYCxhofeZTmMYhmEY5iGTG68dFkah0BKLUqE0vmkBc/P8+q//Ot71rnfVghsAvv3bvx3WWrz88suDP3d2dtYS3ADwlV/5lXj22Wfx2muvXdfTrXkw/1sWC4k8lyhKwqKQMEYgZ3HNMAzDMMw1YZ3AopC17lgUEnlBMPruRzdcFbG5rY+r8Morr+D5559v3XZ2doY3v/nNeOWVV7Z6rD/4gz/AG2+8gbe//e1Xek6bcO/jJb/3/Am+/pVLJNLe9lNhGIZhGIZBaQjWAl98x8ltP5U7zZe//GV893d/9+D3f/VXf7X39ouLC5ydnS3d/ujRI5yfn2/8+51z+NjHPobnnnsOf+2v/bWNf25X7r3oZhiGYRiGYTbHudvv0+3uQEz+k5/8JP7rf/2v+Lmf+zkcHR1d++9j0d2D7xR6f53zMBjHWUAbQmkEtBYw1Uep/ddpKaBKgaQUIAtIE/q2Nh9A8yfDMAzzMOiu72QEhAHICgjr/IyGUsCQQKEFJBEkWWgjABCUcjDkoAVBVEFVPnFmtuWrvuqrBt3sVZydnWEymSzdfn5+jkePHm30GL/4i7+In/7pn8aP//iP413vetfWz2EXWHRHhKE0t90SsICEcWFIjoR1oq6oLh3BOEJpw58CxhK0rYT2PW4BxDAMw9xfwjAYIofSSjhnkUoL7cdRAtTMtTAQSISFc75VXyIskjtidoX91+4he8xcD88///xSdnsymeD1119fynr38YUvfAH/+B//Y3zoQx/C+973vut6mks8eNFtnYB1gLEEKRxKQchuqSVgHjXxD/1BAdRvbgB+cWIYhmGYA6OAhICr52IAaM3GCFMqs1ueQmmc8GbYvZ44Ke5An+7df/973vMefPrTn25luz//+c+DiPDud7975c/+t//23/DDP/zDeP/734+XXnpp5+ewCw9KdBsrYAzVR14J3fxVcyys44jKvse4MwzDMMwhkgs1uL/etCAvDdXi29gmyslcLy+88AI+97nP4aWXXsKLL76IV199FZ/4xCfwwgsvtHp0f+ADH8CXv/xlfOELXwDgp1i+9NJLeNvb3ob3vve9+O3f/u36vs8++yz+7J/9s9f6vB+E6A4dTKS6GQd7DhVNqAxX4w6lwMFNtGIYhmGYu0IuVB0JsZ0TZXWD8RXuXHK9PHr0CJ/97GfxYz/2Y3jppZdwfHyM973vffjIRz7Sup+1FsY02vB3fud3MJlMMJlM8Df/5t9s3fev//W/jo9//OPX+rwfhOi+LnKXQFUpb4KDFF5ks7BmGIZhmPtFDllHO40TMKB73zjhKth7LmXe/va34zOf+czK+3zuc59rff1d3/Vd+K7v+q5rfFarOXjRXVpCCR9FMc5BCIIRFlJYSBbXDMMwDPOgyZ2Cc02jAguB0nIklNk/Bye6Cy3hpIByFtYBCTlIcZhXuQzDMAzD9GMcwTiB0pAX5Pe6cJK5Czxo0V2WTXFDqgysE0gkN50eQpU++0adft3+tlt8YgzDMMzeiNf1sN4L6+Ckwy0197o3FEZCW4FCSy/Gy/spxB1w6y2GDzFL8KBE9yKXra9TdZgOtq3aGeVawjrAWuE7uzgBa5s3maxF9m09U4ZhGOYuokoBUe0XqiQYZWCs308gHaytunUYgpIWRggoOkQZ5YfQ5aUX4EVBdb9yhunyYER36GDykOkOxjHOD8YpHVXCmqAttypiGIZhbp5cExLpUJpKfJN30EkIgABYQAmL5BYjnfYGht3cl84ltz0G/hB5MKL7IRBPonQQ0E7CQNQFHgzDMAxz38mdrKdPSggoYVC6ZgjOWFxvr+2wzwIsPJmbhUU3qumQToDE9R+NlfARmPCGN9WfPGqWYRiGYZrJzGE6JdCMj09wPXnIVk9vx+PfmevhIEW3tQJGCJAlkLDXIra9uJb1QgHczLEWwzAMwzxUgnFFlTAP++p1iPG4c4lzd2Fs+n5hTXLzPHjRXZaEJLEwliDJ+D/32MHEQqAELV2NMwzDMAxzM/SdIifXMPTGuqoxgRUwhkUrsx0PTnQbLZCjyT/vu4NJ7mRrOiXAo98ZhmEY5q5RVjOkwwRKC7H3Ik7uXMJsw4MS3dYCkGvvthHOCRQgaEcQwiERFsbZgxHYVrY/wm06A9L57T43hmEYZjt+5rlT6HF7PW8+P4x9DQAKJ2HRREYsxF5PqO9L5xIADy4ucx94UKL7KsyNQkIWSlgYQZC33NboOnHG9181iQPy5nZLDlaKagHmNyPDMMwhIYwA4OAIMAMGFj3AXty5k378uxPQ3CmMuUYOVnSHcfAWPpslH8BCIoSDsX7BcNX1grG+5aDl/t0MwzDMFdFaQAoHa0U9KEcbXyvlnIB8ANPWSkt+8I8jaEsPcv/kiZS3w8GIbmMF5oW6tnHwBqIuprxuXJVPM7bq6V1VVd/2G4hhGIY5bIwlgGyrSxjI+ra899jcCuPfteHcNrM7D1Z0ay1grazHn2fKQO4xt2acAMT1disxEM3kSUe+jygLa4ZhGOYeUlqCFA4KtppRQXBwUOJ63PHr6rVtnUBZUquIkmE24UGJ7i++4wRf96VLZLCwJJCl+3sjl46QCIBgYbFfsV24ptWRr7QmFtcMwzDMQaCdBAkHA0DC1F3C0j2L8evcX4vCC/D7UkQJh9uPzdzfg4+deVCie5+YqpgiERbkfF56HxRRexVuTM8wDMMw/RgQDNomV7rHITihlSBHM5mbgkV3hbH+qAsEKOxnSmUBeTAtBhmGYRjmuinRjnI4iL0JceN8hNPyts1cEwcrukOXDwBeaO+hPWBRj6e9/+9YnTqoQtS9XIsxoAoHnfrbfua5U3zwtcltP02GYRhmQ3QG6NSv51Y6WOmgU4difL/3rKIzjVLuYRKlrRoUWCtQDPVPvNfchbH2t/37b54Hl/7/4jtOBiuLrRMotERp9lOQWDiJ3EksnKpz2fcJsgI6cdCJX3DjoQkMwzDMYUBG+N7cifPzGwA4cnBVtxFzjcNz9hXdjCmcbO3P+xCXoXNJrnmDZHbnQTvd1opWVXGmzJUmVi6sAsFBCR8/oT1cTd8GQjaLKcMwDMOsQ1ZbKdV/7n8Pua49tYTyznXVYveqQp87lzC78iBFt7V+OEyp6UodTBZGwZAFwUEKC7nnK3KCg4UfNLCPK3FbFYQYy60FGYZhmJvDRnno5Brc631SWFnPuNCOrlzDde86l8A3DrltnXC3/5dcDw9SdO9KaaiaTklIyO6lCNJBtB5HwF25d6iAg3XtzNltv3kYhmEYBvA1U2FCJYSffCivqRf3PigtwThCaQWMvboIZ5ghHqTo/uI7TvD1r1wipdVHVcYSjCWk0sBIgWQPxZSAL+bYVzElwdXV2ra6KmeBzTAMw9wnCiuRkIVxAAkBOEIi9G0/rV7C+PdcywfdTvAh/93uKg9SdK/COoFFqeCcgZIW6gq5NAsCoXHEjRNXjqBoJ+vcmb0T1cUMwzAMs39KR5Bw1fmvg4TYmxCPh81d6XGcQGm8A87j35mrcq2i2xiDn//5n8d//s//GV/60pfgnMM73/lO/J2/83fwzd/8zdf5q1uEQgdnBdLk6uPgDQTgsJcjqNJRHTe56uIQc13HY8UYWJwCR0+5bSDDMMx94FNvPYUe+/X7OthnUWXpFEg4OHhXfLQHER4XUV4FZwFtCIUmFKWEvZ+9FJhb5Fov2xaLBf7lv/yX+PN//s/jJ37iJ/DP/tk/w6NHj/A93/M9+I3f+I3r/NX4vedPUJSEvLh6ex+L/bnOhZMoHSGv2hntiyCy9zY5c+T7t4Yerv5jLw/NMAzD3BLFkatnL/gPh7Ja66/KvvchAPVeWTpC6a4uWUpHdRHlVadCWyvuZRFloCl+vZ2PQ+Rane7RaIRf+ZVfwaNHj+rb3v3ud+M7v/M78dnPfhbvete7rvPX74x1vrAiIVv/uSv7WCT6IAEYwHc+ucLjGHIwEigyBzJ+4TULAbq7NS8MwzDMNWAlUKYO+cgL8zy7mpUrrkGEd2diXKUWKzQjCEWUXTjzzOyba3W6pZQtwR1ue+c734nXXnvtOn/11jgn/BWwu9oRVNyUf59OduCqHVWksiByILr6gsowDMM8XBItYJJmrkOiKhF9BeUghQPB7U2I59F+Wzh5pRNpY70LrqOJ1dZV+oDz3MweuPFCSq01fud3fgff9E3fdKO/1xiCJANrRZ3pNvWVrUSK3bLeFv7IK1xt76O5v4SDEQC5Kj++A4L84ibJwRggURb6QY6yZRiGYW6SkOEmchDkrlwntU8MCBbeQLtKbVOupXfCIwfcOj+V0ljxIPLc9u78sx0MNy66f+7nfg6vvvoqvvd7v/fKj6XU6ivPMCTHWtEq9DBGIIf0Eyp3cI4LK/3Vutvf1fpVIHIodfNaSHIw5c0ci637N7gJZDUqLfzJLMOv0Wbw67Qefo3Wc2ivkTECiWpUqHNi5+LKeNrzVU92S0etTmC7RlGsE7WWaD2+9h1NXvn6sys9T+Zw2Fp0TyaTjaIhX/u1X4s0TVu3vfzyy/jkJz+JD37wg/gLf+EvbPurWxAJfMVXHK+510X9mbXe2daGkO4QWF4YVfUYJcg99PMO0yh3+lnhUFRHXWE4zm2x/t/g5jg740rPdfBrtBn8Oq2HX6P1HPJr5M0uwAoBcgKJvP1CoYVVvjHCBi64q6ZrdrHOn5zH++5d2gc3xTm0XPzbeg6Hxtai+/Of/zz+4T/8h2vv90u/9Et4+9vfXn/9u7/7u/ihH/ohfOd3fif+9t/+29v+2iWsdbi4mK28zytff4Z3fPECQqM1Dj6OmAw+vgNyQyCxPFVyq+e5h0E5BIe8yqo5CJT26u4Jkds5uhLz5Mn0yo9xVaQknJ2NcXExhzEP4MzvGuDXaDP4dVoPv0bruXuv0dVEIe3BsC8tVYX/AgAh20crwCvsYYX18ZG+AsqYkOfu67bh3e/N9sGzs/HBnHwww2wtut///vfj/e9//1Y/87//9//G93//9+Mv/aW/hI997GPb/spBtN58MbNW1LnuIZwTWBgFKS0SYSGv0LXkKkIdAIwj72LDV1bvColQOS6gpIPWuy1SVgI69e2mVOEf4+gp8FPPHt+ZXt3G2K3+Txwi/BptBr9O6+HXaD134TX61FtPAQDFEerWr7NHu+9NTZ7bRxl3pXSyOvF1SIRFesV6KHcFAe6qac96jaE1lOe+7X9j5v5w7Znu1157Dd/3fd+Ht771rfipn/opJEly3b+yRch1D2GsL5SwTkCS3bk9YCimDFMqtyWeRHkVJDk453x1+Y6neeXIQRqBxbGrWwcenXPrJIZhmIfC4sRhceKgU8AkDovjKwjxPbQGLCoR7s2q3Z3wUES560luaQilkSjN6p8Pee772J87wC0Rb55rFd2LxQLf//3fjydPnuAf/IN/gP/1v/5X/b00TfHn/tyfu85fv/q5VUNzErmbo22cAKoOI7suNAb+OVylSbwUvp0TOQcn3E6PZRILW0rkIwdhLYQhYA/RE4ZhGOZ+QAZYHNu6RWCRWZRq+72tOV29mgjXVctdEg4JdhPgcRHlLoTR72GqNcNclWsV3X/6p3+K3/u93wMA/OAP/mDre1/91V+NX/u1X7vOX79EXkQdPnZocVQPytmxmLLc08sthYMVvsn6tiLbHwn6D6scTOKQ7Bg5YRiGYR4uTgJl4lvPysRC7iLCo5jlri384r1zVwFuqkmUYSDOtmjjJ08ac7vNC5j7zbWK7q/5mq/B//yf//M6f8VavviOE3zdly4BYKMFwzhfaW2FgER7OuUuGe3SqSv1CgWqRat6j+sdFgs/DKfpq8owDMMwuxDmPwjhQFfQnrs2GOiaV3KHHKWrxHcoogxCfFMxXWpCURJ+7/n7Gy0BrnbKzuzGjffpvov41kAO5AQgnC+6FAJkaafoSe78yyqvOj1yx7hIaIdEfrrOTui0KZhkGIZhHiZW+pHvO/2sA9LIVNq2sFJU0ymvQlnttwa79eEOEZSQb2YhylwnBy26jREgIUBV1MQ6AeEE5A7OdGEljKArjbcNkyi3LW6w9uqLRZk4yGqgzjVMr2cYhmHuMGXa7FtWejG+LcY2+6lxoiXI1xHvnbsaVvEwnF0ioMYJPwq++vXGChizeyb8rnPbfboPkYOrDrDWHw25SKh2R70CzdXv4ONAoLASuZNY2Ju9diHhKnd+t8VAKgsRLjQIWxfLLE5926mimvvwM8+dbv0cGIZhmOsltAucPePbBOpsu5+3lXMd6oC2xUT76C6dwa4SzQz7c2Hl6r28J1riu5q1e3NbV/Xs1gcnm5g9chD/e774jhPf3N6230Claf/1w5tqlZBdGIXcSpS7nsftCMFBO6pyaNv/sxH5PPdOLv7Yt5eaPXJY3O8IG8MwzMGi06ZV4OLEbe1mE/l2tHGd0Kbk1YAZBwG1h6nO21Baidx6Ab5qf+87LbZWwNm22A5DcRhmWw4qXuIql5uiK+46YiIEMHCk5adR+VZIu4jWTUbO9v7e6Khsl+gICQclLawjmC2y3TpxyEeAMA7CAsfco5thGObBoVOgGPke3U62IyabQKIyc7YU77mVkMJBwcJAQIrdio+6++Im0UzjaO0USqCJlrR+n8WD6VzidtQV+34Oh8ZBON3A8lVpHDHpv79AoSUWZvfrkl2a8xtHKKtplNsiyfoLgy2P8UziYBLfn7XMuLsJwzDMIeIIKDLfo3sx3m4fkeS7muxqMPl9j3bKc/fttetGxBtLWBjl3W8zLIWME3XGu36+93woDnN7HIzoDtieEa4xua6mUW0Q4bCdCZIhv7ZtIaR2BO0IxQ4VjImwkHL7c65E+eNBs0OxDFAV2hzUOQnDMMz9Q6f+Y9v1WpYClgChQo/uzfcZEs4PntuhO0nhZL0n7sIuw3CMEyiMrE+1+wh57lUTrhlmHQcjm774jhN8/SuXSHtc4FJTXVC5S4tAwL/Rt1lcympB2WUMqxSumoyzeccSKS0k+dG4RNt3EgxtpfwCLpDOtn7aDMMwzC1SC3CJndsEEjkkyXb75K49vQsr644m69oB9u2l3YYIm+yX2hByLZeiJTEPJc/NFxA3z8E53TF5SfU4+FUE97puI1TFP7bNQxVVIUe5wxU8CQeB3Y7uSGyfQ3MScNLBke/ZzTAMwzwsytShTAEjHXSy+Tof4hhiy2LKsI9Jsf1eFiIoxQZXC12hbaoCTgC1C74ufgIARSlRlMQdS5i9cXD/k5wF8kKiLNf/1Y1bbpjfPbbaJE5SVG2LdmGX4QHOia2HFFjyvbqNxMaL7+IEWFTdArltIMMwzN3hZ547hU59u8BN0YnbqUd33Cxg0zkVYV/bZa5FMLB2wTqf566/3sCQck4gLwhGH17hH7NfDiZeAgC/9/xwxCQwOJ1yy4WhqKqzd6nJlsL5cfRwG12NB9G/bVQlzSwWVsCuOEaL0alvH0jGvxZHT3kBYhiGucuQAWbPOMwe+XaBxXizvcwkDjqxGGV2qx7dxhJQ7bGbGkaEHdvZVnVQxq2fRtk9mQ6mWji1tk5AryioDD+jtXgYRZTuDkzfPMBD9INzuocwRtR9u41t3oSBbsSkj7JytPMdRzpu42iH57hNVEUpB1kVUG7aYzUfO+Rj39OVYyYMwzD3H9+n22JxvMXESAKUdEi2KKiMa5c2FdW7joXP3fphdUPRknhvLw0XSzLXx0E53X0YK1CUEmniPWnbWRyME7Xr3Udh5c4ZNcAfrW3qUIe+mttUZhM5COcXyqJcfzHgyEEnQD6yEIYwmrKbzTAMc5/YNO4nDeoe3TrZPNcthEMit9v3SuvnYSRkQRsOx9klegL4uquwV64S+33RkmC4WeuF+EPpy93HQ/673VUO0unWxo99d9EbKyZc9a4SwwuzPlM2JI53aSm4zRRKJS1IbD6wIBTRmMRuXdEeKuEZhmGYu8UubV2LzKJUDuWmApyARNqtOpSU1rcE3FZU79Lta13+eyhaog3BVKI0LwjFBnVgDLOOg/tf9HvPn1S9un02KyaOmPQRxr8Xa3JffWySzW49l2pQgNkwPpJIWw3H2WwRk6pqw6Qc3BZFlzp1V245xTAMw9wMTZtAt/WarcI+kW6et5BkkWzYenfbfS6mb09dJcoLQygNoVzxIvRFS+LHfDB5bubWOPh4CbAcMemSa4lSEFK1eVnktn27AZ9/20ack3BIYFGCNnIAhPATw6Rw0FscK5nEwUrBIpthGOaeo1MHK32nqk0xWiBJ7VYj34XYMn5SCW+CW1sU2XpunV7cAFbGMI0TMGb11OdDiJY4DJ/G3+RzODQOzumOCRGTPgot6+mUgz/f06u7b0rlKkLf7m0KImUlnjdhl5y5kX4csJNecK/CSt+SykrgU2/ltoEMwzC3SchzL059t6lVGOnjhfnIIh9tGEc0oi7EVxtOQw7Rk02LKbfpyR3TFd9hpsYQxnr3u1jRhzsv6EGLb+ZmOUjR/XvPnwzms8oNBuZY1xbWDmKrYTlhMdlmQZFbDMcJubpt2gFZciiVQ5HZtXETnfrq99kzbu2izjAMw9wOOgUWp67qVrLB/ZNQ37OZOI73mGQDBzwejrMpYa9cd5q76vuruo757wt/ol1Np+6izQNqFcjcKhwvgT9CKgEAcuWVuzEEyCY3bR0gt7gAzp3cOnJCcIDYTECH+6xbYAKJcgAslCWU1kGWw78jj3q7Hp0D2DKjzjAMw9wuvk83MD9Zv0kI5aASV+0T6ymNqIX3Ji1pwz666Z4YToMtVvfkXhUtKd36KGZpyNd3HcAUSscO/o3z8P9XrcDaasrUmuEw3TdpfIS1icO9y+j3jad6VS0HNz3+IvK9upVya0f45iOLMvXDFHaoc2EYhmHuINIA5cihHDksjtdHRKRyW/XoLo0Xt+qaWgOG0+KV0ZEoWuI6+7RxAsb2u9oB5wQWueRoCbNXDlZKrYqYAD7v7fNezRj4+A3ejZh0Ka1E6eTWVdmbXvWH4Th6g8eXVfvARFnQmrvbqn3gpvk+wOcGdbrx3RmGYZhrxMrN12RpBMrMR0qK0XqRnCQWiXQb5blzK+u9cpNIybYnwcYRSidXdiTpnvzGItq6dmvAPh5ytMT+/+39e7AsV3nejz9r9czsvc9VyEiUhOTCEgVI3AQGhIqKwqWIEbEdY1DMzynEzbKCQLHlEAxYNshgwMSqYEkWthQwl+AvwZIpHOoguyKqQoGBFLYRwUZFiUOMiGwLW+KcI50ze7p7rd8fq99e71q9untm32b2nvdTdWrvme6Z6T1n79XPPP2872vn+28ZWVrR3QYfCUsEn5A7qp5Lq9xEyq4FYBOxjEzZmYbjrAxKKD3dpT6r3aI7bTvwyRowWbOY7FvSvxxBEIQFx2SzmyLF0PXonua8kWUWw2y6VrV5ZRRtZNz7NKxX2e9ZoyV0fu9rGSwIW4H8hlXkuXO1bdXDu6tXZwyJ7S5XeyNN/etjM07ot7na/NIcVYlPW1WeafdvGqhHtxRPCoIg7C4ma7b+Nwta9wvwekLlFP25JyarB75tdOR7F2VP9CQVLQmNNddC2MgoeGEbWPpCSoqYpLJq7pKTBmCwkigmWTcZhraa/phYlIxVgJr9khnRFR1RygJsodC66tndY1UHvbqncN3zVYusVChGFoOOQsuHfwQ48M+uXdXVD5zofV5BEARha7nlzIN1G9cuc2Syaqt/0yvLaXt0a2XrCZV90DluqKabgdHox91xDjPWtQRsm5nRFy0xRu3tKZQWnbGanTqGZWMP/0b1Q9MpY1IRE86kyDAu2j+vUAvBNroWilkmdGlloWdsvzQNZdWfO1/pft7JGjA+4FpSCYIgCIuDyYCHf8S1C+yKl1CbwGnGvtvI6OljqKaLnsw6mTK+cjzNPIyybO+3nYqWkCDdq3luYT4svdPNyXPnag8BIIplG6tgygylSl9Cc0UB7o+0bZGxVrV++u9abDJlg0XFiWyFkj2Vqu6L0cqinDJHng8ttLHQxmCYp3PpdGlSl8Dqw1LVLQiCsOgUVReqcU+rwHxgUQxs76wGwDnBWTbd7AilLIbVc/btT+fCbMrOJ7E55kyz9L650Sg7rgZLtETYbkR0oz9iUpoM1hqMEtsNFGDbJ211RUz6PtXrqnCScMNx/CITR0zi456GbGCQGWBgNMpJy3NlFpPVSmg/0v+8EjERBEHYWWgSZRe6BMb7nQDPR+3iV2tgMLRYGZne1rLGKhfCtDb2qlpRU+QK+PkxJcDjK8YWUVvAKlqSIi9drntpoyVwyY55t0Ncxmvke/u3agraIiZ5qZHn3T28bUcnka6ICbU5mhdaW4xGBivD7o/zs0wnK0YWk33ukqYgCIIwHyb7XPTP9OSvbQbkI9cetmvdHgwsRkMzVY9uyw2hHmaJReY2az1n9kVLyo45FsYqrE+y1q4lEi0RthpxuiPyXMMY19M6SxRPGqsAowFtAvfaWgUDH/FIXUIrrAZs/+W1FHHEhNDKIjf9U7YyZavIjAHQnm1z4+CBbGix0jM0yF2yBHSpMFif8gcRBEEQth0nvqfrVmK0RTk0nQaL1kCWuR7dfe53WWpkiVaCqXPfLOdD6sfdNnRno9ESa5Rzv0st0RJhW1l6p5uY5Lpz7KuxCpNoOwlXg+6plH29u2O4mG9bkOrK7JbX5d1U3FCc7oVtMLRQg+n6dNNC3vUjTXOpUxAEQdg8fevtNGs2UQwNhoPuNoGZshgOvaimVrWN57K6d5AcMUuXr3WTIe84//FoSfzaFC1pwxiFU+vLcMnW/b/M81+qDm2vI6Ib3V1MitJFTNqyX10RE+pH2sZGBuVQz+4udLUAqqp1ExFfzlPaXTocJhz9xrFmLgvYNTL45GGL8UGJmAiCIMyD8UHXUapoyWvnI4vxAYNi2P9cmfbj39v3sa0tcxuvbRRyo6fKc3O6zpNF1fHEtuzTFS2hCGnrc0u0RNgGJF7SAonsWSImbpv7lJ365F9W07iMVTNHTMgxSJEpi6LaNtRVr+4OYT7NsANivM/FUQCD1UeaC9RkzUKXLmKyKrWTgiAIc2eyDxgfaO9WUows1lcNxvv6O5VY486DWc/ANV119spU9/mltLo6/22sjC5lOuVVUWRblrwrWlKUbjAegKWLlizbz7sIiNPNKAuFvHDONn065n/gqYhJvQ0Kuck6L1vNSm7c1K42t5wLdxUtdCn3obTKdT/pqVi2GTBeK7G+2r4onjzsFnSJmAiCICwmulSYrHWPgi+GbkjOpGcuA503VGTapAwmpdz8CDKlUmLYudSqd6Bb/fqR2E6526XRyE3W27UkBfXxnvvAGGFPI6K7whi0VzB3REyMccUXRcsfclfWG2i/dNa2EGWR0AY2PvEyZrRiYFYMipa4icmqbGCHGAfcJU5BEARh5yhG3dE+k1mM99vWaInRFpMVg5WRhZpi8iTQUhgZmT20TyrzTbSd7/oimKYl3llahUnhBuIkXy8RLSHXd5JrFIUIb2F7kHhJxbcffwBPOvowykJhWL0rXRGTwigYm8Fog2E0LKfuWwqLrPrbtVBQsJ0Rk678d4zr1+1v84gJMe0n9uHIHf/6JP3666sWygDadI+Cn+wDTpbAvmNTvawgCIKwhUzWgJOndV+BLDPXCna8r11YDwcWw1F/Ab6pzmdJ8Z0wg7raBPLzX1d3kvRxpA0u6uxVGJUu9GTREiA8Z+75PLedf5/uZWzULU53gr6IybhlWmNpVeOTeV/RI+Aqsbu6m1DhyTTtlrS2rn1hX7GlBlZGZWeRTDk0KHp6dBcjHzURBEEQ5k8xcgWVXetyVgIljYBvubqZKTfTYVBtbyuYLKpz5TCR+46jJXXHkw7FVVjdeU5sK5w0HfMxJkV7rrtrRLwgbCUiuhnTRExS23Pj/mDb2iK1CeBJ1fYoRZcjkNqmYWFM+viAKuOtXH/VlaFpLTjR2qLMLPpm9+TVWOG2KvmTp7mvkusWBEHYPm4+6yCKkbvSmMIVVBqUPWu6qbpZpaCaoYyZNCkTaL3IYIzCMHKqu6IlQPv5juqaUudQHi2Jz71lqZPn1rKaNJmKltA2iZYI24nESxhdERNkzTfLWABGI9OJEbWJiAkxMdmGBuSkUMrC2HQbwUxbFNWlsyyzMNa2TtjMBha68MN92nDFlQarDzcXNJMB44PWdTJ5eOYfRRAEQdggkzW3/rYVTOar3S1fARc3GAxNHTnkkMs9zEwtvtvOYxOTQSmL1ayY4Sdoh6InKXe8LVoCoI6WJJ8zipZw9ny0BC7ZMe+i0WW8Pi5OdwtxxIRTGlekkSIVMSEmJkPZkdvuiqLEi02mXIwkdblMsYxdX6/u4cC1eEq1DuJPPd7nWkylHHB3KVMiJoIgCPPGZN2Rv3zVYryv2/kuCwWtXbSkjUxb16VEpwfjAKg7epVGhU0AeuRW27mwtBqTlthJV7TECeyWosqewXiCsJWI0x1hDJBXHvUweneMVdDGwmiFLFo0cqMxhIHWACJhOynTfbv7SI1+7xpzq3XoZGsFlHy7svUHguHAwNoMeeJSmtUWRjvXe7LqFt3henNROlUt6roEUg65ydy2W848iKsfkCbegiAIW8nNZ003iTIlsMuh61ZCdTtl1kxK54XGyqjEcBDHRcLiSa1sYPakyKtixnifriglkM5vr5euQDIVk2yLlrht6XonYxSKUi1dtERy7DuPfLyLaLus1JbnpmE4KdY7+nb3FTo2Xt+2LyScuJI8LnyhavTUZaVMu38AkFcFNqmXXF+1WF+zaDPti5HF+EB7xlAQBEHYGkzmamgma11F8RaPHGrpCKIt8hU3JKdtcBo5walCSW4m0WAc6tOdwk1Vnl16pM6Z1Jc7RVu0xAls3WpeLUO0RJgfIro7oIgJv/REf/hdEZNJkbVeAoud6/hTfLzdud3TiW3+qT92HWixbPtkq7UT5NnQVap7t5sdWyXE2zCZi5mI2BYEQdhZzKC7Y0lWqnoNj53vMrPQGhgMLYYDV3CfEs3GuFa3afGdLvBvc79Lq5Ov0RWzbNuWW41JkSWbGbRFS0qjJFoi7Djy25aAupiULZearGnvCbreIsRtRyykjYlJi3fuLGg29QtIDSaojq0lz5ZpC6WdKFfaBm53fRyrBmWH2KZMd8ppocOXLiaCIAhbR9uaGq/HJtEW1mpbX80kuMs9GLjzgruv+Rp5me4oAqSnT7Z1y2o7x9XHmYot2ma3En5cG42WLGPUwpr5/ltGRHQn4JeX8kLXf+AUMYn/cPPq/lSUJLfti1NXK8HUoJzYFWhbyADUvbpTQt+Ja+eMDwZ+oY0X13hRbhx/ZnHyULptYDGyOHlYIiaCIAjbBUVL2tzt8QE3QbhrWA5FSwjucg8Hpm4X2FaTlDrHZJEZBHS3DSyqAsn24TfploGp4klqMLCecLB5tCQW2cZItETYfkR0t2CMv5RlDJKXoEqjcGqSrkXt6tvdVZm9kawbp0uIk3ORVUWdJLbj3LfKbLJfaz50lyHLoWs9lSdaUxUj17qqWNnUjyEIgiBMSVu0hFzu8X5bF8WnnG+KlvCrnNzlzrTFIBEpCV7LKmTRPjqKPQLdhZNd58DO2EnLldxJkbVGSyg6ao0UFAo7h4juDoxRKAsVuN1EnqcdbGtV6+WttohJWyvBrkrw2DXQqFoIJhYY39aJtRKs3O7gOVqKaADAaOeGlMO0a1KL7ZYesYBETARBELYCvpby9dhkvmNJavtk1WKy4tZw27LWx1c8ucs96OnRXVZdRaaZxFw/fzLXnW4N2BUtKVta6BrrzuH8fE0i2xh/rMvmcltbvWdz/GeXsMuwiO4W6A8wXjwmucYkGgPvLmep1ib9qYhJaRVyo7De8gm9LXqSipgYKOQ9ot2L7UTuu8p1x9CibLTLdZvMu931cWYWpw60X74cHwDGorUFQRC2lGLkJ/+mOHnYYLKadr4pOli2CG+gfeQ7bevr0W2Qbuk3C7nRWC+bw9/aoiW0LTX0Ji81JkXYtYRc7tScCkHYDkR0d8D/ENcnGuP11Cfv9tHrbRETl//e/OWstuE4vJOJVn7xTC2iqUVRa3+ZcZ31ceXdTMqhRd6SFaSWgeOD3VlCQRAEYePQFODxAbSutZNVHy2hx5Chkq9YFEPTeoWTUI0C/el6dLvBOLp3RkVfC93SqNZzJl3dbRhbJt21ZJJnja4ly+ZyE+4Dx/z+bZbvfOc7eO1rX4uLLroIz3ve8/D+978fk8mk93HWWtx66614/vOfj6c97Wn4uZ/7OXz961/f9PFMg4juHoxRmOTtk6wILq7bIibrJmvtKdp2OS61kLne4M39qeAl9bhpHIdM2XpxpVx3fAmyLWJiMldQ6S5ttr+GREwEQRA2TtsayqcCx+uzNqqOlhDkclOem+KFKQFuq/MNvyIau9ydWe1KNMf7tLcTbBHYRiebDLioQhUZiZ6ydbJ00W6YCYvPsWPH8OpXvxp5nuOmm27Ctddei0996lN43/ve1/vY2267DTfeeCNe85rX4A/+4A9wxhln4HWvex3uu+++bT9umUjZwbcffwBPuPfhIONmjEIOANCNwpLSKKCa5MgXl7LUsLr9Upux6cpuY1WwKOVtPbZhAdVcqJSybrZmdX9nRlxblEY5oW0s8gLItEJBx6KBYmiho2MoM2AIlyPUpcKg+pDpOpq4fceVibAqQykFQRA2TTECHv6R9DYnvqlosrk91SoQqIajDWxlvjRjiICLYwyj0fDc5abBOG3QOWzY46wTbW12JyZzPcMpAlkLbu+Ic2OqtK5wMmVW3XPecrrcu51PfvKTeOSRR3DzzTfjtNNOAwCUZYnrr78eV111FR7zmMckH7e+vo4/+IM/wOte9zq85jWvAQD8+I//OF7ykpfgQx/6EN75zndu63HLx7wZoGE5HOrZnZfNYsvSqta+3ca2dzeJofz3tFCHkvq28i0EU/tqXbWG0qHbTRSDZvavzGzdySRfdcMWyO0mJGIiCIKwfaSiJfS9i5W49TcedAbQsDMvoLnLTWPfKbfNIXe4KzLCWwamzJ7cTH9Os0xQN54nynuTSC9NutFBWWoURXtUZdkwZr7/NsMXvvAFXHLJJbXgBoDLLrsMxhh86Utfan3cX/3VX+Hhhx/GZZddVt83Go3w4he/GF/4whc2d1BTIE73FFDEZDT0Ux1pEStKjaFu/vbkpcYg8am/tApQaPQwpW3x5bf1Mp2HU8p1K9HK1otLpixK+EVKK4vcpMfdZsrCKufMG+NcaXK769fILHT04kZbGK2QAchXrZtyVrndhKucV9Cld7v5SeGWMw/i6gfE9hYEQZgFipbELVl5tISgNbcYWeQjC5OlDZAscrX5UBzqXDLImrnvvFQYZu0TJ2NSDnhumlMpuzqfpIonUwK7druraImNMuESLVkc7r//frzqVa9q3X7XXXcl7z969Che/vKXB/cdOnQIZ5xxBo4ePdr6fLTtvPPOC+4///zz8dGPfhTj8Rirq6vTHv7MyG9dD99+/IHgE5lhl66K6o+WT1ZyfUGbjndX326geRltFicAaIr4ss3Zri4Fuo4l/pIgj9DoxFRKwFe+T1adw01uNzFZsyhGCNxuk1EbK+liIgiCsFncxEn3PRfRugyjJbTdtXuFaxVIrV8jAZ1pNEa/xy63VukuVyR6+4ox22g717VFS6xNZ7Tz0p2TU1ec6bmMCWMnEi3ZvRw/fhyHDh1q3H/48GEcO3as83Gj0QgrK+En10OHDsFa2/nYrUCc7inh1ba6EtX8kp2poiTDxAABk3Cw6X6N0AGYlDrdUUS1L0KctgWJ8t0llFs4S+92l9U+w4FBmYjDlJmFrqxsPbQY5KjdbgDVsBxg/3F2mS+zMJly/bv3uby3xEwEQRA2B7nc44OuaJ2MDUKXCuP9YbtAcrnLDKwbVfr5V0Zl/T253P62n2Yck5fOtR4Nwv3biK/g5pUxxYV+HC3hLnebsRRHOsnlLkvtTbMZ+ojvZewCxGzOPvvsVjd7LyJO9xRQO6GCxHZUoLFeZEHWmxaKgrnbjcUCzUtkbTmzNrEdL3xFYhXVKqowT3Q3oUU0FuuU8bPa1gt0PM0s1TawzhSuOdc7PikIgiAIm4PW1PEBW9XTNNdZipYQ5HJTnltrFyPkUCu9IRPPg8zULjedO2jgWkxhdOPKa1cTgZjSpKMf8TkT8LVK8fNY47qL8echl7ssqGVd8pCEXcKhQ4dw4kQzpnrs2DEcPny483GTyQTr6+vB/cePH4dSqvOxW4GI7ikxJnS7gXRhpRuSky7UaO3bvUlF2jYch8PFNl8o46JJoCrEHBhkdSspP/6dKIbhbXefW+Td5c9mhnCy5oc5SOtAQRCE6bnlzIMYH/TREsC73DSJ0t0Xt3l1Q82CK7PV6WI48G0CB4Moopg4h4VxE/c11aM7tzopkmchnkFBbQHraZLcyKrOrbHzbY0blBMbZcDy9ubeK5x33nmN7PaJEyfwgx/8oJHXjh8HAN/97neD+48ePYqzzz57W/PcgIjuqeF/oKVRQY9uoBLUxi8Esbg2idG4uU33HG3LfseX49oqtKl7CQ0toMeqQGwnX6JuGUUZ77hvaz5wnUo4xcjCZuS2NPvEFiN3KbRrRLwgCIKQJjYpTp4WzkMgl3uy5jqW5AnXG3DDzghyuSnPDbjzQnKIGjtfpDqaAFXHkrjzVWIaM5DufJI67xVWY91kzSvDiY4lgIu48PNwvX+pgmE44nK7MfDzHo6zmTHwl156Kf7iL/4Cx48fr++78847obXG8573vNbHPfOZz8SBAwfwuc99rr4vz3P8+Z//OS699NKNH9CUiOiekUnuc2GENSrIl3GHgEdMiLLUmCSy011TufjCQlO+Ytou4aUuAdrEouMmUfriSnK7AQQREw4VUhZDIB95t5sYH7C1AwOE+UNxuwVBEDaGyfwVRX+f+74cOgOkGIbbh4VKtgoc1GZLFR2J3fJq99QkypjUfalzVltsMnUeLIyuJ0/SPrGzHXxfNTqIXyN1/hZ2J6985Suxf/9+vPGNb8QXv/hF3HHHHXj/+9+PV77ylUGP7le/+tV48YtfXN9eWVnBVVddhQ9/+MP46Ec/ii9/+cv4j//xP+KHP/whXv/612/7cUsh5Qzcc94BPOnow/VtFy3RGA4MMrg/dK0skLkFoCibA3TWi6xuMWitK2LMlIWBSrYRjGlzwTNlG056xtoJEm2uQz1kwChkAwsUQFG5C6MVAxPZJsXQYpArYGhRlO6xgxygFoEUMVl92LcMdE64wvggsO+HvT+qIAjC0kPmBEVL4hoZWmsJ7nJT0aTVzSuU8VVMcrn9sJzmzAYq/o/Fd9wooG06ZVwo2UUqnhJnvWk6s20R31RAGTzGSLSEKHex43/48GF89KMfxbve9S688Y1vxP79+/GKV7wC1157bbCfMQZlWQb3XXnllbDW4sMf/jAefPBBXHDBBfjQhz6Ec889d9uPW0T3BiE3mxwBaxSQselYBtDsthPkQJbo6Z3C2nCCZWk0bJuTDdtYoLT2hZGpQhOgqkovNUrtDp0mfNHP5qdTsnH3GVAODQCNYmgxWlcos0qAwwnr8X5gXwnEPbon+1xbq8HE3afDvwNBEAShBxo4Fg8jo2gJQS53PnTfW22RR7ntTDcnTGaZrftzA+nJlO58EnblSu2XnEdBI+XZY9vMJD7e3T++GVmpB9RVPwp3uY1x9VficO89zj//fHzkIx/p3OfjH/944z6lFK666ipcddVV23Rk7Ui8ZEaMCS9R8dGyZeVuT9O32z2XW1DKlk/p9f7RZbm2NkxZy+W+xn662W+Vu90Zc73r7dpdkjRs4S6GYeRkvcoSEjxn6C6DNot8JGIiCIKQJl4fyeUuRqgz3fFcBIqWEORym8zCZm4MPC+aLAq3zvNuJeRy17VBuiWmGLXDVQnXu41URLItYpkqnkz15SaDq34N5nIXUUGlIMwDEd0zEhdUAlUxgg17XlLf7hStC0uyjeB0/0Wxo2BMs3AT8AsnfR1kJlgks8w2qtaHA8p5u6p373ZXxzm09WVMggtuoHk59ORp0kZQEARhGiZrcdcSW3eKcr26Q5fbaIvJql+jyeWm4TiA60zFKU1zwA2/TS0CY2MnNzp9ronOSSnR3naOS0VLarMqunKbl2FrQHK5g/Nz/b1ESzzzLaJ0/yfL9yFIRPcGMCbs2c3dbgCtfbvdQuDecr5IpdzuVFcTLta73O7Up3kXbfELZux2U3aPuwZ8aqVrHejdbsANWuALPeAEOJ0AUr1jxwcRFFYKgiAI/ZjMdS0JDYzqqmN1hbFkeW9dKuRDdwWS4C43tQuMWwVqbYNCypTLneo+Ykx6CFzyZ4lEeqrLSRwtMYmoCUF9uWOXm3pzW4PkeVEQdhoR3RuEPqlxsW0sMCnCt7Srbzc9Dye3uu65PWuf09Kq5ICcOEee7mYSFWEyd1trW7vdxGTFOyaA62JiqwWfIia8ReBkzeLkYeliIgiCMA20LprM1cMQxQjRWupMjmLkZieUWXNgWTF06zNBLndtqkSxPzKNUt1K+MyH1IC21HCcrsmU9c9RzZuIz3vGhMKbF0+aqINJ3LGkPk9Lb25hQRDRvQG+/fgDgdsNVNOvgj6gs/XtLkudFMxd8IUsNRyH8nh+/2YP1thdUMpipSqsoRZSvIJ9MGi2DsyHbgBDUS34JWtTRW2tgtesynfHByViIgiC0AVdLaTpvkA16v1A2KubXG4S3vEAs2JgkY2arQLp+yxyuAF/fkgNxfG3mzlubh71EYvswriWuvycmbecG8voPEv3jdezuhc3udzSmzvCArZUc/03RcO2PYeI7k1iTNh0H+ju280jJgTPozXEefypP7E9XtxSVeTc7W4rtuTtogDvdhODYRhdKYYW+dCLbHK7iclqs0c3ZRB9YWXyUARBEJYecrmLkXe743jeyUPhFUeTOROEWgTy+puiUK5jCVvbyeXmhfTNQWxhN62Uy53scgLVcLm75lFw8jKKi5jIxWbnWFOfc9n26NwsLrewCIjo3gRFoQK321YxEt+qSNWdTKhvNycvs+ATfGpUbetrt0yzjBfClNsdC3utLQaZCcb6rjBHZDBITBob+P6vgHe7gbCA0t+OCitZs8piJBETQRAE4uazDgamBLncxYiMC+96K+O251G7wLIyRYxGo9AdCFsFkstN6zx1LuGkCh5TLncjctJyropJtQfMjcYkajDe1pfbVnFP3rHEGhLvvS+/dFi4Pt3z/LeERreI7o0Sf2p2fUC9cI47mcRudx5N14oLKzmNy29TLGAp14Feu95HNS8nNtzuqDBzOPDTzIqqa0nOFvT1VVNPqQSAvD5ZODecThyA72IiCIIgNHGF5/42mRYkwmPXm6Il/na1Vg/c/alWgc0OJajvzzKbcKqbwrrtfMNJFUum6pZSBY95nNWO+nJzl5sENj/nisstLAoiujeJMQpl0XS7gfa+3XwxaAjsDrc7VWQCNKd/xQtiW9V3kNOr3G7+HHH+eziwUJmFrn5rigFf3MO2gUb7ynpyZfjJY3wAmOyTnt2CIAgpuMvN619oPXVF67bRl7scNofkAO6qZKaBbGgaInnIIigplzs+F5RGN3p0A+G5J9XJJBWHBJrnOh7P5DHNaftyUwFlPMFSEOaN/EZuAiqopAWD3G4AvX276x6ibGHpcrunLUrhaG2TBSguSuIr0LnbTS5HqnUgLdTc7Qacm2J0uOiTu221d7uB6gRywN/mmUVBEIRl5+azfNeSuAMUd7b5DAQyOXyhJTBZMXXRO3e5s+o+7nr7biX+9WKXO9OmIb5zo6dyuWNSBlLKGErdF/flLm2zbW/Jop33nCcudxvz79O9fIjo3gJit7ssdbAAxG4379vNb/Pnqx9rwq4mbVnv2FVo+5QfF8jEbnfjeQfVVLLqqcjtro+Pudtl5gV3mdnA7QbcSSI8ifiMIiFutyAIyw5vE2gGCEwKLq7J5XbCm+J+/nlKbYMrkuRyU0eq0TAU0nROiiMnnPgcQgWPfS53DLW4DWZUmObMirhFINDdl5ueR1xuYRGR38pNQm43EbvdvG+3Nb5vNxBmztz+zTaCGyH1OBUVVMZuNxCKfaWcM1L3ZI1aB66MwuwgFe4YDdY2sPq5NTA+YAK3uy4MWrGNPrSCIAjLjO/0ZFkRut8+WYsiJCS8qzV5PRpapga2driB0OWOh+HU93e43KnuJdOcr1KmURlFRoD2Dif8/Ak4Q4sPogMQdCwRl1tYNER0bxF5qXvdbiDdtzvOXOdGd35Kb3O7bSK7nRpKEDsV8QI3zJqtA8m5oPtL/kGjWsCNtrXbTdBkSoJX4dOJhJxuKqoUt1sQhGXk5rMOuqt/K+42udxUiB5fGcxHqCMk5HLbatR7PBBHZeGQs9jlHg5McG4oS9Xrcsfnl5SAbiM455XaTXIO+m2HrXS5yx335Z7k/gc1RmGSi7SZBtf8YX7/lhH5zdwCYrd7feIb81PxB0FuN5FHn9LLKEpSd0PpayGYmkSZKHJpLJKR2x4XU3JHJB4XrAbu0qWtHBY+jIFOFPXrZORw+2203WQWYzEkBEFYYijLDTgzgme2ye12wttinWW781FYxE4ud6ktjLYwK35NN0YFrQKbI9/DIko6P3S53KkoSep81NcG171e2OGEoiV0LF19uYtCicstLDwiureQlNsN+JxcEbUJ5EK6MCrZB7WNMnhs9+NSbncstrPI3eZud6YtVPQSNEaYIiY5E+T5MMx6T9ZcQWURtA/02+IRx4C43YIgLCfc5T552EdGyOXmMT2b+XV4PepYYjPvgnOH2xjXdaTN5dbamTN8zS+N6nW5Gz9Hx3nJRuKZU0ZXernLDTT7cgdj4sXlFhYc+e3cIlLZbiJ2u+NKa577brRJ6nC74yJLIu6zzTGRO5Dppvsdu90cpf3gHK1t7XbXP/fQ1gNzjLbImZtdRu73ycM2ynlLtlsQhOWDXG4fu+OmhV83yeWmiZPF0Mf5shLIV0yw/pLLTdGSbMC6ThnV6XLrSJjTeaPL5W4MUavOUX0udyrDnbPzJLncqb7c1ipxuTeCBZRRc/23jNNxRHRvMdSw37XEaRaXxG43d7fbupmkmLXIUivbeF6Km9DCGrvd8bEMouEKA+Zm2yx0t4uhE9zktpDbDbgR8PFJxQzCoTmCIAjLRrHi1z8XKfEu98nDbJx75XLT2HdeR0NRP2IYxQKHmaldbFrfu1zuTIfh29LoXpc7hp9HuMsd7xOL72bcpOlsc4qy/9wpCPNERPcWkppSWX9fNt3uoNeoaV4+q7exhWZSZFMJbh04FM3oSrNApnsRHTKHhLvdAGBWwj7d66vO1bY6dLsBBFlEgJwdKhCygfCWiIkgCHsdWudo4M1kzdYmBHUwAQBdqsC8IJeb2rNOqnWXKNb8Gk0uN7V+1brpYne53KnhOPF5qq9fd1nqxrkr5YDzFoFAFdssQ5ebXy3mLrcxSlzuGchKNdd/y8iOiu5vfvObuOCCC/CMZzxjJ192RzEGwXhaoNvtri+bRb273fdRK6QNtBBMLWo8mxe73TGNYsrI7dba+qJRbeuxw1Q9X8dLqraBBHUt4dMqqVKfj4YX4S0IwjIwPth0ubkQJ4qRbxfIXW5Trb9UX2ML5SKALELCXe7BICyIpHNFm8tdu+HsManhaym4I019vettHVd24w5gscsd1EUtqYgTdhc7JrqttXjXu96F008/fadeci5wt9sYhfVJ6HbHfbvj1kf+ex18n1rc+iY6ccFNi2vYe7XH3Y6LKyO3m2/LWZ9uwLvdAJCvhm63r8r3l07p6/ggv0zaeXiCIAi7Gu5yAwjqWrgpQQXotKaaDBjvZyYGW29thqDORuswyx273HGrQGvQ6XLHlFZNPZWSzkmlVcE5jUdL4kE4HOrLnXK5AclyC4vPjonuO+64Aw899BBe/vKX79RLzpWU200iubQq6XYT3O3Oy6by7CtKicfkpojd7llaB3Iy7RwTKt7hbjcA5CtMRGtgvN+dHExmgx7dfFqlyZzrQycicbsFQdireFHtb588zNsF+iJKW8VIADfqnU+g5C53mVlkI1MPxLFGOWe7xeVOtQrscrnjAvuuc06XORTHHvm5jxdPpgbHxS73so4V3ygKgDbz/beM/2M7IrqPHz+OG264AW9729swHA77H7DL4Z+2Y7e7NAqWLQ7c7bY27GoyTZwkXmjSo9/DhZK73TbKe2vV3jowZjiwyLjAZn26rbbIWX/Ysi6sdNu52z0+YAOnh7fFErdbEIS9DJ/Iy6/0jQ/YoGsJ7/7Eu0BZbTGp1trY5Y4H4gDobRVIlKZ/0E1cCzTtUDceqeT58DaXm85zvG+3uNzCbmRHRPcHPvABPPnJT8YLXvCCnXi5hSEvdZAz47ntLre7NKoxNKftclv8erMQu9tUtU4Laex2c/HtXBPq4x263ZOVcCGerPoR8OR2A1U2kY02JvFNo+HHzOAWt1sQhL0Ej5bwSZPjA2HEjgwKcrlN5vLbk1XfpUQZFay75HLTms0H4gDodLnjkfB0nmhzuWP4eajPfaZzWl6G57xgEE7lcpNZxWukrBGXW9hdDLb7Bb71rW/h9ttvx6c//ektf+7BYHGbr9z7hEN4/LePA/Bu98rI1IuDVgCqxc0awGiFDBaTInPFLmxhM1Y1J0laVS+U04htrSyMVVBV60B+GU8rC+hQhLsCSXd7mFmMq9fQ2mIAX7TiXBSDct1tz4cWK+vV4pi5k8RoXN2mfrK5wni/xSqAwUTVJ5bVh1VwAhpMXFHlvh+6S6lt/99ZdQ2VvgpN5D2aDnmf+pH3qJ9p36PJWuhy88JJ3jp1vN8mXe5i6IfiqNJ3M8nQdLkH7Kqlrc4FbS53PL/B2P4R8Bw6J9E5qs3lpuemY4qNJR7R7HK5733CodZjEdrR8mFlx5lZdJ84cQIPPPBA737nnnsuhsMhrr/+evz8z/88zj///A0dYBtaKzzqUfu39Dm3nuMwRqEAMGKLHXWEL60CSl07ynnp+5+62AcAbYPFLhbg+Yw9U+OFjUS4VhYl3FejFbSxMGh2VBkOjFvsSpcRLAoAUMi0c7FpkVxfMVhZ11VhpcJk1WA01shyV1iZPVItnlWbQF06wT0+YLHvmEKxYjGGwurD/rVvPH0/3tHxox46tNa+UQAg79G0yPvUj7xH/bS9R9ezNZ0XkJPLTSPfuetdjHxBOne5AQRRPqstuNbnLnemm3HBLpc7Nn/i/fvg5lBM25XbwCm3qqqParrc9PzG7AYtIAiOmUX3nXfeieuuu653vyNHjuCee+7B0aNHccMNN+D4cef6rq+vA3A575WVFaysrMx6CAAAYyyOHz+5ocfuFF1udw5gCACZc6BR+gUv5WwD3p0gpm3XxB/PybQroCThTbdTZJkBoOv2gIPMBm63MRYoKiE9sBggdLtXT3q3m/pzTlYtdKlqV5vcbneiURi4XxVM9gGrJ9z3Dz30SOLYNA4dWsPx46dQlqaxXZD3aFrkfepH3qN++t+j/Y1OJVQ8SS43RfLG+23d6YkPIeMutytg992jAASzFLjLrXUYFyytwkBFwryjy5U7V0z//86NoZTLzXPcdP6JO3ulXG4yeO59wqHkeWHROHRobbGuDll3dWTex7BszCy6L7/8clx++eVT7XvkyBEcO3YML3zhCxvbnv3sZ+PKK6/Em9/85lkPoaYodseC3+V2F6XGAAZa2zpmAgPozAZuN+CFeF5mLn89i+MQCXStqoEITGiT280XPKWtuwSlK2EN1XC718c+emIGQAlgUKja7QYU8iGgS4sRE9yrjyg2GMdFTcjpBqjDCX3vIiY3nr4fVz9wIv0zlmbX/E7MC3mPpkPep37kPeon9R6lhuEAbn07edgmXe7JmkVBXUoyL7aB0OUuhqbuNJUXCvv2eVXFXW6tLYbM1U4ZPfz8EncvKY2eSnj7OiUdPGdXfRKJaWPigXJpl1t+B4XdxLZmul/2spfhOc95TnDfpz/9aRw5cgS33XYbzj777O18+YXgnvMO4ElHXUYidrvXjcJK1f3DGAVoIEO3211GvU1VldXuipg0JodVj+GQ2x2TKYuicq21rvLgxm/LedZ7CEzWm253PrTQJUANgihqYrLQ7R4fcE434E4yulTV40K3WxAEYTdDLrcrHEdQUD5Z8wXm3OUuRrYx+ZfgLnemUXeVKgpnjMQuNxEXUQLTz3LoO++kKAPX27vX5HLTeYmL7ZwVSsYut3QsEXYb2yq6zznnHJxzzjnBff/7f/9vZFmGiy++eDtfeuHgbrcTraqOkxQs182LKoEw2+0WuRleM5Hd5sRuN9+fiiuNUUm3m5MNDFC46EnsdhdDiyEJ8eqyKBVWxm73YOLuP3nY4sCDqnZ8yO0eH3TC+5YzD7a63YIgCIvKLWcerDLcbOR77WzzVqm+cJK73PnI1rMPstIZGD5uYoJ5CqOoY0mbyx0XURrb3aObQ+eMrm2+a1d1HogijPy8xAsnufDmZg/gXW5hc2TyHu44CxQw2rvwT+NlVHW9noftlXjbQC6Ci+jSWtuCFm9vI14k+cJHHwZoH+6ExEU4w8xAV62pnNvNCn/YCaAYhoU/k9WqeHSE+oRChZT0/WTNYrKv2VpQEARht8HbntJax11uHrUDXD3MOhuMQy53mYWREsBdTQRClxtwrVxp/TZGVbU5jq5WgVTj00Ycbew738SURs3schsjLrew+9lx0X3NNdfgr//6r3f6ZRcCY/xULWMUyjItqnmmOi91HSlxC1P/68T5bSKVAdcqbBVICy1NLtP1bddFhRbATFtkfAgDq5gfsp7dgDtB0GDNYmjriWqTNT8sh2cbAV5U5C6/+n3c99K3WxCE3QLPcVPxpBkA40o3ksttMhtMpwT8XAPucgPV/IOgcLLpcmfKrdO0rhujOl1uLrRLozpd7piw8DFtCvFIibUKk8JPP+tyuYsiHBonLrewWxGne4eI3W4udNvc7kk+3X8PX9jaBHcKY8N2gDoonAndbssEf1ZVwtMCHbvdnPEaL/LxbnfOe82OvBDnbrc7EXmnZ7LmTlSCIAi7ERLUvEiSDAY/jdfluHPWf7sYuhHwsctdDG19RbE0TZebM6T6IVrHW1zuoCVt2TR6ugr4+XTJLviV1bzUvS43AHG5txgFGQM/D0R07zDTut1lYjqXrS/DVc9l+T79I3uB9upxlXA7VOK3Yzhwq56moh22sDtHBfX2go+IZ243LwBaX/XZRe52u6yjF9/FCq/2d48Vt1sQhEUn5XID3uXWpV/vSJSXmfs33h8K7HrqL3O5y8xCDZiTPbDQOnS568mUgyjn3eJybyQ+Ypm7zc9HKZc7fs6yTMdLUi63IOxm5Dd4B5nG7S6rYQD1fmX/YhcXpgDNntyceAHli23sdofFldVXbes+rxkrzqFCF5qERsKc3G6rw1z3+qqBpdjJKIydEJO1ptvNc5AivAVBWFRuPN0NbTGZK54kl9sMwqt6ADndocsNuGFiJYvh8T7d5HLH9TQxoZPt7zdWtbrcQHhuoInG09Im1OncVJtJ1XkjL3VtSInLLexV5GL9DkOdS6g9YJ2RzizyUiGz7ntqIej7ola3gWBSZRE5B33ZOx4/oe4lBO9wkumoHSBM7UBk1Yh4rd3PozRcuxJUnUygMSmpY4nBINcotYXOAORVJ5J9fmAOOd+6BNbXgLW6bSDqloHjA8AqANff3A/OEQRB2A3E0TlifMCyriWuq1Pscucrtr5SCAA5RUqYyw24gThKh+51yuUesILKslQYsauSJKxrQ4Vp57b+3G0mT1HlwrtcbsM6kVijkJfeMSeX2xpxubccq6CnMPW2+xiWDfkt3mG+/fi0212W4cJTRpfeYkq2OLURL4Rdee/Y7eYDcwgqpgRCt5vgGULudpeZrR3tOJNIbrfRrpMJ4buY2Nrt5kWVxYovNiI3SRAEYVGgUe/kchMnT3NfG8NvWMyupNoX5nKXQ1t3KQGA9RWK+jmXW2vr1mjtC+BLEzvZ/jh4EWVe6qmKJd1zdssGHidxz62C4kk6Lu5yl1bVo94BNwiHrpzybl/icgu7HXG650DsdueFrl2IsuqHnQGdbjfgHInSuNZOxpJz3XS7uxbJ2O0Gov7eGtDGuhc1qAflZNrWE8KcE456LDx3u7V2Uy4BJ6wxNMiqx5HbXQwtVAlkuYLVwKkDFmsPq7pHt8s8AoDF6JSq4ifO7aZJlYIgCIsMz3A/fDo53t7lLkYICsopYsJdbh7Ry0oFrLnFT2tnctD3lOcGnNAdDf0iyV1uwNfu0LqfKZt0uTl0Tsm06YwycrFN56Y2lxtAYCSR2BaXe/tQ0gVmx5Hf5Dnw7ccfqD/F8w4l07jdzuGuFqMpLs3M0s0k6NUdtZIiyO3mlwqHA1Mv9LHbTRQDf7LgbjdvgWUzW/elBfil2PDERB1MeHHlO+TjoyAIC0Kc5a4H4DDHm9Y17nIXI/89AIz3VWZM5XKbzKLUvnWgMQqDoStgJ5cb8EKazJy80EmXu96PCfFpzitEfH6JXe74+VwL3Old7rLw50FxuYW9gIjuOfHtxx8Iq7LZJbSgQwlrIZgXmi1qYXcTdx+CbdMOLIhFdCy2VeW2k7Cu71d+kaf9aDuPnagBKwTSQDn0J5L6ZxjaOttNbjcAnDzsTwaTNT/BjUYl0yhlAPjAGRIzEQRhvvDibhLZPMNNLQIBL7i5y10M/fAwbfz95dB1LKGonllpZqtpjaYidz723dimyw2kW8XyHt19tJ1nujqV0CyKPpcbcOdAEdzCXkH8wQVgkuu6kIUc7Uxb53ZrQMOiKHUtZI0Nx8SnKsqLGRbNtmx4pi1gogWTFVoCPiozHBjkhXMxtK6KPQEMhhZFDpRQdaX9aN1FSkbVePjJqsForJHl5HYDq4+oOmYCOFdoNSqwnKxZ6FJhdHK6n1MQBGGnIDPg5GHvctOVufjqXT6ygcvtCior4V16x5s6lpSZhQIwYsKb2gTGg80A73iXVjlRzvbzUZLwPJKX4SCdLvj5ps3ljqdOam2ndrmF7SGTaOaOI073HJnG7bZGYZL7snUeM2lzu0lETzO9Mu5eQnQV1VDExLcL5Nv89ysjVhHP3O48Gg9vqmJLcrtt1DKLu93jA+4S7PiAj5lwt/vms6SFoCAI8yHlctP3sdjmsZK8mlfAXW4AmLD4XdyxxHcl8d+XVjVcbtrGCyrp3JGMECq+X//P7K+w+u/bXO542jIJbnG5hWVBRPeCkMp2xx1KTNtCxirC+WLXRz2ZrGMoAt8GhNk/gHcxCffNov6xtPAXTHBPVoyr1K+q9fOR63JSDP3zn2IV/pTxdt1M/H3UxcT4zyaCIAhzg9YkcrkBEtk+Ikf70XReo6lPdyi8yeUGkOzLrbUNhpQBvpMUn6UAoI6e1LdbXG5OPLm4i9KourVsm8sdPzed48TlFpYBEd1zps3ttlHeLTWtki9k8UTKOOfNmXYR5a0D6TZAlzC9280H4wAIer6SC5NpBP1kqd2V0W7KWj50We6g2DLhdk+CQkvvdpOrZDIZmCMIws5D604xclffSHiTy+22hcWTNAiHupMY1p2Eu9zrLEZitZ/8O2RrqtYWA6qdMUDGDBJyuXUksuNWganJxETbuYTg5woqsEy53DSVmVxuN5nZ7S8u986hLKCNmuu/GWYt7RlEdC8Q5HbnhQ5EbO0EREKcX6YjUsJ7GlJud9w6kNDxYhx1MqF9yH3JdNjJpK68z9wJhsYbe8EdnohOsS4mBL9Me/I02+iFK8JbEISdgq83JLjdXIHQ5QZ8h5LJml/j6Epf/RzV47jLzTs9AczQqNbZQRZOCTZVO1miLnJneW5gtnZ8bWZN3IebP28jCpkYC28MsD6p9heXW9jDiOheALjbPcl1LWLLaBRuWHDi9yfaqsj5kIJpLxOG49+bWW9yu+v7dSjG6QQQ7mPrinubuYyiydyJhwS0F9zVSWe/P2kBzdHJJw9XX09jOfHq5CbCWxCE7YavM7T2kOCerPH7wlgJXc1LCW9lVN3NibvcxdCEbVnruhoyONy6S3U2fDhObJYAfj2PR7zHLjeHZ7jT20PhTe0B48mTALnc7LxWCW5xuXcGXc733zIionuBaCuqNCzbzd3uYLGq4yQq6Xb3Ta8E/EIb9+smYrebFk6e6wbCccO8yJKy3WXmKvBJeFsqAspCN4fGIJPwBrzDzcU3Ce/Y7RYEQdhJeKyEBLdztek+73iXQxvUs5jMRezWWaxuPZpn4GpnwiuHFCvR0dVKum2NqmtxuMtdGyiJdb+PPHHuoQE4/D73+l6Ic5ebn+P490Whgiu9grCXENG9IPDx8EWZFtaAH5qTt2S8UxQzXD5sW3hjt5ten+e6AQRfec9unj2kTia8qNJo609CrHsJfS0zYHyAdzGxTde7crv5iHhxuwVB2C5S3Up4rIQEN/Xipjw3FVeS4Kare3Q/DQ/LjKoFdzF0Q8hUZoOOJYAvmOQuN4C65V/bmPfY0bZWdbrcgD/PtBXuBwZQtWQbPtQtccUWCGMl/HwoCHsJEd0LxjRuN1+0UoNwuNsdi+iunDcX57rlUqPS/rXqS5vVU5LbHV/GzAZ0MvCdTCzbh3LdRlOO0QbCG3Bud0lT3RIZb3K7XUtBEd6CIGwvseA2mV+HeKykHn7DWgROVi3ywPG21dRJVyjJp/ZqQ4IbdccSIJxAaYyq111yuWndpnW6KP1wtViA89tFNTVyGvh5Jj4Hxd9b44on+1xuYedQRs313zIionuBoE/3xqik282FNxAVUFKrJeYyTDsCvs2xSC3M9DrkYtOCTi5L3HKQtxjMNG8hWL320I01jh0ecndi8X3qgA2EN3e7ndi2tfAWBEHYCbjgHh8MXW4gnDxJUZJy6DPeVqMW3FRYDri2qgQNwhkOvKPNrygalt/Oqu5SBJ8kXK/hUzrabff5VrW6NVZCx5WKlYjLLSwjIroXjG8//kDYuYQtUJYtXLwQJXa7uYg2Cce7zcVITbbkwpu7JPFIeD4sB3Df817dGWsdWB9HVg3GqQbkUG/astHFJF1UCfiYib+M69xwk4nbLQjC9pCKlejSCW4+BIeENuB7cvPiycmqCbqW0FW/ojIjACCv1kNbqjqmV3eGqjLaVEdjrQpqalQU8+OFk0RsrvDzQJ/j3XXOAfzVU3K46+etBLe43MKyIWPgFxRjFAq4/6C80KwfdiV8s3BMPFAVrGgvjEvTnc8rSt0Q2krZzkiK0t7B8PdVx1IXVgKojslohcxY9/FuAJiJ22c4sMgBlHC9QicrBqundDAePl+xwDowhMJ4v8HqIxr5qkX2iKrcbmD1Yff9ZE1Vr6kwmHixPVh33w8mfe+4IAjCbFBOe3ygOeKdupXwWElb8SSfT2AyJ7jJjLDaYoUeb4DVypyoiyOrNZ66mpSmOb6dC24qpCxZgSWRMl6KUmOQmaTLTc8DNHty88cTqViJuNxzwi7AGPjuiy17EnG6FxByu+OYiTEI3G6Cu931Jb1Upi7hQMxCXEwZu91As5OJaxsYXt6kYiAdOTnUm9Zoi0mQ564iJ6yokoqRyOF2wrv62UbAZF/V2eQ0f5+MiBcEYbOkhuC4zkm+sxKfPkn7dhVPkhAHEFz9KzO/lmbV0LGy8GI5G9igkJ0G4hjrXe6gq0nUuaStzWxM6nyRzm37cxB/TMrlpp+ltEpcbmFpENG9oHDhDVQDBoxrpVSyQhfqZuIEOl3K88+TzuWlh+kQfDhOalFuG5RTjxTmHUx0qsqe9geyEU2mdPfRwBxTFxM1u5jQ5VnuInnB7b+nbiYkvAER3oIgbJyuITh8xDv/ngyCyarPcPPiSRLZ+TAsMC8zCzVwnUqoRSDFS0qrgvie1n7drlsAsuLK1KwFoi6MT7jc/PyQKs5PZritPxfFLjc9NhUrEZd7Z1FwRbrz/LeMH7VEdC8wtAiFbjd3F9xXEt7uvu4K8lRxZUp488fyiEq8ePPj4bnuVCcTnu0mtxsIx8NPVsKiSi68+aRKq4F1doIDvNttMpscmkMnPBHegiDMStcQHIqXUF9uoi6gHFYmwWpYPOlqWZzJQEWUFDWxbJ3kZsWQjArj89sqcrSpiNIY1YiVEHxdT5krqfNCarx78jzDhHd4VZYZSSxWcvRJhxqvJQh7ERHdCw4tUtZ4d4C73cb6RY0cb94fFeADcvqnV7r9m78WcTactw50t9MxE74/v9Q5ZCPiCd63u6uo0mYW62u2Ft5AGC+JhTcQut2CIAgbxWTNITiNLkojHzUphn70uxPexk+mrK7qFUNbZ7mNtvWVP35VMB75DoQdS9x+vmsJrcnGqkasJEVftyta7/l4d4IPwMkTsRJyuU1V+0MdTSRWIiwbIroXHHIASu4msJgJCfGgd3eij3fek8mzHU54DG8d2NXFhJ6zbidIJ5DqxLEy8p8MDGuNRdluEt6AvxwLuIltNvPFSVxw+yImf7zkdlMvXUDcbkEQpodcbpp6S2sMDcHhswNix5tqT4ph1bEpQ+BoU/FkXk3pNdr35QZQXxmsO0ApMi4qY6LkMRL3mDjPbU377AUOrf+xyx2bNHnZdLwBf+6xLBY5yTNYJrDJRCIeuuSs5LEI248u1Vz/LSMiuncB/3zxWQm324/KJccbQBAzqXt3J0b2pugT3BlzTgC/iNOJIB6WQ/BBDXQiyAY+mkKudzE0tds9WbHQpaqLKunQqKiSRiVb7Xt3U9ESH5ozrmKCtRslwlsQhBlICe54XdFlmOEGqlz3KiuOZFfr6oFg1VpkNGAzf7VPawRTfAlqERhPADasY0njqmO1TsfTjdvoOg/w8wc9X2rMOxCOiifBXXcsqUS4xEqEZUNE9y6itF5414WUNj0ynmImwX2JAQapiZZdxPsF7kklvOkDAO9iAoSdTOgDAw18oGIgEt6qamWUKqok4U2XbK32zpI/4Vl2EnSOFJ0g6UQHiPAWBKEdLrgJEtwnTwt7cgMIPvibqjNJPHmS1jGTISieJMHNr/plQ1NHTNoK1CleQh1LADS6lhBmijHvtF/8fao1YFmyORHM5a5NoES7wGJJHU5BAKRP967h3iccwuO/fRzQqPteu0XOIsvcglZfbrQKmbLIS123lrLG57DjXF9e6qkW4q5+3dRDnC4r1q64AQAVnADoebKBQVlo1wor16A+22VmMYTC+orByrpbqPMVA6xrYMViuK5gM+926xKYrLrXASx0ierSlfve10hbDCYKk33ulvTuFgShDxLU/CoZCe6wF3e1H115W/WTJ2kATl5H58LiyVJbN+59zU+dVJmts9ypmhnAC+56OI5RGLDe2zqqqwHQO7+BSJ0X4ta0ACuMjLqa0P08t02CuyiUdCuZNxZQpn+37T6GZUOc7l3EPecdCLqYlAmHm76vK8cTPbwBL3z7Jo7F+6cW8ea4ePc1i04MfLjPgE+r1KGjA/gCSp59zJkDVAx9/pFacuWseIk7TjQVzmctw2mV4nYLghBz81kHG4LbdSkJhTatL3wIDgnuyapbl0h4axMWTwIIBuEY4wU3xUuUtvV6CXiBzddVwK+7pVUNlzteq2dd99taA9bCOpo8aYyqrsK6feMWgSK4hWVFRPcupGR57dSEr0mug3258AbSxZXdWe/2SEnchirOdXNHhhZoipgMBs7BicfDW+161paVA0TCW9MJgBVVTtbcyYou4dJ9AHDycHipl4bm+N66IrwFQWjC14NYcNNtH2kLu5Pko1Bw2+o+EtaAn0C5vuLnFBRDbyr4ce8salLluXnHkjpqEncsSbQKjM2Radf8VNFkEDGx3vwxNjwncXNIYiWCIKJ718Hd7rJoOtyT3IcPbWJRTU2srJ8jOUinf6EMenqr8FIoZQ+pGn44CK9nkfAmKNtttR8aUWrfu5sXVa5X3U1yNmJ5PSqmpK/BpWAmvA0LWInwFgSBrwN+tHvVJWlf2BKQBDetLetrth71bjJUMTgurH3+mwR3vuJNBD/K3QvuwcDWgjvVsYTgeW4gbBXYxtSONyuarN+bqFMJ4AU3d7l5txJxuRcHBSAr1Vz/LePHMBHduxBjQpe6rggvuTvhF8TY7S5L1Sm+ia4FmVyTONcd7hM9pu7RbRqj4QEfMaH9iqGpq/oBYFKdpHhR5Trr552P0sKbFzvVLQX3sSjKvtYfUxCEJYXWBpN5wU0zAOgrXUEjwQ24q2428/E4AEHxJK1jmVG14LaV2UBRO6DKZzPBnepYwl1uwK+pvFUg0NefW7Xejosm4/v4ABwed6T5EmUluKlbiQhuYdkR0b0LoRHxgHe71yfe4S4Tk8AANGImKeE9a9Y7Rex2A80JlSS8iTjbXTs+VJmvq162Q+8k1ZMqhzw3GQpv7nDHwts7WF5486lzgiAsF+Ry8wE4FEUjoV3HTFhr0vqD/n4S237tovoUah/otrsreABqwZ0a9w6gFtypjiVlHdmzDcFN2PDiYpLUep+qBeK1Qn4/1PdZ1smkNKo+P5lNnE+EbcKiajowv39SSCnsKtbzZoabX9Kj/t3BmPio7VNqQU4N0ukiGA0fXeLk96vopOC/os52A9zxrn4Wmtimw7w34Pp013nJzDveVkeRkrWE4D5oRXgLggCgXXD7q2JNwU1CHPCCm3px01fAC+7JiqknT9IaBnjBzetbMia8U4Kbi+t4vQXCdXmalrAly18TKWMmLp4E+MRJ9nzUm7vUMAbicgsCRHTvWmgBW2eCm9xuY8KJYn3Cm38/zeJsrHfMW4t0eM6bnxyiEwb1kyWBXVfsZ94FyqlXdyW+rfa9u91t91gar2zr/ri27lbCO5oEIjwS3lRYKcJbEJYHLrhpHeCCOxy4FQruUwf8GkRCm4q9y6FFPnTbSHDHkycJEtyp6ZN1m9V4/ay+0nrrO5k0i92nXdvjfeM+3KVVQayk3o8ZPhR5FMEtCCEiuncxfCGjyvC2yvHGxMpEC6jUIJ2YroU7lRvk7QNTnUyygQ2mVAJeePcVVfqCJVs7SX70Mir329atvYKWgaOm8OYOFyDCWxCWiXgNiAU3udy6VCzbTcO5LGzGhHY1tCsfVutQtfaR4C4GzeJJAME6GGe5U4I7rpsBurtLda3fvOYH6O/FTecUcrlpv7zQdY4bEMG9yGij5vpvGRHRvQeg4QO2Kl6hEfE0rTLu510mXIzUiOBpp1S2VcjH7QPjTibk0lBRJR8Pr7XFYOiFelxUWWaoh0vkw0h4D1l3gVUqdrKB4x0Lb3/pWIS3ICwTN55zMBDcfHJtLLipW0n9Yb5ae4qRrdcnEtzr9Qh4bw4AXnDbqv82L56sjYfMT+oF3FrJO5bwq4e8fmaj2el4rU8VTdJ5g3pxlySwWayEF07SeUgQBI+I7l0OuQiGxUfKSHjTfUBzVDyAZHFlimlFOOAzhrHwptcM3Bo2Hp621ZdZE0WV+cCiHBoWL/GXcIthJbAbwtttr7uXRO63670bCm96jAhvQdib3HhOmOMmwU1Xv4Cm4K7XDfqwv0ZxE1ZYuUpdS6i7kqlbnQKoBTfgBfdwYN1wnCwU4PwqIXUsAZDsWsJpM0O61vHA3U5eFfWCG0BjAA4f3iaxEkFoIqJ7D8C7mZDbzcfw1pcGWV9VHjPpKq6cNutNI+aBZjFlXycTflKh/eOiSjpBFdXl2Vh4A1VHgMw2hDcQnhybwtsmhTedXAER3oKw1+CC23cn8YKbXwXjgrsY8fvDIsr1VQOrgaz0gntCbU1Z8STVsIxW2Nh3ls9OCW7esYQPw8miQvZp+nOnMttdRZP1+YIJbn5+IcEtsZLdhSrn+28ZEdG9R3DCW9XTKusK80LVMRMAjY4m03Q1SUVPYmKHvKuLCYBGJxO+nbqZDCMnyOpKVA+ajnfJ+uFy4U3TKilmwl0pPzK+Kbx5zISEtyAIewsS3HX0bF8ouJ3Ybgru8X6/4MWCm0/QJcHt1iobFE9ywU2QuVD34NahSK8db5sW3MQ0bQJ5QXyb4ObniPgqqa16b9e3JVYiCL2I6N5D0LTKMoqUdAlvIF1cCbiFeJrFu20AQyyogbRzQ/Bst7ttq0uuqm4haLUX1wCCS7aT1VB4G01jmG1SeFPrLy686STsh+j4E7JMrBSE3c8tZx7ELWceDAS368XdFNz8w3ksuCdr4XRcLrhNBuRDbg54wU09uY1RvlsT6+A0yOJ1lK4OhnluPgmSr7WpwWUpaH1P7cfPI9YoXw/EYiUkuEt2HpFYye5B2QWYSNmUCHseEd17jHvOc4sdj5kAYTsnIIyaAOniymmy3g2Hu0N48wxiLLx5thtoVvSrzAlwzZwicrfLoalPcCS8qW834PKVsfD22cxQeNeOFhPe44O+sFKEtyDsXigmlhLc9OE6Fty81WgsuPORrQq6m4Kbui7F7QF5T25jVC24tba14A7idgnBTWtpaVVScBPTrNvxeh8LbiKOldB9fMy7CG5B6EZE9x4kjpnQwlhXpEdtBPnCmhp8QMQLeNuCHgxlMNTP258s6hNH1ckkPqH4Ew+q+9uFNw3NSQnvYugGVABeeFMBFL9kzIV30N1kBTh5WvVcKyK8BWE3wwU3fZCOBff4gA26GoV1ICyaFg3lMhl1KPEON586SUXgK6OwWJyIBXdc5wI0BTetqXVxeottOM263VY06bbx4vzuWIkgCN2I6N6D8JhJ3YM7Et71fWydJneDT6SMCyjp+fouXWplG4twLLx9J5NwPDwQFmHybiYkvAHUQ3Ni4a1L1G0EufB2o5ndsUxWbSC8AV8wxYW3ux+1CBfhLQi7j5Tg5kWSXHBT8XUsuF23EjQE92TVBNNyAVdEWWrfkxvwgjtjA3GyQbiQxoLbGw9pwV0/ruc6fdu63VU06baHI+LLUmIle4m5j4FfQkR071FIeAN+HG/Y5qk73w2kWwoC0xVW8sdkwbAGX4EP8ILKpvDmRZWAd7xpfyB0lejEt74a9u/mwrscWqxTMWUgvC38wItQeFM3AxHegrD7aBPckzULM3D7cMHNi6e54C5G3s2OBXfB4myx4C4zCzWwKA3rx6294OZRulhwKzaRMiW4aW1NXZmMmUVwWxOeM8jhJiRWIggbQ0T3HsYY71qX7HIgH5wDhMK7rbhylh7d0+7b7GTi7iuNCooqtU47Qqo6Wa1TL1x2MoqFd5nZekx8LLz9pMqm8KYhOr6NGGAGIrwFYTcQZLiDzLYT3JTdjgW3u68puGnMO9AU3JTjBtAQ3HS1jorCY8EdZ7l1FD0BfMcSIu4MtdE1mgtufg7Iy1BwG9YVqyzCWIkIbkGYDhHdexjq303Cm+e724Q3kHa9gbDF1DRj4nXiBEHPzXPdgBfe/LFUVBkLb5WxuAnr3w34YTmAF97OAXfPlRLe1JmAC2+6n0+vHB+sXmMUCm9BEBYXEtzUiWh8sCm4fQcjL7iLEZKCm8a8A03BbTKX4zbaC27AOdtUPElrXkpwu2m87ri7Opa0tWLtG/PO13CgKbjdfqHgdl+bRfgkuKl4X9h9aDPff8uIiO49DgnvVGEl4IX3NMWVcUY7XuBTC35KeAPNgkoOvz92gIaVa5QS3mVVuMSFtxuYU7nXq8yhygBbdTHxbjcX3umx8fwfCW9qQSYIwuJw81kH6z7bJLjpg/L4QPh3TUWSLmZSFVNSJC0huK1GPQWXO9x5NbwL8O1NqQaFF0/G7QEpyw04gdvVsSQmXj9T63BKaLcJ7ni/OFZCV00BiOAWhBkR0b0ktA3OAdDowdpVXLmRCnU6KZRWNQqAUsKbn4BIePPXjYU34LqZuGLKpvDmMZO6s0k1sbKsxDYJb+pa0Ca8xwdtQ3jL1EpBWCwo9qXLUHBTpxL/AdvHyeo4CRPc62uu61EsuNdZh6T6ytqKqdoD+oJKPuCrNgkaXZpsvwHRVkAZ3SZar0QmBLd/jPta57VtGCvhgrtkHUwEQZgeEd1LALndvP9qXrj/er5w8r7egHe74yIdLoCnHRPPUdGJhDqZ0Hh4IouEOC+qJOFN24Cwf3epKY/pBTgX3nT51zlYXngDiDLe4RRLLrzHB7yLJsJbEBYDEtx8uBUX3L4vv0VzxHtTcK+v+k4lXHDTmHegKbitthiw4kkuuKl2xZq04OazC4C04I77c3eRagfIJ03Gvbj5fkWhGldHSXBLjnuXYxVUOd9/mEE37BVEdC8JJLwBoChD4Q0g6OHN891Bi8GWP5C+ynlarFNdTLSqKvNZtpt3MiF4USXvZkJfKR85WfHC29QueCi8Ad+BgAtvkzkny7vd/mRMOW8uvN1tEd6CsAjwmBcJbvr79B+UfUE0EMVJ1lghdiS4AbeOxIKb1hagKbgBsDiJd7i1duPbFVs2Y8FNBeVtDneWaMkaE+e3idSkSVrvw9ihuy8vdNCPWwS3IGwcEd1LxLcff6B2tkl4Bw5Gi/AG2kfG9y780fZYePPXaBPeVFSZFN6sBVdDeGt/QuTCm0+O48I7H6G+hMxHQZMrxoX3ZA2Y7OOTLF07MhHegrDz8L+3yb5QcE/2uTXg5GH+Nx12KJoEbUSbgpsm2WZlWnDTh/xYcKtKRNeRknrsuz/2lOAm4o4lQLiGTrv+trUEpNcAvAkTdypx+0ukZK+hAGTlfP8t42+TiO4lg4Q3ORepwkogjJq0dTUJhujMkPVu62QCNLuZZC3Cm+7LdFN4K6Ma+W4g7KUbC28A9ah4LrwBynoysV2dtMcHmsJbHG9B2Fn43xl98PXRr/jDMxqRklhwU70HFUSS4DY6nHZL60r9IT9rCm6t3TAva1SyWwlF61KCO+5YAjS7lgDta2+f4OYZbi64+WP41VAS3OJyC8LGEdG9hNCimepoQq0EqatJn/DmNLqbdAhxOnnwXDdB4+Hp+1h4u+/9tEognPJmq7x2SngbbRsnzrpzyTAtvClmQlPrAF+ARcKbLl87BzwU3iK+BWF7SAluEtRccNexsAOh4K67luw3geB264dNCu4yQ0Nw1y0Dqz7cXHADQDZw29qKJ22U0Y7z3NaopOBuoy+/zQU3QWsuietaiLO2syK4hd3O5z//efz0T/80nvrUp+InfuIncMcdd/Q+5hvf+Abe9ra34cUvfjGe/vSn41/9q3+FG264ASdPnpz59QcbOWhh9+PyegrQQGYsoPn0MX8Z1DA32lh3EqCFW2mL0qrG5U7qN9sFF+1auZNAVuUY+Xh4Y1j3E8p+l3SCUjCwGA6AvFBOeOcaGFgUBeCmzCpgaIEc0BlQABjkwGQVGI1VffL0KAxgkY+UGyc/svX9gBsx79qOuWMcTCzGBxRWH6bL2OznKoDRKff9LWcexNUPnOh8TwRBmJ42wT1ZsyhWnNsNhMNvdMl7c7uv+Sj84B334uaCm8S1NsB4LRTcWrsC75TgBnzxZDYIBTcVj9Pa2dciMAU9lr4n+DrbJriTw2/oymcluI33NIQ9xLKNYv/a176GN73pTXjFK16Bt7/97fjKV76CX/u1X8P+/fvxkpe8pPVxn/vc5/B3f/d3+IVf+AU87nGPw7333osbb7wRd999Nz72sY/NdAwiupeUbz/+AJ5w78MA3KXNslDIBk70ukuegNauo0gsvIHwhJAS3l3QiUBpW58IuPCmTibO/QmFd15oZMqy6v1QeKvMIoNqCG+d0QcN2xDeAALxXWbA6iMKxchiMFH+5JsBo1OKFVxVx15aFCOFwcQLb5PBCfE1Ed6CsNXEgjsYbLPiPhjrMhzvzlt/csFNhdRUJMlbAxZD2xDcJrOYrFhoo1zXEtZRCQj7cXPBnSUic3wQDicW3CmDIyZed2cR3MHjjI8fcsEtLrew2/ngBz+Ipz3tafjN3/xNAMBzn/tc3Hfffbjxxhs7RfeVV16J008/vb598cUX49ChQ3jzm9+Mb37zm3jKU54y9TFIvGSJiSdWllH7QIqa0O2ypaUg0N7ZJCbejxcJpTqZAM2RyJTtptu0vW7LVfXvHgx8D11TRUyMRt1KkO5rFFvWwzDcydpqd3L2fX391DrqhkAnd9c1wbcUpMl3hERNBGHjxHEtLrjHB73g5n+TKcF96oANBHc5tMhKVRVUe8FdZlWv70pck+AG3BRcWl9WRj7m1im4K2MjJbh1i8MdtwrsgrbPKrhNFDPkkRJABLew+5lMJvjqV7/aENcvfelL8Z3vfAff//73Wx/LBTdx4YUXAgAeeOCBmY5DRLeQHBVP38fCu35MlPEGwuzgLNBJpa2TCSerctxceNNzkMMUTqz0g3Ni4e3aBKIhvI12gpoLb9entzkwB2ie5CdrvCewE95jprVFeAvC7AQdStaagps6kYQfgn2vfe5wAwgEt8ncpFoAgeC22gaDcLjgLrMuwW3qK3RccANh/UosuIFwHYw7l0xDn+CmCcQpwU3484EI7j2LBXSp5voPs/96b5jvfe97yPMc5513XnD/+eefDwA4evToTM/3l3/5lwDQeL4+JF6y5FDMxBig1AqZsTAIu4rwqAkAH0FhGW+KinRdBp1GkFOuG0CdDXev67Pi9XHBH6/WgIGtPkW6/HVZ+scUQ4NBrgG43OZoXdV9u4dQKOBOsitjVRVB+pNzWVZxkyEwALUOpJ/FR00GE3eyX31YVfu44x4fgNt2EFit0iUSNRGE6YkFtxn4zDYX3HTliU+aBNCIlJTDcBjWZNXUH8BJZJPgJoe7/mBeCW4+AGe0EgpuwH3gTwnueAZBqoASaBfc066v0xRNxoKbXG7aJoJb2G7uv/9+vOpVr2rdftddd23J6xw7dgwAcOjQoeB+uk3bp+HBBx/ETTfdhBe96EV43OMeN9NxiOgWmPD2hZWGFwSyjDe5NynhzYlPDNMI7rigkl67LHWQ7ebCmy7VukKiUHibIN/thbc2QD6wGMJd6iHhrStBDgCDSrgXI2AwcTnu0SmgqAotXVZbVcLcC2/KkXLhXawAqyfczyPCWxBmo01w05TJLsFNX+mqFAnufARXDLnfXdkiwU29uCerNshwGw2oEshXQsENAIOhTQpuXRkQo7qlKW93iupre8eSLrrW11QPbi6q620tgpty3CK49z5qlxfInjhxYqp4x7nnnrtlr5nnOX7lV34FAPDOd75z5seL6BYAhIWV0M7R5ZXsw+pkQlXusfAGQtcb8CeGPsHNTxKpTiapoko6NsW6r3DhDRLjQCC8y8x1HtBQyOGF92TFYvWkRlm53IAT3iazUCVA7jkJbxp6wYV3MQJWH1a1ACDhPTrl3DguvAfrzv0W4S0I7cT5bSAU3HyyJB90Y7KwHzfg+23nI9TDbwAEgttoHzHjgrvUflBOLLjdWgiMRqHgBlxPblOtn7HgpiL1to4lfC1NkVpfpxHcvFNJm+AWhJ3i7LPP3rCbfeedd+K6667r3e/IkSM4fPgwACfUOcePHweAensX1lq8/e1vxze+8Q380R/9Ec4888yZj1lEt1DDhXcBd8KgriYACd6m8AaaLQW58O4idsiBZicTAEnhXbvcVcyEhDcQb/fCu5wo5EOLYe6Fd6aB4bpGMbQY5EBZCWwAGOQKNgNKUDtAJ8JXTvmuJiS8B5PQAaee3oAKhHcxAlarLSK8BSFNaqQ7CWsS3FRb0ZgsWd9HeW1Xp1FmXnBbVs/BBTfluetpk5XgNjocgEOCG0A9ACcb2EBwA6Gb3datBEg73H3Cuyh1vX0WwU3b6vuriZPSqUTYTVx++eW4/PLLp9p3MplgOBzi6NGj+Bf/4l/U91OWe5ps9m//9m/jc5/7HG677TY86UlP2tAxi+gWAmLhnVVuTF5oDOvioHDxboub8Jz3rGgF5CyTDYTCuyhU7YanhLfSvo0gCW8YBTWwsEUovEtY6KGB87ybwhtwrjcJ7wGLnZDw1swNB6i1YOVyH3CPI+E9Ouly3qNqgI4ugZvPcgLjTX8v4ltYbrjYBkLBPT5IotoLbnK7SXB717spuF3xpBfcZVa530PnYJPgLocG2rgrYEZ7wU0DcEYrJhDcQJjBTg/Bcdu44G7rWMKZZg1tE9zBKHe2ZgeTJsuqbapMnFwqFNwo9nkfw04xGo1w8cUX48/+7M/w6le/ur7/yJEjOP/883HOOed0Pv7WW2/FRz7yEfzO7/wOLrnkkg0fh3QvERpQK0FjVDC1khZqWrj55EqAuSpRZ5OUm911P38OIHSK4mr/1LTKATsJpnrnquq+fGhRkIuv3YmWHK68mjRHzhe1EixGlSNWTa+jdoL1cI2qRRm1FOSXv2mEvG9h5gQF72xC4lsQlhEuuIuR71DCYyPTCu71NRsI7nLYFNzkYMeCG3B1H7HgpgE4BBfcFCtpmzppTFpwA+F6Ny2p9TUluP067bb5ddwXTYrgFpaBN7zhDfj617+Od77znfjqV7+KG2+8EZ/97GdxzTXXBPtdeOGFePvb317f/h//43/ghhtuwE/91E/hnHPOwde//vX634MPPjjTMYjTLST59uMP4ElHHwZQZQer4kpyvIvC95rty3kDTbemS3ATqU4mhHONfFFlHXOpMo6DKsPNHW+VuQx3XjjH2xgApXJZzRxw0ysNrFYY5AqTVRtMrSwzi5WxRj6yGE5UnRX1kNPttrl8N3O5D1iMTimMDwKjU8zxPuXExeikd73F8RaWjVhw86mSxcj34KbYFhfcdJ//8Fv12maCOx85wb1etQYkwV0Mw0JKwAluWzntxdBntfmH+JTgzlR66iQ93lpXo5IqoKSrhCn61k8u2mPBDaBVcJfMNBHBLex1nvWsZ+Gmm27CBz7wAdx+++04++yz8e53vxuXXXZZsF9ZljCsuOFLX/oSAOBP//RP8ad/+qfBvu9973vxsz/7s1Mfg7LW7mCnxK2jLA0efPCReR/GtjMYaDzqUfvx0EOPoCh2tsLlCfc+3CgKAryDkyoMih1oIDyRpPKHMbHrw1tdxRPU+OhiOqHQyQRwDo6tTkJlta8tFfLK2bGFQlYqaANkuUJWPddwXSMrAW1UPbWS9lkZa6gSGE7c4wYT17UkyxWGE9c6UJfu6+iU2zaYuOdYfdjvT5MqRyedKNelE96Ay3oD2LKs9zx/j3YT8j71s9XvES+W9AOmWIZ7xTvc/CoRQG53M8ddDL34NtXVKO5w59RvuxLc1KmkGFqU2u1rtG2MeAea/bi54AZccXfbGgkAWebfM75OAv2dS/gUX6Irv+1up4smSXDPs1PJMv29nX76fmTZ4oQL7v+Bxf/v14q5HsP/91sDnH3GToZM5s/i/AYICwePmQA++8cnl7nbbv9U1AQIRbQ1aiqXm+P7hftsN1G35jJskiXrjzsY2OTgnNqlqnruuniJ78VLUROjq0vU9f0W66vGTa1kJ3fD3DR38rfRJXG6/O3vGx/wEyzpe4qaUI9wGaQj7GViwT0+2BTc7m8mimWt2YbgpkhXn+AuWaEkF9zUi3sWwQ2kBTfd7776n5c6lgBNwT0NXQ430C64+fZFEdyCsIxIvETohBdWam1RlKp2vMPoR7qzSXzptOsSKkH7Ne5PFFUSQVGlUXUrwZx6fCcG5wwHto6alHybrr5nxZW6VK6fd14JbxhkpQLG/nHOzXZxkrqv9ygsyKQCS97be3SqEhdVn2/AO93U3QTYOtdbEOZN/GGS6hsCF3tfM7NNgpscbdpWb19lRZTa9+U2GWrBnVe9+PnUSZNZ5APb6MXNr/SlBTeSgps6Lw1Y/js1fZIzTX9uThwpIVKCm493l0iJQOg5F1IuI+J0C73EjrdNLOaAd7zd9+2O9zRFQ20noFRRJd0fZyj591qHo+KpzzZ3vCm7aTPXJoyKK+tCSu1P2FSURd0QyF2brHknjRzv2I1z34Pd5x1v2lZnWmV8vLDHSI5z31f9zo8qsR0JbipC5oK74Xavuh7cKcE9WTWB4M5XTF00SYIbQNCLu46NsPUCSA/AiQW32771gttY/48IYiN1D+70Gs0F9z3nieAWhJ1GRLcwFW0dTYCm8PZOS1N4E43Loilnewrh7W77++MTXqZsQ3gDTmxz4U375DQYgwlvAPXlaBLersUYAuFNwzZi4R33D/b/wi4MToD4ric0BGR8UOImwt6ga7rkZM3WI93jrj/04ZULbvccoeCmHtxccFM0LBbctvr75oKb9+Lmgpu+jwU3gGAyJF9/4haB8bpVXymcQXDHxIK73jexNlM8EBDBLQjzQuIlwtRQR5N4XDwfksNHxvOJa3yIDsEjJ/x2Ct6hxL9O2M2EYi2AO9ko7Vz5TNnG4Bw3Jc4iB2BLhUy7toEGto6RaCgUlTDnvbupoNIN06n6d6+6S3VFqTDInRgYASiHwOojfmqli5f4ryZzkRM+wdKwqZipTqYSNxF2G23FkvwDKXUncfUOlu3b/OBK2ybVB10S3MUQdSY7njRZVh+oSXCTGK/3rwS362yk6g/mvB4EaApualWaEtxEyuHuynTH3Z/aoiRAKLjbHG5ejyMTJwUAgF2AeMmubOOxOUR0CzNxz3ntwhtALbK58C5LXXc24TlvIO14Tyu8gTDbTcKboKE5sfBW2uW76cRaaosy19XPoGrhnZXAoFAotQWGXniXmYUuvQgn4a1L3yKQhPdg4loPDvJ0vpvEOOGy3AomowXRwmTViXPkupu4wTwivoXdAW8FGBcL1wXG1X10ZYi+5/vFOe5i6LoEjQ9QT32/Pa9aBsaj3WPBXbBe/SS4geqqWRU3qwuwI5HMBbduEdypyZPuOfsFd/w90OzkBHRnuIGm4JYctyDMDxHdwsy0CW/AFxBx4U1w15tOOrEIB5oOOIeEN3e5U8I7nlZJQyB4/24S3oC7hJyxPtsGVFzJplEOAW0ssrw5Ml5Xzz+cUBSket4SQNV1YTR2l80HE+9yu17eTkQ7keGF+erDCpN9qI+JIHdCl+6fiG9hEUlNlqTcdt3ab8VHrAAEgpt/H8dKiqET1PnIfe8e67atrxrXo5sLazb4hiJjJMTd9yaIqQ2G3u3mgpu3B+SCO546CYSCm9Y+oCm4udHQVe8ybevUuGiS9hfBLQjzR0S3sCFmE95+KEQcNwHahXcXcbyEhDdFTPjQHD4mPh6ck2mLcqJBo+JJeGsNlBPnagNeeJca0KVlLjdQaGC0ruoiLC+8K6o+33QpHHDCuxjZevjH6sOuc4kX3u4SO/X3LlYsBusAWIcTAFg94UX4LWceFOEtzB0eJaEYCbncdXzkYOhi0/dAOFUyFOF+0A3gIiX5Kj02FNzU/g8Iu5QACPpwU6QkmEcwZG73wF86i/txpwonab2LHe42wV2/Ty3rXbIeJoqT0H20P580SdtEcAsxCu5K0byPYdkQ0S1sGBLeQDi1EvDC22GTwpuTEt59pIQ3/RnHwhtA3UaQhDedjKh1IBfepXEdTWzhhbfWPMvtXW4AUEbV7QTpZ14Zaz+1cqxQZk6QT1adCFiJ8t1uYI7Pd/voCV+aqsjKmhPb44Pu62qltcX1FuZFXOTLBTfvRMKz29R7m+e4+f1ekPPJku65uOCmKZMkuLvaAtLfKB/vroCgSwlNnLRGIeORE9YeEEh3Konp2tbFZgW39OIWhMVDRLewKdzCr+rWWSS8SVh78d0U3kB4QiqZSG4T4PGJiAtva1WQ6+bb4v7dpeU9vf2oeK0toC3K9cr9HoAJbwWdoY6akMs9yBXyFdfTm4S3Lp0412XkekNhOKFe39VxlqgnWJLIoPsAJyKcm62CIkvKhA8mPhMr4luYB7Hg9hntKD7CBDdvn2myOLPt78tHvrsIL5gEXCtAkwFZqTCphLfrLGTrWAmAWnDTaPc80RoQ8F/5iHe6P9WPmz/GfR++L7OYC3HsjuDGQkpwx5MmARHcgrCoiOgWNkU8PIeENzlBdCKJhTeApOtdMtdmWue7Fs9VxCQW3mWn8Hb7kvCmcfGDoUWRq1p4GwOgVCgGNsh4E1x4A8AQFgVcLAVwUy1HY125bF54Z7mqCi4BcrRHp1A52Ta4j4o0PT77TfuMD3rhDXgx9B8efGSq91IQZiE15MYMvLNdjMLsNolt7n5Td5L0fTaIk9iqMJIEdp0XXzW1ux0L7ni0u9E+ahL34uZdShQripxFcPf15E6tbXzd44jgFraTuXcvWUJEdAubpk1483aCsfAGuuMmQPPklLrcGsOFNxAWVQKpVoNV4WQlvHX1Oq6YCrXwBhSKocEg17XwLjLXuYRO7iS8tVEAVCS8nfjgUysBVF1QAIz4z68wmNi64JLuo24mxaiabLmvipgk2gvqwolw4sbT9+MdG7vKLQgNrlcAsL++7adI+uw2udYkuHkbwLhDCRVOkrtNDreLi7g++eRw0/OmBLf74NssogS84KYhWDQtkvfiBhAUTbqvacHdNXVyFtrWtVkFtxRNCsLisyOie319Hb//+7+Pz3zmM3jggQfw6Ec/Gpdddhl+9Vd/dSdeXtgBSHjTSWgjwptoi5y0YaJt8Yj4+Pnq41E+ZkKCtYwy3gO6jL3uhDwX3tq4zglceCujoA28ow2LSeYcbcCd+EdjDZO5XPj6mmtNiLFCuWYxrAosSVAAqDPf3A0nh8KNkK/ENyu85JD4JqEkkRNho8TONu+5XYvgKhpSrLjbVCxM+6Yz215wr6/5OAkJbp7fph7cPE5C+/OCycDtHvguJUBVnxFluMnl5hGRVOEkMF3xZJuZALSva/FaBojgFrYJuwBO9xIaQdsuuo0xuPrqq3HffffhTW96E8455xzcf//9+O53v7vdLy3sMFx4b8TxJtoiJ7OQEt68sJIPzonz3bZqFVYXVwa3/Yl7tK5htA2E9yBHNVxH1cK7+inpyGqxAGgMYFEwgQ0Aw0o4e5ebup34fPf4AOqcNwCsPuyH6pis6oSyL3xeEt+S9xY2QmrADeB/z7zb7X5vx0z3+UgJd7vDHHcxCke3u/u8u03t/ep9tBPkQJX3Zu42/+r+RsMuJMNBKKR5L25jmAvOYiVuHeDPs7UOtwhuQdj7bLvovuOOO3D33XfjyJEjOPPMM7f75YQ50xU1IdqEN+BPXl0uUUwcGeHP11lYyQfnANWHA8DAC286kanMYgjUwtsYV4w1zFUtvAFAG5fq5sI7y1XlxlUOXlX4xQfpFCMLVSroobukPhq7okkqrqTJlXQfRVV4/AQAVt1Pj9FJhfEBJ8a5+NYlDeAR8S1MRyq3DfjfKxLXJLbb4iMUO3H7NNsCkpim7UBz4A2AQHDXee8hbTO12Aac4M6HFsqoevBNXSRZZbiBcPiN1uFo93gATvP7pnEQ79NHKkrit/l9RHALwu5m20X3H//xH+MlL3mJCO4lIiW8UQKDzIteLryJ+OTVFjlJkRLe/Hn5pMq4fzfgXG96DhLe7iCYC14JbwBYnyhYbWtxXbtwA1dfScK7fs1IeGdVdxP3OHdWH8AiHylkZZjvdh1QmvfxLiYUPxkfaDrrgBffg4mLowzWQ/EtwluIaetI4vtpV7dXLMtx0z6p+IgvkAS8EOfTI+PuJDxOErb6C8e6A05w5wMLVTbFuNUWI569zmhCLjAaNXtxl1ZhkIUiO9UeMO5Wwvfvo8vZdtvDfUVwC1uJ69M9/2NYNrZVdOd5jr/927/F85//fLzlLW/Bn//5n0MphUsvvRTXXXcdzjjjjO18eWGOcOENuJOQNf4yLRD28k4N0uFM43xz4d2Ml9DzoH7tkj0nZbxpVHztwNd5by+8bekH7JDwBnikpGpskrnWgbSdhHdWujyqy3mHcRPKl5dr1mW9ASjje3qTu82jJahG0AOu44kbspMW37y4slhxY+UB4OaznKJ609+L+F526HcBLfGRQECvxNtsfZsL7K7e21ancty8awn7nuW3SXCXVXQkH/jnyJnbbbV1dSYmHHwD8JgJgvvbBuAQsdjm69VWCm7eg5tuk+A29X0iuAVht7CtovuHP/wh8jzHbbfdhmc/+9m4+eab8eCDD+I//+f/jGuuuQaf/OQnN/X8g0GLzbCHyKrrn/R1N3H0SYdw3j3HK6dZ1ZMrufAG2idYEqnISarPN91uE958WiW9Lg2U4Blv1ALdj4vXGsgLd39ZKndZmglvADCaF1E6VspQmAPO5TYaAF0Sz1yO2wtxvx/FSNZZvttFRGLx7fPjruUgDd1B7YqHQj0kFt+//IPlbDG4m//eNssHztgf3Cax7QfZ8By3F9fua3g7drTpK+9MAjCRXffT9oKb7wNUDjfLaddDb7SbMlk/n6YrSc0uJXy9GA5s0Ieb4CPe3eO6BXWf4I7Xqq4oidvuH9cY/Z4Q3EefdKjxHLuFZf57E5aTmUX3iRMn8MADD/Tud+6558JUq8f+/ftx8803YzRyq/CjH/1ovPa1r8WXv/xlXHLJJbMeAgBAa4VHPWp//457hEOH1uZ9CBvioUv241Ff/vtW4R0XWHLhTbRFTug2P9H1dTIBmsKbHhcIb7RnvDE0KHNdC28AKArfUpCEN02v5Dnv+hhKV3xJwjsrY2fa5cP5/rp04jtjlwRHkQNe/dTBc5H4Hp1yYonEd+rS4qCa2HPj6eHf1rK1G9ytf2+zcj3/08i8qKY2f144V19bxLYX5Wmx7fcJR7nzYmES2dSphCInADBZ8cWVPL9taB4AE+ZA1WWIxUkyDWSVCG8Ovqn2iaZN8kgJ3Y7puyJnItHMmVZw18O/EoL7oUvOajzHbmRZ/t4WCusHsM3zGJaNmUX3nXfeieuuu653vyNHjuDss8+GUgrPfOYza8ENAM95znOQZRnuvffeDYtuYyyOHz+5ocfuJrJM49ChNRw/fgplafofsIC0Od4Akp1NSHgD/oSYipwQfdGTtqE59Fi6TcIbAIrSZ7njjHemEQpvuJO9Mb6lIIB6emWpfdwky7UrwIRCQaJ43bnculQYQFXtBBXWV20lxkk8AxoKJUKxotk+JL5dAWZ7xGSyz2Kwjmqipaoe2+x4QrlvEmd7fcjOXvh7m4b4Q1UtlPeFt+ve2okYiW//R9tCIc3bAPLCSJPZ4Pe3GDp3m8S2G81e7bfiBTvgBDfFScjhdkNv2M8yNPVaQwKbBHemvdgGfIYbQOBu89gZ71hCjwHaO5b4Naxd0LRlt+nx0wjuo086hIce2t1/j8vy9wa4Dxbi6Aszi+7LL78cl19++dT7P/axj23dtr6+3rptGopib/+RcsrS7OqflzLedDI0UBhmBta0C2+AIiHuOVKRE2LaE1xcVAlEhZXkgEetBOlxvvUggOpEXua6bilIwltVzzOAgip93lSXrpMCCW8Adc4b1TAdtx8JbB8bUdU+K6dUNX4eLfluut0tvknIuAy4v+1EuXO9KZ5C4vvG05ejz/du/3tro60TSVNUV7crER731+b78ow2F+F8qiQVRq5HYrt+nLa12HbbfIEkF9wU5aK/J5ule3ADztHOWKtAipdYo5DFLQOVrzlJDcDRkSsO9BsBMV3ONn/MNIL7248/sKd+P/fq39uiM+9CymVk27uXvOAFL8Cdd96J9fV1rKy4lf0rX/kKyrLEk5/85O1+eWGB8MWV7uRVWlWf7LjwJlLCm+g64fURF1UCTeFNo+LdA2h/n/Em4V1W7QRt6Xt5A9WJsro0PmCi2cVNvOOdlQCG7lL6oOqCMshVdandYmWs3eTLiUK+6gS1/6hKwt7WAijVFxzw+W6+zWRRDKW+cBSK8tFJJ7DiVoPEMojw3Ur8f+X7X7uvsbNdR0EGYZbb7ZOOlvA+216QV/tW7jUX25Tj9u63rf9WGj22szBOAjhX29LPQcWTWTjUZjiwUJkN3O5wvHuY4Xb3pwfguMdiU2yF4Kb9pWhSEHYv2y66X//61+Mzn/kMrr76alxxxRV48MEHccMNN+DHf/zH8dznPne7X15YMOiEUXc20QiEN4BAfHPh7W7755pGeKdOduHzNQsrieYAHfc4Et4AWOtB1MK7NE60GFONeK8YVM51qQHAdywBbHB5HKjy3gDWWWcTFRRNAkX95C4bPhp3RUscPN/t2xDG+W4SUeF7R27oaqWx6TEiwheL+P8D8GJ4fDC8j1/hMJmtxTaQ7kjivoZiOxkxWbX+OTPq2FO51CMXCeFi2+pwgiTg3e6SudX5gOIkNshvc3cbCCdNBkNstPXRk8xU94XvVbNTSbPOhNjoGrQRhxsQwS0Iu51tF91nnXUWPvaxj+E973kPrrnmGqytreFFL3oR3vrWt0KpZezSKABRS0EdXt7lBZZA6D6liiyJjTvfzTH0dQeUWl3TcahaeANAphVKip3UB+lHyxtYFNom4yYZ/ZxQyGoX3D1fmVmsjBWsdi0Di6F1wfCx73YS9u6u3gMDpKIlJov39fnuYmSrXuAIxsjr0gb7ktPtt7uvq5HGlqE786FNbPOICJCKkIS5acpx98VIgudYY4Jae7FN+9M2wDvdAOo4yfpqKLYBBCPdeZyEBHccJ9HaBmIbQF1zERdNumE44XuVqguZZcANp+3DPtAvuG21XdoCCtuNxEt2nm0X3QBwwQUX4OMf//hOvJSwi4iFN5DubMKZxXXqOvHF2e547HwsxHnGu45fGCAbGGhDJ8cqTjJ0rjdv45eKm8D4uAm9AdT5RJfAuhsviZUxZbtBIyfdMZXRNMvM1r2VHT5aQuJIl2nxTYKa8t2DCfxEzKro0uW7Vb0ffR0fBHThb8vQnZ2lLadtBtHtKPpBVy58fKTta1NAp8Q2EHYc4cWT1AaQnofy21xsW009uvltG8RJSHC3xUmAZg9ucrf5Nv4hP7g/0ULQ3UYrs6w7xjTz3l1Db+gxIrgFYW+wI6JbENpoGxufEt6ptoJd7QX7iIV33EaQ308Zby+8Ae56+17ePm6SQVWRlXTcBICPjNSX0N0PM4SChhctADBcV7Vw10Nqk+b2p1y3Yp1MYihaQmPkg58xQ8vtON9tq+dgHU/WvAin/DfdvvGcUBD+h++LCN8s9fCaCsMG0ABNZ7uRyW443zbajwvn6LGR650S2/XzRYWSgP/gma+EYhvwApzENrCxOMmQT55sEdxuW3uGmzNNnpvWnWkFd2wmiOAWhOVARLcwd/qEN+Bz3qm2gl2Rkz7iNoLx0J44403FlXRy5Dlv95jp4iaDXKMYVIIgB0oNZFUP8HqKZTVivkAVT6mEynBd1WInzIZ3i2/NM+Dw4luX/UWWcT/XojqW1RPp95qLcI6I8I3RENrsQ1JbfIQYH0zHRdx91GHE3Y7FtRfS4XaT8fHr/WK77sHNxDbFR7jYpufm0yUB9MZJ6HZWrRnZINwX8GIb8A63SbYE3FgB5azZbX5fSnDfc56IbWH7UHb+8ZINJkJ3NSK6hYWgTXgDzZx3PD4eSHc4mZau/t10X3vGGyARWxZeXJPwBkIhXu+b2cZkymzd3XYdTNwzu9s0KKf6mWn/qssJTa7kx0Lie3TKj6anriexiz2YVLGXiXfC41aEcb7bL9Y2ut0twgfr4f1chIsA98QfThBdiaBoCLXyC4W0/1AU99KO3e12tzsdIwHQmBQZi+0ys3UcJN7Xba+2rbg/OstEbp3nZvtTnAQIBXemXYyL9+CmbXwtCAspEZCaaOu/x4ZJ9d4GmoKb57f5fiK4BWFvIqJbWBhSwhtoz3mnenpzNnPS7Cqu5B1NaBtQtTIzYe67NNVgjlx7B9woqIF3vP1lcwtVOsebd3FQVV7crFTtBIfpziQhUTvASnzrkrvkjjhawp1wL77j0fPhvg0RXmW8xwfC7SySDl2ETkuqEJCz1/LhnT/vKLxJIpsYV5osdqj7ctxtt5sxEiaEq22ziG3qTBKMcI/ENi+UrMW2ds+hjUr2344LJLOhCcQ2wIsmWXREtYvr1G1g9g/y8frj72+OcwcgglsQlhAR3cJCwYW3McBgELrecVvBWHhzpj1ptp0sgTBiUotrqIbwdttRT670L6sC4e3wA3dIUMRxE8CL77jQEpkTviS+dYlKwFf7l14oxeKbihwHEy6+w31iJ5wXTZqMudaVKB9MVH1/neceVfEV9sFgdErVYtHdDt/rWPzH27lI3Y0CvEtkx5GQWGTH27koBvpz3LHT3eV8x3nueDw7L5Csj3cUiuciIbZL1pUECAsly+pvq687Sd2NJLPB7bAHd/hepca719s22J0kJrWGtLUCBJDsUAKI4BZ2lrmPgV9CRHQLCwfv5V0UygvvquMAgOQUSyLVYnAz8ZM42w34EzjPeMctBbnrTcLbGBUUWPK4SfXMddyExHdboSWJ7/VVmmjpoFHyXHzT4kriSJcAMh9RqV8HQHsWPL4dtiMcnVJN1zxwbGOBExWTxcWc0erEoymL6op3HVfR417z7fG+bSLbb0/v3+d0031dYpvEcu2mk3gtudsdiW0S05l/fM4jJtXvc9wKMN4vLpgEkIyTpFoCpjLcnCxYJ2b74M7vb4uSAOne20DobkuxpCAsDyK6hYWFXO+icK5w3VYwMcWy6wTaVnDJt6WIB+cAzXaCNECHP6YWo7CNuIkxvtMCie+8cHET6m5SZq4dIKhvdzVQZ1golLzQEsBKqWC16/Udi1oS34Nc1eKIuo6oSjiT0BqOKR/OWwOSQI9z3dH71CPK24t1ZhPhnFiwxlnxuPBw9oKh/VPt1figwIVzdIwxsVDmz8UnNgJNkd10rvvjI7xXO12VcPuEcZE6BrIa3ja6+XptYpvfx0U0udtcbLvntvV+lgnooBMJ/d30uNt0f2kVBlF/eueON3+PZ+nHzdeT5rZuwc2vjIngFuaKnX8hZWdCco8ioltYaEh4G+YKx1Ms437eWxE5IeJsd9v95KqR403xkThu4t0x5ducGTT2R8mKKplgd/iJmHSJf5ADhfb57xSDvDlQx+bhPiV1HRlTv27FxFo6v+0H6oQivU9Ux5hBuP/oJLt6USKIpsSDemLx23Uyobz5Rojd98b2LP090HSv4+00pKZt/9AJt8HjeQcSGkzT1lu7eX8luuspkuF2IOxI4m73i+0iEtv8PsuPnQR4VMSY6k4Sf59qCQh0Z7j5h/RpxHaXq+33aYptfr+0AxQEARDRLewCuPCmEc5t4+MBtHY4Ibrc7RS8o0mc8aYe3uR21yd7zYQ0i5sMB3Rc/DkBL1CrGMjQQBnlOpMMLLThAlvB6Oq+6FhnEd9+rLx/fRLQvDgOAFZOhYJ9MHEDd3jEoBlPiUV29P+QtTvbo1OhCI2FcvzYdrc9IcAjMbsZ2vubp0R39PNHq28j190Q3VHEpC/n3REpAYD1NRK74fGWGWApatIjtlP3pSZKJh9HbQEzG7jb7mt3d5K+OAmQznC757EzOdvAdGIbaM9vx3ESQAS3ICwjIrqFXQHPeaeEN+9uAoRuVpvrPQtd/bsBf4JvRk0A3snE3x/GTQYZUOShSw5t62E62qg688rFNwnZgu0HABq2V3xr7fK2Wa788cRdHaoDoPQGZcepqJJwg3d8ZxPX+zvd6cQ/b1PEtxEL59gVj0U5LxDqu4Tatb0r4pLabqI4AxfWfU73rCI7jpS0RUzi/ePCRi624/smqyZ8jQ6xHTjvkQPOHxcPyrEJtzrT7XES9z3Y9/4qU1w0yZkmwz0LfYK7Lb8NiOAWFoO5x0uWEBHdwq6CXG8uvAG0DtMB0Ol6b5TU1ErAZ7zjloLOEa9EBjvhDwdOjBujMCARk/vnVJW4pBTIMPfiu9Sos96ucFLVuVgSKl3ON8VWtAGKzDnflCenqIET5Kgfa3VbTjuMloxO2YYoj53yeEhL8H5GgtRHWFqIBCvPnzdc8C2Ml3Q53TF9ororTpLav+ls0zGEcZL68cNwOwDk1T51sSNNmKyjKvTYfmcbYPlvNlGSiAslSWwrpMV2W3cSouFgKxuI7e3oUgK0R0n4trb8NiCCWxCWGRHdwq4jFt5tw3SAsLUgEJ4wNyvAy5bnqsV+oqUg4HPbtv5QADTjJuF9thYsbsswr/puG4W82m8IVB1NVFVY6Z+DxDe1FQS4+NLB8WWl70JCXVDaOpuo2tmfNVqCztvNosruaMoixktSt7lwbmS6G850+2Pd/t2P5/3YaUx7Hj0nFUsSTfc77LUNdIvtVFcS99hmoSQQiu2u++I4CaevB3cbs7jdqbqOWXpvi+AWBAEQ0S3sUnw/byA1TAdIT7LkbNb9TsVMKOMNeMfbvQh/PXcXn1rZ1t2E7osFu9Fe5Opqv2nEN+Fy4e57Ek+qFoFVf+TqeKmYcsCKLn0rwvR707y/W4T3bY/7ycYivEtkb2cv2j6Hvr+Y0rZumzZewp+rjF4vFtFtWe14XDvAst6bENtAe6EkEAnrrCm2dYvYroV5R5yE2IzLnRLbQPtkSSAdJwFEcAuLhcL84yXbtzIvLiK6hV1LqrPJNJMsgWa+k2gT4G1dTHgrwZiG+GadS9z27rgJiZAh/H21YGcdRaioskt8F3SZvnrtonbAvfOtqRi0EqkkCKm9IAmslXEYFVGsvSBR9C7ms4nwZrvC9uW6Kbq3LloQM0u8BEgJ5fbtfHx72+Pj23x8OpAonoyc7SLa30WLqhx3JLbbMttAt9gu2QeLtkE38X1xnIR/8OSCu0tsA92C29dPpD+Mx3RFSQBxtwVB6EdEt7CrCYU3EIvveJJlvS3qv03E7nfbKPgYcr1Tj6v3qeImQbEkwriJL7L0z+MLLf0xUtbb68um+OYtBgEkM9/1o42q8ty+eC52iJtFlZUTDovJGolveg4bPUef8J3eyXbb27ctttPdJ7q792/cjnLaFB+JHW0SvrHz7faJBHT1mLjziHue8PUM+z2qR8BHYnua7DbdR7fD7DbC/VT6d2naDDf9/aX+Rqd1tom2yZL0t3f0SYdQFDO2SxKEncDO3+mWPt2CsAs5+qRDeNSj9uNRX/77QHzXwptNskx1OQHaxXfffW1w8d3VUtDti+pY+GNDsdpXaJkS3yS4yKlOOd/18TKX29SxAvc8dFwkuGq3PO7fzaIyPuZgMZwARa+zHRKKatWIj3AHt09kx073Zk40/RnurRbhaZFNrEdOdiyq48cDYYTEPWfLc7C/iTZnG5hNbA/Ya6XEtt8WHnNKcLe1BOwj/jue1tnm+8ZxktjdpjXpoYcemenYBEHY24joFvYM5CrxyAkX3gCS7QUBJDPfW0k8uRJouumpuEmqgDHTTUFOrmSqxWAydgInTrk4BphQpw8ExoswErPrlROeReJWtYrZMH4ynAATJi6zXKFc49vDcfKDiW2IcM6scZKtFN192/tEeexsx4I4jovEhZDN7WHMw2j/3nkxHB4L/Q7Q7xAX213dSPhrhM/fLqxTfbf5fl1xEk5frGSztEVJgG7BLVESQRC6ENEt7DnirHeX8AbQ63pPSyrfHY+Mp9dvm2AJNOMmvKNJmSi0BGzdyYUey7ucdIrvHuc7iH0MLYa5f54i7undIoR09GEj7jwyi+sNNEVzPJ2y8fo7GC+J6SqcBNBa+Oj3D7fbLC2yU49PtfsDmrnujTrbqRaAxGDQjDGlCiWB/jgJ0F4wmRp8s1naoiRAd35bBLew29jOtVFII6Jb2JN0jY8HvPDmo+SJtoLLaYnFd1/Om46tK26SKvYkLRuLbwAoql7UXeI7lfmuO5nErnwldI1WgThLxU9i1qPbJhJOvhd4eDz1LR1uH0Tb464effGSraTPyY6J4yHx/tM62W3bU/vEort2tJl4brjdUWabF0jOIrbbxrjHt1NxkrbsdurxmxHbqRgJIIJbEIStR0S3sGdpGx8PIMh5p0bJE1sZO+Fj4+l14+3AdHET3m4wFt9losVgSnwnM99wotVHDRB8JRR3A1dsw80Ofq5IvMSisEm4fxaJ5qbzHcVcIiGbbWOxUPxBw0bvU1/Gu8/pjt8rG//sRtVxn/g56P8sFtSxCOfburqRdIntuAVgSmx3xUmCn4k+tLZMmNyqAVdAv+CO/0ZluqQgCJtBRLewp0mNjw/aCvZEToCNOd9tJ3PORuMm1aOr12mKbyT2i8V3xtr8xbETP82SO99hjjyOn5CwG+btGXBi2DddMiIWmqrsFuVx/KSM3OXNXlLtcrP7RHUcD4k/zKREtol+5xr7RBntPPp5U/GRNiFe0ge9GcV2LaJnFNupce7AdP23ObN+OO4qkiRiZ5vvI4Jb2PVY6V4yD0R0C0tBPEwHYG0FI+ENNAstic3mvrvaDgJh3MQfR/X9lOJ7QC3fSlW1MvT70XOU8CPfSVTRWPiSVsLqebQBEE2vLFuEJy+ujFsY1vc3Yijd72VcsBn/v/SJ8ibbu9J3CetUIWb8XvbmuiMh2tZ9xL9+amhO2Is7JbZT3UgI+p0cDrZObPfFSfi+G2UroiSECG5BEGZFRLewNKR6eseud9xaEEif6OOT9ywiPBbebXGT+LXj2AlQa3Nw8V3fQ0Kow/kmo4OL7/pJq9aEJQmsQtVijdxi75y7r3FmeZA3M+ATLtBKxSZhpmmK6vB2nyiP6YrCTEPsTje2N9zu7g8JfU52U0SHj49Fd5ejnSqMpGOKjyMW2ymhHEd5gNljJPXrtcRJ2vaPSbnd01xxmiVKAojYFvYGCvN3upexjFNEt7BU8LhJ6yTLFvFN+6XgJ/xpTvSp4sq2uAntVzveHeI8NaCHi6BpnO+aelJl0+XzLrYj7n7SxiAqmtRl07mNRWecyY6L7vpE+U7TJ6p7RXmcC+8R2amMdt8+qfiIz4C3i+3hoF34+pHtXfuk79+M2E7R9zfY5mwDMllSEITtQ0S3sJT0TrJkkROgP3YCTCe2Z6UzbmLCYkugKbCB2rCGLZsfHuJuJ6FeDXPcceElH8RDFLQlyoBPi4uyhPfFIjR2xvtEefM1Npnp7hGBM4vqnpx3n4Dm0ZG27iNxfIT/DF1iu+13nTvcXUJ8s3ESoPtvLmYWsZ26stQ2WVIEtyAIW4GIbmFpabreQKqvN9DMexObzZimMt7Txk3AWv/V4gbtx9hsMeiphR6Js0L50eGsSDJ4EbpNH1gME5BRBrw+luhnKiJRruLYTolGPGV2UR5nyrc2071ZUd3sgNLnjCeOYRi+sbHYTrYWjO6j6ab83Yp7ak/bArCvUBLoj5O0PW5WUjUUXVES99XdL2Jb2MvMO16yjIjoFpaetsgJby8INF1voDv3PS1txZVdcZPw8XQsafFNwmka55uI4yLKqGaWeRi+L3F0xO0Tf3IInyQWdYM8vF1OkfqLnedY2McieKvpE9UxfSK7y8mu72sR2fFzpBztttftqksgsa21TQ63qfdLiO0U8xLbQDpKwveXvtuCIGwXIroFoSLZ1xtoFd/A1rnfXQN0OHFrwbbHTON8k6td5rohpBoCzaQ6lqTjJ4Qroowe0iPC4zhKn4COnfEUfXGQrWZW57pZwNh8/KwRlK74CJESxvHvQdb4/+KPb4rtrv2mjZNsRmxPI7QBaQMoCMJ8ENEtCAzuegNefPNCS6DZ35uzFe43hyZnthF3JvHH0e18U6eTuAOFLZsZWjPwz0nQlclG/ITuT7qYkSiaUYQ3Hh8LybK/qHMaod5FLKJjUm0Bg+09Ijt2sd1jon3i/5/G7VTsJXShU7+fqW4kRJZ4XJez3ff73+Zyz5Lhjh8X0+Zq88dIZxJhKbELEC/ZWT9kIRDRLQgJ2obqEF3FlsSs7neXyx0L71TcZFbn27uakWADMMjC+Infx7uCsfgMB++gjp/Ux2cUikjUNSIpkeCMR8DH4+njIspYnCaLJrc4093npPc7383Hz+Jkx/un+moDabEdT5BM/Z7GYrvL1U49R8rhnnboTRddfy9dzjZ/rLjbgiDsJCK6BaGDtqE6AJJTLYG0oNgK9ztVYNklvrlAjuECPXa+69djYjCLoiQpV72eblh9HeR90RHVcGwbz9vIa8fubSzKw9ttQ3y2kz5R3Zf5BqZzsoP9M9sqsv3tdrGdIuVsx3S55tsltoHpYyRAd5QEEMEtCMLOIaJbEHqIIyfTim+g2/3mzzEL04pv/xrs9WPhy46r1fk2qhZng8q1LaIoSWrMQXsGnL1OIjsePKJx+TPxHJxG3GT7xy/0dUPpi4YAU/T2TojsmC6RDTgRHYvs1D7xtvRgm8Zd/jm2QGzHV5ZmcbUJEduC0I4Mx5kPIroFYUpSkRMiHq5DdLnfQH/hZBd94ruRy04M2IljJ9W90Ss1YytxwV1KqMfOa3N9jz6AmISzHe1TRq8T58Yz0+2U7wQpUR2zWZGdypXH3Uea/0ee1Kj2eFuX2N4JZ7vvb6NPbMePlyiJIAjzRkS3IMwIj5x4EatanW+g2/2eB23i2yaK2MpENCbWO3Hvb+oAE9wXC+bGUaVEViTkejLbcWZ8J6ZTxgI6ZhrhvxGRHb+/XT21/WO6nW5gdmd7p+mLkAAiuAWhFwvoon+37T6GZUNEtyBsgOZES6AvdkL0ud9bwbSFll3iu36uWBCapliLddCQ7euJhFCvCG8WIcaDbvpW7dgp3w56J1Qm/p/7suZ9+Wx3X+hWTyOyG60h2YesacT2tA73djCN2AYkSiIIwuIiolsQNkic9Y77e8fiG5gtejItXRMsNyu+gWYTv2kcaToUyoDbUjXiD3kRPU8jDtN8lenccfYcPYNzNsI0hZAxfc51LG5TP1U8br0vnw00RfY0zva07f+6xPZWfaCcVmgDIrYFQVh8RHQLwiZJjZNPiW8AjfHywGKLb/e8ofudelxbB5Qu+otIEy5mJO6L6Dn6enCnpjtuNX19vIHpHOTNsBfFNiDOtiBsHWruhZTLiIhuQdgi+Ik+Hq7jvp8udgJsX/SEvyYdR6pLxGbFd5vzHRxLb/SjvRC0jViUz4Np8s99sY8Ui+xsbwVdA6CAdDcS973fR8S2IAiLjIhuQdgGZsl8A/PJfadoiq32KZf1Y5LP1J295m0I22iK8mlE32I0oepzrqcpeux7zq7OI/XzbjCnvZN0ie2+oTYcEdyCICw6IroFYZvoy3wDoQBPOYkpQcJjJClR3hUz4cSv15aV7SNVfNkn3lMCOu44EQvRfmc8/bzzoM+53i6RXT//DEI6NXZ9Vld7lg+Hfb+XQLur7W6H+4rYFoQNYOffp3tBlusdRUS3IGwzbZlvIN1qkGgTPly0dDni04rvLvrFc3fnk1mep28FnubHmE6Ybz99onoad3maqEjjdbfI2W77ENh8ve7t0/7u9RVH+tv+exHbgiDsNkR0C8IOMUvBJdAdP4nZjLCOX2NWx7uvHzfQFOKpwT2p1oR9j4mZxkGeBzslsrein/YsLvdmfu/6fs8kty0I24dMpJwPIroFYYfpE99E3PUE2JmeyN0j5fuFb4pYHPaJ8OpRPc86+3uxmQmgxEYy0NMUSm7Uyd6K592pXtvA9K62u899FaEtCMJeQES3IMyJrtgJ0N5ykNhuobRlzncyl94twt3zdAv8aYRsn1u+VUxzLLMexzQCe7PO9rzFdpfQBkRsC4KwtxDRLQhzpq3VINEXP5mn+E6Jx6Zj33zOWIhvRIT3vS4wuxjeKjYi7rdKZO8GZ1vEtiDMn3nHS5YREd2CsEDEHU+AsOjS37fz0ZNpne9pIih9bvg0AnS6iMpisLFYyDT7zPa8OyW2pxXa7n7/vYhtQRD2MiK6BWEB2Yj7nRI62yGyUgN2Nss0kZSYadzxebFdInujbLfY7vo96BPbIrQFQVgWRHQLwoKzEfeb2MkCzDY2Unw5TSQlZiNCd55sRGQvmps/q9gWV1sQFgTp0z0XRHQLwi5hI4WXxLQ9wGdlIwN2psmBpx83/XH55539MRthu1zqDXVK2aYPWNNe1ZAuJIIgCGlEdAvCLmMz4pvYqSjKtGy0FWH/827J0+wIW+ViTzvYpu85ZkFcbUEQhH5EdAvCLmXa3DdntwjxaQToVgnznWLRoiGcWUR23/suYlsQdgdzj5csISK6BWEPkMp9E11CvE8ITiPGNtrPe7Nslzu+FSyKwN6K/5NZRDYhYlsQBKGJiG5B2EOkxHcqguK39UdR+thpsd3GogjdRWC7xbYIbUHY3agFKKScY6JxbojoFoQ9SJf45kzbBUVYDvqy2SlEbAuCIEyHiG5B2MOQIBoMNM6753hje1chJkeE+N5kVjebeOiSs/DQQ4+gKHaoPYwgCMIeQES3ICwJKaFETjgXWF0xFL+PiPDdxrSZ977oyGCwi1rCCILQii7mfQTLh4huQVhi4mgAb0NITCPC3X4ixBeJaUS2ZLMFQRB2DhHdgiDUzJoF54gbPj8242ITIrYFQRC2FxHdgiA0SPUA52zUDY8RYd7PRlshTjONU4S2ICwv8+5esoyI6BYEoZOUMIuF+LRueIzEVEK2U2ADIrIFQRDmiYhuQRBmJpUFj9lKIb4RdlK87/RgHnGxBUHYFAvQpxtz8Fc+//nP4wMf+AC++93v4uyzz8Yv/uIv4uUvf/lMz3H11Vfjrrvuwlve8ha8/vWvn+mxIroFQdg007jhwHSxlK1ikSZUbgZxsQVBEDbP1772NbzpTW/CK17xCrz97W/HV77yFfzar/0a9u/fj5e85CVTPcf/+l//C3ffffeGj0FEtyAI28JG3fCY7RTm82ZaQR0jAlsQBGE2PvjBD+JpT3safvM3fxMA8NznPhf33XcfbrzxxqlE92QywW/91m/hV37lV/D2t799Q8cgolsQhB1hWjc8ZqPCdCfF+kaPcRpEYAuCsNUozD9espPXIieTCb761a/izW9+c3D/S1/6Unz2s5/F97//fZxzzjmdz/GhD30Ihw4dws/+7M+K6BYEYfcxjaCcRpin2E4hvFWIoBYEQdh+vve97yHPc5x33nnB/eeffz4A4OjRo52i+/7778ett96KP/zDP4RSG/+4sGtFt9YKp5++f96HsWMcOrQ270NYeOQ96mc3vkf/9JyN/Z3fl++c6j53uIczMC3sxt+lnUbeo+lYhvdJ68WqMTn8o8B/+M78j+H+++/Hq171qtZ97rrrri15rWPHjgEADh06FNxPt2l7G+9973vx4he/GBdddNGmjmPXim6lFLJssX6Jt5MsW76T+qzIe9TPMr1Hj1uin3UeLNPv0kaR92g65H3aefQAeNR5/fttNz/4wQ82/NgTJ07ggQce6N3v3HPP3fBrAMAXv/hFfPGLX8Sdd965qecBdrHoFgRBEARBEHYvT3/60zfsZt9555247rrrevc7cuQIDh8+DMAJdc7x48cBoN6e4t3vfjeuuOIKrK2t1fsDwPr6Oo4fP95wz7tQ1trlnUQhCIIgCIIg7Gkmkwme+cxn4j/9p/+EV7/61fX9n//85/GGN7wBd911V2um+4lPfGLnc3/jG9/AysrKVMchTrcgCIIgCIKwZxmNRrj44ovxZ3/2Z4HoPnLkCM4///zOIsqPfexjjfuuuOIKvPKVr8RLX/pSDIfDqY9DRLcgCIIgCIKwp3nDG96AK664Au985ztx2WWX4atf/So++9nP4r/8l/8S7HfhhRfiZ37mZ/Ce97wHAHDxxRcnn+9Hf/RHW7e1IaJbEARBEARB2NM861nPwk033YQPfOADuP3223H22Wfj3e9+Ny677LJgv7IsYbap56xkugVBEARBEARhm5E+PYIgCIIgCIKwzYjoFgRBEARBEIRtRkS3IAiCIAiCIGwzIroFQRAEQRAEYZsR0S0IgiAIgiAI24yIbkEQBEEQBEHYZkR07zLW19fxu7/7u3jhC1+IpzzlKXj+85+P3/7t3573YS0k3/zmN3HBBRfgGc94xrwPZaEoyxK33XYb/t2/+3e4+OKL8ZznPAevetWr8LWvfW3ehzY3vvOd7+C1r30tLrroIjzvec/D+9//fkwmk3kf1sLwuc99Dm94wxtw6aWX4qKLLsK/+Tf/Brfffjuk42w7jzzyCC699FI88YlPxP/5P/9n3oezcHz605/Gz/zMz+CpT30qLr74YvzCL/wCxuPxvA9LELYVGY6zizDG4Oqrr8Z9992HN73pTTjnnHNw//3347vf/e68D23hsNbiXe96F04//XScPHly3oezUIzHY9x666142ctehiuvvBJaa3zqU5/CFVdcgQ996EO45JJL5n2IO8qxY8fw6le/Go973ONw00034R//8R/xvve9D+PxGL/xG78x78NbCD7ykY/gsY99LN761rfiUY96FP7iL/4Cv/7rv45/+Id/wJve9KZ5H95Ccsstt6Asy3kfxkLywQ9+ELfddhv+/b//97jooovw0EMP4ctf/rK8X8KeR0T3LuKOO+7A3XffjSNHjuDMM8+c9+EsNHfccQceeughvPzlL8fHP/7xeR/OQrG6uor/+T//Jw4fPlzf97znPQ8/+ZM/iY9+9KNLJ7o/+clP4pFHHsHNN9+M0047DYC7GnD99dfjqquuwmMe85j5HuAC8MEPfhCnn356ffuSSy7BD3/4Q/zhH/4hrr76amgtF0053/nOd/BHf/RH+NVf/VW84x3vmPfhLBRHjx7FzTffjFtuuQX/8l/+y/r+n/iJn5jjUQnCziAr5S7ij//4j/GSl7xEBHcPx48fxw033IC3ve1tGA6H8z6chSPLskBw031PfOIT8cADD8zpqObHF77wBVxyySW14AaAyy67DMYYfOlLX5rfgS0QXHATF1xwAR5++GG5kpTg3e9+N175ylfix37sx+Z9KAvHn/zJn+Ccc84JBLcgLAsiuncJeZ7jb//2b3H22WfjLW95Cy666CI84xnPwC/90i/hBz/4wbwPb6H4wAc+gCc/+cl4wQteMO9D2TUURYG7774b55133rwPZcc5evRo4+c+dOgQzjjjDBw9enROR7X4/OVf/iUe85jH4MCBA/M+lIXizjvvxLe//W288Y1vnPehLCR33303nvCEJ+CWW27BJZdcgqc85Sl45StfibvvvnvehyYI246I7l3CD3/4Q+R5jttuuw0//OEPcfPNN+P666/HX/3VX+Gaa66Z9+EtDN/61rdw++23421ve9u8D2VX8V//63/FP/7jP+I1r3nNvA9lxzl+/DgOHTrUuP/w4cM4duzYHI5o8fna176GI0eO4HWve928D2WhOHXqFN73vvfh2muvlQ8jLfzgBz/AF7/4RXzmM5/BO97xDvze7/0elFJ43eteh3/+53+e9+EJwrYime45cuLEiaku55977rkwxgAA9u/fj5tvvhmj0QgA8OhHPxqvfe1r8eUvf3lPZnFneY+GwyGuv/56/PzP/zzOP//8HTi6xWGW94l+d4gvfelLuOmmm3D11VfjKU95ynYdorBH+Id/+Adce+21uPjii3HFFVfM+3AWig9+8IP4kR/5Ebz85S+f96EsLNZanDx5Er/7u7+LJz3pSQCApz/96XjhC1+I//bf/ht+6Zd+ac5HKAjbh4juOXLnnXfiuuuu693vyJEjOPvss6GUwjOf+cxAND3nOc9BlmW4995796TonuU9uueee3D06FHccMMNOH78OADXYhFwbubKygpWVla29XjnxSzvE/9A8jd/8ze45ppr8JM/+ZNL24Xi0KFDOHHiROP+Y8eONbLvy87x48dx5ZVX4rTTTsNNN90kBZSM//f//h8+/OEP4/d+7/fq3yfKu588eRKPPPII9u/fP89DXAgOHTqE0047rRbcAHDaaafhwgsvxL333jvHIxOE7UdE9xy5/PLLcfnll0+9/2Mf+9jWbSQu9xqzvEdHjhzBsWPH8MIXvrCx7dnPfjauvPJKvPnNb97qQ1wIZv1dAoC/+7u/w5VXXolnPOMZePe7371NR7b4nHfeeY3s9okTJ/CDH/xgKTPubYzHY1x11VU4ceIE/vt//+84ePDgvA9pofj+97+PPM/xi7/4i41tV1xxBZ7+9KfjU5/61ByObLF4/OMfj+9973vJbXv1PCYIhIjuXcQLXvAC3HnnnVhfX68d26985SsoyxJPfvKT53x08+dlL3sZnvOc5wT3ffrTn8aRI0dw22234eyzz57TkS0eDzzwAF73utfhrLPOwo033rjUXV4uvfRS/P7v/36Q7b7zzjuhtcbznve8OR/dYlAUBX75l38ZR48exSc+8Qlpo5jgggsuwMc+9rHgvm9961t473vfi+uvvx5PfepT53Rki8ULXvAC/Mmf/Am+9a1v4YILLgAAPPTQQ/ibv/mbpawpEZYLZWWk2K7h7//+7/HTP/3TeNrTnoYrrrgCDz74IG644Qb86I/+KD7xiU9AKTXvQ1w4brrpJnz4wx/GX//1X8/7UBaG8XiMn/u5n8N9992H3/md3wnawY1GI1x44YVzPLqd59ixY/jX//pf48d+7Mdw1VVX1cNxfuqnfkqG41T8+q//Oj71qU/hrW99a2PC64UXXtioExAcX/3qV3HFFVfg9ttvF9FdYYzBv/23/xbHjh3Dtddei5WVFdx66634v//3/+Kzn/0szjjjjHkfoiBsG+J07yLOOussfOxjH8N73vMeXHPNNVhbW8OLXvQivPWtbxXBLUzNP/3TP+Gee+4BALzhDW8Itj32sY/F5z//+Xkc1tw4fPgwPvrRj+Jd73oX3vjGN2L//v14xStegWuvvXbeh7YwUL/y973vfY1td911F84555ydPiRhl6K1xq233or3vve9+I3f+A3keY5nPetZ+MQnPiGCW9jziNMtCIIgCIIgCNuMlJ4LgiAIgiAIwjYjolsQBEEQBEEQthkR3YIgCIIgCIKwzYjoFgRBEARBEIRtRkS3IAiCIAiCIGwzIroFQRAEQRAEYZsR0S0IgiAIgiAI24yIbkEQBEEQBEHYZkR0C4IgCIIgCMI2I6JbEARBEARBELYZEd2CIAiCIAiCsM2I6BYEQRAEQRCEbeb/D6Aww8GIgmAlAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 900x900 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "velZ = u.subs(A, A_).subs(B, B_).subs(Psi, Psi_)\n",
    "velZ = velZ.subs(eta, eta_).subs(xi, xi_)\n",
    "velZ = velZ.subs(alpha, alpha_).subs(beta, beta_)\n",
    "velZ = velZ.subs(M, M_).subs(F, F_)\n",
    "velZ = velZ.subs(R2, R2_).subs(R1, R1_).subs(b, abs(shift))\n",
    "velZ = velZ.subs(gamma, gamma_).subs(u_R, u_R_).subs(mu, mu_)\n",
    "velZ = velZ.subs(l, l_).subs(dp, 10**5*dp_)\n",
    "\n",
    "\n",
    "uzNum = sym.lambdify((x, y), velZ.subs(m, 100))\n",
    "\n",
    "# Geometry creation and plotting\n",
    "X = np.linspace(-np.pi, np.pi, 200)\n",
    "Y = np.linspace(alphaNum, betaNum, 200)\n",
    "X, Y = np.meshgrid(X, Y)\n",
    "zeta = X + 1j*Y\n",
    "x_y = cNum*np.tan(zeta/2)\n",
    "X = np.real(x_y)\n",
    "Y = np.imag(x_y)-gamma_\n",
    "fig, ax = plt.subplots(figsize=(9, 9))\n",
    "plt.pcolormesh(X, Y, uzNum(X, Y), cmap='rainbow')\n",
    "plt.colorbar()\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Literature\n",
    "\n",
    "\n",
    "[LG21](https://conference.scipy.org/proceedings/scipy2021/lauer_bare_gaertig.html)Lauer-Baré Z. and Gaertig E., *Conformal Mappings with SymPy: Towards Python-driven Analytical Modeling in Physics*, PROC. OF THE 20th PYTHON IN SCIENCE CONF. (SCIPY 2021)\n",
    "\n",
    "[LGKS23](https://publications.rwth-aachen.de/record/957191) Lauer-Baré Z., Gaertig E., Krebs J., Sleziona C. Analytical formulae in fluid power, quo vadis in times of CFD and I4.0? 13th International Fluid Power Conference, p. 866-879, 2023\n",
    "\n",
    "[PHW33](https://www.tandfonline.com/doi/abs/10.1080/14786443309462212) Piercy NAV, Hooper MS, Winny HF. LIII. Viscous flow through pipes with cores, The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science, 1933\n",
    "\n"
   ]
  }
 ],
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   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
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  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
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   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
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