{ "cells": [ { "cell_type": "markdown", "id": "829788be-130d-4990-a1fa-807513448089", "metadata": {}, "source": [ "Tutorial: Ply tailoring using SLSPQ for a simply-supported plate under normal load\n", "==\n", "Date: 4 February 2026\n", "\n", "Author: Saullo G. P. Castro\n", "\n", "Cite this tutorial as:\n", "\n", "Saullo G. P. Castro. (2026). General-purpose finite element solver based on Python and Cython (Version 0.7.0). Zenodo. DOI: https://doi.org/10.5281/zenodo.6573489." ] }, { "cell_type": "markdown", "id": "a3ede411-be73-4ab6-9c74-ca7d9dbe6222", "metadata": {}, "source": [ "Installing required modules\n", "--" ] }, { "cell_type": "code", "execution_count": 1, "id": "5e2b8e23-2720-40c3-9387-dff685a9725f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[33mDEPRECATION: Loading egg at /Users/saullogiovanip/miniconda3/lib/python3.13/site-packages/panels-0.5.0-py3.13-macosx-11.1-arm64.egg is deprecated. pip 25.1 will enforce this behaviour change. A possible replacement is to use pip for package installation. Discussion can be found at https://github.com/pypa/pip/issues/12330\u001b[0m\u001b[33m\n", "\u001b[0m\u001b[33mDEPRECATION: Loading egg at /Users/saullogiovanip/miniconda3/lib/python3.13/site-packages/tuduam-2026.3-py3.13.egg is deprecated. pip 25.1 will enforce this behaviour change. A possible replacement is to use pip for package installation. Discussion can be found at https://github.com/pypa/pip/issues/12330\u001b[0m\u001b[33m\n", "\u001b[0m" ] } ], "source": [ "!python -m pip install numpy pyvista pymoo scipy pyfe3d > tmp.txt" ] }, { "cell_type": "code", "execution_count": 2, "id": "e6fa13d4-a163-4282-9dbc-3f8c1a07fc80", "metadata": {}, "outputs": [], "source": [ "# %load opt-lightweight-smeared-deflection-slsqp-quarter.py\n", "import numpy as np\n", "import pyvista as pv\n", "from pymoo.core.problem import ElementwiseProblem\n", "from scipy.optimize import minimize as scipy_minimize\n", "from scipy.optimize import Bounds\n", "from scipy.sparse.linalg import spsolve\n", "from scipy.sparse import coo_matrix\n", "from pyfe3d.shellprop import ShellProp\n", "from pyfe3d import Quad4, Quad4Data, Quad4Probe, INT, DOUBLE, DOF\n", "\n", "\n", "def get_Q_matrix(E1, E2, nu12, G12, G13, G23, theta_deg):\n", " \"\"\"\n", " Calculate the transformed reduced stiffness matrix Q_bar for a given angle.\n", " \"\"\"\n", " nu21 = nu12 * E2 / E1\n", " denom = 1 - nu12 * nu21\n", " Q11 = E1 / denom\n", " Q22 = E2 / denom\n", " Q12 = nu12 * E2 / denom\n", " Q66 = G12\n", "\n", " c = np.cos(np.radians(theta_deg))\n", " s = np.sin(np.radians(theta_deg))\n", "\n", " c2 = c**2; s2 = s**2; c4 = c**4; s4 = s**4\n", "\n", " Q_bar_11 = Q11*c4 + 2*(Q12 + 2*Q66)*s2*c2 + Q22*s4\n", " Q_bar_22 = Q11*s4 + 2*(Q12 + 2*Q66)*s2*c2 + Q22*c4\n", " Q_bar_12 = (Q11 + Q22 - 4*Q66)*s2*c2 + Q12*(s4 + c4)\n", " Q_bar_66 = (Q11 + Q22 - 2*Q12 - 2*Q66)*s2*c2 + Q66*(s4 + c4)\n", "\n", " Q_bar_44 = G23 * c2 + G13 * s2\n", " Q_bar_55 = G13 * c2 + G23 * s2\n", " Q_bar_45 = (G13 - G23) * c * s\n", "\n", " Q_bar = np.array([\n", " [Q_bar_11, Q_bar_12, 0, 0, 0, 0],\n", " [Q_bar_12, Q_bar_22, 0, 0, 0, 0],\n", " [0, 0, 0, 0, 0, 0],\n", " [0, 0, 0, Q_bar_44, Q_bar_45, 0],\n", " [0, 0, 0, Q_bar_45, Q_bar_55, 0],\n", " [0, 0, 0, 0, 0, Q_bar_66]\n", " ])\n", " return Q_bar\n", "\n", "\n", "class SmearedPlateOptimization(ElementwiseProblem):\n", " def __init__(self, nx, ny, a, b, load_val, max_deflection, h_min, h_max, mat_data):\n", " self.nx = nx\n", " self.ny = ny\n", " self.n_elems = (self.nx - 1)*(self.ny - 1)\n", " self.a = a\n", " self.b = b\n", " self.load_val = load_val\n", " self.max_deflection = max_deflection\n", " self.rho = mat_data['rho']\n", "\n", " # Pre-calculate Base Q matrices\n", " E1, E2 = mat_data['E1'], mat_data['E2']\n", " nu12, G12 = mat_data['nu12'], mat_data['G12']\n", " G13, G23 = mat_data['G13'], mat_data['G23']\n", "\n", " num_orientations = 3\n", "\n", " self.Q0 = get_Q_matrix(E1, E2, nu12, G12, G13, G23, 0)\n", " self.Q90 = get_Q_matrix(E1, E2, nu12, G12, G13, G23, 90)\n", " self.Q45p = get_Q_matrix(E1, E2, nu12, G12, G13, G23, 45)\n", " self.Q45m = get_Q_matrix(E1, E2, nu12, G12, G13, G23, -45)\n", " self.Q45_sum = self.Q45p + self.Q45m\n", "\n", " self.eid_prop = {}\n", "\n", " n_var = num_orientations*self.n_elems\n", "\n", " self._init_fe_model()\n", "\n", " # We keep this for context, though Scipy doesn't read it directly\n", " super().__init__(n_var=n_var, n_obj=1,\n", " n_ieq_constr=1,\n", " xl=h_min,\n", " xu=h_max)\n", "\n", " def _init_fe_model(self):\n", " data = Quad4Data()\n", " probe = Quad4Probe()\n", "\n", " xtmp = np.linspace(0, self.a/2, self.nx)\n", " ytmp = np.linspace(0, self.b/2, self.ny)\n", " xmesh, ymesh = np.meshgrid(xtmp, ytmp)\n", " ncoords = np.vstack((xmesh.T.flatten(), ymesh.T.flatten(), np.zeros_like(ymesh.T.flatten()))).T\n", " self.ncoords = ncoords\n", " x = ncoords[:, 0]\n", " y = ncoords[:, 1]\n", " z = ncoords[:, 2]\n", " ncoords_flatten = ncoords.flatten()\n", " self.ncoords_flatten = ncoords_flatten\n", "\n", " nids = 1 + np.arange(ncoords.shape[0])\n", " nid_pos = dict(zip(nids, np.arange(len(nids))))\n", " nids_mesh = nids.reshape(self.nx, self.ny)\n", " n1s = nids_mesh[:-1, :-1].flatten()\n", " n2s = nids_mesh[1:, :-1].flatten()\n", " n3s = nids_mesh[1:, 1:].flatten()\n", " n4s = nids_mesh[:-1, 1:].flatten()\n", "\n", " num_elements = len(n1s)\n", "\n", " self.KC0r = np.zeros(data.KC0_SPARSE_SIZE*num_elements, dtype=INT)\n", " self.KC0c = np.zeros(data.KC0_SPARSE_SIZE*num_elements, dtype=INT)\n", " self.KC0v = np.zeros(data.KC0_SPARSE_SIZE*num_elements, dtype=DOUBLE)\n", " self.N = DOF*self.nx*self.ny\n", "\n", " self.quads = []\n", " init_k_KC0 = 0\n", " eid = -1\n", " for n1, n2, n3, n4 in zip(n1s, n2s, n3s, n4s):\n", " #NOTE dummy property\n", " prop = ShellProp()\n", " prop.scf_k13 = 5/6.\n", " prop.scf_k23 = 5/6.\n", " eid += 1\n", " self.eid_prop[eid] = prop\n", "\n", " pos1 = nid_pos[n1]\n", " pos2 = nid_pos[n2]\n", " pos3 = nid_pos[n3]\n", " pos4 = nid_pos[n4]\n", " r1 = ncoords[pos1]\n", " r2 = ncoords[pos2]\n", " r3 = ncoords[pos3]\n", " normal = np.cross(r2 - r1, r3 - r2)[2]\n", " assert normal > 0\n", " quad = Quad4(probe)\n", " quad.eid = eid\n", " quad.n1 = n1\n", " quad.n2 = n2\n", " quad.n3 = n3\n", " quad.n4 = n4\n", " quad.c1 = DOF*nid_pos[n1]\n", " quad.c2 = DOF*nid_pos[n2]\n", " quad.c3 = DOF*nid_pos[n3]\n", " quad.c4 = DOF*nid_pos[n4]\n", " quad.init_k_KC0 = init_k_KC0\n", " quad.update_rotation_matrix(ncoords_flatten)\n", " quad.update_probe_xe(ncoords_flatten)\n", " quad.update_KC0(self.KC0r, self.KC0c, self.KC0v, prop)\n", " self.quads.append(quad)\n", " init_k_KC0 += data.KC0_SPARSE_SIZE\n", "\n", " def _evaluate(self, var, out, *args, **kwargs):\n", " total_volume = 0.0\n", "\n", " #NOTE important line below to zero the sparse matrix container\n", " self.KC0v *= 0\n", "\n", " for i, quad in enumerate(self.quads):\n", " prop = self.eid_prop[quad.eid]\n", " h0 = var[3*i]\n", " h45 = var[3*i + 1]\n", " h90 = var[3*i + 2]\n", "\n", " h_total = h0 + 2*h45 + h90\n", "\n", " A = (h0 * self.Q0) + (h90 * self.Q90) + (h45 * self.Q45_sum)\n", " D = (h_total**2 / 12.0) * A\n", "\n", " # NOTE using the full Voigt notation indices\n", " # membrane stiffness\n", " prop.A11 = A[0, 0]\n", " prop.A12 = A[0, 1]\n", " prop.A22 = A[1, 1]\n", " prop.A66 = A[5, 5]\n", "\n", " # transverse shear stiffness, the SCF is applied in pyfe3d\n", " prop.E44 = A[3, 3]\n", " prop.E45 = A[3, 4]\n", " prop.E55 = A[4, 4]\n", "\n", " # bending stiffness\n", " prop.D11 = D[0, 0]\n", " prop.D12 = D[0, 1]\n", " prop.D22 = D[1, 1]\n", " prop.D66 = D[5, 5]\n", "\n", " prop.h = h_total\n", "\n", " quad.update_probe_xe(self.ncoords_flatten)\n", " quad.update_KC0(self.KC0r, self.KC0c, self.KC0v, prop, update_KC0v_only=1)\n", "\n", " total_volume += quad.area * h_total\n", "\n", " KC0 = coo_matrix((self.KC0v, (self.KC0r, self.KC0c)), shape=(self.N, self.N)).tocsc()\n", "\n", " bk = np.zeros(self.N, dtype=bool)\n", "\n", " x = self.ncoords[:, 0]\n", " y = self.ncoords[:, 1]\n", " z = self.ncoords[:, 2]\n", "\n", " # removing in-plane motion\n", " bk[0::DOF] = True #NOTE u displacements\n", " bk[1::DOF] = True #NOTE v displacements\n", "\n", " at_edges = np.isclose(x, 0.) | np.isclose(y, 0.)\n", " bk[2::DOF][at_edges] = True #NOTE w displacements\n", "\n", " at_sym_along_x = np.isclose(x, self.a/2)\n", " bk[5::DOF][at_sym_along_x] = True\n", "\n", " at_sym_along_y = np.isclose(y, self.b/2)\n", " bk[4::DOF][at_sym_along_y] = True\n", "\n", " bu = ~bk\n", "\n", " # point load at center node\n", " fext = np.zeros(self.N)\n", " fmid = self.load_val\n", " check = np.isclose(x, self.a/2) & np.isclose(y, self.b/2)\n", " fext[2::DOF][check] = fmid\n", "\n", " KC0uu = KC0[bu, :][:, bu]\n", "\n", " # checking load balance\n", " assert fext[bu].sum() == fmid\n", "\n", " # solving the static system\n", " uu = spsolve(KC0uu, fext[bu])\n", "\n", " u = np.zeros(self.N)\n", " u[bu] = uu\n", "\n", " # reading the deflections in the z direction\n", " w = u[2::DOF].reshape(self.nx, self.ny).T\n", "\n", " self.result_w = u[2::DOF]\n", "\n", " # reading the maximum absolute deflection\n", " w_max = np.max(np.abs(w))\n", "\n", " out[\"F\"] = 4*total_volume\n", " out[\"G\"] = w_max/self.max_deflection - 1\n", "\n", "# --- 3. Wrapper Functions for Scipy ---\n", "# Scipy expects separate functions for objective and constraints\n", "def objective_function(x, problem):\n", " out = {}\n", " problem._evaluate(x, out)\n", " return out[\"F\"]\n", "\n", "def constraint_function(x, problem):\n", " out = {}\n", " problem._evaluate(x, out)\n", " # Scipy inequality constraints are 'fun(x) >= 0'\n", " # Pymoo constraints are 'G(x) <= 0' => 'w_max/allow - 1 <= 0'\n", " # Equivalent to: '1 - w_max/allow >= 0'\n", " # So we return -G\n", " return -out[\"G\"]\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "52415491-eeeb-434b-affd-ce95eeb00e8d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Starting SLSQP Optimization with Scipy...\n", "Iter 1: Volume = 0.0080 m^3, Constraint G = 6.1859e+00\n", "Iter 2: Volume = 0.0077 m^3, Constraint G = 4.5228e+00\n", "Iter 3: Volume = 0.0073 m^3, Constraint G = 4.2768e+00\n", "Iter 4: Volume = 0.0071 m^3, Constraint G = 5.5381e+00\n", "Iter 5: Volume = 0.0070 m^3, Constraint G = 7.4929e+00\n", "Iter 6: Volume = 0.0070 m^3, Constraint G = 6.4033e+00\n", "Iter 7: Volume = 0.0071 m^3, Constraint G = 6.5783e+00\n", "Iter 8: Volume = 0.0072 m^3, Constraint G = 7.7092e-01\n", "Iter 9: Volume = 0.0071 m^3, Constraint G = 4.8109e-01\n", "Iter 10: Volume = 0.0057 m^3, Constraint G = 3.0794e+00\n", "Iter 11: Volume = 0.0059 m^3, Constraint G = 2.0017e+00\n", "Iter 12: Volume = 0.0064 m^3, Constraint G = 3.6107e+00\n", "Iter 13: Volume = 0.0064 m^3, Constraint G = 4.5622e+00\n", "Iter 14: Volume = 0.0062 m^3, Constraint G = 1.2662e+00\n", "Iter 15: Volume = 0.0063 m^3, Constraint G = 9.3601e-01\n", "Iter 16: Volume = 0.0063 m^3, Constraint G = 3.9440e-01\n", "Iter 17: Volume = 0.0061 m^3, Constraint G = 3.7923e+00\n", "Iter 18: Volume = 0.0061 m^3, Constraint G = 3.5121e-01\n", "Iter 19: Volume = 0.0058 m^3, Constraint G = 9.7269e-01\n", "Iter 20: Volume = 0.0058 m^3, Constraint G = 5.0256e+00\n", "Iter 21: Volume = 0.0060 m^3, Constraint G = 1.6289e+00\n", "Iter 22: Volume = 0.0060 m^3, Constraint G = 2.9622e-01\n", "Iter 23: Volume = 0.0061 m^3, Constraint G = 2.5019e-01\n", "Iter 24: Volume = 0.0060 m^3, Constraint G = 9.2076e-01\n", "Iter 25: Volume = 0.0061 m^3, Constraint G = 2.5075e-01\n", "Iter 26: Volume = 0.0061 m^3, Constraint G = 1.2440e-01\n", "Iter 27: Volume = 0.0061 m^3, Constraint G = 1.9195e-01\n", "Iter 28: Volume = 0.0062 m^3, Constraint G = 6.9717e-02\n", "Iter 29: Volume = 0.0061 m^3, Constraint G = 1.3439e-01\n", "Iter 30: Volume = 0.0061 m^3, Constraint G = 1.6420e-02\n", "Iter 31: Volume = 0.0060 m^3, Constraint G = 5.1987e-02\n", "Iter 32: Volume = 0.0060 m^3, Constraint G = 1.2779e-01\n", "Iter 33: Volume = 0.0060 m^3, Constraint G = 6.3469e-02\n", "Iter 34: Volume = 0.0061 m^3, Constraint G = 3.9015e-02\n", "Iter 35: Volume = 0.0061 m^3, Constraint G = 8.0123e-03\n", "Iter 36: Volume = 0.0060 m^3, Constraint G = 1.5622e-02\n", "Iter 37: Volume = 0.0060 m^3, Constraint G = 2.7552e-02\n", "Iter 38: Volume = 0.0060 m^3, Constraint G = 6.2302e-03\n", "Iter 39: Volume = 0.0060 m^3, Constraint G = 9.6621e-03\n", "Iter 40: Volume = 0.0060 m^3, Constraint G = 7.1673e-03\n", "Iter 41: Volume = 0.0060 m^3, Constraint G = 2.0303e-03\n", "Iter 42: Volume = 0.0060 m^3, Constraint G = 1.0088e-03\n", "Iter 43: Volume = 0.0060 m^3, Constraint G = 4.6938e-03\n", "Iter 44: Volume = 0.0060 m^3, Constraint G = 1.0336e-03\n", "Iter 45: Volume = 0.0060 m^3, Constraint G = 2.5959e-03\n", "Iter 46: Volume = 0.0060 m^3, Constraint G = 1.8150e-03\n", "Iter 47: Volume = 0.0060 m^3, Constraint G = 3.7344e-03\n", "Iter 48: Volume = 0.0060 m^3, Constraint G = 1.4458e-03\n", "Iter 49: Volume = 0.0060 m^3, Constraint G = 6.4185e-04\n", "Iter 50: Volume = 0.0060 m^3, Constraint G = 1.5126e-04\n", "Iter 51: Volume = 0.0060 m^3, Constraint G = 2.8264e-05\n", "Iter 52: Volume = 0.0060 m^3, Constraint G = 7.6651e-06\n", "Iter 53: Volume = 0.0060 m^3, Constraint G = 5.4604e-06\n", "Iter 54: Volume = 0.0060 m^3, Constraint G = 3.1354e-06\n", "Iter 55: Volume = 0.0060 m^3, Constraint G = 3.0855e-06\n", "Iter 56: Volume = 0.0060 m^3, Constraint G = 4.7731e-06\n", "Iter 57: Volume = 0.0060 m^3, Constraint G = 2.6181e-05\n", "Iter 58: Volume = 0.0060 m^3, Constraint G = 4.1612e-06\n", "Iter 59: Volume = 0.0060 m^3, Constraint G = 7.3472e-04\n", "Iter 60: Volume = 0.0060 m^3, Constraint G = 1.3429e-05\n", "Iter 61: Volume = 0.0060 m^3, Constraint G = 3.8622e-05\n", "Iter 62: Volume = 0.0060 m^3, Constraint G = 2.1581e-06\n", "Iter 63: Volume = 0.0060 m^3, Constraint G = 4.2020e-06\n", "Iter 64: Volume = 0.0060 m^3, Constraint G = 2.6459e-07\n", "Optimization terminated successfully (Exit mode 0)\n", " Current function value: 0.006011618725932827\n", " Iterations: 64\n", " Function evaluations: 13928\n", " Gradient evaluations: 64\n", "\n", "Optimization Complete.\n", "Success: True\n", "Message: Optimization terminated successfully\n", "Final Mass: 0.0060 kg\n", "Final Constraint Violation: 2.6459e-07\n" ] } ], "source": [ "if __name__ == \"__main__\":\n", " # Material Data (Carbon/Epoxy approx)\n", " mat_data = {\n", " 'E1': 140e9,\n", " 'E2': 10e9,\n", " 'nu12': 0.3,\n", " 'G12': 5e9,\n", " 'G13': 5e9,\n", " 'G23': 5e9,\n", " 'rho': 1600.0\n", " }\n", "\n", " h_min = 0.125e-3\n", " h_max = 2.5e-3\n", "\n", " problem = SmearedPlateOptimization(\n", " nx=13, ny=7,\n", " a=2.0, b=1.0,\n", " load_val=80.0,\n", " max_deflection=0.001,\n", " h_min=h_min,\n", " h_max=h_max,\n", " mat_data=mat_data\n", " )\n", "\n", " # Scipy Setup\n", " x0 = np.ones(problem.n_var) * (h_min + h_max) / 2.0\n", " bounds = Bounds([h_min]*problem.n_var, [h_max]*problem.n_var)\n", "\n", " # Inequality constraint: fun(x) >= 0\n", " # We use a lambda to pass 'problem' into the function\n", " cons = {'type': 'ineq', 'fun': lambda x: constraint_function(x, problem)}\n", "\n", " print(\"Starting SLSQP Optimization with Scipy...\")\n", "\n", " # Helper to print progress\n", " iteration = 0\n", " def print_callback(xk):\n", " global iteration\n", " iteration += 1\n", " # Re-eval to get current Mass (optional, slows down slightly but gives info)\n", " out = {}; problem._evaluate(xk, out)\n", " print(f\"Iter {iteration}: Volume = {out['F']:.4f} m^3, Constraint G = {out['G']:.4e}\")\n", "\n", " res = scipy_minimize(\n", " lambda x: objective_function(x, problem),\n", " x0,\n", " method='SLSQP',\n", " bounds=bounds,\n", " constraints=cons,\n", " callback=print_callback,\n", " options={'ftol': 1e-6, 'disp': True, 'maxiter': 200},\n", " jac=\"2-point\"\n", " )\n", "\n", " print(\"\\nOptimization Complete.\")\n", " print(f\"Success: {res.success}\")\n", " print(f\"Message: {res.message}\")\n", "\n", " out_final = {}\n", " problem._evaluate(res.x, out_final)\n", " print(f\"Final Mass: {out_final['F']:.4f} kg\")\n", " print(f\"Final Constraint Violation: {out_final['G']:.4e}\")" ] }, { "cell_type": "code", "execution_count": 4, "id": "ed34d6ae-f5de-4343-b4b5-e535d3f7aa42", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/saullogiovanip/miniconda3/lib/python3.13/site-packages/pyvista/jupyter/notebook.py:56: UserWarning: Failed to use notebook backend: \n", "\n", "cannot import name 'vtk' from 'trame.widgets' (/Users/saullogiovanip/miniconda3/lib/python3.13/site-packages/trame/widgets/__init__.py)\n", "\n", "Falling back to a static output.\n", " warnings.warn(\n" ] }, { "data": { "image/jpeg": 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zBWi6Bj8XPOIP3eBL/JD/uXPn1NTUiPQdZE4AvFsYdITo6HZhIsNtVNloCIyGwCABozMAgyQiRp0xGgLDMAS+f//u6up69OhRZL8FBgYSefGWnJwcZElPb29vUVERsiF//vwxMzOD3BAsICBw+vRpNTW1qVOnZmZmIisbOewvX75AjvR5+fKlmJgYxOPh4eGrVq0iOMAPmT2Ab7GA6B2iJElD/mh+7OzsJHun7+iEAFpgjnJHQ2A0BAY5GJ0BGOQRNOq80RAYwiHAycl55MgRyO5JuDeIb2iGhYVBdD169AjCgJMsLCxnz56FLOpISEhQUVH59+/fiG39MzAw8PDwxMbGMjAwiIuLw0MJPuty6tQpuCAmw8vLi4GBgZubG1NqqIiQN+RPRd9BJgRGtwtTMUhHjRoNgdEQoCkY7QDQNHhHDR8NgdEQYAgPD//y5YuhoSEkLDZs2GBtbQ3ftgsRxEr6+vpCxLds2QJhIJOMjIy7du36//9/f38/sviIZS9atAji90uXLkEYDAwM06dPZ2BgMDc3h4tgMrZu3crAwPDt27dr165hyg5yEVIP9qG1dyA9gdHtwrQO51HzR0NgNAQoBKMdAAoDcFT7aAiMhgDhEODi4kIenj927BgPDw/8hHVc+uHH2I/exIQriNDEJ0+ezMDAANlsDZHKyMiAMJYtWwZh3LhxA209FQMDw5QpUxITE7W0tCBqBj854EP+BIMIrSfQCQajKZlguI0qGA2B0RCgDxjdA0CfcB61ZTQERnoIzJgxA9IHEBMTe/XqFSQ4zMzM9u7dC7nDCyKCRkKWpzMwMHz//p2DgwNNdpSLGQKQECsqKurt7YXI9vT0lJaWcnFxff36FX4n2sGDB+3s7CAKhhD58OHDW7duEX+wD0mAkj0ABC2CNP0hnd6IiAgGBgbIvXgENY4qGA2B0RAYDQFagNEZAFqE6qiZoyEwGgLoIfDy5UuIUHp6+v79+zk5ORkYGE6dOiUgILBkyRKIFCappaXV2tr6////0dY/ZuBgFYEs9+/r67tx4wZEgbu7O2SFD4QLaYNCTg2CiAwJcvfu3Z2dnRDHE3+wz+DxmjwYwDcJKCgoQA4OGjwuHHXJaAiMhsCIAqMdgBEV3aOeHQ2BAQsB+E3ADAwMDg4OHz9+hOw9/fv3b2xsrI6OzpcvXzAdd/Xq1aqqKkzxURFcIWBqahoYGMjAwKCpqdnY2Lh79254W//v378MDKAtGeC7wv7jMmFQiT98+BC+yj8iIqK8vByy85sWjqyoqKDDqLy8vLyRkdGuXbsiIkDnh47eKUaLqBw1czQERkOAIBjtABAMolEFoyEwGgJUCAFmZmaIKZBjalhZWbdu3Xr+/Hl2dnYGBoarV6/y8/MvXLgQomaUpCQE1q1bB1nN39DQ4Obm9v79ewYGBhMTE3gUUGI43fRiDvnToXVOH99BLhxA2yQw2hOgT+CP2jIaAqMhAAGjHQBIOIySoyEwGgK0DQH4UZ7Ix4AaGBh8+/bN29tbQEDgwIED8fHxtHXEiDH96tWrBw8ehNwMwM/PHx8ff/r06SHhe3oO+Q+SAEHrCXR2du7evRuyZ2CQuHDUGaMhMBoCww+wDD8vjfpoNARGQ2AQhgB8hc/379+RncfExIT1lE9kNaNsMkLAzs7u06dPZGgcKC27d+8+d+4cAwODkZERci9xoNxDf3shPQHIRmfIbgeyLyajv+NHbRwNgdEQGFpgtAMwtOJr1LWjITBUQwB+z5SUlNRQ9cOou2kQArt372ZgYIAc7DPa3oWcDiQvL+/q6gq5XbiioqKjo2M0ZGiQ9EaNHA2BEQ1GlwCN6Ogf9fxoCNAtBF68eMHAwODr6xsVFUU3S0ctGswhAN/dy8DAADnYZ9is8qdKsEMmBEbvFKNKYI4aMhoCoyGABkbvAUALkFHuaAiMhsBoCIyGAA1DAHnIn3ZH+pDqAchwe3l5OakayVDPyEhmzQtx5OicABlhPqplNARGQwANjC4BQguQUe5oCIyGwGgIjIYATUJg9+7dbm5uHAycQgyiHR0dampqNLFm+BoKmRMoLy+H9AQg+yXU1NRGZ06Gb5yP+mw0BGgFyByHoJVzRs0dDYHREBgNgdEQGF4hABnyd3dzF2OQFGOU5GcQ/M/w7z/D/1cML1La4wfJ6nZIk3qQzwCgpQvIdmHIzulBEoxoLhzljobAaAgMWjDaARi0UTPqsNEQGAWjITAoQuDhw4fkjTFDhvw5GbgkGWTFGSWZGaBzzv8Z/jMyMEL89o3h66v/z3M6Mga2CTsUOwCQAGRgYIA4fnRpEDxARhmjITAaAgTB6CZggkE0qmA0BEZDYDQERnQIrFixgqRj6XeDARMjU5xboh6jiTGjlRSjLLz1z8DAAG/9MzAwcDFwKzCqbKnc46UY0NXZ1dnZSZJdIzpiYJ6HLA0a3S4MC49RejQERkOAMBjtABAOo1EVoyEwGgKjITAaAsSEAORgn0C34Ez3PEtGBxVGTT4GAWI0MjAwCDGIbK7cvaFyu5OC+zDuBjx8+LCjo4PIMCFV2WhPgNQQG1U/GgIjFox2AEZs1I96fDQERkNgNASoEwLgEf/dTIzM8W5J+oymhozmkgwyTAzMZJjOwsAqxSi7pXJPgGK4DKP8MO4JkBE4xGuB9wSMjIwUFBRGbxcmPuhGVY6GwAgB0BWZI8S3o94cDYHREBgNgdEQoGIIQFb58zDwSTBKWzI6MDEQNaj0j+EfQZU8DLw8jLxbKvcsqFyW0B5tZGRI0+Nubt26ZWRkRMWQGSRGqampQe4Ru3Xr1ujtwoMkUkadMRoCgwGMdgAGQyyMumE0BEZDYDQEhlIIQA728XDzlGCQMmA042Hgo53rRRjEtlTuXsew5fX/F+kdyQO7V5h23qSRyZCOjTwYjN4uTKNAHjV2NASGIiBqtGYoemzUzaMhMBoCoyEwGgJkhMDDhw8ZGRlxrb2BrPIPdgvNdi+wZHRQYlQno/X/n+E/qQ5jY2CXZpTfUrnHTzFUilEWl/NINXakqYcvDYqIiFixYgWeiB5pITPq39EQGGlgtAMw0mJ81L+jITAaAqAQcHV1ZWRkrKmpAXFGMVIIyMvLw8+TgbezV6xYsXv3bhZG1gS3FGVG9T8Mvx/8v/3w/52vDF+QtBLPJLkDADH6PcPbZ/8fPWd40l3R56noB3He0Do1CDIkD/HOAJKjPYEBDPxRq0dDYDCA0XsABkMsjLphNARGQ4DeISAoKPjhwwcGBob//8lsjNLbxQNh38OHDxUUFBgYGHgYeEUZJaUZ5BgYGP4w/GFhYPnI8O7V/xevGJ5DNgCIMUgiH+5JXcf+Zvj96v+zZwyP/zH8k2SQEWOU5GDghFjxg+H76/8vMjtSKVwaBFnU5OrqCjGWdiTdLIJ4obOzk8iQgVwmwMDAEBERwcDAQN7NDxBLR8nREBgNgcEPRvcADP44GnXhaAiMhgD1Q4CVlRViqL+//8aNGyHsURIeApB2qpeblzSDvDijJBcDz0+GHx8Y3nEycP1h+M3CwMvPIMTPKKTEoP6K4fmz/4/vMtwEX/QrQfy5n3C78DA+Mrx/+f/ZK4bnggwiioyqIgzicMWQncQcDJyyjIpbKvcsrVz96v/zwo48Itu7cHNGGZAQgMwJwLsBkJ7AaDcAEjij5GgIDD8wOgMw/OJ01EejITAaAoRDgJ2d/devXxB1d+/eVVJSgrBHScjBPoIMwmKMkqIMEpgB8pXhMwsDKzsDB7LUF4ZPr/4/f8XwnJ2BXZxBWoxRkoUB2sVCVkYk+y/DX/CQ/6PfDL8lQKZJcTFwo+n9y/CXGeOk0X8M/14zvEhujyO1G0D8SDmaM0jlQnpWdJhqgDiMbH9BegKD/3bhFy9ePH36dMuWLRD/DiCpra3NwMBgY2MjIYEl1wygw0atHgVYwegeAKzBMio4GgKjITDMQ0BYWBjuQy8vLzh7xDIgZ/mzMrIluaUZM1pqMxpibf0zMDBwMHChtf7Ba4T4lBjVLRgdpBkV3zK8PvH/4M3/V94zvCU1PD8zfLzz/8aJ/wfeMLySZVSyYHRQYFTFbP2D1m5h20nMxMAkziC1pXJPsGKkHKMSZJMAqW6gqfpz586pqanR1AqqGA6ZEIDvBhm024WPHDkyGFr/DAwMV8Hg6dOnVAn/UUNGQ4DWYHQGgNYhPGr+aAiMhgD9QuDw4cPW1tZMTISHNiB7AHp6ekpKShgYGJYsWRIdHU0/hw4amx4+fHjr1i03NzchBhExRknkNTa43Ih16B1N8XeGb6/+P3/J8IyJgUmMQUqMUQK+ah9NJYT7n+H/K4bnz/8/+cbwBTLkz8PAC5GikHzP8PbV/+fFHQX45wTIHikn1Xl0swjiMEZGqtXykDkBiLH4AxOihj7kmjVrrl69Sh+7iLSlvr6eSJWjykZDYADB6B6AAQz8UatHQ2A0BKgWAqysrH/+/IEYJy0tfeLECRkZGQgXK/nz508GBgZ9fX2IbExMzEjrAOzevfvcuXO1FXUSDNImjFYcDFyQoCBIErPZl5OBS55RWZ5B+R3D6xf/nzz6f1eAQUiCURrewYDsJGZgYPjK8OXl/2cvGZ5yMHBJMsqIM0gRYz5BR8IVCDIICzIKb6jcMbtyQWp7wuBpucJdOFQYkDkByJlL8DvFBny7MLz139XV9e3bNyUlpbi4OLKD9MePH/v373/48OG7d+9ERETk5OQcHBw4OBCr3b59+7Z///7Hjx+/e/dOQEBASkrK0dGRn5+fbBtHNY6GwECB0Q7AQIX8qL2jITAaAtQJgc7OzoqKCmSznj59Ki8vf+rUKWNjY2RxZLaUlNTdu3c/fPjw+fNnXl7QYHNubu7kyZOR1QxLNnzIX5hBVIxR0pzRjqbeFGIQFWIU/cXw89X/Fw//37vDcEMcNCEAOsbnNcOLl/+ffWR4L84gpc1oSN3dw2ieYmFgkWSQ2VK5Z2Xl+lf/X+R2ZI72BNCCiEguZFtweXn54JwQINIXWJW9fv168eLFnz59gsg+A4MrV65ER0dLSkoyMDC8evVqwYIF3759gyh4BQbXrl2Ljo6GBAtEfJQcDYEhAQhPlA8Jb4w6cjQERkNgxIZAQ0MDxO9ZWVknTpyYMWMGAwPDv3//zMzM4FU1RAEy+e7dOwYGBjExMR4eHkNDQwYGhilTpiArGH7s3bt3d3Z2qimop7hlmDBaazLqCzOIkeFNRtL1sDGwyzDKGzNaajLq/WH4feH/yfP/Tzz8f1eIQcSC0V6FUZO81v9fhr+kuoWbgVeRUXVL5R5PRf/Ozq5BuEmAVB/hUf/w4cOOjg48CiiRgkwIlJeXD487xf7//79582ZI619VVdXe3l5ZWZmBgeHLly/r16//+/cvRAGkSFFUVHRwcNDS0mJgYPj169fGjRvh04+UBOmo3tEQoCcY7QDQM7RH7RoNgdEQoH4IQA7y5+DgmDJlirm5eXp6+ps3byB9ACsrK1z2QUb9ITv2Tpw4AVHm4uJSUVFx6NAhCHd4kA8fPoRc3xvlFrOgcik7A+djhvuP/9//xAC6BoEMP5J9b8JbhldP/z98yfBMhEFcjlGJhYHlAcOd+/9vk+0SshcLvWF49eL/k4qK8gkVk10VvTo7O8kIB/K0VFRUDLPRYkhPYPBvF8YfX4/AgIGBwdzcPDo62tHRMTY21tLSEjLwf+vWrbdv3z5+/JiBgUFLSys+Pt7BwSEsLAyi4N27d0+ePMFv/qjsaAgMNjC6BGiwxcioe0ZDYDQESAsBWVnZO3fuMDExMTJCx6aFhYVbW1urq6svggF8oT+yuZycoJukIDsB2NjY0tPTZ86cuRcMpk6d+vnzZ2TFQ5QNWeVfX1EvwSBjymjLzsD+n+G/CKP4V4Yvr/4/u/b/AjvoyE4ZcUZJZgYS6gJSm90/GX68/P/sBcNTRgYGSQZZVUYtVga2/wz/xRglwYeHvrj2/wIbyCWgw0NZSTk8lFSX/Gb49eL/0+cMTxgZGKUYZNUZdVgYWP8z/N9Sueczw8dJFVPzOrJHlwaRndohPQEGBgYjIyPIJgH6Xybw////kydPnj179sOHD6KiogoKCg4ODvBLP/B47eXLlxBZIyMjCIOBgcHMzOz48eMMDAzPnz+HC+rq6sLZGhoaEAUvX76EXJkHlxpljIbAIAckFPqD3CejzhsNgdEQGJkh0NbWFhYW9u3btytXrujo6EACoaqqqrq6moGBwcDAADJFABGHk69evWJgYODn5/f09Ny/fz+kJwCR/fLly7p164KCgiDcIUdCTpp3c3MTYRAXZ5Q0ZbRF8wI3A48io5oig9orhucv/j+9//8W+A4vSX4GQTSVWLnEN7vfM7x9+f/ZG4aXwgxiKoyaQgwicAMhhvAw8PEw8ikxqL1meAFxiSiDhBijhCCSSrgWTAbEEExxTJGPDB9e/n/6iuG5EIOoCqOGEIMoXA3EEF4Gfl5G/i2Ve+ZXLk1sjzYyMlJTUxtmQ/VwL9Oaoaam5urqOiDbhe+DAcSDT8Hg0aNH0dHRyBt5IbJo5JcvXyAi8HEEBgYGZmZmiODPnz+/fv0KYUPGDtDY379/h4iMkqMhMFTAaAdgqMTUqDtHQ2A0BLCHQGhoKERCV1cXua2/efNmX19fBgaGVatWhYWFQdTASSkpqffv32Nt5U+dOhWrOFzvoGVA7vBiZ+CQZJAxY7RjY2DDcOp/BgboPAloCwSDpBijJHhC4Pn1/xfBEwLSYoxSLKRMCGBYwfCb4ffL/8+eMzz+x/BPEjT5YIN5bwCaLlEGCVFGCcjhoXf+32BgYIDvFUZTicz9z/Af0nxHFkRjv2B4+vz/kx8M3yUYpI0ZrTgxDjtCO9VUlEF8S+WetQxbXv9/kdGRMqQnBG7duoU8no0WMrTmQrpP9N8uzMHBoa2tzc7OfuXKlU+fPj1+/Pjs2bPW1tb4/Qu/GOTSpUsuLi4QxZcvX4YwREURPUaIyCg5GgJDHYzuARjqMTjq/tEQGA0Bhjlz5kBC4eDBgxAGAwODj4+Puro6AwNDeHg48gA/RAFkrzCEzcDAUFJSAu88ZGdnw8WHBANyhxcjI2O0W5wOo6Epo40MowK21j+2q7MYGMATAqqQO7zeMLw68f/A7f/XPjK8J8PvHxne3/p/9eT/gx8Z3isyqpkz2skxKuFo/WPZSgA5PNSU0UaZUeMLw6cz/49e+X/uNQN0bQame/5j9xBI4XeGr/f/3z7+/8Dz/0+kGGUsGR0UGVUxW/8gpdgwOwOHDKPClso9vorBkowyw3uvMLYAIF8Mc5MDZGkQfbYLMzIyxsfH+/r6urm5xcXFQYbzb926RdA/SkpKbGygDvORI0fWr19/5syZzZs379mzh4GBgYWFRVVVlaAJowpGQ2BogdEOwNCKr1HXjobAaAhgCYHk5GTIqf8ODg7Ix3Fs2rQJojorKwvCgJM2NjYMDAxqamrv3r37//9/d3c36Ex62Cz/qlWr4CoHMwOyu9fPzT/dLduc0V6dUUeAAXHDMabL8Y+XizFI6DGaGDFasjCwXv9/6dz/48/+P/rD8BvTHDSRvwx/n/9/fPb/0ev/L7IxsIEvEjYQwXvE0D+Gf2iGIHOFGES0GA3MGO0EGYQf/7934v/B+/9vf2VA35iBtQPwjuH1tf8Xz/4//pvhlzajgSGjuTiDNLLhaGxmBugyDzRxCJefQVCFUXNz5W43RW9INwCysgUiSypJ02N5SHUM/dVDegI03S4sJiYGObKTgYFBREREUBC0qg2+egePl3l5eR0dHSEKLl68uGXLlrNnz0IGBUxMTEZP+oeEzCg5nMDoEqDhFJujfhkNgZEbAuvWrTMzM2NgYCgrK+vr64MEhJqaWmxs7OLFi+fNmzdhwgTIyT+/fv3atGmTlZUVpHaHqISQXFxcX7584ebmhnAHLQlf5S/GIKnLaEzk2n0ivcPFwK3IqKrIoPqa4cXz/0/vgXcIiDNKYbXlM8NH8DVez/gYBGQZlcQYQMelE2cRYiUSLvVsDGzSjPLSDPIfGd6/+v/8wv/T3Aw8EozSYgySTAyg0Svktvsf8LqjZwyP/kO3GmuyYlkBhcsqAuKMDIxiDJJbKvesrtz0+v+LrI60IbE06Ny5cxEREQT8RlVpIns4kJ4ALVYHIS/QZ2Bg4OLievfu3a9fv4jxpaWlJS8v74kTJ16/fs3KygrZFcDNzW1nR9u7Mohx26ia0RCgOhjtAFA9SEcNHA2B0RAYgBAwNTX19vbeunVrf39/TU2NkJAQxBELFy5cvHgxAwNDWlra8uXLGRgY2NnZGRgYBAUFIVcBQJTByUHe+oes8udk4JRkkLVgdKBwsT7c11gZkHX53xi+vvr//Pr/S2wMbOIM0uKMkpCTc14xPHv+/+k3hi8SDNL6jGY8DKDL1LCag1UQ6+A9VpWgvdoMgvyMgsoM6q/Ae4XvMdyE7FqG3B7wmeHjC/BdwoIMwoqM6vhnHrBaAb+WGKsssiAnA5cco9KWyj2LK1e+/v+iqCN/SPQEkL0wqNiQngBkUgVycBCkxwLZP0CGU5mYQD1DuEY0LlwcF0MHDP79+zdnzhxIB8Db25uLC3RJNoREnidkYGD48eMHxCi4LIQ7So6GwOAHox2AwR9Hoy4cDYHRECAqBNatWwdp3Ovq6kIO+GdgYIAsAmZgYNiwYQPElAULFiQkJLx///748eOQY7wh4oOZhAz5u7u5g4f8TfgZBOjmWi4GbgVGFQUGFfhBPRIMMq8YnnMycEkyyogzSOFfVoTbnVj2AOBWDJJhYmCWYJCWYJT+wvD51f/nkMNDmRiYwZ0QGSNGCy4GHpA60jET0sZoInULMggLMgpvrNw5p3JhSnv8aDeAyHDDqgzS3KfFhABW6wgKHj58+NmzZwwMDDo6OpDbvhgYGOBjClevXtXW1oYYcvPmTQgDstYIwh4lR0NgSACUvvKQcPGoI0dDYDQERkMAawiwsbH19PQwMDA8e/YMfgXY2bNnIYrhQ3Tx8fFcXFxDpfUPWeUf6BYU6hYOGTUnvHQG4mHsJMnNbmRjGBkYGRkYmRiYmBmY/zP8+/v/zx+GP8gKiGeTdPMAmrEsDCzM4CVA/xn+czFy/2P494Ph2w8G6FgsmmJiuIxg04hRiaaGmYGZjYG9q6JXQUFBmlEeskkATc0ol/gQgEwI0Ge7MC5XPX/+HHIVIA8Pj5eXF1yZhIQEZKPRtWvXlixZcujQodWrVx89epSBgUFAQEBJSQmucpQxGgJDAozOAAyJaBp15GgIjIYAUSFQXFxcW1v7/fv348ePMzExycnJQVYXMDAwKCsrw40gZlMgXPGAMOBD/uIMUnqMpnwM/AwMDN8YvrwEj3yzM3BKMkqDR99pPojzneEb+BqvJywMrFIMcpqMekwMzEoMam8YXj7//+T+/9tioJP7pQQYoGuuaBpc4IsFnr5heCXKIKHBqCfAIPSX4a8co+Kr/y/u/r9xl7jDQzFdSMYkxj+Gfy/+P33K8Ogfw18pBjlVRi0mBsYtlXsWVS6Pa49iYPiPdU5gYM/lxPQ41UWo5UF4T+Dhw4crVqyoqKjo6OjAGqTU9cKfP3/Wr1//9+9fBgYG+OIfuBWBgYHLly9/8+bNHTCAiHNxcQUFBcFvDIAIjpKjITD4wWgHYPDH0agLR0NgNARICIFv375paGjcvHnz////8Na/sLDw/v37STBl4JRCVvnzMPBKgA6vdITsdoU4h4uBB7I99yVo/f2T+wy3wYflSxG//h7lFgCIobjJtwyvXv5/9o7hjRiDJKS1DVH7j+EfIwOjCIO4CKM4+OT+Zzf/X2FhYJVgkBJjlKTi1luIdQwMDH8Z/r4EtbYf/2P4C75YQJ2dAbSRA7TEi4GRA7wuX45B6R3Dmxf/nzz6f4+fQUiCUUqUQQJuAn4G2lUA+BV/Y/j6EnydMC8DvwKjMpotQgyiWyp3/2b4PatiflpHIh3arHhcW1FRUV5ejkfB4JdC6wlAHEy7UD1w4ADkikBdXV1NTU2IdXBSWFg4NTX14MGDT548efnyJR8fn5SUlL29PXx1EFzlKGM0BAY/YMQ8B2PwO3rUhaMhMBoCoyGAPwQePXrk6+t7/fp1RUVFLy+v/v5+/OoHXBYy5O/h5gFp0/My8BF0EuwEnuc8DHyS4LNxCGr5x/APuUeBVf1Phh/gIf+njODjdMQZpdDa9FgNecPw8sX/px8Y3okySIgzSuI/jRSrvVgFvzB8gjiGn0FQHFubHvMusN8Mv179f/6S4dkvhp/iDFKijJIEO0hEdgDegzoYT98yvBZnkJJglOYFT8tgdTZc8AvDp1f/X+R1ZEHarJBYdnV1hSugKYORkd5VfGdnJ8SnNPIXpEuPvF14wYIFNLKLbGPr6+vJ1juqcTQE6AboXTrQzWOjFo2GwGgIjIbAkAgB2JA/nySjjBiDJKnLUcCj489eMDz5xfBLAnRKjxSe666wtt3hofSe4c3L/8/fMLwUYRATY5QSYhCBSyEz/jH8ZcJxdj54QuD5C4anLAws4gxSmJ0HZHPws18zvHj5/9lHhvdgT0kTbMRjmvaR4cPr/89fMTznQj08FFMlfpH/DP9fMDx9+v/hX9BqH1lxRmmsl6wxMDDgCd43DC8T2mMqKsp37do12gHAH+DEyEKWBiGfw0NQV0NDAx41+GXxaMSUGu0AYIbJqMggBKNLgAZhpIw6aTQERkNg+IcAZDDY081TnEHagNGcjAYuJIyYGZilGGWlGGQ/MLx79f/Z2f/HBBiEJBllhPHewwXRCyF/M/x6+f/5c4bH/xj+gRfY2OC4uxeiHPftuwwMkKt85RmU3zC8evH/yYP/d0RBOwQkBbFdT/aX4Q/mVmDI/MNzhsfMDCzgLQf6yIf9Q12ARGHOAMAl+RkE+BkFlECHhz5/8f/pPYabogySYowSWC80gOtCZnxn+PYCvNqHi4FbjohbDvDMrogwiG+p3G3GaJvmlp3RkUzTYXKIF4g8kh+ieMiRkKVBDAwMjY2NRDpeQoLYJWFEGjiqbDQEhjQYnQEY0tE36vjREBgNgaEXApAhf8iaFiJvziL+oHpwa/7ZC4an/xn+g8fOpdhgy+Uxh6g/Mrx/+f/ZK4bnQgwiYoxSRJ6gT+SCGdDoLGgDMWg1DvgET9AOAWTHoJnzgeHdy//PXjO8EGEQE2eUxtpnwIxsPIPuaIq/gg8PfcnwHHyhAcgxyEub0EL4PcPbF/+fvmV4JcYgKcEoDblwAM1ATO5/0O4IorZlf2L48Or/i4KOHNr1BCBj5HTeA0D/RUfEdwAw44sWItra2iEhIbQwedTM0RCgLhjtAFA3PEdNGw2BUTAaAthDADLk7+XmJc4gLcYoyU3KofVYB8uxWwMTfcfw+vn/x+8Z3gkxiEoxykAW5UOay5BVQ88ZHv1m+C3BICPOKMnJQMLlx2Q45i3Dq+f/n3wAOUZEklEW0riHLCX6x/DvJcOzZ/8f/mb4LckgK84oxcHACfMEYZoMx7wGb1f4CHaMBKMMZKUTxDH/Gf6/BK/2+c3wR4pBVgK02ge625iwU8CblfHPV2Aa8orheVJ7LIW3X2Eay8DAMEI6AGfPnt2yZQvWEBgQwdEOwIAE+6ilZIDRDgAZgTaqZTQERkNgNARICAHIkL8AgxDWbazEGIQ2WE6MFoiaHwzfIZtoWUGn9EjzMQq8+P/0JcMzPtCeWkki5x8gRsFJMtrcEL0/GL6/+v/sBcMzJgYmcQZpYUbRF/+fvGB4ys3AC9n/AFFGHxLsGNDsBAPo8FBJMUYpyGofTgYuKUZZ8kKGbJeDHfMiqyOVihMCI6QD8OLFiyNHjhw9elRAgH634+GKaB8fH2lp6dG1RrjCZ1R8UIHRDsCgio5Rx4yGwGgIDLoQePjw4a1bt8jYuAkZ8vdw85AEjbJLc5Eyyo4WCpDxaTRB4rngge1nz/4/+s7wTQy0N1eSyDUtWK1AWy2DVQ1+wTegCYHHHxneCzGIwMfg8Wuhnex7hjfP/z95x/CGn0FQglEa7VhP2tmL1eQPDO9e/39R2JFHeU8AkvzISLdYHUaM4IB0OSAOo/XpQxBbRsnREBhOYHQT8HCKzVG/jIbAaAjQJATOnTtHUkMKMuQvCFpYL6nDaPTy/7Nz/4+D9+bKCjOIkuVEMu///crw+eV/0LE84IFtOV4G/pf/n137fwF8lZgM+Coxkk1mYSCz4vgF2m389DnDE0YGRikGWXVG3Rf/n9z9f+MeAyPkyCDkHQJkhRJpmiBn+/xm+CXJIKvCqPn6/8vH/+/fZbghBr7QgLxt2WTP1YCXbD39xPQmJoRHR7J/+cwudpGyoOAIeXl50nw1IlUPgxsPRmS8jXp6IMHoDMBAhv6o3aMhMBoCQyIEiNzauHv37nPnztVW1EowyIiBFtZzwX0H2ZsLaftCJgRIakbjOesGbgUa4xXDi1f/QcdoQtrWkEPrITMJ/xn+vwJfJfad4TtElqQNCWgWEcOF7zYWZhAVZ5QSQu0FvWV4/QK6XUFYglEWsiifGGMhakidkQAviwL1Q9gZOKUYZcUZpCB3jUGW74O358IPD5USY5DEdeYpxHY0koyYesHw5Mn/hzxCv5LCeaKDeAR4EduIb977vXHnNzmtqvBwknsCI2oGgMgcihZZo9zREBjJYLQDMJJjf9TvoyEwGgJEhQD+5gVkjZCbm5sQg6gYoyT+s3Tgq1/AR/RIE3PhFwMDA/HHy3wHHbwDuhaAhYFVikFOnFEK0q6F+BNtfBp2ldgzXgZ+SUYZGqx++f8C3NP4wfBdEnRHgTTyHQVobWXIAaAvGZ4xMDBCLhXGfxopxEfIbXe4CC7GR4b3L/4/fc3wQpRBQoJRGs95oP8Y/r1ieP7y/7MvDJ/EQIeHSuJRjMs6/OK/GH4+///kOcNjTXWmxHDeYC9Ed5GBgeHrt//cXIjJmb1Hf2zY+dXKqY74pUH0XxVD/y4HJIQHcOkRxAGj5GgIDEVA5kzuUPTqqJtHQ2A0BEZDgLohABvyr5NkkDFhtMY8vuYPw28WBlZkS0UYxEQYxb4yfHn5/+nl/2e5GXgkQVtOCZxQzsiAGBVGNg2Z/Zbh1cv/z94xvBFjkNRk1ONnEEKWxcrmZeDnZeRXZFB9+f/Z4//37zHcAndLSDuHB6vJ3xi+gjcfP+EA76mFjLKjqQT3apjhguwMHHKMSnIMSuDFME8e/r8ryCAsCTqlh8CiKSYGREMZbhoaA3zQ0OOfoH4I9phCU8/EwCTBIC3BKP2V4cur/8+v/7/ExsAGWRqE6xYwiAmQORYIGxf5meHTi/9PXjI883Li6ggUsjHFctAQOzuKp5ytOZytOd5/mrxwciePZHlwCMkTArgcMyo+GgKjITAywWgHYGTG+6ivR0NgNARwhsDDhw8ZGBjwrL2GD/kLg27MlTRntMNlFq5rfbkZeJQY1RVALe+nT/7fv89wC7wuSIrIMW9k6yAD588ZnjAxMEkyyKgyaiEfb4+sEhcbdOUWo5wUgxzkJP4z/48KMghJMJK5XeEtw+uX/59C+iHajIZ4dxujtHHhzhNiEBViFP3J8OPV/+d3/9+8y3BTHDR7IIkrcPD0jn4y/ACf7fOYlYFNmlFegkEabgsmA+tSIm4GHkVGVUUG1Tfgw0Mf/L8N3rgsjbaKCW4a/vVC4MVOT76wvIsN5okOlFRRwFkF//vHgHnbsiAfU0IoDwPD1MsH+lt2flPVrw6PGO0JwMN+lDEaAqMhQAIYXQJEQmCNKh0NgdEQGCEh0NnZWVFR0dHRAVlxAV8CBBnyr6uolwSv8sfVJIWHEtqSG7g4GuM9w9vn/x+/Y3gjyiAhziglQMTgPQMDw3uGNy//P3vD8EoE1A+RImbpPDHu+cXwEzx4/5QRtDdXWpxRCv+YN8Qvfxh+v/j/7DnDo/8MDFLg4/wJ9kOIcQwDA8M7hjcvQIHzVpBBWAJ0wzGBCQGIez4yfHj5/8kr0LVi4hKM0sQEKTGD9+DzOp+/ZHj+n+GfOHivMPKiJojVmOR/hv8v/j95wvCIX+RXcgRvdCAPLzf2zg9c75dv/3i4CE/7bNv//TdniYaWkZqaGlqXlf5LgOhvIyS4BmrpEcT2UXI0BIYoGO0ADNGIG3X2aAiMhgDNQwCytpiBgaGiomLXrl1ubm4iDOJijJLENLUhjgOvciHcjIMoBm9Offac4Qk7A7sEo4wEgzTWCQT4fuJ/DP9InTcgss0Ncc9b8FViHxje4e+WfGb4CLlbQBB0pqeUMIMYRDtBkqT7BCATAi8Znv1n+A9pecMXXKEF8iuG58/+P/7O8E2SQUaCURqujKB70PYk4Ff/nuHtq//PXzO8wDw8FNlfPxl+gBf6P9HRYkoK5w1wR1noj98K4mVfvvm7Yec3QbmK0FDEhAC810q8ORSqHKgOwEDZS2FwjWofDYGBBaMdgIEN/1HbR0NgNAQGdQhADvRkZ+AQAK2KkSFyzy7cSyS1KeG64E1YCdCZ/aALBCDmwM/SEQIdMCqFf7cx3DRkBkkdAIjG7wzfwLd3PWVlYANfG4zYVfwSvMH3G8NX8HJ5KS4GHogWmpLgCQHQsf3wdUqQ641/Mfx88f/pM4bHrAws0ozy4ji6T9R122+G36//P3/J8PQnw0/wDgEJHgY+SCB/Zvj4HDQF8dzXlSs6kMfSCMtCf/yO+fzlHy8Psb1HiFFnLv3auPOrlmlNRESEgoLC////IeL0IQeqIT5Q9tInVEdtGQU0AqMdABoF7KixoyEwiELg8OHDdnZ2dG4NDCL/k+4UyKICNzc3UQYJMUZJQQZhBgaGnww/vjN8+8LwSZRBguDiH9LtRNfxieHjS/CtvQIMQiKM4k/+P/jD8BvSBCdm2Qm6cWA+pG0KZpJMvGZ48fz/k88MH8UZpFgYWF8wPGFlYJNilMM1U0GyBaRogKxTesnw7B/DP1lGhc//P71ieC7MICbBKA2JLFIMg6qlJHBgh4e+4GTgkmaUe/X/+Xf293HBPFGBPEqyOBf6Qy3GQX3/8Z+Tg8BKIaxa/zMwbNj5beWmL43tmzGXBmHVQhVB+s85QJw92gGAhMMoORoCJIHRDgBJwTWqeDQEhlgIODo6HjhwAOLo9evXBwQEQNijJK4QgAz5czJw/Wb4JYFjDclPhh8MDAx06APAj+nkZOD6x/AP7B5Q4xuX4wmKU9LGhew6ePH/2VuGV8wMzJwM3JKMoKvECFpKOwWvQH2SR18Zvv5j+Au+Z02G+AVImK6iMHD+Mfx78f/pU4aHUnJ/Hj/9E+jJHejBbW1C8sA/psPIE3n55u/itV/mr/zc2NROn1ODBqoDMFD2khcvo7pGQ2CQgNEOwCCJiFFnjIYANUOgqampvr4e08TRSQDMMIGIwIf8IYe+CzAIwc+MF2IQkWKUI2YXKcQoZBKydAdZhBj2f4b/Lxmevfj/5BvDN/AqIClOBu73DG+e/X/8keE95KROyMVexJiGrAZ5eTqyOH72X4Y/L/8/e8rw+B/DX8jCekYGprcMr57/f/ITfJWYGKMUra8SQ3bhb4ZfkNU+zAzMkLN9fjP8egW+8PgfeG+uOCMVTjJFthE/+wfD9xf/nzxjeGJmxBIdyONoyfH4xd/127+u2fqNn48x3Jcn0INLQhRx4Cl+0+Cy377/5+IkZwbg+p3fi9d+Wbr+i6cjV2wwj54m2+Ubvzbs/GpoVQvZ1A63grqMgWqID5S91A29UdNGQ4DOYLQDQOcAH7VuNARoHgKCgoIfPnxAtkZFReXOnTsMDAxPnjyRlsZ3EiKyrhHChgz5czBwSoLOrpGEHNsP31cKO0fyCTsDB/zWWOJDBrI8nXj1Xxk+g0/gecbFwCUBHl+H7AOGD05DLhB4yfCMC3SBgIwYgyTxhoPvzPrDzEDCipQvoBPrn71keMrPICjOKC3KIA6xDn5i5ifQYTvPXjI842MQBF8lBlUAUUZ1Er7hWJhBFLzaRwTNCvh5SpA9G2Rsk0AzED/3E8OH5/+fvGZ4EeAOWuhvZoA+3r9l77dlG74ePf3DwZIzKpDb3Y4Tv4EUyh4983Px2i/b93+LDuSJDebRVEG5g+LHr/8bd35jFSoLDEbsFabQRrh2yI758vJyuAjdGKMdALoF9ahFwwmMdgCGU2yO+mU0BEAhsG7duuDgYAYGBllZ2UmTJtnY2Hz58kVRUZGBgeH48eMWFhYgRSMeQ4b83d3cIUP+aPe8whvc8HB6wfD0+f/Hvxh+SjLISjBKszGgN/XgKpEZmOYgyyKzXzE8f/X/+UeG9+Kgjb9SaAP8aCP3/xj+vfz/9DnDk9+gXQGg+6qIXI+EZg6yA9DYrxlevPj/9BPDB8iuAx4GXmQFaOb8AU8RvGB4Ct6lADo5lMizd9DMQbYCjQ1xz2eGj+B1UKCN0cgK4B0SiOAv0IQAqFvyl+Ev5MggIndNoJkDMQ0r+Rp0LcCTXxwf4kJ4owO55aXxdasePfuzfse31Zu//vr9P9SHO9CTW0Uen3qsNuIX3LL326I1X67c/JUUzhsbzCMugm/C4c6DPxt2fpXRqAoPp1pPYKA6AANlL/7oGJUdDYHBD0Y7AIM/jkZdOBoCJIfAxIkTPT091dTUIDr//v3LwgJqcFRUVLS3t0MERywJGfLnZOCCDPljHRHH1RD8wPDu2f+H7xjeijFISjBK473lChTAuMwByYHxd4Zv4CH/J6wMrJIMcuKMiDN2wPJQAldD+QPD22egM/LfELlOCZc5UGvAG51f/n/2jOExCwOLFIOcBKMU1putcJkDH4AHX+IrS/C8VIIdpN+g6wWePmd4zMjAJA1yjzQTtkuRcZkDP6wTPCEgLQKbwYD7F41B8CqAfwx/n4POGnooLP43NQrU9Gdnw7JK58fP/xyoV/lCLDpw/Me6HV837vxmps8eEcAT5MmFRTNEKZj89OU/Hw8+Jf8ZGBav/TJj8ee///6nR/PFBvOwgjI6WDMS8eXrfx5sNw/sP/5jw85vFg5UWBo0UA3xgbIXKXRHmaMhMCTBaAdgSEbbqKNHeAhcunRJV1eXkRFfywAtiNjZ2X/9+mVmZnby5Ek0qRHChQ/5Q4aECbbd8QTLd4ZvL/4/fcHwlIuBW4pRVpRBAo9iXFJvGF69+v8McmOuOKMU2hQEmi78HQnIBQIvGJ6wMbBJMMpKMEjhuhwXV8OdgYEBfA3w09cML0UYxMUZpfCfpYOrwQ1xNuSInhcMoKvEIDsWcF0KhmeJFHj1ESiQ8d+8C7ERv3vANyeADuv8w/BHgkFajFES14QAnj0b4EgHLfS3MmWLDuTxdiJ/Mc+7j//Wb/+6cvPXpy/+hnhxBXpyG2ixQTxCPPn2w7/Fa7/MW/5ZToYlOZI3EO8NA///M+ApLT59+b9h51cu8XJK9gpD8perqyvxXqCKytEOAFWCcdSQEQhGOwAjMNJHvTyEQ4CFheXv378QD6irq+/du5fINf0iIiJv375lYWH5/fs3RPvIISFD/twMvBKM0uIMkliHtMkIjf/gU1+eMzz5w/AHvDVWhpUBZck1VjN/Mvx4Cbox9wkTAxNkCgJX4xirdvyCsAsEvoozSEswYjmYH7MDAFlN9JThEcQXRG6fxd/ghjsSslH4A8M7MQZJrJ0crCPub0Cra55+ZHgPDlVpKl4v8IHh7Uvo7V1CkoyEJwQgHgFvB3/ymuFlsBd3dCCPsS7hxvrPXwzshFUxnL70a/32r+u2f1WSZwn35Qny5Ea7IRjrTMLtB38Wr/28aM0XF1vO2GAee3MOiDvxkF+//ecmMNkA0n311u+Nu74q6VaTsTRooDoAA2UvKLxG8WgIDGUw2gEYyrE36vYREwL//v2zsrLCHLxnZmY+cuQIMcv6NTQ0bt68ycDAMHIOAoK0DNzdPCQYpMQYJdFW1eNJO5itZDyKGRgY3oHO53n0geEd+D4saR4GPqzq3zG8efX/2RuGV+AhdklBBvQNrFh1kSEI3ymLeTImstcg+4mfMzzlYeCVZCRtPzGekXtMB8OWOT1lB18lJoa0zAl5xP0PeLXPM9BqH0bw6iNpZgZ8C9kxLSJSBHZk0LM/DL8hOy7gEwJoHZvXDC+e/n/0n+tzfChvdCCPjASx7iGywQ1x8K/fDOt3fF2+8cvFa7+CwIeH2phi32Fy8gJoj+/m3d/C/bhjg3l11Ql3OCFWkEruOPj9F0fJ1+8MxJ8aNFCH8Q+UvaQG6aj60RAYbGC0AzDYYmTUPaMhgCUEnj59KiMjA5GorKy0tLRcvXr14sWLGRgYmJiYPn78yMND4BLW6OjoZcuWMTAwPHr0SFZWFmLUcCUhQ/48DHwSjNJioCF/0q5TxTosTTCsvjF8gawL4mHgl2KUFWEQg6zbAa8/efac4ck/hn+SDDLijFJEbtglaCN+Bb8Zfr8Er1NiYGAAb5wFXSAAcdIbhpcv/z/7wPAO3PyVJvV6YwYGBpI6AHB3vmJ4/vz/k68Mn8WgG52hPaUvDJ8hQSfIICzBKC3MIArXQiSDPPd8YHj36v/zVwzP+RkEJRhlRBnEIR2Avwx/wAv9H4lJ/U0DLfTnYSG25U+ke7Eru373N+TwUF4exjBf7iAPbkkxqMXbD3xfvPbLuUs/E8B7fKXFoeLYDcIm+vX7f24SDxV9/e7fxp1f+WUqQkIJ7xUeqIb4QNmLLYxHxUZDYCiB0Q7AUIqtUbeO2BDYsWOHp6cnAwODh4fH9u3bIeGwZs2a0NBQBgYGbW3tK1euQARxkQsWLEhMTGRgYNi2bRvEKFwqh644ZMjfw80TMuSPaySeoAeRh6UJKkZT8Jfh74v/T54zPGFgYJBhVPj0/8MrhudCDCLijFKU3FGFZgtJ3LcMr579f/IR1NyX5mbkefL/ASMDoxTozFNpFlKOBEW2FH5MKrIgkewv4KNOwSeZckMuzYVPnnCjnjVEpIHgDslfsld2/Wb4/eo/6Mig3wy/xBmk/zH8e87w2NaCPTqQx8Oe/IX+xDseU+XWfd+Xbfhy5NQPewsOH1fuyfM+/vjxPzUadLwPJ7a9xZgmUFfk/NVfG3Z+0zCqxjMhMFAN8YGyl7ohPGraaAjQH5A2MEZ/943aOBoCoyEAakrChv///PkDD5CQkJDIyEgGBoarV6+eOXMGLo6V4eDgABE/fPgwhDGcyN27dzMyMvq7BQS6BSkzqisxqpPd+mdgYIAcvU9e+DAzMEswSksxyDEwMDz9//A1w0tJBll5RpWBav0zMDAIM4jJMSqKMUi+ZHj64j/oQgN5RmVpRnmyW/+ghWTkhQ5YFw8DrwKjsjyD0m+Gnw//3/3M8FGKQU6SUZbs1j/YPf/BZpNDsDKwSjPKKzGq8zMIPmF48IzhkakBW7AXN4Wt/2/fyXeStxPntFbhkgz+S9d/1TZ/+/EDdHiooxUnJa3/z1/Id4+hNltjkYAkR29StObDhw/JCWWa6amoqJCXl6eZ8aMGj4bAsAWjMwDDNmpHPTacQgB+jieorfMfUZF/+/aNm5sb4lOCi/shpwY5Ojru27cPomWok5Ahf083L/BSFkl2Bk7waPejXwy/pECn9RO1KxczEMieAfjM8PEleCwZfG2WlAiD+FfY4hYBBiEpRjmCx2JiOoYSEciNwk//P/zN8AtynD8LA8sbhlcvQBca/IbsWCBvPRLZQYQcIOLg1T7IgSbJKEPwpE5KAgSrXvDO6UeMPF8SwAv9//xl2HHg24qNX959+B/qwxXsxa2uRM5S+99/GLCeyInVDciC9x//WbT2y6I1X/j+CEsyyvAxCH5i+PAatFTphak+e4Q/d5AnNxMJB4Ahm00me8vebwtXf2np2oznkJ+Buo1roOwlMyhHtY2GwKABox2AQRMVow4ZDQG8IdDV1QW5ZXPdunWBgYFwtRMnTiwoKGBgYJg/f35CQgJcHJPBwcHx8+dPKSmpp0+fYsoOLRHIKn8BBiExRknM23DfM7x9+v/hB4Z34GNkZLgZCGyQQPM7qQvKIe3s5/+ffGf4Bj71UhJtMBt+mD0LAwt4GwD2w+zRnAHnQhbuw7nEML4xfIVcLwC67oBRVpxBCqILbhT4QoNH7xiIvUAAop0S8i3D6xf/n35geAs+oUgacrMYPKj/gHYsPHvB8PQvw19wGNJ8p8Qfhj8v/j95yvBISvpfWjRojy/koMzvP/5zcoDa10fP/Fy77evabV/N9Nmjgnjwn7OJGTL/QVNJmML4RM5e/rV47Zf1O76KMUhKMspC9mbAo+wPaKnSi5cMTxm4v4V4gg4PNdQm4qQhfBYSllux6aux44p//xnwNP0hpgxIQ3z0DFBI4I+SoyFABhjtAJARaKNaRkNgYEIAMoTPwMDw7ds3Tk7E6mS4+MePH/n4oBsrMZ0oKSn54sULZmZm5HVEmMoGswhkyN8LNOQvLc4oiXxAJLydBHf/V4bPz0G7YJ8Igkbf5fEfbA/XxcDAgHxUDrI4JvsreDk7+EIAHvAZo1L4lw+9Znjx7P/jbwxfIaPv8MNnME1GFiHePQwMDG8ZXr/8//QdwxvwrIgU2nUHaKH0k+EHZPctGwOrBLifgPWaLWTHkMoGb4p4+ozh0X+G/+BpGWkWpMNSIZtukc2EXyUmxCAsyShLi7OSvjF8gSQMByuO6EBuV1tEVmJgYEAbuX//6d/abV9XbPzy5t2/UB/uYC9uDWWiJgTgHQlk3+Fi7z4M2uN76MRP8GooGfz3KH9m+AjZu6yuxgQ5PBT/ZWFwS4nfB/z7L8PCVZ/tfFb9J6Lpz8DAMFAN8YGyFx6ko4zREBi6YLQDMHTjbtTlIy4Eli5dGhMTw8DAkJSUNHfuXLj/4VuEY2JiIEcDwaWQGYaGhhcuXEBbRISsYDCzIUP+ggzCYoySWC/ewmxKQrzzm+HXc/CuXDYGNilGOfhYOESWbPIVw/OX/599YvgAaWcTf8YoAwPDJ4YPL/4/BW8OFpZilBNgEMbvDFxeQ9YFOfPnOcPj/wwM4A2+UlivF0DrAMBNgJzP843hC3h4Xgq5ZwVXQyoDcizSc4Yn4DN2sB+6j6tvA7kt4QXDU2YGZnEGaXFGKYJ3LOAyCtnZ7xnevvj/9C3Dq0h/nqhAbj0NEkbQj52FTgiY6LFHgS/xRTaZbPbKzV+nL/r05DHonmNJRlmsJ59iTQD/Gf6/Ynj+4v+zL4wfwIeHctmaEbgQ4N8/BiZC+/7ef/q3cPUXz9DVBIf8kb08UA3xgbIX2e+j7NEQGKJgtAMwRCNu1NkjNAR0dHSuXr3KwMDw6tUrUVHEaYkmJiZnz55lYGB4//69gIAAJHS2bNny798/Pz8/CDc+Pn7RokUMDAznz583MDCACA5yEjbk7w1eFiLJyQDd8IDN2QTWXLxgePr8/6Pf4Eu7JBllkMehsZmGXew7aGnN8xcMT1gZWCUZ5MSRjrTH1IB/ofwvhp8v/j99Dr6+VxJ0fa80pgkQEaztP4gUuDvx8eX/py8ZnlF+1hD4AoFnLxme8oPmTGTI3rj8Drza5x3DGwnQfWQ4L0aAewEP4w3Dq+fgI4xwXSUG14s/lF4yPHvy/wEb34/EMNBqHzFhnA1h/Ef4f/z8b8020A6Bl2/+hoEnBDRViJoQgLsTwvjy7f/itV/mLP/89R2bDKMi/n4p/oT0jeHrq//PXzI8k5b5Fwo+PFQKxyGhX7794+HC6fHHz/8uXP05NGEtSU1/iHcGqiEOKR/IcDDE2aPkaAiMZDDaARjJsT/q96EXAhcvXoS03cXExF6+fAn3wNmzZ01MTBgYGIKCgtauXcvAwMDLy/vlyxfQNVXv3gkKCjIwMCxatOjZs2cVFRVwXYOW8fDhw1u3brm5uQkxiIgxSlJxY+g78KVdHxneSzDISDLKcGH0KP4w/MbaN3jD8Orl/2fvGd4QbInCQ5XI+wReMjx79v/xT4bvkqCNy9KYu3LhC+XhJkMYLxmePf//5BvDV0nQGLk0pl8gykglwRdyPXsBPskU3O+SJjj6DrHiH/hq5Keg1T7/IH4hUiNEOx4S3MYF7RBgZ+CQYJQRZ5DCXKqENbTBuy9AC/1lZf+nxfBF+ePpQELtx98BgCpiYDhx/ufarV/XbPtqqMMeHcAd7IXF5M9f//Fyoze4Hz37u3jt54Wrv3D9EpJklBEi4tID/B0AuJPegrZ3P3nP8M7OnCMqkMfTAWVpE1wZJuP6nd8LV39JzF5Hdkt6tAOAGaqjIqMhMMjBaAdgkEfQqPNGQwA9BCIjI1esWMHAwLB7924XFxeINPyYIA4Oju/fvzMwMBw8eBBy9GdAQMD69eshygY/uXv37nPnztVW1IGbnpIcDFxEuhlXKxmrdvDNU09eMDwVZBCWZpQXYBCCK0MbSIasRXnO8ISJgUkSdHY+4bUoSEb9YSb6oP2PDO+f/n/4juGNKIOEBKM0PwOozwYxCu3QfdjFuk9YGdikQYuapPFvPIAYQgb5luH18/+PIfeFSTBK41nm9I3hK3gvwRNeBn4JRmmsa7TIcACmFshSpa8MnyErr/Ac9voVdC8b6EIGF1vO6EAeJysCy2Mw7SJG5NOX/2u3fV2+8cvzl39DfUHdAG1VxIQAWl/iwjXQHt81W7+KMkhIMsryMfATYwVJm1IYGBh+MvwATwg85xX6GeLDHeTJpaaIcNK37/+5kK4DO33p58JVX3LLNpDd9Id4YaBG4kcvAYCE/yg5GgJkgNEOABmBNqplNAQGMgTgbX0GBobPnz9D7gA+fPiwnZ0dAwODqKjoy5cvIduCnZyc8vLyAgICBtK5xNkNH/IXZhAVY5QkY/EJMUvA0dzyi+HXi/9PnjE8ZmfgkGaUg5wmBG9tv2N48+r/szcMr0QYxMUZJcnYjYprwT2aM5C5Pxi+Q1rSHAxcUoyyMCf9hzTx3zG8efn/2VuGV5idBGRDqMuGNO5fMjzlZODGdNJ7hjfgVfWvxRmk8HcSqOiqLwyfIMetcjPwSjLKQEIJbv57hjfPQdugX0cH8UQH8iC3yOFqqM44eQE0IbB221c9LbaoAJ5gL5STOvcd+7F47Zf9R39IMshKMsoQufmbQkfC7zk20QMdHhroyc2CNBux//iPBas/VzVsorDpD3HkaAcAEg6j5GgIDCEw2gEYQpE16tTREICGwIULFwwNDSEcISEhVVXVkydPQrg+Pj6bN2+GsIcECRnyr6uol2CQFmOUxH/+CY189ILh6bP/j/4w/IEcUwNemg/aTQuehaD5eZSYngKfK/r0Ofi0fkkGGSlG2Zf/nz9jePSP4R9kgy8bAzumLpqK/Gf494LhGfgCAdCVAlKMsm8YXj39//Avw19IoGHdc0xTJ/1j+PcS5KQnPxl+SDBISzLKQo5/5eT/kRjOGx3EIyyA1OAlxSmfPv/j4yVH7+ev0AmBp8//hvpwxwbznL/yc+rCTw8fMkqDLzsj+/I1Mvq3EB//YfgDnhB4ysD1LciTKyaI5/b93z85SnX1jKjS9IfYMlAj8QNlL8TXo+RoCAxpMNoBGNLRN+r4kQtWrFgBuQYYOQg4OTkfP34sLEzgVBlkLQPFhg/5izCIiTFKErMSmtZOfcfw+un/x58Y3gsyCIszSpExC0F1F75nePvs/6MPDO/wHKRDdUvxGwi/QICbgUeaUUGMQQK/eoKyZDdt4SZ/ZHj/8v+zVwzPJcWYC1P5w32xLMeHKyaGQdIJnlgNPHXx59pt31Zv/sr8j1WOUVmCAecOb6zaMQVJWuGGqR00Wwg+PHThrnkMDIQP9cdqAh7BgWqID8jlA3jCYVRqNASGEBjtAAyhyBp16mgIoITAly9f3N3djx07xsDAIC4u7uDgANkbgKJo8HEgQ/71oCF/GT5GAcjCdwnQOLcM2adPoi3cJ8nTfxn+QMbX/zD8lmCQEWUUf/b/MfhQHWEp1O0BJBlLoeLXDC9e/H/6ieEDeLOy9Iv/oC2w3Ay8UoyyogziFBpOnnb4GZpiDJJSjLJv/79+wfAUfBqSjDgjaVebITuAkriD7+Vwt+eMCeK5euv38g1ffv1miPDjDvXhlpZgRraIePav3wxsiGXzxOsDqXz28u/itV/mr/rM/kNQklEGsszsJ8MPMQZJMUYpyPVnIHV0xP8Z/j/7/3jmrim0aPpD/DHaAYCEwyg5GgJDCIx2AIZQZI06dTQEsIfAnz9/WFhYsMsNGlHIKmE3NzfMJfXfGL48+//kBcMTIdCWXAXk/a9EOp/IY1LQTPsEGhN99pLhGT+DoDijFGTrKqQ9+ovhJ/j2gMfIa/HRtOPnkrEBALKDE7wA6QkLA4sUg5wEoxQTA7QVCz5jB7Sr9R/DP/ANxyg3auF3DCWykPVIT/8//A1bIsXGwA4fkIbsygVfICAlzihN6qXLDAwMcKNIcuQ70EL/Jx+Z3sSAF/ojX8619+iPRWs+Hzj+w8maMy6Ex9GSJtt/MV175ebvxWs/r9j0VYRBXAq0xxd6Gi/kqNZX4DkKbgZeCUZpMQZJyKYOTENwiUCSJS5ZXOJ/GH4/+/94zq4ZVFztg9WuARmJH6ijh7CGwKjgaAgMOTDaARhyUTbq4NEQGGIhALnDi52BQ5JBRoxRio0BevsSWhMZ3ubmZOCWYZSn3QoccIsWdIDmd4ZvkFX+yM1WNFc9Z3jy/P/jvwx/Ids3sd7ThDU+SG2xfWB49+L/0zcML0UYxCUYpfDcDvaW4fUz8FIlyCn73Ay8WB1AuSBkR/JzhsfI238hxqKdufmZ4eNL8BwFP4OgFKMsSXGHZhTEfDzkC4YnT/4/5BH6lRQO2uMrwId9sf6jZ39Xb/myYuNXLi7G6ACeUB9uQX7sKjHtIv7GXIjeQ6d+LF7zZdch0EGuaGfLIndv/jH8fQm6uuvpD4bv4qAJAUk8pxhBTCab/MHw/fn/x/N3zaF10x/iwtEOACQcRsnREBhCYLQDMIQia9SpoyEwlEIAPuQvyiAhziiJ2aJFbhvBPQZZrvCM4REzA7MUoxyRi6eJnAH4wvD5FbidysXAAzk9hsiBWHCb+9Fnho/gBTlEneKC1Xdwb8IZoJ2s/58+ZQBtQYaM62PeA4DVd18ZPoPPC3rKxyAgxSgnTMRx8nBLCTLgvRExUNzJ8DMgBrMherF2b+AXCPxn+C/JAFoXRNw9AARucIPYCO8faqgzJYbzhGA7dx+iEo3cvOfb4rVfTp7/GeoDWhdkbkB4/zTa8Z1oBiJzN+z6NnfZ52s3/kmB9/gS518GcH/p+SuGZ6SmQ2SrcbG/Mnx5/v/xol3z6dP0hzhjtAMACYdRcjQEhhAY7QAMocgadepoCAyNEIAM+XMwcEKG/IlsFaH57RXD86f/H/1i+CnFICfFKIP/QH2s7VFkA18xPH/5/9knhg+Q8+PxHGmPrAuN/Znh04v/T8DbA0SkGeXxL1XC2mpHNvArw+eX/589Z3jKx8AvziiFdpYlskr4yaTIghD2H4Y/4CVDj8HXFMhIgNbiQ5cMQRSQSr5geApe7fMLcpMXZm8EYiD+AEe+QECcUZr4A+8hhqOR8GD3cuKKDuSxMcXZgsd68RbEtJt3f6/a+nXlpq8ykszRgTxhPtzsbIwQKTLI338ZFq/9MmvJp3evWGUYFSQZZHAZgifu/jH8gyyg+sHwTYxBSpyRwIQAwd3Snxg+PPv/eNmuxefOnYuIiJCXl8flKuqKD9RSHMgQAz37OdQNt1HTRkNgYMFoB2Bgw3/U9tEQGD4hAKmP3dzciLwrF0/bCB4o7xnePPn/6DPDB8gKHFIPCYXfIMvKwCrFICfGKIV/DQ/BNhbSMn3Q9gBpRjnIzgG4g4lhvGF4+eL/s48M78C9EWleBj78uoiZTHjD8PLZ/8dfGD5D1gWReivwD4bvL/8/fc7whJ2BU4pRVpxBCr+TiAmobwxfX/5/+oLhGSfSnQb4jUWTfcvw+sX/J59Z3sUGg1b7qCoQ2OhC8PSef/8ZVm/5unTdl1v3f4f5cod6c+tqQBekoVmNi/vq7d9Fa7/MX/GZ+ZuAJKMMwTuq8feUILZ8Bu1Fef6S4TkXA7cEo7Q4gxSRE1MQ7QwMDO9B91s/XrlrOaQ1TOfx+NEOADwiRhmjITCEwGgHYAhF1qhTR0OAhiFASS0OGfLnBA35y4oxShF52Dnaans8fvvM8PH5/yevGJ5Dzp8hZuX0G4aXL/8/f8/whsjeCMR24tej/2f4D75E7Mk/6EH4Mvi7FgwMDL8Yfr78/+wZA2i0XopBTpzogCKmEQlx/2eGjy/+P33J8EyQQUiKUY6Yy8s+Mrx/8f/pa4YXJF0uRkwHAOIkUEAxPH3x/8lPhp/gdUFSaL04zKkSiJYn/x/yC/9KjuSNDuTh5SZqtP77z/+c7ESpPH/11+otX1du/qqnyRoTxBvsiX7hNOZVADfu/l609svSdV+EGcSkGGX4kW6PhviUQhIyIfDi/9PvDF8hRwah9Qyx9gNfM7xMbI82MkI51H+EdAAG6ughCiN6VPtoCAwSQGBAZZC4ctQZoyEwGgKDMAQgQ/7ubu5iDJK6jCaYK8Xxu5nIfgIDAwMvAz8vI78cg+Kz/08u/j/NzyAozSgvyAC97gC5MfqD4ccr0LqaJ0wMTFIMsmqM2iQtQGJkIHafKCMDoySjrCSD7FvQfViPHv6/J8kgLYFyyStiaTv4oPqnrxheCDOIqTJqCTGI4A8ZsmUhAaXAoPLi/9Pb/6+zMLBIMspKMEhjHVF+yfDs2f/HPxm+SzLImDBao7XL8bvhP35pJFlQQDHISDLKfGB49/L/szP/jwoxiEgyysKjj4EBEVA/GX5AulU6mkydEbyB7qQFFJGtfwYGBkNtNkNttqpcgdVbvs5Y9Kllwodw8MmhyvLQOpGVFdGROHb25+K1X7bt+ybBIGPIqIO8ZRzJo5QymRiYILM3nxk+vfr/7Mr/s5wMXBLge46ZwMkSQsKtecHwdNrOibQ72RNu0ShjNARGQ2BYAmhhNyz9Nuqp0RAYDQEahQBkyJ+bgUeCUdqC0YHg4DemM5Bb7ZiyWEU4GLiUGNXkGJSe/3986/8VNgYOGUZ5UQYJSMPoHcObl/+fvWV4JcIgrsaojdS+xGoYdkGsDWXsSmGiwgxiwoxikDmKs/+PwcfR/4PatQwvGZ5BltRLMMgYM1pxMqCPNMOMwU8T394GmcPKwCbLqCjLoPiK4fmz/48fMtyRYABtD4A08cGN7KfPGR6zMrBJM8oTuc0aZC4SJr7zBtckwCAkwCikwKDy8v+zW/+vwi8QYGD4z8gA2hcLmeTxdeHqDhSyNMa50B9uICYD0ZPAlMMmwsPFmBjGkxjGc/TMz9VbvjqFP7c25YgN5vF04GRmBnUAtuwFbSA+fQ5027EZowx5FzATP4EDcSMvAx8vI58Sgzr4nuOn9xhuQY4Mgmxc+Q861P/RzF1TcTX9Hz582NHRATGKPuStW7eMjIzoY9eoLaMhMBoC1AKjS4CoFZKj5oyGwJAPAYIrB+BD/uIMUmKMUpRs7sRc+EFq8D1nePLs/+P/oEPxZZ8xPPzPwCABOnlGkp2B/HPfKXTVT4Yfz8EXGnAycAsxijz+/4CLgVuSUYbgknr8fid+rRRWcz4yfHgJWkD1QohBhJmB5TXDC/BJo9IC1F7EgtV2XIKvGF48///4K8MXGUb5T/8/fGd7D1noryRH/rAUqcd3ornt1dt/q7d+Wb7h65+/DEnhPAtXf3n9nFmaQV6SUZaMniHccAoT1ReGTy//g44M4mDgEmUUn7VzGmShP9x8NAYla/nQjCKSCykW8LuKSKNIUkawvCLJtFHFoyEw0gD5Re1IC6lR/46GwEgOAciQPx+DwCeGD1IMspKMsuQOZkNDkZIWFcQITgYuHgbe1wwv3jK8+gtaiC8nySjNykDank6IUXCSwrYaOwMHLyPft/8C7xjeMP5nZGNgE2WQIGOXMNw9EAYZw+0QjRCSn0HgJ+P3b/+/fWT4wMjAyM3AK8goPLCtfwYGBlEGsT8Mv38xPBTRfvrk2k9TbXYjXXZKWv8MDAygQXuIn8kixYSZIvx4fv9mmLfi8+RJDJ8Y/ggxCHAxclOYVinUzsPAx8LIyvifcQG9DvUnNfAghw6RqmtU/WgIjIbAwILRDsDAhv+o7aMhMJAhsHv3bjU1NTzHBULG9jzcPMQZpPQZzXgYeMG39j4++/+YOIOUFKMs2bdQYd3RSExY/GX4A9lK+4fhN2RdDRsD+2eGj0//P3wEWogvI8koS+oZOHB7/zP8YwCvt4aLEMn4zfAbfIrOYwYGBkkGWVVGbUYGxg8M7579f/To/13I7QGQFThEGkgVZb8Yfr74//QZaLUPizSjvDh4M8ALhqfP/j96wHAbvC5Ihp2BnMU2lDgPcr/YM4bHZkYshYE8fq5cHz79W7npa8fUDy2TPkQHcof78ogKEbsZA9klf/6SuggIofv2gz+L135etOaL4H9RWUZ9XkaB3wy/Xv5/dhO8WkmcQZr4TdsIQ8Es4neWg5WjEF8ZPj/7/3jxrgX0H19Hccfg49B/pdPgC4NRF42GAEVgtANAUfCNah4NgaEeAitWrGBgYMA8NRwy5M/DwCfJKGPJ6AgZxfzL8IebgVeVUUuWQeHZ/8fn/58UYhCWYVTkw7goimCwkNEB+ARaygJaC8HPICjPqAwfWf/D8Buyvvwrw+fn/5+c+39ciEFEhlGBDFfhv20Aq6fArnoGuRxAiVED+UIuEQYxEUaxTwwfXvx/eub/UVEGCUlGGTJchdVe/IIQS18xPBdhEFNn1EHeEQHZaQrpnJz+f1iMQVICdFQ/+lVf+M0nT/YTw4fn/5+8Znjh787VFygMv5NLgI8pPYY3PYZ356HvC1d/6Z7+McSbO8KP21SftM4JHw853YaTF0B7fDfv/gbu5WrzMEJvVmZm4JRnVJZnUH4NWq309P7/2+IMkuKglW+khRUTAzk3M8AP9R9t+pOX2EZ1jYbAaAjgB6N7APCHz6jsaAgM/xCALBqG+9PIyMjTzROyyp+HAdoYgssiM34z/Hr2//Ezhkc8DHwyoGN5SDuzBdkoPOz/DP9eMjx//v/JD4ZvkIFY/Mew/GT4+fz/4+cMj7kZeKUZ5ZFb5HhsIUPqJcOz5/+ffGf4KgEaHpbGP+0AHvZ+8pzhKRcDtzSjHMHz48lwD0QLZOPvN4avkHuF8a/U+s7wDXKdMBcDtxSjLLxPBTGKiuQbhpfP/z/5xfEhLgR0or+8NL6xp1v3f6/c9HX5pq/KsiyxIaBLu6joEmSjdhz4vmjtl+Onf4Hv8ZXBv3vkK8OXl/+fvWJ4xs7ACdnXAekVIxtIFfY7hjfP/yMO9SfVTMisHT27DQOyFh9SapWXl5MaPqPqR0NgNAQgYLQDAAmHUXI0BEZ6CHR2dlZUVHAz8IgxSkkzyGEGB67DTP4y/H3+//FThkfs4GN5iGnaEnkE0BeGz6/+P3sBajTzgJtckpjLvHFtkP3H8O85qHPymIWBWQq0+oXAzVYMDAx/GH6zMLBiehxN5DvDt5cgVz2BnKJD0rVN/xj+gY+5fMzAwCgFOplHBnKEEZoVZHB/gdargFb7MDMwQ872Ib55Cjp3//+T5wxP/jD8gXQbKNxKAXf/P1DaePqM4aGw+N+UKN7oQG4Oou/f/f2HYeWmL4vXfXn5+m9kAE+4L7eCDL5uA9xSYhjLNnydvvjTi6fM0gxykoyyWGMBa9L6z/D/Fajj9/Q7qDsKmhAgZhUckQn+NcOLxPYYtEP9ifEOspoR0gGgvzeRA3mUPRoCwwCMdgCGQSSOemE0BMgPAUg96uXmJc4gLcYoyc3A85Phx3eGb5wMXPgHRDGthHQDmBiYwMvN8TW4Ce61fcXw/OX/Z58YPoCH/CUhByBi2sjAwEBwKRH4tPtHvxl+Q0Z58ZxYiquHA7cXfNLo07cMrwleLoa17Qg3h4GB4Q3Dy6f/H8HH6SnZHgC//EuYQVSCUZqYy7+QXYLMfge6UPbRB4Z3kGVCxFy4hqwdmQ2ZW3jO8NjSlC06kMfbiRNZliT20TM/V2z6smnXNwdLzoQwHkdLfKc8ffn6j4cb50Kgj5//LV77Ze7yz98/csgyKooxSOJxCf61+58ZPr78D1r6xcvAL8kog3/yhGDSouKh/vS/HmtAZgDo7008SWVUajQEhiKg2oDKUPT8qJtHQ2AkhwBklb8Ag5A4o5QFowM8KNgZONgZOH4y/PjA8A65G0Cw1Q65GAvc4H74iOGeNIOcFCOWmQTwaS3Yz2v5xvAVMuTPysAmxSCrxWiAp70OcTDWsVuIFIQUZ5ASZ5R6x/D66f9Hj2G7hLH2bXANmf+Bbjt+9I/hnxSDrDKjBsHz4HEZBXESAwODCIO4CKM4ZE38mf9HwQvxZbAeq4pnXuI1w4sX/59+ZvgoySBjxGiJfw0S3Go8DCEGESFGkW8MX178f3rp/xkeBj4p0GolMTxaMKXAVws/ec3wMsiTOzpI1ESX8LlMn7/+48Xdarc2Ybc2Ya/IFli56Wtpyzt+XsaYIN5wP24uDiypiIUFiyADA8P9x38Wr/2ycM0Xvj/Ckox6goyEl6vhvxUOcueaIoPqy//PHv+/f4/hlgQ4pXFgu+oBVzKGzFPhOdQfM3gHm8joZtzBFiOj7hkNASLBaAeAyIAaVTYaAsMkBOBD/hJ4W42QbgCyn/8y/CXmPEpIg/sN6H7ch4/+3wd3A2TRNtdijq2+YXj58v+z9wxvxRgkNRn1+RkEka2mnC3EICrEKAppcJ/+f0ScQUqSURZthwNmX+Iz6Aj2py8ZnvEzCCkyqhKzugniVIIdAIgyPgYBPkYBeQbl5/+fXP1/jpuBF1uDG71F+5vhN2QdERMDaAWLNqMhpssh5pNHcjHwKDGqy4OvE37w//YDhtuQdUFokYhp+GuGF0//P/rP+Tk+lDc6UEpGktjNr8xM6H7ENFxanLkola8olW/9jm+L1n5un/Ihwh90XpC2GsqqLUYMk85e/rV47Zf1O76KMUhqM2ryMvJhGo5VhJhIZGZgkWKUk2KQg91zfEyQQUiCURZt5wnmDABk/8zcXTPpuVgfqzdHBUdDYDQERiYYXQI0MuN91NcjMQQgQ/6CDCJijJKiDOJ0CIL3DG+f/H/4meGjFIOsFKMsfOAcPqr9g+H7q//PnzM8YWJgkmKQFWOUYiViFT6yyzH7EsiyWNnfGb5BtgcIMghJMypgPREftgbpoyRog68UMeu8ke0iOFuCrBjCBg8GP3nO8JiRgVESdNOCDKQBirx8HNIhecHwVAi82keIgfAwNsRwSsi3DK+e/X/8ieEjZF0QfAc2fJnTX4a/L/4/ecrwSEzybypooT8PK4kjSz9+/udgx2i543X0hWu/Vm76unLTF2M99vhQHh9nLFcs7z78ffHaL4dO/ISs/iJ1nRUZSesXw0/w/pBnDKBr6UBTT5A0jxyJPxi+P/v/mHaH+tN5bcxAbcYdkHVHeJPkqORoCAwxMNoBGGIRNurc0RAgNQR279597ty52opaCQYZMUZJ/MfC4DIccwgTl0pM8U8MH578f/CO4Y0kuBsAcQB4Pf2ztwyvRBjExRmlkM+pxDQBjwi8GYpHDVap3wy/Id0ADgZOaUZ5UQbx/wz/IQfnP2d4wsLAIs0gJ84oTd3BdawuQRN8zfDy2f9H4MOFZCQZZVgYWJkZmN8wvHzx/+lHhveQwXguBh40XbTmfmH4BDkvSIBBSIpRVohB9A/Dn9+gA5eePmd4bGvOHh3I4+FA5kL/7z/+c2Jbz0PQUx8//1ux6evS9V9+/WaIDuSO8OMRFmBiYmJYufnr9EWfnjxmguzxxbUCB7/5lKT5twyvX/x//J7hnSiDhDijFKSTSZ9D/encAYDMKNJ/HmO0A4A/9Y7KjoYAQTDaASAYRKMKRkNgSIbAw4cPb9265ebmJsQgKsYoKcJA2kpuqvv5K8OXZ/8fvWR4Jskg847h9X/QhVkyYoxS9L+ICs1r4L3LjxkZGAQYhZ7/fyLCIC7BKA1psaGppCcXvpJekkHmLcNrRgZGSIeEvLYstVwOXn0EavEzM7DwMwi+YHgS6sMdHchjqE14oT8eN/z9x8CMc+MuHn0IqV2Hvi9c8+XIqR/xITxb933/+o5NhlFRnAHfTnSEZpqxvjN8A+9pecbKwMrFwL1s1xI6NJTp3DIe7QDQLPmMGjwaArQFlBW6tHXbqOmjIYAIAUVFRSEhofj4+P///yNER1nYQmD37t2dnZ2qCmqBbkHsDBwCDEKUt/7/ga7IxWYZ0WK/GX5BDPnN8Ocnwy9uBh4+RgEKW/9/GP4QbT92hf8YQJfHMjD8/83w++f/nyzghhra3gDsOvGK/megNJUyM7Awg1dD/Wb4/YfhNzsDJzsjx8C2/hkYGFgZWNkZ2dkY2Fh4vunavuXiZOTnYyLv+i3k8KOw9c/AwKCpyqalysrOxrh1DfeHd4yQoEO2YkDYnAxcvIwC3KD7s7+eeXCKDq1/+nvz3LlzampqdLZ3dOcxnQN81LphCUhcqjksw2DUU4M4BM6dO2dsbAx34CIw2Ldvn6OjI1xwlAEJAfiQvzCDmBijpAmjFTMDy1uGV4//P3j8/74Mg7wUoxxkWTlEPUkkwdM2cZn2h+HPq//PnjE8Bp8xL23MaMXJwPWbQe3Z/8fX/l/kZuCVYZQney07EwNpC8eRHfmV4fML8HH+fAwC8HuFP4A3LTz+f1+SQUaSURayWglZF5FsMvYAwE1+w/Dq5f+n4LM4ZQwZLbgYuCG3B9z7f+sBw10pRlkJBmmy4xFuC6mMPwx/IAv9JaX/VUTzRgfKfP/x/9rt38s3fHEKf+5gyZEUzmtvge+ATlJtJFL9xeu/Fq/5snrrV1EGCXVGDS5GbmYGZvBRVI/uM9yG7FsgdfU/3GqyF5gxMDC8ZngxeWcfAwODq6trZ2cn3MxRxmgIjIbAaAgMBjDaARgMsTDqBpwh4O7uDpGLi4szMDBoamr68OGDk5PT+/fvBQQEIFKjJGSVf11FvSSDjCmjDfIZl8IMYsKMYu8YXoO7AQ8g3QAy1rUTc/4PWkR8YvgAvjn1OT+DILyFzcDA8JfhLysDmzyjsiyD4rP/j27/v8bGwC7DqEDGvmQyPAI5gx+ynl6cQVqf0RT5tHsBBmEBRuEvDJ+f/3989v8xUQYJKUZZPLcQoHkZziVjBuAvqIX99BnDIwYGBikGOQ1GXcipO/8Z/kPu9pJmkIccs/OQ4Y4kg6wEowyF8ydw1+JnfGP4+vz/kxcMTxys2GsC+VxtoQv9mRgZTPXYTPWESjP5l2/4Utj4TkSIKT6UN9Kfm4hDfVDs/PWbgQ3lLB8UWVyc/cd/LF7zZd/RH5IMssaM+si9NUi7H7yM6umZ/0cFGYSlGOXI2GdCXg/zBcOTaTsnQZr+uBxPI/ERMjR+69YtIyMjGoXhqLGjITBCwGgHYIRE9FD15ps3bxgYGIKCghYuXMjAwFBQUKCionLv3j1BQcHRtUDwIX8RBnExRkkzRlvkaEYehIYcggk+k+fBk/8PpBjkpBnlIO1LZC242CQdh/KP4d8rhufP/z/5wfBNgkHagNEcfm4MxHz4OhYmBiYZRgUZBoXnDE8e/r/zmOGeFKOcBIM0RBlxJAkzAL8Yfr74/+w5w2PwiUNymox6yCGAfE4LDwOvKqOWHIPSs/+PL/8/x8vAJ03yNAUJS4DAcxFPXzA8FWAQUmJUF0bdrYE82C/KICHKKPGR4f3T/w9P/z8sziAlwSjDy0DsuZbEBSlC1QeGt8//P33L8CrCnyc6UExPA2WhP/zATUlR5qJU/qJU/lVbvi5Y/blz6ofoIJ6oAB5Zoo8BZQCtmCIhKtdu/zZtwccHD0H7IswZZXH1TvkZBPkZBRUZVF/8f3r7/zUWBhYJBhlxRil4CkR4FQcL/1UAaJr+Mfx79v/xrF1TB6Tpj+aYUe5oCIyGwGgI4AejHQD84TMqO8AhwMbG9uvXr58/f0LcwcjIePbsWUFB0CHxc+bMSUlJgYiPNBIy5F9f0SDJIGPGaAs5ahAtEP4y/GEBLyKHiwsyCAsyCn9gePfk/4On/x9CugFoauCKkRlMDEQd6P6F4TP4btSnXAw8UoyyxG/BBK+3kXnF8Pzp/4ePGe5LgW4Qk0Vu+CI7BplN5MIkyEjwa4YXwgxiqoxaWFccYVrHzsChyKgqx6D0/P/jO/+vszKwSjPK4787Fu42ImcAwGfFPP3A8BY8F2FG5N4DSLsWfJjpk8v/z/Ay8EsxyqEdPA93CXmMlwzPnvx/yMb7PTGMNypISlwYSwKAdwDgVoT5cIf5cB8983Peys82gc/83bgiA3gsjdjhCnAx/v4FbS/AJQsX//Hr/+K1X2Yv/fzxDZsMo6oFI1F9RTYGdjlGJTkGpdcML57/f/Lg/21xBmkJRqKOdsVMFXDHIDNG8qH+FRUV5eXlyKFBB/a5c+ciIiLoYNGoFaMhMIzB6ClAwzhyh4bXoqKili1bhsutKSkpc+fOZWBgQB7vLy0t7enpYWBg+PHjBzs74eYFLsOHnDjkwA03NzdRBgkxRkk8SxoIrl3+xPDh8f/7Hxjegy/qkmNjQBncRQsZgu1syJD/F4ZP4uBT8/GMSRM8WvEtw6sn/x9+Z/gqzSAviXtwF+JC5GF7iAgy+Z/h/0uGp0//P/rN8EuCQUaCUQrrLa0QLcgTJhARNPIFw9Nn/x/9ZfgrBTqkX5a81UcQM8EH54NW+/xn+C8FXsyDawwboh4P+Zfhz/P/kGN5mME3McvgUUxQCnzIz5NnDI+kZf6nx/BFBXDj0fLr9382VpzD9g+f/lm+8evSdV/kZVjiQ3lCvfEZ9eXbfx4unEYxMDA8e/V38dov81d+Zv8hKMkogzZJguZI/KkCfJ7ps5cMT3kZBKQYZfBf7kZw7usHwzfwof5z8W/wpdvJPPQ/lZ9uXkOOZTofdYps9Sh7NASGDRjtAAybqBxiHikuLu7rA+2QQ2vcY3qDETzS2NTUVFtbC5eFCAYEBKxfvx4uOIwZkDu82Bk4pcBn+bPiba+DgpThPzGDl58ZPj7+f/8dwxtIN4CdAfsmTvi9XWgh/I3hK2TIn5WBTYpRTpxBksi5AjRzMLmQaYpPDB/ArW05Uhe7gx329DnDUy4GbklGGeLnIjBdgibyFnTD8aOvDF+kwLuEsc69oGlB5n5j+PIC1F5/ws8gKMEojb/1iayRIPsVw/Nn/x/9YPgBmU4h1WFfQQ578pzhiYsNZ1Qgj7M19pSA7IzvP/9zErq96+8/huUbvixc8+Xdh3+xQTyRAdziIlgmEz59+YfrKKErt34vXvtlxcYvIgzikowyxFwRTbC/Ct6I8geyBfwfwz8JUK9VGmsfGE9/FbJRZPGuBfib/pAQo1srGTJGQIyTIA6jnKSb15CdOtoBQA6NUfZoCJAHRjsA5IXbqC5KQ0BdXf3WrVsQU3h5eT99+gRhY5LV1dVtbW0MDAyfP3/m4YHef7Ry5UrIFPD9+/cVFBQwdQ0PEUh17ubmJsYgKcYoSaPD6b8wfH72/+ErhheSDLLSjHLEHJnyhuHly//P3jO8FWOQFGeUIqZZBouR/wxEH93zmeHjs/+PX4McBjqTh4sB3ygyxPy3DK9egBz2RpxBSpxRmo+BHyJOBEmCwz4yfHgKvtpMgkFaklEWbZMDVrvegW6GevqO4Q1kfyryzmOs6uGCBKcm4CoZGBg+MLx79v/hO/CaIklGaWJseQ9a6P/kHcPr6ECe6EAebTVid+OStHN3//Ef81Z8PnTyR6gPd6Q/j7EuvhkniI8OnfqxeO2XXQe/Q+5FJib2IRpJCrF3DG+e/3/0nuGdGIOkBCjBED5a4CPD+2f/Hy8n5VB/urWSISUG3ToA9J9wgEQx3cITYt0oORoCwxKMdgCGZbQOAU89fvzYz88vAwwYGBgePHggLy+Py92Q8X5tbe0rV67A1fDx8X3+/JmZmfnPnz9wwWHDgAz5czBwSjLIijNKErNSH9nv+FdBIKuEs+EXdUkwSEszynHCWtvI46k/GL6/BB2d+RS8j1ZWnFGKdIf9JX4LJsRt30A3iD1+wfBUjEFSilEW3qhFHp39zfDrJfiwUUbQ/WKy4ozSrKj7HyBG4SGRvYlHGbIU+Hicx88ZnggxCEszKsB7QciBDz7B8+lThkf/Gf6Bj+4h2WEkNWchzvvG8PXFf9BwPh+DoDSjHNY9DwwMDC8Znj75/5CD/0diOG90II+IIGnXwpBxe9ftB3+Wb/iybMMXTVXWhDBef1cuiIPRyI27vs1Z/vna9X9SDHKSjDIE57vQtJPB/c7w7cX/py8ZnoIm2XBvX3nH8PrZ/8erdq0gtYVNtwbraAeAjNgf1TIaAiMTjHYARma8DyJf6+vrX7p0iZ2d/cePH7ictXbt2pCQEAYGhqdPn0pJQW/33LFjh6enJ2i5yzC6GgxSf7u7uUOG/OFtSlwhQ3Xx7wxfn/5/9ILhqTiDlBSjHHxs+x3D65f/n79leCXCIC7OKIVn+wHVnQQx8CfDj2f/Hz1jeCzAICjDqMjPIAhpGUMOG33J8EyIQUScUZrsvbDIrXaIjUSSvxh+Pf//+DnDY04GbmlGeREGMUjPBNwKf/qc4QkfA78Eo7QogwSRBqIpI6NnAjEBcnL/M4bHLAwsyMcr/QY5+Mkzhsdy8v8zYvjCfQnPq0AMpBb5/cf/ZRu/Llrz+dcvhthgnkh/bkF+UN/jz1+GxWu/zFz66d1LVhlGeUkGWfJshCQM8vS+YHj6/P/jnww/IOcFcTJwQbbTIB/qT4bJdOsA0HltzIDMAAyIpWRE+qiW0RAY5GC0AzDII2hEOA8ywN/c3FxTU4PLwyoqKnfv3kVu7r99+1ZERISBgeHKlSva2tq4NA4VcciQPycDF2TIH/mESlK9QHaTEW7RD4bvT/8/es7wWIxBgp9R8NH/e/9BI+ugIxRJXVwON5OBgQHXXgJkNfjZfxh+P/v/+BnDI8hBQ0/+P/gOOmwU5DDil4jgt4I82f8M/5+DHAY6Y1SGUf7t/9dvGV6Dj+mUJuMaAWQ3ENyHiqwYKxt8vNKjnww/pBhkQWehMjx1s+eMDuRxGIh7u5BduPPg9/mrPp88/zPSn0dYkGneys/MXwUkCW3MRTYBK5vy9P+R4f3L/09fMbwQZBAWYRSfunMCJSd70rPBSucOAGTAgtT5EKyxRrwgPcOTeFeNqhwNgSEHRo8BHXJRNgwd7O3tvXXr1traWjwdgIMHD8rIgE44YWFhuXr1KhMTU1BQECQslJSUIIyhSEJq0EC3oG8MX2UYFKQZ5Uldu4Lpa0oOqIGYxsHAKcwo+uf/71cML179fyHEICLLqEhhQ5aBgYFyh7EwsIoySvz7/+85w5MH/+8wM7CoMGqSPbgO8SxVSEYGRklGGcb/jE8ZHj36f/8vw195BmWCpxgRYzUJFwrgME6MQZKFkfXF/yccSo8f3fsd6c8THcSjq07sWn8cplJB2N2eU16GZfHaL0vWfeFi4GEFHcsji/+EH2JsJfIMVjxG8TMI8jLyc/3nmbVrGiVNfzxWjEqNhsBoCIyGwMCC0Q7AwIb/qO2gENiyZQtkEkBdXf3mzZsgIQwsLS29e/duV1fXv3//amhowOXl5eU5OaFXk8IFhwQDMuTPzcArwShtwGj2heHz4//3Tv0/JMMgL80oT+raemQvQ5agIIsQz/7D8OcVeDH9H4Y/kgwyhozmrAzsz/4/uvT/rACDoCyjIh8D4V2SuKyj8IygdwxvXoLupXotxiCpxajPw8D7muHFo//3HjHck2aUJ/EGMRQ3Ujg1AVlB/pzhCTcDjxyjshiDxHuGt0//P3z0/z7ksCBi9lWjOAiFQ1EX4AVoof8DbqGfyeG8/m4iX7/9X7r+i1/iC0sjjuRIXmJO+0FxC/U4x87+XLz2y7Z93yQYpA0ZdVgZWF/9f3Hv/60HoHuOZSQYpclOLRR2AEbyof6kRu+AnMc/eg0wqdE0qn40BLCC0SVAWINlVJDeITBx4sSCggLkFT5wF3z9+nXJkiXp6ekMDAyvX782NjZ+/PgxAwMDLy9vfn5+c3MzXOWQYECG/N3dPCQYpMQYJSHD6vBFC58ZPj76f+8j6Hh+SDeAfl10+GJ6AQYhcUYpyLA63GF/GH4/BS3Bf8TLwC/DqEDeeUTkLc7+w/Dn5f+nzxge/2f4Lwm+yRVtGdIrhhdP/z/4zfAbcpgpMeefoiUVsrtM7xnevgD1SV5hPUPmM8On5/8fv2J4LsYgKckoi+d6BDT3IHMha9CRRYhh/2L4+Ry0D/ixhjpTYjhPiBdoof/Hz//4eUGr7d99/Ld0/ZdFq78I8jMlhvNG+oNkiTEWWQ0JpyYha2Ng2LL32+K1X06f+wPZ4wuJTXgUvGF4+ez/4y8Mn8BXN0jTc2UX+G61xwt2ETjUH9U3hHn0XLJCt80GEG/TecURxFJIEUrndUcQq0fJ0RAYTmC0AzCcYnNo+0VSUvLFixfc3NxfvnyB++Tly5cSEqDdkytXrgwLC4OL////HzJpABcZ/AzIkD8PA58Eo7QY6Mh8UFMMq7PBt3Td+8jwUYZBTppRnqT9APCGFFaTMQX/Mfx7xfDs+f+nP0CL6aXFQDekQs9axVT8l+Hv0/8PnzE84mbglWFUIHUrMKkbbT8zfATfM/AM0ifBf2r+W4bXT/8//AY6oV9OilGWpCkUeD8H08tYRf4z/AffC/bwN8Mf8E1e0pBWLEQxWj/nB8N38PaAJ/wMAtKM8qQGGqmzE19AvY4nLxmeeTpyRQdy25ohTvSHdwAg7mRgYFi5+ev8VZ9fvf0XF8wTE0TaQUB//jKwYDnTH242OuM/A3iP75LPr58zQ255Q+6qoUXBZ4ZPL/6DfCHIICTFKCfIANrtg24i9fhfGD49+/94ya6FtGhWjnYAqBdRIJMGpNcBsngUj4bA8AKjHYDhFZ9D2TfXr1/X0tJiYGA4fvy4hYUF3CtJSUnz589nYGD49+/fkGv0MzAwQMarPNw8IUP+8FMs4R7E1WT/xPDh0f97nxk+SoMXBZF6eibcfFyMLwyfXv5//oLhKTcDD67bsrDuQP3H8O/Z/0dPGB5yMnDJMioIMYjisoJscdjVwp8lwZc0wQ8jghuIqy/xgeHd0/8PPjC8l2IAdQNwXW0GN4dUxg/weZHPGZ5wMnBLMcqKMUhimoDWloUo+AO6svfxM4bHbAzs0oxyWDVCVJJNvgVdNfDkM8u72CDQif6qiujTR58+/+MDzwCgWXHg+I85yz8fPvUDdBVAEI+2KlHbA37+YmAnfJo/yKp3H/4tWvtl3orPfz+DDkqCTC6BJJAw1kD7zfALcm8aCwOLJKOsBIM0cp8BSTf5TDIO9SfVMkgJQIuuBaZLRsIMwGgHADPeR0VGQ4AMMNoBICPQRrXQKgTMzc1PnTrFysr669cvWtlBR3MhQ/684FMgxRgkyWu7fGR4//j//c8Mn6QZ5GUY5QgujMbaZEfzNKx5/UmCATTkT97SlP8M/yHdAHYGDhlGBREGMTRb0LjELGWB3DPwnOExKwMr+GphaVz7hv8z/GNkwDmF8hk0oPvoNcMLCQZpKUY5qiwj+cDw7sX/p28YXmJd7YPsWVw9OoiaFwxPnv1//I/hH/iSY1nyUgXEKAgJmY54+v8hr/Cv5AjQif58PIwQKTQSz4W7DAwM127/XroetB/X1gy0PcDREjF1gGYOhPv7DwMrehcDIoMg7zz4s2jt50Vrvgj+F5VklCF19gNuEPie48eQSSoJRhmCeyrwRwHEWMih/hUdZeXl5RARGpF06wDQc6oBElZ07m9ALB3tAEDCYZQcDQEKwWgHgMIAHNVO5RCAjPFnZWVNnTqVykbTyzhIfe/p5gW+jFaSm4EXv83ENFY+Mrx/9P/+V3A3QJpRHlezGL9F3xi+glfUPGVlYAM3ryXxdyeIabIzMDA8+//4KcNDFgYWGUYFrIO7EFdhHeKFSDEwMLxnePvy/7M3DC9FQfcMSJO3xwBuGoTxjeHrs/+PXzA8EWWQkAItwcd5KzDaoh2Idjj5guHp0/8PfzP8gtzkRXBWAdfsBNxABgaGNwyvnv5/+J3hK/iaW1k2BuLG0pGNYGD4yfDjBXh3hI4maCl/oAf2e7XgmvB3ACDK3rwHbw9Y80VEiCkpnBfPLQG/fv9nY8Xe02BgYDh1AbTHd9Pub+IMUpKg69sI5AKI7fjJTwwfXoBO53wuxCAixSiHJ5HgT2yvGJ5P2dnv5uYGsa6joyMiIgLPRYQQZWSTkAKBDjMAI6QDMCC9DrJjf1TjaAgMWjDaARi0UTNCHRYfH6+goNDY2DgU/Q8Z8hdgEBJjlKTFGo8PDO8eg7oBn6UZFGQY5TEHj3E1Pd8wvHz5/9l7hrfi4J3HRN4vhn+UHS2CnjM8efr/IRMDkwyjAvF+/8vwF3yD76M/4MX04oxSBJvXEHvxN9khaiAk+AYx0NobfgYBXNuXsfbBfjB8f/H/6QuGJ/hvh4XYQh75keH90/8P3jG8lWSQkWSUJX6m4jPDx+f/n7xieO7jwhUdyGNlzE6MA4jpAMDNWb7p6/yVn9+9/xcXyhMTyCMkgD7f8vPXf3Y2LB2AHQe+L1775djpX5A9vkRGKNxeggxIt+c5KF44pHDc2osreTxneDJ95yRI03/Xrl1qamorVqyIiIhYsWJFRUUFjXoCw7UDQP/+BiRtjHYAIOEwSo6GAIVgtANAYQCOah8NAegqfy/QkL+0OKMkFwPOTbSYgYV/qBJTPQMDwweGt4/+P/jG8BlybwBmNwCuC7Ki5gXDEyYGFinw+TkkbY2Fm0M84yXDsyf/HzIwMMgwyoszQO9shmhHa5N9Yfj8EtS8fsrHICgBO3QIopIYEmuTHY/GPwx/wBcJP+Jk4JZhVEC7MBhtruMjw/sX/5+8Bk1HSEgwShPZX8JjO36prwxfnoNmKp4KMYhIMyrw4z1o9S3Dq+f/n3xnex8bDFroryRHaBUOkt2fv/zj5UFvxyPJY2HuOwbaHnDszI8Y8L4CTRXE9oDvP/5zcqB0AJZt+Dpj8afnT5mlGeQkGWVJmqciqbcJcSjs1t6fkgwyEowy7Aw4e0F/Gf4+//941q5p8KY/ZDwerQkL4TIwMFB3QoBuS1Yg7qf1iiZI4DMwMNDZOoi9A2IpxOpRcjQEhhkgofIYZj4f9c5oCFAeApAhf0EGYTFGSQtGBzIMZGJAaUIRY4IAg7AAo/B7hreP/99/8v+hDHg2AKIR3p14x/D65f9nbxleizKIqzHqkLf2mtRGNgMDA3jVk9QrhudP/j94zHBfmlFekgF0fRtoDzfDX8hxRq9B0xFPPzK8l2CQ1mc0xdwVDfELfvI/wz8GBhLOoGFhYJFjVJJlUHz2//Hd/zceMdyVZpSHz1SwMEBLwpcMz579f/yT4bskg6wpow3VR6+xeoqbgUeFUVOOQen5/8fX/l/gZuCRZpRDuw8LfNPwk6cMDwVEf2dH8kYHSnNzkpxysNqOX9DJisPJiuPKrd9L133xiHlha86RGslrD75C+D/sfoKPX/4tXvNl7vLP3z9yyDKqmzFi2RiN3xbQ+b8MJOcECQZpCUbpDwzvnv1/dPr/YeS9GfDeJvg41Mdzd81iYGBwc3PbtWsXpOmP1T3y8vLl5eWQJibVuwFYbRwVHA2B0RAYBQMFoNXeQFk/au9oCAzFEIDM6Xu5eUswSBszWnIykHOMOsTjfxj+wlufEBEiSUEGYUFQN+DNo//3n4K6AaB7A/4w/AYf7PP4PwODJIOMMqMG8vGURJoMV0b2uUNiDJJijJKvGV48+f/gCcMDaQZ5KUZZ8BGij56DpiOYpRlkNRn1yTafgYGBvKkMRgZGaUY5aQa5FwxPH4O7KFKMcpIMMrBVJY9ZGdgovFMMHnqkMtgY2OUZVWTB3YB7/289ZLgrxSgnwiD+h+E3ZKG/mRFLQSCPvyuBhf747CW3y6CjxtpeIViUxr9k3ZeCxncSokyJYbzeTlz3n/xZvObLwjVfeP8ISzLqCTFSclgnrD+BzwNY5AQYhAQYhSB3sV39f4GLgUsSFG5iPxi+P/v/+DnD4127dkGa/v/hXRYsxiCEkLsBtFsXhLCPeqzRG7KoF5ajJo2GwPAHo0uAhn8cj/qQWiHw8OHDW7duubm5CTGIiDFK4j+WnhhL0VaeEKMFq5p3DG8e/7//n+H/F4ZPQgyi4oxSaEtcsOrCL0gtt71hePXk/wMGBoYvDJ+EGcQkGKUoP9OdWm4Dd1EeMjIwfmH4JMIgLsFIhc3HuLZh4A9tTNlXDM8heyo+M3zyd+OKDuIxN8C5xAVTO1aRz1//8XKTtgQIqznLNoBuD+BgZ7x0/Rcld5whG06VcIMciPT8/2NmBubPDJ927doFsQLXqD9ksB//mhmIGkomBOi2BAgyMIHLs5CgoCJJZ+sgLh8QSyFWj5KjITDMwOgMwDCL0FHv0CQEdu/efe7cufr2ekU/dT5Fwa/3v/5h+EO5TeSN/SPbC74l99lzhsd/GP7IMiow/Ae1swX+C5K8nALZUDCbkuF5sAEMkNbYs/+PfrH9FdEy+/fkzsc3b3j/8/EzCpG0OhxiGjJJoXaIUbCTJb/LMioy/Wf6wPCW6z8XNyMvKwNimTtEJYkkucPsSNZANm3/Y/+ancx38Dj7joPfxUWZpcRZZCVJWPWEZB6USQWXMTDsOfJ9x4Fvt+/9kWdUFmB495rhBfN/FmZGZuJ3MENdg0qROf6PashHhvcf/r/9xvCVgYEB0vrH3xomZsgceUKAkm4Aqktpwjt37lxERARNjB41dDQERkNg2IHRGYBhF6WjHqJeCMCH/MVNpaTt5SXMpf/+/MvMzvzsyKM7a67/e/pPllERz8GXBB0CX7JPUCWmgk8MH8Bnej4TYBAWZ5QUZZCArHt+y/D68f/7vxh+yjAoSDHKYmqkg8g3hi8v/j8DnZ8jJCaopi+oqAOx9PPz+2+vnvz5+qUU9IZjipqzEDNJJX8x/ISsqGFlYJFmVJBgkIaE20eG909AN4i9gxzPT/CkeVz2UhKn/xj+Pf//5BnDQ2HxvymRoD2+//8zcHIwnrn8a/Gazxt2fgv14Y4L4dHTIOfMUNAkzLd/PFzkzwCs2vJ12qJPTx4xQfb4/mf4z8LA8oXh84v/T14wPBVkEJZmlMdzNCeuEKOK+FuG18//P/7A8A7S9Mff7ofbSOpwMmQ2gNR1QXQ7tYZuUw2QAKSzdQNoKcTqUXI0BIYZGJ0BGGYROii88/z589TU1J07d/75g2WYXFJSMisrq7q6GnLk/6BwMYYjoEP+HQ1yrkoOUzy5xKGr/JnZQW1WKRs5KRu5x3vv311348mrh3KMSuQtuSFjJPsfw7+XDM9e/H/yg+GHBIOUEaMF/NChv+DtBMIMosKMom8ZXkH3BjAqwLfhYvgSnwAZO4AZGBjeMrx6ATpv9I2Ako68cjiXCPQgoP///jIyMfNKKvJKKn55+fDN1VNPXx4CdwPkyFvNj8/pOOTgp8iLMIipI22MhhyjxM8gyM8o+AV0g9jjM/+PSjBISzLKYt5AjMNshDDENASfONYPhm/P/z99zvDYwoStJJDXx5kTou/nT9DIuIkum4mucF4S/6K1XwKSXlqZcKRG89qbE7ioC2ICKknOHMDX7/8Xr/0ye9nnr+/YZBjVzBmhcfqH4TcDAwMPAy9kB/OL/09v/L/MzsBBo3uOUT2C4CEf6o9/jy9CD7ksyGzA6EZhcsNvVN9oCIyGwCACozMAgygyhodT7ty5o6qqStAvnJycb9684eKiYEcjDjsoGZeCD/lLmEtL28uLm0LbOhCr/v35x8SCPoD6YNudu+tvsH3gkGNUJOmwHVJb2F8YPr0EDas/42bgkWSUQTtkE+JCNPINw8vH/x/8YfgtQ243AM1AXNzfDL/Ax/k//sfJKqxuJKCkw8IObcJCtPz9/ZOZFWUJ+9dXT15fO/nt+SNpBjkpRjmSbsIi5rZjiL0QErLa5xvo1i0ZCUZpTga0VPcf7QSa7+AbxJ4TcYMYxHxKSPCRo09fM7wI8uSODuQx0UMZ3f/9+z8r6mVb7z78W7T2y4JVX2QlmZOjeAPc0PyCzy1fv/3n5iKhD/D4+d/Faz8vWP2F86eQJKMMMb1cyD3HkFsdJBllIOc+4XMTBXLP/z+evmsy2smeJJlH6gwAmuGQCQGC64JGZwDQwo0SLiXFOyX2juodDYHhB0Y7AMMvTgfYR3Jyco8fP2ZgYFBUVExOTlZUVER20KdPnyZNmnT9+nUGBgYODo7v378jy1KFTV6lDhnyb+hqlHNTkraX5xTB0q76//cfIzN6BwB0guH///c23rq74QbPV145RiU+vOe4k+HHVwzPn/9/8oXhkwSDtDijFNZzM/GsPAF3A+7/ZfgrA17xQowDiN+RCR9W55VWFlDS4ZNRIcZ8uJpvb569vnryy7N7kG4AkcduErkJ+BeoW/L0GQNoSyjkbB+sw/O4gu4Xw89n/x8/Y3jEB7pBTF6AQRjubKowXjO8ePb/0V/Oz/GhvNGBPFjX9//9y8AMmnNCt/D/f4ZFa7/MW/H5/3+GpAje2GAebAkTXRfxHYCL138tXvtl9ZavogwSkoyyfAw4L1FGtwPMf8fw+un/R58YPkqCJlJkKDkmC2weCgE/1P/cuXMVFRWUjPqTV1aguAZ2HD6edUHDtQNAN38hB/iAWIrsgFH2aAgMGzDaARg2UTlYPMLHx/f582cbG5vDhw/jctODBw8gHYOzZ88aGRnhUkaeOEmVOkSxm5ubpJWMtL28mBE5R5hD3Pnnx597G2/e23BT4I+QHKMS1mY6RCWEJDgD8I3hK3jI/ykbA5sUo5w4gxQZS4YgdjEwMIBPvHlAZDcAsiwerhcrA3Jk/neWH4Iq+oLKOux8ONvHmMP/aAZ+f/fi7c1zHx9cl2SQlWaUI3v9PdzYzwwfX/x/+pLhmTCDqASjNP5zh/D3dv6CbhB7/JThEScDlwyjPNrx/HAb4QyCQfeX4e+L/0+eMjwSk/ybGgVq+rPiXon59x8D/pb9pt3f5iz7/PDpn4Qw3rhgHmFBLB1UuNu+fv9P8PaA/cd/LF77Zd+RH5IMspKMMhizJXDDCDO+MHx6/v/JS4Zn4AvO5PgZhPDrIdivg3TJ5hF3qD9+uyCy1B1OxjUhQLc2K90sgoQena0bQEshVo+SoyEwzADummeYeXTUO/QKgZ8/fzIwMOjoQPd9YrVWQUEBIr5kyRKqdwAgJhMkIXd4cYpwybkrO83y5hBEWbKCqf3vjz/MHPjyCwsHi1q4tryHyr2NNy9sPiXGICnDqIDnaBQ8x+xADoF5z/BWnEFKi9EA/9WwEKfib8UyMDCIMkiIMkq8Znjx+P/9pwwPZRgV8CwiwjpSDrHoO8O3l6DV6k9ZBYWEVC3klXQYGfE1OhkYGJiY8YUbAwMDp5CEjKWXiKbp25tnz9wDrb+XZpTDNWyMv5n4muHFi/9PP4PGnmWMGC3xhD/EOwyg68TwOY+ZgUWWUVGGQeH5/8f3/t96xHAP+QYxuCFwBp4OwHfQQv8nzxke25izlwfyejoQSHIgtxEIWgY/Vy4/V65Dp37MWvJ54tyPcSE8ccG8Kgr4fAR3Khpj7fZv0xZ+fPCAUZpBzpxRhoXS05AYeBj4VBm15BmUn/9/cv3/JQ4GLmlGOTyb5vEsToIvyiL1UH80P9KUC9khgNYNePjwYUdHB03tHTmGjwbmyInrUZ/SAZBTT9DBWaNWDN0QcHFx2bZt27x58zo7O/n4+LB65PXr1xBxWiwBUlNTW7FiBa5jQOBD/lI2cqbVtqIG4hCXECTxt/7h2tn52TXj9BQ8Qd2AczuPSzLIyDAqYK5swbrs5AfD95f/nz1neMLMwCLFIKvOqEN8I4zIxdaQbgDkpt4noG6APNZuANbZCfjtwgKKWrJKQdxixB4xxMiEbRULPMhgDA4BUWlzD3A34NzZO8fFGaSkGOUwt+FivTv5N8MvyNk+TAzM0gxy2oyGlMyWwFyEoBkZGKUY5aQY5F4yPH3y/wGkG4B1d/V/BtC2XYROMOsjw7vn/5++YXgZ6sMdHShmqI2y0B+shCLCzozDzozj8s3fi9Z8do547ufGFRfMY6qPsumCAW2jA8zCn7/+L1r7ZfbSzx/fsMkwqlgwQm9uhslTSoMvOFMGdQMYnjz+f/8Bwx0pBlkJ0PYAzFSBpQvwGTSN8PgVw3PIsZ6QFXeUuomW+pG7AZB1QbS0bcDMHm2LD1jQj1o8GgJUAqNLgKgUkKPGIIUA/HifwMBAa2trNjZEc+fv37/nzp1bvHgxRPm5c+cMDQ0hbEpItKl8rHPT0CF/MW55d2Vpe3l2fvTmEX4H/P76m5WbtBPivzz5dG/jzScHHkozyMswyrMyIMIBzS5421qUQVwMdFUWzuU0aBohXFI3xUJ0vWJ4/vj/A0YGBhlGBTEGnGufwFcNgFbS/+VkFlI1EFDWZeWAnokEMYcg+e/vH4KTAGiG/Pry4e3Ns+9uXRBjkJBilOdh4EVTAOd+ZvgEXu3zVAi82keIgbTLaP8w/Ca+lwW39DXDy6f/H/5k+AHeuiDLxIBoy6JNUED2HzNwf04IA632kRJDqISbRl3Gkxd/F635vGjNF10NttQoXjc7xDzDt+//uTgRjeznr/4uWvtl/qrPbN8FpUB7fMWo6xKs4C3D62f/H31m+CjBIIO2xAitV/wB1Gt6/JYBNFgAaf3j6tVjtYgYQbRygxgtpKqBFDsdHR0RERHy8vKkaidePWTmAf+lZsSbRlAlna2DuGdALIVYPUqOhsDwA6MdgOEXpwPvo0ePHikqKv779w+/U4yMjM6ePYtfDZGykIrByMgI0kRA7gDAh/yl7eWl7eVFdMlp5ZDR+oe7/OO997dXXntz7qUMg7w0owJk5Q9kxc4vhp+QIX8GBgZJBhlxRik2BtK6JXBbyGa8ZHj2BNQNYJRhVBRjkGBgYIC4jYGB4TPDR8gmBB5JBQElHX45dfJs+fvrBzMbGWdWMvz69undjXNvb54VYhCRZVTkRd2K+obh5Yv/Tz8yvJdkAJ3tAz8OlSRHYp3rINKEdwxvnv5/+IXhsxSDrBSjLHIH7w/DH8hCf0mpf2nRvNFBPEyIhjeRxoOU/fnLwEJWl+Hr9/+L1oAa9wJ8TMmRvOE+oD7btx//uThA7rh66/fitV+Wb/wiwiAuySjDzyAIsoyOGL5JA7w9QB7iAHgH4C3Dq2f/H39keE/Sof5kOJ8OHQBI0RQREbFixQqC5wWR4QW4FohFw7sDACnMIYU83OOjjNEQGA0B8sBoB4C8cBvVRSAE/v3719PTg6s2Ymdn3759u4ODA3yugIBxxElDBtt27doFuRHz1q1bbm5uXBI88h7KMvbyrDw4B+CJM54iVe+uv7m9+trHy+9kGBQkGKXBZ3o+f83wQphBVIxRipgDFvFYT0krFmLsS4Znj/8/YGYAdQNEGMRfM7wAnTvE/FVQWVdQWZdDQBSibEDI39+/vLt57u3NcwL/BGQZFTkZuCBHjjIygFarizNKQ/pU5LkN3ugkTzsDA8NHhvdP/z94x/BWCnSeqew/hn8v/j95zvDE3pI9OpAHeQCeDCv+/GFgoWyd5opNX+cu//z56//EcJ4wH+4rN0HH++w8+F0SNAAvS8weCTKcTaSWnww/IGEF3x5Az0P9GRgY6NYBgJSEkDY6ZF0Q1ScEIIZDLCIy/ClRNiBtcTrEFyVhMqp3NASGFhjtAAyt+Bp1LeEQ6OzsrKioYGRilHaQl7GXF9KiQuOV4A5gws4Cq3h94eWdNdc+3/wEH/Kn/MQbsMHUIV6AF7j/Z/j/n4dDWMNYQEmH1KU7mO749/sXEysVul5/fn5/d/Ps25tnOf6wczBwijNKU9hrwnQqJSJfGD4/+//oFcNz0CivH+hEfz1NKvj61+//bKj3AJDnyJ0Hv89e9vnF67/PnzFIMchJMsogz1eQZya1dP1n+P8CdP/x4427NlByqD8Z7qFDgxJrQxnSWAclFeqtC4KYOdoBICMZjGoZDYGRCSgbXBqZYTbqa2qEwOvXrz98+MDAwEDMrWFEWgifAejo6KioqHh+5DG7AAdVOgBE7gDG48531948OfDgyf4HduYckR38U+Z/vHvzBQcDBweDNB5dxEhRPvzPwMDwnuHtS9Au1VeiDBKCjMIPv9x7f/cSMzsn2ct+4C5npHAEG2zQx8e3Pty59PXFIwkGGVYG1mcMj/7+/8vEyETSzWtgk2hCgJdRPWTi+R4bJ/Dq+Z8V67+8evsvM47XDGMbLqnWE1pGR9i8P38ZFq/9Mmvp57cvWeQZ1fkYXj5iuPfr/09JRhlu3DsrCJsLVoG24QEsRhrxl+Hvs/+PZu+afu7cOTc3N0oO9SfNYrDqiooKurWYwRZCCeSNwgwMDPC1i1Bpsqhbt24N1IlqZLl3VNNoCIyGwACD0RmAAY6AEWv9ggULEhMTqXKmB2SMDbn1ABGBHAdU21qnHKCh5KdGdlDjuv+LGAP//vz75MCDR3vu/X/1KcKfJ9SHW0OZ9cOnfwJ8TBt2fps8/+OzB+yyjIp4zkYkxhay1fxl+AteTvPoL8MfSQZZcUYp+IFFzxmegPYGCPGJaJnzy5IfemS7DbQb4feP93cuv715jvn7bykGOQnQah/QmMU/hn/P/j96wvCQk4FLllFBiIH8SR48p3YSdPkfht/PwUPXwjL//CL4XHy5v339x8XN9O7N3+3rvmxf89lImy0jls/Rkpz9DxDb0bbtQgSJJF+9/bd47ed5Kz8zfeWXYpQVYRCHrHf6xvD1+f/HzxmeCDIISzPKCxA6nh+PdZR0AKh+qD8ed+KSQt4shEsNheKQsgjPsnX47eMUbhQmaBGFHkHTTofJEzQbQcdYMY62WDBDZVRkNATIBKDalEyto9pGQ4CCEFBSUqJAN0IrIyMj5ISQ///Rj1+EDLNBtt+15Leqx+iKm0ohdBLN+v+fAbRxkmj1EIUf7rx7cuDhk733ddVY6mJ4Qr1lGMGmfP4Kav0zMDAEuHMFuHMt3/h1yoIbT54/lGNUIm9NC6RVB7GUePILw+eX/5++YHjKzyAoz6gM74HAdwCD14jLPH/3+PGRXW+FTolomfPJqhJvPlzlv7+/mZhJOz2JgYHh+/tXH+5een/nksB/IVVGJWFG6NZtyHQHEwOTDKOCNIP8s/+Pbv+/zs5wX5ZRgeAVXXAnITP+MfwjYwvBV4YvkMXrxlacEX78xrAmPjMzKI6FRJij0/gDY/h2rP2c2/BOSZo5PZrP2xlxGg+yA/Cz/6EnavzKobI37oL2+C5Z90WYQUyBUUWAEeUGLi4GbmVGDTkGpef/n9z4f4mTgVuaUU6EgdjzcKF2gCmQb8EMkgh4D2QwH+pPko8oUSwPBv///4es4aHuuiBKHDaqdzQERkNgeIPR/vTwjt8R6jtIVYo2uf/w4cOVa1eu/7pdSJO0kyJJCsT//xmeHnjwaNe9bw/fh/txh3hzG2gRXgs+b+WXqQs//XrHK8eoKMBA2hmgJDkPciXwy//PPjK8l2CQFmeUInhjMQMDw7P/j58wPGAWEhTRNueTUSHJRlKPAPr05Pb7O5e/Pn8Adp402gGgWAfsn/1//JThIQsDiwxoLoW0hiypY9jvGd6++P/kLcNrFz8eVz8eRVWUvs3v3/9ZUZfs//vPsGPtly2rPwtxMqZG84aBT+MhPgA/f/nHy0PoMjAk446d/bl47Zdt+75JMEhLMsqi3aKA2Vf8z/AfPInxiJGBSYpRFuvNBkjGozPh3UV0CRz8zwwfn/1//JrhBaTTzsDAgGdoHIcZ1BSmwwwAqSPlkLKLjHVBpFpEYTjS2ToGBgZIyKCV6hT6YlT7aAiMZDDaARjJsT+c/Y6ran/48KFVrJ1yoAavLB8x/v/78y8zO1EHMX5+9PHJ/oeP995TlWaMCgSt9uFkxzJC+uPnfw5s4n//McxY8mn6ws/MXwXkGJX4GASIch7DHyKvAPsJOnL06XOGJ+CrsmRxHZ6DtYUNccmz/48eMzxgERYW1TbnlVaGCFKL/Pvn1/s7l97dPMf47RdktQ8LA2nzk88Znjz9/5CZgUka77UGZDsYvND/ATP/D69gXlc/Hn5BLO3yv38ZmHEkln3bvm5Z+YnhJ0NKJG9CGA+WlIHNZR8//+PnxWIRptqte78vWvv59Lk/kD2+WM+TxewAwM15zfDiyf+Hvxh+gLXLEhn4kAkZuCF4GB8Y3j37//gdw+uOjg7IUvWBbfpDnIqrlIDIUoUkr6FMxrog8iwi2490CDo0t412ANACZJQ7GgIUAtKqWAotG9U+GgIDHgLy8vJPDz3cvXt3an+WcqAGhyCB9dnMbDgadEg+eXb08ZP9D95cBN3z2tknZG6I7yx/rK1/BgYGZiaG7Di+hFDeGYs/TV90lvePsByjMtr4N5KdUCYxy1c+MLx7+f/Za4YXIgxiaoza+DfO/mP4i6tHAbkK9+nbR08ObXsjLCyiY8ErRWAd178/v5lYUMbIoe5Gon58eP3+7uX3dy7y/xNQZlQQYcQ3hI+nfwJZswQ5z/QxwwMZRuyXHCPZTBTzN8Mv8Bj5YzHZ//GRfE7e+OZncLX+GRgYnLy4nby4j+3/tnj550nzPyWH8ySE8fJwEegIENP6X7z2y4wln18/Z5ZmkLdglGUkZ8EaA+SK6PcMb5/+f/jo/z1J0M0GMhwMXESFEV5FaIf6q6mp0fQ+LLxuGTKS4GVB8qPrgoZMhI06dDQEhiAYnQEYgpE26mQiQoCYAarOzs65ZxcpB2owseIcZP399RcrN/Y1PF9ffHmy/8Hj3ffFeP8mhPCE+HAL8uE0B+Jk+E1MEC4u8s37fzMWf5q97LM4g5QMozwnA+gWJ6yK8TSI/zP8e8Hw7Nn/R78ZfoFvGZOm4pGjT/8/fMLwgFVEVETbgldKEavbQIKg/RM427ifnt75cOfy52f3JBikJRiliVmMROSak1cMz5/8f/CP4Z80ozyeZS34TfvC8PnF/ycvGJ6a2nC6+PMYmhHoK4J2tDMQ1fo+f/LHxmWf7t/4lRjOmxDKIy5CuJMJCkxU/O7jv8Vrvsxd8fnPZ24ZRnn4Lg5UVSg8PDMAyOq+MHx69v/xK4bnYgySkowyaPevIavEb+BLhmdTd06g88meyM4jyCamlCBoCH4FVBmYhwx+V1RU7Nq1C1cPiioW4fcLsiwdgg7ZOgYGBjrvckazfZQ7GgLDD4x2AIZfnA4KH23cuPHHjx9EOiU8PJxIlcQrI7I6hNSsi26uUPDCsrT9z7ffLFxYBrBfnnr25MCDl6ef+bpyhfpw25sTbhoS73K4ysfP/85Y/GnJui+SDDIyjArw83ngChgYGLAuYf/K8AV8g+8TLgYeKUZZMQZJZC142MSv6AA3dv8/BR3F84BNVExU25xHEms34D9mk/jf39/gs33OMn79KQU6ekialQFLIONxJ5FS4GUtD/4w/JFmkJdilMXU9Y/hLxMDlsb3O4Y3L/4/ec/4xtWfx9WfR16JWOf9/cPATPSs6vVLPzcs/Xz+xPf4UNBsgJIssTrvPPyzeM2XRWs+C/wXlWSUwT+lg+xr/O11ZJUMDAw/GL4/B91o9piXQUCGUU6QAcvOGVwGPvv/eMauyYO56U+3NeVEFkRogY+Lu3v37nPnzmHdKEzPFjmk2KTzcvzRDgCuVDEqPhoC5IHRDgB54Taqi0AIFBcX9/X1EVAEk8Y8wAcmQz5NUm0Bqs9Wrlj+ZJ20nRweK3+8/f7kwIOHu+4JMP2KDQat8pcQxdJ8xGPCl2//eLgIzBKgab91//fMJZ/XbP0qzSAvw6iA3Fb+w/CbBbXp/Ibh1cv/T98zvBUHjalL4Rm7RbOFbO5/hv+Q2QB2MQkRbXMeCQVko9CWAP34+ObD3cvv7lzi+8srwSgjStbJM8jmE8N+w/Dqyf8HPxl+yIC6AXLIK2Qw508gV6GxC/z0DAUt9OclNKWD5oBfP/+zYdvggaYMmXv/9u/t6z4f2PY1xJs7IYxXVx1fZ+PUxZ+L13zZtPubOIOUJKMswRViyBYxMDDgaq+jKUPm/mX48wx01OkjNgZ2aUY5tM7kf4Z/jAyI9AxW/Hj2rukMDAzIx/IiGzh42KBcv2IFrVuxtGiXQ1yO1g2ghUW4IgviAFoHHZrt1O1KoRk+yh0NgREIRjsAIzDS6eHls2fPmpiYgJa241kWDXPInz9/YEyq0SR1ACC2gmq11SvWvN8iZigBEfnz4w8LB2hc9vWFF08OPHx+9LGbHWeoD7ebHTlHOkLMJI+8dP1X/5xPB47+lGFQkGGUh4xbw9uvvxl+vfj/7DnDY0YG0D2v4oxSaB0DIi2FG0ikeriyfwz/nv5/+JThIbuYpIiOOY+4PFwKwvj87N77O5c+P70rziAlwShNXs8E/4odiEW4yHcMrx//f/Cd4RukG8CE1GxlYGD4xfDzxf+nzxgeyagyeoXwOnjgXHOFy3yI+I9v/zkILeuHqEQjnz/9s2Ptl+1rPztYcmbG8VpgbCPZcfD74rVfjp0C7ZCWZJTBOh2EZiYmF629jqkAj8gLhqfP/j/6y/BXikFOCrbTAN6j+Mnw4/n/x/N2zWYYCk1/iDdB+X1odgCQ3Q9fF6SgoECLkRSIXWgkfYIOzdLRDgBagIxyR0OAQjDaAaAwAEe14wwBRvC593fv3qXWkf84bcImQUYHAGIM5LTQjT93CqgK/fr8CzTkv/0O568fUUE8od7cCjKg/gBEJankr9//2VDPiCTVhJMXfk6Y8+nUmT/gbgBorP0Tw4cX/5++YnguxCAqwShFyZVYuBYUEe9IRDdAXEpU25xbXO7fvz/v71x+d/Ps/y/fpRhkJRilWRmwb6ggxhZK2q8Q898zvH38/8E3hs9SDPLSjHLMDExfGD4////kJcMzc3suVz9uPROKVnN9/fKPm5RTOyGugpPv3/3bsfbztrWf9TXYMmP4nKxBjlm28euMxZ+eP2GWZpCTZJRF67rA9RLDILuDBzf8LWg65eF3hq+SDLKSjDKsDGzfGb49+//4BcMT+KH+g+F4H7iD8TDo04qlw8A8ZF1QRUXFgwcP6LPBmuzSFU90EJQa7QAQDKJRBaMhQBIY7QCQFFyjikkIgYqKCgYGhszMTPrUSWguo7B23717d1J72pP9D+wsOEK9uf1cqXAcyt9/oKN+0NxJBvfAiR8T5366fPk/P4Pge4a34B20Ung2CpNhBSVa/jL8hcwGcMkofnnxgOcPtxSjLDFbVCmxlCS9HxjePfn/4DPDRyEGkXcsr9z8eVz8uGUV8K29Icl8ChX/+P5/+7rP21Z/sdBnO33h5/cPHLKMimhrb8izgvIOAMTejwzvn/5/8A600kzqJcOzQXKoP8RtxJMUFhFEWkSHDgB8PwPESREREbQucgekA0CfkISE4Sg5GgIjASCWb44E3476kZ4h0AEGtK6KaOQjV1fXx/vu79q1S12J1ZaI41+IccaXr/+IUYZfzZ0Hf46e/nHz7i819f/iau9YGVi5GLmp0vr/y/AXv9VEyn5i+PCV4ctfhr/cT34w/fnPwsBM3noVTOv+M5B1Ly6GQd8Zvv1g+C4kzGDt/pmRgYGVjZGHuLP2MUyiicD7d38/ffj39fO/CwcEv31gZ2RgpJbHqeXc/wz/IHu7CzvyIK1/VzCglvnDxpyHDx92dHTQzTvl5eWQi88ZGRl379798OFDGll97tw5NTU1Ghk+auxoCIyGAH0A+esZ6OO+UVtGQ4C8EJCXl6+oqKBwm5qrq6ua2uUVK1a8fdCencCH8zxLIpz4iegbnXAZtuvQ95Wbv+45/D3Yi3ter6iBFhsHO+P6Hd8mL7h17sFDWdAluNCtC7hMwC9OzJUCeEz4z/AfvEz84W+GP1IMssqM6qwMbAoMKk//P7zy/xw/g6AsoyKRt5vhsuUfwz9KHPmT4Qd4of9jbU2m9nDeIA/QsTZxIb+mLPiUHvzMO4TXK5RXVJy0Xd24nEqe+K2rv3Zt+HJo11cxBkltRk0uRi5mBpZXDM+f/n/wiOGeNGjxPb5N6uRZSpKuNwyvnv9//JHhPQMDA54jKUkyc1QxFUNAXl6+HAx27969YsUKtI3CVLSIzkbRuStFZ9+NWjcaAgMCRjsAAxLso5YOmRCAVKgPH0asXLniz7vOmEAe8pzOw03mbNv7j/9Wbv66YPXnv38Z4kN42iuExIQRRgV6cAV6cC3b+HXKghtPnj+UY1QSZhAlz4Vkrw/5wfDtxX/QHcOcDNyyjErwxSp/Gf6yMLDIMypLM8g9/f/oyv9zAqBugBJ5O4BBG8qxHdlJjGc/M3x88f/pS4ZnPs5cXUFCVsaIm9qMddnm94pcuv5r7orP2WHP3AN5vEN5JaTJKRi/fv7HTe5Mwplj33dt+HLx5E8pBjkTRgPIjQ2QORkxBkkxRknI4vtH/++DuwGyuC5rIyY0yFMz+A/1J9Vft27dgtxJTKrGIaEePCXjClnmNGy6AUMi5EcdORoCQwUgWhJDxcWj7hwNASJDoKOjg1qT4PLy8mVl5dGZ51cdzt6y9xuRDkBW9vsPyctXzl7+Vdb2ztDj6fGzP2rzBU9vkcpJ4IO3/r9+RxgY5c99bL1kcSHLa8Erl/6f+cDwDtlqItmQ5iaRiiHKPjC8u/H/8pn/x34x/NJmNDRgNIO3/pHb6ywMrPKMyqaMtlwMvJf+n7n2/8Jnhk8QE2hNvmV4deX/uessZ3wiPu9bJTm1VRje+v/wCbEiS0+TbWKj8PYlEny//+dFPZ/V8/7Jwz+kuo2JrMmD/du/FkQ/76/89OGkjAWjvSKjKqT1zwBaZIOYcxJmENNnNFVn1PnI8P7k/0MP/t/5xfCTVBeSt5To2f9HPu0ut/9fg5zs+f///6GyzZfU8Bm66nF1ZiDjF/B1QZ2dndQqEoduWI26fDQERkMAAkY3AUPCYZQchiFAo1MjHj58uH7tCjG2PhtTxEAydYNv9davi9d+uXn3d2QAT7gvt6YKsftT//5jmLH407RFn1m+CsgxKlG45AaPp14wPH36/yH4jmHQ2T6Yq/wx7yiAmPab4Rd4i/AjQQZhOUYlYm7/hWgk6QzQ/wz/n/9/8pThoYDI75RI3qhAHh6M0zm/fvvPjSHIwMBw+8GfeSs+L9vwxcGT2zuUV16Z2MD/+fM/O9GXAPz4/n/nhi9bVn3+9Y5NhlFBnEEa4k1kEn7IJrIgAwPDJ4aPT/7ff8fwRpJBRopRjpOB2B3qJB2j9Ifhz/P/oEP9z507Bzlrcpi1++mwkxUyAE/hQkS02MfKJdIvEPdQPiFA//24RHoQa+CMCo6GwGgIYAWjHQCswTIqOBxCgKZ1xsOHDzdvXKEkMEEH781NkHDE1daEyMLJB0/+rNr8dcm6L4ICTMkRvOG+3OxsiDFguDIGBoZv3/9zcWKXYmBg+PLt/4zFn6Yv/iz4R0yaUYGY66KIvAP4B8N3yGofDgZOKUZZcQYpZFchs3FdsgtR8wvaDXgoyiAhzShPjAtxtYYhBsLJH6CF/k+eMzw2MWSJDuTxd8PZOP716z8bjuBlYGB48OTP3BWfF635YuvK7RXKo6xO+PTSP7//sxBxzOurF393bfi8fd0X7p9CkowyeJZs4V+U9ZXhy7P/j18yPBVjkJQCXQrGBw8EXAz8BsJ1/WT48ez/4/mwQ/1BoUGv8yXhbqADg6blA8T9kAY3HToAJA12QFxFSTdgtAMAid9RchQMaTC6BGhIR9+o4wcsBOTl5XPyylklF1V2vH/ygsD5OVhHmpGdvu/Yj4zKt/Yhzx8//zOtTeTgasm4YB5crX8GBgY8rX8GBgYeLsaSdP4Tm6T8I79d+H/y9v9r3xkILFsiuLn2A8O7m6DVPkd/MvzQYtQ3ZDTH0/pnYGCAXFWG7EdkNhsDmyKjqhmjLRsD24X/J2/9v/KV4TOyAkw2wfPvPzF8uPX/6pn/R4zdXi2bLrxquhie1j8DAwP+xrqCDEtzieDRDVJqwkyVaS87Kt7cuvoL01XIIkzMOLtkEGV3b/6a1vEuJ/zZ8eXcmr+MdRgN8bT+IVrwkNwMPKqMmiaM1iwMrBf/n776/zxkby4eLQSlvjF8ufP/+un/R+bvmu3m5sbAwPD//396nmND0IVDSwGulTkD6wsK1wUNyH7c0XOHBjbNjNo+LAE5e92GZUCMemo0BMgIAfBOu8+7d+/unB6SHc+Huc4EYuY3HAP2n7/+X7X5y7xVX759+xcXwltXICVF3Ck0P37+5yC02kRUiKk2XyA+lHfmkk9L1h2TZJCVYZTHXKsDcSGe8fWXDM+e/X/8k+G7JIOsKaMNLhMg5sBJYgab2RjYFRnVpBjkn/5/eP7/STEGSWlGeW4GkrdZv2F4+fz/k5/sH+JCeKIDJYm8rI2JQHMd5BUZCea6AoH0GN55K7405L3SNmIPjOHT0se+9IsJ93DK+ZM/dm34cu7YD0kGGWNGfSIX7TAyEHYiBwOnEqOaLIPis/+Prv2/yM3AI8OoIMQAOuAI5AGi8WeGj8/+P37N8AJyrCek6U+07lGFQy8EIN2A8vJyyicEhp7nR108GgKjgIFhtAMwmgqGbQioqamtWLGCDguXwaeFXlqxYsWnpx3p0byYAYo5YH/p+q+Vm7+u2PTV3JC9LIMf/1g1poEEW/9wLXJSzK1lgvGhPDMWv1u77bEM6AZcBVYG9HXtmB0AyKGZzxkeszKwSTPKS2BbpA63BZPxj+EvkSfVsDOwKzGqgU8Kenj+/wlxBilpRjkujG4A5pqifwz/XoAX+guL/82L5IkOlOYk1ClCdufv3wys6MGALI9gi4swV+bwp8fwzl35ubPstbIWqBugi3SUEETpv/8MmJ2KQ7u+bVn96cktBmkGOXNGGRaMkIfopZBkBW+zBncDHt/+f42NgV2GUZ7Iy9feM7x9/v/xO4Y3HR0dkFNx6JBlKPQvVbSfO3cuIiKCKkYNaUMgPYHRbsCQjsRRx4+GABlgdA8AGYE2qmXIhACd16o+fPhw1coVDJ+6wn254WGENlq/Yee3lZu/nrrwM9KfO8yXW0+D8OJyuFEQxuev/3jJOlT04vVf/bM/HTz2U4ZBQYZRAdeimo8M71/8f/qa4YUIg7gEo7QAgxDEXjqQPxi+P/3/6DnDY3A3QJ6LARGMfxj+sMAGLH4wfH/+H7TQ38KELTqQ28cZ50J/PG7GNS2DRwtoA+7X//NWfJ697LOsCmtANJ+hOQdc/Z8/DCywEZVfv//vWv9ly8rP396wyYC6TzJwZXRgPGd48vT/I0YGRmlGOTw9tzcML5/9f/yJ4QP+Q/1JWl9OB99Rywo6+IsO2wwgoUEtv0C6ARUVFR0dHbhuFIaoocPGBojXICSdS3KIpaPkaAgMbzDaARje8TvSfTcg1cbDhw/XrF7B96/H3Z4TvJSCgZGR4emLvys3f1289jM3F1NiOGiDL671QgTj7P9/kIEEleFScOL8zwlzPp0++0eGQVGGUZ6BgQE+uP6S4dnz/4+/g1b7yEgwSsPPo8RlFC5x5MY6LjV4xMHdgIfPGZ5IMEhLM8ojL5iBd04CPbmjA3lM9UjuPsHt/UjB1Wzff0K7AaIyLP7RfKbWoIj+9fM/Gzvj29d/d234sm3tZ47vApKMsiIMYnAb6cwA3yD28A/oXjY5KUZZ5AVFJB3qT63GJZ29T9A6OviLDlZAvEn1gg7Syse6UZhuvRqI1yAk1T0IMXaUHA2BkQxgA1YjOQxG/T58QwByFYC8PKiZSzdfysvLF5eUP3wYsX7dCimuvl+//q/c/HXz7m9eTlx99cKOlogxY/Kc9PvPfzYiTpvBZbiFIfuKqaIHjv+YOO/hqcuPZBkUxBilHv2/9wy02oeVjNU+mBbhmlvAVIlVhIOBU5lRQwp8fdjZ/8ckGKQlGWW+MXx98f/pb84P8aG80YFSspJknbqPZB8/uZd2MTAwcLIzZsfzpcfwzV3xeXbP+3ULP/lH84lKsuzZ9GXv5i8iDOJqjKr8jIJItpHDJGYfBR5zkW8Qe/z/nhSDnAyjwov/T2bsmuIGBrt27Rohq33whNKoFNYQGFTrggZk2zHWYBkVHA2B4QRGOwDDKTZH/TKIQkBeXj6/ENQN0NdVignmObRWUp6s+2UxvfTtO0UdAIiBDpYcDpYc2/d/nzT/3plb9/gZBDUYdQQYhCGyFJIUdgAgtnMycKkwasD2BpyUlmApjOKNDpJhGzSFFgszQ3o0b3o077yVX2ZN+fCL4T/bK0kjRl3klUsQvwwgKcwgJswo9oHh3ZP/Dxp2VjAwMEDu8xpt+g9gpAwVq5G7AfB1QaN7J4ZK9I26czQE8APc51bg1zcqOxoCQyEEjIyMbt26NYAulZeX//Dpr3/UmrkrPr98Q+C0UGLc+fHzPwE+KmTbtdu/+SW+LGx6a2PK0dPIxyf/7t7/W68ZXhLjBoJqyLtxFs3Y7wzf7v2/de7/cVWzt4smiNqYsjf0vW/qf//wKcl39KKZDFrK/wVxDTCmLPEiG3eBgrG1/zPrKzmB16rvGd7e/H/pFcNz4k3Ao5IqwfiT4cf9/7f7dnas2rUCfrLnaOsfT7APOSlaD5BDugH///+H3ChcUVExsIXqkIugUQePhsDgBINmMG1wBs+oq0ZDgBoh4AoCnzs7O5/fbs+O58VzwD9B27g5KWr9v3zzd/nGrwtXf+blZkqJ4o3w54EMqAe4cy3d8HXqgutPXzyUY1QUYhAl6BI8Cog/AgirIR8Z3j///+QNw8sQb+7oQDEjHdBCf3sLjuRI3tnLPtsFP48P5UmN4qNkFRArCyNWq4kU/POPYfGaL7OWfn77kkWGQdGCURaiUZJR5iXDs8f/HzxmeCDDKI//qgSIFrzkf7yyBCS/gW8Ke8HwdNeuXZBR////KTKQgH2j0sM9BCA9AQYGhnNggGuXMNWDYXBep0B1b44aOBoCdAajm4DpHOCj1tE1BAZkvxoeH0K21n1/2ZkUTvJp9xBj//5lYCZr9fuZy7+Wb/iyZutXd3vOCH8eJyvoVgS0Q4rmrvg8deHn3+955RiV6Hn+D8R3rxieP/v/mIH7cwJooT8P/FaEn7/+w3tN1+/8nr3s89ptXxPDeFOjeaWJuzkBYj6c/POXgYWsYHz97t+iNZ/nrfzM8JVXGnTUpjjcTGTGK4bnT/4/+Mfwj5IjgIi8nhnZXgj7E8OH56BD/V/CD/WnZMifbjtZIY6nG0mHfaV0sIKBgQFSqtDtWB6IpyCWwtcF0XSf1WArxumWREctGg0BmoLRDgBNg3fU8AEOAUgtRbeqkUjfgk4LXbWC9Vt3kAfJ51d++vKPj4e0SYANO78t3/jlwtVf0UE8kf48qgoE5v3+/GWYsfjTtMWfWb8KyDEq8TEIEOkviDIyjgD6w/Dnxf8nzxgei0v9TYvmjQ7kYUb14ucv/3hRfX319u/ZSz+v3/E1OYI3NYpXUoys5jzExcSRN+/9XrT2y5K1X4QZxCQZZdB6R1h9/ZrhxZP/D/4w/JFmkJeCzRIQZxtI1V+GP0TepQBSDcbvGd4++//4PVUP9R/tAJANIG1lsrUTqZHOpRyapyC2Yz0viEj3E1Q2XFMgQY+PKhgNAZqC0Q4ATYN31PCBDwG06mrgHQRzwcOHD9euWSHE1AsfjIfJUId+8+7f8o1fFqz+wsHBmBLBG+nPjfX6MLQZALjdn7/+n7Hk04zFnwX/iMkwKnAzYLngDK4YmfGf4R8jA2r7HVkalQ0+2+fJc4Yn9pbs0YE8bnag8zRRleDjXbn5e9ayTxt3fkuJ4k2L4hUXIbYb8O8fA56Le9GsPH7u5+K1X7bu/QY+j0gW613FeEbr3zC8evL/wS+GH+BugBzycZxoFqFxsXYq0NTAuW8YXia0R1dUgLb57tq1S01NjVqDssO1+UWHkoEOVjAwMNB5gByrp+DdACMjI0qmm+DpGZkxXFMgsh9H2aMhQH8w2gGgf5iP2kjXEMBaXdHVBXgte/jw4cb1K+R4+yEr3fGqZUBeCYNH5fmrv5Zv/LJy01cXW85If24XG9Ja1cgmv3r3b+biT3OWfxZnkJJhVEA+kh9ZGRnsDwzvnv9/8pbhVbgf6ER/fU3QQn8yzGFgYLh0/dfsZZ837/mWGsWbGs0nJkS4+4Gr24PmgK37vi9e+/nU2T9SDHKSjDJsDOxoCuBczKuU4VIQxjuG14//P/jO8E0GNBsgR5WDkiAmv2R4OnXnRMgGX1qc7Dlcm190KBnoYAWdOwCQhj6uOdWHDx/eunXLzc0Nzz1ikERLEkmfYCTJSaOKR0NgGAACiwGGgQ9HvTAaAoM5BOTl5fMKynfvNipuDsyO51OSw5cl4evgcflo0+5vyzd+PXPxZ3Qgz66lEurKrLhUQsQ/fCJwppCYEFNtvkB8KM+MxZ+Wrj8mySArwyjPzgDdPwAxBI0k2BQGX1D1iIX3a0IYT3SgFMFh+6/f/3Nz4tuzq6fJNrlZODmSd9K8Txa+T1Oj+FKjeEUE8XUDfv/5j3U+BO6Xxeu+zFjy+fUzZmkGeQvUW7TgapAZBMf1hRhEhRhF3zO8ffz/wZP/D6QY5KUZ5ZgZiJ2yQLYLwv7P8P/Z/8czRw/1hwTH4CNpfTjP4PMxgzwY/P//H9JPoOm6oEHo/VEnjYbA0AL4WhtDyyejrh0NAawhMCB3gWF1CR5B0ClBrl92797dPDE4O4FPiB974/XLt388XFik3n0Er/ZZ+YWVlTEpgmdOtwj+FjPcJZwc+BrWcGVyUixt5YLgbsC7ddsfyzDIyzAqsDBg713g6gD8Yfj9HLzQX0rmX3UMX3SANNx8/AyC3R6IdgMttnk9Iueu/Jo075O577O0aNDeAFwhycuNJRgZGBjeffy3eO2XuSs+//nELc2oYcooATGcIEmwAwAxQZBBWJBRGHIq/1NQN0BOmlEOV0hCtGCSfxh+P/v/eM6uGaOH+mMGzggUGYQH80POC4J3A2ixLmgERvSol0dDgLpgtANA3fAcNW3QhQDkKgBqrYemqfdcXV3V1C6vWLHizYP27Hg+JozGOWbr/+L1Xys2fl2+8YuDJWdLuaA7iWvoiWxbQ3ytrsTaXy8UH8rTP+fVoWOPZRgUZBgVMJeysDCglypfGb68+P/kBcNTJ2uO+iB+Z2t8EwgQu5BJko7rMdJhW9AncubSr0nzPpr7QLsBxNyccOfhn8Vrvyxa81ngn6gMo74gI3XuREP2CJwtwCAkwCj0keHDk//3T/4/LM0gJ8Uox8ZAeBHUD4bvz/8/nr9rDrzpP3qyJzxUSWKMwOF5ksKHKorh3YBbt24xMjKSty5oNKaoEhejhoyGACZAr6oxVYyKjIbAaAjQLQRgVWbEypUrfr/tjA1CnBb6/cd/5AH7rfu+L9/w5fi5n1EB3NsWSWipYh+Px+9yNDPxK4bIGmixLewTOXHu54S5T0+dfSTDoCjDKA+RYmBgQDu45j3D2xeghf6vowJ4ogPFddTJceSv3yTffGyix7Zoguipiz+RZgP4+HigPSq0hU+nLoL2+G7a9U2cQUqPUYuHkdjtznBfMzAw/Gf4T+QkAFwXP4MAP6PhZ4aPj//fP/X/EKQbgGt51VeGL8//Px491B8eeqOMAQkBMo7kBy8Lkh9dFzQg8TVq6WgI4AGjHQA8gTMqNRoCAxMC8vLyZWXlDx9GrFq1gvNXt68L6LRQSOv/4+d/yzd+nbfyMxMjQ1IE7/R2EV5uaLuWDLdCzCRDo4UR+wojsf3Hf0yc+/DUlUeyDAqS4GMumWCL2l8yPHvy/wEH/4+EMN7oQGlRIjbm4nLGr18kdwAgRpnpsy+ZKHri/M/J8z+Z+TxNj+ZLjebl4WKE3wK28+D3RWu/HDv1S4pBzpRRBlfjG2IaIfI/AwM5EcHLwK/FaPCF4dOz/49O/z8iySArzSjHwYDYt/2J4cOz/4/fMCAO9R8d9ScUF6PygzEEYKMbD1esWMHAwGBkZETFs6oGo4dH3TQaAoMbjJ4CNLjjZ9R1FIcAZB0qrmMrKDae5gY8fPhw3doVYqy9QgLMyzZ8Wbbhi60ZR6Q/j6cjoo1IniM+fv7Hz4t9KTxJBm7b/33SvI/3b7PIMiqKMog/+f/oGcMjObn/6TF8EX7cJBlFO8XHz4FmAy5e+5UWzZsUxrt137fpiz89f8IsDT7eB95vIdsB/xj+Um7IV9DdvY9eMjwDnzcq/YvhF/hQ/7cdHR1GRkYMDAxUP2CRGP8Oy1OA6FAs7N69mz5RRs9DcqiVGCDnBZ07d47gRmG6BSMxeWFUzWgIDCcwOgMwnGJz1C/DMATk5eULi0CzAeBhs5ZN8yV0yVpIgxk0ZA//oxnl5cjp5ci5dvu3KfNvnXl0196OqSlQwNGStIX+aGZSnWtpxG5pJHr0zM/J8z/OW/H512cOGUY1M0Ypaln0n+E/5UZxM/CoMmrJMMg//f8ovD2IFof6U+7IURNGQ4DyEICsC3J1dYX0xPB0AwbhFmfKvT9qwmgIDAZAhfG/weCNUTeMhgCuEJCXl4c0pHApGBLikNnzuIx1S9d/efz8L1XczMZKzpIVTKv3HPmRVPymuOmtphFbVgXHhZu/+mZ+3HX4O6ZKMkS+fP1Hhi5MLQ+e/Gme+CG+4PWNs7wyX/TZGNjv/7/1+P+D/wzUMZ8KzX+wo18wPG3f2fiC4WlFRcWuXbv+///v6uo6JLawg50/SoyGAGkhACnZIiIiVqxYwcjIuHv37ocPH5JmxKjq0RAYDQGywGgHgKxgG9U0CgYiBFxdXZet//yNe0HHtI+fv1La5vz2nVITlm74YhfyvKjlrbQW8/JNYtlFfG5enAtXi5q7sJe0vgtJf3X41A8Kw4mNjdJeyrkrvwob39mHPN+0nEfrr4k2o4EAg5Auo7EGo+57hrcn/x96AuoGUBoUmGcfkeTx/wz/n/5/WLez7M7/625ubvCmP0mGjCoeDQFah0BFRQUtuqOQbgBkc8uKFSs6OztHuwG0jspR80fB6B6A0TQw/EOAWutWB09IQebNPz7pyIgh58gaCj3y4s3fZeu/LFj5RUSSyS+E29UTuhvh+7f/nFzQ9vqfP//XLP+6eulXEx32ghR+Ez3CZ1xS6CpM7XuO/Fi89vPB4z+lGGQlGWXhO2v/MvyF38AFvpnr/jeGr+BTTRHHGWGaRiOR36DrEQb1of7DL/vQ5/Zc+oQbpCig2x4n+uw3gHgKsi5IQUEB0jGgUQYcNXY0BEYsGN0DMGKjftTjQzgEIANmDx9GrFi5guFjFxl7bT99+cfHQ/IE4MXrv5au/7Jy01dre47SRn4jU3bkQGRjh7b+GRgYWFgYI2J5fIO41iz7Gpb50tuJKyOWT1uN5GNA//xlIOkeAIh7Vm35On3Rp8ePmKQZ5CwYZZhRryZAXq8PuZnrPcObR//vP/3/UAZ0QS+dugE/GL4/+/94weih/pA4GyVHQwAWArDyDXpeEEx4lB4NgdEQoCYY7QBQMzRHzRqcITCE7gIjKQDhp4WuXr2C91+Phz10JJ4YQzg5SGv97zr0fen6L4dP/fQO4Jy+SEReAUvRwcyMbjM3N1N8Ki+oG7D8q1fcizBf7oxYPmU5LHrRdcL4P3/9Z+FE9Ctgwtjpb9//L1r7Zfayz1/esckwqpozYr9sGHO5jiCDiCCjyDuGN4//338C6gYoSDPKYbcDm+gfhj+YZmJTCBX7yvD52f/HLxme7dq1C77gByo3So2GwGANATrfySUvLx8RETFYA2PUXaMhMOQBCTXxkPfrqAdGQ2A4hoC8vHxxCeiYoPXrVkhy9lkYoozK4/IxC3FZ/+8/hqXrv8xa+vnLj38BodxZtXw8uOcNfv74z86BpbEuJMyclsMH6gYs++oU9jw+lCcjlk9KDKO7gM2t3MS1/p88/7to7ZcFqz9z/hSUZNTRYBTFZhgBMSEGESFQN+A1fDZAirhuAPFXgI0e6k8gDkalR0NgNARGQ2A0BOgCiGsF0MUpo5aMhgCNQkBNTW3FihUDcoY6jXyEaay8vHx+IagbkJumlR3Pp6FMYLHNt+//8betn738u3Q9qEktKcMcnsjt5E54egFr6x/uVEkpltwSft8g7jXLvlr6PcuI5cuI4RXkJ20iAm4anHHp+q/Fa7+s2vJVlEFCnVGNj1EALoWVgXZXMaYaIQZRIUbRtwyv4bMBUuA7zjBVwkWI6QC8Y3jz/P/j9wwDfKg/3M0Dwnj48CEttpAOiF8GiaVkXM07SFw+6ozREBgNgYEFlNa+A+v6UdtHQ2A0BJBDQF5efuPOr4yii2p73r94je+0UDyt/3NXfhU3v7P0f3bx4a/qVoGJs0WIaf0jOwMPW0GJpaSGv3+m8JlbPy38nk2Y8+n7T5wn8Hz+gu+MzgPHfySXvPFLfHVki5Axo5U6ow4fA4HWPwPotl4scxSYDhZmEDVgNFNmVH/J8Oz0/yPPGZ5gqoGL4O8AvGZ44dPucu3/hfcMb3ft2hUREeEKBnDtI4Gxe/duGUaFYMUocUZpyNVOI8HXw8yP9O9s0N/GYRZlo94ZDQE8YPQUIDyBMyo1fEKAPodXDKrw2r1795YVIdkJfBwYJ2l+/vKPF9tKnu37QQv9j5//6RPA6eXPJUPKYv0f3/9zELdcBx5Kl87/Wjb/y8N7f7LiQLMBcHE44+ev/+wYjmdgYFi3/dvcFZ9u3PwvzSAvySjDwkBgugNuIAMDw3+G//jb68iKIew3DC8f/3/wh+G3DKOCJIMMRJAY8gXD02k7J7q5uTEwMOzatWuIzkFReJrN7t27k9xSpRjl2RigJ0F9Z/j27P/jhbvmqqmpDdSEAIWeIib26VPmQHpT9Ela9LQLEsL0txFi7yg5GgIjAYwuARoJsTzqx5EYAq6urmpql1asWPHtZUdyOMppoZycKFN/v/4wLF0H2jv7/c+/wDDugiY+Ti4UBcQEH/IRQMSoZ2Bg0DNk0zMUOn3i57IFX+at+JydwBcfwoOsF631//P3/8Vrv8xa8vnDGzZZRmULRhLa4nBjSW39MzAwiDCIizCKg7sB958yPJRhVJBgwL69GGLLP4Z/z/8/nrlrqhsYDN2mP8Q7ZJPgpn+aNKO8AqMqsiGcDFzKjOo17s3P/j/O6ciIiIgYqG4AsquGKJueF+XS0y5IdNDfRoi9o+RoCIwEMNoBGAmxPOpHho6OjhG4/hh2ml7EylUrWL52B3tyQZICE6x5//j536Xrvixc81lJjTU6jdvBhfBCf4gJmCQjUStrMPUxmFqwm1qwHznwY/7Cz3OXf85J5Avz4Yao+/ePAeLU56//Ll77Zf7Kz6zfBSQZtVUZxSAK6ElCugGvGV48+f/gCcMD5G4AfFbhN8OvZ/8fz901k4GBAXK8D32GZukZDsTYtXv37mS3dGlGOQVGFVzq2RjYFRhVNlbunF4xJ7MjZbQbgCugRsVHQ2A0BEZDgBZgtANAi1AdNXM0BAZRCMjLy5eWgvYHr1mzQpCx19ma49v3/9fv/Fq6/uv67V/tXTjqOwV1DaDLM8h2988fJC8BQrbLxoHDxoFj787vExZ+mrPsc04Sn58L189f/+89/rN47ZflG76IMIgrM6ryMwoi6yKD/Y/hHxMDrANEun5RBglRRonXDC8e/4fOBogzSP1n+P+T4cfoof6QC7ZS3DKkGeXkGZUxQ/c/wz9G1MBnZmCWZVTYUrlnVsX8tI7E0W4AZqCNioyGwGgIjAJagNEOAC1CddTMQRcCw/UqAOIDWl5evqgY1A3YsH7FyqUNZy//9A7kmrNMREqGOoUAqRsAsLrc2Z3T2Z1z28ZvTZM+zF762cyQfc6yz5IMMkaMulwM0GkBrBqJF/zP8I8BtQ1KvF64Skg34BXDc/BswEMhRpGn/x+O8EP9d+/eneqWKcUoJ8eoBA8o4hlSjLJbKvfMrVyU3B43DLoBdD4yn/hwHloqKyoq6HbJ8dAKmVHXjoYA5YD8kTDK7R41YTQERkOAziEgLy+fV1De0LbJ1pHDw4eTWq1/6vqCm4dRTIL53uPf67Z942MQFGYUo1brn4GBAe1WYEpczs7AwcXA/Z3h6/yds3ft2gXaYfz//whc87N7924FRpUG9w5ZRkVmBnzXO+A87wkWDeIMUlsq93go+nV2dj58+BAmPErjDIGKigq67aCgp104PTwqMRoCoyFAJTDaAaBSQI4aMxoCQycEXF1dd2//piC2bPaUTx8/4Dtqk0g//fhBsGlH2KR///5vWvstPvT14hlfQ125j6yVOrVFKi39332OC1f/n/vM8JGwEfRS8Y7hzZX/5y//P1vSUQRp+oMP9nSll/2DxZ7du3crMqo2gpv+xCys+s9AVDoRYRDbUrnHWzFwtBswWGJ6INwxOosyEKE+aucIAqMdgBEU2SPZq2pqaufOnRvJIYDpd1dX1/6uaw+vFS1f9OXfP6JaZpiGQEQ4sF0ADJEihnz/7u+SeV/CvF8d3/WjNkfg+EbJxFAeDnZGVhaG3ES+E5ulouL/XGE6ffP/la8MX4gxEJeaPwy/cUkRKf6a4cXZ/8ev/b/wYQQf6g9Z66/EqNbo3inDqIC2rB9vSJKQzAQZhLdU7vFTDOns7IIcB4nXZNIkRwezSQuvUdWjITAaAsMOjHYAhl2UjnoIWwjIy8tXVFRgkxnRYpBjgpprrlw5Wbhlwzeyw+IvvjvH8Jn68P6fqX2fogNev73/d1aHyKb54v6u0KOK2Nmh5wrx8TCWZfIf3yjlG/H1/P8Tt/9f/85AplNJaaqiO/sFw5O6nWU3/1/5zvB1165d/8Grfei2+gLdNQPH3717txKjepN7lzSjPBlnqpLqcD4GgS2Vu8vd6yRGbxDDCDt6jpHT0y4Mj44KjIbAaAhQH1Bn/x/13TVq4mgIjIYAvUIA1A0oA+0PXrVqxduv7fbOJB8G+uvnf04uaHudSFdfOv9r64Zvh/f/iPTn2bZYQlsV/TIvJlTzxEWY6wsE4kN4Ziz5uHzDMSkGWRlGBTYGdiKtgygjo8H6j+Hfs/+PZyEd6n/u3Dk1NTWIgSOHhIzBZ7sXfPn/6TnDk6//P0sxyvEwoNwvQTA0yNuA8Z7h7dP/D78wfEp3y/7J8DOvI2vw7xIevcKWYGIgqGA0DAkG0aiC0RCgBIx2ACgJvVG9oyEwfEIAcVro2hU/GDqNTEloW5PU+j9y4MeW9d/u3PidGMbbvVlIUhT7ttGfP//DJwHgoawgw9JRIZgQyjNj8bv1Ox7LMCjIMCqwMBBbjhGzTh1uF65D/UfgWrIVK1bMrpgvySgrzCAmziglw6Dw9P+jC/9PCjGIyDIq8jLwwwONuowPDO+e/n/4meGjDIOCNqMhpP+2vnLb1IqZ2R3pg78bQN3QGDVtNARGQ2A0BKgIiK04qWjlqFGjITAgITAy7wIjNajl5eWLi0CzAes3rGDi7lZVRx+YxzTwy+d/PLxELSbcuuHbmuVfGX4zpEXzxk7kQbvoF83kX7+xdAAgajSUWSc0CMWH8vTPfnHkxGNpUDdAnqTGPcQcXOQPhm/gQ/3nwu/z+v+fhMXruIwdcuKQUf/ZlQskGWQkGWXB7geFAzsDhxKjmgyDwrP/jy7/P8vPICDDqMjPQOkVDWDzoQSk6f8J1PSX12TUR45cVgY2eUblTZW7ZlTMyRi9QQwaYDSn6D8eP3oNMM0jddSCkQ1GOwAjO/5Hku9HrwIgPrbl5eUL8st37zbq6/YPi+GRkMQ+SA8xkI0NdbEORBSJ/PTp39b139av+qogxVKRJhAEu5AYSQkWJi8PgU6FoTbbogmix87+nDDnyanzj2QZFKQZ5bEYhCQEv7IXSQyF+YXh8/P/j18yPBs91J+BgSHLPV+CQVqSQQYeRiwMiA4hGwObAqMKpBtw7f9FHgZeGUYFQQZhuGLyGB8Z3j/9//ADw3tZBgW0pj+ygUwMTDLgG8RmVy5IbU8YmbMB9G+UI0fBKHs0BEZDYEiD0Q7AkI6+UcePhgANQwB8tOW33bt3z54RGBbLzc2NvUXOBtuti+mUJ4/+bFn/bcv6b45WnFObRBwsOTDVUChiZcxuZSy29+iPSfMenrr6SJZREbnBimb4P4Z/uA6q/8jw/tn/x28ZXkGO9YQc6o+mfSRwIaP+2e4F4gxSEgzSBL3MwsAix6gkwyD/9P/jm/+vcDJwyTAqCDOIEtSIqeATw4cnoKb/WxkGBXVGXawx9ZfhD9pGAkkGmS2Ve+ZVLk5qjyWyG0CH/azDb/R6+PkIMwWOioyGwIgCox2AERXdo54dDQFyQsBYr/buRYZbD1pDorBcx/vnDwMLRkFy9fKvreu/HdjzI9SHe+NccT1NNpIs/vb9PxcngYkFZAOdrTmcrTm27vs+ad7ds3ceyTAqiDNIISuAsLGeQ/+O4fWz/48/MLzr6OgwMjJiYGAYgZd5QU72ZGBggDT9sYYeJAyxkkwMzLKMCjIM8s/+P777/8YjhnuyjAoiDOJYFWMKfmL4+PT/w3cMr8FNf220Jj6qeuypQoxBckvlnoWVy+Lbo4jsBqAaO8obdCEweg3woIuSUQcNL4BRbw8v7436ZjQE4CGgpqa2YsWKkdm2gwcCGQzIFQrl5aCNAStXrnj2ts3dB3pSJ8S0Xz//s7AgmmXHD4P2+F67/DshlKdlvZAs3uVDEBMwSYLLijC1MDAweDtxejtxrtn2dfL8W+cfP5RlVEJrg6JtF37N8GLyzj43NzcGBoZdu3apqakRc6zn8FtLBhn1z3EvFGOQJLXpjxwRjAyM0oxy0gxyzxmePPh/5zHDPWlGBTEGSWQ1fxj+IMfCZ3DT/y246a/KqIm8xAhZF5wN2QcM56IxhME3iC2pXBXTHjYSugGjo/JoCWCUOxoCoyFAPBjtABAfVqMqR0NgRIeAvLx8GeS00NUrPv7ssLaDrufh4oa2/nds+bZm6ddf3xlSo3iXdvNwkzKEjxayLPg2HaCpReeGeHGHeHEvXvdl6oLrT149lGNUEmIQQVP0nOHJ9J2T3MBg165dI7ZbCGn657oXiTJIoLXU0UKMJC5407DMS4Znj/8/eMxwX5pRHr6aCJpWGBi+MHx68v/hW4ZX0gzyZox2rEi7C/DYhb8DANEowCC0pXLP8sq1z/4/Xrpr0YiNXEhoDCHyxYsXT58+3bJlC8TNDQ0NjY2NEDadSW1tbQYGBhsbGwkJCTpbPWrdaAjQDTCOzNMt6Ba+oxYNqhBgZBxN8ORECGa4PXz4cO3aFb9Zu5RUWBgZGUB7fFd+E+ZnyozjC/PBskyIVFt//f7PxgpvK5KqG6F+9rLP0xZ9/vuBT45RkZuBj4mB6dn/R7N2TYOP+pPROoQ0msnQiHDWIGBBfJHnXow2SUJ1p71ieP70/8M/DH9kGOQlGWX/Mvz9zvDt6f+HrxleSDPIyzDKszKQtjyMJBd+Y/jy7P/jRbvmI8fXw4cPV6xYUV5eTpJRJCnu7OykwxQEfWyBeByzEICIU5Fcs2bN1atXqWgghUb5+PgYGxtTaMio9tEQGLRgtD00aKNm1GHUDwE61GHUd/QgMBFXuD18+DAlU/PA7h82puyxwbwuNtA5Acqd/OXrPx4ce45JNfzXb4YZSz5NX/SJ67vYsl2L4Sd7IrcISTIT0nQmWztJdtFCMcT9ee4lIgxitDAfq5lvGF4++f/wF8MPYQax5wxPpBnkpBnlSb3HDavJxAj+ZPjx7P+jXNgNYnToAODKMsS4lng1ox0A4sOKPJX19fXkaRzVNRoCgx+MLgEa/HE06kKqhcDoVQBUC0qwQfLy8ru3gY4JWjIzSJuIGwPAmogiqNX6Z2BgePL8z5t3fzds3Alv+o/Yac/du3dHuEW/Z3gjyCAsy6hIVExQSREnAzcXA/cXhk8/GH6wgDaNs+Ld6YvTVoIHuWLVyc7AwcPI11DRCEId9ZCt3lhVDi1Bum2TpcO5SQwMDPDh/66urm/fvikpKcXFxVElRvbt23fo0CEGBoaamhoW2JEFs2bNevbsGbL5LCwsNTU1yCKj7NEQGMYA+7l+w9jDo14bDYHREKBuCLi6ui5c8/kT+4KeWR+//wRdFEVd88k27dL1X0VN7xzDnkenroOs+fn////QHbknOxwgJ/wIMAoVuJeqM+qYMdpyMXBf+n/m2v8Lnxk+UmIsMXq/MXy9/f/a+f8nWBhYTBlttBj11Rl1PzC8O/X/8MP/d/8w/CbGELgarOc4wWWxMt4yvDr7//iD/7dlGRVNGK03V+5Kd8tmYGB4+PAhVvWjgsMsBF6/fn306FE0T/3////169dogqPc0RAYUWB0BmBERfdI9+zwO7+FPjFKzMyJq6urmtqlFStWfH3RkRLBS4nDvnz7x8NF0djEsbM/F6z6vPPg9127dqUXgNwykkf9w9wipBjldBlBq5n/MvxlBV3gpSoNOrn/0aX/ZwUYBGUZFfkYBEDBRFX8neHrk/+PXjI8lWSQMWG05mDgBN2uwPBfkEFYkFH4I8P7J//vn/x/WJpBVopRjsjlQCR1AN4zvHny/+E3hq9yDIqwm4wZGBmYpBnlt1TumVO5MKU9ng4r9akaqKOGkRYC////37x589+/f9G0vXv37vdvUOdTT09PQACa+JmYKCp20KwY5Y6GwCAHox2AQR5Bo84bDYEhEwLy8vLQ00JXrWD+0hXiReZuYHYKtv/uOvR9weovR0//2LVrV3E1KOhG5pA/ZNQ/zC1CmlFehxF0uQEoLBgY4Burwd0AFWnQyf0Pr/w/x0/VbgBkm+8LhqcSSE1/mAOgTuBnEORnFPzM8PHZ/0en/h+WAncDIJ0EiEocJFFTTODexYPPDB9lGRQhPR+4afBzSCUYpLdU7plfuSSxPWa0GwAPn2HGOHfu3KNHjzA99erVK4igo6OjoKAghD1KjobAiAKjHYARFd0j3bOjVwHQIQXIy8uXloIuDVizZoUAQy8ZO4NZyeoArN3+Tc92eWoZ9FD/EXufF6TpH+4Widb0xxr1rAys8oygbsDT/4+u/D/Pz8Avw6jIz0B+e+gHw/en/x8+Z3giwSBtzGjFyYByZQSmG3gZ+NUZdWUYFJ7+f3Tm/1EJBhlpRllOBpxdR4I7Bz4zfHzy/8F7hreyDIpajPqMDOhjumgHiYoySGyp3LOocnlceyS1ugH0WTFPH1sgUXbr1i36b5z4////yZMnz549++HDB1FRUQUFBQcHB1ZWVoiTiCG/fPmyZ88eBgYGFhaWP3/+IGt5+fIlAwMDKysrfPgfWXaUPRoCIwGMdgBGQiyP+nE0BCgKATKWTsnLyxcVg7oBG9avkOHpN9El4ajHP38ZSLoHYOGaL5buK4sa3RgY3OhwqP9g7kaCt/lGSTHKaTMaEh/lLKBugDJ4UdDDa/8v8DLwy+LuBvxh+I31uq6fDD+egJr+j8UZpIwYLblwN+IxHcbNwKvGqC3DoPDs/6Oz/4+LM0hJMcpyM5C2kOwrw+cn/x++YXgpw6Cgxoj/OmF0JwgxiG6p3LO0cnU06AaxcGLug0M3YpRP7RC4DwYQU5+CwaNHj6Kjozk4iD1tbOfOnd+/fxcVFZWQkLh8+TLEKAgJmQFgZmaeNWvW69evBQUF5eXlnZycuLgIdFkh2kfJ0RAYBgB9dGQYeGnUC6MhgAvIy8tXVFTgkh0Vp3oIyMvL5xWU88ovLmp6d+chyggcHrt+/iJqmcfX7/+nLvp069NcNpFyV1dQ03/E7vGFjPoLM4oVu1dqMRoIMAjhCV5cUiwMLPKMymaMtnwMAtf+X7zy/9wHhnfYFEPX8MClfjL8uPf/5un/R/4y/DVitFBl1MLb+scZuVwM3CqMmiaM1swMzOf/n7z5/wqRe5S/Q/cZn2RjYDNjtJVnVMYzUcDMgPOSOX4GwS2VuwMUw8QZpSCHpcL9OMIZ586dU1NTo38gcHBwGBsbW1lZ8fHxMTAwPH78+OzZs0Q6486dO5BGv7e3NzMzeqRDZgB+/Pjx/PnzP3/+vH79+syZM9OnT3/3DmuaJ9LOUWWjITCUwGgHYCjF1qhbR0NgKIaAq6vrmq1f/goubJrw4c37fwS9QPAK4Zdv/nZO//jk9zyXgNWubm5GRkYjvOkvwihe4l6lxahPxOod9OY7WnQwM7DIMSpBugE3/l+6jLMbANL3i+Hn/f+3Tv8/8ofhjyGjhRqjFhcDD0gCN/7HgLMDANHEwcCpxKhuxmjLxsB+6f+Zq//Pf2R4D5HCJH8y/Lj7/8bZ/8eZGJhMGW0UGdUov1aMh4FPjVG7wr1eilF2tBuAGeZ0E2FkZIyPj/f19XVzc4uLi2NkBCXdW7duEeOA379/b926lYGBwdDQUEFBAU3L379/P3z4wMDAwMjIqKOjY29vLykpycDA8PnzZ4guNPWj3NEQGJZgdAnQsIzWUU/hDAFiDrTBqXlUgoIQcAWBT52dna/vtWfF85G0yAdu7d2Hfxas/hyTti4gmsHNDTrqD5cdaYzdu3dHucVIMcprMupR1+/MDMxyjEoy4JOCbvy/xM3AK8uoIMAgDGozgW36xfDr6f+HTxkeijJIGDCa85C4XAdsBj6CjYFdkVEVsijo2v8LPKBVSQqQmQ3ILt7fDL+e/H/wlOGROIOUMaMlnm0DaNb8Y/jHhLExAE0NAwMDFwO3MqNGtXtz0v/UnI5Mam0PwLSIbJEBWZdPtmvJ0CgmJgZplzMwMIiIiAgKCr579+7r16/EGHXw4MH3799zcXFhPQOAmZm5pKTkwYMHrKysKioqDAwM9vb2ixYtevDgwd27dz98+DC6MYCYQB5VM9TB6AzAUI/BUfePhgDNQ0BNTe3cuXNUsaa8vDy36uKaI9mL1nzBauDnL9inCC5e+1XY+M4p/HlM2kg/1B+y4EeUUaLUvUaDUY+PgR9rSFIuyMTALMuoaMZoJ8AgdOP/5Uv/z75nePuH4c+D/3dO/z/8i+GHAaOZOqMOia1/AjMAyM4G71FWBjtA8Mb/S5f+n3nH8OYfw9+H/++eAjnglyGjuSqjFvGtf7DhJDiAnYFdgVF1Q+UOewXnzs5OIq8OGH5N84qKCvrvi+DkBJ0bC44yEAFZnf/r1y8QBy9++fLlsWPHIMcAQHRhKufk5NTU1IS0/hkYGJiYmIyNQefkMjAwvHjxAlP9qMhoCAw/MDoDMPzidNRH+EKAjP2s+IwblSM9BOTl5cvKQPuDV61awf6z298VZdcdGxtooh/Z1KNnQIf67zoEOtQ/oxAkM2IP9Yc0/aPd4qQZ5TQYdUFhQXvMxMAky6gIPjD00c3/V1gZWLkZePUYTXkZQMuySbWfhNY3zGhmcD8EMhtw+/81ZgZmbgYePUYTXrJ6PiTdJABxAgsDiyyj4ubK3bMq5qV1JA3C2QCIO4cZiXYqPxoXj2c3b978798/SNP/woULDAwM8JX9ly5dEhMTe/HixatXr5iYmFxcXOAXA8NLFbgIHitGpUZDYBiA0Q7AMIjEUS+MhsDQCwF5efkS8Gmha9euEGHptTfngPiBHakDsOPg94Wrvxw7AzrUvwQsjXVCHywz/Indu3fHuMVzM/K+ZXj95/8vWUYlWtzehTUc/zD8efr/4ROGB0IMooKMwg/+3/n5/6cso4IQgwhW9XgFyegCgMx79v/RY4b7vAz84oxS9//fvvP/ugyjgiiDBEiOFIxnfzB+Y14xPH/C8LClom1+5dLE9ugB7wacO3cuIiICv5tHpuyTJ08YGBi+ffu2ceNGtBDYtGmTiYkJOzv7qVOnGBgY+Pn5LS0tQffT/f8P6SowMDDA1x2h6R3ljobAMAOjHYBhFqGj3hkNAeqHAOT0pPLycqobLS8vX1gEmg3YtGGFPH+/vibbv38MTEwMa7Z91bdbkV4+GA/1p11o4Are3bt3x7olSDHKqTFqMzAwiDNKPf0Pur0LfImvEnkD4bjsQhP/y/D36f+Hj0FNf2FdRmM+BoG/DH/FGaWe/X90+/9VDgYucDdAFE0XHi4Zzf/n/x8/YrjPxcCtzqgjCO5yiDCKv2B4+uj/vccM96UZ5cUZpPDYSLnUG4aXD//f+c/AoMioKsog8Z/hP/gGsUHRDaDcdwRNoOeFAwQdQxUFZmZmp0+f/vXr1549e968ecPHx3fr1q2nT58yMDAYGBhwc+O8hoIqto8aMhoCgwSMdgAGSUSMOoNOITCYD3GnUxAMPmvk5eVz8st37zYqbwu0NOHQslxe3ESnQ/0HX2CguAjS9JdmlFdl1IJLQM7rlGKQe/r/4aX/Z0QYxKQZ5XnIWpADNxOT8Y/h7xPQqP9DAQYhHUZD+PlCjKDrhBmlGeUh9wbc/n+dg+GBDKOCMANR3QAWBhIqnZcMzx79v8vEwKzCqCHMIIbsSAkGaQlGadCo/P8HkG6AJIMMsgKqsN8zvH3y/8E3hq/yjEoSMPP/M/xnZGAUZRAH3yC2Iq49Am02YHRsniqBT7YhDQ0NaHo3bNgAGeCvqamBrPCJiIhYs2bNt2/fkM8VlZCQcHd3R9M7yh0NgeEKRjcBD9eYHfUX9hCADN9ilxsVHdAQcHV1Xb7xy3e20tFD/SFr/SUZZSrd61VBZ2tiGZJkZWBVYFQxBR2XyXHh/6lb/698ZfhMlQj8x/Dv8f/7J/8f+szwSZvRAON0UcQmDWlGeXNGOxEG8bv/r1/4f+otwyuqOICBgeE1w4sz/48+/n9fgVHVmNEKrfUPt0WMQdKI0VKeUeXF/6en/h9++v8RXAoP4y8D4SspPjN8vP7/4o3/lwQZhM0Z7eCtf9ByEQbEPnUhBpEtlXt8FYM7O7uI3CKMx2GjUnQLASUlpfT0dBMTEwkJCXZ2dhkZGScnp9TUVLSdx3Rzz6hFoyFAf8AI3/hCf7tHbRwNgQEJAUbG0WRPcsDTIdB2794NOdlz8C/0p2lo7N69O94tSYpRjpMBZXs0njj7xfDzyf+HzxgeiTFIyjDK4zmMH/8hmP8Z/kMW/PAx8EszykOO3USzF5cJz/4/esLwkI2BXRY0G4AyWo9mAn7uW4ZXD/7f/cfwR45RSZxBGlMxLge8ZXj95P+D7wzfZBjkpRjl8Jz1+Y/hLxPu68C+MXx98v/BK4bnsgyKMowKeC4OQ3PbF4bPz/4/WrJrIWQGgNbH5tA0ESJ7DXIZAh1yZWNjI7K9g4FdX18/GJwx6obREKAFIGE2lhbWj5o5GgKjITAkQoCm9yfAm/4jfDwC3PRPlmaUU2bUIClVsDGwKzGqSTPIPfn/8Nz/E+IMUjKM8iQdjglu+j96wnCfh4FPg1FXEHzkP1Y3IMb/UaWlGOWkGOSe/X989//NRwz3ZRkVRVAX7aAqx8KDr7eRY1CUZJTFogKvkDCDqDCjKMSQJ/8fSDHISTHK4VhxhN0Tvxh+Pv7/4DnDY0kGWchNZHgtRJfkYeBVY9SudG949v+xkZERAwMDrfsA6C4YMXzMRT7IXscvi6xylD0KRjIY7QCM5NgfoX6naVt2hIYpWd6GjCxCRv1Hm/4Jbingpr86WWEJ0sTOwKHMqA7pBpz9f1yCQVqGUYGDAeUwdawtX/CoP6jpr4636Q+yA4SxmgGSYGBgkGKUlWKQff7/8f3/tx6DugEKIgziUDnc1EeG90/+P/jM8FGWQVGXEXocOy7l+M/xFGQQFmQU/sjw/vH/+5BugDSjHNr1wJiTA39BGx4ePGF4IMogYcRoycWAZc0Vsnv+MvzBdZoQJwOXMqN6jXvzs/+Pczoy0LYHIBsyyiY7BCQkSD79iWy7RjWOhsBwBaMdgOEas6P+whkCo1cB4AwaeklAmv4Q20ab/oluKVKM8kqMapAAoZDkYOBUYdSQBm8RPvP/qCSDrDSjPAcD9JRVNMOfgs/W5GbgUWPUIfJMT8gWWDRz0LiSjLKSDLLPGZ7c/3/7McN9GUZFURzdgM8MH5/8f/ie4Y0sg6Imoz5m0xzNZPASfMInCfEzCPIzCn4CGQ7azCANng1gxxEIT0DHHN3jZxAi/m4BRgZ8vSAGBgY20A1iKhsrd06vmJ3ZkUr1bgA9T+aBrGjCjIgBFMnIyKCD7draoEO36GDRqBWjITAgYLQDMCDBPmrpaAgMsRCgVq8JuelPh1XFgzmUd+/eneiWKs0op0ilpj+yZzkZuFQYNSEnBZ35f0SKQU6aUZ6dgR10hA9Y3bP/jx8z3Odk4FJj1BIi7gAfsD4Ggm1fiDLQeeoMMpKMMi8Ynjz8f+cJqBsAPbb/D8MfFgaWrwyfn/x/+IbhpQyDvCqjHY61OnDDEAziVfIx8GsxGnxh+PTs/+PT/49IMshAdlb8ZfgLWdn/guHpw/93uRi4NRj18Kx6QtgNYzEyEHV+BuQKsy2Ve2ZVzE/rSKR6NwDmnGFC+/j4bNmyZZh4ZtQboyEw6MFoB2DQR9GoA0dDYFiEAHyhPwMDw2jTP8ktDdz0VyUpbiFNZ+K1cDFwqzJqQboBp/8flmaQl2aUf/v/5SOG+6wMbJhnaxJjMoGhbwwjJBhkJEDdAFBT+wno2H5FHgae+/8fvWR4Js0gBz7FiA1DEzUFeBj41Bi1ZRjkn/5/fPb/MXEGKSlGuW8MXx7+v8vIwKDMqE7MIiU0BxHfC4JolGKU3VK5Z27louT2uNFuACRMMElpaWnIoPvVq1cxZeks4uPjIy2NZQ86nZ0xat1oCNAOjB6HQruwHTV5kIbAw4cPV6xYQYtrrQaph6nhLMjIPXkNd3jTnzzt1HA+lc3o7Owkrxm3e/fuZLd0adDmVFYy3ERqBwDZii8Mn5/+f/ia4SUnA5c8ozKpO3SRjSKb/YLh6dP/D/8y/BVmEAUvTELZn0C2scRr/M7w7dn/x88ZHrMxsMuBjvYns4WH/xwh/O55w/AqoT2KvPQDN5mehRjdjhuC+I7szAXRPkqOhsBoCBAJiJrHJNKsUWWjITAaAqMhgBwCu3fvZmQEDRn///9/2LT+kT1IPHv37t3yjEopbhlPGR7d+n/lM8Mn4vXCVYKCEs4hhfGC4en1/xe+MHzSYtTjZOC8+f/Kw/93/xBxHD4pluBT+5vh1/3/t+/8v87HIKDMqP6B4d21/xdeMTzHp4facp8YPtz/f+s1w3NFBlVR0N0FN679P/+J4QMZ9hDehYDD0JcMz+79v7lhVf2hjaYT+zvJvjrg1q1bkIOGcNgzKjwaAqMhMBoCBMDoEiACATQqPfxCAHIX2OgMAEkxS+oNyvBR/xG+xxdypVeKW4Y0o7wcozLonBwG2Sf/H178f4rgmf3YIojkLsBLhqeP/t9nYmBUYFQVZZD4z/BfiFH0E8PHx//vnfp/WAa8KAiyIB6bdVQQ+8vwB3yj8AMRBjEDRnMeBt5/DP+EGcVeMjx7ArrE94EMo7w4gxRJNuE5hAerOV8Zvjz5/+ANw0tZBkUNRj3IVmMZBoVn/x9d+X+ej4FfhlEB66UHWE1jYGAgI8TeMby+//+OkMTP7kz+AHeu7z/+c3JMPbWzb8uPIjVNoxHePcYVzqPioyEwGgK0A6MdANqF7ajJoyEwEkNgtOkPj/Xdu3enumVKM8rJMSoxMDD8YfjNwsDKAr7BVwrUDXhw7v8JrId1wk2ghPGS4dmj//cYGRjlGVXEGFCOTeRj4NdmNPzI8OHx/3tP/z+CdAMgzWJKbETT+5/hP6SJL8ggpMtowsfAj6xAnEFKnFHqFcPzJ/9B52/KMCqQ0g0gtiP0k+HHE9DR/k+kGOTMGG2RzwNlZWCTZ1SRYVB4+v/Rjf+XuBh4ZBkVBBlEkB1JFfZnUHfr/h+et2WpAknhQhAzOTlAXjDTZ2dgmHr19u9wv88puesHYTeAnscNQUKmoqJidHQGEhSj5GgI0BSMdgBoGryjhg/SEBi9CoDqEQPZJDB6qD8kYHfv3p3mliXFKCfLqAgRYQCdvwNq80G44Ku71CXB3YAz/49KMcjJMCqwMRDYDovQDzEFB/mK4fmj//dAF1ExKosxSCKrQj7Ek59BgJ/R6CPD+0f/7z/9/1CaQUGGUZ7U7a3IhiOzIXcL8ILO4dFHG1xHtkKMQVKMURLSDXjMAJoNkMB2+y+yyWghiSYF5/4BzTyAuhbiDFLGjFZo1yrD5xCYGVjkGJUgswG3/l/jYOCQoewmY7gDGBgYfjB8f/z//ivGZzmJfNkJ0pzs2CNQW5W1u1rowZP4pIgv6obVxGwPGIRHcyJ7fJQ9GgKjITD4wWgHYPDH0agLqR8C1DrUkvouG6wm4lk3BWn6Qxw+uuAH3PTPlmYENeghYYJEorf/OBm4IKf0PPn/4DRoQQ6oCY7rhimwOegmgAURxCuGF4/+3/3P8F+OUYnIAXV+BkFdRsEPDO8g3QAZcDcAYSLprOcMTx79v8cFOmAU+90CyB0AiPGQbsBrhhdP/t9/AuoGKBDTDYDoxUo+Bi0uuifIIGLAaMbDwIepBu0cTyYGJhlGBUg3AHKTsQyjvCjqtAmaIfCzRNHEIdy/DH9AN5ExPIwK4MlJlJIWZ4aII5OfPv/j40Vsw1OQYWkoFHj9bnJPQ5uMRhUx3QBk04YHm/4TDsMj3EZ9MRoCZIDRDgAZgTaqZTQERkMAFALITf9BuHoB5EQ64t27d6e7ZUszysswymO1FlfjnZuBR51RR4pB9tH/u+B1+QoyjAqYrWTwyDdWg0GCr8FN/3+gpr+iOO5BdFxuEGAQEmAUes/wFt4NkGaUA5lLCgYvOrrLxMCszKhBxilDogwSoowS4G4AaORemlFekkEGq/14Vis9Z3j88P89HgZeLUYDtJkHZKOwBi9ohwajnBSD3HPQ3QV3H4MOLSV5fwIDA8PT/w8fMdxzdWCbkSCuq4FzVoeNDUtsiAoxlWbwf/sxZXpXh5B8RXh4hLw89uSE7B3asUd3G9MubEdNHg2BgQWjHYCBDf9R20dDYEiGAHyh/8g81B95BgnSC8pwy5FiBF22hSc6cTU6IVp4QevyjWAj8Y9kGRSxNcGxNBnfMLx8+P/uP4a/skSda4nFBIgDGBgYBBmEBRmF3zG8eQxeFCTDoCDFKAuXxcN4zfDi4f+74EVHKmiLjvDowioF6wa8hM8G4OoGoGl/xfD84f+7TAxMqoyawgxiaLJoXPxxIQm+wuwlwzPwQqYHMoxyEhhdEaz7gF8yPHv4/66m1v95aUIOFthvX4a7BGsHACLLxcGYFcfLwDB14ZRODtHysIHuBkBcNUqOhsBoCAwnMHoPwHCKzVG/EBsC9DxFm1g3DXp1kOPA4U3/kTzkD2n0Q2Iswy2XyFYy8vp7iF5c5DuGN4/+3/vN8EuWUQG56YlmwhuGVw//3/3L8EeWUZHIVjKaCbgcwMDA8Jbh9WOQG37LMCogG45mwluGVw9A3Y8/xHU/QBaimQASwoHfMLx8/P/BH4bf0gzyyIGMZgLkgJ1/DH/kGJWJXPiEZgIO+0HCkBmJPwx/0NzAwPAftK0DpASE3zG8efj/Lr/499JM/iAPLpAQIfz3HwMzYgUQPtVrtn39z1sWEoqYDYBkRnx6qCRH51P5ITlrJJctVIq3UWNGQ4AwGJ0BIBxGoypGQ2A0BBgYGDo6OhgZGXft2jW60P/cuXMMDAyzKxdIMsggN0zxpxP8o87IeoUYRIQYRcDN3/tPGR7JMipChtXhJrxlePX4/4OfDD/kGBQliRukRzafGLYwg6gwoyjMDQ9lQF0R0LVZ8Kbze4a3T/4/+MbwRZZBifhAYAA1nP8xMmBZE4/pKhEGcRFG8TcMr0CzAf8fIM1IQBvfHxneP/n/4DPDRzmQG0hYswT3BaalaCKQGQlIgD/+fx98m7IsIwPTP4b/TOAVVZ8ZPj3+f/8X95uiFP6USJQt12hGoXF//foPOQsITRyTG+LFzcAwdfuKnm+sJUHBiG4ApspRkdEQGA2B0RAgEozOABAZUKPKhlsI0G0IbRgEHGTUn4GB4cGDBwO7InnAAxMyQpnlnk/hLlXiPfKK4flj0EH+TLKMiiIM4u8YXj/5//A7wzdZBkWSmt0QG4lv+ELUQ0jwKPj9vwz/ZRkVxBgkPzF8ePL/4WeGDzIMirg2PEA0YiX/MfzDs4gfqxbwjASoz/OL4acMg7wEo/R3hm+P/z94y/BKjkEJ15YJXEYxMDDg38KLS+M7hjeQPo80g7w4o9Q/hn+P/99/yfAsK54vJ4GPmxPf8ipcZpIqfujkj3f/ivMLK+jTD6fzDACdrSM18EfVj4bAcAKjMwDDKTZH/TIaAlQOAUjTHzLq39nZSWXTh5RxyE1/urX+GRgYICfkPGd4cu//racMjyBNf2zbA2gYmpBRcMhhnc8Znnxj+CLDoKAJu1GLdIvJuUhXmEFMmFEMvDDp/uv/Lz8zfJRmkDdjtGNlYCXdAeTc5MXAwACZmfnA8A50d8H/B38Z/kb48+QkSMlKEjWhQYY7MbXYmXMwMEyVnS3u786dU7JhdLUMZhCNioyGwGgIEAOIW4FIjEmjakZDYEiFAOQqgCHlZPo5djcYMDKCRjT///8PaWRAdr7SzxGDxiZwYOxOdc90c3P7/P/jd4Zv5DntP2jVODla3zO8ffv/1T+Gv5Cjdd4xvP7I8J4cgyjQ85Xhy/v/b78zfBNmFGVn4HjD8PItwyvyzCOn+Q+26TfD70//P3xh+CTIKMTLwP+K4fmr/8/AMnQlvv7/8pnhk7Mdm70lx+otXxau/vzs5V/yXPDx8z/yND598efspV/FuT6FqQKQril55hDUVVFRMcIn/QgG0aiC0RAYomB0CdAQjbhRZ1MaAqNzzVhDELkxAWn3w5VBpNAE4bLDkgHxco57oRiD5F+Gv38YfsOvlZVlVEC+VpYY7/9n+Id2/DxBXe8Z3j79//ALwycZ8KFAjAyM/xn+Pfn/8AnDAz4GATlGJV7U63UJGkiGgu8M3578f/CS4Rn4tjJ5FgZWJgamlwxPH/9/wMzALMOoKMogTpKx8Eu4iNf1n+E/5Gh/YQYxWUYFbgZeBgYGyGlF3xm+yTAoSDPKwTdIEG8sqSrBBw3dUdP4X5TG72TF8enLv3uP/sxb8Xnjrm9xITxJEbyKMqRNqn//+R/X7WC43Hbqws9J8z5dv/OrNEMgwo/79x+GF6//Llj1WUWfqBvEcBmLS5zOSyXpbB0uX4+Kj4bASACjHYCREMujfsQSApC23YhqzmIJBSQhSIBABLAGC0QBVimIruFEQjyb614Evw3qD8MfFgZQ8+4rw5cn4NXn4DuzFIhfzv6P4S8TcZtfGRgYPjC8e/r/4SeGj7Kg1i36Bb2Qa26fMjwUYRCXATWIeWgR+D8Zfjz5//A5w2MJBhkZRnkOBk4GBgZkX7xgePL4/wMWBlbw/gQCJ2/CXQgPSbgIfsaz/48eMdzjZeCXYVTgZxBEU/wedGjpg28MX2UY5KVJucmYJGe8Z3j78P9dHrGvpRn84C25IFfAm+/Xbv+et/Lz6i1fI/x5ksJ51JWIXZX07x8DE9HT8I+e/Zk079ParV/zk/nzkvmYQPNzDHAT3n34t2D1Z0lVat4gRv/T0kY7AKCENYpHQ4AuAFSf0cWiUUtGQ2A0BAZpCMAX+o/MQ/3RYgXW9C8WZRCHt/4ZGBggrX8GBgbIvV2fGD48/H/v2f/DcqDNuESdP0Pk0hfwyTYPPzG8B6+z10fuYMC38LIwsCgwqkgxyD75//D8/xMSDNLgBjpRp0+i+Rcr9zfDryf/Hz5leCjGIGnEaMnFwA1XhuwLCQYZCUaZ5/8f3/t/8wnDA1lGRWEGUbhKXAx4SOJSABeH3SzGosaoLYTDZEEGEUFGkfcMb0E37/5/IA3qL8khBxrcNDQGkTMGX8CH/PzgfFOQwp8WLYVsCAszuA3OwKClytpTI5QRyzd/5We3qBdBntxJ4Tx4rgBDNoQY9q/fDJPmfZw8/1OkP8+RDSj3Cv/49Z+LA+QMIQGmolT+n7+mzOrt4JcZ+BvEiPEXmprRa4DRAmSUOxoCNAWjHQCaBu+o4aMhMKhDAN70J+ZEETU1tRUrVgzjGQBI0z/PvVgE1PQnsKyFj0FAl9EIcvr7s/+PZRkViTiBHrnxjCVhfGR4//T/ow8M72QY5DUZdQlOF7AxsCsxqoG7AQ/O/D8mxSArw6jAxsCOxWiihf4y/AXtcGV4IMwgZsBozgNebINftySjrCSD7LP/j+78vw7pBggxiODXQlAWfL3AnX8M/+QZsd8shjZ+D7nCDHIy6VNQNwA0G4C/G0CwA/CT4cfj//dfMDzNiOXLSZDm5Qa1s5Fdzopaf6rIs7SWCWbE8s1b8dkn4aWTNWd2PJ+JHs6bgBkYGH7+JrwEaMn6Lz0zPuprs62bI26sg24apPUPdxU7G2N6NOgGsSXTOllFysPCRs8MhYfNKGM0BEZDAAWgFmAoUqOc0RAYzmDYN2fxRx5JTX/8Rg0D2d27d587d25h5TJhBjERUla0Q46FgZzU+YzhkRyjMp4hcDybgD8xfHj6/+E7hreyDArqjDpYb5kFhzP0/HswG0pwowgIPgABAABJREFUMHCqMGpKMsg+/f/g1P/DkIVJxI+yQ00BHc///8n/B48ZHggwCOkyGvMxCMCliGFIMcpJMcg9/f/w9v+rnAzcsoyKggzCxGhEUwM5Y+cLw2d5RmXkC8jQlKE3xsHSkG7AB4Z3kJuMwVd3yeEKTDzdg38Mf8FbDu6H+XLnJEjKS2OvKL/9gI6+gy2HErKSzPWFAhmxvPNWfonIfmVhyJ4Vz2dljL1XBroKgB2rV0Cm7Tnyo3Xy+9+/GVrLhbydQOuvQKLE4ZggHgaGqesXdP/hLkW+QYw43aOqRkNgNASGPxjdAzD843jUh7hCYGSuN4U3/Ukdy6f/gmBcEUdF8d27d4e6hUsxyuFpuIOPjf/DDN4AgMfq5/8fP2K4z8nALc+ohLlUHZfGzwwfn4Ca/q/BO1nl8TfcCZ6g/5nh06P/dz8xfJBmUJBhlMfTxkVzz9P/jx4z3OMBrbOXF2AQQpNF5hLcwvuf4f9T8DZlbgZeWUZF/KYhmwxebPPgPcMbWQYlWUYFZClMNvJWBExZyCaKx/8ffGH4JM0gJ80oj6sbgKkXsuXAwYY1O4HPCGPEHVn9t+//ufCe/f/h0795Kz/PWf5FR501M47P0ZIDWTse9pVbvyfN/Xj0zI+iNP7kcNCOZzyKv37/j/8Kgl2Hvn9hLgkk/QYxyJwYqQUFHqfil6KzdfgdMyo7GgLDHox2AIZ9FI96EGcIjLQOANlNf3gIDqcQgzT9pRnliVmvQuS9Uf8Z4IPogvKMypDDauChh8b4zPDp6f+HbxleSTPIyzCCTtdBU4DJJdjqhWj5yPD+0f97Xxk+y4LODpKHCOIinzM8efT/HicDlwyjAnFBQbgvBN4r/O8peBcBDwOfLKMi/h4R/KAh4qcviDxS6SPD+8f/70MuDZBmlEPuxWGa8JrhxYP/d2QV/lTmCLrYENtYxxWwcPFvP/7PWwHqBijIMmfG8rnb4xvLf/P+36R5Hxeu/pIWzZuXxI+57ghuLJzx+w8D2mIkuBQy4+iZn2/+FPkFkLAoiM4t8tGT2ZDja5Q9GgK0BqMdAFqH8Kj5gzcEhlNzFk8oQ2pxNze3Xbt2UTiYNzxCbPfu3WFuEdKMcoJEL1UnOPSOHP5/GH4//v/gKcND8N5cBcjhOcgKvoCb/m/ATX9pRjnijxMlsh8Cses9w5tH/+//ZPghy6iIdS0NeIvtPSYGJnlGZeIXPqEtvofYhYv8B9pRANpMzMvAL8eohLms6Bdot/GDZwyPJEEHDSmwMxDb7Ibvh8ZlNbI4pBvwCXR3GGg2ADLNghynH0B7iB9wiHwqyeAP80HseEY2hEL2n78MoNmAZZ9FhZkzYnl9XaA7tr//+M8J3sXLwMAwbdHnCXM+ujtw5iXxqypgX3eE6Qz4QUCYUpgiF679WrDqS2bRemKKAjq3yOlsHWbgjIqMhsCIAqMdgBEV3aOeRQmBYV/fQJr+ED8TU99DVOIhh3oHYPfu3eFukVKgpj9py9NJam5CAvAHw/fH/++/ZHgmAxrgV4Q0Or8wfH76/+FrhhfS4DMr2RjQ93RC9OIiSeoAQAx5w/Dq8f97fxn+yTIqwLcpv2Z48fD/3f8MDPKMSmIMkhCVRJIkdQAgZv5l+AM5U4ifQRByd8Efhj9MDExP/t9/zPCApieZQhwAIT8xfHj8/95H0Pooeci9AcwMLF8YPj/+f/8bx+v8ZP7MWAKLbSDmUEguXPNl1tLPXJyM6TG8IV7cf/8xMDMxrNvxrXPaB3ER5tIMflszYntBEJdg3YoAkcJF3r7/Z8Hqz3EZ6/AXC3QuIelsHa7AGRUfDYERAkY7ACMkoke9iSUEIO1j/FUgFm1DQQjiNYhLqejBodsBADf9o6QZ5Yhfkg4JPQrJLwyfH/2/85Hhgzyjypf/n14xPIcsSSfvrB6C6+9xuRa8TfkBEwODHKPyg/93/zL8kWNUkmCQxqUej/gfht8sDMSec49sDvgaNdBsgCCDsDCj6P3/t/kYBGQYFTCnBZB1UZ0N7gbc/8jwXopB7g/DnxcMT9KieXMS+Ph5iT6QH8lNX7/95+bCuYsXSSE6c/mmrzOXfPr/n6EiS2DRmi93Hv4uy+QP9abJ5AO63TD+s5egG8QUdXHeIEbnFvnQLV5gITpKj4bAUAKjHYChFFujbqVuCEBayVRsH1PXeeSZBl/oT4tD/encICAvBNB0QQJEhkFBllGR+J2gaIZQwv0Gujjs0WeGD38Z/sgyKmFdjUOk+WSMvsNNhhyR+Y3hKzsDhxyjIq5j9eHqacR4wfD00f97vxh+ijJISDPKE3PMKFaXIC/gwaoAj+A/hn+PQZMP91lYGFMieVMieUWFyGn9MzAwfPn2n4esDgADA8P9x6CLvTYdYhTn/ZEWzZsQSpPb3PCEA0TqyOmfL34WBYdg2RtA5xY5na2DeH+UHA2BEQuIXWU4YgNo1OOjITBUQgDS0t21axcxh/oPFU9R4s7du3dHukVLM8obMJo9/H/39P/DsgxK0oxEXdqFZi8ZS4AYGBi+MXx9+v/hS4Znkgyy2oyGX0GzAfeeMTyWY1REvmIMzS6qc2E3i32QZVDQZTR+9v/R7f/XOBm45RiV6Dkf8obh5YP/dxgYGBQZVfkYBJ79f3Th/0kxBklpRnluBvq1fZ+BDmu6a2fFOiFBnJGJYcr8T+Y+T5PB3QBxEWZSA5+81v/3H/8nzfs0bdEnPh19yUCTX69ftS06NWXBs9Qo3qRwXmJ29KK5k+BBQGjqIdxHz/5OmPMxvWB9lKsrRGSUHA2B0RAYOWB0BmDkxPWoT9FDYNicawlv+tN6NmOozJmAm/4x0oxyfAwC8FHz9wxvH/6/+4fhtxzpC9+JPH4HnsK+M3x7+v/hC4ankgwy0ozyHAyc8BFr8Nbb+6wMrHKMSsScugM3kwzGZ4ZPT/4/eAc6WFNBhlEBfioo5LSiJwwP+UBH9CjzMfCTYTjxWuCTD/KMypB1R5ATeH4y/Hj6/+EzhsfiDFLSjPLI9w0TNJyM7RDgQ37uSsv/rswWcLMDHcXz6cs/Ph6m81d/TZ7/ad/R75DZAAlREroBf/8yMJOgHOSthWu+9M78+FtYUdDUkkNcAiQExl/v3flw/hTH1xcpkbxJEbz4T/YE60AQRB4EhNDAwDBh7ifP0NX4Swx6DskPm9IYOZBH2aMhMJjB6AzAYI6dUbeNhgCBEIA3/UdH/SEhtXv37ii3WGlGOU1GPYgI/MJXyC1RrxieP/oPGoZXYFQWIPqmKjx3eEFsgZM/GL4/ATX9n0gwSBszWnEyQA97gTtDnEFKnFHq6f9Ht/5f4WHgw3o2Dtw0shlfQeuOHrxmeCHDoGDOaIu2ap+RgVGWURF8hfDDy//PgLfhyuM/tJQ8l3xm+Pj4/4OPDO9lGRR1GY3RDGFn4FBiVIdcH3bu/3EJBmlpRnl4iKEpxuASuFYZWT3kajA24U9N6fwRfohbillYQMv3DbXZ5vWIXLz+a87yz+a+z5IjQIuCpMSJatf//vOfmRlkCLJ1uNg7D35vm/zh6WceYVtfESVVNGXcSircSirfHt6fuuXUtEVPkyN5ksJ5hfiJWpvETJQqqIXrdnzTsV7eN4vAqP/Dhw87Ojqgekap0RAYDYFhB0ZnAIZdlI56iJQQoOcQFynuIqwW3vTHP4ZH2CBSVAzmGYDdu3dHu8VJM8rxMPAh+wky2IwswsDA8OT/w8cM9/kZ+OUZVYhp+BKz8/UHw/en/x8+Z3giziAtwyjHyYCyoRNzERFkJfoT8DE4soyKJI1/o3kHmQs+U//hS4anUgxyMozyBHcb/wYfxPmU4ZE4g5QMowLR7W9kO7GwvzF8ffIf2gORYVQguPsCc84Ei6GkC31l+PL4//0v7K/ykvmy41ASBgMDA+bKmUs3fs1d/nnDzm9J4bzJkbwyEgS6AZ+//uPlJtz6vnj916R5n/ad+idkbsOvZ4jmj/9/fjOyoOyr/v708YezJ389e5gcAeoGEJyUIPIgoDOXf02Y/bG2ZRMxhQadh+QHc9mCFl+j3FEwPMBoB2B4xOOoL8gMgSHXAYBUk1Q51J+MIIPYTkzrgQzDydaye/fuGLc4KRJ3lP5h+PP4//2nDA8lGWRkGRUJNpTxOI+SpSy/GH4++f/gGcNjSQZZWUYFCp3xBNQDeYzr/gE8XoBPXEgyyMowyhN/Hj+mmb8Yfj7+/+A5WT6C75qQYpCVpoIz7j9neJISCTrkR5C4oXSId67c/D1n+ef1O74mhIFmA2QlCXQDILqwki/f/J0079OSdV8EjMwETS2ZWFEa+lAtOE7y//Hi2YczJ78+uJsYxpsYziMvTf6M/au3/ybM+RifSeDcT6h7wNRoBwAcDKPEaAgMWzDaARi2UTvqMWJCYAgdawNpfEM8NVBNcIgbBsp2iN+RSXDTP56SXaTfGb49/n//NcMLWQZFWUZF+EIdZFvwsH8y/ASvYn9E4WZWyHj5K4bnsgyKxIyXoznpN8PvJ+Crx8QYJGUYFcieTIA7A3x3gQLawiE0SzG5f0HXfoGO9qfYGV+e/H/4iuE5kZMYaC75z/AfcshPoCdXdgKfijyZ7eZrt0HdgLXbvsaF8KRE8pLR/p684NOEOZ84lTUFTC3ZBATR3Ing/mdgwL2M6Ofrlx8vnvt842pUAE9SBC/xF4TBzZ+x5LOj3ypSsy2dOwBDqCiGB+woYzQEhjQY7QAM6egbdTylITDYWrRY/QNxJESK1FocootaJJ3bBHicvXv37li3BGlGOS5CB8hgrr3BNPYTw4eH/+9+Y/gqR/Qxnb/ATf+nDI/EwMdZErOOCNNeNJHPDB8f/r/7heGTLIOiNKM8mixWLrjN/eAJwwNhBjEZ0BwI+ioXrLrwC35h+PTo/90PDO9lGFC2DuPX9eT/g8cM9wUYhGQYFXipsav4K8PnJ7BL02QY5Ym8L/k5w+OH/+9ZWzLnJPCZ6bPjdzPyLby4VF6/A+oGrNn6NTaYJzmSV1EGvTsB2UmMpn311q9d0z9+ZpcWNLXglCFw8NT/P38YWdCNRTPw17s3Hy+e+3T1Uog3d1I4r7Ya+kwC5nImBgaGbfu/q5gsU1VVk5cnKjkhWwopduhW4Ix2AJADf5Q9GgJ0AAQKHTq4YNSK0RAYDQFcIQBf6E+LQ/1xWTrIxXfv3h3nlijFKKfKqEWMU/8x/CO4AJ2PQUCX0fgtw6uH/+++AB3TqSzMIAY3HO36LfCiedCFVqIMEgaM5kSeZE9MP4SXgV+H0eg9w1vQNuX/j2UZFSFn5sBdgswAn+Tz8AloJ4OQLqMxFa/T4mHg02I0/Ai+N/fU/0MyoEkJfM3H5wxPHv2/x8XArcmoR+S+amJCg5uBV51RR5pB7tH/e6f+H5YGXagsjzwpAT/fCRIskGNGJWV/T80W8HAAHfIDEaeQ1FRh7a0VSovmnbP8s0PI8+hA0GyAkhyi6mRlRRm9P3zqR/eMj1cfsQlZukupE5VE///9S7ADwCYkIuroJmBktvvi2TVx531duZLCeY10EDdJs6E648qt3xPmfCyt2ejiQmCzL4XhM6p9NARGQ2CIgtEZgCEacaPOpk4I0HmUi3hHw5v+dBuBI8ZtAzsDAG76J0mD9tdCj9Yhxs1ozUSCWuDNWXlGZUirGn7i5G+G30//g5r+ZAy3w48BJegAiILXDC8f/7/HyMAgy6gkwiAOEYSTT/8/esxwj4eBT4ZRgaZn+UN6Iz8ZvsswKEoxysIdAGG8Znjx8P9dRgYGeUYVTEdC1GAliekAIGsEnyZ07wPDe0g3gJkB1P6Gx8tHhveP/99nEfpYlMYfHYCy9xrZEEz25y//eHkIb+GFa7x1//fc5Z9XbPoaGQDqBkAWF8GP4Lz94M+keR837/0laGYpaGwO10V1xp8vnz9ePPfx4llbU7bsBD4LQ9BEB3wfwaev/yfM/hietJbCooPOQ/JDbjsW1aN11MDREKAzGO0A0DnAR60bXCEwsC1arGExOJv+cKcOSD29e/fueLckyIH6cJfQjgFfRC7KICHLqMjBwPGX4e/T/4/AK21EpRnlyVjiAm+tkuTsF6DB9fvsDBzyjMo8DHwsDCzPGZ48/n+fg4FThlGB1tcIwJ36luHVo//3wTcZK4ozSDEwMLxjeAO50FeeURkiAldMDIPU7hDEzE/gSYlPDB+lGeSlGeUZGRh/gLdwfGJ7lZvEl5PAhzIUD9FDA/LOwz9zln9evuFLhB93SiSvqiLr56//J837OGvpZ35dQ0FTS2YuEjqoZDvw7/dvoG7AhbPm+kxZcXwm+uxcHIwLVn+xdF9JYdMf4qTRDgAkHEbJ0RAYrgA0jjJc/Tbqr9EQGFohAG/6jx7qD4+43bt3J7glSzHKKTNqwAVpzWBkYJRjVJJgkH78//7Z/8dkGBSeMjwUYhDVZTSh4M4sEs6th3tQgkFGglHmyf8H1/9fEmEU//D/LRMDkxKjGknD7XDTyGYIM4gJM4q9ZngBOTeJnYHzM8MHsq9VZmBgIP5eBWQ38zEIaDMaQcb7n/1/JMkg85jhQVI4b06ClLAgCQP5yGaSwVaRZ+moEEyLAi0Kcol8kZPIt2DV5//iKjLhAeyi6HM1RJqPeRIoQY3MnFxCFjYCRmY3L55NKDtroP6ps2+zpTsDVVr/BG2nroLROweoG56jpo2GADGAfoUmMa4ZVTMaAnQOAXl5+YqKCjpbimnd7t27GRlBw5f///8fivU3po8oF9m9e7cgo3CgW7AgozAHA5lLuv8w/CHbJcwMLKwMbEwMTF8YPjMxMPMy8FPQ+mcgp/kPczo7IycbA+vP/99/MvzgYxCgyoZjmNkk0FwMPNwMvN8Zvn1j+MrOwMnBSGakgK0kPzz4GAT4GAT/MvxVtXrBz8skKszExzsAFZmSHIuNKYecFMvsvbxfvv5nYmNnYKTAGUxknjTKxMbGraLOKafQ3rPZ2dmViqVHRUUFGVuHwZE7SoyGwGgIDAEwOgMwBCJp1InDNQQgOxAgh/oPlVH/jo6Ohw8f0rRlsHv37kS3VGlGOR1Go2f/H938f4UPdGOXKjehA38w0wmpx3pCTPjH8O8p6KawBwIMgtqMhnwMAh8Y3oH2B/9/IseoJMYgCVFGEskCXrZOkhYGBoa3DK8f/7/3i+GXHKOSKIPEH4bfj/8/OPv/mBSDnCyjApEH45BqKab6nww/Hv9/8ILhiRSDnBmjLSMD06v/z+/8v/6U4aEcoyKRG38xjSVD5DnDk4f/71qaM3cniFoYsh848WPy/E+zl33JiOVNi+IFd6JJM5XIm7zQDD135dekeR8Pnmfkd7QXNdb/+/7j5xNnn6xYyKuhza9vzC6K2EGOphEXl5GJnM7D/79/3586trK92XXJXFwmj4qPhsBoCIyGAFYwugcAa7CMCo6gEKDzUldIyEKa/hA2FQftIAbSlKRpcO3evTvJLU2aUQ65afuX4c+j//eeMjySYpCTY1QiqSVN6mZTSNP/CcNDPgYBaUY5yP5a+F3CrxieP/p/j4WBVZ5RWZBBmKbh/J7h7dP/D78wfJYD7b4FnSMJ30XwleHLk//33zK8lmFQIOPuApKc/Yfhz5P/958wPES+Jxi+r/rJf9AJpDwMfHKMSpAN0yQZTpLiNwyvHvy/LS7zuyJLwMsJNPnw9x8DM7jZvPfoj8nzPz5+9jczjjclgpckY4k5CRTZwGcvQRd7Ld/4hc/GnM/OgoEZMXL/98PHzyfOfTl9nlddi9/AmKTlQMScBIrsDAYGhk/XLi+tKKZd6UHP3T6Q8pB2fkELulHuaAiMAgYGsgalRgNuNARGQ4DsEIBUdRDtoxUeJBwYGBh2796d7JYmxSivwKgCEYQfvsnMwKLIqCbOIPXg/50z/4+QtPSc+BmA/wz/n/5/+IThAS8DP/g4SyGIMxgYGP4x/Ie08sQYJMUYJZ/+f3jz/2Ve0KSECg8Dac1NuJl4GB8Z3j/9//AjaJG9gg6jEVwlaIkYmMPNwKPOqPuR4cOj/3ef/X8M7yGAJakGwMeMgo72F2IQMWA042FA3DAAd4kMo4Ikg+yT/w+u/D8nwCAkB9qpTJMAefz/PpPAh5o0/tggEbgPf/z8z80JcouzNYezNcfOQ9+nzv80e+nnzDi+hFAeuDL8DOInDf79Z5g079PEuR85dbUlcyyYBfnRTGYW4BfwcOS1NAbNBqxczKOmKWBgzC4mgaYMK5eYk0DhGr8/eZRnaWzkR8PW/+iifHhojzJGQ2C4gtEZgOEas6P+IjYEIC1yOrTF4Xt8h/Sh/lQPLnDTP12aUQ75iHdws/sfEwN4gBcpJt8zvH3w/84/hn/y2A7HRFJIGvMJqOl/n4eBT5pRHnNoH94VgRv6l+HvY9C4+AMJBhlZRgV2Bg64FCWMzwyfnv5/8JbhNfg+YHkmBki/A2ok1pNz3jG8fvj/3l+GP2SvTYKajko9///4IeiYUV6sx4xiBgj8bgRxBilpRnmyryJGdQXDN4avj//ff8/yMg98yA9kvB+uBuvg/bb936cs+Pj+4/+sON7YIGK7AXAzcTFWbPraPePjFwEZPlsLNjlpNGX/f/1iZEMcyc/AwPD30+cvJ85+PnmOR1WD38CEQ5yobgCasZjc358/vT91bO3EPlqXV3Q+Ho2m84qYwTgqMhoCo2B0BmA0DYyGAD1CAN70HyoL/ekRKOBR/xS3DGlGOXlGZUwbMVv/DAwMggzCgozCLxie3vt/8znDEwVGFfwncmJtNCPbBT5Q/z54TF1HkAExuoysBnLqPKoIswKjCuSYoNOgSQlFOUZFRozuCrIW/OyvDF+e/n/4iuG5DIOCOaMdWl8Ij14hBlEhRtFXDM/B5/M8kmNUEmYQxaOeoNQrhucP/99lYmBSZdTCbRRo3B3ZKFYGNkVGVSnwbMC5/8clGWRkKOsX/Wb49fj/g2cMjxJCebMTpMSE0buCoEb2v/8MDOgu8XLk9HLk3Lzn25QFn2Yu+ZwVzxflj+9mgP//GfBPAhw48aNnxsfrzzn4ndxFdIg9ioqZj5ffzYHHwuTLybNPVy/hVlASMLHkkCBn9wg8nN+fPr6iud5t4axz584N6UEEuI9GGaMhMBoCAwhGNwEPYOCPWj38Q2C06Y81jnfv3p3qlinFCFrTj1UBfkEJBmlxRqlH/+9d/H9agkFajlGJjQF0FxKmLjzHTT4D3aV1n4uBR41Rm7wD9TkYOFUZtcQZpB/+v3vq/2E5BiVJjKuyIE6CL5qHcJHJ7wzfnv5/+ILhqRSDrBmjLS6PMICauuiNXbg5kLVJz/4/vvP/+jMGUDeAn0EQLksk4y3Da/Dsyh95RhXyNjqzM3AoM2qAuwEPT/8/Arm0C3k7B5Euefz//iOGez6unPMTJDSUWXHp+vsXlwyDrwuXrwvX+p3fpoG6AZ+y4/nCfLB3A75+/8/DhT1gb9z9PWnep22HfvHZW0mEmuC0jIEBbfgfrpKZj4ff1Z7XwuTzybNP1y7jllcUMLHgkABdpABXA2f8+/2biRW7Zz/fur6kJN91cjdkZU5ERMStW7cYGRl37dpFo6mAW7duGRkhlp/BHTnKGA2B0RAYNmB0CdCwicpRj5AZAjSa7IY3/WlUQ5PpW4q1UbgECNz0z5JmlMM6wI/sOoKD9wwMDD8Yvj/+f/8Vw3M5BiVZRkVk7RD2H4bfmKPpz/4/fsxwn5OBS5pRHvcgN8QAYsm3DK8f/b/7n+G/HLa1SfD9u8jG/WT4+RQ0yP1YgkFahlGB4FGnxGxohi/cF2AQkmdUJvLA0I8M75/8f/CZ4ZMcgxLmdb/IboawsXoHIgUnvzB8fvT/7geGd+BugAIz6nImuDI0xguGpw//3zUzZcpJ4LMyxt6pQ9NCkLtm29epCz8xMjJkx/MHe6Jf0fXt+38u8EYCZHM+fP43ae6nuSs+85gb8dlaMHESWuL17z8DE/ZeBNzYf1++fj557suJs5yy8oImFhySGOuI/v3DPAvox4tn708d3zBnJqQYQSusaFfIUJjN4b4mkkHPDcdEOmlU2WgIDHsw2gEY9lE86kHCIUDd6od2tTJhn9BeBVoThHgLd+/eneaWBbnAlRhdeEbN0bR/Yvjw4P+dnww/5BiV8N9KC7lGl5mBRYFRWZiBqLMaiXcGAwPDC4anj/7f42DglGdURh6D/8fwF3lB/2+G309B5+c8FGOQlAGtmKfaUnVIyPxm+P3k//2nDI8kGKRlGRXxbFH4wvD5CXjXgRyDogyjApF7ptG8A7EUK/kJtFP53heGTzIMCjKMCshq0AL2LeiQnzuiUr/Ks/h9XNCb6cgayWOv3Px12sJPbGyM2Ql8AW4I8z99+cfHg7K+aNayz32zPzIoqPLZWrCKY18VhuYG4s/w+ff1G7QbIC0rYGLBKSWDZhSc+/fbt3enj63p7YI0/SHiWHMfLQocOi/Kp24JDAmrUXI0BEZDAD8YXQKEP3xGZUdDgNgQgIyZDa1D/Yn1G2Xqdu/ene6WLcUoh9YExG8q8cd98jEI6DGavGZ4ATqqn+GpPKMy5PhOZPNfMDx59P8+MwMLqdfoEhjXRbaDgUGCQVqCEXR/8NX/54UZxGQZFWHbYaHG/GX4C75h4L4wgxja0TqoJlHEY2VgVWRUk2SQffz//un/R2QY5GUYFdHCEzJ58pLhmTSDvDmjLeY8CV4XQL2DVw1Iko9BQIfR6APDO9BBrv8fyYKONJUFSYBWNEFohk8MHx7/v8/A/74ylT8+hFaHq4b7cof7ci/d8LVn+scZiz/lxPNBuhnIrf9Nu791TP34ilGIPyCAQwXLhBLUxRgU8Wf4MHFz8TvZ8FoYfzl59vmmNZxSMgLG5pzSoDBB7kV8OH9meX2V69ypGFZhEXB1df3//z/kMkHaLQrCYjGVhCDrmqhk2KgxoyEwGgLEgtEOALEhNaqOniHw////xYsXl5SUvH79GmIvBwdHYWFhZWUlLy/1zxmk8HIrSNMf4s7Rbb6QcICQ4KZ/jjSjnDSjPESEdqQog4Qoo8ST/w+u/b8ozCAK3hjAxszA8oLh6eP/95gYmBUZ1UQZxEl1AJGD4sjGyjIqQvYHn/t/XBp0Y5ciMwML5JjRxwz3+RkEdRmNaX1qPgMDA2SLgiSDzMP/d0//PyzDoCgLGoP//xt8tD9kfsCE0Zrg0iNkr5HHFmAQEmAUglxq9vT/Q0j4MDAwfgcd8vPgLfOL3ES+nARpVtpXR9EB3NEB3IvWfmmZ/HH64s85CXyejqArBU5d/Dlp3qejlxn5nRzFDXVJ9SYTO2mrlZi4OPkcbUBbhE+cfb55LaektICJBbuIGCMLy9e7txcVZquV5GC9aw/P0ny0boCamhpWE0j12qj60RAYDYHhCkaXAA3XmB0y/vr48SM/P/qJ2nZ2docPH8b0AzMz86pVq4KCgjClKBEhe74buemPPFNPiWMGv16C8/WQYMlwyyVmQTlW/xKzyhyrRgYGht8Mvx79v/+c4bE8o/KL/0+ZGBjlGJVFGcg8h5GYlfe4XPKV4cvD/3c+MryXY1B6zPCAhwH7qZq4tFNRHDIG/4PhuzSj3IP/d8CzEwpE7hDAdAb8ZjRMKYIirxlegMb7GRhEGcUf/r8XF8KTncAnIYJy4ClBQ+AKyLvHF6J9/qov0xd9khBjVldiXbX1G5+tBZ+tBcGl/BC9VCT///j5+cTZzyfOcIhLMbGxr58xFU9JAslZeBRAHLZ7927ISUERERHkdQPILhIhDiCJxLquiSQTRhWPhsBoCJABRjsAZATaqBZqhoCfn9/t27fXr1+voQE9Yu/SpUsGBgaQoXReXl4fHx8+Pr4jR45cvXoVYvHWrVu9vLwgbKqQRFaryHbB192OwPP48HQAICHp6eYpx6BEyag/JU1MBgYG8FmW91gYWH4y/JBnVJZkwLnSGjlOacGGLD1iZWD9Az6qH/8WBVo4AG7ms/+PHjHc42Lg/g1yiSLZPSIGBgZKOkUMDAxP/j94xHBPW5Pl79//eYn8kDF4uDtJYnz78Z+Lg9j1SGgm//7DMGnex0nzPhlqs139KMxnY8GhSsKyHzTT/v34ycRB2jwA3IT/v359Onh8bVM7MS174gscSMOagYGBjG4AnjwOdza1GJBCg6DfqWXdqDmjITAaAhBA+zlXiD2j5GgI4AgBPz+/1NRUTU1NPj6+d+/eMTMz37t3D9L65+Dg+PTpE1zf2bNnTUxAh/FFR0e/f/8eLk5nBrzpD3EknW0ftNZBavFM9zxJBhlNRr37/++8/P9MnlGFvGN2yD5T/xXD80f/7/1nYJBnVBJjkAQfznPnBcMTeUZlIcoOyCc15MGdENCB+pBdB68ZXjz6f+8ZeF6CvFNHSXUAXP1LhmeP/t9lZWBTY9QRZBB+xfD8wf87TxkeyTMq4br6AK4XK4PsDsBL0CE/94yNGVoTRMwN2Zeu/1LX837W0k95yfyOloRO2sHmFBYyZw4Ylq7/0jPjo54W27rZ4lpqrAtXf5mxeNProxK8tuYcyiiblbFZi0WMkZlMp3w9c3FlYblrx2QshmIInTt3LiIiAkMYu4C8vHx5eTkl3QDs5o6KjobAaAgMCzA6AzAsonEog9evX4uJIc5jsba2Xrp0qYICqA5ua2urrKxE9lxMTMzSpUtB18T++8eI//4eZG2E2JDGK8EhKHjTn6BKQhYObXm00UFI6GW550swgE42hLcOnzM8efj/Li8DnyKjKhcDaQfdwA0hPqTALey7/8AHcUIG2uGGPPv/+BEDyCUKjKrcDKTtIYEbQrxL3jC8fAi6rvi/PKMy5EB9uCGQYXgeBj550BVmfMSbSd64O+RonX8M/xVgi6DgLoHsReZh4JNjVOZjQF+Dh99hcEPwK0OWBV8ycFtY6ldZJr+/K+gQnt+/GVhZGf4zMMxY/Hnaok/aaqwFKfwWhqQNov/+w0DqzoG9R3+0Tnr/6zdDZbaAtzNoAwDEkF9/GGYv/TRj8eefwlJ8thbsinLI7ifM/vuPAe2mYkJ6ftx9UKJvbmRoSHx5QvbKHFK7AWh5nJBXKJIn21MU2TqqeTQERjwYnQEY8UlgoANAVFT0////JiYmZ8+eZWBgOHr0KKT1z8DAsGnTJrQOgLQ0qInJwMBw8OBBBwcHarldTU1txYoVeKpheNN/dNSfgYEBvmca0vTPdi8QZ5CCtP5BfTOGf5BD3yUZZMQYJR/9v3vu/wkZBnk5RmWCZ//DIxS8BIjYIdXXDC8f/b/7j+GvLKMS3BnILWYpRllxBqnH/++d/39SikFWllGJlQH7jUtwB8AZJDV234FuA7j/i+GnHGgfMPK6I+idtVKMchIM0o/+37/4/xTBMzrhbiCD8YHh3ZP/D74yfJFjVMK6AkqaUV6SQebx/weX/58RZZCQYVSAHVhE2DaS1tx8Yvj4+P/9f7zvylP5E8MQh/ywgGOAkYEhM5Y3PpRn5pLPcfmvLU04ClP4DLTYCDsCrIKk1v/VW78nzft45NSPojT+5AhEPxBiCBsLQ3Y8X1IE76yln2cuWfdJTIbPzoJdHjkSwVbiIkhp/f95+/7ToeMb+ibhKXNw2UOeOEmzAaPH8pAXyKO6RkNgaIHRGYChFV/D2bVv376Njo7euXMnsifnzp2blJQEEXn37p2UlNTPnz8ZGBjOnz9vYGAAEacKiWvEC970p1tVTRXv0NSQzs5OBgYGIyOjHPdCyAg3fuu+Mny+///2V4Yv8ozKyA10PLrQDonHpRI81n73L8NfjAY3SMdfhj/MDChjHN8Zvj76f/8dw2tZBiUZ4g4mInI78geGt0/+P/zC8FkOdNIl+uAx5qVm8FM4ZUGH8ygS0zUCd4pQTqwHeRIDf2b49OT/g/cMbyFH+6PJYxryi+HnE/B9ZJKgrpECnquI0YwiyP3O8O3x//uvGZ/nJvJlJ/BxsBHoOLz7+G/G4k8zl3wO8uTOiOVVVwJ3EQhaQ4SCtx/+TZr3acGqz6nRvHlJ/HzcKC7585cBbSnRl2//Zy0FuYRBWp7PzpxNFjrugMeq/79/M+K4xxdF17//nw4dX1PbRF55QpXBcoKzARAF5eXlKC6nGYcqnqKZ60YNHg2BYQtGOwDDNmqHqMf+/v1rZmYGOcIC7gVlZeW3b99++PABIsLLy4u8NwAiSCoJOSgjAnZKBloH4OHDh7du3YIc6k9eVU2qe4aKeki4zatcTEzTH9lTbxhePfx/h5mBRZFRFfmSLGQ1xLPBi1vu/mX4I8uoiHWEG49RHxjePfh/5y9oL6wSwb2wBLsinxg+PPn/4CPDe1kGRVzXnOHqRXxm+Pjw/11wt4HwFbyYvQg0P0Ia3K8YnsswKMgyKqB1fiCKcRnyjeHrk/8PXjO8gOhFvrYMopEk8g/Dn8egm8gexgSBDvmREiN2MoeBgeHpy78zF39auOZLVCBPRgyvvDRKFw7NGb9+M7AR6iZMX/y5f85HNzvOvCQ+NUUsqn/++s+OrXPy4fO/2aDZgM/MCvJ8tpZsMpJotiNz///6zUjIKd8uXl2RU0xJeYJWTCE7gFQ2pJWPdYswRIpuHQAqeorUQBhVPxoCIxmMdgBGcuwPXr+/fPnSy8sLrRsAcS43N/e1a9fk5NAHWSGyJJGQes7IyMjV1RVeCUGWtZw7dw4iTpKBw1sxJGRy3YvwNJoxB93RwuTJ/wcPGe6KMUjKMSrhuqH2D8NvFtxLdN4yvH76/+F3hm/It0qh2UIM9yXDs4f/73IwcCmAFsELEKMFTc0X8Fj7W9B8AqjpD1n4hKYGwsUfLO8YXj/8f+8fwz85RiU8NxXguX8XaRRfRoZRAVfAQhZo4ZltgHVIPkE6MxDHk0qCD/m57+7InpPAp6OOpcENMRD/mvm7D//MWPJp1eavyRG8GbG8YsLYuxC42u4QK9bv/NY59YOYCHNJBr+dGc5Nxl+//efmQpkTgGiHkG8//Ju19PPspZ/YNdV5LUxYpUi+SoKBgeHnwyefDh3fPGsuJa1/BgYGeDEFcRvlJKQMROsGQHI6hU4l3m1U9xTxVo+qHA2BkQxGOwAjOfYHu99//fpVUVGxc+fOx48fMzAwyMrK+vj4dHR0UHH7LwMDA2RIGxIWRkZGEAbdKj+IdYOchDQI8tyLRQhdpEXMivlfDD8f/r/3iuGZHIOSLCOWgxdxjZe/AzX9H31j+AJu+hPoAeLvRcAD/NH/e48Z7uPvkMAVwxnfGL48+f8QPNYuL82oQHBHAcFpBAYGBvBZPffYGDjkGZUwbzJmYGDAGiz/GP4+/v/gCcMDEQZxWdA6fgKbrYmJoPcMbx/+v/ub4Zcco6I4eGM33OP4GZA+laEhQ04Cn505zgY3xJAfP/9zsONsdkPUXLn1e+biT9v2fUuP5cuI4ePjQVf/7ft/Lk50QQYGhuPnQBd73b7/uyyTP8yHG2IaJeSrt39B3YBln7l0NXktjFklEOcW4Df276fPnw4dX9/ZR5UihUZtZbRuACS/U8XB+AOHgYEBYjXdZhsIumdUwWgIjBww2gEYOXE96lOcIdDZ2VlRUdHR0TE66o8WRpCmQJ57iQgDsS0eNBNwcT8yvH/w/85vhl8KjCpo/QrMRup7hjdP/j/8Cm76SzMSaPpDbMTaXIZIoZE/GX48+n//JcNTOQYlOUYlNFk07g+G70/+P3jB8FSKQVaGkZor5iEWPf7/4DHDfWEGEVlGRbSjkzB99PT/w0egq4UFZBgViLxaGDNsIfZikpAbuxgZGGQZlQnG/juGN/f/3xaS+FmayR/oDjrkB9NANJFfv/+zsWJpu6MpY2BgOHPp14Q5H89d+ZUZy5sRywfZswtRhnkR2P3HfybN+7Rp97f8ZL68RNLOWYKYiYd89urv7KWf5638zK2nxWNpwiomgkcxAwPD5yOnVlfWUaslTeu2MsR8iI/gayMhXNqREEtHOwC0C+FRk0dDABcY7QDgCplR8cEYAr9+/Xr27BnEZfDDgiBc8kj4Hl8GBgY3NzcGBoYHDx6Qd3cmeQ4YtLp2794d4hYmzShP0kH+uJaY4/ImeMz4DhcDjwKjCg8Dlubae4a3T0Gba0lelEKqSz4xfHj4/+53hm/yjMqQU0QZGBiQR+7hy2wkGKSlGeU5GYhq5uLyOB7x3wy/H/+//4zhEfjAIkVWBuiROMjriF4wPH30/x4nA6cMo6IgA+JoHTzGQqSI7wBA1D9nePL4/30OBk45HPMSn8GH/PzmeVuYgnK0DkQ7HpKYGQBk7UdO/5g459Odh3+y4nlTIxFn+MDVfP/5f9K8T9MWfooO5MlL4pMQxb5qCK6ebMbj539nLf20aM0XbgMdXksTFhEhiFH/f/1iZING1verN5dn5KupqVGxMKFPW/nhw4cKCgodHR306QPQx1OQCBolR0NgNASQwWgHADk0RtmDPQTev38vJASrbv//p8S58KY/ZHwOMtTt6uoKOeKGPpUfJe6nnd7du3eHuoVLM8qRcXMWciOVSBf+Z/j/8P/dJwwPpBjk5BiVWBhYII3UDwzvnv5/+JnhowyDAq7NtURaQbwyyImizAws8ozKggzCkEH3Pwy/n/x/+IThgRiDpAyjPNrAPPGGk6TyG8PXx//vv2V4BTkmCN4becPw8sH/Owygm85U8GwYwGUXJGxxyeISfwKal3jAx8Avz6gM76fBDzLKSQAd8kPqjby4Vu/gcgNEfPfh75PmfXr97l9OAm9MIGK908I1X3pnfjTRZ89LIuEUUYiZDAwMHz//4+clfMISXD1opODJn1lLPy9d/4XbSI/X0phFSBDSAfj17MWng8c3TZsJKViQtVDIpltbubOz08jICLIFi9YlIbzgpTBwRrWPhsBoCJAKRjsApIbYqPoBDgH4BgCyj+SHDHHt2rULuYZGrlwhbFrXfAMcjtis3717d5hbhBSo6S+CTZ6GYt8Yvj74f/sTwwc5BmVuRp4n/x98AjX95WUY5cm+FZhs54KX1twTYhCRY1R+/f8FeE2OqAyjArztS7bJpGr8yPD+4f+7Pxi+Q/ZMP/n/4DvDNznU6w5IMpO8DgCk+/EEvNlAnEFKnlH52f/HTxgeRAbw5CTwyUiQM9b+5es/Hm7S2txwn27e823yvE+//vzPSeDj42Fqm/zh33+GqhwBDwfQxV5wZcQzvn7/z41tLwFBE+48/DN76acVm77ymOjz2Zh/OnpqXWsXcsFC0ATiFUDKJTqsloGfywmxEW2LMPEOJkYl3C5iFI+qGQ2B0RCgIhjtAFAxMEeNokcI7Nmz58uXLwwMDAEBAeTZ9/DhQ8x5eUhVR4fKlTw301oXuOkfKc0oR9J6EjRXEbnvFk0XMvcdw5uH/2//YfgLWWaD57waZF1Y2WS3dCGm/WH4/ej/vWcMj4UYRIhfYQ/Ri0YiryNCkyKS+wZ009m9Hww/5BmUpIm7vgCXyRQGy0+GH4//33/F8NzVHnTIj54mdMULLuvwiH/68o+Ph8wOAMTYVVu+Tpn/6fW7v+VZAgmhiNkAiCxJJPEbErAae/Pe71lLP5vY1tK0AKHbYDnaVmNI2UijbsBoBwBrihoVHAV0AKMdADoE8qgVQyME0Kq9oeFoil25e/fucLdIOUalh//vfmP4qsCoQuoB/3An4DmnEq4GFwN8mv7DDwxvZRgUWBhYHjJABuCVyF5qD1m9g8s6/OLP/j96xHCfh4FXnlHp0f/7nxk+yjEoSzHK4teFS5aMZVFwo8DH899/zfBShkGBlYHtEcM9sKuUeRn44WpIYmBeBEa89lcMzx/+v6Oh+b+mQHDh6s+7Dn7PTuDLiuMjdPw98TYQq/LV27+T5n1avPYLn6UZi5Dgx4NHdeV/5SXxO1sTOHoIlwX4zyTFpQsivvvwdwWDZWfOnmNgYBiWHQCIN2nUDRjtAECCd5QcDQH6g9EOAP3DfNRGfCFw6dKlU6dOPXr06NevX2jqeHh4lJSUrKysqLL9F81wWpyxjWnFoBLZvXt3hFuUNKMcP4MQpO3+iuHFw/93OBi4FBlVeRiw7LOkhfs/MXx4+v/RO4bXMgwKMozy/xkYWBhYfoMH4J8zPJZlUJRnVCbDXvLG3SGba9kY2OUYFeFbIMDzEnf+M/yXZ1QWJv00JPK6Ij8Zfjz5/+A5wxPk44b+Mfx7/P/+Y4b74gxSsoyKHAwkr3ghrwPwHjQzc5dX/HtpBn+wJ9fvPwysLKCjNvtmf7zz4E9uAl9SOEUD8CTF75QFnybM+cSmocFnbcEiJARZef/55OlPx0+ZavwvSOG3MmYnyUCyFd+897t/9qfCyg2urq6Q9vEw6ADg9whEloqzASNz2IXsJDeqcTQEqAhGOwBUDMxRoygKgS9fvigoKLx9+5agKRwcHC9evODnJ3MQFJf5I2csavfu3ZFu0VKgpr8gJDTgq3fgW3JlGOTlGJUpWYQDMRkP+Znh49P/D9+Cm/7SjPIsDKA7X5Gby58ZPj74f+cHw3d5RmWy5yXwOABZCjy8fZeJgVEe6VhS5AUzzxmePPp/l5uBF9eBRcimIbNJPY/oL+gaXdDR/mIMkrKMCpwM6MfYQ9bhvGB4Cr61VxHPBWTIzoCwSXXMZ9BlZ/d/cr0pSOFPjYL2CZEXzOw69H3CnI9fvv7PS+YL8UJ3KsRSapFrtn3tmvbxA7cUv7UFuzz0NNj/f/4wsoBSzv+/fz4fB3UD7ExYClL4jXRIWJ708xcDOwnKGb7/+N8/51Nw3Br4cn9Iy5imHQD6FFDEeASihirdgNEOALVyx6g5oyFAKgCVm6TqGVU/GgJUD4GfP3+qqKgQ0/pnYGD48eOHgIDAyZMnzczMqO6S4W0guOkfI80op8moj+xTFtjNu4wMjAqMKqIMEvf/3zrz/yhJK4Ig0wjIxuJig+/QffiW4ZU0g7wZox3yRVrIXQ5eBn5dRuPXDC8e/L/zguGpAqMKkafd47IXq/gbhpcP/9/9x/APs5uB3AGQZJARZ5R69P/ehf+nJBlk5BiV4Ad0YjUWLsjIQNRp9xD1kGt0BRmE9BnNeLGdi8rAwMDOwKHCqCnBIP3w/53T/w/LgjYGQFvDEEOoQoIP+XnwkuFpVhxfdoI0D9Jducjnb7nZcbrZca7Z+nXS3E/zVnwuSOF3syN5XoKgg4+c/jlp3sczd1gFHNzEdLRQ1MNcw8jMwmdjyWNieP7E6cDU0wFunBmxfJoqOK8iRjYEfKIAsdG0dP0XE+eVMxa7Iptw69Yt+DWCyOLDki0vL19eXg7pBlRUVKAdqEC8lx8+fNjR0UG8+lGVoyEwGgJUBBTtwaKiO0aNGuEhwM7O/vLlSwYGBk5Ozj179vzHAf7+/VtUVAQJK3NzcwiDWqSRkdGtW7eoZdpgM2f37t2ijBKl7tWajHpozei/DH/RXMvNwKPDaKTIqPrw/93L/89+YfiEpgAr9x/DP6ziyIJfGD7f/H/lwv9THAwcZoy2CowqyK1/0EIsjOayKIOEKaONAIPQpf9n7vy/8ZsBfW0YsvkQ9h+GPxAGfvIdw+sL/0/d+39LmlHOlNEGc5LhPwPKUbNMDEwKjCrGjFZ/Gf6e/n/kyf8H+M0nSfY5w5OT/w+9Z3irxaivyaiPq/UPN5OHgU+b0UidUecVw/Oz/4+9ZngBl6KQ8Zfh74P/d878P+rg9+HwOsnyLH7k1j8DAwOsyY2wJ8Sb+9BayRBvnvL292GZr06c+4mQo4x15+GfvPq3MYVvb/CbSeWkc6G1/hkYIMP/cEuYODj4HWylstP2vlX3iHlR0f7+/hPCieHPH5SIhpuGxjh86seaI9kmzivhA/9oCkYUF9INAPedGBgZGSF7lEdUCIx6djQEhjQYnQEY0tE3DB3f2Njo7OyMy2NMTEy9vb08PDxNTU0MDAyHDh2ys7PDpXhUHBICu3fvjnaLlWKU12DUhYigkbjWkIgySIgySjz8f/fC/1PSDPLyhFYEwacR0MyHcL8yfH76/+ErhhfgUX9bNgbsC7WRB90hGiGkHKOSGIPko//3Tv8/SvAwHIKD7h8Y3j35/+ALwyc5BiUp3FcLo3UAIC7hZOBSY9QWZ5ACzUv8fyoHWp4kAZHCShJ0DHiKA7T6SJlRg+Cdu2hWCDKICDKKvGR49uD/nWcMj+UZlQUYoBdloKkkkvsUtAH6npMd69QEcQMt7MtiMDsAEMOTwnlignimLfoUm//azZ4zK55PW5WoAXiIdjTyy7f/k+Z9nLnkM4+xgVSWBRM3jvVFjFhG7pl5eQRcnXhMDDedOL085HJiOG9GDC+eq8EIHkj68Omf/jmfMgvXR7uiDPyjuXkYcMmYynB1df3////u3bsZGRnJng0YBkE36oXREBhaYHQGYGjF1/B3LRMT4TTp6ekJCYidO3dCGFQh1dTUIHffUMW0wWDI7t27xRgly9xr1Bl18YwoY23mwt0vz6hsxGjxjeHz6f9HXjJAr2GGy8IZf3EPun9l+HLr/9Xz/0+yMLCZMdoqMqriav0zMDDgmUbgYOBUY9TWYtR/xfDi3P/jbxlew21HYyCvI0KT+sTw4dr/C9f/XxRgEDJntMfT+mcAb0dG0w7n8jMI6jOagk9PunPp/5mPDO/hUsQz3jG8ufD/1IP/t+UYFY0ZrUht/cMtEmeQMmW0EWYQvf7/4rX/F74ygM7JhcsSyXjF8Pz0/yM86g9m9wrO6RLB1foHzQDgNpGNlaEgme/4JilxEWav2BeVne8fP0efX4Lr/vgZ55TRvJVfzH2fLjolLp4YI+jmjLP1D3INzsF7FkFBIU83ieS4lVdkLPyedU77+AG3jXBXoTH+MzD0zf70g3fhum1fBnbgv6KiAvP8YjTXDiAX0g0ATeIRPRtARmdjAD04avVoCAwzQLixNcw8POqdQR4C5eXljx49wu/ItrY2iAIuLi4IY5REC4Hdu3eLM0qVu9eqM+oQvL4KT5sbYiwXA482o5Eyo/rj//cv/T/zmeEjRByZxNrm/sbw9fb/a+f/n2BhYDFltFFiVMPT9IeYhms6AiLLwMAgwCBkyGguySh7+/+1q//Pf8PW2MU66P6F4dON/5cv/z/Lw8Brxmgnw6iAVRncImIYYgySpow2ggzCV/6fu/X/6g+G78ToYmBg+MTw4er/87f+XwEvcLIVZ5DCr5GYRU0yjAqmjDacDFzn/5+4+//mLyLWSkEsfc/w9sL/Ux9FbrTWcm1ZKE74ME2cTW6IeQwigkx1BQL7V0v+/v3fJvBZ+9SPWNv6WDv72/Z/tw1+3rqQkcPTXyTYn01CHGooDur/HwIrfFjFRIX9vMTiouYdFrLwfTZx3qefvwh5AGbX2m1fb3+eO2HOB4JN/3PnzqmpqcH0DWGaQo+Q0Q0YwoE16vTREBjKYPQUoKEce8PL7ZWVlfANYVpaWkZGRry80FNHIB79////s2fP9u/f//nzZ4jIs2fPJCUlIWyqkMPgSIrdu3fHuiVIMcpxM9DkZMZH/+89YrgnxSAnz6iMp7H+neHrk/+PXjI8lWSQkWaUJ+PASoIR+pfh76P/d58yPCJ4YNE3hi9PQKuPnsswyEszKqDtOiBoETEKfjH8fPT/3guGp7IMinKMSshdC7RFTV9Bjrn/huGVLIOiDKMC1o4Tpo0knWr6neHr4/8PXjO8BDtGgQFpW8U/hn/INn5h+Pz4//3vnK8LUvjTo1GyG6Yb4CJfv/3nRtoTDBfHyrhw7VfvrI9nL/3KjufNiudDXq+Ddv/uuSu/Js37dPD8f347Gx4jlE3qWE2GCMJPAYJw8ZM/Hz76eOQ418dnmXF8aP5Fu5js9MWf/XM+1bduItj0h9hIhyN66FM6UdEju3fvdnNz6+jowHWrOhXtgsTCKDkaAqMhQDwY3QNAfFiNqqRtCLS3t3/8+HHGjBn///+/BgZ47GNkZCwtLaVu6x+PdUNCCtz0T5RmlFNlRD0mBa/rSWpZMjAwyDEqiTCI3/9/6/T/IwqMKhIM0hDj4c3c7wzfnv5/+ILhqQSDjAmjNUlNf5Icw8zArMioJsYgef//7dP/j8gzKiM55h8jA2h68wfD9yf/H7xgeCrFIGvKaMPOQMJFUSQ5ho2BXYVRE7wx4O6p/4dRHfMf0h+AO0aaQc6M0ZbIQ4QgwYvcboaI4CE5GbjBuxSkH/6/++L/YzlGJQkGGTT18LNE02P4chKk+XhIsAG875NY9QZabIsniB469WPC7E8LV3/JTeKLDYJ2TZlgZjx7BbrYa/mGL3xW5lK5FozMpFRM/3CuI0LzMugAJXk5MXm5H3fu9aw5MW/F8+wE3rhgqGNYWKCuefnmb/+cT4lZ646cGubL/THDh7oikNkAyGFBVDkzlLrOGzVtNARGOBidARjhCWDQef/Zs2d1dXULFiz4+xfn0mFzc/OpU6caGxtT3fVDdERq9+7dcW6J0ozyZNybizYkTHyQvmF49eD/HTYGNkVGVV4G/r8Mf34z/H76/+FzhicSDNLkOuYvEwMz8W6Aq3zD8Orh/zvMDCyKjKr8DIJ/Gf7+Zfjz5P/DZwyPyHYM8o0EcIuIYbxhePXo/11G0JFByoIMIn8Z/v4HXeD14CnDQ/AFXgocDCQvXaPYMQxy4FvMIMu9ILeJhfpw5yTwKciQ0toG+//z13+83KD+FZhHArF17/eJcz/++fs/P5nf343r56//rKyMk+d9mjj3I4e2Np+NBYuAAAnGgZX++/GTiYMdzCSN+H7j5sejJ6TZPmQn8IX5cH/7/p+Lk3H64s9O/quIHPVHto/WRQekGU3TewYg3qHRPAPE/WjdAFoHGsRHo+RoCIyGAFYw2gHAGiyjgiM0BIZchbR79+54tyQpRjkymv5UiWPYiiDZ/wwMzxkeizNISTPKc2HcXUW0Xf+R16sQrQuq8Mn/Bw8Z7ooxSHIycj34f0eMQUKaUYHspVBkd40grnn6/9Fjhnt8DPyCjKL3/98SYhCRYVQk+35lsjsAEMeAbzG7x8XALcYoef//LXsb1uwEPmNSrsqCmAMh0VbLQASJJ5dv/Dpp/idRIaa0aL763vdf+GT4bCzYZdHnKIg3kBKVXy9f/XTspLLAl7xkfjWzZaqqauRttO3s7MS10IUS58H1QhrQQ7cDAPEIxBfwbgCNOhsQu0bJ0RAYDQH8YLQDgD98RmVHVghAjrImY/yP/sG0e/duPzd/RUZVYQYxSmz/zwBdLUOeIT8ZfjwFDbQ/ZmFgUWBUhS/CIc80CnX9Y/j35P+DxwwPGBj+yzEoyTIqUmYgRb0RBgaGZ/8fP2K4x8rAKsQgIsuoBLnqmDwnEX/JGi7zX4PvU/vN+CPQEzTwryRH8sA/3OSPn//x85IzAwA34eCJHz0zPj5/9fcznwy/nRWbNIE90HCNtGD8evHy0+FjG6fNoCTj07otC2k6D/UOACT6IH5hYGCoqKgALyeDCI+SoyEwGgJ0BRQV4nR16ahloyEwGgLgENi9e7c0o3yte4sMo8Lt/9du/r/yk+EHWIYc4i8DCUuokS34xfATshPgD8MfQ0YLVUatp/8fXvx/+hPDB2RlJLH/k+sYBgaGJ/8fnPx/6AvDJx1GQx1Go3cMb878P/qGAXS7HEluQFIMXRSOJEIsE3Kk5nOGJ6qMWpqMet8Zvp35f+TpfwLHW+E1nXzHfGB4d/n/2ffC15uruQ6vk+LgYHQMe946+cPHL2RGPer1aHhdjSF5897v7Jq36eVvfFy4jm+SSnF4/2rx8nebt/9+8xZDLc0F/v348WHP/sWRcd9u36Wk9U9zh9LLgod0uZoXcoOYkZER/NQHevlv1J7REBgNAQQY7QAgwmKUNRoCgzwEdu/eLcMoX+PerMSoxsLAKsEgbcJow8zAcub/0af/H5LneDKGpX8x/Lr///ap/4d/MfwyZDRXY9TmYuAWZhAzZrQSYhC59P/M3f83iDm2EtPBkBXqmOL4RZ79f3zi/8EPDO80GHW1GA14GHghh/TLMire+3/ryv9zRN5kjN8WImXfMrw++//4w/935RmVjRkthRlEuRh4tBgN1Bl1XzE8P/f/+BuGV0QaRbmyrwyfb/y/dJf9fGb2/9NbpMJ9uYUFmdrKBLcslLh597eV//OZS6EHapFkFz8fORXHx8//mid+cIt6ISbMfGyTVHoMLysLQ2kG//FNUsEaj17MXvB+176/X8i5wYAkx8MVfzlzbr6n/6dTZ4dE03/4HZk/PE5NhSenUcZoCAw5QP4s8JDz6qiDR0OAYAioqamtWLFiEDYIdu/eneSWKsUor8gIPWv8H8NfZgYWFgYWFUbQ9bH3/9969f+FEqMaP4MgQW/CFfxl+MPMQEIh8Jvh19P/j54yPBRhEDNgNIPfMAA55YaBgUGWUVGUQeLh/ztnQMfyqEhiHD4DtxorgyTHMDAwvGB4+uj/PRYGFlVGLWEGUYiZcMeIM0iJMUo+At9kLMUgJ0fiIhz4uUYQYwmSHxneP/5//wvDZ/DtwrJo6gUZhAUZhV8wPL37/8ZzhicKjMq8DPxoavBw4Z7CowZZ6hfDz8f/7z9neJIaxZuTICWA2mTXVWddNEH0wPEffbM+Ll77pSCFL8QLxz27yIZSwJ69/HPfrI/2lpzbl0hoqaBcDywpytxcIgi+QvjmhikX+KzM+SzNGFlR1OC3+d/Pn0zsJOwD/nHn3tK0LAZH90GY0/H7dFR2NARGQ2A0BKgFRvcAUCskR80ZJiFA67W8pAYTuOmfJs0oR/DUyCf/Hz5kuCPBIK3AqEJkS5r4Nu4fht9P/j98yvBQmEFMmlEe7V5hzP2y7xheP/h/hwl0UifoWB5SfU1Q/SuG5w//32MCHW6jIsogjqwe01PfGL4++H/7E8MHOQZlKUb0pjmyXmQ28cvuvzB8evL/wTuGN5Cj/fE31v8z/H/0/95jhvsSDNJyjEoEb0aDOAnTUxBxTBK8EeL+Y4YHQV5cOQl8aGv9v//4z8mBsppozbavE+Z8EuJnKkrjd7Ak4ZhUTKuximze861j6kd+PsaSdAEnKxTzf/9hYEXtfp6+9Kt/1sfjVxj4rMx5zU2wGogp+P/3byI7DL/fvv10+PiGiZOp3vSndblBn+1J9LEFEoP0tAti4yg5GgKjIYAMRjsAyKExyh4NAQZaV+TEB/Hu3buT3dKlGeVYGNBHQ3GdCfOD4fuD/3c+MLxTZFQleLkskS75w/Dn6f+HTxgeCDGIyoCa/ljGrXEdmf8YfCyPBIO0PKMyweu3iJyOeMPw8uH/u/8Y/skxKpHkx3cMbx7+v83AwKjAqCrIIEzQ+8S45zvDtyf/H7xkeCbDIC/DqIAZU7hs+cHw/dH/e68ZXlBjszLCEvC247u2VizZCfymemwICRjr24//XKgdAIjMzKWfJ837ZKzLVpopoKuOnt4gakglT1/6OWnupyu3fpVmCET5Y5lhwOWYfUd/TJjz8eozDj5rC259XYL2EnMX2P+/fz4dPr6msYXqTX8GBgbIrlaa7tCl9SlDkECmZ6OcnnZBfDdKjobAaAggA9ThF2SZUfZoCIyGwACFwO7du1PcMqQYQbftYnUCrit4ORg4NRh13zC8uv//9iuG50qMatwM+K53xT/I/Zfh79P/Dx+Dmv7CuozGfAw4z2jHtZFAllFBlEH84f+7Z/8flWdQlsQ7+g65ugurfyGC7xjePPn/4AfDd1lGRTyLi3ANlgsxiAgxijz7/+jG/8tCDCJyjEr4z079j3ev62+GX0/+P3gKvmcAz31nuLpGHAyc4Lu6pMB3dT2VZ1QWY6DoTuvXDC8f/L8jLfd7WraAuz0nJMSwkP+xiDEwMKRH80b6c0+e/8kn/kV0EE9uAp+kGDkXMkBMf/z876R5H1dv+ZqXxD+/T5QFh0nMOLYSOFlzOFlzbNj5beK8fY9Pn+O3seTUgK58g5iPRjIyosxpoMkyMDB8vXCpzN6ZwT+IFq1/TOtGRYgJgXPnzkVERBCjclTNaAiMhgAtAI4CmBZWjZo5GgJDIQQ6OjoePiRzQy3l/tu9e7c8o3K9ezv+Bev426YiDGKmjNa8DPzn/598+P8uHlfh2nT7j+Hvo//3Tv4/+IXhsw6joSajPp7WP/79vhwMnOqMOmqMOs8Znlz4f+ojw3tc7mEC392LVfYDw7sr/8/d+n9FmEHMjNEWT+ufgYEBf+BIMcqZMFqzMLCe/X8Mf+DgGs7/x/Dv0f974D3QPw0ZLVQYNfHcdox/ORA/g6Aeo4kCo8qj//cu/j/9geEdVu/jF4Qc8vNW8FpjJef+VZL4Wv94DeLjYarOFdi/SvLHj/9W/s/6Zn/89RuvBmySv/8w9M76aBP4jJGR4ch6qaJUPlytfwYGBvx3+Aa4c+1fKVmX8Jfp0LZXi5f/eIA7VzLj6GEwMPx8+ChbQGxFYeloWxNbdKGLnTt3bnRvLnqgjPJHQ2CYgtEZgGEasaPeIjcEjIyMbt26Rd5lQOTaCdK3e/fuVLdMaUbQXlUQHy+G7ADGq4RBgVFFhEHs3v/bZ/4fxXVdAGYb9x/DP8iCH34GQW1GQ2K2FONpuMNdCBl9f/L/wZX/58QZpMArgrAsUIGrhzM+MXx48v/hR4Z3MgwK2oyG+NvTEF3gs0TxDW2wMrAqM6qLMUg8+H/nNGizMgmj75DrvXgZBPBPiUBcwkDcrWaiDBKijBJP/j+49v+CCIOYLKGpCbjhXxm+PP5//zP7q7wkvpx46hylryTH0lcnFOnP3TPz45L1z/KT+OJDeOA24mcs3fC1Z8YHXQ22tbPETbAtQELTjr8DAFEcF8wD2h+88NPUhWs/S8rz21mzSUpApPCTfz9+/Hj4+Prefsio/wD26vG7c1R2NARGQ2A0BAYEjO4BGJBgH7V08AL6r0zdvXt3mluWFKMcMS1pMgLuBcPTB/9vCzKIKDCqsDMgdmGibST4z/AfsuCHj4FfmlFegEGIDLsIavnJ8OPh/7tvGV7JM6ig7cdF20kM3ln78C3DKxkGBRlGBVyrngjaiF8B5HosdgYOBUYVPLMcDAwMLxmePfx/l42BXY5RSYhBBL+xcFk0T8HFsTJ+M/x69P/ec4YnMgwKcoxKeNID+JCfB88ZHidH8OYk8gnx4+vwINv19ft/bk4CC2bg6rcf+N4/6+O/f/8L0wS8nXAvK2Jg2Hv0R9uk9z9+M1Rm8/s4c8FNwM/4/PUfLzexLv/w+d+0hZ9mLvnMra/DZ2nGIoh02tW/fwxMKOZ8OnJ8dW0DpOkPcQNNl+nT1HCI++mzN4k+Ow3o6SOIXaPkaAiMhgAmGO0AYIbJqMiIDgF6dgDATf9saUY5Yga24bGC1nCHi+Nh/GH4/eD/nZcMzxQYVKQZ5dFUQpr+Txge8DDwyYCa/oQ3yCKbgGvNPbIaNPZ7hjcPQPtxmRQZVeE9Dfim228MX5/8f/CK4bk0aGetPMHjj9AMJ4P76P+9Rwz3JBhk5BmVINbBHcPAwPCG4dXD/3f+MfxXYFQWZSBq+BnuBjIC5wvDpwf/73xh+CzPqIy52Ok/w//H/+8/Zrgf4AE65EdFgbRZXJI6ABBfLFn3ZeLcTwoyLMUZ/BaG6KdtXrv9e9K8j4dO/ChK40+JxLfhBGIaMknGjcKPnv2dtujT8g1feM2M+SzNmLhAnY3/f/8ywlYBfbt6fXlOAXLTH2IjTdvodCg06NMBoI8tkBihp10QG0fJ0RAYDQFkMNoBQA6NUfZoCNDjQA8GBobdu3enu+VIM8rRM8Q/MLy7//8WAwMj5LoASNsUPOp/n4eBT5pRnpizcTAdTEaHBGLI0/8PHzDcEWOQlGdUhpyG+YPh+5P/D14wPJVkkJVhlEeer4BooR0JOZbnDWhqQkmaUR7iqQ8M7x7/v/+N4ascoxJmW5x2jmFgYHjL8Prh/zuMDIzyjCpCDCKQyHrO8OTh/7vWFszZCXzmBuxkOODrt//cXMTOAMDN//OPYcr8T6Atwi5cuQl8kF7Huw//Js37NH/V59Qo3rwkfj4eko2Fm08q48qt330zP+47+ZvPyozP0uz/33+MrKy/nj77ePjYppmzMVv/tD6oZ7QDQGoM0rQ/RqpjRtWPhsDIBKSNHo3MMBr19WgIUCsEIA2FDLccKUY5slv/kLYgGU4SYBAyZLR48v/B5f/nJBlkeBh57/+/zc3Ao8aoQ/yaFkx7yV6cI80oL8Ig8ej/3TP/j8kzKP9k+PGM4ZE4g5QxoxX+83kw3QAXQR65hwsSw4AcyyPGIHn//+2X/58pMqq9+P/kA8M7WQZFXUZjYkygrhphBlFhRtFn/x/f+n+Fl4FfklH23v+bEjK/p+QIeDrgW41DXWdATGNhYihI5ov0556y4JNzxPOUSF5RYeb+2R9dbTl3L5NQU6LOsaEQu4ghddRY5/WKHD/7s2/22bNTLvA72P56/mJdR7frwmXEaB9yah4+fNjR0THknD3q4NEQGA2BwQxGOwCDOXZG3TYAISAvL19RUUH1I70hTf8Utww5RiUpygb+idkBjCfgZBgVmP4zP2a4//r/CypeF4DHRjxS7AzsioxqrP/ZnjI8ZGVg1WY0JG8WAm4FwbNE4SqxMgQYhDQYdR7/f3Dj/yU+BgF9RlMuBmK3wGI1kEJBKUZZbgaex//vX/t/ISGMNy9JSFgAZbE7heaTpF1cBHRlr7Eue9OED1+//ctP5s+KI23ND0nWEVRsacy+2lhs5tLPDr7FWEf9kU24deuWkZERssgoGy0ERrsZaAEyyh0NgeENRjsAwzt+R3038CEAafpnJTbzcIq85/ry9ttxRUZ1+MJ3MtxH5C2/WE1+/v/xI4b77AwcKoya/xn+ga8LeKHEqIr/ugCsRkEEIUtlIGxSSfCdtQ/A9wyIaDEafPz//vr/S6IM4vAVQaQayMDAgGfjLEHTfjH8fPL/wTOGx5IMMiaMNk/+3z/3/4QMg7wcozLZxpI9XcPAwPANdMjPg4+sL3OT+LycJCbM+WQT+Cw/mT8jhvxmN45rAAiGDUjBifM/J837dOvu7/Jsfkkx5t6ZH5es+1KQwhfmg+WSL5AGGuPt+7+rmCxLK1aj/5ldaD4bPdIeLUAIckf7YwSDaFTBaAjQGox2AGgdwqPmD70QgFwFQHmrAtb0b5EU1hIVUGVhZjNQCXr6+uLVFyck/ssoMqqS0awku8H9nOHJ4//3mRlYlBk1RBjEIKfTiDCKP/h/5/z/k7IMivKMymREFRlegNjyBHTF2H0+BgEd2GGjPIy8kFvDTv8/gnWzMkQjLci/DH+f/H/whOGBKIO4EaMlFwM3A8N/RUY1yIogyFGhEgzStLAaq5m/GX49/n//GcPjxHDenAQpEUGm7z/+T2kWPnjyR8/0j8s3fClO5/dzBe1/xaodr+B/4s4mRTHjwZM/k+Z92rDzW34y39LJoowMDB8//9s4V3z9jm8T5nxcuPpLURq/szXigCkUzTTgXL31e8KcjyU1G51dXGlg/KiRoyEwGgKjITD8wWgHYPjH8agP6R8CkKZ/dlKrhJCmpLAWAwMDMzN0nbS0qL4wn8LdZ0fPfAYdz0/qqTJkLLh/wfD08f97TAzMSoxqIgzikNCAN9xh1wXcOvP/GPi6AFGIAiJJks4vgpj5DDQLcY+bgUeDURdtwQ8bA7sqo5YogwRoauL/MwVGNTQFEBPwkGSMuEO6IpA7uXgZ+CGGQ8zhZuDVYTSCnAL0guGpIqMqMRcjQEyAkBBzIGwiycf/7z9iuOfnxpmdIKEOW17/Hzx0b2/OYW/OsWLT15ZJHxav/VKWyW+qT+JWYLA5RLqEgYHhx6//k+Z9mrrgU1Qgz9ENkpKi0Cu3IHfvBnpwBXpwzV7+uaD+rb4WW2kGv74WUdc7EO8ANJWfv/6fMOdjWOLanQdHUNOfPuPl9LEFEqGjcyaQcBglR0NgAMFoB2AAA3/U6kEaApTcBQZp+ucktYkLaUgIaSJ8+P8/A6TRxMDAwc6vrej16v2te8+Pv/vzWoFRlfjjbkhqUL5kePro/30mBkYFRlW0nsZ/hn/w5fI8DHx6jCYvGJ7e/n/1DcZ1AQgvYGNBZhKwyWARewFyzz1mBhZVRi1hBpSeBrI54M3K5s/+P7rx/5Iwg5g8ozIp4fOPkQHaSMXiAlQhiHs4GbgwuyL/GP7DTRFhEBNhFIPcYibGICnHqESKe0hocb8AHfJzz9yMqTNB1NIIpWUP6QBAnB/hxx3qwz1p3qfQjFdhPtx5yfwyEnDHQpRQh1y09kvPzI/Guuwb5oobaqO07JFP/EmN5I3055my4JNf0stIf56cRD7i3fPpyz8+HmJ3NSxc88XCbeXsZSOo6U+diBw1ZTQERkNgNAQwwGgHACNIRgVGQ4CsEIA0/XOTO8QE1cSFNNDM+PvvDwszShNKTFBNiE/hwYsTZ94eVWRQQ7sVC007nPuX4S8LA+Fs+5Lh2aP/9xhBTX8VtKY/xKi/DP9YGFAaXhIM0iKMYg/+3znz/6gCgyqRhxQRvHYXYt0rhucPQe5hUMToikAUYJojxSgnyiDxEHRG0FF5BmUZRgWISvzkfwaiGtyvGV4+/H+HgYEBeVYE1WR0c2QYFcQYJB/+v3fm/1E5BiVZRkVU9bh46OZgVfeW4dWD/7fFZH5PzMJ+5dY/UA8A0epmZmIoTOEL9eGeOPcjZGNAXhIfM0p8YrWHuNBhYNh16Hvb5A///jN0VglhPXQI1pmF2sLDxViRxR/pzz15/ifrgGc5iXw5CXyc7AgHQ9VhUEyElYD07D/+Q0Z3qYUbA8HNviDV2PDokDO2UEERGw0ilOAY5YyGwHAHo/cADPcYHvUf6SFA6hnVsKZ/p5igKum2Mbz//Ojes2MsPxmUGNV5GMjf3wmx+hXD80f/7zEwMMgxKokxSEIESSLRrgsgSS+mYsj6mX8M/+QYlcQZpDAVEBT5yPD+/v9b/xj+KTCqUnJcKcSi9wxvH/+//4PhuxyjEnnL+j8yvH/w/85vhl/g1VPQJVUQwzHJPwx/8HfYPjJ8ePz/PhP/+6I0/thgHkwTICJ4RspPX/zZNf3jo6d/C1P5IvwI7MclePnupRu/Js37dOLcj+I0gcQwnO7Bc5/A2cu/emZ+vHHnd14SHx4TIP769v0/F96bie8+/DNhzsec0g1kN/0hFtH0jlta32lFU8dDwoeBgYE+tkCso3WIQWwZJUfBaAjgAYSHEvFoHpUaDYERHgKQpn9eSpeogAqe1v+/f3+ZmHAu0hDklTNWl3v44tSFVwQ24+LfAfyK4cWj/3f/M/wn2NTGf1g+eAUO5LqAs5IMsgqMKrg2HuBv3b5jePPk/4PvDN8ovEWLn0HQgNEcciK+IIOIPKMyBwM5B+F/Yvjw5P+Djwwf5BgUMa9DJj4l8zMI6jOavmR4du//rRcMTxUYVXgY+HBpx9P6/8bw9fH/++9ZXuaCxsulWXAmEJDZoAkAEI0Fm+qzr54htnHXt75ZH5eu+1KSyW9vTs5+3Fdv/02a93Hx2i8ZsXwTG4W58bbLGXCP3Bvrsi2fIrrr0Pe+2R8Xrf1cmIJvvzIT7lmL338YJsz56Be1ZuOu0TU/WOJ9VGg0BEZDYDQEKAGjHQBKQm9U7/AMAWKuAgA3/RnzU7tF+JVFBVTwBwSe1j9co7yEmRCf4r3nR899Pa6IY/Mrrob4a3DT/x8RTX+IdUxErJKXYVQQYRC/9//mmf9HFBhVsQ7eM+FoBn5gePfk/8MvDB9lGZSIWUqEv0MCcbMUoyxkRdBZ8K1hWFcE4eqQQM7TfMPwUoZBQYNRlxjvQyzFQ4ozSIkxSj76f/fC/1NSDHJyjEp42vpo5vxm+P0YdMjPo/hQnpwESTFhvG1/sGZ+XtwtZbACfzcufzeuGUs+Z5S/cbblzE/iV1XEVrzjWJE0ZeGniXM+eTlx7lspqSyPTSPYFjiBtgQILg5nuNlxutlxLtv4tXUS6Jig4nR+K2OUXQ0Qlbg6ACs3fzV0WDF5/mjTHxJOw4ocvXBgWEXnqGeGLCBc0A9Zr406fDQEaBICu3fvDgmMkxbRE+FXEuEn6ujMv/9+MzNBTwHC4yZeLlF95YBnby5fe35c4r+UAqMqWosfcwfwG9Ba9rv/GP7KkrKghcijezgYOLUYDd4wvASdycPwQolRjRv1VizMljR4lP0h+AJdBW1GAyItgm9HxhM4DAwMrAysKowaogziIPf8f67AqCKEupMY07qfDD+e/H/wnOGJFIOsKaMtGwPKNgxc1uHqSKCpZ2RglGdUEWWQfPD/9pn/R+QYlInZyAE+5Oe+jwvHvAQJTRXCqQLNUvzcjBhe0P7guZ9cIp+nx/DmJfHzcOEeqwebtXbb185pHxXlWBb0i1qbYGmjg1WhEwQMhSmP8ucG3R88/1NC4Wt3B86cBD74uUYQJZgzG8fP/Zww52NTx2aX0SM+IWFEL5IWFyDSy+2j9oyGwGgIkAxG9wCQHGSjGkZCCGBdDrt79+7QwHjIOZ40DYQfvz4/eH7iw8fHioyqyOv4kRum4LX1d/8y/JFlVJRkkCHJPf8Y/mK23fGa8P/B/7tPGB7guS7gC8PnJ/8fvGV4JcOgIMMoT8ltZXhdApV8Djow5w7aiiDko4T+Mvx5DD7aX5xBSoZRgZOBhFPziZmRgLoDRr1jePPw/20G0K5rVVxHl75gePrw/11TE6acBD7im9owG0ijr9z83THtw6XrvwpT+JEX4n/+8o8XdurO0TM/J837eP/Rn/IsgWAvEsIHdDzoz/8cROzxhTv69bt/UxZ8WrDqc2I4b24Cn7AgdELj3z8G+CTA05d/J8z+mJK3nsLl/nBLkRlYczSyArLZpG4ZIsMi+qyYp48tDAwMdAgxMgJ5VMtoCIw0wDLSPDzq39EQICMEdu/eHRaUKC2ip6fsT6r2v/9+MTMRNfAMN5mDjVdD3vXVh9v3nx1/8+eFEqMGZNU7ZJHJW4ZXD//f+8PwW5ZBQZJRFq6LeAa4oUx42QmSgYzgDa9i9/7fOvv/mAKjKuQQT8iehG8MX5/8f/CK4bk0g7wZoy0rcaPsSIaTw5RkkBFlFIefEQQ5kwd+ucGT/w8eMdwXZBDWZzTjxb1AH5fFmDMJuFTCxYUYRIQYRcBHl14WYhCRY1TiZOCCd9jeMrx+8P+2iNSv/ix+XxfSmtpwK0hi6KizLpkouvvw9+4ZH5et/1Kcwe9hD9o4AVkBdPfhn0nzPm7b970ghW/lNJwbGPDYSHAJEJpeUSGmxiIB0GzAgk9WAc/A2x5A9sJb/5Pnf3ILXr1y8+iaH7SQoxOXnsty6HnhAJ2Cb9Sa0RAYgmB0BmAIRtqok2kfAuAl/qAzB8FN/yRpUT0hXjnaW4tuw99/vx88P/n87VUFBlUJRumP4LX13xm+yTIoErPaBN04avBfMDx98P+2EGgzrsp/hv9P/j98wfBEkkFGhlGB+NPx0RxC+owEwoBPDB/u/7/9h+E3pFvynOHJo/+gW8ZkGBUEGIQQ6khhYS61Il73b4bfj/7fe87wWJZBUYZR/ivDl8f/7//ne1+Yyp8QivNQHeLNJ0PlwjVfJsz5pKXGWpbJLyHKPG/llxmLP8UF8+Ql84sKQUfiSTX21+//bKxErgNCN/vomZ89Mz8+f/k3P4Uv0o97465vmpbLab3gh3bD23QYz6ad4+FxQwdfwO2i3WwM3IpRxmgIjIYAQTA6A0AwiEYVjNAQOHfuXHhwsrSInq6SDyVB8P//P0ZGMptZzEysytI2QnwK958fe/PjJehEHVDTn6KuCGTYnmwfSTBICzOKPQRfF/Cf4b84g5QxoxVJC2wwrf7H8J/MAGJg4GMQ0Gc0fcHw5Pb/q48ZOP8y/FVh1BBmEMO0hXgRMmYA4IazMrAqM6qLMUg8+H/nyv93X5k+5ibx5yRIs1F5tT/cQsKM+BCeMB/uifM++SW+NNJlExFk3rxAXE+DtFkpNGsYSZ0CQNJvbcJubSK2cde3/jkf12z50tazhdatfyTLR5mjITAaAqMhMBoCIEB2tQvSPIpHQ2B4h0B5dTYlDR1I4Pz99xvCII989/nRk9fnf/z7xqmr84fh92+GX+SZA9eFtrEYLk4k4w/Dn6f/H75keCbDqMDNwPOV4fMvhp9E6sWlDLK0CZcsQfF3DK9f/H/KzMAsyCjyneHb1/9fCGqhqYI/DL/f/H/1keF9QuJ/SXGWo2d+XLxGaRBR6OADJ35s2/uNRUjwDpfBwRM/Dp/6QaGBf/9CFhORaczbD//OXPo5c8620xd/0mLFP5nOGpTa6Lk4Z1AGwKijRkNgNARoAkY7ADQJ1lFDh3oIqKmpMTAwlJeX987Iu/fsGAOxN6ii+/vP358szMSerIKm+f3nx5fvbbnxZC+7ipJ6UKaQmqGSR+w70d9n/x97x/AGTTHxXCLvysU08B/Dv0f/75/6f+g7wzc9RhM5BiVDRgsRBvHL/8/e+3/zL8NfTC20FvnI8P7q//O3/l8VY5A0ZbSVZpDXYzR9z/DuzP9jbxhekW072UHEwMDw5P+DU/8PGzi93rZYIj+J79h6SRtTjpD0V1Wd71+9/Ue2k8jWeP7qr8TiN1kNXz5r2UunJPGbmwkEBk9cz2UT9Hz9jm9kG8tE5BW+2CyYvezzG6b5C1d/Hm36YwuegRGj57r8iooKeXn5gfHnqK2jITAaAjAwugcAFhKj9GgIoIYAfN0tZHXs4hkHhfhIrrT+/f/LxEjSdluQIz58efLk9cWPP16KaJmJaJgwol4i9u72+RfnD4n/FVdgVCVj7Jy8JUBP/j98wnCfl4FfhlGBn0EQ5EoY/s7w7f7/m58ZPiswqmC9LgCmEDtNnnu+Mnx+DD50SJZBUZZREW3RDnijwh0+Bj5FRjVOBgKX42I6C7xJmuTBkZcMzx7+v2tkxJCTwGdrBrqK6/cfBlbwKsuHT//0z/60ff+3ojT+9GiSL3v++OkfPx/J7nn++u+kuZ+WbfjCb2HOb2XByAJyyr8fP5k4QD3SL5evfjxy1EDxV2kmv4UhSAQzHPCI/P3LwExyumbYefC7ktEyFVU1+rf/4NkZj6fIk4LvFyJPO0FdkPKnvLycoEpKFNDaF8huo11cINsyyh4NgdEQwA9GOwD4w2dUduSGAFottXv37vjIQiVJSyYmUEOKRuHy4cvTp68vfvj+XETLTFjDhIkZate/P7+ZWBCryH9/+/zywqGvD+8q4riii4rOe/b/8WOG+1wM3DKMCsgHXKLtlIVcF8DJwKWIcV0AfsegmYNfMegASobvT/4/eMHwVJpBToZRkZUBESzIev8y/H34/+4zhkdyDEpyjErIUgTZpPZJ3jG8vv//trDkr7JMfn83nIf8HDr5o3Pax+8//5VlCkDO5CHoEgj49OUfH+zsTogIfvI/A8OkeZ8mzv3EqanFb2nBIigAV//vxw8mDlDnBCLy8diJj0ePBXtx5SXxyUtDExtECj/5/z8DSbsArt/5PWHOx6KqjQM16o+WnfH7jiRZWjed6dMBoNvGXPp4h6QYHFU8GgIjE5BQ4o/MABr19WgIQELA1dX1+NmtK1asWDh9nwg/sQ1KIq8AY2Bg+Pjl2ZM3F99/eyqiaaauEYDc3GdgYEDjsnLxylh5f5S5ef/8gTffQOeEErkNF34wJcRT+MkXDE8f/7/HxMCCdVvtP4a/yIf9izCIQzYHn/9/gqQ2N9rgPR4n/QFdoPvgKcNDcQZpE0ZryNGocPVoXmNmYFZiVEO+NUyEQRyuGD+D+CVAnxk+Pv5//y/Pu7I0/qQwYfzG2plz2JlzLFr7pbz13bL1bFW5AhrK2HsvaOaQ1NReuflr1/SPX3ilRcLcOWQJnBLLb2XBo6u949iJNcGXchP58pL52YirE4h30tfv/yfM+RgSv3b7/tEjPtEiliguPRfnEOWgUUWjITAaAsMCEFfYDwuvjnpiNARICoGOjo6HDx8ir1WQl5cvLy+PiIiwMPJQlLQkZnE/MRcAf/r6/Mnri+++PhHRNFXX8GVmxbIe4/+/v2gLgRgYGPjl1HmllV9ePHz25jFFBlVpRsIrlOAn5eMPilcMLx79v8vAwKDAqCrKIIFVMXLrH6KAEXwNljDopt5br/+/gJzLCZHCQxIzA/AfdN4o6Gh/YQZRA0ZzHgYsq2iwdiR4Gfj1GE1eMjy7+//mS4aniozqXESsCCJmYdV3hm+g2w8Yn+Uk8uUkSGG9FevffwbMpfJxwTxBntz9sz+6R79Ij+EtTOXnJHSjFpE70Q+e/NEz4+O1J+wC9u7iWpp4whxZipmXV9jdlUdXe/beIys2PitM448OIHnRFLKByOzF6750T//I8llYSfecmtoArPyBOGZ0Hy0kHEbJ0RAYDYHREICD0SVA8KAYZYyGAEoI4J/Z7+zsXDBtt6iAKooeVA7B4f9PX188fXPx7edHIpomwhomzGyItRmoJjH8/fWTmQ1LxwCi7OvLRy/O7Wf58EuJUZ2PgR8iSB4JvmD4zj+Gv3KMyngW9P9h+M2CY+0NxN4XDE8e/L8jxCAqz6iM/34Aguttnv1//IjhHi8DH+b2A4hdEBJ/R+Ifw7+H/+88ZXiE5zJjiDkEyT+gO4bvP2V4GB3Ik53AJy2Ocy38n78MLDglGa7c+t0x5cO127+L0wm0ub99/8/Fie/Q/Zv3fk+e92nLgV8C1lZ85qYEvYBLwbcbN98fOaYu+rk0XcDRCmdqxKUdWfzgyR9d0z7cucmiCLo2DnQq6yuG50ntsREREcidamQttGPTdNkJrRfP4C+IqBVotFsiheZC+ngHzdJR7mgIjIYAJhjtAGCGyajIaAiAQoBgRfXw4UMzA1dFKUs2FpzLvkEGYcOfv7168vrC20/3hTVNhTVNWNhAt7RiU0iC2OurJ15dOirDIK/AiLNb8p/hHyMD9u2k7xjePP3/8BvDVzlGJUkGGfwWE2y1MzAw/Gb4/fD/nZcMzxQZVKUYcd5dgLZ0B9neVwzPH/6/w8TAosCoArl7GFmWDPYXhk/3/9/+wfBdgVEF18wGfmOf/H/4iOGemyNbTgK/rjqBBTw/f/1nZ8PXcGdgYNi673vX9A/8PEzl2QLWJtj7eN9//OfkwG7Opy//Js37NHvZZ15jIwErCyZOKiSkT6fPfDx63N6EuSKbn8hFSsiBdv/xnwlzPm7a+UOeQRlzVurJ/wcZHSm03tKK7B4GBoYh3QGgdQcDElajHQBIOIySoyEwcgD2psDI8f+oT0dDgOwQkJeXf/n+VmCc1st3N7Aa8u8/lpMxv3x7fePRngt31zNICasFZojr2xJs/f/7Q9RNAqLaFsqece/F/p35f/Qtw2vsTmLAchLlB4Z34MM0rwgxiJgz2hFs/TMwMBBzmQArA6sKo6YWo8FLhqcX/p/6yPABq5Owrrd5y/Dq7P9jD//flWdUMWa0pErrn4GBgYeBT5fRWJ5R+f7/W1f+n/vKgOXGgD8Mf7C68yXDs1P/D4sZPFowQWhmuwjB1j8DA8M/LIGNbra3E+fB1ZIejlxxBa+Lm989eYElzeBacD9n+WcL32dLz0hIJsQKOTtSpfXPwMDAZ2oinZF69peme/SL5okfPn4mwhtgb/39x9A766ND6POTO4VMGW0wW/8MDAwyjArrK7dLM8pDOthgfaPECAqBc+dAi8FGkIdHvToaAoMVjHYABmvMjLproENATU3t3LlzBF1RXl6+68gC7yiln78+oyn+9w+lKfnl+5sbj/aev7P2n4SAWkC6uIEdCztRUwdoO4DRbEHmcgiIKjiHCZpa32S+fvv/td8M6D0HtIX7nxg+Xv9/8dr/i3wMAuaM9lhbbMjmk8EWZBA2ZLQUYRC7/P8M5nUBfzBc+IHh3ZX/527/vy7FIGvKaCPGIEmkpf+w9W2w6hVjkDRhtOFm4D3//8SD/3fQtvxi7iV4x/Dm7P/jX8VudTbwrJ4hZm9B7NqYv8S2nBmy4niPrJdkZmawDXo2ef4nNGczYZTTW/Z+sw563rmCjdsrQDTAj00MtMYGTRclXCYODkEnR8nEuKUnRawDns9Zjp62Ma8BW731q5nPs8XzWPUZTZUZNVgZcN40zMrAqsSoVuFeJ8oo8fDhQ0rcOaqXKiEwukeCKsE4ashoCAwtMLoJeGjF16hrB2MIgDcHlxoZ7c5KbJYU1oY4EfkKsK/f3z55c/HV+1vC6sZqDumsnDwQNUSSWHcA49ErpKLPK6Py6sKhs/ePKjKqwZfy/2X4A+8AfGH4/PT/gzcMr2QYFNQYteHieIxFlvrH8JeJAffydmSlYLYMo4Iwg9j9/zfP/D+qyKgKb9Yjr0f6wvDp8f8H7xneyDIo6jAagfWRQKC14/HrZGJgUgTvb77///aZ/0eRVwQhdwDAh/w8+MXzpiSFPyVCCL+ZmLL//v1nYMC+dAdTsaQoc1eVUJAnd8fUD6u2fC3N4PdzhfYPkTcBn7n0a9K8j4cvMgraOUrq62GaQ0URNlFRsZCg73fvdS4/umzj8+I0AW8nToj5//4xMMO6JScv/Jww59PZM/8VGDVFGSUgCgiSXAw8Goy6PopBMe1hA7IxgKALRxWMhsBoCIyGwDAGo3sAhnHkjnqN0hAgdV0seKnxqjXzz3GyC/z//4+Rkenrj3dPX198+f6mkJqhiKYJKxcfGW7CvwMYj4GfHt96cf4g91cWJfDpN5Btst8Yvj79//AlwzPwOfoKeEZq8ZiMZ+E+Hl0MDAyvGV4++H+bk4FLiVGNi4EH4iTIiTovGZ7JMMjLMCpiXRSE31gGBgaC+5JxmfCK4fmD/3e4GLgVGVW5GXghTvrB8P3x//svGZ5lx/PlJPDh34OLy2SyxVdu/toz46OKAmtFDr++Jtuv3wxsrAxPXvydNO/jyk1f+a0sQRd7Yc4LkG0fERo/X7j48ehxM40/ZVkCRtpskDvOnr/+O2H2x5WbvskxKMkyKuIxBn+CofX+YHDGXEGjjQeklhJ4QgmrFK3Np/UeCTRP0cE7aDaOckdDYDQEsILRDgDWYBkVHA0BUAiQV1ft3r07I6FBmE/x0auzL9/dEFIzENYwYeOm6HAekGvIwv///3t54dDbG2cVGFQkGGUe/r/znOGJJIOMDKMC/sN5yLKNKE3/Gf4/AB3I81COQUmGUf4B+LouCQYZ2QF10sP/d58wPJBhUJBjVHr0/94ThgeR/qBDfmQlSZjoIMr/xCn69Zuhf87HaQs/JYbxlmXyz1jyedK8j9w6OvxWFiz8A5SW/v79eOz4x+MnowJ5StL4V2z60jf7k/AfSTlGJYJpCXn2CVcAPPn/MKMjmeqzAbt373Zzc2NgYOjo6KC64QwMDOSVErgCAVOc1uaPdgAww3xUZDQERgIY7QCMhFge9SOZIUD2+RuQEcfOuctFNEzYeBD3sJLhjn+odwCTYQIDA8PXV09enN///90nAQYhGUZ5TiLOwsdjETGNOTzaIVKfQQfy3PrO8A3sJAVuBtKWRUEMoS75leHz/f+3vzB8drJnyUng09fEuYqduvbiMe32/T9tUz6cvfzzl7Acv6UFu4w0HsX0kfrz/sOHY8d/3LjO9ZdXgVGVn0GQGHuJTDPgu97uz981hyoXBu/evfvcuXNGRtDlZGpqaitWrDAyMqKK4XBf07qBTmvzGRgYIBuyqRss8PBBZkAKRhpNxSBbNMoeDYHRECAIYKs4CSocVTAaAqOA6BAA7wooXzm1+9OjW0Rrwq6Q+B3AWPX//f3j5cUjD/etYpQR5PA2f8nw7MX/pyQtl8c0FnnhPqYsMSJP/z+6+v8cMwPokPj34ONHfzH8JEYjLjV/cRzdg0s9pvgrhufX/l+Q0/gyoYX/8o3fbZM/XLrxC1MZPUX2HfuR3/Dm1r3fnVVCcoxP3+7Z+/3efXo6ANOuXy9evNu3/+fV20r/NPUZzYhs/YPNIWovBAsDqyJof3C9GKMkhfuDIY3aiIgIeLsWkishY/YQWbDDBjUxuj13UEfPqONGQ2Aog9EOwFCOvVG30zgEjIyMbt0ivwXv6up6cuPiWAOx7+9ekO3S//+wnAtJjGn//v55feX4zfUzvzC8EUkLFYrw5LE2FCuIfaP8H3xO6CtiDMGqhsjrhLHqhRym+ZrhhRqjjjajgRCDiDGjFSMD0+n/R579f4RVCzGClPRJ3jO8vfD/1GfRG2113JsXiLvachxdL2msy+6b8LJl0ocfPzEPvCHGRRSpuXb7d0bl2+zqN4Ee3EfXS3o6cO5aJlER9fvrtg1vNm/9/e49RaaTpfnf9x/v9ux7vmipyN1/5ox28J3lRBpGVPMfZhYXA7c6o46PYlBnZycZ3YDdu3dDtk27urpiXjrm6ur6/z8oTskzHOZGKD08GuijR3NCo3OUGg2BkQRGOwAjKbZH/Ur3EAANOpaVzSiOf3XlOHmW//uDcpYokYa8uX765voZH388FU7wF47xZZOX+v8LdCQoq5iwSHIwZ6DNTY6bt/5f/cVAziA3eRMIbxhenv1/9PH/+4qMqgaMZkIMIgwMDCwMrKwMbKpI1wV8wnFdAH6PIx/dg18lsuwXhk/X/198wHkhP4/pxCapEC9uBgaGv39B59uUZfLvWCJx485vm8Dnq7Z8RdZFJPvTF6IPAUUy8d3Hfw39HzxjX0hLMJ/YJJUayQuXTIngPbxOMlj7ybM58z4cPsoAbsXCZWnK+HTm7JMZs/7//8PIwvKT4ecPhu+kW0dSFwBk/D+Gfw0VjdoKusS31OFN/////8MH/kFmYWBXV9eIiIgVK1YQbziGGaMCJIfArVu34CuySNY8qmE0BEZDgKpgtANA1eAcNWx4hQCRVwEQ9LSrq+vpzcti9cW+vn5KUDGaAmY27LfDoimDc9/eOn9z3bQPH+8JRnqIJAayK8tCpBhZEWf+cpvqiBXGfzEWPPv/2AsGkp1E/In7EKvfM7y9/P/s3f83pRnlTRit4VfwIl+5BbkuQJhB7BL4uoB/DKTNe5DaAfjJ8OPO/+sX/p8Ki/15crN0WhSinf3nL2h4mIGBQVOFdckk0bpCgQlzP4VmvLpwjbTOEhmH9MxY8tnK79nrt393LZOozRfg54WWz/ALxYQFmJpLBNfPEVf/cf7pjFlfrlyFhDDtyO937j6dPffzhYvCQd78bo6SOcnfjMUgd7SRlAwYiT4OlYGB4TvDt5v/L9/8f1maQc6Q0XxL5R5HBVeCLXXIqh6sTX+sI9ygznl5+Wg3gHaJZ9Tk0RAYDYHBDEY3AQ/m2Bl12wCHANW3rO3evTuqoEZc35ZIj5G0A/j93cuvLh9j4Gbjc7Pk1FFFt+LffwYm9FHY79fuftp2iPsdkxKjOjcNtuF+Zvj45P+DDwzvZBkUZRgV0Jz0l+Ev5o3C3xm+3ft/8wvDZ+TrAtA0YnIhZ3diimOK/GP4+/j//ccMD8J8uXMS+OSlEf0iTMUQkf8MDL0zP06e/yk5grc4nZ+bEz0YIcrQyG8//nNxEKWSgYFh465vHVM/iggylWTwY140BjkGFM389Tu+dc/8+IZJTNDejhabg3+/efPh6PHvDx7wO1jzmBoyMDD8//2bkZWVgYHh17MXH/cd+ffghTyjkgSDDJrDsHL/M/wjcpnWo//3HjHck2SQlWdUYmEAWQcx8A/Dn8f/72HdHww552fXrl24Rv0J7uaH5HQGBgZSjwmCaKTdrlZIrwaXvyAhQzlJh33GEEcSjAiIslFyNARGQ4AOYLQDQIdAHrViCIcA1atGcIth5fSdp3kk5KkVLh8eXH99+eg/NgZeF0suAw2sxv7/+YuRHduxNv//f9x55Muhs/IMyviPcsdqLC7Bbwxfn/x/8IrhOaTpj9nQBzUoGf7jGhh+zfDiwf878OsCcNkCF//H8I+YnQnP/j96xHDPwZY1J4HPUBtbaMBNxGDcvPe7ZdKHqzd/l2XyR/iBFgthKEER+PnrPzsb4Q7AyfM/J837dOMuyNhwX+zG/vnDwIKjnzJhzqf+OR95DfT4ra2YubFrR3EWEZz/f/58OHrs08nTPGZG/HaWjBzQOSh4BwBixvfrtz8eOMr+9rcCo7IgeEEXRJxs8g3Dy/v/b3EycMsxKvMxYD/q9BvD18f/759+cAKyuJ9g0x/iGCLbneC8SdoxQRAtox0ASDgTJImMCILmjCoYDYHREKAcjHYAKA/DUROGcwhQvQMACazdu3dH5lWKG9rjagFDlBG8A/jT41uvLh39w/iL18mC21QHoosM8ufDZx+3HGR7+lWJUR3/0S5Yh+2RbfzF8PPx/wfPGR5LMsjKMiqwMUCbj8hqiGEjXxcgx6iEXwvBUyZfMbx4+P+Oqvq/wlR+FxsO/Kbhkd2y91vn1I9iosxVuQLGOvi6EHha7RDzHz79M2nep/Xbv+Yn8+cl8THi7iz8+v2fjRWn9MOnf/pnf9qw56eAjRWfmSnEcLLJLxcuvT90mF1Oms/OklVCDNmc/79+M7IhhuQhUl9Onv106LjATz4FRhUucieRvjJ8efj/7ieGD4qMqpjbizEvEfvI8D66PRSympyY0XGS2p1Ediog3qf1CD2tzYf4gkalHMRwZJKkiEDWOMoeDYHREKA6GO0AUD1IRw0cViFAuxoLMnY4bftJXimcrdu/v34ws2FvrX5+du/N9dM/vr7ldTLnsTTAH+j/vv9g4sRuDrLGz4fOfNp5VOq/jAKjKq4BdTyLbf4y/H3y/8FjhgdiDBIyjApchG4bwGMU3FWfGT7e+3/rD8MfRUYVIQZRuDjxjPcMbx/+v8st8rUkgz/Mh8AY+acv//h4oCvv8VjRN/vTxLkfE8NAK4J4ubE3zf/9Y8C1DeDnr/+T5n2asuBTVABPXhKfpBiBu8aImUw4dPJH57SPN1/zCNjZcKlhLADD4xmY1I8HD98fOvLv+zd+FztOTTWYMIL+/+sXIxuWPs+/7z8+HT7x5dQ5aQZ5OUZFZgYcsxUIkxCsfwz/HoGuYHsoA9KrjDXV4erdvWZ4kdgeQ8yiHTJyMeQOAYKG07qBTobLEYFLHAtSENFuEgPZFXTraSBbOsoeDYHREMAKSCipseofFRwNgdEQIC8EIHsQjYx2R2SXiRvaMzFjyYxYW/9fXz56c/301/fPeR1MJe1CiLGdEdcKElTNvHYmnJrKb7cceHP7qBKjmgiDOKo8iIdryuLJ/4ePGe7xMwjpM5rw4li/AdKPhP8x/MO6NAhJCQMvA78+o+lzhie3/l8VYhBVYFQhfkrhC8Pnx//vf+N8XZDMnxEjhWwsLjYLM/bWPJr6olQ+P1eu5kkfbIOel2byRwdg6Vfgav0vXvelZ+ZHI2329XPFjYhbhgTfBIzmDGSunTmHnTnHorVf+mZteXVRTtDBjlWU2P7Snw8fPhw9/u3GTT57K14r3HMI0N3RyNaC2EycHAJuDtz62m/3HX5594gcg7IUI3TrOUgaN37J8Oz+/9t8DAKGjObcDIh92Bg6sEeKKIPElso9MyvmptPg/mBXV1fIxWFkbAzAcP+owGgIjIbAaAgMOjA6AzDoomTUQYMqBGg9wsfAwAAZgZu65RifLMrALeYO4G9vnr25fvrLiwe8DqY8tsbIB/tQN9C+nb36cfsR4W/8Coyq7KhreDBX279gePLw/z0uBm4ZRgVBBmHqugRu2m+GXw/+33nF8EKRQRWtffmH4TfyblEGBoafDD8e/3/wguFJegxvdgIfPxGD+hCLiBlrh6iEkNv2f++c+kFIkKkqR8BUn8Bip92Hv7dN/vDnL0NljoCXIyfEBGLIb9//cxG385iBgeHLt//9sz/OWf6Zz8xUwNoSsm0Xjy0fjx77cPQ4t5Eev50lEw+Wngxc77+fv5iwbiOBq2Bg+HH73sf9R1hffZdnVBHGPWPzmeHjw/93vzN8VWBUE8XWz0QykgEzySHLMjAwgPcH35+/azau5UCUjKNDsieubgCtywdKXI4WSri4EA/SYQaAbhbh8umo+GgIjIYAMhjtACCHxih7NATQQ4DWFTzcvocPHxo4+0gY2jOzYlmr8/39q7fXT398dJPXzoTHzpiY9Txwk0Hbbf/+ZWQmsM4EWT0DA8O/bz8+7jzy4/Q1RUY1SaSTXpAXZL8GLay/y8jAIM+ognW6AM1MyrnvGd7e/3+LiYFZiVGNj0EAYiDytoR/DP/Ah/zcD/EGHfKjKItlXgWiCyv59x/oEgCsUngEJ8z91D/7Y1wIT0k6P/zsTuQ9AJdv/p409+Oxcz+K0wSSwnjwGIVV6uu3/9xc2EfBsapnYGC4cut3x5QPx64wCdha8+jrYVX29eq19wcPsYoK89lZsslKY1WDLPjv508mdgKdHIj6L2cufDp0nO8bpwKjKg94aB++3OsPw++H/+89Z3gsx6BEcGsHxDSCHQCIsu8MXx8h7Q+GCEJIyleeQBqvmN0AWjfQaW0+AwMDPYu4FStW0KGnAYn0UXIUjIYAfjDaAcAfPqOyIz0E6FY7QgK6s7NzyqZD/PKaoFb7v7+MTMw/P719c/3Mh3tXeKwNeWxNmPnwjdFCDMEk//34yQQ7ywVTFo/Ijxv3Pm49zPX2vzLonFDEIo33DG8e/r/3i+GnHOggSMJtR0wrkDsSmLL4RR7/v/+Q4a4Ug5wCozITAzO8gfjs/+NHDHftrEGH/BjrYlmtjt9YSmTvPfrTO+vj4ZM/SjP5Y4NATfzffxhYWRhev/s3ad7HRWu+pMfw5iXx85DYjoc46fPXf7zchHcmQBQjk1v3fe+a/uHZHxFBO1sOeTm41M8nTz8cPf777Rt+J1suPS24OH4GSano/+/fnw6f+HzstBRoL7gSM6hjxfT8/+MHDHeFGITlGJU5GbjwW0eeLGR/MNrafco7ABDHQLoBRkZG8KkGWjfQqeVyiPuxkjQt4l68ePH06dMtW7ZgtZqKgtra2gwMDDY2NhISElQ0dtSo0RAYxmC0AzCMI3fUa1QIAUiVT89Rq4cPH+o7eEoY2v/5+f397Qvvbl/kNtfjsTVmEcJ+MCIVPEnIiE87j34+eFqOQUmKUe4bw5cn/x98Yvggy6AozUj+Sab/GP4yMZA2KYHsTLTrAiDHhsrI/6nIEXCzJWF1DbKZoE7XfwY8p/GgKcbk7jj4vWPqB35e0IogfS22uSs+T5jzydOJMy+JX0WetLkIZMOJ3JqMrAWZPW3R595ZHzk0tPitrRiZmT4cPf7l4iU+O0s+O0tkZQTZJHUAIKb9efPu0+ETP6/eVmRUe/7/yV+GP0qM6pBLoCEKaESi7Q+mbjMa+ZigYdABoKkX1qxZc/Uqza+rg6ciHx8fY2NjOHeUMRoCoyGAB4x2APAEzqjUaAiAQoC6rQeQiUTgzs7OiooKLiMtHjtjVjGKFtb/+/GLiYPS4fBfj59/3HKI/fG3LwyfIEf7Yz2whQifUVPJa4YX9//f5mDgZBf+XJJO1PH8+K2HDNvjV0NQdvL8T70zPxrpsbMwM+Ql8duYErVsBo+xHz//g68swqMMj9Tz13/7Z39cufkbIxPT/79/+eyt+Gwt8KjHKvXvxw8mDizr07Aqhgv+/fT508Fjfy/eY2RglGdUps9SMQYGhg8M7+7/v13bUR0REaGgoPD/P44tzHCHksiAHBOEuSiIRGMIKKdD4TOcOgAMDAz19fUEwnRUejQERkMADMgflAJrHyVGQ2A0BGgSAuXl5RERESvWrOp/eYNCCyjfK/zn/advZ6/9evw8K4V/8nyG339//WegcnOKDD9+Zfj89v9rJvZfMeHs0xb9ff7qLxmGoGn58+c/Kwtpq+3RTDh65ueR0z+YuXnuMKv/u3X+7sPflHcAKGz9MzAwnLv86+jpnzz/eRX+qTAxMj04eO3FhSt8jtZcOqDFZmhewMUlo/X/+djpTweOiv2TkGM0/sDw7t7/W88ZnigwqhB5ThTEJfD9AxAuQfI3aJvBnZcMzxQYVDZX7ppSMZ2gFjIUQI4JUlAA3W+NtuKIDNOGqxb48H9XV9e3b9+UlJTi4uLI9uy3b9/279//+PHjd+/eCQgISElJOTo68vMP2NQo2R4Z1TgaAoMBjHYABkMsjLphNASwhADonNDiUqPdu8OmdnCbY9/HiUUbhhAjMznLxyHG/Pv+4/PBM18OnQn14c5cJakgwxLkyVXf+/bosVeKoPNbyF9uC1+4D7GIJBJ819j95wxPUqJ4cxKkONgYXew4Wya+37Tra1WugCsFS4D+/v3PwEBmB+DuI9DFXht3/RC0sJRLtfj388d3WdnmeYfWbH1ZlSNgaUzpPABJQQRXfPnm7wlzPh44/EeBUdWAEbpbQ4/R5NWn5w827Pt6/jK/ky2btCRcPbUYP27d/bD7AMf7f9qMBgKMQn8Z/oozSIkxSj7+f//i/9MSDNJyjEpEn+hKQqQ8///4PsMdEQYxE0ZrdgbQfIUC6HIxaXFGqVMPjkPuD6aWH+Xl5Ts6OoyMjFasWEGLqYCHDx92dHRQy7VD3ZxXr14tWLDg27dvEI+8AoNr165FR0dTN1oh5o+SoyEw7MHoEqBhH8WjHqQ0BGg6RU6M40D7EFav6n92lUVUkBj1aGr+//5DxiTA/3//vhw88/nAKXdr1sw4PgMt0CIi+HmU67Z/a538geGdiCLonFBQMwvNUoJcXLc74df4n+E/5JCfQE+unAQ+ZfDCevgS+YVrvnRO++jhwFmWyS8hSs4Gg4+f/vHzkdxf+vr9/+R5n6Yv/sSnZyBgbsHCDdoEDPfIh9Mn3x07EuXPXZzOLyJIsuFwc0hlfPzyb8KcT/NWfJZhUJBjVMK6ZOvh/7uPGe7zmBjw2VkycZG/dwLZbX/evv908NjPa3cVGFXg50chR/cPhu+P/99/xfBcjkFJllERWS9WNpF9xU8MH8B3xv1G3maAPHuAdX8wVhuJF4Qv0QFlUmp3AyBm0noDEtwLxPuaeJWNjY0QxRTOAPz//3/evHmPHz9mYGBQVFSUl5d/9erVtWvXGBgYhISEsrKyWGBXnYwuAYIE+Cg5GgIEwWgHgGAQjSoY6SFA01MyiA/c3bt3h05s5bE2JF4LRCWR1wBDFEPIL8cvfN570lL7f1YcH64VLJ+//u+Y+mHpuq+KDGpoB/NDDKE6+fz/44cM92wsmXMS+HAduv/63b+u6R827fpWniWQFI7SEKe6eyAGLlj9pXfmhz9iSoLmluzi2KdEfn/8+P74kf+PbpZm8CeSfgwoxCKSyPmrvvTM+MDxTUyOUQn/lczfGb49+n/vLdtbPnsrHnNKN1B+Onjs0+ETkgyy8ozKLEhXAmMe+vSR4f2D/3d/MfyQZ1QWY8A3BYF8zCvWQPjD8Ofh/zvPGZ7IM6jIMoLW5MCVYXYeXjO8TGyPptaiHbTWM6TJjnxMENwlZDAgpo12ABgYGN68eTNlyhQGBgYtLa2wsDBIYO7cufP48eMMDAwJCQmQtVijewAgITNKjoYAMWB0CRAxoTSqZjQEBj4EXF1dL6qprVi1su/JZVYJEeIdRNKlAd/OX/+0+5g83/fOWgFPvJdV8XIztpYJutpxNk+4e/HBC2VGdR4GPuJdRZLKNwwvH/y/IyX3e2q2gIc9voFqUSGm7mohT0eutknvN+z8WpMvYEbofi6SXIKseMeB721TPjz7wivk6M+trIIshcZm5ecX8/D+dl+jdQFoRVBljgCubhWaRjK4e4/+aJn4/vkjVkVGfSFGwumEk4FLnVHn/e+3D3affXHhioCjDYeaMhn2frt64+OeQ7yf2fQZTTGX+CN3BiCG8zMI6jOavGJ4Dr4WALQxgJ8B1wQXvg0nLxiePvh/W5BB2ITRmoMBPW1gblYRZRDfUrlnVsW8tI4kanUDID5iYGAALdsrL9+9ezcjI+OuXbvgp4XCFYxwxv///0+ePHn27NkPHz6IiooqKCg4ODiwsrISDJbXr19D1Ojq6kIYDAwMGhoakA7Ay5cv4R0AuOwoYzQERkMAP6DffDR+d4zKjobAaAgQDAFQ86K0bIlP3OeDpwkqhij4/+s3hEGQ/H7t7sv+RRwH93TksO5fJYnZ+v/y7R+mIQ4WHHtXSCYm/b/w/9TD/3cxFWAV+cvwB6s4puBHhndX/p97I3itvoJz/ypJzNb/x89YXOVkxbFnhaSLLWdo+qvG/g/ff+BrQWJaSlDkwrVfSSVvMuu/fFW1l01Ixt/6h5vGpagsG5f4TNQiJv9Nedu7V2+psGsZbjgDA8PtB3+ya96mFr9jeKRkzGhN0mmbggzChowW8q9FPqza+mbF+j+v3yKbjJ/9+8WrNys3fF6/R+mLnA6jEWbrH492MQZJU7BTr/w/d+v/1R8M3zEVMyPNJCDLfmb4ePn/ucf/76syaqkz6mK2/sGKsUe9FKPcxsqdNgoOkPk9sEqqEa6urpBDhzo7Ox8+fEi2ubdu3TIyMiJbOzEa6bzN4P79+9u3b3/16tWvX7+ePn169OjRRYsW/fjxg6BTv379ClHDyYno48HZ379jSTYQ9aPkaAiMhgAuMNoBwBUyo+KjIQANATU1tXPnzkE5g4BydXW9NHNpLovkrycvCDqHmNX/P+89fjN//d9NW6ti/p/YJBXmg/2uMXY2nMVFcRr/5gXi4nrPzv0//p6BcNuRkQGnUXAffWX4cuP/5Vus51Mz/p7ZJhUVgN1VeA7tyUvk27tC8s6D37bBz9duh+4dhJuPyfj8FUtfAk3Zi9d/qzrf+ye9PPtTTz41g08f+4qsf7jbNAImZrKJKVtuK9gFP5+z4jOa+eRxf/5m6Jz+0SXi+bk9wqaMNlKMiDu/SDJQklHWhNFG6M7fFzMXftx3hOEPgS7K/99/Pu459HLOEpHb/8wYbcQZpEiyDq5YllHRlNGGiYHpzP+jD//fxRy2h6uEMP4x/L33/9bF/6f5GQRMGW2EGcQg4pgkrs4DAwMDMwOzAqNKpXuDOKMUed0A/K1nV1dX0EFeK1ZQ2A3A9NSQFuHg4DA2NraysuLjA00YPn78+OzZs0PaR6OOHw2BIQpGlwAN0YgbdfaIDgHIVIDR7t3BnXV8ziQf6A4Pu19PX305dPrvjTs5CXyZcdJseKfiWfGWFnoabGtnic1f9aVt8gWh39KKjCp42l5YN6QiXMXw6/H/+88ZHidFgA75ERbA11vA7yoVBZbFE0XX7/zWMeXD+u1fawsE1JVwepKZmcD5P5Pmf5o45xOHmqZsgiWrAK71KmB/4L1OjIWXT8zd89sDjc7FB9due1GZLWBnTs5GarBNDMs3fe2a+oHho5ABoxnlq7BYGFiUGNXEGCQfHLv9/OJVPgcrbkPEoguIjRDy64UrH/ceFvjOY8howc1A6XYLNgZ2FUZNcQapB//vnP5/BM8N0y8Znt3/f5ufQdCY0ZKTAXu3EOJCYkhOBi41Ru0S96qo9nM0WhEEWcpPi2OCiPHgoFLDyMgYHx8vKQna8mFkZDR16tT////funXL2tp6ULlz1DGjITASAL6adST4f9SPoyFAMATk5eUrKioIKqO/AldX18tzV+QyS/588BSX7biWAP15++H9uj2vpy6L0X1xYrNUfjIf/tY/AwPDr9/YV1MgW50YxrN/taSp67sz/4++YniOLEUM+z/D/0f/753+f9jc/e2e5ZL1BQL4W/8MDAysrARa7QwMDIHuXIfWSqors7pFvZgw9xMul7DgPjdo1ZavJt7Ppm3jFw0ME3P3ItD6Z2BgYCLsKi4FRZnYhBfiVnFF70pa3r14jX24/eMnnPMSR8/89Et6Wd/2TeyTthajAeWtf3jI8DDw6jAaqX5T+rH16Kt5y38+AJ2+Apf99fjp6yWrv205qPZDRYtRn/LWP9xkXgZ+XUZjJUa1p/8fXvh/Cm026QvDp6v/zz/6f1eFUUOTUY/y1j/cXj4GgS2VezwUfWkxWg/qrkOu9QDPBsAtJcg4d+6cmpoaQWWUKKDDKiNk54mJiUFa/wwMDCIiIoKCoF40fHkPsspR9mgIjIYArcFoB4DWITxq/mgI0DAEQG2LsrJlIamfdh7Fag0jO+j4TmSpv1++fdx26GXvAj/pB4fWStbkEW5kQ7T//EW4A8DAwCAjwTylWbi3ie+j8I2r/89jXdX9jwFLo/Y5w5OT/w8pmD9bMV10YqOwqiLeGQeIm4gm2dkYa/MF1s0WP3D8u2P48z1HsCw7xjoDcOjkD7/El5UTfjOauksGh3HKyBJjJyMjsUWrgLGpbGLKjnuKtkHPZy3DsiIIq0mPn/8tbn4XnfP64zU5U0YbGl2vK8IgbsxoJfmM+82SNe837/r76fO/b98/bN/7auFK8Qespoy2NLVXlEH8xv9LN/9f+c7w9T/D//v/b1/4f4qHgY+m9m6p3OOk4E7TbgAjIyN5K46ISXiDXA181T7EnVxcXKCRhV+/INxRcjQERkOAnoDYWoqebhq1azQEBlsIdHR0ULKZj9beAU0FLFwNmgq48wjZrn/fUZq5///8/bT3xMuuufbsN7YulOisFJSXJqGRzctNQnHh78Z1YI2kX+jPs/+PPf2P4ioGBob/qB2ANwyvzvw/+kf6zuR2/sUTRS0MSbgzi5h5CXiYGOuybZgjHh/Cm1f7trj53Ys3KIPuaBem3br/O6f2bVzx+8fCFnIp6TwaWnBzCDPwLgFC087Cwyvq5iHkE9y9nNUt5sWB4yixhmnSxHmfbIOeHdkKWv4ug3rqJZrJVOHKMiqYMNrwXHz3YvKc51PmcJ59acJoLceoRBXD8RgizShvwmjDysB69v/xK//PfWf4BtqmzEjyCUXE7ziHOEaKUXYTzfYHy8vLQ/YHMzIyDoYihQ6TDJBQhZBMTChlCBoXogYrCekqMDAwIE8XwHcPw2Wx6h0VHA2B0RDAClByI1YVo4KjITAaAkZGRrdu3RrM4QCdCojI+Lj1EKSFwcDAwAi7HIeBgeHL0fPP22cZfb2wfJLwtFZhHXWcS+GxehPPQhSs6hkYGLg4GJuKBRdPEmFTun/x/6nPDB/hKuHbAz4yvL/y/9wr/iu1ZRyH1kh64T14FK4dmfGb2POEEJoSQnkOrJFkZGRwCHk+f9UXuMRf2LTEpy//WyZ9cI18cfC1hlxymoCJGVwN7Rhc8goy0fFvpKwTSt8XNb17+hLaOUHuAKzf+c3M99m8Wcyc/7m/MHz+zkB4ZzNVHPyd4esXhs/s/zl4fnF9Yfj0hQHnMiqqWAc35BfDzx8M31kZ2DgZuT4xfPjE8AEuRQqD8HIsNNP+Mvz9zfDLw81DjlEJz2g92etnIMcErQCvCBoM3QA07w9CrpCQEMRVV69ehTAYGBhu3rwJYUOWEkHYo+RoCIyGAJGAhPE/Ik0cVTYaAqMhMFAh4OrqekVNbcXKFd1Xj3NoKEKOAPp69urnPcc1JX7lN/G52SIO0SPJkWxsJLeiIObbmnHsWiYxYe6n/tmnZRgUFBih5+V/Y/j6+P/9Dywv85L4shOk0UbfIXqJIf/8+c/AQLLbxISZemqEvJy4Wie9X7/ja22+gKk++9+//5mZGOes+Nw36yODlIp0dCC7KM7jZfC7jZEZ934CvDr5jUy41TV2HTu6MfhKaQZ/RgwvE7gHcPbKrwmzPx4/+U+RUUOMEbSH8sn/B1f+nxNnkJJnVGZlQF/ohdcSEiR/Mvx49P/eK4bnCgwq0ozyDAwMLxme3f1/8wXDUwVGVR4GXuLNwrwLDL9eyC3FMgzymoz6/xj+CTKKPPp/5wXDE3lGFZJOOGUiMXk8Z3hy//9tUQZxE0YbNgY2Gu0PZmBgKC8vx78/uKKigta3gOGPgsEjKyEhISMj8+TJk2vXri1ZskROTu7ly5eQzoCAgICSEs3nowZPUIy6ZDQEqAVGOwDUCslRc0ZDYFCEAHgqoNxo9+7AuhJObZUPG/eLs3yuL+AP8gTttyPbiRzsJDeyke0qSOZzteNs6H1+9sIrJUb19//fPGN4nBAGOuRHVIiieUh+XvK1O1lxOFlJTpz3KST9VXIEr7UpR33v+xc/+IRdA7gUSV5qguxfStgs3Dyiru7f1TV6Vx1au+1FfaHg9v3flqz7IsegaA5eAANpScswKogySDz8f/fM/6NyDMrS5B79icepT/4/eMhwF3xUvw0bA3RdljiDlBijxMP/9y78PynFICfHqIR5yRdWM4lPQK8ZXt7/f4ubgceA0RzSx2BkYBRmEBVmFH32//Gt/1d4GfgVGFW4ie1+EGvzZ4ZPD/7f/sHwQ4NRF97HgOwPXlC5LKE9avSYIKwxSx/BwMDA5cuXv3nz5g4YQCzl4uIKCgpiJre/DTFklBwNgZEJGOGrBUam/0d9PRoCxIQAZKBuaI3GQdz8601nfAilRzSCVu3/ZwCPRBMTWjjV/PvPMGXBpynzP7k7cOYk8OE5kROnEbSROHv5V9f0D1dvM7Cb2fHp6tPGEnJM/XD29PtjR0T+isozKsMvuoJ0AODGvWd4++D/bQYGBgVGVUEGYbg4JYy3DK/v/7/FwsCqyKiK64LebwxfH/y//YnhgzyDsiQj4b3Rfxn+MjMQmBj5xvD14f+7HxneKzKqIt8q8I/hLxNM71+Gv4/+33vK8BDc/VBkYSBtMRvWYPnP8P/h/ztPGB7KMSghb2/4x/AP+cjaZ/8fp3UkwrsBkNVB1LruF5JhITMDEEcyMtK8gqa1FY2NjRC/dHV1ffv2TUlJKS4uDiLCwMAwb968R48e8fHxFRUVwQXxMH7+/Hnw4MEnT568fPmSj49PSkrK3t4evjoIorG+vh7CGCVHQ2A0BPADmpcv+K0flR0NgSERApC6eWh1ACAB+/Dhw/I87epcAUpGyhkYGL7/+M/JQexIKsRqNHLJ+i99sz5qqrDVFAjMWPTpwPEfVbkC4b4UneP+6cs/Ph7yZwAYGBievvg7ad7HFZu+8ltZsAgLfdh/kE1IVNjegU1YBM39pHH//WNA3e9ImnYGhq93br09fJD94z9FRhUB1Gb9X4Y/8E0UcGOf/n/0iOGuMIOYPKMyOwP5twp8Z/j28P/dDwxv5RlVJBlk4ObjYrxjePMQ1P1gJNj9INgBePT/3iOGe9IMcvKMKsjNblD/k+E/I+pKHkj34yPDBzkGJQpnP94wvLz3/xYPA688aFYBpbeM3PGAhMA/hn+P/9+bu2uWq6trZ2cnvDMAkaWcfPjwoYKCwq5du9TU1FasWEHrModuHQDKQ4ZIE0Y7AEQG1KiyUTDaARhNA6MhQFQI0LqmJMoR5Crq6uzk+NUd4AY6dI88Mz58+ifAR2ZTe/v+7x1TP/z7z1Cexe/jzPX3HwMzE8OWvd9bJn1QkWdpKBZUkSdzLSIl3ZK//xgmzfs0ce5Hbl0dPisLFgF+UEPzz58PB498Pn1W0NJK0NyKvLACmfP3L9nbAH6+fvXhxLGfdx/gaoJj7QAwMDD8Zvj18P/dlwzP5BmUyTsdCNIEl2KQlWNUxrqwB23yAR4+z/4/eshwT4hBRI5RiZMBezJDG02H62VgYHjL8Ore/1ucDFzyjMq8DKCIQJbFwwbPftz5z/BPjlFZBMd9wJiNeLiBPxi+P/h/5wPDW0VGNeQJB7gCXEH9g+H74//3XzI8e/Dggbw8aGsEXAtVGLt373Zzc+vo6KBpB4AO4xrwGQCCwdLQ0IBHDX5ZZI2jHQDk0Bhlj4YAHkBmvYvHxFGp0RAYDYHBFgJloO2GEQUZ2tV5AuStuSev9X/yws8p8z9dvvGrKI0/Lhg6tvr7939mdkYfZ043O872qR+cw59XZAtkxpKwnRQevMTcAgZXjMxYvvFr94wPXwXkxKI82WWl4VKMLCyCzg5c6mrv9x74cvOGsK09mZsB/v9jgC1ZgRtOkPHv18/3J45/PHdGmkFentEWvugFQyP2qRhWBjYVRk1RBon7/2+/+v9cnlFFmEEUQy92gdcML+7/v83FwKPPaEpSExxinBSjnCiD5KP/987+PybLoCgP3qsAkYKTWB0Nn3BQYFSVYEBEBFwXfoYgg7Ago/ALhqd3/9+A7A/mZeDDrwUu+/T/wwcMdyQYpE0ZbTBnVCDKcIlzMHCqMmqJM0itWLGC6pMADAwMrq6uDx48UFBQGDn3B0tISEDCfJQcDYHREKAPGJ0BoE84j4IhHwK0mO6nf6B0dnYyf+kK8yFt4c3nr/9IugSAgYHh9oM/UxZ82rL7W04iX04CHyvSUAPaup1jZ382TXjPwsRYVyRgpg/daUq7kNl//EfPjI83XnAIONhyaWrALfr34wcTB8rKmc9nz384cJhHVU3Q2paFG9p7gavHz/j36xcTG2kn83y6eP7dsSOCP/nlGJXw361LcC0NAwPDc4YnD//fEWAQlmdU5sQxJA/xwheGz4/+3/3M8EmRUVWMAXS+EEQcK4lrBgCu+DPDxwf/73xn+KbAqIJmGuYMwOP/9x8y3JVkkFVgVMbV1IaY/B9jCRBEHE7+Z/j36P/9xwz3JRlkZBmV2JCORcIcxf/I8P7e/1sMDP8VGdUEGKDnS8KNIpXxluFVPA32B0OG5yMiIlasWEGjbgDECppOMhA/A0BqsGNVr62tHRISglVqVHA0BEZDAA2MdgDQAmSUOxoC2ENgeHQAdu/efe7cOW5OBiP5STISBHZkwgPi1+//bKxYB3DhShCMtx/+TV3wae6Kz3EhPDkJfOIiRNkyecGnnhkf06J5K7IFiD8S9M9fBhaijAc57/qd35Pmfdp++LeArRWvmQlICAljbbL//fLlw8Ej36/fErSx5TcwQlJOgPnv508mdmI7M98e3H939DDT68+KjGrEjNnjWdOC7Kw/DH8e/b/7jOEx2sZWuJp/DP8e/r/7lOGhDIOCPKMy2iJ7uDJkBmZjGlkWzn7N8OLB/7vsDOwKjCp8DAIQceRG/DuG1/f+32JlYFNkVIUrgCjDSmJ2HrAq+8Hw/dH/e28YXsoxKMEXQSF3Wv4y/H3w/85zhscKDKoy4FNNsZpDhuDz/49TkfYHk2ECmhbkHcaQljrVuwEQY2naATh79uyWLVvQvEY77mgHgHZhO2ry8AOjHYDhF6ejPqJJCCDXxzSxgPaGQrwAWWCwe/fuU3vCY4NIG9gm6MYpCz5NmvfJ1Y4zO4FPS4W041lu3vtd3/vhybM/NQUCHvZE3Vfw89d/diIuKHj/6d+kuZ/mrfzMa2rMb22BNtIP8dT/338g1yZAuMjk9zv33u87yMzGLmznwCFF8jIVZKPQ2L/fv3t/4ti3m7flSTnHk8jWMMSuzwwf7/+//YvhpwKjigiDOEQQfJz/0/v/7/AzCMgxKuOfcIBrYWBgILIDANEC2VEgwSAtx6gMH5L/yfDjwf877xheKzCqErPJGGIUSV7+yPD+wf87vxl+yTMqizIgFpa8Ynh+7/8tAQYhBUYV+JFKEPPxkMR7Gbw/+P7cXTOpci4QJLciGwVpryMfE4TH2cRIYVpBjC6S1Lx48eLIkSNHjx4VEID2A0nSTpJiHx8faWnp0aVEJAXaqOKRDEY7ACM59kf9TkII0KGyJME1JCqF7CnctWsXWnti4/oVetITleSQFuhgM/n3HwbkNTzYlDAs2/i1d+ZHVUXWnAQ+G1Ocg99fvv3j4cK3mXjphq9tkz94OHBWZBPerkDQNAYGhplLP/fP/siooMZvbcEqivtsH8jeZKx+Awt+PHr84+Fj/IbGQta2yFcsgyVJJv7/+/f+xLEPp05IgnbcKrGScpYlSa1hiMtA21X/3+Fh4FFgVPvL8Ofh/7s/GL4rMqoidwkgKvGTxLeGIeYgDckryzDKP/n/8CHDHfDlZSokeZmYVU8QG+HkK4bnD0GzEBwKjCosDCwP/t/5wvBZiVGNVC8TOd8CtxeyP3jxrgXIeQ0uSzwDV4EDPyaIQvMZGBhwWUG8I4lUOTymT4n07Kiy0RAYKmC0AzBUYmrUnQMcAnSrLKnrT6xNf2Qrdu/efWRbWHIEvj24+NvZOw+CDvn59YehPJPfzxX7CTBwG4lZTfT63b/2KR92HfxelSsQFUDadgW4RQwMDBt3feuY+vENo7CAnTWHkiKyFHns32/evt9z4M/r10I29jyaWuQZwsDA8Pnq5XdHDvF955IDHXpD7KZVuHX/Gf4xMuDrRMFVIjPgC34YGBjkGZRlGckJEDIa4gwMDB8Y3j34f+cPw29mBhYlRjVcFwsguxaNTWrHA64dvDHg3n+G/9IM8gqMKsQsc4LrhTDI6G6BopjhY2R7MCX7g/E3miH5msIziPBbAfE+VcghfYQaVUJg1JDREBiEgORaZBD6YdRJoyFAhxBQU1M7d+4cHSyilhW7d+9mBN/d9f//fzyDha6urkkFF9Ydy75+5zcuq3GN2Z+++DO+8HVp67v4UN6j6yQJtv4ZGBiI2UsgKsTUVyfUUys0deGnyJzXN+/hdBguB5+88DM673Vhx/cfRk4SCTFUaf0zMDCwigiLRQTzO9q9PXLwxfo1v96+xeUAXOLfnzx+tmblp90H5H7IvGd4++b/i38M/3Apxi1O7H4MZBNe/H/6nOGJKIOEAIPQc4YnrxieI8vSjv2L4efr/y++MXyRZpT7yfDjyf/7Xxm+kGrdf1I1gNW/Y3jziuEZDwOfHKPSU4aHj//fBwuTRqDdSECk5g//31VUVEzrMujp6Xz48CGRuohX5urq+v///xUrVnR20sR84l0yqnI0BEZDYIiC0RmAIRpxo84egBAYKuNYkNFBtAU/BMNr9+7d+zaGEXkc591Hf6Yu+LR++1fIIT/ELMSHOIDQQhuIKij59x9D+5QPs5d9Ls3gz0kgaqT84dM/k+Z9WrPtG7+1Jb+1BQO4CwQ1Dj/1n4S7jv///vPhEOS6AGtBc0v8BkNk/3z+9P7EsS9Xr8oxKMkyKv5j+PuD4cf9/7e+MHwm5vgdiCEQktQZgA8Mb+//v/OP4Y8io7oQA2gRFHiT7h0OBk5FRlUeos/NBO8BIHybL8SREPLp/0cPGO6IMUjIMyqzMrD9B207Bl3iK80gL8eoRPBiYIghZJC/GX49+H/nNcMLRQZVSUbZvwx/vzJ8fgBa+PRNnlEZ65H/ZNiCVcsHhnf3/99S0fxVVyRoogs6CWrhmi/sIuXhEREk3RhA5PA8fGMAGbMNRFqB1ZvEC0JcSNOtxsQ7ZlTlaAiMhgAcjHYA4EExyhgNAQIhMPg7AOQ1/eHefvjw4bq1K1SE+vU1QQ0XiPi37/+5OBFDzh8+/Zuy4NPsZZ9jgkCH/EiKEX0KD9g4Mq7uOnXhZ2P/h3///tcVCloaIXYXfPn6j4cbMYf58zfDpHkfp8z/xKOvy29tycyHb1ET2C0oxP8/f0hd2f/zydP3ew/+//lT2NaBS1EJbhzmEUDvT534cPyo2H9JOUYlyDW98LU0sLY4lxKjKjcDUW5GPk4HbilWxk+GHw//333N8FIBtMkY/b6qh//vPma4L80gJwc6hZOoeCR+QTy4HXz7H8NfJUZ1QfBNxvC1NF8Zvjz4f+szw2cFRmUJIi4bxuo1PILPGZ7c/39bhEFMgVGFjQGUYOBWv2Z48fD/PRYGFgXQ/cpEHQAKjyk8NkKk/jH8e/D/9nPGx5U5AunRKFH589f/yfM/+UauwTMXBzEETpLUOoc0skk9Jog+BRrEbaMdAHjMjjJGQ2CQgNEOwCCJiFFnDIEQIKlKprN/IFsUICf8UGj17t27t68OLUiGjrgjj9lPW/R50tyPjtagQ3501Eg75Afiqk+f//HxIlrtEEFiyOmLP3dM/ZAcATonlA1s84+f/znYoT2TJeu+9Mz8+ENEns/Kgl1aihgD0dT8//WbEWIumgQh7ucz5z8cPMSjqiFobQO5LgD5RNEvN6+/O3yI+wuLHKMS8tp35EXt/xn+P/x/9wnDAxkGBQVGFUIWEiv/5P+Dhwx3xRmkkA/hQdP8jeEreBbikzyjCjH3cMFb0mjmIHPhFxIrMKhIIx21iTZx8Zbh1cP/d5kYmBQYVSk/jB/igM8Mnx6CbyFQBs11IC5BQ3P2k/8PHjHcF2YQxXNvMcRA4ic9XjO8vPf/ppMDc2W2gKIs9l31j5//nTz/Y3LOemK6AWS0ziFNbeKPCSLDCniwEM+AuGq0A0B8iI2qHA0B+oDRDgB9wnnUluEQAoO2A0DF1j8knh4+fLhm9Qp5vj74zVwrN3/tmflRUZYlJ4HPzhzlwiyIFjqQdx78qe97f/fhn9p8AW8nzn//GJiYGPYc+d46+cOjj9wCDnZcGmpkOwNz2J54o/5+/vLh0JHvN24JWtvxGxj++/2biZX154vn708c+/3gqQKjCuaaE+TD6SEWfWH4fP//LfIO54GYACffQk/ZZ1VkVEXudcAVoDHegNrid1gYQOrxn8qP1pJGMwd0Adn/x/cZ7ogwiMkzKkPmOuBqsOp9CjoX6J4Ig5gcoxLxR3PCzURmPPh/5wnDA1yXHiCrZGBg+M3w69H/e88ZnsgyKMgyKuFZ6I8ZU2hGQQ42/cX7qq5AIMQbfc/612//ubmg3VSIxnNXfj36XOgfSGBFENmtc+KPCSLbCohHiCQhpZOrqyuR6keVjYbAaAjQB4x2AOgTzqO2DIcQGIQ1GYVrfvDHyu7duzcuDbE2Ya/tef/jJ0NZJn+AO4FDfvAbSBXZlZu/tk764GTNmZfE1zH1w64T/wRsrHhNSbiliyrOwDTk+5277/cdYmZnF3Fw/nzt6qeL52UZFOUYlUg6eQZ2XievEqMaJwN6axLTUjSR7wxfH/6/94HhrTyjCvGn7EMMgd3LKyPPqMyC41hSrI14iPaPDB/u/7/1h+G3Emj0HbTTACIOJ3EtH/oFaovffcHwlMi2O9xAOOMNaPT9FjcDrwKjCvF3GjAwMHxh+PTg/52vDF/kGZXIW4z0/P/jewy3IwK4KrP5+bFNbX3++p+XG6UDAHH2joPfPzOVhITi7AZQ2DqHlAx4jgmi28D8ICw2IVEwSo6CEQ5GOwAjPAFQ6v1///59+vQJfsnL79+/d+zYcfnyZU5OTjs7O2NjY0otGEz6B1VNBqngSd3pS2pwPnz4cOXKFV9fdCaHU+HKMMzRUFLdA1H/5v2/rmkf1u/4xmFkzG9lyciO2LEAUTCA5Mcjxz8eOSbKIEHM8hKs7vwHuq327jOGR6Q2iCFr+qUY5ORB+2uxr0LBaiNc8AfD94f/775neCPPoCzJKAsXhzPQlvFAxP+ALha485zhiTyDiiyjAkQQk8S/mP4Tw4cH/+/8BF1YhnJ7F9wc5EVTcEGwg++8Z3iryKiGOc0CV4Z/1wRkMRIjaDGSsiB4kzRcIx7GF9Cu4ts8kp+aSwWdrMicE1u87gurEPb9wRR2ACAu7+zsxLUxgG4dgEE7cQoJolFyNARGLCCnkhixgTXqceQQ+P//f2Rk5Jo1a0RFRZ8/Bx0p+OvXL15e3l+/fsGVsbKyHjlyxMzMDC4yyqA8BOBN////yTsdkQQnyMvLl5WV795t1DwxuDpPgAnLUCYJprERcWsvQeOmLfo8Yc5HdwfO+X0iVZ0XXqx5IeTixCqOWPBN0AQaKfh+6877/QdZ3//SZjSEbHslzyImBmbIfVX3/996/f+lAqOKMAMB371meHH//21uBh59RjNeUk71QXMhBwOnOqPOO4Y3D/7ffvn/GbbV+egp4AXD0wf/bwsyCJswWhNaw4MvufIxCOgxmrxieH7//+0XDKB1U7wM/KjOQ7f66f+HDxjuSDBImzDasDDgq8vwdwCEGcSEGcWe/X908/8VPgYBBUYVLgYC3V3IJcc5CXylGZKojkTn4T9cKjaI59fvqX1NbT4RKPuDHz582NHRgW4W6fzy8nJIQx9XN4B0I0d1jIbAaAgME0DObrxh4vVRb1AWArm5uStXrvz79++LFy/evHnDwMDg7e2N3PoHLbT9/dvc3HzOnDmUWTVYdA/4VQBEHu1P9fBydXWtab+8+nD23qM/KDGc4HXC+A1ft+Obue+zHQe/ze0VmdwkrK/JdmiNZJLDp+fzF308ehy/Xvyy/378xK8Av+zvV6/frN/0ft1W+Q8SxoxWlLT+4RbxMfDrM5pKMcre/n/15v8rPxmwh/wXhs9X/1+49/+WAqOKNqMhJa1/uNVCDCJGjJYiDBJX/5+//f/aLwbsgfOZ4ePl/2cf/7+vyqitzqhLqPXPgK/5D7NbjEHSjNGWj0Hg4v/Td//f+M2AuAICeSXVR4b35/+ffMXwXJvRUJlRA3/rn4GB4T8Rlksxypkw2nAycJ37f+L+/9t/Gf7AHMWAzH7P8PbM/6Miuk82zhMvzUDrosB1IBi/fhPwNxsrQ3EaP8+3hKgAXsgcI0IzNVjy8vLl5eURERFolwbcunXLyGjgF85Rw4ujZoyGwGgIkANGlwCRE2qjehgYGBQVFR88eMDAwKCnp7dz504uLi4REZHfv0EVtoWFxbJly7Zu3Zqbm8vAwMDFxfX169fhEWhUmZcnIyjgo/4Du5du9+7dS2YFVecKwI/fIckvf/4ysBB12iS6qcfO/pw07+Pdh3/KMvlDMfZZnr38q7H//bXXfILODhwK6IddopuFjY98bg82eZxi/3/9/nj02KeTZ0g6TBOncdgk/jD8fvD/7kuGp/IMKjJIh+r8Y/j78P/dpwyPZBgU5BmVkdvH2IwhR+wnw89HoFNEX8jDThGF7AH4C7aa1EVKBHfTIjvxO8O3R//vvWN4I8egJM0oB27Eg+4/Blt95xnDYwVQaOBcboRsFPgknz/MeKcIkNV/Zfjy8P/tTwwf5RiUpcDroOC+fvD/9muWp1U5/PhvzkY2Df8t2sgqGRgYzl/99fATaH8wAwPDihUrqH5yDnw2oLy8HNLZoEN5MlBlJlrYjnJHQ2A0BNDAaAcALUBGucSGACcn548foFHJW7duqaqqXrp0SV9fn4GBgYmJ6du3b+zsoOO3paSkIKuDjh8/bmFhQazRg1gd/SszSD1NlfM9qRKukF0B/P97PB04STUQ7UoBYrTfewS62Gvznm8FKXy5eO8Cm7Xsc9vkDzxGhgIOtoys4INCibEArIaMSwBAW0jPX/xw8LDgD9BFs0Qe4Q+2jRziI8P7e/9vMTD8hyzLAe8Vvs3PICTPqERwvQo59iHpgZzoz8DwD2y1MGSVDj+DoAKjMhnblJEMJsx8z/D2wf/bDAz/5RlVBBlEXjO8uPf/lgDIahUOBtruR3/H8Obh/zv/wVYLgawGnfLp7sxakS0gJ0VWL5awd6Eqdh36/pGx5M9fBqp3ACAWQI4JYmBgoPUOIoh19C8zIfaOkqMhMBoC+MFoBwB/+IzK4gyBoKCg9evXMzAwCAkJ5eXlzZkz58mTJwwMDOLi4o8fP2ZlZd22bVtYWBhk7H/u3LlJSUk4zRo6EvSszB4+fHjr1i1I2NBhoA5iEZHkw4cPy/O0q/ME+HlIWEb48fM/rCelYLX024//k+Z9mr7oU0wQT14Sn7gISqvr46d//HzoVt9//Ke+9/3RK8wCTg5cWhpYjcUuCDlSFLscFtEf9x98OHiE6cUnRUZVYQYxLCrwCpE0Fo5sEvhi3dsCDMLfGL4oMqqJkG41smkksZ/9f/yQ4a4gg9Bnho9gq8VJ0k6J4udgq3kY+CG+FmWgo9UMTx7+v8vLwM/I/66uSDCQjqdgLVn/hUWoPDwc5zFBlAQpAwNDZ2dnRUUFnmOCKDQfoh0y50CjngzEilFyNARGQ4A8gF6DkmfKqK4RGAJr166VkJBgYGB49+5dQ0MDpPXPwMBQXFzMysp6/Phxb29vSOufnZ09IiJieARRR0fHw4cP6eCX3bt3r1ixAjLwP9ha/wwMDPLy8is2ftl+JnfDrm/Ehwbxrf8Fq7+Y+zy7ff/3pvnirWWCaK1/BgYGFhb0LaGgZWmyLIsmiHYWsf87tOPNxq1/P34i1m1MxJaEf95/eLt525uV64VesPxl+PMHaaU4sXYxMGBxOhGafzP8/s7w7T/Dfw4Gjj8Mv3/9x740nwiTSFbyn+HfT4Yffxn+sDNw/mT4+f0/CZFOsmUYGn6Dw5mbgecXw8+v/z//Z/iHoYRWAv////vL8Cco4ue7j//OXf755j39rGZhZmxqqLRWsIPPAVLdkw8ePEDbGEB1K0YNHA2B0RAYtGB0BmDQRs0QcNjnz58TEhLWrVsHd2tSUtLcuXMZGBh+/foFWQXEwMAwe/bslJQUuJohzYBUxjRtkQ+S5f5ERtPDhw8LM0BTAaJCBNrQH7GN2WPasuPg97bJHxgZGKpyBdztca4y+vX7Pxsrzob0x8//OqZ+XL75u4CjPa+JIaYt5Ij8/w864vPocUkGGTnw1VHvGd7e/3+bk4FLiVGdi5Qz+/EfiInVbc/+P3rAcFeYQVSeUZmNgf0jw7v7/28zMTATedUXVjOJFISs+eFl4JdnVOZm4PkIOq/z9h+G3+DjiUie/SDSUoiy9wxv7v6/ycrApsSoxsvADzl58yvDFwVGZXEGaYgaGpGfGT7d+39TSOZrc6mghSH74+d/J839uOvQ94IU/owYXpIs/fr9PzcnzrSKadTDp39aJ3/Yf+CfMqO6AIPQH4a/j//fW7RrPnWLHfjpnJBBehodEwQxfHQGADOWR0VGQ2DAwWgHYMCjYJg44P///4yMKJWco6OjpaVlXV0dBweZh2QPwqChaQdgaDX9kWOns7OT+UtXmA++i6sIbgC4cO3X5HmfTl/8WZzOHx9C4BzGf/8ZCJ5Juu/Yj+YJ75/+ExN0cWKTwLtuhNASoK+Xr344cIjvK6ccoxLkeErIMp7/DP8f/L/zlOGhPIOyLKMicpjgYeO6EgurlvcMb+/9v8nAwKDEqAY5pR6yJ5WBgeHJ/wcPGO5IMsjIM6oQPAkHq+H4BcHbYe98ZvikxKgmygCa7oOrB5/+eYePgU+RrAvL4ObgYvxm+PXg/53XDC8UGFSRd+IyMDC8YXj58P9dFgZWBUYVYu45hliB9RoBiBQmCblRIT+ZvyiVj4GBAX5/xaGTP7pnfPz0+V9xOr+fK7GbEAimfGQHzF/1pWXSB9E/MoqMqsj3E39h+BTRHhwRES4vT842d2QrIGy01YyQljrVuwE0LTAhHhklR0NgNATIA6MdAPLCbVTXCA0BGtVnQ7fpD08HDx8+3LxxhZH8JBkJlMX6cAV4jgB6+ebvpHmflqz7khXHl5fEx8mB0pOEm0Aeo3vGxykLPvFbW/DbWuMyAc8m4J+Pn3w8cvzfw5eKjKpojWC4aZ8YPt7/f+svwx9FUBtdGC6OiwFvweNSABH/yfDj4f+7bxheyjOoQE7CgYgj9x9+MHx/8P/OB4Z3CowqElQdFH/4/85jhgd4jhj6C7r/694zhkeyDIryjMoQt1GFfM7w5MH/28IMYgqMKmwMoOMEGBgY0ALtyf8HDxnuijFIyjEqsTMQHmJADjQ8jnwHmnO4YWrGUJktoKOOfSv5ik1f+2Z9lJdhKc8SMNGj2iV0N+7+bp384eQJBhVGTVwnyb5jeB3XHhkRQYWNAWgdAEiYwLsB1Bqzh88zQMwfJUdDYDQEBg8gMGs/eBw66pJBEgKMMHDr1q2tW7fCeITpQeJ+Cp1B9asABupofwrDAVO7vLy8uqaRU9jzJeu+YMqCVu1j7xcwTJ7/ySrg+bfv/w+slizP4iey9f8bcUo7VtsQgqUZ/BvniSt/Ovd89vwf90AH1yLkYKz//7Cs7f77+cu77bteLl0p/pDVjNEWV+ufgYEBcma/BIP0tf8X7vy//gfp9HqYDSg0MUd2Pv7/4Mz/o0wMTKaMNsitf/CBmAjTOBg4NRh1VRk1n/x/eOn/mc8MRG97QJiBznrN8PLU/8NfGD4bMJorMKrgci0zA4sSo5o+o+lHhg+n/x99zfAC3SDS+V8YPl35f+7J/wfqjDpqjNrw1j/YJJQD9WUYFUwYbRgYGM78P/r4P/ZoBeuCErh8AZVmYPjD8OfO/+t3WS9Wl3AunSSKq/UPGiP34z62ScrSmD047WV5+/tnr/7CDcHK+ENAHqRp2qLP7tEv7p2QMGW0QWv9I99CIMQguqVyj4uiZ2dnJy02I8EvDWBkZIQMdoAcN4pHQ2A0BIYjGO0ADMdYpYufXr9+bW2Nc0iVLk4Y2pbs3r27s7MT1J77/5+6q3sHMFw2b9kZnXV+w/Hse4/QW+iYTfbVW7+a+jw7dubnkkmi/fVCirL4LnNF89RvQvcrIas30GJbP1u8Mvbfu3Xr3u3c8/8n4rJqqLJ/KI1LBgaGT8dPPZs+m+viG1NGGyLX9oBvkrL+y/D3zP+jLxieQk0mnXrL8Or0/6NvGV7pMBqpMGqyMhAeYxZmEDNhtBJgELr4/9T9/7f/4d4mi79z8o3h6/X/l+7+vyHPqKzNaMjDQHixOy8Dvx6jsRyj0v3/t6/8P/eV4TMeH+PfM/3g/50L/0/xMvCbMtoIYVx+jHmZFzsDuyqjlg6j0TuG12f+H3vD8BKP1fg7AK8Ynp/5f8Tc7f2B1ZIEl5+BerNMDEWp/IfXSf75898m4Pmkefj6XX/+oKcuZHeev/rLL+nllGl/dBlNFBhVkKVwsSUYpLdU7rFTcCK7jY7/pmF5eXnILeOMjIy06Gbg8teo+GgIjIYAPcHoEiB6hvYwsQuy1n/atGmZmZnCwsLv3r0jxmOQGoUYlYNcDdapc5LcDK+21dTUqLWilyQH0EgxZP0AZPHA7t27j2wLQ74vCXkr5OFToLXUr978Lc8SCPQgdi01srM/ff7Hx0vy+MWjZ387pn7YcYJRwNGOW0cL2UA4+9v1mx/2H+L4xED2/tq3DK/u/7/NzsChxKhG0v0A3xi+Pvp/F7yeRxXPeh48y9m/MXy9///mV4avCowqYgyScE/BGZCtC3AuMuPR/3uPGO5JM8jJM6ogrz5HVoOH/Z/h38P/956AVg3Jgy8mwxI7uFz+BhRiN7kYeBUYVbgZsG//wONyBgYG8MUId7gZeBQYVXgYQAv38TgVWeo7w7cH/28zCr1rKBLwdcGZFPGktxPnf3ZN//j81d/iNL4QLyzbYD5//cfLjSU0GBgYemd9nDTvkxyDkhyjErKriGT/Yvj5+P/9hbvmkTqCgJxV8dsFGaQge9ER5aUlfueNyo6GwGgIkA1GOwBkB92oxhEaAhRWafDWP6l19uAPbrRWxcOHD9evW6EpNkFTBbSW+sOnfwJ8TLcf/Jk07+POA98LUvmzYgkPMNPC1+t3fmud+OGLgJygmxOLgADcil/PX3w8cvz33ccE19Pjb4xCDHzw/84ThgfEr4+HbDyVArW/lZkZcKyXAhuNqxkNlgQRrxle3P9/m4uBWxHUA0FpT2N1+VuGV/f+3+Jk4JJnVIZscQaZQhb+yvD5/v/b3xi+yoMO6pFCMwPz+KOfDD8e/L/znuGNIqOaOAO6ejTt+Ln/Gf4//H/3CcMDKQY5OUYlYnZFP/3/8D7D7cQw3oocfg42fDtPCG7kXbf9W++sj6LCTGWZAlbG0H0LeBx87OzPhr73z+5yKTOq4++x/Gf4j3/6goz9wWhZFY87GRgYIIpBa59I33tAYWmJ32GjsqMhMBoClIDRDgAloTeql+H79++cnDjPaoQH0IwZM1RUVFxcXOAiQ5dB9ra2YbDTl2CsYdb3u3fv3rcxLDOW9/PX/5PmfZy19HN8KE9eEr+IIPYxUYJWUEXBl2//O6Z+WLL+K+icUFPjf99/fDxy7PPZ8+A9r0qMDATchtmQxeqqL6CjJG/9ZvilyKgmxCCCVQ0DA8MrhhcP/t/mZuCRZ1TG3xaEmIC1EQ+RgpPg1vCdJwwP0XogaHq/M3x7CJpzeKvAiG/OAW4skYzXIB/dZWfgUGRUQe5RoIXb0/8PHzDcEWeQVqDeKUbfGL4++H/7E8MHOQZlyPFBEDejbQL+xPDx3v+bMirf6woErU0It9fxHzsLsYKBgWHKgk/9cz75u3HlJfEpyGBf0vb/P0Pr5A+zl31WZFCVZiR8pA+ay+F2oTHeMbyJa48gcqgeMgxB0hgEed0AzAIBzdmj3NEQGA2BgQIE6rmBctaovUMlBBwdHTU0NE6cOIHLwefOndPQ0MjMzFyzZg0uNWSI79y508fHR0hIiI+Pz9PTc9u2bWiG/Pr1SwoG0KTozx02O33JCDpXV9eM0gvbz2Rb+D59+PTP1kUSTcWCFLb+P33BsmeXJLfxcDG2lAou7BcRuXvkzcatT6fPYj/7zIjRErznlXCpiG+sGMkdPAx8eowmUoxyN/9fuf3/2m8G9L0HXxg+Xf1//v7/WwqMKuA19ySsXUGyBwuTkYFRgVHVgNHsE8OHM/+PYl0f//j//bP/j7EysJky2uBZcYTFdEJCogwSpozWAgwCF/+fvgc+HwmiAx5uHxnen/9/8hXDc21GQxVGDWJG6yEmECS5GLi1GA3UGHVeMjw5///Ee4a3mFoe/L996f/p9HTGnUskiGn9gxb9Y7t4DtPknAS+o+sl2dkZ7UOe98z8CN/38vEzNMXuPfrDKuD5mmXsRoyWxLT+GRgYmPBOB8HdIMQgQp/9wZC7w+D24mHg32mAR+Oo1GgIjIYAHcDoDAAdAnk4WwG5T56BgUFERGT27NkBAQFw337//t3f3x8y1MTAwCApKfns2TO4LNmM379/a2ho3Lt3D9OEI0eOIO9LZmVl/fMHtBWVutsPID4icvBsJIz6I0cEngG/3bt3b18dWpBMhTYuwfUYyE7Cw95z5HvzxA8vH7PhH6HHNIHgqgw0Lb8Yfj38f+cNwysFRhVJBpn/DP//Mfx79P/uUwbQGZpyjEr413igmUYq9yXDs/v/b4PP7FdnZWBjYWB5x/D63v9brAxsioyqfAyIRVAETSbV499BexJufWL4BFlV9Y/hH2Rq4hnDYwUGFRlGBYI2UqLg2f9HDxnuCTGIyDEqsTGwMTOwvAV5/IalJWNFjoCmMmhlGiXm49F77sqvzmkf7j78U5TKHxXA/e0HaA9z6+QPS9d9VWJUl2SQwaOXcqnH/+9ndqRCduNgNY3saUyIaQ8fPlRQUNi1axf+YhAyaYDHGRDTRsnREBgNgQEBhMe6BsRZo5YOlRAIDw9nYgKlojdv3gQGBjIxMS1cuPDv379z587l5eWFtJUZGBi4uLji4+Op4qnY2Fh465+fn9/CwgJurI2NjYaGBpyLLAUXpBtjJI/6Yw1kV1fX/OqLqw9nn7r4E6sC4gVZcd8BTKQht+7/zqx6m1bygemxsjGjFZ71OUQaiF8ZGwObKqOWOqPOs/+PLv0/8wZ0zs/hHww/jBgtwftl4SPj+I0hU1acQcqU0YaDgevs/2OvGJ7f/H/l5v8r0ozy+oymJLX+ybCeEzQeb6jKqPn0/8OL/0+/Y3h9+v+RXww/jRmtaN36Z2BgkGKUM2W0ZmFgPfv/2AuGp7f/X3vAcamunGthvyiprf8fP/Gd5IMZMkY6bCuniTUUCcxa9sk7/uWR0z9sgp7tWMdlwmhN69Y/AwODLKPiusqtUoyy8BIY04WUiIweE0RJ6I3qHQ2BQQJATbdB4pRRZwzFEFBQUPj27dv8+fMh1/3+//8/ISGBjY0tJSXl71/o8dc1NTXPnz9vb2+nige3bNnCwMDAzs5+48aNDx8+HD9+/P///5cuXeLjAw0t37x5k4uL6/Nn0FmElpaWEBuJPKcIopggSfAqgJHc9O/o6MBzbqC8vHxxSTm/4pKu6R8JhjMeBazYF1fj0YGQ+vHzf8fUj96R7w/tY9FhNEReJo5QRIhF3oC9EIOICqPWf4b/N/9flmCQ0WTU42LgJmQVdeSZGZiVGNUVGFSe/X/0leGzOqMuec1Q0Dg26S4SZhDTZNRnZWC78/+6CIO4MqMmJwPO83bwGI//FFGsGlkYWJUZ1VUZNR/+v8co+qq5RDAmEGVXNFZdmIKkNf9h+n2cudbOFFdXZs0ofc/0XlSOUZmYO8tguhH0XwZoWYoQIsRiY2BXZtTIdy/Fkx8JmUFA3tXV9f///5AVQVhtuXXrlpGREQFTRqVHQ2A0BAYIjHYABijgh5G17OzsCQkJ379/37dvHysraFb9H+xaJTMzs9+/fzc3N0Na51Tx9O/fvxkYGH7+/Kmurg43UFdX9+PHj8HBwQwMoH3JfHx827Ztg88AbN26Fa6SpozdYDDMjvaneoi5urqWNl5adSj7yGkypwIwTu0n1o3LNnw193u2cjG7NqOhMIPoxf+nH/y/Q6xmytT9Zvh15//1y//PCjGIGDKaf2b4eAZ82D9lphKr+z3D27Ogu7peqjJqSjLK3vp/5db/qz8ZfhCrH6aOvJ7P4//3z/0/zsnAacJo/Y/hz5n/R5/9fwwzkgSaDNu/MXy99v/CJ+Fb09oFK3P4J8z5FJT26tQFkhMe/rP8cflh9davdiHPDm/jM2W0YWVgO/f/+IP/t8lozZNxKus/hn93/t+YuLOb1gcNl5eXR0REYO0GnDt3Tk1NDVfgjIqPhsBoCAwsYKTu8uiB9cyo7QMVAv///58yZUpDQwPmWLukpOT06dP9/f2p5TYrK6vjx48zMDBcuHBBX18fzdgLFy4YGRlBUrWOjs6VK1cgp9ctX74cTSVJXMj4FrwqxbrSHT7bjn9dLEn2DjnFJK0t3r1796r5wdV5AkwkLoEh8kgW5NA7cvpn57QPN68zKTKqiTCIQdayf2X4cu//zV8MP2m9B+DZ/0cPGO6IMIjLMSpxMHBCzvF8wfD0wf/bQgwi8oyq7AyED6JB9g7x7F8MPx/+v/ua4YUCg4oUoxzkFKDfDL8f/r/zkuGZAoMKkVtRITZCwg3CJoZ8z/D27v8b4M0GanwM/BAt7xnePPh/m4GBSZFRVYBBCCJIDEnkeThwo578f/CA4U5qFG9FtgAL7GDViXM/9c/5GOHPU5jCJy4CE4XroRLjyfO/rZM/7N73R5lRXYRBHOLyrwyfH/y//ZnhszyDkiSjLJWswmLMW4bXE3d24ymIsJZgWAwiRQiy4h9S3kKKSpJKA1KsGlU7GgKjIUAFMNoBoEIgjnAjtmzZEhYW9v37d0g4MDEx+fv7GxgYdHV1ff36FS7Y39+fmppKzJmhEC14SMhNZAwMDKqqqjk5OUFBQTIyiE11379/FxER+fbtG9wEXl7eT58+wbnkMTo7O42MjCB1Klr1OdJ2+uIJQEgvCBJKeJTBpR4+fLhq1QpR5l4naw64IEHG12//ubmI7TQ8evZnwpxP67Z9k2dQxrru/DnDk/v/b4kxSCowqhJ5HM1/hn8EjwqF+OI9w9t7/28yMDAoMaoLMghDBCGtcAYGhj8Mvx+AG+KKDGrkLUaCGIiLfArqeNwWY5CUZ1RhA98oDLeagYHhA8O7+/9vMTAwKDKqEdkQ/8fwj8jR6N8gr91+xfBCkUEVq9ee/n/4kOGuKIMEeGEMUf0f4m3/yPD+3v9biuo/6goFzQ2ghn/68o+PBzTp/ejZn/45n7bu+VaYyp9Jg8soFq390jzhg/BvaUVGVcgZPpAuHySa3jG8fgiad2KUZ1TGvPAYogaNRDs+FU0WmfuP4d/9/7cIXg2GVoIhm0AhG9INgBSVox0ACgNzVPtoCNAUjHYAaBq8I8Lwqqoq+Pp+Z2fnuXPnQoZ/fv/+vXTp0uTkZPiKIDs7u4MHD1IeKGfPnjUxMYGbExsbu2jRIjgXwkhJSZk7dy6EDVmTA2eTzdi9e/e5c+cg892Q87ZHm/5ogUlqBwCifffu3UtmBVXnCnCwE9Ws//jpHz8fqCUH0Y6HnDAHNNwrwSANPgcG2hDEVP+T4eeD/7ffM7xVYlTDeoEumhbIgC6aIBr3B8P3R//vvWF4qQAeekeW/cPwm4UBtFgOIvie4e39/7eYGViUGNWQT82HyJJHghv3t/8x/EXueIC7HH/QOjmww/il5BmVWcGdBDw2EtkEfwHqU90WZhBTAHU8cAY7ZHbiFcNzedCJQMSciE+4+/Gf4f+D/7efMjwqzxLIikO5aQ75LmoGBobDp350Tvv49fu/0gwBL0dOPL4mXur2/d+tkz8cO8agzKiBf2f5s/+PHzHc5WXgB19+jOJOTOuQ+w+YsnARggP/EJWQNjpND+eBFIzUKnghzh4lR0NgNASoC0Y7ANQNz5Fo2unTp83MzDQ1NTdt2qSiooIZBFOmTCkrK4NMEUAW52CqIUMkMzNz7dq1r1+/NjMzO3nyJKYJR48etbGxgYhTy15I3VlRUdHR0VFRUUHwIDyI7SOHJK8DALltdOXKFfz/ezwdqNMUW7f9W/vUD7/e8MsxKmGedYN1CP81w8v7/29xM/AoM2pwMOBzBsEG2eP/9x8y3JNgIKpVDUkeYC13pRnkwXcRENURgmhEI3+Djhy9i2t5D1aX/2T48fD/3bcMrxUYlPEvTSHYAfjC8OnB/zvfGb4pMaoLM4iiuQ0r9wPDuwf/b/9j+KfAqIq/0YxVO7LgG9CVxjftbJkqsgVUFdC3iv/89Z8d47rfJeu/9M78pK3GWpUroKWK6JUhGwthf/7yjxc8gQDhYpIzl35um/xBmkFekVEVUxZT5C/D30f/7z1leAi+ulgRuU+IqRi/CJED/xBDIIUYTTsAEItoN88AMX+UHA2B0RCgBIx2ACgJvVG90BA4ePCgnZ0dfGUOVBSJ+vfv37Jly1JTUyHdACSZocccHdzCE2dkdwAgZj58+LA8T7s6T4Afb0sLohgXeebSrwlzPp489V+BUQXXcD6uNRXghtTtFwxPFEC3tMrhsgJ5IQ2amregNugtNgZ2BUZVflKO2GdgYPjG8PXe/5vfGb4pMqqKMIijmUwM9/n/x/dBmw3E5HEcOIO1AwAx+R14aT4zA7MioxpmlwmiBv/Ux4P/d54wPEC7exiiEULi2ULw/P/jhwx3BUE7IpTx974gRqGRv0BzOHe+cb+ozReM8MN+thLWDgAo2L//758DuqM6NYq3MJWfmxN77+v7j/+cHNilLl7/Vd/7/tYVViVGDX4GQTS3Qbi40sw3hq+P/t97z/BWjkFJmhFnkoMYgpV8x/B6At4V/2i66NMBoI8taF4b5Y6GwGgIEA+ImkYn3rhRlSMzBOzt7fG0/kGXWTIxeXt7z58/f0iHD/x8z127dnV0dDAyMkI2Bw9pT1HX8QTPSMVvnby8/IqNX7afyd24C7GFA03LZ9zXAL96+6+q831w2suHp6TMGG1xtf7BBmI/15GJgUmZUV2b0fAlw9OL/09/ZsC+dQRtFQ3YQFDz/fr/S7f/X5NlVNRnNCW19Q+6LoOBW4fRSI5R6c7/Gzf+X/7BAN1XAzEfP/mR4f2F/6eeMjzSYNRVY9Qm47hJIQYRI0ZLIQbRS//P3Pt/k6TDat6Cbzb4yvDZkNFcnlEZl1P/M0AvxMVUIMkoawI6s5/lzP+jj//fx1SAR+QFw5Mz/485+H46tFYKV+sfdHYwxvA/xEwuTsbqXIEdSyRu3v1tHfB88bovEHEiyQlzP/klvnxzRdqQ0RJX6x9UBjJg7zxwMXBrMOpqMOq+Ynh+9v/xNwyvsNr7lwF0pyGa1D+Gf3f/3yCp9Y9mwih3NARGQ2DEgtEOwIiNejp5/N+/fwsWLNDX1xcSEoqMjKSTrTBrampqGMHg2LFjMDFyaPDxnrshS1ohO1yNwGcNrVixAjLmTY6ho3pwhEBZeblf3NmChnev32FpL7LguAVsxpLP1oHPdq/nNWG0lmNUwmE2VJiZAX19CFQCTAkwCBkxWgoyCF/8f+rh/7tgMXwE+Hbbu+f+H+dg4DBltJVgkManmpAc+N4ua1bw9VVP/z8kpJzhD8Ofu/9vXP5/VphBzITRmsJVNLKMisaMVj8Yvp/+f+QlA/rV3Zjdpp8MP27+v3L7/zU5RiVtRkNuBvzL2bE3giF+BJ/Zr6HHaPKO4c3Z/8cwm8KYtxB8Zfhy9f/5b2J3ZnYLdlcLCQuQX6NpqrAunijaXik4f+Vn7/iXh06in5GKOfx/4vxPj9gXs2f/12c0xdPtgfgO/65xQQZhQ0ZzaUY5cFSew9XzhBgFId8xvG7YWfHs/2NIiQQRJIYcPZ6fmFAaVTMaAsMekF9cDvugGfUgJSHw8+fPkydPmpmZMTMzJyYmXrp0CWLapk2bIAz6kJqamhCLtm3bBmGQQcKb+PCKFj7ODVlH29nZSYaxo1rwhIC8vPy67V/2XMpdtQV6kBRcMRsLeiNy2/7v1oHPJ0/5p/bbUI1Rm4wFJHDDkRlyjEoGjOYfGd6f+3/8PcNbZClk9iuG56f+H/7C8MmA0UyRUY2ZgQonSzIzsCgzamgzGr5ieH7h/8mPDB/gNqJdhvWC4emZ/0f+MPw2YbSWZVSAK6OEwcnApcVooMKo+fj//Uv/z37BMQ3CwMDw9P+jM/+PMjOwmDDaiFPW7YE7mI9BQJ/RVJpR/u7/66DGPQNyAkDpgDz+f//8/xPhsb+Pb5R0s8W3ZwNi+C/QDSIQJk7S04Fz30pJX1eu1LI3BY3vHj5FjLuj2M3A0D71Y3jmq++35Q0YzYjZuk3MJQYSDNJmjLZ8DPwX/5+68//GL4ZfcIcid1n/D4WB/9FuBjzuRhmjITA4wegegMEZL0PYVadPn66urj569CjyQZwQ/2hra8+ZMwd+PxdEkKbky5cvd+zYwcDAICgo6OfnR55du3fvhjf94SYg7297+PAh5OAjuOxIZiCHDOXh8PDhw80bVxjJT5KRwNKwvnLz94Q5H/cf/q3AqErhuDsepz4DLay/JcEgrcCoity+/8Lw6eH/u18ZvigwqooxSOAxAVkK11pwZDXIbMhh9lIMcgqMKkwMTHDtnxk+Pvh/5wfDd+K32zIwMODZA4BsKZz98P/dxwz3ZRjk5RlVGBkY4XsnPjJ8uP//1l+GP8qMGkQeIQq2/S9yAMJtwcoA75G9+5ThEXxTAXwHwgeGd3f/31DT+lNfKGisy4ZVO6Ygrj0AmCoZGBhevf3XP+fjsvVfClP4C1JAt4zDD5/df/xHTdf7r8/5FRlVuRiIvVeY4P5pZGfAj5CSY1CCnF0L3z7xjuHNhJ1dmCUSsnb8bPqczgkZN6HEnfh9MSo7GgKjIUAhGO0AUBiAo9pBIfDv379bt25NmDBh5syZID4SZmRkVFZWzsrKKiwsRBIe8kzqNnOHfHAgeYAWIbN79+7Te8JjgkCNrX//GJiYGD59+T9hzse5Kz7LMCjIMSoReTg9xJnwNjSESwz5k+HH/f+3PzK8V2JUE2QQYWRgfPj/7jOktikxhkDUkNoEB11uzfDt3v+bXxm+KELPyYHaLsegRHCxE8RSOEmG7V8Zvtz/f+sbw1eI7YwMjA/+33nG8FgBdHYnaXMO8P4D3D0EGV8YPt3/f/sHw3cFRhUhBlGw7befMz6uyhFIi8a/3AjdbLRjQNGlsfFPX/zZMe3j81d/S9P53e05mZgZ2iZ9WLTmKxn3NpDh948M7x/8v/Ob4Zc8o7IwyO9M90Bn/M+lsFVNnw4AfWzBFmmjYqMhMBoCRAF8C2GJMmBU0cgOgS9fvuTk5Gzbtu3169dYQ+L///+HDh2SlJTEKkuh4K9fv2bMmHHixInPnz+jHfTJxMTEy8trbm6enp7Ozo7zJHIKHTCqnT4h4OrqqqZ2fsP6FXrSE6XEmVds+to94wPHV1EjRh0uBuxHvuBxGDGLMdC0szNwaDDqvmZ4ce//LRHGj6//P4fsEyDDdgYcm0HRbETmcjJwgZcDvbj//9YHxvdv/7/kZxAyZrTkJN3vyMYSyeZm4NFhNHrF8Pz+/9tg21/xMwgaM1pxMnARaQKSMrR1NEgyOJg8DHy6jMYQ2z+C/P7a2YF5WbakoizJldffv/9JDXxTffa1M8XWbPvaOe3jqQs/dx/+/u+tsDGjPhnLzDA3MODwMUKYn0FQn9H0FcPzB//vfGL8sHDnPAqb/gijR1mjITAaAiMekFyGjvgQGw0ARAgICAh8/PgRwWdgYGFh0dDQiIqKysvL4+EBjdcyMDBcuXKF6h2A////FxYWTpw4Edl2TPayZcvy8/P19fVPnDjBwUHCXbOYRqGJdHR0jK78QQsTmnLl5eXzCsp37zbKrfM/cZDtBwOzJKMIWe1vBjI6ABCvsTGwszNwfP3/+S/DXz4GQfJshxhFBsnFwMXNwPv9/9c/DH94Gfjo0/qHu5OHgY+Xge/H/29/GH5zMXCT1fpnILn5D7Oen0GQn0HwO8/z35//yUrxSohiWQ8GU4uThlwDjFMat4SzDefJcz9Xbvj+l+GvJAMb8nJ83JrQZbCeHIWuCBtflEHiM8OnhTspHfiHm11RUQHZvAQXGWWMhsAoGIFgdAnQCIx0qnkZ+ehPZWXlVatWaWhocHFBxwXhsr29vUVFRVSzFWzQ3LlzU1JSwEwGDg4OHh4eZmb0NsHv37/fv38PmRlgZGT8+/cv3EkQjZSQoytccYUeTaf+d+/eneGWI8UoBzlun4uBm+ClXZjuhC+nxpTCJQK/XUuOQVmGUR58z+4tFgZWJUZ1HgLn3qAbSdJacIjm/wz/Hvy/+5ThoSyDogyjwheGT/f+32Jg+K/IqEb8+nuIUWQsAWJgYHj8//5DhrvSDHIyjAo/QKuhbv1i+KnIqCrMIAYxlqbk8/+P7zHcigzgrsjmf/byb+ukD9fv/C7N4Mdz4icV3bN2+7fGvvfsn8UUGNX+Mvx59P/eO4Y3ZJ/ZT6rDKF/xj2kjLRbpDZQtmPaOioyGwGgIEAlGTwEiMqBGlWEJAXhbn4GB4e7du8bGxjw8POnp6SdOnPj165eoKPQe0OvXr2PRTJnQjBkzIAbMmzfv27dvr1+/foEB3r59++fPH8jeg////ycmJkK0jJJDMQR2794tzShX594qBb4sSZhBzJjRioOB6+z/Y8//PybJR6TOADz9/+j0/yP/GP7BT9oRZBA2Ah/6fuH/yUf/75FoO0nKGcCnDB35zvDNiNFCnlGZkYGBn0HQkNFcjEHy6v/zd//fwHpCPGl24Fb9nuHtmf9H3zK81mM0UWRUY2Rg4mXg02M0kWFUuP3/OqmXFeC2B7vMF4bPV/6f+yl1d16fSHuFID8vk6YK65JJog1FAlMWfApOe3XmMuKcHOxGUCD67NXfnJq3ZY2fJL5oqTHqsDGwcTJwqTPqQM7sP/f/+DsG7OsecdlJUkz9Z/h/7/9NCvf74nLJqPhoCIyGwCgYnQEYTQMUhcDTp09nzJjR2dn5+zfKGXuMjIysrKy/foGqZ0dHx3379lFkDYZm+Oqjb9++cXLiOwHw////TEygji4nJyfmwUQYBhMrMDoDgCukqD4DsHv37gi3KDlGJR4G0GEsoNsYGP7DG/HvGd7c+3+LjYFDmVGd6mtyIIYzMTApMKoKMghjevkLw6e7oDuz/igxqhM5GE/8/MNXhs8P/9/9zPBJiVFNFHbKEPIEwg+G7w/+3/nI8E6BUU2cgahtNsRvRf3N8Pvh/zsvGZ4hb3hF3j/9l+HPg/93nzM8lmdQodYJpMgh/Oj/vUcM93IS+Eoz+JHF4ez+OZ8mzPkYH8pTlMYvwAvK43ApyhlL1n9pnvBB4KeUIujoJ+haWeT5E8jVxXwM/AqMakQmPOS4w+9CWgz8Q2ykzwW99LEF4qNRcjQERkOAPEDlQpM8R4zqGrohIC0t3dzc/OvXry9fvjQ2NqqoqED88v//f0jrn4GB4eDBg5GRkadPn4ZIUYX88AF6Mvq5c+fwG8jIyAiZqaDuHgD4VQD4bR+BskZGRrdu3aKKxx8+fLh79+4892ItRgN465+BgeEf0oWyggwixoxWPAy85/4fJ+baLEj/gaDzfjB8v/n/yvX/lyUZZAwZLbC2/hkYGHgY+PQZTcUZpMGD8TeRHYbLCnjXBZcCiPjD/3fO/z/JxcBjxmgLb/1DpOAkBwOnBqOuMqPGo/93r/w/9w3lyHy4KnIY4OsFjoInPWykGGXhRiAvZAdfVqCuy2jyluEVeDj8DVwZhQzItIOI7pON88Rxtf4ZGBgKU/j2rZJ8+/6fbdDzRWuJur73y1csV8uhufbuoz/JJW+aOr8p/dJTYdREXvGPfJmXJKOsKaMNBwP3uf/HH/y/Q62oHx34R4uOUe5oCIyGAI3AaAeARgE74ozl5uauq6u7ffv2169fDxw4ICQkBA+Cf//+rVixwszMjI2NTU9P79490pZMwM1BY0AW9Nvb20+fPv3p06ffMMC7d++uXbvm7u4OGfj/8wdxpw+aUaPcQRgCu3fvdlBwaXLvEmEQR3Me5oEqioyq4LNinl38f/oLw2c09Wjc/0j9BzQpCPfx//tnwPdbmTLaQFYcQcQhJKbt0oxy4Ntzv535f/Q1w0uIMrLJ1wwvwTeLfTZgNFcAn76PbBRm/0GEQdyE0Zob3AV6/P8+smIy2F8YPl35f+7x//tqjNpqjNrsDARO0OJnEDBgNJNgkLn5//Kt/1d/Mfwkw1K4lr8Mf+/+v3GT+UJZIfv62eIGWuhn/H/6jNKCV5Zjmdoi3FMrtGDVZ9/El8fOErCdmRn9Fjm41RDG7OWfncOfXzsiasJoI8QAXcQIkWIAHSGEop2ZgUWJUc2A0fwLw6fT/4+8YHgKV4mVgRl3aMreM7zxbXddsItq+33RzB/ljobAaAiMhgAcjC4BggfFKIP6IbB9+/aJEyfu27cPbYEQZGMuhfb19vaWlJQQaQgjI+OZM2eMjIyIVE+MMvrspSPGJYNKDeWLo3bv3h3rlijPqMRGqPWJ6XHIxVXyDMqyjIqYshAR5IUcEBE4+Ybh1f3/tzgYOOUZlfkYBODiyIz/DP+QR4KRpV4xPL/3/5Ygg7ACoyrBpjOyRgj7G8PXh6AlPR+UGNXEcCzpwbOC6BPDx/ug9Uh/FUGXFWBZsETwKq4H/+88YXgAv3gL4ioiyd8Mvx78v/OK4bkCg6o0eJ8GkRrhyl6BTlm96e7MWpktICuFvqcfouzL13883NjHraYu/NQ782OoL09xGr+YMHY18Mu8IKYhk1du/W6b9OHsGUYVRk0iV3Mha3/D8PLh/7ssDKwKjCr8DILIUnA2/CIzuAic8Z/h//3/txbsmnvu3LmIiAjaXSxIn8U5lBcC8JAZZYyGwGgI0AhgLyVpZNmosSMtBDw9PXfs2PHjx49nz54FBgZS1/vFxcXPnj2TkZEhaCwzM/PVq1ep2/onaOmoAjJCYPfu3QKMQiXuVaqMmmS0/hkYGOQZlfUZTd8yvDr//+RnBpQzauHuQV7UARf8xvDl+v9Ld/5fk2VU1GU0xtX6x7+CSIxB0oTRmpmB+ez/o88ZnsANJ4bx6P+9c/+PczBwmjHa4mr94zeHj4FfHzQYL33t/4U7/6//YUDZloNf71uGV6f/H/7K8NmQ0VyeURm/YqyyrAxsqoxa2owGrxienf9/8gPDO6zKsAr+YPh+4/+lN/zXehv5prUK42r9MzAwMDGhjMEjm5Ydz3dondSvX//tgp/NWY59FoiDA7v2SfM/ece9eHQGFH14Wv+Ykz9wB4gwiBszWgkziF75f+72/2s/GX7ApeAMXKegvmd4U7+z/On/R3Q45v/WrVujJSE8RkYZoyEwkgF0b9NIDoJRv9M6BJiYmCQlJdetW8fAwPDkyZP+/v7///9DFvBQaLWkpOTjx6ATYF6+fPnu3bu/f/+iGcjFxSUtLU2ji8BGrwJAC20IV01NbcWKFWQ0ZXbv3p3tXqDLaAwxBxeJvA8VqxpeBn4DRvPH/+9f/H+amMHs/wz/H/6/+4ThgTSDnDqjLRMD9rFnuF14WoEMDAwsDCwqjJpCDKL3/996w/BSiVGdmwF6IQbEBMwhfMiRppwMXPqMprwM2De8QvSCV6HAmdgZUoxywgxiD/7fOfP/qAKjqgSDNHZ1MNGfDD8e/L/znuENMYphmnDSAgzChozCT/4/vPr/vDiDlAKjCgsDK07VYIln/x/dZ7gdG8xdkSPFzYm9gQ5WCCIwDvsFCcKxjARzf72QvxtX+9QPq7d+rcwWcLBEuf2DGWPI6/Slnw297x/c5NBjNOUjFPiYcQe3GsKQYVQQY5B8+P/umf9H5RiU0KahmDGSFnzgn4z8ArFxcJKQeYzB6bZRV42GwGgIQMBoBwASDqMknUJARkamt7eX6paJgwHVjR01kD4hsHv37mS3dHlGZXEGKYI2ElxIDTFBllFRkEHk7v8b7/6/UmLUwLUqA3LFLA8DnwGjOZEn+uMax4XYCyGFGESEGEUegDbynsCzHuk7w7eH/+9+YHhLSuObQBOZgYGBnYFDnVHnLWg50+3XDC+UGNW4cVxW8PT/owcMt8UZpEwYrQm21CFeI4aUYZQXZRCHdELkGVUkGRDTdMj9t8+gCw1uCsl8XVQqYmeO0lLHZcs/lC0A2FU5WHI4WErMWf45o/KNpyNXcRq/jCS0U/f3HwNyH6Bz+sdpCz/JMygb4F4whmwH/r4fRCUbA7sqo5YYg+SD/3de/n+uwKiMuYkFovI9w9v+nZ10bvqPNs0hgT9KjobAKMAYDxkNktEQGA0B4kKAisfdEGfhMFS1e/duMUbJSvcG4pedMDEQW2rxMPDqM5qKMUhd/n/2/v/bkOD7wwDdC/6Z4dPV/+cf/L+jxKimDTpliBeigCCJfBIOfsUKjCrg9Uivz/8/8ZHhPUQxvBH5+P/9s/+PsTGwmTLaEBynh+gliRRmEDNhtOZl4D8PuqzgLpreTwwfLvw/9YLhsTajgQqjJhVb/xCLIJ0QNUbtZ/8fX/x/+hNsORa8+/Lw/52L/08lpzAcWiNJZOufgYGBjQ1uAMQenGRKJO+htVLsbIx2wc+mLvwEUffjJ7T7dujUD9ug58sWshgymqON00NUYiUxh/CxKmMA39Wgz2gqy6hw7//NK//PfWGAOgCu/t7/W1hb/xUVFbTbAAC3fZQxGgKjITAKRjcBj6aB0RAgMwRGN7rhCjhitkfv3r373LlziytX4jphE5fhZIh/Y/h69//NXww/lBjV+EAbNP8//H/vGcMjYhYIkWEdJnj6/+F9httSDHKKjCr/GP5/ZHh3F3R3AZsioyqezQaY5pAnArk5+DfDb0VGVX4GQUYGxgf/7zxjeESj8/sxHQm5SFiKQQ7SzfvI8P7u/xtmZgwV2QI66gQWCGGaRqrIsbM/26d8+PrtX3m2gJ0ZBwsLY+vkDwtWflFkUMU84olUwwmqhy8wk2KQk2NUYmRg+MTwEWvTH2IUMXkHopI8kurXdGB1Bq19gdXSUcHREBgNAZLAaAeApOAaVTwaAogQoM95Ggj7hg6LYPW/e/fuTPc85JUhdPDcc4bH9/7fkmaUf/H/iQCDsDyjEicDNx3shVjxneHbvf83vjF8E2EUf/H/iQKjKt29/+TB/zuSjNIv/z/jYxBUYFThZOCCuI0OJNj7N78wfBZnlHrN9rA6VyA+BGVrBK3dsGjtl+4ZHyP9uDfs/Pb7jZAioyo9vf+N4euD/7c/MXyQYJCdt2smnmU/BPMOhQFFa/MhzqOPLRC7RsnREBgNAfLA6B4A8sJtVNdoCIyGADkhsHv3bnc3dykGWUVGNXL0MzDgOYUTv4FcDDzcDLzv/79lZmARZRSnZ+ufgYGBk4GLn0HoA8P7T/8/CDOICWOcMY/f8ZTLCjAICjAIfvj//h/DfwFGIXo2fyHeF2EU//z/o7DmM2l2NiMd9AP+ifTgn78MLND1/ETqgCoLcOe+euv37KXf/jH8lWPgJdv7yHsYoEYTQXExcEsyyq7YuQxP05+BgeHhw4cdHR1EmDeolQwPXwzqIB513GgIUAMQu5qWGnaNmjEaAsMqBOTl5SsqKoaVl2jpmd27d4swipe71xkxWn5h+Hz2/3GSToqEO+0fA3QZN1yEIOMXw687/69f+X9OhEHMkNFcjlHp9v9rt/9fg+8HIGgCXAEZWhgYGN4zvD37/+gbhpc6jEYajDqMDIxn/x8neG8U3FLKGeD9BsfZGTh1GA3VQevyH136fwZzYTrlFmE14TvDt+v/L74XvDmhhX/1DDFjPXafhJftUz/+QT+1C6tuFMFfv0iOfQYGhg07v9kFP9u7kceE0Uqf0fQDw7sz4OhAMZo4DpF70NEMw7XiH03ZKHc0BEZDYDQE6AZGOwB0C+phaxEjDBQUFLx9+xa/P0VFRSHKr127hl/lqOzQDQHIAalw9z98+HD37t357qWajHocDBycDFy6jMaSDNJX/p97ANubC1dMkAHfREtQJUTB0/8PT/8/8o/hnwmjtQyjAgMDgziDlBGj5T+Gf2f/H3vN8AKijEiS1PbfL4aft/5fvf7/oiSDrAGjOT+DIDsDpyqjljqj9pP/Dy7/P/eN4QuRVkOUkep9SN/jLcNrPUYTJUY1RgYmIQZRY0YrfgbBC/9PPfh/B2Is7cin/x+e/X/ML/zHsQ2Svi5c//8zlGfyb1skcfHaL5ug5xt3fSPJaiYSq6yXb/7m1b8trv8o+klLnVGHjYGdl4Ffj9FEllHx7v+bV/+f+0pi+DMxELsLGeKv9wxv63aWPf3/EP/YP0QxrcnRsXlah/Co+aMhMIQAiaXpEPLZqFPpHgITJ04UERFRV1e/ePEiLstVVVUhUhs3boQwhjSJ1tId0n6hkeN3797tqODW5N4FWfQCv0NXilHOiNHyM8Onc/+Pw0/IIcYNxB/C847hzdn/R18xvNBm1Fdj1GZnAB00CWlAszGwqzPqKDGq3ft/8+b/K78YfhFjNTHH8COb8/T/o9P/jzAyMJow2qDtNxViEAUf0cN77v+Jx/8fIOsixCZ2CPwPw+87/69f+38B3PcwQ9ttLM+obMho/pnh45n/R98yvCJkKTnykIOG2FUeLJsq1lAowA4+wIeFBdSA1lZjXTFVtCSNr3nCh5j817fuE3tnGTHHgMLdunzjV4fQ5yd2Cpgw2ogxSMDFIZ1AU0YbLgbe8/9PPPh/B5IqkBXgYsMTMC4FyOL3cRz1g6xm+LFH7xobfnE66qNhCUY7AMMyWgfSU7du3TIwMODg4Jg8efLv3+j1uoqKCsRxmzZtgjBGyeEaArt375ZilK11b5VmlIP7EfkQTy4Gbl1GY3HwMZ3UHYr+wfD95v8rN/5flmSQM2Q0F2AQhjsAuaknyiBhzGjNxMB07v+xlwzP4GrwMIhs/31geHf+/8kXDE+0GQ1UGbXYGLAveVdgVNVjNHnL8PL8/5NE94JADWg8LoRIvWB4evr/0X8Mf00YrZH7HsiauRl4dRmNZRgVbv+/duv/lZ8MPyF6qUI++H/70v8z6emMO5dIWBuzw81EXsEf4s19eL2kmhKra+SLvtnoB2XCtSAz/v4jqv/z4Mmf1PI3de1f5X/oqjJqIXca4Yu4mBiYFBlVDRjNvzB8Ov3/yCuG58gWUciGDPw/IXHgf3g0nc+dO6emRuYOHwqDfVT7aAiMhgDxYLQDQHxYjarEHgL//0OrZAcHByEhIYiinz9/5uXlsbOzGxkZff/+HSLIwMCgrq4OYZ84cQLCGNLk6FUAuKJPX8Gw1L1amVGDldBFsNKM8oaMFp8YPpwnYirgL+wUf1z2MjAwPP5//8z/oywMLKagcXdZNJX/GVCukmJhYFFl1FJl1Hr0/97V/+d/MvxAU08q9zd4v8HV/+fFQL0LK+S+B1aj+BgEDBjNRRnEIZcVIPdPsKoH7YLGIQER/sLw+cr/84//31dj1FZj1IHMe0CksJISDNImoF4Q85n/R5/9B92rjVUZ8YJvGV6f/n9YxfLlzqUSeYl8+DVysjPW5QusnyN+5PQP+5DnOw4gygqsGomZAZi38otz+IsrB0VMGa2FGcTQzEFbxMXDwKvDaKTIqPrw/93L/88S3BfxDzX9oBkO4Q7agf/h0cGABPIoORoCoyFAIRjtAFAYgKPaESHw9evXt2/fvnr1Kj09nZkZdFTH////z58/z8XFpaSktGbNmv///2trayM0jLKGYwjs3r17fuUSXUZjXgZ+TP9hbT9xM/DoMZqIgqcCHv5Hv7IK2RC01huyFAMDwxuGl6f/H/nA8E6P0QRX3wNrC1uYQcyY0YqDgfPM/6PPGZ6gGYvMxe+AZ/8fg8fdQfsNpBnlkTXiZ8swKhgxWn5l+Hzm/zH8C3KgvW0cxj38f/fC/5O8DHymjDaQNVc4FKIIszCwqjBqajHqv2B4cvH/6c+wS7tQFBHB+c3w6/b/aw84LtWXcy3sF9VQJvaMfyMdtnWzxFKjecta3+XUvn34FHpZG6ad/Lz46qzrd37H5L/u6P+h/s9AiVEd63QN1hgUZZAwZbThYxC48P/U/f+3/jLg2Z6MLwY+gFf8kzrwj+nNUZHREBgNgdEQoDUYvQeA1iE8IsxnZAStLBAQEHj/HnrdKQMDw44dO4KDg799Q9nk5+Pjs2XLFkigwKcOINyhSI7eBYYca7t37051y8R/r+pfhj/MDDhPH/7K8PnO/xv/GP4qM2qgrVmHWPSf4T/WBtxXhi+P/t/9yPBBkVFFnEEaopgM8h3Dm3v/b3EwcCgzqpN0TuhHhvf3/9/+w/BbiVFdiEEEl9V/GH7jv3P3BcPTB/9vCzOIKTCqsGJbOPSP4R/yMiq4RW8ZXt37f5OLgUeeUYWHAeetxv8Y/jIxgDrncI1ojEf/7z9iuCvNIK/AqII1qHGdg/mC4en9/7cDvNgrsgXEhPE109FsROZ++PSve8bHpeu/lGXyZ8URmD1A1sjAwDB14aeu6R9lGBQUGKHrDNEUQLj4j5H9xvD1/v9bXxg+yTOqYL2eGU8Cvv//1vxdcyjZ7EvrW7pobT4khEcvAYCEwyg5GgKDHJBZTA9yX406b0BC4MOHD8+fI9bRenh4fP369ebNm97e3nD3wFv/DAwMf//iGWaD6xjUDDU1tXPnzg1qJ9LFcbt375ZglK52b8Lf+mdgYMDT+mdgYOBm4NVnNBVlkLj0/8yj//cw3Y7ZJP3P8P/B/zvn/5/gYOAyY7SlpPXPwMAgxCBiwmjFzcB79v/xp/8fYToAcwLhD8Ofu/9vXP5/VoRBzITRGk/rH2waqKsMZmAnJBikjRmt/jP8PwvalvAUmyL0EeifDD9u/r9y6/81WUYlbUZDPK1/bKahi8kxKhoxWoDnIkDnlqJLY+N/Y/h67f+Fz8K3pnYI9NUJ4W/94z/6U4CPqbVMcNkUsW17v7tGvdh/nKgVWeeu/PJNfDl1+j89RhP8rX/wNm58tR4XA7c2o6Eyo+bT/w8v/j/9ieEDmo+xJuAPDO/qdpaNDvyjhdUodzQERkNgMAN8ReFgdveo2wYnuHTpEprD1NTUtmzZ8v////r6ej4+lCG9DRs2oCkectzRqwB2797d2dlZ7F6pyqhFcLk5kfErw6hgwGj+juHN+f8n8S9HecXw/NT/w98YvhgwmisyqmIdGke29A8D+q50ZFk4W5FRVYfR6CXD00v/z3xl+AwXBzNQ2t8vGJ6c/n/kD8Mf+BmjYDU4CQLNf7A+VgY2NUZt8LaE+1f+n/vO8BUsDCVQrGdgePb/0Zn/R5kZmE0ZrbGOWEO1ISjCTuBi4NFhNJJjVLrz/8aN/5d/MOBbl//k/4Nz/48HR/08tlHK04ETYQ8O1p8/aD7Aos7KmH3LQvEIf+7Myjclze9evMY3UtAz82NgyssP12UNGc2xzhphsYCQkAh4SZgQg8il/2fu/r+BP9nc/3+7b2cHJQP/hJwzKj8aAqMhMBoC1Ac45+Kpb9WoicM3BBoaGiCe4+HhgTAwyYaGhvr6+vPnz0dGRt66dYuBgWHTpk3BwcGYKkdFhkoI7N69O9u9QJxBip9BkBg341o9gqmXh4HXgNHs8f/7F/+flmNQkmNUgqiBL4D5zPDx4f973xi+KDGqiaKe8AhRiZXEnEDAqoyBgUGAQciI0fLh/7vn/5+UZ1CGz2yA1yCBNH0COeDOD4bvaozaxK+2ZyD6FHlhBjEhRtEH/2+f/X9cgUEFcoMByGIY/sTw4R5otfpvLUYDQaRjjmDylNLiDFIijGIP/t85+/+YAoMKfEsDvAPxkeH9vf+3FNV/rioUMzdAnPOD32LiD/JPDuf1dubqmfHRPuR5WSZ/cgR0XdPHz/8gOwGOnvlZ2fHu3RNuA0Zz4uc98C8BQna8LKOiKIPEw/93z/w/Ks+gLMmIvqH8A8O70aY/cogNm8uM0Tw1yh0NgWEJRvcADMtoHfUU/UJgZC543b17d7JbuhyjEvFNagYGBoIL0DGj7TPDp7v/bzAwMCgzavAy8P1l+Puf4f+j/3efMTxG7hhgasQqQoYDPjF8uPv/JiMDozKjOi8DP/gYIsaHIAc8IssB2FfwY3UtRBDczr7JyMCkxKjGxyDwl+EPIwPTg/93njE8Qu6ZQBQTJOE9KIIq4Qo+MLy7//8WIwOjEqM6xAFMDMwP/t9+yvCoPEsgKw7aLoerx8/48fM/Bzu8E4FfLVR2//Ef7ZM/sLIyVucJWBmzf/76j5uLqXXShznLPysyqMJ7JlDVhCgyQuAdw5sH/28zMTApMKoKMAhBtgHc/397/q7Z1B34p3VhQmvzIR2AFStWlJeXE4qHUfnREBgNgQEGox2AAY6AUeuHegjQZ1/d4Aml3bt3R7vFyjEqczJwkeoq8PA5aY0/iBWP/t97xHBPnkGZlZH9wf9bAgzC8vR1wOP/9x8y3JVlUORk5L73/4YAg5A8owoZIUBG6xMSAhAHyDDI8zDy3/1/g4+BX4FRlZ4OePL/wQOGO1IMcgKMQnf+X7ezZarIFlBVIHkO+fuP/5wc5KSBaYs+d03/EB3I427PWdb27udLQUVQCHBDwod48i/DX2a826BxGfXk/8OHDHfEGCTFGaV6drZRt+kPsZTWDXRam8/AwDB6LgIkKkfJ0RAY/GC0AzD442jUhYM6BEZOhQfxaaF7OS0WnBCM448M7+/8v/GX4bcyoyYpS24IGkysgi+guYibPxi+KTNqiDCIE6sNVR3ZXSAGBoZvDF/u/r/5neGbAqMq2r22qJbg45HdA2FgYPjO8O3e/5s/OT7WF/NF+JLc8oY46+v3/9yc5HQAQKPLT//0zPi4+/APqZ9qkgwyEANJJYlfh4Zp8k+Gn4/+3y3syKPRCDetG+i0Nn+0A4CZZkZFRkNg0AKSx28GrU9GHTYaAqMhQLsQ2L17d457wZf/X54zPFZm1CBuvym6c8hr/v5i+Pnw/91XDM/lGZT/Mfy7/v8i1jXx6JZRj/+P4d/D/3efMjyUZVBkYRC78f+yNMMnRUZVMmwgs+ULvt3sIcNdKQY5MUbJu/9vfGR4p8ioiv9EUTKch0fLc4Yn9//fCvHldLYWqOl+v23vt4YiQSU5kmuQ/6CrfMkJhs17vtX1vmd6L6rMqHn3//XXDC8UGVWx3jWBxxcMDAzItwLjV4kmC1nxjyY4hLgPHz7s6OigtYPPnTsXERFBa1tGzR8NgdEQoByQXHxTbuWoCaMhMBoCQygEdu/eneiWIseoJMogIcbIJMAgePf/zY8M75QY1bEeVI/Ha/8Y/pG6+uLp/4cPwOsuTBitWRhYmBlYBBiE7v6/8fb/axVGDW7cB95jdQYZPZBXDM/v/7/Ny8BvxGjBxQDa4y7IIHL3/42z/48pMaqTPhlCctv3PcPbe/9vMDOw6jGaQE65EWQUfvD/9pn/xxQZVcUZpLD6lIqCXxm+PPh/m1P846wSIVdbzm/f/x9aK9k57aNj2PPyLJJP6we1/0l03Jt3/1onf9i0/acSo6YYo+R/hv/GjFaP/t+7+P+0NIOcPKMKwdOfSLQQi3L4in/IPBgWFRQL0aeBTrEzRw0YDYHREBgmYPQY0GESkaPeGKgQGMZXAezevVuEUazcvVaRUY2ZgQVyr6oQg6gRoyUTA/PZ/8dfM7wkKdj/M/wjXv07hjdn/x99xfBCm9EQcsYoZMMxH4OAIaOFAIPQ+f8nn/x/SLyBDAwMmKf449H+leHztf8XHvy/o8SopsWoD2n9MzAwcDFw6zIaSzHIXvt/4e7/myR5Co91mFJ/GH7f+X/92v8LkgyyBoxmkNY/AwMDGwO7GqOOCqPGo//3roLOCUW5aw/THEpEHv+/f/7/iYjY38c3Srragk75ZGRk4OJgbCwSWDFNbOveb+4xL46c/km8Ff9JSAIgU1dt+Wof+uzIdn5jRmsxBknwQf6gTpQco5IRo+U3hi+n/x95xYC4fgSkh6oYdsb/A1os+qeqS0cNGw2B0RAYDQESwOgMAAmBNap0NARGSAg8fPjw1q1b+e4lmoz6cC/Dh8+ZGZhVGbUEGF7c/X8dMhVA5BAskUtWfjB8f/j/7juG1/IMKlJIZy9CeiAQ98gzKgswCN37f+Pd/9fKoKkA0Ng8RAoPSXwH4MH/O08YHsgwKGgy6kM6HgwMDMjLxyUZZSFTAWfAUwFU35YAuVgXfDGZNdYLFkQYxGHnhB4j4zAcPKEEkfrA8O7u/+tqWn/7C8WNddkggqD2N6j5DeJZGrFvXSgxc+nn2PxX0YE85VkCvNwwOZA8dszPR+yo0+Nnf1snf9iz/48yo64IoximceBLu4xeM7x48P/OS4bnSoyqpM4IYZqJJvLg/+0nDA/V1NTg4kN3icutW7eMjIzgHqERo6KigkYbJGjk4FFjR0NgxAJiy+IRG0CjHh8NAfwhIC8vX1FRgV/N0JLdvXu3o4Jrk3uXMANKq+sf6vi9KIOEEaPlL4Yf5/4ff8/whqAf8d+mBNf+6P+9M/+PsjCwmDLaILf+QU1P1EP0+RkEDRkt+RgEzv8/8ZS4qQBiOgCvGV6c+n/4K8NnA0ZzBUYVeOsf0wEcDJzajIayjIq3/l+98/86+IRQuD+wM4hxwBeGz1f/n3/8/54ao5Y6ow7W1j/EdCbQ2aDqOoxGrxieX/h/Cv+laRAtxJD/GP7d+3/zGsO5ojz2TfNQWv+Y2tOjeQ+slnz34Z9dyPPVW1HuLMNUTLzIwjVfHMOfX9gvZMpoI4KaDtEMEWWQMGG05mXgO///5MP/d9BksXKJiSnIwP/j/w8ePHiwYsWKzs7Ohw9Jm27CavWo4GgIjIbAaAgMEjB6CtAgiYhRZwzhEKDD2Rr0CZ3du3fHuSXJMyqRtLj/OcOTe/9vSjHI4d8XS/D4xTcML+//v8XJwC3HqARf7kKMxz8yvL/7/wYrA5syowYXA5mn04CP2fn68P+djwwflBjVIKtN0GzHdY3AL4af9//f/gDaF0HgVjL4LAqayXDuw/93HzPcl2VQkGdUgQsSw4CclCrDoKCAVyPBU4BeM7y89/+mswNzRbaAoiyWKeKfv/6zs2EZ6d+0+1vb5I/K8ix1hQLqSqzEuBmrmlv3frdO/nD8OIMKo4YggwimGlxe+MLw+f7/Wz8YvisyquI/pglXPMLtevD/zrxds5DX/Dx8+HDFihVGRkaQGQB5eXm4YmoxILsLkC2llskQc+hwYDEklEZnAEbBaAgMCTA6AzAkomnUkYM6BDo6Oob66ODu3bsFGUVK3atVGDVIav0zMDBIMsgYMVp8Zvh0/v/xTwwfcEUVnmVCXxm+XP9/8c7/G3KMyjqMRrha/2hTEHCL+BkEjRgteRn4zv0//uz/I7g4SYxH/++d+3+cg4HTjNEWa+sfPAOAvcBkY2BXZ4wFXU0AAQAASURBVNRRZFS7+//mrf9XfzP8wmU1nhmAtwyvT/8/8pnhkwGjOamtfwYGBjlGJUNG808MH8/+P/aOiAkZTBf+ZPhx8//lF7xXO+p4ZnaIYG39gwIBS+MfZJifK9ehtZIaqqxuUS8mzvsEEiIdz1jy2TXqxe3j4qaMNlhb/3iM5GHg1WU0lmNUuvv/5tX/578zkDMd8ZHhfd3Ossf/76M1xOXl5SHt2oqKCshF5nhcMio1GgKjITAaAoMfYK/PBr+7R104GgKjIUCtEAAf8Vmkw2iI51BF/KsmOBm49RiNRRkkL/0/8/j/fawOQ15LA1fwn+Hfg/93zv8/wcHAZcZoi/9MG/zbbRUYVXUYjZ4zPL38/+x3BhL2xb5heHX6/+FPDB/0Gc0UGdXwdFTgzsbKEAOtRbFiZGA8+//YS4ZnWNWA9iFjSPxk+Hnr/5Vb/6/KMirqMBrykHi0Edw8bgZePUZjKUbZ6/8v4VqShKP1zvDs/+Mz/4+6Bnw9vE4yxAvfLAouE0C7k1kZavME1s4S33vku0vkiwMnfsDdRpBx4dov/+SXk6b80WU0xj+VhKcTxcDAIM4gZcpozcnAffb/8Uc4kiITjovAHvy/07uzHa3pD3f57t273dzcdu3ade7cudEVQfBgGWWMhsBoCAxRgGWGd4j6ZNTZoyEwUCFgZGR069YtWqwKoLWPdu/eneKWIceoRPBiKeQNuLhcJcOowM8Auib23f83Koya3OBDM+GKMVe/vGR49uD/HV4GPkNGc2K2bzIzECivBBiEjBkt7/+/de7/cUUGNbQtBH8Z/qCZ8J3h28P/dz8wvFVgVCXmZgOsfRi4B8FnzLOqMmoJMojc+3/zLcNLZUZNtBX8/5FVg9nP/j+6z3BbnEHKhNGalYH8lTNgw0CEJIMseHPwnTP/jyriWMsEUgfDXxg+P/h/m0fq07wSEScrDpgwTvrPXwZWvM400WPbNE987orPKSVvQry5y7P4BfkJjDT1z/k0Yc5HOQYlQ0YlnBYjJDBDESHHwMDAxMCsxKgmwiB+//+t1/9fKDKqCDGIoqjA4HxkeI+n6Q+/3+r/f5DVrq6ukLUuRkZGuHoLGDYQFoAsLiKsbhCroM8+40EcAKNOGw2BoQQIlMtDySujbh0NgdEQIDoEdu/eLc4oVeXeJEdUk4uByHFxSGuen0Hw/P8Tz/4/RnYO8vj9Z4aPV/6fe/T/rhKjuhajATGtf2Sj8LMVQad2GjxneHzl/7kfKFMBKIPXj//fP/v/GBsDmymjDTGtf/yWIsuKMIiZMFqzM3Ce+X/sOcMTZCnkGYBPDB8u/D/1jOGxFqOBCqMmVVr/ELvYGTjUGXWUGNUf/L9z7f/5HwzfIeKY5KP/dy/8PxmT+OfoOkliWv+g5jVxlUZyBO/BtZLffvyzD3m+fCPO1TjHz/10j3kxd85/fUYzIpMiqA2O6RMMET4Gfn1GUylG2Vv/r978f+UnA87pCIID/4yMoJSD3NaHrwgaQlMBFRUVQ3GQAiNiRwVGQ2A0BKgDRjcBUyccR00ZySEAGQ6ELBEe/OGwe/fuc+fOLalcJcAgRLxrMcfv8esFHyJ5g4OBQ4VRCzIKDjlD8w/Dn0f/7z5jeCzHoERkgw+/RXhk7/2/9ZzhsRKjuiSDDOQSAMgQ/juG13f/32JjYFNkVMW13wCrsaQGwjuGN/f+3+Rg4FRm1OBk4IIfJAq+WvjOU4ZH8gzKsoyKWO2iiuA/hr/3/995wfBEkUFVilEOORDeM7y9+/+Glu7fhkJBfS3EKZ8E7f31m4EN7wwAmgnb9n9vm/RBWpK5rkBQWw2k8+Pnf/y8oG5E25QPM5d8pvW9zn8YfoPPCX0mz6AiwwjavAvfj07kwD9y0x/Nd5C8z8DAEBERQWHzmtabdOlwVgGtvYAW+KPc0RAYDQFKAKgUpkT/qN7REBgNgSEUArt3785yz99SuYek1j8DAwOuDbi4/C7AIGTEaMnBwHX2/3HIgngWBpbnDE9O/z/yi+GXMaMVqa1//JsQsDoDcoHX0/8Pr/4/94PhOyMD4w+G7zf/X7n5/6oMo7w+oylJrX+wFUSOPoPVMjBATvHnZuA5+//YU/DuZBYGltcML07/P/KD4bsxoyWprX8ij1KFWg9eDKPMqK7NaPCC4enF/6e/MID25v5l+Hv3/42bzBfKCznWzxYnqfVP/AwA3A1ejpyH1kkaarN7xb3onfURZAIjw75jP6wCnq9awmbEaCnDqABXTAsGCwOrCqOmDqPha4YX5/+feM/wFjSez8BAxsA/pvMgUwERERErVqyAHOODqWYwiIxeMzwYYmHUDaMhMKjA6AzAoIqOUccM1RCgw+gahUGze/fuJLc0OUYlIhfzoFn3h+E3kdd4oWl8w/Dq7v8bggzC3xi+/GH4o8SoRnBBNpoJEC6uwx8hsnjI/wz/74OmAp4oMqre/39bnEFagVGZPL8QPD4SlzM+MLy79/8mC2jxPNsnhvfELM3HahRkFgWrFEFByDmhCowqT/4/9HBmrcgRkJVkJqgLU8G//wxMkBY0phxekQvXfjVN+PDuw99AD+7+WZ+UGNQkGWXx6qC+5NP/jx4w3JZlVJyzcwaecX1IUx6PAqwug8ytkT0VQNMyBDJTQetZytEZAKwJY1RwNAQGJxidARic8TLqqtEQoFoI7N69m4eRN8ktTYFRhbzWP2R7K3kO4mPgF2IQ+cbw5RfDT0VGVfJa/6BhY9RbwIh3DCMDoyCjCAcDx5P/DwUYhGQZFchr/UPWzxBvL7JKAQYhUQbJTwwf3jK8kmKQx3XMKLIWqrPFGCVFGMQYZR/IK/wP9eUmr/UPigiyWv8MDAwGWmzJEbyfv/yfMeuvGIOkCKM41f1I0EBpRjlpBnk8rf+HDx9irvgnaCxEgaurK2QqYAhtDIC4nFrk6DYDaoXkqDmjIUAHQOBUDTq4YNSK0RAYBiEAuQqAwkXAVA8HyEBmgXuZOqPu7f/XLvw/pQo6nIeXVIvIHnh++v/hA4Y7YgySWowG7xne3vx/RZxBWplRnVQHgNWT0/D8xfDzwf87bxheKjCoijNKPfh/++z/Y0qM6uTt+iVtARDY0QwMDJDtEMwMLHqMJgwMDHf/33z7/5UyozqeQ1dhWtFpcoIAbAZk5Ds2hLssU2L1lq/JJW8i/LgrcwR4uMg2Emwu0cS7j//aJn9Yt+WnEqO6IqPww/93zvw/psCoAtmeQbQxFCn8yPA+uj00ImIOrnwKGcKHHPVDnk2QFUGQ4XYjqp4RRJ57RnWNhsBoCIyGAC4wugQIV8iMio+GAAkhMAjnvnfv3p3hlivFKAtvvkNumVViUEc7H5OgP8lYfgPZ/8rMwKLIqArfb/CT4cft/9d+MvxQZtSACxK0HaKA1A24DAwMkFavGIOkPKMKGwMbZOvnW4bX9/7f5GbgUWHUZGNghxhOIxK+/VSBQVUavAcXYtGj//cfMdwlYxs0xAsQQ4gkPzN8vPf/lpDM15ZSQTtzjt9/GFhZGB49+1PX8+HKjV81+QIB7qDdyUSaRp6yNdu+Nva95/giocioysrABklO7xhe3/9/m5WBTYlRjYeBjySTMU90Jaj94f87c1Ev90XWQosmO6Q7QeSKIIgDaLdEBzIWQOqiJuQgIsimtRcIOmBUwWgIjIYASWB0BoCk4BpVPBoC2ENgUF0FsHv37gS3FDlGJUhDH77sR55RmZ9B8M7/65/+f1BmVCf+xl+4Cdg9jyr6neHbo/933zG8VWBQRlvkzc7AocNo9Oz/oyv/z8kyKMozKqNqxccjqQPwgeHd/f+3/jH802Y0EGAQhpgLuUBKmEFUkFH43v+bZ/8fV2JUw3/1GCXgBcPTB/9vCzKIgI8ERTlfX45RUYhBGDIVoMSozs8gSIlFePQ+/H/nMcODghT+whRJiDLIgL+cFMuCPpF1O741Tfyw+/D3ymwBGbL2A0DMxEM+ffm3bfKHnXt+KzHqiMLW/EDOYhJiEBViFH0IOof0lAyDggKjCh5zMKQg/sAQxiZA5MA/kS11bDZgF3N1dVVTU1uxYgVVzgjCbseo6GgIjIbAaAiQC0Y7AOSG3Ki+0RAYfCGwe/fuCLcoOUZlJUY1uOuQm++Qw3nu/r9x7v9xFUZNYQYxuDKqMCA7TSUZZE0ZrZGX2kMGfSFWSDHKwe8LU2XUJHL0F3yNAOE9S78Zfj38f/clwzMFBhVp8JmPEEvB2xigxR0TA5MKo6YguAn+geGtIqMadacCvoKu1rrzjeGLKqMWcgjDp2IYGBh4GPj0GU2f/H94+f9ZGQZ5BUZVuDupwnjH8Obu/xtmZgwzciR0wIdvQo1FajkHeXC52nK2T/ngEPa8OlcgMYwHqoZK1OJ1X5onfhD8KWXCqMaM4/JdeUZlEQaxe/9vga8tU0UOLjyuQPIEHlUgqYf/787dNRPXyDdk0NrIyIhGQ++DZ0XQMLhlDBSdo3g0BEZDgHqAcIVKPbtGTRoNgdEQoFUIPHz4cPfu3XnuxVqMBjwMKKv8ISPfcIuZGJhUGbUUGdVu/r9y7/8tuDgexj+Gv3hkIVJvGF6e/n/4E8MHfUZTZUZ15NY/ePvsP4gyCMnNwKPPaCrMIHrh/6kn/x9ABPGTaJf4YlX87P/j0/+P/mP4Z8Jojdb6x1QvzCBmzGjFxMBy7v/xVwzPMRWQJ/Lw/93z/09yM/CaMtqiNWcxm60yjPJGjJafGT6d/X/8PcNbgjZimoCp5Q/D7zv/r99lu1hdwrlkkihK65+B4c9flI0MvNyMbeWCszpFFq39HJL+6vLN35gGkiFy5+GfpJI3zV3flH/pqTBqorX+ITMAcGO5GXh1GY1lGBVu/7926//VXww/4VK4GGgmYFX2ieGDT7vL4Qf7cbX+d+/evWLFioiICFwKsBpLhiCkG8DAwDC8NwePXgNMRtoY1TIaAgMIoENiA+iCUatHQ2AYhABkrp/WLQlcAbV79+40tywZRgURBiwnq/xj+IvZehZjkORjFLj9/9p50FSAFv4Nqf8Y/uMZKvjK8Pnh/3ufGD4oMqriWlGD6QAGBgY5RiUBBqG7/6+///9WhVETclUWLj/iF//I8P7+/9t/GH5rMOoKMYjgVwyXZWZgVgVNBQjd/X/zPcNbJUY1PMuikMfv4SYgMyC7CzgZuAwYzXBMa2BpwHMxcOsyGj/7//ja/wuSDDKKjGp4W7dYTEB2w0uGZ/f/3/J2Z6vMlpQUw3LKJ1b9TlYcTlaSXTM++sS/AK8XIm1FPrIDGBgYZi373Db5g9R/OVOkaSg0NZhcCQZpYUaxh//vnP5/FHxtGf4TQrH6A2HqwA78I9yBxMK/Imi09YwUVKPM0RAYDQF6gNFNwPQI5VE7RkII0PQYb1wBuHv37ji3RDlGJbIXsTz+/+Ahwx0FBlXIJam4LMIq/o/h36P/d58wPJRhkJdjVEZea4RVPS7B+/9vP2N4BL+yF1MZnlsI/jD8efj/znOGJ/gvlMW/bfQPw5/7/2+9ZXilxKghxiCB6QAGBgY8G3AhZw29ZXilyKgqAb51GKsJ+K8R+MHw/e7/698YvikxqgsziOIw4R+uQP7O8O3B/9uMQu8aiwV8nHHu6/35i4Ed97W/56/+auh7/+3b/7pCAVszlH0LcPf8Z2DA1fq+fPN3fc/7q5dBK6xI3eQNN/89w9v7/28xM7AoMarh75fCtSAzPjF8iGoPwbOgn6S9ucgmU4sNX3eEPF5A6026dCidBuFBCNSKslFzRkNgWILRDsCwjNZRTw1ACNChikX21e7du8PcIuQYlfBfZ4un6Qw37RPDhzv/r7MxsKsyarEzoDf7cI18gwebb/MxCMgzKnMz4Fs+jr/xDXEGZM06LwO/EqM6GwN6ExVX4/sFw5P7/+8IMYjIMypzMHBCjMJK4jIBWfFrhpf3QHeWiSgxqqEtYQLfhfyXCdtC9mf/H99nuC3GIKnAqMLKwIpsIBobeSMEmhSc+4Lh6f3/t0UZxBUZVTGnTXDthH4COm71dlI4b0U2PzsbrvY5yJJfvxnY8LkRpGb2ss9tUz7EBvNU5ghwsqOb9u8fAxO2+aCJ8z71zfpI6t5ukH3YMGQziTRod4QK3ikRFM1EDvwjt7xR9NORg9YPGe0A0DHsR60aDYHREACB0Q4AKBRG8WgIUB4C9OwA7N69O8e9kJj7pPCPOiP7+u7/m68YnikzaqINgWM2Wz8xfHz0/+53hq+KjGpYFx0hGwtuOuMct0ZW+Y/h373/N98wvFRm1BBFHYbH6oaH/+/8YPiOZ7wczXBcY+fIyv4w/L73/9Y7hjfKjOpobsBsfH9i+HDv/60/DL+VGTUEYWcNIZuGxsY0AU0BhPuL4ef9/7c+MLxXArkBZU0XpgkQN8iofK8vFLQyJnyqKTEdAAYGhvtP/tT3vL9593d1voCfC8p8wp+/DCyoa4tOXfzZ0Pv+4S1O8i43gPgak/zG8OXe/1vfGb4pMqoSTGaDf+Af04OQqQDIGUGQ3Qi4LijA1EuqCB1Kp9EZAFIjZVT9aAgMLBjtAAxs+I/aPnxCgD713+7du1PcMuQYlWgRcG8YXt75f12EQVyZUQPrsOsfht8P/997zvCYjDPsiXTwa4YXd//fFGYQVWZURxpxRyw8+cvw9+H/O89AblCWY1Qk0ljMpjMejXA3KIKmAqAbpZBN+M/w78H/O08ZHskzKMvSxg2vGJ6Dzu9nEIGcnQ9xLbIbGBgYHvy//YThYUk6f24isav2iewAQKxbvfVr66SPdubslTkC8B0FaCZ0TPs4fdEneQYVWUYFiC6CJJov8KuHTDQJMgjJM6rAJ3n+M/xjZEBMQwyhgX9Mz0K6ARUVFQ8ePKBRBwBiBY1OOoL7iA59DLhdo4zREBgNAcoBogyl3KxRE0ZDYCSHAOQqANqFwO7du8UZparcG2nU+mdgYBBhEDditPzJ8OPc/+MfGd6j+eU56IydI38YfhkzWtHODaIMEsaMln8Z/p79f/wdwxuYG6ALUV4yPDv9//Avhp9gNxDb+mcALVuHmgAzEB8NccM/hn9n/x97w/ASohTeI3rN8OLU/yM/GL4bMVoS3/on1Q1iDJImjFaMDIxn/x97yfAMzQ1vGV6f/n9Y1erlzqUSxLf+QW4gIRgYQr25D6yW4ORkdAx7vmjtF4gb/v2HniN08OQPm6DnyxexGDJaEN/6hxhCPCnOIAU5Uvbs/2NP/z+EaIS6gIFh8Bz1A3EYGaS8vLyRkREDA8OKFSsePoR6kAxzRrWMhsBoCIyGAEkAOrhFkp5RxaMhMBoC9AwByHLhJZWr1Bi1SbWXmLXvyGayMbBrMxo+/f/o8v+zkGH+fwz/PjF8uP//9l+GP+qknLEDNxZzAQ9cCiuDlYFNg1H3BcPT6/8vSjHIKjKq/Wf4Dz5c/+53hi8qjJoEF4RgMxYxh4BNFl2MlYFNnVHnFcPzO/+vgw8IUmdmYAZvtL3zEbQ4R42Y9VfohpLIZ2FgVWXUEmQQvgfeoKzMqMHOwPGb4deD/3c+cz6vzxeMDuAm0UiSlQvwMXVWCrnacjZP+LB5z7fGIkFVRdZfvxlaJ39YuOqLIoOqDtINx0SaTtIMAAMDAzMDizKjhjCD2P3/t17/fwm+ORh00C3+gX8GBgbIwnpaj3wT6Wtcyjo7O42MjP7//w8Zp4esCKLRVAAuN1Au/vDhw46ODsrNGTVhNARGQ4BuYHQJEN2CetSiYR4CkNYG1fcX7t69O8s9X4JBms7B94Xh0+3/15kZmPkZBZ/8f4B5rxbx7iFmEzBW074zfLvz//pvhl/ijNL3/9+iZIMp2qIRrNZhFfzF8Ov+/1sfGd7LMSrd+X9dikFWgVEFaW0SVk1UFvzH8Pfe/9uvGJ4pMarf/387wIu9IltATJic+VvMFfzEu7V96scZiz/VFQjMXPL5zxshRUZVDgaU7QFEGkX8vhRMA5/8f/CA4Y4Co2pGezL+o37c3Nx27dpF9fyI6SSyRXbv3u3m5oa28gfSDTAyMqKiy2lUNCF7HOLsQd7XQnbwKHs0BEbB6AzAaBoYBdQJAapfBbB7924fN19VRi36t/4hV9WKMkg8ZLjz+f9HZUYNStyAeZoNkSHOycAlzih1///t59xv5b4oUbLu6B/Df2YibUVVxsbAJs4o9eX/p/v/b0kwSFPW+idtFgLuECYGZilG2V//f3wRvWUhz5qdwEde6x9uIHmMrDje9x//dk34yczAqcQoR17rH3wrHHn2g3TJMCr8/f931s6peNrHkPbuf9hSJZC2wYdxORJya9ju3bsZGRnR+gaDzxOjLhoNgdEQGMKAnDGkIezdUaePhsBQCIHdu3eLMopXutfLMipe/X/+0f975Ln6LxE3+GI1+R3D6zP/j75heKnFaKDJqPfo/71b/6+SbRpWKwgKfmX4fO3/hXts96UNneUN3N/wf734//RXhs8ENeJQAF83jkMem/Afhj93/t+4+v+8BIOMEaPlH4Y/Z/4fe8vwGptawmLkuABs6uP/D879Px4c9fPYBil1ZVbn8OdzVpAZDqRsAQDbDSPW7/xmF/x83yZePUYTUQbJy//P3vt/C+2SaZhaWtGfGD4SvNyXkRHkRTzdA1o5jmhzIY17BgYGPI50dXX9////ihUrhsrlwaMXmREd/6MKR0NgsIDRJUCDJSZG3TEMQoDyczAg44IF7qVCsKugvjJ8vvX/GgsDiyqjFvwUFCLDitTF1gwMDN8Zvj38f/c9w1sFRhVJBhnIao0/DH/u/r/xieGDCui8S2Lv2YU4Etc1AhBZXOSD/3eeMDwQVzaVUrdmZISOUzy7efTFnZOKDGrSpK87x2URHnHw+TO3BBlEFBhV2Bk4IAuZXjI8vfv/pjiDlCKjGjHniiKbT+peCAYGho8M7+/9v6Wo/rO+UMDMAHrK56FTPxr63gvxMzeVCGqpEjrVH9kFDAx//zEwQ4MTVQI378Xrv62TP2zb9RtyNCrEF98Zvt39fwN8RqeaCIMYbt1YZCAhiUUCr9Cj//fm7JqBp9EMyTt4FOA1nk6SpDoSsrSGwhVBdDigjA5W0CmGRq0ZDYERA0isCkZMuIx6dDQE6B8Cu3fvznDLaXLvgrT+/zH8Y2Bg4GbgNWQ052bgPff/xGuGFyS5Cn5wDZG6Hv2/d/b/MTYGNlNGG0nwjbaQxe4sDCzqjDqyjArX/l988P8OkaZBlDHhvDcWIo9Ogs/YOfxJjFHDNkZaw5aRkenv7x8QRVLq1qoWIc+4X1/5f+4Hw3eIIC3IrwyfwRMvd1UYtdQZdSCXo0HG78UZpI0ZrX4wfD/7/9g7cqcCiHHzf4b/9//fuvz/bE4289aF4pDW/z+wI+zMOPatkDTRZ/eMfTF14SdiTIOrAQ2PwzlEMJZt/OoQ+vzkLkETRmvYxQggR3AycOkwGoH3RVy79f/qL4ZfRBgGVQLSD2USRUEG/g892IercU/MmDpRNtFSEXmOhKwIAh/fxDh6RhAt42fU7NEQGHFgdA/AiIvyUQ/TLgQ6OjoePnxIxgkeu3fvjndLlmdUkkIa24YMtUJcq8SoxsvAf+f/tc8MH5UY1SGCBEnI+D1BZQwMDK8ZXjz4f5uTgVuf0ZSXgR+rFgkGGT5Gwdv/r134f0qVUZObAXQSC1aVyILI57Uji2OyvzF8ffj/zke2L9KaDsIyiPOO4DMADAwMvMJyWg4JT67uP/fguDKjhjiDFKY5FIo8/H/3McN9GQYFbUZDZKNYGKClJTsDhzajIfiQossSDNJKjGpEdrSIXzDzhuHVvf837WyZFmVLqihA7WVgYPj7l4EJxqvI4ne04qjvfb/zwPfGEkFDbfTrk5Edj2AT3QO4//hP6+QPBw/9U2bUE2YURZiAxBJnkBJiFH3w//a5/8cUGFWJ3CgCD0kkk3AyH/2/94ThYXn5KVwqIGPqQ3TFPy5PoYlDVgR1dnYO0TOC0Lwzyh0NgdEQGAxgdAnQYIiFUTcMkxCAtEVwjVNi9eTu3bvD3aLkGZV4GAjf5fST4cet/1f/MPxWZdQiRj0xy2++Mnx++P/uZ4ZPCowqmO1p5E4I3P2QJrISg7oUoyxckELGo//3HjHcE1MyllK3ZoI3csGG/v/3l5EJfQfvhxd3Hl/dK/CDV5lRnYWBwDIYYsKBgYHhHcPru/9vcjJwKTCqEBO8Pxi+3/1//Tv4NmIhBsIro4hZ+vKL4eeD/3e+8byoyxcM90U/5fPnr//sbOhN+AlzPvXP+ZifzFeUir3nBg5FKPHvPwMTugFQKWRq7orPrZM+iP8DncGK1r3BerDsW4bX9//f4gBtDlbnYkB3NrLJxLM/M3z8xPBRhEGMkYHxwf87px4cR+taQ07RGeRH/Tx8+HDFihUUruGBBxp5plG+NBHuAFwMOliBy+pR8dEQGA0B8sBoB4C8cBvVNRoCWEKA1A7A7t27c92LRRnEMc3C2syCKHv0//4jhrvKDOqSlLW//zH8e/j/7lOGhzIMCvKMymjtPIhduJrOHxje3fl/nYeBT5lRnZUB39gzwX0Ibxhe3f9/k01EXErdmltAEmIvMeTfPz8fX93/+ckdZUYN/MvQ8QQmxCJIs/stwytF0DC2DESQSPI5w5N7/29KMsgQnJnBFZhwi54zPLn//1aoL2dFjoAQP5b1mb//MLDCZgDguhgYGC5e+1XX+/7Hz/+NxYIWhtCtAsgK4Oz//xnAu2ThAuiMa7d/t07+cOYUowqjhgCDMLo0AwOewLz///ZThocKDCoyRN8KjGk+ROTR/3t8jAICjMIMsMN83jK8jm+PhB/9SWpegxhLZxJygwfczdSyHdLzIf6MIDq0zulgBbVCb9Sc0RAYDQEIGO0AQMJhlBwNASqEAPGNkt27d6e6ZZF9f+oHhne3/1/jYxBQYdRkZkAfHYf4BP94M3iH621+BgE5RmVuBh6IFpLIfwz/7v6/8Y7htQqjpjDubaB42ovQDcesH6Q17URkdUmyHa747ZOrj6/sE/8rrsSojrUPw8DAgHUeA27Cs/+P7zPcFmOQUGBUwd+ZgWtBY/xg+H7n//WfDD+UGNUFsTWaIer/MPzGNVnxleELaAmW+MemEgFXW06Iekzy1+//bKw4B/CnL/7cMfVDRixfZTbOqQD8B5FOWfCpe8ZHGQYFBUYVTNshIngilAF8Ne/d/zcZGBiUGdX5GAQgWkgiPzN8/Mz4SYBBGGUmAdYNePD/Tk5HRkVFxSAf+IdfQ0bSfCBJAUX8iiBat84h8xLl5eUkuX9U8WgIjIbAwAIsg0wD66BR20dDYOiGgJqa2rlz5/C7f/fu3RKM0tXuzWS3/hkYGAQYhIwYLRkYGM79P/6B4S1WG5lwdAw+MXy48v/co/93VRg1NBn18bT+/zD8xmoyRJCJgUmVUUuRUe3m/yv3/t+CCGKS/8FbmTHFH/+/f/b/MUYFKR2nVPyt////QZuhMU2AiAjLaGvZx38VZTmLOyhwdQw+MXy8+P/0M4ZHWoz6qoxaeFr/fxj+QKzDSnIwcOowGkkxyF77f+E+7qDA1fp/9P/++f8nIuJ+H98oiaf1DzpBH+/+2cxY3p1LJc5d/ukY/vzgCejOaTQH4+o9nL38yyfh5bQZ//QYTfC0/sGm4XMEH4OAIaO5KIP4pf9n7v+/DVZPAvHo/71/LIzSTArsjJwoUxWwaQsFRpXlles6OjrU1NRIMJe+Ssnb70uqG8vLyyMiIlasWAEZd8ClffSOXlwhMyo+GgIjHIx2AEZ4Ahj1Pv1CYPfu3QKMQsXulaqMWuwM+NZpgLZ7EjrCn5mBWZ1RR4ZB/gqOiwIwW71/GH7f/X/j0v8zfAwCpoy2ItiWHiEHBzH7d8UYJI0YLb8yfD7///hnho/I2iFszFbvO4bXp/8ffSP4Tc0qXFbbkZkF3woiUKv331+IUbhINk4+FbMgEW3zK//PYz2kCDMowGfs3L70/7QQg4gJozWeYXuIpZgmQMSRSUlGWSNGyy8MX8BdkXfIUrjYHxjenf1/VFDr8brZ4hVZOIft4dph4+BwAXSGhjLr6hlisUG8iUVvGvo+/MbXbUHo7Z7xMSj15acbsoaM5uQN2yPMArNkGBUgqeLM/6NEXpvwmeHjM5ZnEuwKAkwiDIxM0E4GrN3PwMDwgeHdBwZQqPIy8G2p3OOs4A4ZAgdbOIgISHP8////tBv7h/t29IwgeFCMMkZDYDQESAWjS4BIDbFR9aMhgC8EcM227969O9u9AHOXLT6ziJP7wvDpNuiiAFY1Rm3IgZUQfWjrXp79f/yQ4Y4Qg6g8ozKR9wkQXL4PsQhCPv7/4CHDHQUGVRlGeYgIAwMD2qKXHwzfH/6/+5blnbSGrai8PlwZfsbf3z+ZWQn0lyAmfP/85tHl3QzvP6swauI6ywhy5NG9/7d4GfgVGFVQ1plATMFGEn+eEgMDw7P/j+4x3JJmkFdkVMVmGEjsH8O/B/9vv2B6XJkjkBZF1HlKoFsafvzn5MA1iA8yFo7vP/5T2/3+/uM/9YUCbnY41xQdOf2zqvPd+yc8SozqPMQd64R/aRncARDGC4anD/7fFmYQU2BUZcW9V/vR/3v8nBKC4BX////9Y/j3n+H/P5SDfdC6PmAuZOcG5uZgiNX0JyFL8wdqbRKkO4S534AO63MgfR46dHjoH6ejYDQEhjEY7QAM48gd9doAhABmB2D37t3JbulyjErEjCJDXExwtyhEGTJ57//NlwzPVBi14FuK4YZ8YHh3///tfwx/FBnViTmsBtlYktifGD7c+X+djYEdPMXBAZnHgG9ReALqIdwVlteVUrdmYcXZJCXJRqyKX9w5+ezmUXkGFfgiK3hPBrzr4M4HhvdKjGpiDCRsOIabgNVGTMFvDF/v/r/xm+GXMqM6P4MQmoLXDC/u/b/l7MBckSOgKINtVy+aBhj36/f/3JxEdQAgOpau/9I04UOgJ3d1rgAvN4rGv/8YWid9mLviM6kXq8HTFcQKguRvhl/3/99+x/BakVEN3gGGG/KZ4eMXjh8iLJLs/zkZ/v0Dbfn9////338M4HVfBPsADAwMbxlexbdHYTZ8CTqMugoGQyMY0tZnYGBAXo5PB4fRwQrqRtaoaaMhMApAt4uglLCjQTIaAqMhQFkIIN+IuXv37mi3ODlGJU4GLpJMRRu8J1Lva4YXt/9fh5xMD9Hyk+HHo//3XjE8V2BQkUYamIfIEiTJc8bd/zdfMTxTZtQUY5CAtJvfM7y59/8mIz+ftKYdrzDVTg7F4/4v7589vryH9fMfFUZNLgZuyPj9k/8PHjDckWKQlWdUgXdL8BiCLAXxCLIIMeyn/x/dZ7iFvKf2J8OPB/9v/+J7XVcgEOJF8nGZX7795+FCaccTdMazl6B7fE+e/1lXIODnCk2Huw9/r+l+/+uVoCKjGqmJE952J2g1soK3oJsNbnEycCkzanAycEEMefT/ngCvtCCzKKi5Dxnx//uX4T8IQCYBQAvAwIP9CKNwcB/8vz1v1+wBGYQe2IF/RMjAWA8fPlRQUIBPRNChdY5c6MFcMUqPhsBoCAx2MDoDMNhjaNR9QysEIHXhrVu3zp07t7hyJcHF5dT13Q+G77f/X/vDAGr4fvz/7iHDXTEGKXlGJTZCWw6wOoOkxR7IJrxheHnn/3URBnFFRtW7/2++Zn4trWEjpmCErIZINvHrfzANfHrj0Ku7Z5UY1TkZuMB7cxmVGNX4GQQxVdJO5BvDlzv/b/xl+K3IqP7t/9f7DLciA7krswX4eEhrx0Nc+PnrP15ucjZurdn2tXnCBydrzvoiwc6pH1Zs+KbEqCYBvuwZYjLxJKTtTrx6uMr/DP8fgM4JfaTAoMrPKPiF66cImwwHIwfDfwaGf38ZIB0A0PofMAu8CgihF0e7H6QAJvWZ4WNkezCdpwLo0LwG+ZF0DD+BdMWKFVQPkxcvXjx9+nTLli2ku2sk6tDWBl1raGNjIyEhMRL9P+rnwQpGOwCDNWZG3TU0QwBS786uXCBJVusK4mnyht4hehkYGCCXavEw8CkyqtK5vQt3wy+Gn7f/X/vC8JlPVk1K3ZqVneTRbohR//7+ZmImcM8XRCVW8uPr+4+v7Pv97RN5cyBYzSRD8On/hy8YngpL/WopEXS0Ai2OIsMQ0CGbX/7x8ZDTAQAtlfnwr3XShz1HvrN+ElVkVEXeLkKeY8jT9ZHh/b3/N1UETAXZxKBLff4zgFf+/Pv/9z/KKiDQ+D/iACj0yWpYux/qjP//IclenkF59q7pdJgKgKy3odYNX1BfUJWCuLCiooL4GwOItH/NmjVXr14lUvGoMkgI+Pj4GBsbQ9ij5GgIDAZAZl0yGJw+6obREBi0IZDanvCN4QvZzvuH4+hMggZ+Z/h24//lZ8xPNORcfrP+ffn/2T9CpwkRNJMMBR8Y3l39f/4Hw3d5RuW3j6+8eXSJDEMgWhgZyS+j3jy+8uDcNv5vHOIM0o8Z7r9ieA4xkwzyP2iYmgx9IC0P/9+9z3A7pZCJX4ihY9qHUxd+gkTJwmiNXuLNeP3uX/OEDxu3/ZT4rPWJ4cP9/7d/MmA/J5R4M8lQ+Znh02Pmh3+ZGZgg0crEyABhgM1COvKHAXpfMYosIyOyCkZG+DmhH/6/O/v/2DuGN3qMplJMclXuTWKMEg8fPgSbShNi9+7dkJF1OvQ0yPaAvLy8kZHRrl27FBQUIDMVZBs1qpHyEBidMKE8DEdNoC4YnQGgbniOmjbSQwBS0bq6uu7evTvHvZCknaYUht2j/3cfMdyXEtGVlzBlZmL9++/3nSeHPn94qsKoKYCxD5WgXfjve8Kl/TfDr4f/775keAYZcf/D8OcHw7fb/68zCPHK67px8KBvh8VlDoXi3z69fnbzyI9Xz5QY1SGXBINXJd0QZhBVYlQndQMAaCSa4R8xh6KiOfs9w9u7/28o6/zOyedRUGTm4GBctvj77Jlfc5P4StIIH/qJZhoDA8PHT//4+UjuEa3c/LWx/z3PN0lFRlUWBta/DH/v/7/1iuG5EqO6BIM0pi00Enn8/76AiIIgm8Sjz1fvfb6gzGMgw6kGXeuPbRXQn3+/EGfIgvcEwx0Gnw0AHab079az/48UGFWlmRQQ+87//3/z/2ViezTVV7/Q4YYvuDcpYUCG/+ETFJCZSWqFRmNjI363nTlzBtLeTUhIUFAAxQt+9XDZN2/e7Ny588mTJ7a2tlZWVl1dXd++fVNSUoqLi4OroRZjz549R44cYWBgyMvLExICFU00tY6BgaG+vp5ajh81ZzQEKAck1yWUWzlqwmgIDOMQgN8F5urquuv+VsitqCT59y/eO6ewGvWa4cWp/4c/8/4xUA1SlrZhYWb/9/8PCzO7hryrlJTRlf/nHv+/j1UjHkEmBpILh2f/H5/+f/Qfwz8TRmvInmMWBhYeBj5DRnOBd6zXDy168/gyHhupJfXs1rEbhxfzvfpvBrrrQAxyh5cIg7gxo9U/hn/goeLXpNpF6gzAX4Y/d//fuMl8ISWfecoMAQ1NFiYm0KL/qFjOmXMFdp/45hn34szlX6Q6g9TW/6Nnf9Ir3tS0fpX9rqvKqAVpTzMzMKswamow6j75/+DK/3PfGb6R6gxS1X9h+PSC/72kpL4gB+jkJTkeLQMh52c/7lz7dPz3P9h8CNJgP2RoH2XyB1mWgQEyFfDm/8szfw//YPhuxGQlzaQAmiAATQuAZRkZRRjFN1Xttlawg/TJSXUzVvX0ueELq9UkCWJOULi6ukJuDYOcFkqSaXRT/P79+1mzZt2+ffv79+///iFWf9HNAaMWjYbAiAIk1/EjKnRGPTsaAqSGgLy8fEVFBUSXvLz88QeHfdpdSFoOhOsGX4iZaOQXhs/X/l+4x3xXQdZaR8mHl0scooCZCXq7lrSonoFq0BuO91f+nyNp1Qfxh5aCRqYZ3l/4f+oZwyNNRl206wgg7lFkVNVk0H1x6dCDizv+/iGh4fuf0C1gEPMh5IeXd6/sm/Pj9i0DRjP4dbZwj7AysKoz6sgxKl3/fwnP1cUQo9BIkjoArxien/5/VN3p9eLlgsGh0BX/4PY/yFQ1dZbpswQs7dmCU1/2z/kEEqINXrD6i2PYi4sHQDedQaZBkO0RYhA1ZrTiYuA59//4s/+PkKWoy378//4/MX4ZPm0OFm5Qyx4cEAJsYqZCnsyMLGc+7n77+yXURiZIwx7EA7EYGaELgUACDKDFQrBuwC+Gn7f+X7n976o8s4oWsyEXEw9UPSMjCyMrAyPYIFCHgEmBSa3YvbKzs5PyFUGQjgR9bviC+Jg8EuLO8vJyeXnEjRwMDAyQW8MiIiIYGRkhasgzn3a6jh079usXqHCQlpaWlAT1FWlnF1aTLS0t7ezs9PT0sMqOCo6GwDADox2AYRaho94ZXCEAqXQ7dja9JHoBOrzBit8n/xj+3f9/+8L/k9xisuZaceJC6nD1f/7CRlXBQrxc4kbq4ZzCkuf/n3jDAGtsgaXwEP+J24cAuV348v9zIgxi4Ct1ReBmok1lCDGIGjFaMj95d+3Qwo+v7sGV4Wf8R137gUvxrx9fHlzc8fDMFtkfUjqMRjwMfHCVaOEpwSBtzGj1jeHLuf/HPzK8hyvDz4BeTItfEQPDD4bvN/5fesl/rbyeo76JV0ISUcCimRATzzl9tsD2w1994l+evwpq9BAymwT5m3d/xxW8buv9rv7XQJlRHddkDiMD6FgkbUaDFwxPL/0/+5WCXStYHfeF4dMzgXci0tqCnFIoCkDj9IxMDMwafGbyXFpXPh958OMaQgETNNBAMyYM4M0A4D4DVAEj04v/T8/8OczAwGDCaivOJAPqVIANBPUWmMB9BvDWAlD7HyzOxyS0uWqPowJoVR7UEBKpITTwD+oIMTC4urri8qK8vDxkARVVOkW4bCFP/Plz0C4dDg6O5ORkZWVl8gyhRJecnJyCgoK4OHQYhRKjRvWOhsDgB6N7AAZ/HI26cIiFAOQkULTht4cPH1oq2CozIprpuHxFzOL7lwxP7/+/w88vIy9uys0pjGbUv39/mJiwXC/16v2t248PSv6XUmRUQ9OCySXmDNAXDE/u/78jxCCC9XZhXGcZvWB4cvf/TTFlE2kNW0x70USIOQb01YPzT68fFvsnpsCowsoAnfqAm4PrCP+n/x/eZ7gty6Aoz0idpsbT/48eMNz2D+JIy+TixLiu6/9/UEsV7io4Y+H8bwvmfitK489PQnRa4LJkMKYv/twx9YMMg7wC7nuIMY198P/OE4YHCgwqMowkrNjGNAcu8vj/fT5ReQEuqb8Mf1mZ2Bn+/2f8C17U8f8/eN3/f9DJP/9AJ35++fX+5tfTzAzM6pzGnAycoI3O4BvB/v3/w/gf2hkAGfvv/7f/X+7/u/nl/0dlJk1hJnFQix8kAcWQti+EAzYE3OcCdyBBTd7//3/8//7w/50zD06i5U2IFlwkZLAcT5Mal0Y6i5PqTsgmAbRbw4h0M9oegIcPH54+ffrp06c/f/6UkJAwMjL68eMH5h6At2/fHj169NmzZ+/fvxcREZGRkbG1teXh4YFYOmPGjBcvXkDYDAwMERERGhoaWBfl4zcHbsLr16+PHTv2/Pnzd+/eCQsLS0tL29nZ8fFBc9m0adNevXoFVwzZZoDVunfv3kGcDTFHSkrK2tpaUBBxmjBEl42Njbi4+MmTJ1+/fs3Pzy8nJ+fi4sLBAZ0AhFg0ugcAEg6j5CABWFoJg8Rlo84YDYHhFAKQ5UArVqxYVbmBiwFa52H1IP4tqp8YPjz8f/cH629VKUcRAewtV6ytfwYGBjFBNV4u8VuP91/4elKVUZubgDPwFQ6fGD7e/3/rF8NPNUZtYQZRrB7BNfAswSDDxyh4++61G28eyem5cvGJYdUOEWRmZYcwsJJf3j97ev3g3/cftBh1BBkRkw/IitFmAOBAmlGen0Hozv/r7/+/VWHU5GHghUuRyvjM8PHe/1t8Ml+6ivlMTLEfWop8gA2y+fGJXCambBP7vuw9/L25TFBfE70Dg6wYP/vC1V91ve/vXGPTZTQm9fhXBUYVIQaRu/9vvPn/SoVRA3kKBb+lmLJfGD595v0tzq3LwcINboPDlDAyghr9MB6YBjXaeVgEjPlc7n67cObLXjUOQzFm6L5k0Ck/SDqe/L93/89NKWYFTVZDSJyCNINNgRKIIGZkZPj3HzJv8A/UhQBxGRg4GLnU/+u6K/oktscQsx0W0kSG76OF2jIoqc7OTlLdCZmcfPjwISMjI/zWMDI8t3fv3iNHjoC6WGDN98AA3s4Gi4GIM2fO7Ny58/fv3yAOA8NTMLh8+XJQUJCKigpEkBiSSHOOHj26b9++v3//Qsx8DgaXLl3y8PAwMiLhQpJTp07t3r0b7uxnYHDx4kV3d3cTExOI4RDy3Llz375Bt9O8AoOHDx8mJiZycUFv34MoGyVHQ2DwAFDhOHhcM+qS0RAYBiFgZGR069YtTI9AalzwcqBnmLIQkT8M0AoSwkUmfzP8vvv/xqX/ZwQkVMy0YnG1/sFH1qC0u5AN4WTn11cJEBJXO///xAuGp8hSRLL/Mvy99//mpf+nhRhETBltcLX+8ZvGxcCtz2gq/JHrxuElrx6cx68Yq+z//3+fXD9469gK4fecaEuPsKrHKsjDwGvAaCbEIHLh/8mn/8k8NfLB/zsX/58OSvq9ZIUgrtY/Vtvhgto6LLPmCehbsPglvpyygMxdAX2zP/onv3x/TcaQ0YLU1j/EJXwMAoaMFuDQOPXoP7FrtCB64eTj//f/CnJJ82qAVvzDRZEZiGY6TBS0YodRmVNfndP49o8Ld39dZgCvAoK18hk+/39//vfRV3+f6bKZKbNqMoGX+INa/+AVPqCJFQgDdLU9qNfwh/EvaBsAExPIKsiiICQtIowSG6t2WSnYQobMYY5ApzH30aKrGBx8yPKkiIgI8uYoKFwRdOnSpcOHD////5+ZmVlXV9fBwUFPT4+FheXTJ5Rk/PDhw61bt/7+/ZuNjc3IyMjJycnQ0JCNje3bt29r1qz58gV0YnJAQAA/P+hoLCEhoaSkJKyzNMSYw8DAcP369d27d//9+5eVldXAwMDe3l5dXZ2JienXr1+bN2++ceMGAwODra0tfJWRg4ODmZkZZnzeuXNn+/btv3//ZmZm1tHRcXBw0NLSYmJi+v3799atW+/fRzlZ4du3b+zs7CYmJra2thCPvH79+vTp05jGjoqMhsAgAfgG+QaJE0edMRoCwykEQCeE3t+GazkQrh3Az/4/fsBwR0RAyVQiioMdVE3iCZN///4wM2Efh4bokpcw4+USv/344Oc/H5UZNTCH6nEtQ3rJ8Oz+/1sCDELGjFacDARGtnAtAYK4AbQrkVGZn0HwztUTX949ldVxYmVDNxDX+p93z248uXaA7ye3EaMlFwOBK8ZwLQGCO0OOUYmfQfDu/xvv/r9VZdTkYOCES+FnvGN4c/f/DV2zf3WZAqqqBMrSf/8gzVqcRiYmQ6cC9hz53lIqpKOOLwaRTTl29mdD3/tnd7kMGM0oGbmHmCnHqCQIngp4+/+VMqMGH4MARJwgCRr45/4lzqnJwcIDapRDNDAyglbjoI39MzGCNpiAJCCKwCQjoxibDB+zwM3vZ89+36/Gqs/LyM/w/9/9Pzcf/7krz6Iqx6KCMBasA0SA2vggGoqhPYf/oFNbQUIQmxhAswFIUwFMDMyKTOrF7pXR7eewTgVABtTLy8tBZgxiDOnDwEffyXapq6urmpraihUrIGtvsDa+MQ3/+/fv9u3bGRgY2NnZk5KS4Evn7ezs5s6d+/37d7iWjRs3/v//n5ubOzk5GXLgJgMDg7W19Zw5c378+LFnz56AgAAJCQlWVlCaZ2Njk5OTg+tFZhBjzr9//zZv3szAwMDJyZmamgq37urVqwcPHmRgYLh06ZKGhoauru7Lly/v3r3LwMCgp6cHVwa37t+/fxs2bPj//z8bG1tiYiJ8U/KjR48WLVr058+fDRs2FBYWwtUzMDDExcVJS4Pmr4yMjCZNmvT///8bN27Y29sjqxllj4bA4AGjMwCDJy5GXTJSQgCyHAjr6UCYbfEPDG/P/z/5nP2FpqK7urwLwdY/AwMD/tY/JJSF+OSN1MP+CnCe+38Ccy8spjO+MHy68v/co/93VRi1NBj1CLb+wRMR4DXfEPtwkAIMQkaMluzPv1w/uOj9i9toqhjB7TlkwZ/fPtw7t/nJ+d1KvxS1GPUJtv6JdAY/g6ARoyU3A8/Z/8cwJ0YgB4kiO+MPw+87/6/fZbuYUcTS3cdHsPUPcgbOWRmEwbp6LHMWCGgbs3jHv5i2+DNCAgfrPwND6+QPkdmvft5V0Gc0pbz1D7GHl4HPgNFMlEHi0v8zD/7fgQjiJ0ED//wc0tzqHMzo/TEWSF8UraUOGa2HrNKBG83IyMHMo89pK8Isef7H4Vf/np78uf/L/0+GHLZyrKrQ1j9ksB9OMjGB+lVwEiwOumUMOvAPvmgMNPwP20wMYoO2BzMwMvIxCm6u2uOg4AJpRkNcQeGAOsQQOpAQdzLg3e9LkjMg85OQo0KRAwSPIa9evYK08q2treGtfwYGBhERETs7O7jG9+/fv3v3joGBQUZG5sWLF9dg4NWrV1JSoN3haEPpcI1oDCLNefXqFWQpjrW1NXKzXltbOwsMwsLC0EzGyn39+jVkasLKygre+mdgYJCTkzM1NQUdffbxI8RfEO1iYmKQ1j8DA4OgoCDE6q9fv0JkR8nREBiEgMCo1SB08aiTRkNgkIcAZCwN/4w8pLo1MjLKdi8QZwDVghBPIQ9X/2T48fD/3deMrxSlzKVF9SEKqEiysnBoyrs95bp4+dkxtN2fkNUXELv+Mfx7+P/uU4aHsgyKOowkLJ9lZiCqeGFiYFJl1OL//fzO2a1fFfVltBwh9oKaiEzMcDYDA8OLu6ef3TgiySCjyWiDf6cEsi7iT/BUYlQTYBC88//GR4b3Soxq8P3EyKHBwMAAmQZxcGVOyxQUFSN2DOXfPwZmFN8guxGFnZzKZWLKOrHvy57D31vKBLVUQMOiKCrAnL1Hf9R0vf/+UsCIUYeYjhBYEwmEDKMCeCrg5rn/x5UY1XHdJfeF4fMnzu/iHGqggX+I8bBmPWjcHSICJv8zMTL+Y8C6DQAljpgYRFmlv/37fOfXVS5GHllWFR4m6MZNkDFofUK0fgX45CDQMiAGEAu0hRjaCcUyFcDACDoDQ5pJodK94Vz7+YiIcMjKPcoH1EHupCWGNNBp4U5IubR7926sJxmg+en1a+h9GqKi6LuAJCQk4IohZ/swMDDcBAO4OJzx8ePH79+/c3ISmHkj0hy4q0REsG8KgtuLnwHfIozct4Fogfvu5cuXkIY+AwMDNzdK15eLi+vt27d//vyBaBklR0NgEAJia69B6PRRJ42GwOAMAeSrAPC7ELIcCPmysH8M0F1rT/4/OPP/KJOQgJlmDEmt/7//cO4iwOoYaVF9fZXAVxxvr/w/94sBen4ovEEGPtL+yA+Gb0aMFtQ6LQerM8QYJI0YLX/ef3D90MIv76F7JOBXQX168+j64cUfb1zQZTRSJvEqX7hfsNqLJgg5HZ+Jgens/+PwI1NBbUmwuu8M367/v/hW8EZ1E1d1PS/xrX8GBoZ//4iYAgDbwsDAoG/AOm+RgLoes2fMi5lL0acCvv34X9P9Prn4DecrFW1GA1q0/iEO4Wbg0WM0lmCQvvr//L3/tzBD8vH/B395WKQ5VBED/2gtcohBaCSmGlif4fe/X3e+Xz7zdR8bI4cpp4Mgs8jlHydu/b78g+EndKQfPMYPmg2AMhhATX1GGAnuNTIyskAUgPYJ4J4KAO0TABvCyMjcUdmlqKAY4Ralpkb4gCw039CZC2n94x9foNBJyLeG4bk/QVgYev4Y8uk9EKvhrWfIUhyIIB4SvssWjxqCPQQGBobfv3/DeyMvXxJ75DFWS/GYAzcZrgaU7lBTNTOR3X2sdo8KjoYAXQBRQ3R0ccmoJaMhMBJDALIcaMWKFSsrN3Az8DAzsLxleH3v/y1WLl5dSV9+HtCKUpLChYmR5EzNxy1hrBZ+5+mhc29PqDJqCjOI/WP4+4Ph+4P/d78yfFZiVBNlQIznEemYvwx/iJwBgBvIwcCpy2j8+PODW8dWSGvYiiubMjD8//vn19MbR94+vKTAoAK5XRiunkgG5PpbIhWDFlAxMINmJBie3/l//QPDOyVGdUbwpchP/j98wHA7OJQzLVOIjfSjetBWvBPjntQMLhMz1kl9X/Yc+t5SLighwszPx7Rl7/f63vcM74RNGA3YGVAOGSTGTDLUSDHKgacCbpz9f0yJUU0IfOjTF4bPb1nfSXIqsWOs+UG3AtzIRh/4h4zIIwcKI+PjHzcffL8mzCJhzO3Izcj7798fOXZ1cVa5R79vnfm2V45NTY5dHdTcR7MAdjsYVBjSlwCv+GeAbQXAPhUA6pYxPfl359G/u2KMUiZMNkz/Ga0UbBfsmkvT5jXUnaRTu3fvdnNz27VrFx2cB5kKwH8Okri4ODs7+8+fP48fP66urg5Zz8PAwPDu3btDhw7B/ScjI8PCwvLnzx9ZWdm4uDjIQn8GBoZfv35B+glsbGyYpwbBtcMZRJrDw8PDzc399evX48ePa2lpwdvoN2/ePHr0KAMDg7CwsL+/P9xYXAwxMTGIOceOHdPU1ITPAzx9+hSytZePjw/eBcJlyKj4aAgMZkByW2Ewe2bUbaMhMBRDAFLXGhkZ5boXvf3/6gPzBwVJC0lhbfL8Ahr1JEMnI6OKjD0vl/iNJ4ek/n9kZGB8wvBAhkFBi1EfbQEMkWZDGs1EKkZWJsuowM8gcOfGuU+vH4oqGj68uEPwt4AxoxXxe3ORTSObLcYgKcAodOf/tXP/j6syat3/f1tc5VtfHr+hEfYFOQQt+gddi0JQIYoCQyPW+UsEZk776hb1oq1c8NyVX+u3/lRiVBdnRCwbQ9FAGw4nA5cOo9ELhqc3/l8WY5DiYOD4zPLl7a8Xvxl/yXCocbLClujA50pQR0NBjoKKoE6DgARBIi9/PLz/9RIbE6c2t6UgsygDA+iuANCSIQYGDmYuNWYDcVbZ+7+uv/j6SJ5dQ5wN5YJbtNsAGEDrjP4xIboBoHBnZGAA9QFALX7Q1WKg8VqGf6//Pr//5wYbA4cOswno3KT///8x/lViwLc5GOSRAcKQgX9aLPvB4yFI0YRrRRALC4ubm9vmzZt//fo1Z84cbW1tUVHR9+/fX7lyBXlEn5WV1dPTc/PmzY8fP548ebK8vLyYmNi3b9+uXLny+TNodisoKEhMDN9ZwBAXEmkOExOTv7//smXLfvz4MXPmTB0dHSEhoVevXl27du0fOBNaW1tDDMRPws359evXrFmzdHR0hIWFX79+ffXq1X///jEyMgYEBJBZ2OK3eFR2NAToBUY7APQK6VF7RlIIdHR0PHz4kMjDNCAB4+rquvP+FisTHzMJX2Zm0keYIaaAlppgvwUMJo+PFhfSYGJkvvP0MMdfdkNGc24KjsZnwjJUi89qZDk+BgF1Rt0Hb+88eLtZhVFLjJHk+Qe4aX8YfpM6AwDXy8bArsVoeP//7cv/z4ZHcmZkE3seDtwEZAa47YEsQAI7PYtbXpGlpe8r63duA9AObJTVxiQYRJlSCQZpHka+T6yfRVilZJm5vv//9uTXnTMfd0txKMtwqWM/9xPUxEfYCmrTo24DeP/n1cMvV77/+azArSPOpsDw/x9oruAfA2jS5S8DtIHFyMjPImLAYvvqz9MHP64///1QkVOLnwW27hzVCtB+a1ADH9wXYfrPgG0q4Mu/jw9/3/z074Mii7oEkyz4YjLwCq3/oO0D/P8Ft1TumVExZ9auaXQYa0eEDg7Ww4cPFRQU6DPwj9UJeM4IMjY2fv369cmTJ//9+3f58mW4dnV19Zs3b8K5xsbGnz9/Pnz48KdPn5CVMTIyOjk56enpwVXiZxBpjpqamqen5+7du//8+XPhwgW4mYyMjJ6enurqhG9jhGhRU1Pz8PDYs2fPnz9/Ll68CBFkYGBgY2Nzd3dXUlKCi4wyRkNgKILRDsBQjLVRNw/2EIBcBUBSBwB0LKa8/LEzW1asWLlq3lnM+32J9PO//3+ZiNt9i2bgtx/vHjw/+f7PS4FAl98vXl84ckqFUUOcgeQ1SDBjwS0wGIck+tH/e48Y7skwKIgzSt75f/0Tw3tlRg1yJyLIdwZ4LdYNKyvG+TkS1Z3vk+I+FJbw6OqRWWYir3YhKTRevvg3Y+rXo/v/qzBqfmL4cO7/CUUGNSlGWZIMoYriJ/8f8HAKS7MoQ1bYczLzqLIaSnGoPPlx+9S7bTLc6jLcmmzMHCBZiH0YTXOIMIT8+ufjw8+XX/94rMCto8/vANpgABqsh0iCSJAIvCkPXucjxiorxi776MfNy5+PirHLynFocDCD79RDtQg0pwDqQIAH/JnAPFA3AGT63/9/Hv6+8fT3PVlWFS02EybwfcQgy8CYiZEZ1P0AmybDoFDpXg/ZHExqRgYbRh1i9+7d586do/PAP6bTIVMB8BVByAo8PDzU1dVPnz797Nmznz9/SkpKmpiYSEhI/PwJ2lAEvwrXwcFBR0cHcjXv27dvhYSEpKSkDA0NZWVJS8lEmmNubq6qqgq5wffNmze8vLzS0tJo5/kg+wIX28LCAm7Ou3fvREREpKWlbWxsICf949I1Kj4aAkMCgI5BGBIOHXXkaAgMoRCAzNeTPXy4e/funOR2cSENunn54YtTj16e5bE05ne0ZmBiZGRm/n7z7ofNe0S+8qswapLR+AafxE7yGQPgk/VvcjJwyjOq8DKAFpb8Yvh5+/+1HwzfVRg1Qes0SAyRfwx/cV2tgMek3wy/Hvy/85nzeU2+YHQA96/fDGysDFMWfuqe/jEphSs2Af2+AjxGUSi1cf2PaZO/Cv2SVmRUhexP+MDw9u7/m+wMHMqMGsQcxkqhAyDavzJ8/sjyWZhNkoOJC9S+Z2QELbwBNZRBDEZGxs9/3j/8du39r5ey3JoyfFos4Cms/8xMEMVMTMzgUXZQc5vx3/8/f38+/HTp8efr0txq8jw6rIzsDP9AA/+gFj9ofgDEBqlnAKkHOQDc+gcxIAmKkfHnvx+Pvt94/vOeHKemHKcm2nGxfxn+sDCAV2r9/w+aUgBNCvxn+Mfw7Ne9Bz+uCjCLybOpQ6/BBisA9c3+gVRC29kgPsg2EP7//xXD86T2WKzXBYAU0BJTWIzQyGm7d+8+duwYjQwf3sbW19cPbw+O+m5ogdEOwCgYDQHqhwDlNffDhw+tTHyUpW1Jctzfv79IXT705sPde8+OMcgK8ztas8mgLLb5++Xb+407GO+8UmXUIv5CKIiDcV0lBpHFJH8x/Hzw/84bhleKjKqSDDJoCp79f3SP4ZYcg5IcI2nT7sjHqqKZiYv7guHp/f+3Arw4KnMERIVATc5fv/+zsYJmEs5d+VXd+Y6R/X9RKa+SMnGHeuKyhpD4wwd/Z0z9ev44ozKjphAD6EBD5CC99//Wc4bHSoxqkgykDaASshaL/JP/D3jZhQVYxUCBCdnRy8jIwMwEOnmHCXqmPqSh//H3m0dfrn769UaWT0uaXwfU7gd3FcAj6+ADQP/9e/LxyoMPF4U4pOR4dXhYBBj+Q8UZQK1vUDMd1GT/D9oDANoJ8P8/A6T1D4oHsNtAvQ4GiOCnv+/uf738/e9nBW5tCQ6khMEIOuAT0uwHjegzMLz/9fz+96t//v1W5tQVYZFg+PcfZBuo0Q9p9zOA+xsMf///ZoLuFQC7Cmwhw///fxn+PPh/Z+GueWR36SEmEU/Sc78v8a6Cq2xsbISzRxnEh8BoB4D4sBpVSQcw2gGgQyCPWjHiQgAyV07hTaJgQ0hbDgTaxwhpMBER5N9/fnjw/NTbn08EXO24jXThOv7/+4c8pPr52JmPuw8pMKjKMKJuvoRroJjx/P/j+wy3RRkkFBhV4Kfvo50j9IXh0+3/15nBR/TQaOT7G8PXB/9vs4q+byoW9HBAnEr+/cd/Tg5QBwDi0Y5pH6cv+pSTzxMcSqtDeFYu/z5j6ldpBjlFRsSplGizGe9BUwE3OBg4VUi5vRjiBSJJyMC/CIsEO/ioH9CGCiY2UFufCbRWHrMDAOoVMDK8//ny0acrX/98lOXTkRHQZmACDfqzMLK/+nzn3ruzrEzsivyGQhxSoKY5aAAeNO4PYmOfBAC7FFvrH+QMBhDx6ufjB1+vMDOyKfLoCLJBe7DQ2Pr//9vfLw+/Xnvz67ECp7YsuyroBmKGf5DmPmYf4O//38wMzCBxsLUgV0EY4M7EB4Z3Me1hdJgKoHz4AO5qGjFGOwDkBexoB4C8cBvVRSMw2gGgUcCOGjuiQwDcdl9BYQcAEoI0Wg706OWZhy9O85gZ8jlZM7Gj7Dn+9+sXE+o5lz8fPn2/eTfvW0Y1Rm14Ax3iPArJzwwf7/2/9ZvhlxKjOmScG24gWnsXIn7//+1nDI+UGTUkyN+cADEJnXz8/8FDhjtp0bwV2QKg0W0k+S/f/vFwwRuhIImDJ3/Udr0XlWYsKeMVl0CRAklTgG/e+DOp/8v9q6wqjFpoS57+gTa0otj1n+H/fdBUwBNlRnUJjGkTClwB0gof+AdxwOPu0A4ArtY/eLAfvPcb1D14+/Ppo49Xfv79Jiugy80u+OjdxW+/PigIGkrwqECvA4O2/jE6AOCl+4h5AIiPwQ4AuwTMB3PBBEiMgZHx8bcbD79eE2aXlufR5mThhSxae/j58oOvVyU5lBQ4tdmYOGBmgi3AnARgYPjz7zcLbAYASzcAvDTo8f/7s3dNp9FUAKTcMDIyopH54MCiAjHaASAjELW1tUNCQsjQOKplNARoBEY7ADQK2FFjR3oIgJchgDcgUhwSu3fvTogqImY5EGgHMCOBpSlvP96/++zof1Eefjc7djli9/j+//vvw7a9v87dVAFdFAA7gAWH1/6AFmET2Cz7n+H/g/93njI8xLWwB7TgBNycRLPkHcPrO/9vCDAIKTNqELwPGJchyGZ+ZHh/7/9NJfVfdYUCZgbsyFIQ9sfP//h5we1OCB9M/v7D0ND3fs22r/lFPB5eWHSBVZFGLJz/bcHcb7IMiljvXMPsAEBMf8fw5t7/m5wMXCqMmlS5GQBt4B80zA7ejPvn/y8WJjbQMD8DdOk/SAq+KAjUMQCpA92wC2KDGuFvvj569OHyr7/fpAW05Pj1oat6/v8n0AeA7wQArRACj/ODDIZFAbjhDyZgUqCzPZl+/fvx8MvVZ99uy/JocrMI3P98gYuZT55bh59VGGQMaMEPZHcBuAMAIrAvBAL1E8Ahi+gDgGcAwGKgpUHfGL6GtQdERIRTd3MwZL8vHWYYoB6hgFq4cOGDBw8oMGAkah3tAIzEWB/cYLQDMLjjZ9R1QzYEqNUBgDQLjIyMzp07T/B0oD9/f0H2X2INth+/Pj14furN94f8zrY8pvpY1eAX/Hruyoete6T/ySkwquBRibxaHauyNwwv7/2/xcPAq8CowsUAPsgFqzocgn8Y/tz9f+MTwwcVRg1B8Pp4HApBqz2YoAfCYFECHkEHTSlUZAtkxvJiUUFIaOu+77U9743NWHLyeXh5oQtPMDV9/vwfjywDA8Oli78nT/j64jaXMqM6LwM/pgmgJijoWitYIxhVxX+G//f+33zJ8EwJNBVAbKcO1Qwo78n/h7zsQgLMIqCbd0HNbrCnwM1t0AwAM3gJEGYHALTfF6QaufX/+de726+Ps7FwivAq3n55REHISE5AD7SuBrkDAPIYeLMvts0Af/79BHU5QAbDPA52CZhAaf2DXA8W/fz73f3PF7/8fq/EZyjBoQjaXgxq/oO6HqCVP/BjRkFJA6kDAHLGP9AQP/g4UJBp/0GnBoGEQaIgAZDLwTSE8ZLhWXJ7HFVm+RgYGAb/sh+I1xkYGDo7O62trSG3/169ehUuPsrAEwI+Pj7S0tISEtAlanhUjkqNhgDdwGgHgG5BPWrRyAqBzs5OCgfzMDcCUrIc6PGrcw+fn+Iy0eVztGbmQixwR4uVfz9/oa0IQlPw+9Xb95t2sT/9psqoxcWA/UB6POPu4AuG73xgeKvIqCbOgO82KzyGQJz0guHJ3f83pRnk8fRG8HRF3jC8uvf/pr0tU0WOgIo8gfkKiI1YyXcf/zX2vT905kdBEY+tPcpiKrj6L1/+8/CAW9JwISTGrOlfly/9rsCgIsOogCSMziQYIO8YXt/9f5ObgVuZrKmArwxfPrF8Eoat+AeN7oNa3mBng9vWfxn/MDOxYln6j7r45z94+P/Z55t3356SEzKQEzb4///f15/vbr88xsLEpiZqxcnCy4DcB4CuBQINroPa66CBd+huYNCcAyMrZMsv1D3wZj/YSdBeCsydr348uv3htAinrCCH5I33x6S5VJV5jUBmgg4UAu/0hXQAQMP/YIxlIRDYakjYY/YBwB0CiCTD//9/wJuDF1G2ORgzm0PNH3wUxKkPHjyg7tTH4PPoqItGQ2BEgNEOwIiI5lFP0j8EKOkAwEf9MZcC4zkdCNfw/7tPD+89O/pHiEPA1Y5dkcChMf///GVkIbCIiIGB4ePuw1+OnVFh1MTfiEcL9if/Hz5kuCPBIKPAqEJw9Q6uFS/IZn5j+Hr7/7X/DP9VGTWxXluGdTES+MSh2995XtbmC4b7Yu/DINtCDHvF5q91Pe+9fDhy8rmZYKPVcI3fvv3n4gK3pOFCYMapk7/7e778eC6gyKgKPZgSLI6VIOZk1X8M/+79v/WK4bkyozqpUYNr4B/a8mZiBG3LZmQFnRILX/YDYYBa/KA2OGT4/8//P3ffnfzw/YWamLUAtzRIkOE/M+iIfYa7r08++3hdVdhSgleFmD7A338/mZnAfSpIcx936/////93Pp99+e2+ioCpOJfi////fv75euvDqd//vqvymvCzgm8X/o/UBwCN74N2A/+HDPCDFgiBTgT6/f8X6AhRkCwsEjC7ARAtEPn//98zvI1tDyevtz+EBv6HkFMhMTNKjobAaAjgB6MdAPzhMyo7GgJkhgDZ9SVEo5qaGq5hNvBOQSynA2FuAPj568vDF6defb7L72LLY25Ipk9waPt+/c6HrXtEvwpi3tKFOVb9keHdvf+3GBgYlRjV0Pa24jCeAdTcJO5Gs4f/7z5muK/EoE7M9VjPGZ7c/38r1I+zIltAiB+jqY7LNUSIP3r2p6L9/cMXvwuKeYxNwOfQw3T9+P6fgxOlA/DrF8OMqV83rP1B/K1emKEKMx6dfsvw6u7/m3wMAkqMamwMBPYnEBz4Bx35D2reM4IOycHaAWBmBE0LMDL+Z2J8/+P5rbfH+DkkVEQtQCfSghrujP+Z/jP9Z2ZkAB3u+ebzgztvTwhySKkImbMwsICW00BnALDsBv739w/oCFGQIdBuCMirYC507B/M/vDz5c2PJ7lZBVQETEAHFoFOAf0HWvr1///jz9fufb6gwK0jz60FWgoEauiDW/egk0axTAL8/f8HcXEEWCHIRlgfADwBANvYA+4GPPv/6P7/WxIMMhyMnDN3TsHssYO0Y8PgXLxi8O/3ZWBgGEJOxRbSo2KjITAaAtjBaAcAe7iMio6GAIUhAGnHE98ggKwDdnNz27VrFzG6CC4Hevr64v3nJ7gMtPicrJl5iB7n/vcP2rQiwv9/P399v3En093XKoyayBcFIC+8gZyh/oLhqQKDijTNDhL9wPDuzv/rPAx8yozquM4p+srw5cH/25ziH5tKBFxtcS6CQvP3py//+HhI6CfMWf65eeKH6DiulDTEfWE/f/5nZ0d0AA4d/DWx7wvjW2FFRjUOBmJdguYw/Ny/DH/v/7/1huGlEqO6GIMkLsVP/z/8yfJHmU0LGung9jS0rQ1hM4GdDWb//f+HmZmVETLqDyeRhv8ffr7y8MNFJSFTKUFNkCEgXYwMTKDl9syMLAz/GBjBbf3fv3/ceXPi089XqsIWwuzSePoA//79BXUA4AP/4H4IyC+QSRaQ+QwPvlx5+PmyEp+hDK8mSAosCHIkZFPB//+ff7299eE0EyODGq8JN7MA5k4AaLMe1Df4/w/UAWCCTguAjGMAnxwKZsG6ARDZr/+/3P9/8/v/byqMGgKMwn8Z/v78/y28PZCYqQDIFB8xKsEWDyQxhJw6kME0avdoCAxBMNoBGIKRNupk4kLg3bt3f//+JU4tSJWoKIHDbUCKiMYkdQAgtSypw4Foy4HglwC8//z4/vPjv/iY+F3tOJRJO7z//6/fjGwoo9cEffz5yOmPew8rMqjC2/fwhTcvGZ7d/39LgEFYgVGFRi1duPP+Mfy7+//GO4bXyoyaIgxicHEI49H/e48Y7mXG8VVkYd9iC1GGSX799p8b2+odTJVwkau3f1d1vPv2519hCY+GJmh3we/fDKzgQP386f/0qV93bf2tBNoCQdFuXbh1eBjgfQ43+BmElBjV0PpFXxm+fGT9xMjI9Oz3fWZGVkU2LQEWEVCrHdHIBjf94VxG0BIgFiZWkBqM1v+Pf9/uvD/9889XVVFLHnZR0L5rkBrQKDxoCRCoF8DE8Pc/aBIA0i7/9//Zxxt33p6U49NW5DdE9AFAjXHEZgDIeDy4SY/UCYC1/r/+/nDr4+l/DP/UBEx52IRBDgO5FhQejIxMYDMZQBsAwL2O+58vPvp6XZnHQIZTDbMPAGrTQzsAf5lgZ0+BBEGGIfUBQM4DzQs8/nf/wb9b0owKCkygG5ohUwlM/0Eh9vL/05T2eDybg0kqGSD2DxQ5hJw6UEE0au9oCAxdMNoBGLpxN+pyAiFQW1vb0tJCQBGSNKK+RxIkmwmZN8fTDoCbDKll8az5gavEZIBtgS4H+vv3199/fx6+OPXy400+JxteKxNM9TQS+fngyfvNuwXesSozarIygJq6Xxm+PPx/5wvDZyVGNREGcRrZi2nsK4bnd/5fl2CQUWJUgywi+sDw7u7/62pafxuKBI10wAvKMbXhFvn+8z8n0uA9boXoMv1zPk2Y8zEtkzsymvPvXwZmZobdO39OnvCF47O4ImhlDskuQbeAOP5fhj/3/t96y/AKNhXwn4GB8en/h9xcwgIs0B7vk5+3H/68KcYqK8+hzs4EnixCGviHNawZ//7/w8LEAuKCGvegw/4ZwIt/Xn9/dOvdCTEeZWVhM5As6I5gsCzosCAGBibG/4xMTNB2PwOiD/D339df72+9Ocbw/5+akCUPiyC4yY66EOj/f5TWP6TpD2rlMz79evvup7MyPBqg/gNYBBQeoBY4qKvwn+E/qDkOsRTcAWD4///9j+e3P5/lYOJW4zHhYOQAWQdqzENa7+gnAoFMA/VEYAt+wKoYGBg+//9w9++1fwx/lZg0+RkFIcogJHhNEAPD/39/GH4/+Hd78a4FaFN5kE20RE7xQcwcKBJcsAyNFUoDFUSjYDQEhjoY7QAM9RgcdT/OELh06ZK+PuiwS1FRUVbIACxOtSCJEydOyMoS2CMLUkc0JngSKLUaBJDlQH///b7/7ASHnhqfozULPzmHWhLtMywK///5+2Hr3l8Xbqkyan35/+kRwz0ZBnl5RhXQafBYlBMQgrTdCSjCIf2D4fvt/9f+MPxSZdR++f/5S6bHVTkCqVFkBsjv3/9ZWSHtShz24RY+ef5nddd7Ln6G8ireObO+HtrzT5lRXZRhAI4CfA06d/WmIIOwPKPy7f/XZHg0BJihrX+I83/9+/7w541Xvx7Lc2jKcqqDBCFNbyTyP8NfJuQOAHjxz90P559/va0qbC7KowQ6rget9Q/qKjAwMDEzwtvisIVA4GF40AGgD95fePTxkoqgqTS3OqhRDmqvg5re0MF7hv+gTgX4pH+QqxgYfv37eefT2U+/XqsKmAlxgmdRoI4Ey4PZ/xj+MzPAJgFABoIsYvj///+/v3c+n3/x44Eqt6EEmxzIOlAfALYb+B/IlaCtAmCTMC8EePjn9qO/d+SYleVgA/8QhaCJAYb/oAVOYIdDNL7//yauPQK+zmf37t0MDAxoXQK49kHFgExIwl0+qNw26pjREBgNAWqB0Q4AtUJy1JzBGAKgpcAMDGvWrAkODqa/+/B0ACBVLKlrfvB44eHDhypG+vzuTpxqiniU4Zf69+MnEweBPaP4Tfh69vL7rXv4/wsoMKrgOs8evwkQ2X8Yt95CxIknITf7ejhyVmYLKMiA1uEQrxdZ5Z+/DEScioSsA53dPPHDwjVfhH9LKTKqMhO3rRndCGrw/zD8vvf/lhiPIi+LIDMjaJYG09SPf948+H7tz/+f8pzaouzgzjC4PQ3JR6C7meEdACbGL7/f33p/iomJWU3YkoOND7IPGLT4BzROD1r0A2q4MzL8Z2RkZGICUbCGOONf8LA6aBsutF3+4dvTW+9OcrHwqQtasIHG5sHt6H/ge7sgnS+QmaChfdBsw8fTIpwyKnzGTMxgX4BdCF22A2Uz/v3/l5mJhRG8qgfUoIdY/Q/U0Gf4///Vz8d3vpwTYpVQ4dRnAW9OAK3yAR8J+vffH9D5VNDBfNBwPiSUPv57d+f3NUZGRmVmLV4mLKvIQCn2HxOk6Q/VDd4z8Ojf3bm7Zp47d46KmR3iJBqRQ6ijQqMQGDV2NARGCBjtAIyQiB6h3rx79y4DAwM/P7+IiAj9gwDXSaCQKpa8NT94fAGatV+5su/eFTYJlMFdPFrQpP7/+cPIQmZb+e/nrx/3Hvlx6YY6h+GTX3cZ//5XZdTiZEBshEWzCz+X+BNvMM35yfDjwf/bv/he99UJt095Ly7C0lktJCtJ+GxTTKMoFLn36E/r5A+HDv9TYdS8+/8GLwO/EqM6GwMbhcaSof0bw5d7/2/J8GoKsIv/+f+bBa0DABoFR5j68ueDB9+vcTPzKXLr8rAIQlr/DIyMoA2ysA7As+937nw4I8enIyeoD2roM4DX/CAP/zOD5n5AK3gYGSAdANBQPqjR/w+6Gxg0bA46Fwg00s/A8P/vn9vvTr39/lhVwEyUQxbSav//7y+o/Q9u/f9nYLjz6eyL7/dV+U3EORXhZxOB3A06hQikEOwSUD/h77/fzEys6B0AaDcA1Ov49e/H3S8XPvx+rcplIMIsiegA/P/L/B+25xvakGe4//v64z93FVjUZFmUQdZh4P///4PnrFhB0xogf4ECFKL7w783Pxi+pbYnDP4BdVABsmJ02Q9G7I4KjIbAMAWjHYBhGrGj3hqgENi9eze8ZY/ZAaDWmh88ntu9e3f4lB5uQx08aqgu9eXUhY+7D4kzSimya4FGcBkY7v688vTXPVVGTTxH0FDdGQwMDM/+P77PcCsqkLsiW4CPB7TwpK7n/eqtX9vKhII8yeyNkOfOOSs+t078IPFfTpFRlZGB8R/D37ugtfgvlRk16LwKCLTin19ckA26EwO0RRvSAYA0UbF579//f4++XXv87aY0p6oCtzbkMP5/jP+YGJn/Mvy98+nsux/P1IQshDhlQK1lRiZQyxu59Q9lM0AuBWMA9SFAi/9hLXLQZVsg/n8Ghr/gYX6wSxj//X/55e6t96ckuZRU+EA7WP79/c3EBOq5ffj1CnLQpzKfMQcr+Opo6GA/2PVQNqIPAOrkMLGBrxoANfch3QnQgh+kPsB/hv8vvt27/e28FJuSCocepA/w+99v8JwAeI6CgeH931e3f13mYORSYtPkZuQDW4ZEgMf4kfiw+hS0lAg0ewD2FojBwMDw4v+T1PYEYjYFIRlIPyZkTnLw91LoFyKjNo2GwHAHsAJruPtz1H+jIUCfEEAeRYOM9ENW/dKh6Q/34MOHD7VD/QW9nOEixDL+w9ZbE6uB4eeT5x93HmB6+lGFQ0+YBbS6HT54//rPs1s/Loj+F1Nm1CDaPKhCuCFQPhHUF4ZPD/7f4ZX61Fwq6GjJwQBuWzKDB3M37/lW0/Xe04mrqUSQjcQZjl+/GUg8FYnh6q3frZM/nD3NqMKoKcAgBBoRZvgPGg9nYHjN8OLu/xsiDOJKjOrgI3KI8BhMCRlhAhn4l+XXFoC0/sFbe//8/4M+AwCzAkrD2rXf/ny6/+Xypz9vFHh0pbhU/zH8+/T7zc0PJ/jYRFUETVmYOcCtf9DwO6gDABryB7PhrX/IBgBGxv+MDKDTPEELcqAngYLa4hibAUBbef/++/H78833J37//aHKb8rLIsTEyPTgy9WHXy4r8RnIcGuiD/yD9CDa/SBnwEVAq4JArX9YrwO8rAjSAQD3OkDbjf/9//7n8+2v5379/6HKoS/AJAyKLHCz/f+/f/d+X3v2+74im6Y0ixI0ZCAUWAGEiU6CpaDHCYD8i5gKYPj/7zfDr4f/7px8cAzXFR/optGLj1xS0cvOUXtGQ2A0BAYYjHYABjgCRq0fDCHw9+9fSJ3NQu4CGDRfQCpUiKCrqyuEC+kJQARpTYL6IaQvB/r/+zcjEbulIY7///ffp31HPh87I8+mocCOaOIjXwLw8//3mz/O/fzzTZVRi6QtAaAV1aDl5BCrCJOQu8ByE/lK0hHrs3/++s/OBm4dMjC8eP23tPXdoyd/2iqErE1I2Ofw6/d/NlI2AU9e8KlnxkdZBgV5RhW4u5Hb7r8Yft37f/Mzw0dlRg0hBhJWpiEbAjcZD+Pp/0c8ghLQpj9kjBzcOP7z7zfoNE80neCWK5oYhPv257MHny8xMjBLcine+XROid9Qmhd0zD9K6x/a6Ae19EGtcPDSf1ALHNQHYPzL8BfU5QA1vhmgC4H+/0c7FRTUJfj/H9ZY///o89X7Hy+o85s//3b33/+/qgKmvKzCJLT+QdEOmmNg+P8PZiZSBwC0EgnUN4D0ARj+/3/y/ea971fk2TUU2NT/MzC8/f3izs9LoEVQbFpcTOAJB9ApQNBpAUiwYCchwQg6UgisGDYVAO5XQKcC3v1/Hd8eOUjG2h8+fKigoDAkDibCHuCjoqMhMBoC5ILRDgC5ITeqbxiFQEVFRWdnJ7iSBlfb1PAaZMi/o6OjoqJioOpXUpcD/fv+g4kTNHZOMAC+Xbn5cecBgR88iuxa3Kh7IkGrLyArTGCmPPp16/7Pa0oMalKMcjAxAjR4RTVRY/XvGd7e/X/DyOR/RTa/vibK8vqv3/9zo96/C7mlqyCFvzAFYzkHDhd9//GfkwPUnMQhjxA+c+lXfe/7+zfZlRnVka9FAzUdMfY0v2B4cvf/TSkG0AIhhBF4WcR3AL4xfL33/5askA6o9Y9o+kNNB80AMEECiojUDm7Cvv/5/P6ny9//fuZnE5Hj0+FjFwNd7AsyGWPpP7gnAF75A1qLD7kE4D/DPyZGFtB6LHgfALLBFzIJAM540LVADAyQ9vrvvz8ff7ry8tsDViYORT49IXYpElv/oL4OaOUPA6ihDzETxAU5ACQC6m+ARuhBfNDC/f//P/95d/vreUZGJh5Gvhd/Himz6UixKUCCDDI6AGHjIUE7j/+Djx6C+AjU4wCHMMgilKkABgYGyOZgeg4KYLocsuxn0K5KwnTwqMhoCIyGABXBaAeAioE5atRQDYGlS5fGxMSAa21whU0Nf0A6AAwMDA8ePBjAGX/QcqAQf0Fv0pcD4QiEP+8+fNx75Pf1+8rsOhKsxN4y9uHv61s/LnD/41Fh1GABXxSAw3gShP8y/Ln//85blqdVuQJJ4bBhWiQDPn3+x8cLXgOEJHjx+q+K9ndcnEydlUIqCoT7GF++/ePhQjcEyTwos2vGx6kLPskzKMsyYjmFCXR+DgNoLTtUNZj6zvDtzv/rvxl+od2jDJbEQhA5KwIa+BeSFGCXAA3AQ4wBtdTBLDDjz79fLNAOAFgQk0DKBN//fH74+fLb708U+PTEuZWefL7+5MsNEU5ZGX5tbnYh0Mk/kJU/IJNRTv4B2c7ICOkJ/GX4B5pz+Pcf2geAtPtBbe//iA3B4GU5oHY5A8PjD5cffrwsxCEpy6P58efrR18u87GJKfEbcrEKgIwFte3BXTKQpeBuBkIE7BnISqd/v0EpDeQXUIsfVx/g/3/o0UAM//8/+3H3wY+r7IycQqwSCuyaINeCzSOS+Pv/H2hZ1z9QWx/iEdDBo5A5AXA/Cu2MoC//P0W2Bw3UVAD9pyWJDMZRZaMhMBoC9AGjHQD6hPOoLSMrBOCVKyMjY0dHx8CeAEjkciBizgD9fPT0x71HpFgUFNm1QIs6SInVv///3v558f3vl6qMmoKkLH3Baskrhuf3/t/ycGGtzBaQIf2En9bJH+at/NJcKhjlD773CqsdYMGPn//xY/QiwDJQ4vCpH1Wd7z895VNkVOVmwH7bAPKyKKg2GPXk/4MHDHfkGJTkGFEXmsMUwGmCHYBvDF/v/78lI6wjwCEJ1QVpIsPbxwygXblYOwCg9jFUD5T6z/D/0cfLjz5dkeRRk+fTYWXi+M/wl5GR+ef/H08/XXv66YY4j7KMgA4nOz94zQ+o6QtmgA78BDXTwYt/QHfjMjKAvM/EDlqR8w+yyAdpIRBoNQ5sY8C//88/3Xz4/gInK58cn44guwSkGf37389Hn648/XJTlldLjk+XGeX0T+SeANjl4NY/AwPo2jJm0BGfoGU+IPv+/2cE9TFAw/IgY6HdD1Df4D/D/3c/nt//fuXfv9+KHDrsTJz3f1z+/u+bArumOKss2FBCBKSVD1YFZcK7AWA+dA4B1g0Ai4FWBH3///XB/ztlHcX0HIYfXfYDjqhRYjQERjoY7QCM9BQwcvz/////Bw8efP36FdnLLCwsEhISAgICyIKUsCED//A1P5CrAAbDVDvB5UD4zwD9cf/xx10H2F7/UmHXQbtDCjm4/v7/A2p1IQuhsp/9vn/7x0VZBkV5RuwnKqIqx8L7wfD9wf/b/wTe1BcJBriRf7DPrsPfazrfW5tyNJUI8nKD25FYbMMn9OcvQ+vkD/NXfFFgUJXGu7oJ/4qmLwyfbv+/zsTApMKoyc2AZSoD4gis0wgQKQYGhqf/HzHwc8rwakFFYE1/0Bg8VAhKEbME6NWXu/ffn+dhE5Lj1+Vjh25U+Pf/HyMjeDKEkfHH3y9PPlx78fmWJL+GjKAuOysPaMsG6NJf8G5npNb/f0ZQW5yFmR20+v/fP9CwOqjxDWqTg27OAp3ND+oAvPny4P6bM////1MQMhLlkgcpBikD38wFdviXX+/vf7zw+dc7BX49KT7wnhOIH6EkWBGs9Q/aAs7wF3SiP2j5DWhuD9eJQN9+f3z45eqbX88UOLVkOFQY/v//9+8vEwPTy9+P7/+4xsXErcShy8OM2FgCtgaJgLbl0UVAwvA+AMh+8EwEqLcDYkCmAh7/vffw/x0pRjk5BsV7/2+denCcDlOFg6EsQgqsUeZoCIyGwICB0Q7AgAX9qMV0C4Hc3Nxp06b9g9THOGzl4ODYsmWLszP5S2WwjqtBOgAMDAwQWehAIA430FqYvOVA/378+rjvyLfTFxXZtWTZVPE7kuAoNQMDw5d/H2/+OM/0l0GNUZuDgRPTQDzN5af/Hz1guB0bwl2ZI8BF3NJ8PODDp391Pe9PXfjVWi7obE3U5ge4absOfa/pfv/7tZAioyrB6w5AJ28SugIMso8Zz04J0Dg6xjoiBgYGyMA/Gzf/62+PhDmlZfl1udhQG6yQJjJsHgDrDADcX59+vHr0/uL3Px8VBI3FuJGXM4F2toLH+MGdJVBHgPHb749P3l959fmutJCOjLAeKwsH5OB/BiYmyNg/hPv3/x8WZg6Gf/+hkwCgVj1oYB407fD//8evzx69ufj15xt5IUNJPg3E8Px/UMcAxIU57j8T49tvjx9+uMjAwKggaCDMJQtyD8hfYBVIrX/QrQWQfReQNjeo1Q0a7IfYCNkM8O/f34efLz36ck2aU0WeW5uFAXRsKMP/f////wN3Yhj+Mfx/+P3a4x+3ZDhUFTi0mCCdH7BVoG0DEAYSCY4gFlDjHtT8hzkcUuxAOzOgNUEMDAwf/r65//cGIwOjIqM6P6Mg6IIFBqa3/1/Ft0fRdEUQfGYSydWjzNEQGA2BEQpGOwAjNOJHjrdbW1tramog/mUCAwgbToIu8fn7F8LNzMycNm0ahE0VEu0qgIcPH9JhkA+Py/EtB8J2BujXC1c/7joo/FtYkV2Lk4nAahk89mJK3f15+dmv+yqMWmIMoMNDkRVg7UV8Zvh47/8tIZmvrWWCtmaEG+ufv/zj5QG1UpFNxspevO5LXff79Bi+imzUdjNW1QwMn7/+b530YeXGb0qM6hIM0jhUkSP8geHd3f832Bk4VBg1MbtG4PYl+kaCZ/8fcYvK8HOB1vz8/vvj8ccrzz7flObTlBXQBS30hzf9oY1jkKtApwAxQzYBg7hQ/P//rz/fHr2/+OLTHXkhfdD1XhAJyKoVMBvUZoeGKHjvLwN4tQ8Tw5cfbx69ufDx23NpET1pET3QEh3w0Z+gyQfQuaCMf/79YmXmBLWI/zMg+gD//n/9/vbJ6/NvPj+QEzaQFdQHdSygfQNQYx2iHjRTALYd2tYHs59+uvHow0U+DlEFQSMe0FYEBugWYdDaI+iugH+gLQmMYEPA142h9gGef7l9/+MFXlZhBV4dXhYh0GVk4A4OWD14ET/YIlB/9e/H+18vf/33SYFTW4IN3y520PTXf/CuEsg5qmjdADD377/f9//cfPH3kQKzmjSTIsg6BgbQvnnQmUqg5UkP/t+dt2sW1TcHQwYg4DOTMM+N0qMhMBoCIxeMdgBGbtyPEJ8LCQm9f/+ek5Pz06dPeE759PX13bJlCwMDw507d5SVyVydghmkg3PIDetyILQzQH+/fPNx35F/t58qc+iKschgeg2HyH/QxlAccmjCr/88BV8UIKHMqI4mhcZ98P/OE4YHhan8BcnEnt7z7ft/LtQjgNDMRObevPe7vO3dnz8MHZVCOuqsyFJo7I27vtX3vmf5KKrIqMbGQMJxomjm4OHe/X/zJcNTZUYNcQYpZGVoEyOQgX9pcX3oin9YW//r7/cP3p///OO1rKC+tABsRRBomBzUwGZgYADddcUMOx4VZsGTd5cfvjsvxqskJ2QAumkL3FqFScJoyAQWqHEPNgraGQA1uP8zMn769uLxm/Nff7yVFjWQFtVjQFoO9Pv/LzZQBwDUwAWt7WH4//vHl8evzj1/e01KSEdWRJ+NmQPUFP4HVQBiQ5bNwAbOQS6AeRDEBjeaH72/+PTjNWkBbXlBfdASI5gfQdMODKAuAWy8H6UD8PHb83sfzv3690OJz1AMcuUwxC7wwURgC/+C+g4Qa2Dkq58PH3y7ys7Eqcily8cCutsBJoOgQe14yAZ3SK8J1g2AhuW/fy//PLn3+6oAk4giizo7ZO4LtEIJ1DWBeRnU9/j8/2NkezAVpwJGl/0gImmUNRoCoyEAA6MdAFhIjNLDNATY2dl//fplbGx85swZPF789OkTPz9oALimpqa5uRmPSpKkBmcHALIkSRv1dCDkTcCfDhz/dPC4LJuKIrsWZmMITwjgX6eOqfHHv283f577/eeHCuiiACyN+3cMb+7+v2FuzlCRLaCthq9pjmY4qef3MzAw9M76OGnep4YiwcQw6EL8T1/+8cGmEV69/ds66cOWnb+UGNVpfb3xW4ZXd//fFGAQVGJUBx1lA/Ybcgfg2f9HXOKyApyggX/E0DjSMP/7b08fvDv/798fOWEDEV7Y9mJwk/3P35/Q5jLY2DefHzx4dYaVhUNB1FiAA6XLAZYHj9lDWKDLcsEssDkgFqQzAOGCGuiMH748fvz6/I+fX6TFDSTFdCDHgDIwMoLWz4BG9xn+/f399MW5Jy/OiQqqyIgacLEJIA4CAh/ZyYDcDfj/H+RaJjbIyD7IRggG2QViff31/sHbs59+vpYXMpQW0Aa15CFSICeBJhtA2wzAjXqGf/9//P788P2FV1/vK/Dry/Fqg9rcECmQNnDfA9wH+PsftAcAZDoEg9vnYOb/B9+uPfp+XZpDVYFLixn1rFuwAtC+XhADogXUuAc16Bn+///278v9n9c+/X2vzKYlygQOZNCEA1gdSBmYAekoQLoNDAzP/j1O60ikfHPwoC2CQAE1ikdDYDQEBg6MdgAGLuxHbaZLCLi5uUGqwHv37ikqIq9pRrH+/PnzRkZGDAwMpaWlXV1dKHIUcCBWU31CnwIXIbRiXQ70/da9j9v3c31mVmbX4WPGPtKJMAKDBRoExdowwlCJLPDw180HP68rMahLMYIOXYEceP+H4ff9/3c+sj+rzhOIC4a2yJF14Wf//cvAjL5eBr8OkOyhk6AjfXQ12JpKBEWFmL5++8/NBRrtXrHpa2P/e97vkoqMqvAWOUgDzfAfhj/3/t98z/BWmVFDhEGMgYEBspHgO/iMfzExLVFuBdi6FyRHQJq/kMU5DAwvP9969OYCByuvvKgRHxdkqRXjn3/QDsDX728evTn/6fsrBVETCQHUSRhIYxTJYBDzH8N/JnBTFWwLaKAd1M4GzQBApn1A6/6ZQOuC3n148PTVuT9/fklLGomJajIwMjAxMTH8Y3j24uKTZ2d4ucVlxA35OMVBQ/agxjdobRGsGwBe/IPUB/j79ycz2oIlsO0g90AwI+O7r48fvD3H8P+/vIixMI88aDsyqK/yj4mBmQG2keDh2/MP352X5FWTE9BjZ+ZkhFoBtg7iWVD/5D/Dv39///2GbGSHTHhALIGTX/9+uv/10uc/7xW4dCQ5YOUJOFTgasDbAMA88FTAo583Hvy4Ls2mpMCmCXISuJsBkkbqA4B6d//B6RXqGFDP4ef/Hw/+3zn94AR56wbRDiQA2TiKR0NgNARGQwAGRjsAsJAYpYdvCDDCWgzCwsIKCgrs7CgrN37+/Pns2bPnz59DAuDFixfi4qCmCYRLIQlqZK9YQfkwHoXOwKMdshyIU1P1/58/H/ce+XHxhhKbtjQbbMwYj06qSr3/8+rWzwu8//hUGDUYGRhfM7y8//+WjztbRY6ApCi4YURV6/AY9v3n//qe97sP/2gpE3Sy5nj1BjTwv//gP2VGdWFwQxyPXqpLvWJ4fuf/DXEGSSVG9b8Mf1/9f8YlJS/AKfn33x9mJvByc1jaBjXHIdZDGuWgxjWo68LAwPD4zYXHby+I8inLiBhwsPExMjH++fvz0avzz99dlRbWkxM1YmKChjBovBxiCDKJaN1CGqegJj6kkQ2efGAEtftBS27A4iB7ofjN+9tPX5xnYGSUljJiYGB8/PgEExOrvIyFEL8CePQdvMcXtDMYPPr+H9RmBzsA3CiHNtAZQM1xiE/hToJ5GSIA9/jzD9cevj3PyyGiIGrCwyny7/9fJkYWhv8Mrz7cvv/mFBeboLygAT+7GNhqUGMfVx/gz98fBPt4r38+uf/1EisjuyKPPj+LMMQloE7a/z8skN3e4IH8D79f3f1+mfE/ozKHDkjZP+gmYNCWA2jPBxS4/2FHD4HcBhGHmAg25M3/Vwmkbw4ezEMPEM+NkqMhMBoCAwtGOwADG/6jttMjBP7+/SshIfHmzRuCll27dk1TU5OgMuIVDP4OAGQ5kE5U6NfT58UYpJTYtdgYCW+xJT4EiFf59/+f2z8vfvj9WpRR/KfQk4YiAR9n8k/5/POXgQXarCXeCQiVq7d+re56nxzBO2vpZ9E/MoqMquCD7hEK6Mb6yfDjzv9rPxh+cDBwSUsZCnCBFpCAzo1hZIG3fZGa4xB3QZv+8Kb5r9/fnry+8OL9DRlRfVYWrkcvzwjyysiKGXGxC4I0QBv2ICYCg5qmCB6IBRkSB9/1C+Iy4Gj6QyxnhK4de/n6+rPn5//+/SMvZykmog5a4cPAAD8MFNTix9sHALfjERGJ8DLYBWhLg/7+//P4zfkn7y5LCWnLCOv//PX54Zuz336+VxQxFecFb+wBdTPAHQyQl//j6gNAG+gQK7CSIO0MD79de/D1qhSnigK3NisjaF819C4wBlC/5f63y89/3FPk1JbhUGMATQWABvUh3gcFJLbTgcDKwN0heDcA3AcAHWH8/878XbOJnEscbf1jjbRRwdEQGA0BZDDaAUAOjVH2MA+B169f79mz58WLF8j+ZGJikpOT8/f3B61SQJagEht+EiiVzKOJMZCOyurmnTxMoI0Q5NlB3vofZLse/7p97+dVBgaGghT+whQsWwKQFeNnk7EHANnAG3d/t076cOYkCyPDf/D+BAqChQE2KoxsASnsZ/8fc0nJCXBJwZu//xj/MjGCm8WI4XBQuxva4gePx0NtgCgAkx+/PLv37NivP18VJS3FhNRBrXCoIiQK3LRF4sPao2AhmPmoTX+QzeBRfwgD1vT/zwBa8/P48QkpKaP/DP+fPzuvIG8jKa4LaQSDbActwcc1DwBqAjP8///37x/QQD7YdrTmPjoX5ASQC779fP/ozfmfv79+/v5KXtRITtgQsb4IbCqonQ2yGt88AMRCLCSk4Q6T+Pb384OvV97/eqHArSvNqQI6wOo/08sfD+58uSjAKqrIpQM9OwtyGilI1z+I94nqA4BcC+6HgbsBn/5/iGoPwb85eHTZDyiMR/FoCIyGABFgtANARCCNKhkNAQpCYEh0ACD+2717d65fuQSrPIRLKknqDmBk8z/+fXvn5+X/f/8oMaozM7Dc/n9V2/B3b62QnBR4oQuyUuLYJJ0ChGbktEWfO6d9kGFQUGBUefz/wUOGOwoMqjKMZAYLaHk3ZFkImjVEcL8zfLv3/5aUtJEAD2jgH6QD3JQHj4tDQwbWKGdAnwcAqwS1IUED0r8evTzz4s11OUkTdja+R89PsrPyKkhb8HCKgszEbPRDBulBcsgY1GoFWQdeZQTqjYDa26B2N7QtDm76g1usDF+/v33w4Mi/f7/kFW35+KQZGBg/fnj04P4hdjZeJUV7DlZQ7w6tDwA2CNzfAI3TgzsG4Hu5IBsMQO6AWgdigjDMgyA2bNsDAwPDm0/37704xs8t8eXba042AVVJG3YWbmL7AKDwAk8RQAxFJiEeQxaBsd/8eHL/y0VmRlZVPpNHX65+/PVGhddQlB20oQXa2YAYC5oHYAAtdQJPBoBCE9Kd+P8f3HMAeQ8kCFICtgwSL1ASrAe0OfjRjF1TsE4FjA78wyJklB4NgdEQIAxGOwCEw2hUxTAOAcj2AGilSxt/ol0FQBtLqGbqw4cPrVQdVTn0yTKRhDNA4eb/Z/h//+fVx7/uyDMoyzIq/mH4DVmBDdoCy/mko1KIvOt+kQ/wgdtFkHH+6q/6nvd3rrMpM2rwMUDvh/7E8OHO/+tsDOyqjFrsDCSvj8J6fj9BlzAwMDz7/5hTRl6AB37VAKiBCGpJgk63B1/KC26Ig4yCN4XBDHDjESQM2SX8+t3NB89O8vNKyUqacrDzMTIy/f////Hz009fXpAS05eTNIXe7wvWAWqUgxkoBLgNCmqmgg8aQm/6gy1lYALdrwXSxcjw9PmFJ49PSkkbycpZgDoMYFGQyf//P3xw+OXLa4ryNuIioCNKQYIgL4H2AeNaDgTNnhBbQEaBMMgNIBqGwUHx58/P+y9Pvv14Xwk8xfH/3997z46/+nBbRcJSnF+N+D7A37+/UA/5QYQozD4s9KMv1+5/viTNpabErQeanwG5G6wR+ZwfeB8A1MpHbAn4+/83MwMLZA8ASB9IFqwXEjgIEtQN+PH/+0PQ5uCTyJuDR1v/WKJkVGg0BEZDADcY7QDgDptRmREQApAOwM6dO93c3Gjk3aHVAYBsCVixYgWFy4GIDMw3f57d+XGZ+z+3AqMqFwPoojHk5vJrhhd3/l+PDeNqLIK2xYk0ljxlkGNA5RiU5Bihe6Ah5xFBTLv7/+YrhmfKjJqYN5dBFOAiyZgY+c7w7f7/W5KyJgLcoIF/WBsaNsYPGiX/xwjZuQtrFsNai6Dz70EuAXcWvn5/9/j56S/fXivIWAkLKkHMgVxzC7pC+Nvbh0+Pf//xUV7aXERQBaQLGSNMhIqCOgCMEN1g08GXfIHkkJr+X769efDgyP//f+QVbXn5QI4HbxRm+PP3FwsTG6S5/+Hdvfv3D/PyiCvIWbOxgCIdJA5akwMe9cfYEgAakId5E2Qd8gInKB80efD64517z44J8soqSliwsnJCDidi+P//zcf7954f4+eSVBY3Z2XkBHUzIF0V0DwDyGxwsxtlPwB4ggW8wgraXkdYg5X19c/Hu5/Off/zRV3A/NHnq9//flbhMRRmlwY38MHhiNwHgDbuQU150G3D4M4VdNcBhA0mUboBYBGwO8H2g1cEvfn/MqE9OiIi4tatW25ubqOXfIGDZpQYDYHRECAWjHYARsGIDgFIByA3N3fSpEk0CoghOjJHxnIg0DIG6DIUwmH56/+Pez+vvfn9VJFRDfk+XTRDfjB8v/3/mpTql65qIT0N0D5LwkaTruLY2Z8Nve+f3eNSZlTnYQCtToGY8Z8BfJ8shMPA8Ibh5Z3/10UYxJXBRxXBhAnQaD4ioBo88M8hpwhp+oMUg8e2QQx4I5iR8f9/0AwAuGkJa/GD2sAgVSAMbp8/fn72yYtzUmJ6MtJmoHQO0Q66wxcsDW5/MjAwvH5769HTU1wcAvKyVlycQqC2OMgIVAxugP77/5cRuvEA2rqGjvqDzfvPyPjs2bknj09JyRjLyJlD2v2QLgcDI8O/v7+YmdlBDe9//xn/g24DePjgyLt3dxTkbESFQCeQguzF1gf4/+8faAkQPBCg7gJbCWUz/P77/f7zE+8/P1aSshIVUIUKQ7oqoHX+///8+XX/xfG3nx8pi1uI8SgT7AOAOgBEp+Qnn6/f/XRehltDScAQdMsyA+vzb7fvfjovzqGgzKMPGtcH3WYMvowMMpAPDkzQ0iDIbgDMo4EgykDdPGgMgxWD+CCvQbSD+wDf/n+99f/qul1rsK4IAikexaMhMBoCoyGAA4x2AHAEzKjwyAgBUMOIgUFJSenu3bs08vEQ7QBApgJIWg709/8fyAHqBEPy+e8Hd39eEf4vqsioyspAuFn/6P+9Rwz3mkoE40NIvhAAv2P+/Wdom/xh9rLPigyq0hir/DEH738x/LwNOpPnuwqjJj8D+Agd/BaAG3+QtighhQyQgf/PLF8UJSxE+JUgbWiQLkjbHcSC4v+gBjG4EQwmoEvwQX0AEP/dh4cPnhxlZ+eTlTbj4RaDyELXzMA7ALC2Jagz8e/v46enn7+4KC1pJCttBrUD1gyFc//9+wNa2QJe6A+SBFkHkvzPyPj16+sH9w//Z/gHGvjnBw38w5v+IJWgDsBvFmY2UAcAPO4Oau4zMLx7c/v+/cOCArIKsjYszOwgQbQ+AAPD37+/EZuAQbaBugMQGkK+/HDr/tNjwgJKCpIWrMxIJ/wyMf7985OFCWLpf4Z/DK8/3r774rgwj7yyqAULIwsoZkCOYwA1r0H2gvoKiHOBIKbjJb/+/nD347nvfz6rCpgKcoAvZYMZ+PPv13ufzn/8/UaFx0CUDbQZALTICTKfALULbC+sDwC+ofkXCyMrUVMBIFv+P/338P7/m6MD/3ijaFRyNARGQwAnGO0A4AyaUYmREALnzp37+/cvMzOzEfgWMFp4GXLAzmC+CgCPryGOp+JyoK//Pt37efXrnw9KjBrCDOAdqHisR5J6z/D2zv/rnh7MrWWCPODLuZAk0ZlEbgDYc+RHbff77y8FFGELkNAMwrV/99n/R/cYbiEvFkLTiMxFXkeELI7Gfv7/MbuCogCP9Kv3tx69PMvJzi8vYcbDBQsi8OJ7UMMP1MIHa0UwoKz/DAy/fn999Oz0u/f35GQtxEW14I1+kAZILwKkFnRFLkgE1JaG9QP+M3z58urR4+O/fn2Rk7EQFgIfmglRBLIVxPr//y8jE6jnAdIDMgd88D8jw9OnZ58+Pi0tayotZwZt9yP6BiCN4BmAP8xMrCBNoGY2qO0Lau4zMPz99f3BwyMfPzxRlLcRFlQGCUJHuKHLgf7/+4u8RQHkFpApIGN//v764NmJT1+fK8lYiwigOBjijH9/QVd6gc0ED5//Y/j959u9F8c/fnupLGYhyg3Z1Q1qmWPpA4BswIHBLnzy5cbdD2dleDWV+A0RXTWQ+0DBA+rq/Pv/8tu9u5/PC7NJKfPoszKyg2yC9wEgKiFcBtDRQP8Y/jKCO3aYfQCwWrCxYPXf/n+69/fmh/9vR1v/OGJoVHg0BEZDgDAY7QAQDqNRFaMhQEkIQNrQQ7QDAPH47t27c/zKJck9HQhiCAMDw6NfN+//vC7NIK/ICFunAZeDMfA0l/8y/Lnz/wab5JuOSkE7M3ybcb9+/8/NCWsnwkxGpr9+/982+cPSdd+UGNUkGWSQpZDZkMt3kUXg7C8Mn27/v87MwKzKqMkJ3r0AlyKVARn4l1A04Yft9/3P+P/xi3NPX12QENGSkTBmZQF7Fu4hSFMeOoINtg0s8vzV5UdPTooIq8jKmLOwckIG/qFtU7BecBOSgYGZETLuDGqlQ4UQZr1+de3x45M8PGLy8tYc7ChbL0AdAAbQZAa8X/Hly6uH9w8zMDDIK9tx84FvGoZYBCahDgA78P+/v0xMoGu5QDKofQDG//9fv7r58NFhYUEVBVlrJiYWcJMd1Fpm/P//759fII1gQ0AErCP08s31+0+PiwmpyktbMTNDD0QCKYBgkDUM//79Y2JkZvz/nxG0BB/aB2D8///Fh5t3XxwX51dVFjUHX+8Asgu5DwDpOUBMQiHBwfX194d7H859+/NJVdAMMfAPUwc9DBc0zA/q5/z+++Pe5/Nvfz5T4TYQ51AA2wQShy7oRzoe9D9o8wPI3bDV//9ARoI7GxDFEPEnf+49+Ds68A8Km1E8GgKjIUAJGO0AUBJ6o3pHQ4CoEBhCJ4Hi8g/B04Gg7R4c+j/8fX3n5xXGv/+UGNXhp+tgVYu8CRirgmf/H99juFmUxp+fhFisj6by56//7GygthSaOIS7ec+3+t73jO9BC5DIONUHYgiEvP//9jOGR8qMGsjbGCBSRJKggX8lJT4+LJ2QHz8/PH5x7sOnRzISJlLiuqBhYGRDwY1+yEr1z59fPHh8/M+fHwry1vwCclga/aCBewbIuDhUFvmgT3BTE94f+Pv315PHp16+uCwjYyYtYwyyE9zw/fcPOgPAwAgy6tmTM08fn5GWM5OSMwWpAYc3zAqQAARDegv///9lZmQGjYv/B/cLIH0A8HZYUHOfgeH3zy/37x349u2topytoIACSBDchv735ycTMyvEKIjLv//8+PDpiS/fXinJ2goJKECl0CmQa6BbOP6DJxNA3QBEH+DH7893nh/5/uuTipilEJcMqAMEXpsEamr//w89kwfJTPC2ARD/yecbd9+fAQ38CxiBYgTWIQHJgfHf/39ZGJgh5oD8C+p7/H/94+HdT+f5WUWVefTZmDhBCsHiIAZSHwDEBccFpK2PMhXAwPDl74fwJt+KiorRgX9QQI3i0RAYDQHKwGgHgLLwG9U9GgJEhMAw6ABAtgTgOR0IV8P9H8O/+z+vPvl1l8ij9PEMusNDGjz6fk3P+HdPrbCMBPi0FrgcmPH3HwMzuMkL5iGIN+//tU3+sHHbTyVGdTEG2KJthDw5rHcMr+/8vyHAIKQMvsGAeCMgA//iymb8vOCDPiENerh+UAsWxPnw6dHjZ6f//fsnK20Gbe/CvPafkfHfvz+Pn5x88eKyjIyplDS4sQ7WCG6xg04NgrXIQaIQNmgMH2QwqNELoeEsULMb1CgHCX/5/PzRg+N///6Uk7MUFFIACf/7w8jI/J+R4cuXl4/uHWZgZJJTtuUBD/xDTAY37UF6IRjS9IcI/mf4x8QAGowHSYFb/2AHgW0GbwsGdz/+v3x59cGDwxJi2goy1iB3/v//589P0OYBkDYQfv76yoOnxyREtOWlLcE394GMAUmgYph7GEE+AnckQC34/6D9x6BG+d//IC7D/2fvrt17dUJaQFtJxAzkFFgf4M9f8OYBiJmQMXgGhm+/P959f+b7708qwubQgX+0KAOr//f/HxMDE8h8kL3gEX9wW//v/9/3Pl14+eOBCo+BBAf4mCmwOEgT2Iq//34zQ/pzoLCGCIOjEbQNmuHx79sPft9kYGB48OCBvDxk8RJIzSgeDYHREBgNAfLAaAeAvHAb1TUaAiSEwJA7CRSP33AtB8K6dOf1n6d3flzi/c+nwKjKycCFx1gypO7+v/mZ60lHlZCvC1Emr9rytbH/PddXCUVGNVYG2KAyGRZjaPnD8Ofu/xufGD4oM2oIMYigyWMNmecMjxnkJESFQQfgINSjtWZhDX0GBoYXL68+eXaGh1tMVtaCi0sY1Kr+z/Dm7a2HD4/z8orLyJlzcgqCW4ugRj9oZBpiFLiFCm0NQ6zB2AQMahBDpKD6QbohAoz/GV49v/r00Ql+AXkZOXNWVk5GZpanj08/e3xGWh468A81HGIdWBu03Q9q0YP4kGXt//+DlgCBt9hCxuNB7W2QJnBngAGpD/Dj+8f79w/8/PVFSdZWgE8WOpTOwPDt54cHT45///FOSc5OkE8OZDTo8i8IjUGCPQ7a48AAafSDGuKQRjm4SwCfCvj37eeHOy+O/f7zXUXMUoBTAhQaqO1yiNFPP12/++60NJ+WkhC4lwXyHcj5EFl0EuQpSB8DbBGoJwBd9vP2x5O7n89zMvOo8BhxMvOA1h2Bwht0GiloD/1/SG8WPAsAJv7////57/uIem8GBgYjI6PR037Qg3qUPxoCoyFALhjtAJAbcqP6RkOA6BAYTh0AyFQAwdOBfv7/fu/n1Xe/XygyqokzgI6FITq0SFD4muHF7f/XEiK46wtQVqv/+w+5Agtq1OPnf9smf9i9748yo7oIgzhUlNrUC4Ynd//flGaQV2BEOVMfrQPwg+H7vf+3xFRMeLjFWNiQTq2BNYlR3IXUyPz79/eTp2devLgkKakvIan/4P6hz59fyilYCouoQQaOYW1xkB4oG2IWSAC8YRfUbAWv4oeIg1YBwVr9MBrUAobIwkT+/P7+9OHJNy+vyyvbv3p+mZGJRV7ZjotPDKQKbDKIAcbQpj9YENLuBwlDuKCOCYhFTB+A4T/Di+cXHzw6KiVhKC9jwfjv/7NXFx88OS4lri8vYwkyE46hDX04H8YA953+///L+B902g+40Y+rDwBqrT95c/n+61NyQvoKwkagEID3AUAD/x/uvj3z7fdHVRELQU5YSsZlLygSwUfHQhr9oDkHUOMe3I2B9gH+//9779OFZ9/vKPPoS3GqIvcBQK4Hb/MFMcAbNR5+vzF7y+Rz586Ntv7BYTJKjIbAaAhQDYx2AKgWlKMGjYYArhAYuieB4vIRZGcz8ulAyM3cZ7/v3/15RfS/hCKjCuRaX1zmoIkTs/4HTcsPhu+3/l+VVf/aVS2sowYd1//9+z8r+MgZBgaGhWu+tEz8IPxbWpFRlYkBMsKKZgZ2LhmO+cbw9fb/a/8Z/qsyanIz8ELMRb4H4DnDE1ZlRX4+GQYmBtCILxMbaCwfog5MQtvQYDaUADWboUzQ7V1f3zx+fOLL55ciYpoy8uZMTKA1OSBpcJMUT7sfNNAMNoqRCekUIPAwM0g7DIOGySFsWAeA4T/Dr19fnz868/HdQyZmVmkFc0ERZWRnI9wMNh/a9AezwWPwYOPAlkIMJ9gHAPVT/v//9vXd/fsH//79ycrCCZoQkLcDhRvYMAQBbugjuDAWxEn//oE3HoD8iH8eANQH+PL97Z2Xx/79+6MqasnHIQZplz/9eO3u29PS/JpKwuB9DhDzoV6DcNBJcHQj7QHA1gdgYPj//sfzu1/OszJyqPAYcjOBd7OAFwKBugqgJUD/P/19G1HjxcDAUFFRMbrsBz2UR/mjITAaAhSD0Q4AxUE4asBoCBAKgeHXAYD4GHk5EKg5y8jy5d/Hez+vfvvzCetiGIguPCSujQR4tECkHv2/+4jhfkuZYGwQ6KKA7z/+c3Iw3rr/u23yh2PHGOjsmIf/7z5muK/EoC7FCDoAHnKZAGzg35RfQBrSPP37/y8zZHsraoMSpREP8R64cc/AwPD2ze3HD45zcgmKS+k9fXjy37+/UnKmgmJIEw5goyDmQ9roUNPA4pBNtFAS2/A/qGkOsRFGMv7//+zhmecPTwuJqUvKGX/+8OTpg1NcPCIySpZcPKIoFsHb4hC7INaD2SA3gPbBgIbHsfYBQC1+UAcFpAC+HOjPz69Pnp55+fIKAwODuJi2rIwZ9DQkmNtAOmAhgyQGZoLt/ff3NxMTK2j4n7g+AMP//4/eXHz45qyCsJEQl+yDt2e+/vqoKmaJGPgHORRsNNgSLAQj459/v1gY2UDteNAkAGjagQGtDwBu34MUMPy//+ni4283FLl1Zbk0GP79B+tlZfj//8H3a3M2Qa8mHF32gyWcR4VGQ2A0BCgGox0AioNw1IDRECAUAsO1A4C8HOjP/99Pf9998POGDIMC2hoYQsGDkIce24IQIIH1nuHt7f/XfL1YWsoE//79v3T91/YpH/AfOYrfdEjDHb8aXLIfGN7d+X+dh4FPmVGdiYH5FcNzVmUleNMf1G4GHcUJWhYPNQG1IQtqMUMloNS3r6+fPjz99csrGQVLEXH1f+CbgN+8uPbs0Rl2Dj4pBVNeWL8CckQPSBukpQoxGcyGGQvmIAbnwc1ukAbw6nwwA7QMhoHh7fPrT++e4OIWllQw5eWX+vf3FxMT679/f549PP3i0TkxGX0pBVNmVg7sQ/5gS6A2MoJvDgadxgOyC9EHADXhwZaChuDBPQYwg+Hf/2ePzzx9clpYWEVGyoSRgeHx09PvPzyQlTGXkNCDOBBKgm2BspEoyFFDf//+YmFmZYDYS3Qf4NO313deHv3777cwt5ySCNLAP6HWPyhawW4AeRDkEaTFPyCfgncFwHsF0FVG/z/+fHnn83kmBmYVHkMuJr4vf95FVnkaGRmNLvsBh+UoMQpGQ4BWYLQDQKuQHTV3NATgIQBZMDOkrwKA+wWTAfFdY1Uzyz8WJUY1XgZ+TDX0EfkDuijgOpfUW2EhpltXWJUYNYi8rBer85AXNWFVgF/wH8O/u/9vvGN4Lcooyaeqw8cPOugT1EYEn6HJwMTw//9/RibYkiRIMx3JRGjTmYHh399fzx6efvn0ooSskZS8KfQqrr9/GZlBev8zMrx4ePb5o7OCokriCsYcXELgdjS4wQ1qsIJMhBoFbiuD1vWA7QKNi4MkQS1yCA2WBzP/M3x+++j53RO/f32TVrESEleHzAyAjuRnZoWY/+Pruyd3j335+FRS0VxM3gCsDWwAmIDaiOoA8Kk+DFB7QY1ysFv+gRwAazGDzH79/NoT0CyHsLSMCR+fNOQqAGYWtvfvHzx+fIKRkUlOzpKfHzS1AmpUg3SALUcjwM6AiEEMB9lLRB/g1cc7D16dZmPhkhLQuvXykBivsryQITsraFoJFHcQE7GSKDaC9/6C3Qca6Yc3+tGmAmB9AIZ//x9+ufLw2zU5Lq05GyYwMDCcO3cuIiJi9LQfrCE9KjgaAqMhQBUw2gGgSjCOGjIaAgRCALQCArLGl4DCoSq9e/fubPcC2u33JTJcHv2/94jhHuhqKgZlWUZFInVhVUZhB4CBgQG04l9VCUvTH9QyBrWHGRjh62bATkBqRIL5DG+eX316/wSPgLSUgiknlxC8Dfrv3x8m8O1XkKb2n9/fXjw4+/rJZVE5fQlFYxZWTog4pHkMamiDbAQZ+R9yChBUCNT4BomClgNBaIYfX969vHf6w6v7Usrm4gqgo+5BTWdwW/bfr1+MbNBdFhDVn94+eHrnxP///6RULATEQHfxotgL9w4j43/QlAUz6Nge0NA4uBuA0Qf48Pbhs/sn/vz+IaNoKSKiBlmFz/Cf4d+fX0zMbBAbnz87//jxCRERdRlZMzY2HogHIVLIJNQZkFkOiEUgkgG8sRb7foBPX188enXu64+3CqImEvyqDP8Yfv75+vDt+Vcfb8sJG8qKQDo5yJagssHdKojQ33+/WJhYQXaBmv7gzgCIgW05EKwP8Or7w0mrm1xdXYfxbCEkcEbJ0RAYDYFBAkY7AIMkIkadMcxDYNh3ACDLgSwVbJQZNciOS0ra3B8ZPtz7f4ORgQnsgP+3/19jY2BXY9RmY0A5aYdst5Gk8QfD9/v/b4mom/LzyYBa7fBRf1BDHNwuZmQAH1QEZiMZDW+5fvnw9Om9E79/f5NRthYQBR8bD1EG7jL8/fOHiQV2/S2k6cnI8P3zm2d3T355/0RcyVRc0QjayAfbADUWzGZghGgAGwdVBOoJ/Pvz68Wd068fnBeV15dQNmNhBV0/DG/9M/5n+Au6kwvUEIeaBvILyJA3jy8/v3uSk09MSs2Ki08U1FmAWQRig5Qw/Af1WECrcbD2Ab5/fP38wemP7x5JK5hLyBiCLAUNloOPzWFg+PcH2tsBm8Tw69eXJ49Pvnl9S1bOQkLaECKIToJDCeRA0Kg/yHd45gF+/fr6+MXZF++uy4oZyYkYMYHCBLR6B0QzMHz89uLB6zO//3yXFzUW5QN1ctDtAlmDIgbafMwE3gcMmt+AtvthUwGg/gDYMWDj////8uvdg4+XVmxeoKamtmLFitHTflCCcpQzGgKjIUAzMNoBoFnQjho8GgJIITASOgCQPsCKFStWVq6Hn4GDFAaEmWRvAn7w/84ThgcKDCoyjArw03vu/r/xmuGFCqOWCAP4zErC9lNHxXOGJ4+YH7Bz8EtLG/MJyEKby0zgdfWMkIF/0ND0f8jwP6StjGTz79/fnt0/9e75dUlFMwkFY8xB7v8MjKDtrbDVOFDzwSb8Z2T4/Pbxy7snf/38JqFiKiitCdGOrAbR/gc3QSHN19f3L764fYJXRE5cxYyLVxTUWkWaFgC1yBkY/v7+CR2Jh7sZwmBk+Pvn94u7p149OC+qYCChbMbMBuo8QI0Hq/n3/y8zEwsoCECikDF40DzA759fX9w7/frxJQk5I0l5U9CdXyAFICnw3llQH+D/v78M8LVSYG8yMDB8+vD48cNj//7/k1WwFADfUwaTAdFw/4ImPKDXe0E3G4D8AuoVQNzw/8mLc4+fnxEVUJETN+Zg5QV5/B9I5d9/v5kY4V0shpcfbj18fZaTnV9B1JSXE9TJAVkDxqAOHpgBJ0DXHoPOmwL1ItDnAUBdImiX4P/f3w8+Xpy3diJk4H902Q88AEcZoyEwGgJ0AKMdADoE8qgVoyHAMMyuAsAfo2QvB4K33fGbjyz7nuHtnf/XuRi4FRlVuRhAa7WRexGvGJ7f/n9dikFWkVEVWRcxbDKmI+AD/7z80i+eX3z+7Dw3j5iUrCk3nzjo7B3QXlhw0x98Fv9/JthYPLiJDHHSy4cXnt09KSihKqlkxsYBPUgU0oiHKICQoOYp5AQh0Ig6WAxsCLThy8jw/tmtl7dPMbOyiaua84qBLo6FS0E7AOB2NgMDw8dnd15cP8bIzCKlacMnBrrxF9RMh7T+wYvWQC1msA3/fv1kYkE6txRsI6hBC2N8//Lu+c1jX98/l1AzF5E3gDgbYu///3+gB/KAlwCBXP2f4cXd0y/ugD2raMrBJQTaaQBaqANuH8McwPif4d/fP5AND2BXoBAvnl16+uiEgKCitLw5Oyf4ME2oPNRN//7+ZmaGHAQE9jCo8wRu+v8DXaP26OkJdjY+WQljAR4paH8D5Lz/DP8YQF0sWK8D0sT////f49fnHr+5ICmkJSdqxMIM6uRAbmCA2gmjQJ08cC8CNPUADkP0bsD//y8+3U4u9WdgYIiIiLh16xYDA8PoaT+w8BulR0NgNAToAUY7APQI5VE7RkNgpC3tffjwIYXLgQimmX8M/+7/v/2C4YkigxrkwE2IFvBB7LAlIAwM3xm+3f5/7R/DP1VGLW5wDwGijCD5nwF8oxNBdTAFLxieMKuBV/xDFvwwMv79++vFswsvnl4QFFERlzXg4hEGnU7DyAA6Ngd8Fj8jZBIAPAj/8fWDp7eOMLOwSqpY8QnD5g1ghkMa03AeaD8uC2g1DkQc0shGYYOVvr5/4fXt05yCEuIa5pwC4BvQQJ0QcOP4P8O3d89f3Tr948MrcU1LYTkdSLsfrA8yAA9iQlv/4AU5f3//ZGYFWwpqv4NkwRhsGpLIp9f3n988zsDwX0Ldik9cCeKqv//+IA7k+c/w7vHVZ7eOcfIISyiZ8grKgA7qAfUkGLD2AcDbpcFWYSEYIfeUvXp+RVreXEoOdmgP1FEM//79YWYCHawJ8gjkjq3/DF8+PX/y5PS3r2/kZCzEhTVAo/7Qjge4bwDuA4BCmAm24QGRmhi+//z46NXZ918ey4kaS4nqYnERaI3PPyZIzwC5GwBbDvTp+4uH786v2rgIMvDv5ua2a9eu0dY/1pAcFRwNgdEQoB0Y7QDQLmxHTR4NAUQIjLQOAOXLgRBhh431luHV3f83eRn4FRlVORg4kZVgHbl/+P/uE4YHyowaEgzSyIrxsP8x/CXy4jD4wD+fgAyoLc7IiCAZGH7/+vry6YVXTy+LSGqJyRuyc/FBuwEM/yCnAP389uH53ZOf3jyUVLEQlUMccwkyBMV9sFYtA3g5PqQtDhZDVgllg8UZGBn//vn1+vaZN3fOCSpoi6qasnLxMDAy/v72+fXN0+8fXhVTNxNTM2dkYgKtSgc3wfF3A0BD2iAnQUxngNoF7sCAhJG6AW8eXHp56wSXoISEpjUHnwhoJJ6FjfE/w6eXD17ePP7n13dJdWshSTWQdaDGN8hgkKGgEXowG7RrFmQkqOH+HzKKDuKiY5AekNjnj88e3zv2988PaUVLIaR7yv79+8fExAwxhPE/w68fX54+PvXq5TUZGVMZaRNQPCEtBwL1Q0D2QrsB//+D5EBTNyAbUPD7z48evjjNwMAgJ2EqxAuaYEGW/vf/D3i9E3gqA6kP8Pv3z4dvzi5cPQnS3N+9e/fosh/kcBtlj4bAaAjQE4x2AOgZ2qN2jdwQGIEdAEhkE78ciMj1P38Yft//f/sNw0slRnWSDh16x/Dmzv9rggwiyowa0AFaiBNxkH8Z/jAzwFaB41DDwMDwguEps7oiHz9G0x/WNgUNgTMy/Pjx8eWj82+f3xCV0xdTMGRh5/r3/y8TM8uLO6de3j0tIqcroWLGzIrSkwE1yOGGQBwA4/79/YOJDbG5GdoQh8lC26xgLnjhC8Ovbx9f3zr94fFNUTUTBkbG1zdPC8ppimqYs3GBls2A28cgCxDdAJDdIBFQ2x5iBLSZ/h9qF0gCqgCXyL/fv17ePvXm7nkRZUMRFaO/P76/unXq8+uHEmoWokpGEEtBbgS1uSGNfjAJthplKgDkABCG2odMgfQj+K+eX3167zg3n7issjUntxDIpP//GEHL8UFzGs8enX768JSwqJqMjCk7Ox/IsxBPgdr5kEY/qMkOFgdxYf0OVDvgtjEyPHtz5fHLM7xcEgqS5pwcgnAZ8ClAbCBtEK+B+wDP3l2dvrgR0vRnYGAYsQUCPJRGGaMhMBoCAwtGOwADG/6jto+UEIAclj9crwLAH4tELgdCXruPy8BXDM/v/b8pxCCiyKjGygBdjoJLMab4b4bfd//f+MrwWYVRk+AVAQQ7JD8Zftz7f0tY04RPAHQsPagdzAgaUwa1+CHtY1AbELzgBzQ0DloZ/u3Lm1cPzn98fV9M0ZCTT+zJtYMcPEISquZcAhJQ14K1QNlgCmQsmAElwAr+/vrBzMoOlQKLYDb6Ic5AVvPp2d3n5/czsbBKGjjwSiqBRt8hS+3BRoNa5KAmM2gLLEgA0uSGkHBlsLF4qLEQb4JUI80GgLkgk8CnDf349ObFtaP//vz+9u6ZiIqxuJopMws7yC5I4xs0GwJaNANyDIoIYjnQ/79/IbcfwAxGoiF+RxL4+/fX0/snXz65KClvKqVozsgImtx4+/Lmk3vHQNuy5Uz5+WVAB4yC/QVu64P6BqA1+gygRj/yciCwIGjPBpLxSEwmkN1//v589OLs89eXpcUM5CSMIVM6oL0d4J3HIBX//3/4/DQmw97IyBDS+ocUBaOn/SAF5ShzNARGQ2AAwGgHYAACfdTKERgCkFp/ZHYAiFwOhHXpDjyp/GT4+eD/rfcM75QZNUQZwMvZ4XKoDPzmMDAwPP3/6D7DLciRQahaSeC9YHjKpKEIPeQH0u6Ht4ZB6+yh7X5oOxi6KwDUymVgZPz64fmLO6d+fHotoW4lLKeDaExD7Ac1GyEsGIkhAhqpBlkHlgAT4AYttLUKNRAsDnYAw+9vX15fPfb5+QNxfVuG//9fXDgoqKgtoWcHarCCdYJa5GDboAxQWxwsASbA7gZLQzoASCaDRREEZL8siA9T8+nFvWcXD/DLqH58cotXVE5Sz5GFBXQeKMgikC3wUX+wn1BEoH0Ahr9/cHUAENaBrETgr59fPr5z5NePz/LqDi8fX/z+5Y2MopWIhCbYUnBDH3QAP0g9nj4AaM8DMxv4tFaQSjQMDWSw6Jdvbx4+PfHtx3s5SRNxEfDJS/9Bdx/8/Pnl8Yszi1dOhjT9IQP/o8t+wGE2SoyGwGgIDDAY7QAMcASMWj9yQmCEnASKJ0KJXw6EZsgLhqf3/t8UY5BUZFRjBq/oQFOAzCVm7f4nho93/l9jZ2BXJf2iAOjAv5Ypr4AMqNHKxAQZawe5AanpD2qbQtr9oJY6uAkN7ie8fnD+xc3jwgp6PMIyL24cY2Zll9Cw4hYhsDMBZBrIAhgGtWTBZoINh4hCm6Tgljcy+92di68uH+NX0BDTtWJm42RgZPzz5eOzc/t/fX4voW/PK6UEMgzc0AcxwGZBGVBBkC9BwiAuGIOtAInAMNR5MHGI7f///n5x5cj7h9cl9eyElHT//vr5/OL+r2+eSus78Ykrghfcg1v/oE234CCELJjB6AOA7wEAXXsMsw2JhtmIJARiQhzw9M6x10+v8AvLy6nasbJwQsIL5DXwnmaC8wD///5mBN+2BjIRE2NY/eb93UfPTrOwsMtLmXNzib58fW32AtDdXnCto8t+4EExyhgNgdEQGHAw2gEY8CgYdcBICYHRDgADA+g41IkVU8B3dREV798Zvt3/f/srwydlRg0hBpTz13HpJ3LtPgMDw53/198wvFJl1BQm+qIA0MC/phKvgAwDuDX/D3S6JQuo9QpuDoKO94Gt9gG1QcFH/YDcCVb87cPzZzeO/P/3T1LLhltYGjK0/PrO2Zc3TwrJaolpmLOwc4MUQzDYQAgTQoIMhLBAo/qQpTOwhTdgxVAFYDZE4bf3L19dOPzn53cJI3seSfARn6AOA1jFf4YPdy69uHBIUElHXM+WEbpTFqQP1EQG0eC1MSC7QBzISDmsKwASgTb6QQaCuCCFYINBHEaGT0/vPL94gEtESkLXjpULfJ4pKAMwvLt36fnF/SIqRpJaNkT2Af7//g259hhkMiqGehlVkIGB4fOHp49vHGBiZVfQdHzx4PzHNw/k1OyFRVVJ6gOATgLF2QGAexXd7icvzz9+dmrnzl1qaqry8tD9wQ8fPlRQUBg97Qc9sEb5oyEwGgIDB0Y7AAMX9qM2j7AQGFFXAeCK287OTiMjo3PnzmFeFoZ57CZ4rc5tyCn+oBX0uAxFFf/D8JuFAXaAI6oUJu8lw7M7/69LM8gpELooADLwL6RtBjvqB2TYv3+/mVhYIe1+cAsY5ExQqxTS9Ae3+0HqGP4/v3Xizf3z4mrmoqrGkKYzI3gROQMDw69vn17dOPnpxV0xDQthZdSrbVHbmaDhd7Bx4JFzEAtkF1ITHOwGkDgDA8PrK8fe3jgnom0momMBFYKYxghyHKSV//vLx+dn9/36/EECtCtAEWQSxA7IMDxUG7gnABaH7YuFrjVCtg7UCwKr//v758srRz4+uSWhby+ooA0WAxMwe39+evvs3J5/f/9I6ztzCYiDXAKxDtKpwZgH+Pv7FzPs0gOwQUgExEdIAgwMDM/unnh+/7S0qrW4gjHo9CFm1rfPrj++eVBITE1OxRZyvRfYUiLWAqGaDOdBgx3OR2I8enZq/sIO+Jof+LKfEbv8DylsRpmjITAaAoMIjHYABlFkjDpleIfAaAcA0hiC3HkEXg6UL450KCfyJuCvDJ/v/7/9g+G7CqOmAAPoOBfapY3vDF9v/b/2n+G/GqM2FwN0DB5tB/ALhqeMWsqgE+vhLU7wap8//34xs7CBGvRgcVC7ENS6ZoDMD4DaxIwMn17ef3btMAevkLimJTufCANsXRD0Qi6Yx768evjy6rH/DAzi2lY84rDRelCTHKYCTIOsADEgjWUQC4Kh4mBnfH567+X5Q+wCwqJ6VhyCoGkTqCxEKXS/MLgTAW7Wv79z6eV58FSAvh3kagJQ+xjUugc3/aG6QGxIBwBhGtg6kDyM8fHJrecXDvCIy0vo2TJzQgMTpADkEUaQsbC2/uvrJ17eOCGpbSuqDDsRCMdaoH+/fzJDLj2AGoSgQCGP4DF8+fDsyY0DjEwsspoOXHyg65///vnJzMzOyMDw+/uXh9f2ff/2Tl7NXkAQFLxgx2DpA4BcCtrCywCuHcEBhGQFlAne3wxlw6jPX1/GxJtHRITDB/6REzxM1Sg9GgKjITAaAoMCgIu4QeGSUUeMhsAwD4HRFcBo7aGHDx9aKNioMGpAIh7e5n78//5DhruyDIryjMoQKTqQD/7fecrwUIVRE3K0KLw3Ahn4F9Qx4xOUATkD3O4HtY3Bl0OBGqCQBj2k3Q9qPMIOAmJk+PPr+4ubxz8+vyOhZS0orwNv+kMa0PAZAJCxMPz2zsXX14/zSiqLapmzcvNDhWHNaygXRIEaphBzQN0M0LojkOifH19fXzr25ck9UUNbARUdkBDISVAaRoGNg/cgwC1y+FSApKEDjyRogT5IH8gSUD8BzgZ1AMC6QUbBGSAO2LOXD39+dl/SwJ5fXhMkhqoAMmsAbnaD+hIM/xm+vn789Pw+Ni5eWQMX0LXHYJeA1gWBwhe82ggmAjINK0ay4vndk8/vnpRSsZRQAl0HBg0cyPlFEM/+Z3j96NLj2wfFZAzklEELkKD+wrEl4N+f30xMOM6BBcc+souePjs3Z14z8sD/6LIf5PAZZY+GwGgIDDYw2gEYbDEy6p5hGwKjHQC0DgDm6UCfGD7c/X+TkYFBmVGDlwHW/CUlRZC0/gfN4HcMr2//vy7MIKrMqPGf4R8TAzNo4F8bPPAPaiqCWrCEV/vAegjvnlx7fv0on4SSuKYlCwc3pD0KImEKIHsA0NzAwMDw58f3N9dPvr93VVTbXEQT1JYFtYeRWrpgLaC2Ocg0iMPAQu/vXH594SifvJqogTUzB84rBUAzD+CxdpAmSMsYZAGoUQ6eCjgoqKQrbgCdCgA1x0FWQbsBoFMy0V0C2ofw4dGNFxcO8kkpievbMrMjWY2iGNpJQu4DMPz79+zigY9PbkrrOQpKq0Otg7gKeS0QyK3Y8X9Ghm8fXjy+foCBgUFWy5GLH3ZCFNxqWC8CIvDjy7uH1/f9/f1DXs2Rl08KFH6g0MAyFfD/L84OAKjjB3PO9+/vHjw8evHiYbSB/3Pnzo0u+4EF0ig9GgKjITDowGgHYNBFyaiDhmsIjPCTQCHRirUXBFkO9OP/98cMD+QZlGUZQYvRIepJJYnfAYzV5N8Mv279v/qD4Yc6o/aT/w8YxIXk1BxAQ+yM0GM9QS0/cEMS1PiGNGghC/3hzXoGhh9f3724cfz7pzeSOra8UtBJDIh6iFEMDAx/f/9kYufA6gaQICPDt9fPXl869vfXD1FdS14ZFYggiARj0PA42BmgTgkDw4/3L19fPP77y0cxE3seaVDogawDqwQRUJUgJqi9C1m+Amr1gkXADKiS/wy/P394cXb/r88fJQ3teaSgUwHQdjmonwDpDYAa/WDNDL9/fH156fDXV48kDR355NQggnAS2Rng7RHQjgRyH4DxP8OHJzefXdzHL6Umo+MAPrkfpAzkJFgfAG4gJuPFvVPPb5+QVDGXUDFHk4W4FWwOqHsDkoV2LRhe3j/z5O4xKQUzaXmQLrB70PsAf//8YmYmcNfEi5eXZ82qRR74x+zlguwdxaMhMBoCoyEwyADGROYgc9+oc0ZDYDQEhlMIqKmpnTt3DtNHd/7f+MzwyZDRgpLWP6h1y0BRmcbKwKbNaCjOIPVVR1RA1/T7t3dXTi158/L6fyYG0MHuTIwgBhOoM/AftPKH8T9YBGQniAtqFr+6d+72oRVsPIJqLnGQ1j9IJRMDSA0TqLkO4jIyMIA1IkyDmAknGRk4xaXkXEOENAxfnjvw+Mimn5/fQjoPEC2gZfyMjCCSieH15eMPd63iFJVUDEjgllEEmQ+2CKEe5jaIXpACSHcFrgzkO/ABOYwMrHwCsg6BwhqGj49ueXH+4H+Gf1jNgQh+eHj17s5FTCysqp4JvPJqEJORSeSI/vv7J0QXqB8BdgCoewB2m4CMuqpT7K/vn24cWPz57WOoOCg6Qb0GkC4QGxR6IDZYLwMjw7dPr26dWPnh5V1Vi1BxFXNwRwbkCzgDFD6gUAJphLgKtAoLbJS4oommSfjHt/evnV/17ctrsI3gtVtMYBtBS6oYcW08gLj/5++vt27vQGv97969GzTBwsCA1iVADodR9mgIjIbAaAgMBjA6AzAYYmHUDSMlBEAHIUKuUhopPkb3J9o0CITbVdkjx6Tyj+n/p//vBf8KcjPwomsjmk/wFjD8Jv1k+HH//y0BXTMeYeiK//ev7ry4f4aJiVlcyZRfXBE0qAweQf/PyPD37y9mVtAIMbj5yPDl3bMXV48wMDJI6NhyCUtBBEHWQRqsoDYltCXKwMAAOmKSjR0kSwj/+/P7zeUT729eENIyEdG1YGRiBF1QxQrS+/npvVdnDrLxC4kaWrMLYWz2BQ19w0xHYoNauCBvgKRAI9+g9ixoxB3Eh7SdQc5k+PXpw8sz+359+SRh5MAjqQAyACQLGUJn+P3104tLR76/eSZh5MgrC56gAOlHx6BAgIn9+/OLhYUd0UKHr84HGQsdoX9759yzK4fE1cwl1CxAboPYBp4HgDkZatzLe2ee3zomoWwmoWYJFcKgILb/Bw3kg0+FglsENRZ00djTu8efPzwtq2wjIWMIthFlHgC05AnDWAZGhjevb02fVobWysc6u4Wpe1RkNARGQ2A0BAYDGO0ADIZYGHXDSAmB0Q4ApMUPWRu9e/duTzcveUZlURYp0FWvzEyMjMwf/7399eOLBNLpQHRLHC8Znv3TU+IVgjb9IfaCGpGMDG8eX3l5/yw7j6C4ihm3EGjhOAMjqBHPyMIKYvz///LGsbf3LoppWoiATvkEt6Bh7X5QAxvMhhgFbXz++8ME1guxBRcJ0gKW+/Hu1ZvzR359/iCib8Ujrfjv3983F459fnRb1NiWX00XpATUQgfRIIzMBvGRMEgKjMGtYYgEqOELciWWbsD7WxdfnTsoqKovrm/HAEm+jAzv715+eeGwgKImaKsAM2KbLNy1EGNBJMgqEA0y/s9vJhY2kF0Qq8EteggXQYKXMz25sJeJiVlGz5mTRxi0+oiB4c+vn8zgPg8DA8P3z6+fXN3/788vGW1HbkHQBWpY7IXaCYqI/39/MzNBOgCglVMgA8EOADntP6gP8Ond40e3DrCxc8urOnFy8DOg7AkGuxJuGgPD37+/Hzw4vGzJpNHWP1KojDJHQ2A0BIYeGO0ADL04G3Xx0A2B0ZNAQesvGBkfPHiwYsWKnsp+OWYVViZ2RmZmBmYmRiZmUHuNieHn/x/PPt6Enw5Eh+j+yfDz/v9b/AamkNY/tEEJXp0Csh28yv//v3+v7597de8cv4SSqLIxO6/Q//9/GZhZPr24+/zKYU4BUTEtSzZeIcQaFciQP8jDoKVB4MUnoMF3sIEM//79ZWIBN51B7VCQGC4MdQxY+vP9m28uHOMUl/7y6C6vvKqIkTUzJxfIRrAsFgLJcIQ5oHY8tK0PaXlDNILYoHY6VAo6VM/A8Pvz+5en9//6CpoKYOPhf3XhyPf3ryRMHHmklSAaESSSdVBB8GwJhP3v7x9mZhZ4+xtuPshe+D5dcHub8f//51ePvrl7VkrHQVROj+E/w78/v0F9LQaG1/fOPrtxREzZRFLdGmIsiMS0FyQKxoygNjs4aYEnGcCTCXA3gPSB+wAM//8/vn3o1dMr8qp2YhI68D7An78/kbcBvH93f+qkQsymv5ub2+glX+DgHiVGQ2A0BIYMANdAQ8a1o2A0BEZDYDiEgIqCqgKTqjKLFiMLMwMTEwT9A23/ZGZgYuBg5JEW0nzy87ngN25SlwORsQQINPCvryQtHAhq/aI2+uFhDWo9szCJqpoIyGu9uXvu9uEVQgq6oqrGLy4f+PzivriOtYCCFkgxeKQfYg6oxQ9qYII6NaBRf7AUyBxwlwB0UQDxuxUg5jAwMHNxs3Bw/f3x/f+fP8wcnEzs7Citf5gyqANADgJjJHEQH+JHcJsb1N5mhLSMwb0UkGPBGCQBZbDyCso4BX24deHJ4U0MDAwCqvoqNt6gKEMzFuQvDCFUgf+gBfKgNXAIYViE/YfaBnLMf0ZGSW1rbmHpp5f2fX37VEbbgZGJ9efnt8+uH/r17aOyRRCPsCzII8gYYSKyKIj9H7ysnxFqESOkfwO17j9om8B/JgbGf4yyqva8AjIPbx/49OGJvJIdKysnIxMj439m+GFND+8dXrygB7P1DwptkJ9Ado3i0RAYDYHREBgqYHQGYKjE1Kg7h0MIjPBVwrt373ZzcxNjlJRjVmFhZgM1IpmhrX8GZqZ/DP9YGFlB7S3IsDEj44dfr369f0PScqB/oOM7iW1Z/2L4ee//LT4j0MA/qGkOthfEAKc1EAPSrAS33UHtPEhzm5Hhx5d3b26f/fT8Hr+Mmpi2JejMTYhKyKg/pIUNFkFp+kNODQI1lEGGgVY9gS0Cc2AsHPSf71/enT/5+e51ISMrAQ29318+vTl1+NfHt8JGVnwqmiCnImsEWw0VQGLDlDEyQtr3IItBDW6QSnB/ADQqD+IgBCEinx/cenXhCAs7J6ew5OfHd8QMrPkUNUFtZ7BiBIFkF1QQSeT/37+M4GP1GcHD8CA3gJfiQKyAcBEkaIfA/3+/fz29fODzq4cSqhZPruwTVTaW0rSBmoxGIVmEJvMf1sMBGQ4ylgG0sh9sNUgEFEOgTgHjPxD578/PR7cPfXh7X17FXlhU7d/f34xMzJ8/PJ3Um4XW9B897QctnEe5oyEwGgJDC4x2AIZWfI26dmiHwEjuAOzevdvXzVeeSU2QRZQR3u4HD/+DmsLQJUDgcWBwQxzSvvz579vT5xeJXw4Ev8CLYEJ5yfDsr4Eij4gMAyMTrGUMHQUHtfPBjXVGEAluWkLa9OC2+5c3T15dO/7v9y9xfbu3N8/8+vJRWNNEUBm6EB9kFEQXWB90HgAkAvYa2ASQ+UwQaYQzQRoRPBTWh8tn350/wausIWRkycLN8//Xb0ZWVgYGhs/3brw9c5SVT0DEzJZdGLQJGGQyTCtOA8G+AjkEVzcA3DGAKPj26tm7S6d+vn8lom8toKL79+ePr8/uv7pwmJ1fWMzYnp1fGGYbmEb3E6RtD5YCtbr/MTEyQ4SI7wN8fvnw5fVjv3584RWVl9CwZOPEvkEc7hWoZcgU2FXQtj5YHZiNfT8AeHXQ/7cvbzy6fUhQVEVB2eHpo1ML5rSitf4hXdnRZT/IwTzKHg2B0RAYWmC0AzC04mvUtUM7BEZmBwDSWpJglJFnUQW19ZmYGOAdANDGX0YGJua/TH9ZmEEn24DWxoBbbJAOAAMj48+/3959fSTwgZ2HiNOB4NcJ40ko0IF/QxNuYZn/jP8ZmZhBbWWwpaDRYgiDAbpeH1nqz89vr6+f+vjouoiWubCaIaidzMj45dm9N9dP/f/3X0TblFdOFTSgDJ4xAGkENaLBLV6wCLR1DulLQI6nxONKsNTXR/fenDzCzMEubGrDJQVd9/L/zx9G2Nbb////vTt7/P2lMwJ6JkImllhvF4a6BGwgiAD3r8CNYDAP3CYGsSCTACBfgWYAfn/59PbiqU93rwnrmYvomjMyMDH8Z/j76wczG/u/v3/fXDj67sY5ET1LET3QOfog7aABdAiNSoLDE2TqP9AMAJK9oCY4lAsejweFFpgBEfz1+f2rGyc+Pr8roW4hIq/39MrB909vSGhaiyqBQh7VDjAPZhGYgyD+/fvDhLT3AGQ4/nkAkFsZfv/8/ODG/sqyjIiICOQbvkYH/hEhO8oaDYHREBjKYLQDMJRjb9TtQy0EkM/AGWpuJ9O9u3fvDnALlGdW5WMWwjrwD+oMMDL9Y/rPBF4fAmr3g1uosOYy+LR7BoaP31/8ev6MpOVAWF0MHvhXADf9QW3af///MrKwgpqOoEF6EA0dswe1RmETAuCFPe/vXnp17QSftJKIphkLNy9I2b9/oO3LYE0f7l17e+00KxefsJ4Zp4QsxPGgpjW86Q9p90PcBGFDvAkRgZNg0xgYGH5/ePfu3MnvTx8LmVrxa+pB5CGS8A4AvGX/8+2rtycO//70QcjMmkdFHaIYnYRoBvkL5FWILKg1DHIlqMUPEQH1V/7+e3fx1LsLJ/lVdYT1zVm4+SDKGP8z/Pv9gwl2Gs+3189enT307/cvUSNbyO1jEF9DzYFRcEeCdtYygnoRENNADsGxFuj/37+vr514ffO0sJK+mLo5KxsnyFX/GT6/fvD86hFGJmZJbRseEWh3CGYPIrLgIhDGv7+gA5eQ5xxADsDVBwC3/v/8+Pbs3omlC/rQBv5HW/+QIB0lR0NgNASGARjtAAyDSBz1wlAKAdARLCNjyyBk4F+aUV6GRQn7wD/48B/QkD8TE6hvAGkQg4bGIW1VMAm5rArUWmT88fvr83uniF8OhJYsYAP/xtzCsv/Bxv5nZAAND7NCt9KCmqpgO0EMsGYQg5Hh66snr68e+/fnt5ieDbekHEQQfJY/qGUJUgjT9e7auffXznCKyQgbmLMJioIaxOAOAEgLSB1oFRCIzcjw/z+48wARRCX//////uyJDxfO8OsYCJpYMrGBrhqAtFkhCv//+QvveIDbqxBhhs+3r78/dZRVUFjYwpZNGGVxDshSqCoG8GmeYA646Q8KWvC4O4Tx6caVt2ePsYuICRtYcIhKQe2FTA78Z/j36ycT+OoDkH6wr9/fuPDm/BFeBXURQ2sWDi4Ui0CKQF6G0KCuHcwckLFg25Hb5ZBW/od7l19dOcYpKCGmac4pIAFSCWqsg6YLQJ5lZHh9+8yL68eEFHQlNK3gZ4PCrIDSyNQ/8PGjYN+BDAEZCHEGyFjQyiSIvRBxBgaG148uzJ1cg7XpP3raD3LAjrJHQ2A0BIY0GO0ADOnoG3X80AuBEdIB2L17d6BbsAKzKg+zAKhxD17rD9r1y8QE6gyAmv6MoMX3zOABfmYmUKuUkRkUneCmOYgB7g+AVtRA9vSCOgYMP39/effxoeArZh4ilgOBDIFh0MC/vgK3iMx/sDmg9SyMDKDzYZiYQM108Bg/RC20CQtuuP/58fX1tVOfHt4U0TEXVDcAqwQ3e8Gy/37/YmRjAwsihp///vzx/urZDzcu8qvpCOqaMPPwgIyFDPmDGqEwlTg6AJ9v33h38ii7iKigiSW7mDiobQrSj4r//GVgBocVqjBoUuLvn3enj3+8dE7AyFTQFHxDFti9UIVQNnQGANTkBbWpoZLfHz14d/r4358/RMxteBTVwavhQct64MpAMwDIHQBYoP359uXN+aNfHt4RMbYR0NCHGgenoJaCPQ+2DmQgpAmO2gf48vzR68tH//z4Lq5nwy+jhuyA///+MjJC0gGoR/Hr68cX1459efVIQttaSEEHbhU07uB8MAN8bxoHyFJQix9fH+Dz28cpIRZGRoZYW/8Mo/f7gsNzlBgNgdEQGB5gtAMwPOJx1BdDJgSGfQcAMvAvy6gkxSIPauujrfhnZgaNBINb/P9BvQJGcK+A8R/jP2Zm0MZWUIufgYEB1A0AtxyhjVUG0OlAoBYn47//f+4/Pir4kR1zOdBfhj/MDOhHG/8Cn/HPa4gy8A9q+kMa5cygZiW04Qi2ENSMBjPe3774+upJXhllER0zFi7Qmh9QIoPoArdmobrAbFDLFqwL0h/49enDh8tnP9+/JahnIqBvzAg+8h+uHsT49xciCDITjH++evH+zMlf794KWdrwqGnAm/6QlitYCag5DrLoH+jEVJAIxEYQC9avADvm56sX744f/vPli5CFNbeKKlgebh6oqwXlQNvfDL/evnl/7tS3Rw+ETC0FdY1B6iFzArBmOtQNaDMAYLtAisH4y+N7r88cZuHgEDW15xCVAIuBCJBnQTRINdwcEANmOGi906f3by6f+PTotqiupYi6CcR5KGpAJwiBYgrkfZivPz278+LKEVZ2bgk9O05BcZglUBqVAiUjkIE4+gC/vn95cev48vkTMJv+DAwMnZ2dRkZGWKVQbRnljYbAaAiMhsCQAaMdgCETVaMOHR4hMLzvAtu9e3eoW7gcswoXMy/KwD8LM+gIeCZmBtCQP9N/EMkIXv3PCGrZQzoJ4CF/SAMa1DQFn5MDHbCHxf3Lt9efPj/PzSMqIqz+9R76ZWH/GP4yMaAMjWMf+Gdk/M8EajH/+fuThZ0TZDa8WQ/iMHx99fj15eP///wWNbTllpSDOgk86g9qgIKasqBxaBAb0hhF1Q5Rz8DI8OPVi/fnT/56/07AwIRPGzQ0DmoNg835/+cPEysriMvA8O/nzw+nT3y6cknAxAw6bA92BoIABQeUBzrPHtQaBm9chopBHQPiQdwD6ikxfLl+9f2JY2yiokLWdqyCgiBZsMthu5tB3Yl/P398OHPq46Xz/HpGgkbmzOwcICUQ67D1Af79+sUEPoAIbhqUAaPeXDj+7sJJQR1jYWNrUPcPIg5zFcN/2Amk8Nb/379vLp14e+WUoKqeiI4FKzsXqPUPsRrUWAc5EjTz8OcPE3zSA24a2PCX146/vnFKRNVIXNsKcuEXJFTBknACbC/EUpCxKPMAr+6dWzCxFmv7HtKbffDgAdo+YLi5o4zREBgNgdEQGKJgtAMwRCNu1NlDNQSG60FAu3fv9nTzZGfgEGeWEWeRAY3rQ476YWYGNQTBQ/6QFj/ywD8DEyOoMwBahwPuCYBaruD2HZiAtrDBHYP3Hx8+fnqagYFBRsaEX1CegYHh1+8vH949EHnCBF8O9B/UqofqhAz8v2V6I6JgICynw8zOAWoXgpf9/AeRIKX//v4G3aUFSUrgdvmf719fXz31+eFNYV0LIQ0DkBZQixjUKAWpAqtBCEKtAsnAG/0QBlQNWObbo/vvz5369/evoJEpt6o6ROr/n9+Qxf2frlx6f+I4l7y8gJklG6SZDml/gzwP1o9J/P0HCl64OMwZEJPhwiADfv96f+r4p4sXBEzNBczMIQoYQZNQoIb1xwvn3p88ziWvJGhiziYkAhogh1kNYoP0g5QhL8X59+cXEwtoogZiC8RACBtO/nz/5s3Jg78+fRAxteVVUoMYA5L9/48RfAwo3PBPt668PneEQ1hcRNeCU0QScz8AKOzBnYH/v1HtBRmHwD8+vXlx6fDPz28ldGz45TQQEnAW+ORTkL2ofYDPLx/MbM5WU1PD2r4frlkVHiqjjNEQGA2BkQxGOwAjOfZH/T4AITD8WhUPHz68detWmHukEqvW+3+vXv57+uv/Lwk2OXEOBVYWTjwD//9BPQTG/0yMoLM7WcBngII6AOBIgazUBzUAGb98ff38+fkvX19JShmKimuC+gxgcVDrk5Hh84enjNcfoi0HesXw/Je+HI+w9Jf3z14/vPjt3XMhBR0hBV0Wbl6ILhDJxPAffAQQeM0PqBH9/taFN5dO8MqrCuuasXCD1u6D2sMgGdAQO0gLmA0R/PfzJxMHdPcwZqMf1OoFK4ZIMTAyfL55/ePZ08zc3AKm5hxycv9+/fr16uX7E8f+/folZGPHpaQEap6CvQ4iQHaAaFjPA4MNFkDYAuNCaYjVsMD8+eL5+6OH/377JmhlzaWiwsjI+PXmrffHjjJxcAhZWHPKKYCUg9vZUDeAbUew4VL/Gf7/+Y22cgnqQajFIAqsm+HT7atvTx/hEBUXMXdg5RcAOfXvH0ZmVpCx/xm+P3v05uzRP9+/ihnb8sqrQwRBsYrjXKC/v34ys4A2Q4MsAKmD0sjUh0c3Xl4+ws4vLKlnx4Z6QcG/3z+ZWTmQezK/vn16df3YyrmTsA78jy77QQ7YUfYoGA2BYQlGOwDDMlpHPTV4Q2CYdQAgA/+yzMqirNJ/mf+zMLEyMDF9/PPmxc+HH/+8EedUEOdS4mYXhBz1A13twwRa/AM6h4eJCbQUh4nxH8N/0EntkIYdeLwf0ij/9evL82cXXr++ISGpJyFjALpHlpER0RCHjsf/+/Xr+4eTRyCnA/1i+HX//y0uI0NuYWlQ2xTUtmX49unNu4dXPj27IyCvJaikw8YvBDIfvAoIdJwOA8PXF49enzvMyMwsbGDJJSkHSj1gw0HNVjDjP0gI1A0AmQl2J2gsnJUN5BiIFJiEcsFaoHrB4iACvEzo0/nzn86dYZeUYuLi/Hb7toClJb8ReM09SAV4uB3CAC1TgbGgdoO5MDaMBguC3QNjgWY2oGxQsxrMBAfC5ytXPhw7xiEr+//nz1+vXwtYWfNq64KUgM2CMmAD5JCOB0gQ5A2ww8BSmB0AsG6wLXACbB3olKTfv96ePvrxxiVhE2tBfRPQRl4mlt8fP7w/f+LzvVvChpZCuqbIjXKYpYj1OSARsAUgl6CenQUNarilYMb/v39fXT329tY5US1zUW0LsBiIAM23sLBBTGP8z/D65unF/fW4mv6jy35AQTaKR0NgNASGOxjtAAz3GB713yALgWFzFQDEI92VfbKsKqCRflZmBkZmBtBxPkyghj4D47d/n19+f/Dq2wN+DnFJXjUBHmnI9l/QBlwm0MA/iAFajs/ICNkSABqxhi5Q/8fw//nT8y+enRcUUZGQNmDj5IO0vEHNPkbwFmGYYpAIA8Ovn18+vboncPfHN0NpbhFw0x+sANTNADFAbfefX96/v3/148PrfLKqAiq67CLijEyMv79/fXv55OeHt4X1zQU0DUCJBdxSh1oHb1vD2vSgngNIEQPoMH5W0IZjkAMgTV4wCeKCFUBNAAtC2BDy0/nzH0+c+P//v4CVFb+pKUgtuI0LYoCcCaHBJEwc1PwFC4AIsCCoMQwxGeI7kAQYw5XCZEGiMPaHY8c+nj7DyMIi7OLCraEBUgtZlA8Z44e39SHdD7BFIDVwccgMAOwOMpDJ8PCBcsAUzDowh+H7s8dvTh76//+/qLXT9ycP350/ya+hJ2xgwczJDTccxAB3MEBtdJDtWPoADCA/Q4wEk6i2gIWgxPe3L15ePPTn53dxfRteaWWQ8//+YWJmZfjP8PnpvTkNObjW/Iwe8w8NwVFqNARGQ2AEgNEOwAiI5FEvDqYQgLSby8vLB5OjSHbL7t27vdy85JhVhdkkGVmYGJhZ/zH/Z2ZiBTXxmcAne4LW2YNO2Pz979frr/dffr7LyswhIaghKqjCABv4B23wBTX9wYPWTODNu+BR+Tcvbz57fIaTS0hC1oCbTwLUpMbW6AeLM4Ju8mJiArMZfv/4wsrJ858JPEsAaRlDGu6wNv1/Robf3758uHf1490rnGJSPHLKr88c5lVQF9I3Y+HihhgCbveCW+KQJibEBPAgOCiYwIKgXQT/EIfxgzSC5MC6IPbCW8Zg9SBJRobvDx++P3yEkY1N0NaakZnl3f4DTKysQo4ObGJikIYvSBmouQql4WaA+FBngZigTbEgGoxBbWcwA1k13FKYzPdHj97t28/CzydgZ/vn3Ye3e/bwaGoKOTqCdJPSBwB1e+CbcSGGY9gF8gGG4IdLZ9+dOsIpLSdkZMEhJoUy8A/SAL6JjEAfACkIkD0LcQYG+f7u5VeXjnJLKojpWrFwcP75/u31leOr50zGNfA/uuwHIwhHBUZDYDQEhjMY7QAM59gd9dvgDAHQJky04czB6VBsroIskBBllJBlVWFmYWdkZWZgZmFgZmZkYQaNjjMygob/QSv4Qd0AUBMffKDnf0bGN5/vvXp/6/ffn2LC6mIiGsysnKDD+MGN9b+Mf5jBewA+vn/0/NGZP39+Ssmb8osqgYbMwWc/gsyBNOIhzWvIQiBwK/DvP9D2UAwF4LY4RAuEBGkEXf0LakUyMnx9/vDtheN/vn/jEpcWMgRtgYWIg3wMa/GDvAPigzHMEJCTwK3b//9hO3EhXDAJlwXrAbsBZC/Dny+fP5049e3OXQFrS14jyDwD6GDKD0ePfzp1WsDGms/UBNQWh2qD9zbAfJDLQAyIDSAW6PYqsCiyEDIboghs9f9//z4cPvL5wkVBe1teYyOQzH+Gvx8/vd216+/3HyIuLuziEtDDeSBGgmcDIMpAToILgpvpWDoAYFtA6pExsmP+/Xtz/OCnG1fEHN0+Xrn4//cfMTtXdmFQnwdiPogEGw5i4OkDoHSSQJYh+l0gHhb899eP15eOfbh3RVTXakkPzjU/kIF/Nzc3zNN+FBUVHzx4gGZ0RUVFe3u7oqJiTk5OcXExmiycS1ABXCWEQap6iC66kb9//25pafn27Vt3dzeplm7evHnVqlXt7e0yMjKk6h1VPxoCoyFAIwCawqaR0aPGjobAaAgMsxDYvXu3j5uvCrO2IJs4ZOAfdLAPKzMDE9Nfpv+gVRagpj/4gi3wUn7QCT8M4FU9TIzCwqrCIqofvzx7+ebG05cXREU1RMQ0OHmE/zMxMDGxf/v69sXjc58+PJWQMxKVBV3thNGmh47rQxrZoMYfqAnNyMjC9g/c3ISIoMhCxEEzEuDGI7hl/+vT+3dXz357/ljYwJxLTvHj9UuPt67i09AV1DNm5uICaUdufkPa/WBzEP0BsDkMDNBpB1AUQxSAWKBGP8gl4M4JSICR4fPZ8x+Pn+TS0pBMimfm5gK3qEEyDIwMAjaWHApy7/ce+H73nqCLI5uIKFgCZAioNQzlQCmQRhCGNJbBgsj2ggWgVoPZDIwM3+/ee7fvAJu4mFRCHIsw7CRQBgZmfj7x0JCPJ04+X7FCyMGBT9/gP2juBuTz/6CbgiH6QYEGsgFyuBJIAuQwFCsgCkGKICwoCVfz7dGDN4f2sIuKy4bFM3Nw8ChrvDt9/PH6paJWjvxaBhAjQSQIQ60DM8EuAe0fB3WUQcaD7k6GGo6gQBIIHiaLmZ2DX1m7PDUmIiIc6zk/EC2QbTn/QVZBBBDk+vXrf/78ycDAEB4e7urqmpKSwsDAICUlhVAxMlj////38/M7derUjBkzyPCxurr6+fPnTU1Njxw5oqwMWpRFhiGjWkZDYDQEqAtGOwDUDc9R00ZDgHAIdHR0PHz4EE+LhLARdFcBGfgXZ5LWY7cAHQQJWvYDGvhnADGYGEDH/INP9weNB0MmAcCNRdD5niC3glqEoMF+Rl5BGV4h2W/f3715c+v61Q28AtKi0rqf3j9+8+yqqIyulkYEEws7aIENuG0H0oU02A9qgoMb36DLwmBNc1CTGDxLgJCF6EVt9zMwMvz7//f9lbMfrl3g19CVD45lYmP7z8QoZGbFq6754dLZR2sXC+gZ8+sbM0LvHwC5H9EfAJsJtQLUuIc2mEF+A0uBnAoSBwmAlIHpHw8ffTh4mJGNVSTIj0NeFiwGIv79+MHEwckAWujOwC4jLREf/fHIsReLlwnY2fCZQPcEgwwE+Q3kDERngBHUMmb4B5t8ABkGXkAFZoAIsGMgG3A/HDzy9foNQUc7Hn09kBQYg5rXYDX//zPwW5izS0q+3b3n5/Pnwo5OTGwcYBnQYnsQA4ShjXKQUxlBq3T+g84QBRuERICcisSFM98eO/jpygVhKwd+HdAdCP9+gVrSQqaWnBKSrw7t/fHymagV1FKQq0AYah2YCfIpyDqQc0BGgg4CYoMeFQXiE4HfXj+zpBvfwD9kPR6eS74MDMDTNQwMnJycMjIy5ubmRFgLVbJw4UI5OfCGcqjAEKbmzp175syZU6dOkdd8V1NTO3v2rKura2Fh4aZNm4ZwQIw6fTQEhhEY7QAMo8gc9coQCQEjI6Nbt24NoQ7A7t27fd381Fj0+FlFQKdAMjMzgFb+MDEwg8b+/7Mw/2H8zczKAhpEBjXQGRGD94ygzb6gZjSkHc8EauExMDKy8wtL81uKyxu+eXXz4c297JwCCjquvKKg0/1Bw/kQxZD2NKKhD5pJALU1QQP/oGYxqE3/5xf0Oi2wMoi90PY3yCUgZRAtn+7deH/hFLuIuJR3MDt4oB1kETjBsAgKiti78Lx49v7cqc83r/IbmvBqaUPa3mCXgxSBDQGJgTDE5H//QLMfMEeCh+VBKiH479cvH4+f/H7rLr+NJY8JqBEJ0giRY/gPOvsIbAi0Zf+fgd/GikNe7v2+A9/v3BVycWIVFQGphTT3QX0qUGsYJAKx7i+oB4TgQlkgz0KYX2/cer//IIecLGjOgY8XyWqIPFTl//8M7PJyUnExb/fue7ZksbCzC6e8IrjZD44mqCoQGyQIngcALT4CcWDm4KC/P3n0+tAeNkEhmfA4NgHozAPIGWAfccoqyIXGvj6y79G6RaLWLtyySmBhUAcDEndQLjhMIX0AkL/Bc0pYLMTmnp+f3r88d/Dq8YN4ctnu3bvPnTsXERGBRw0W64gWunnzJhcXl4KCAtE6UBT++PFj7dq1GhoaxsbQPiGKNH05ixcvTk9PJ6/1D3EpOzt7c3Ozg4PD27dvhYWFIYKj5GgIjIbAAALI0NkAOmDU6tEQGA2BwRsCu3fvZmRkjPdI1mO3EGAXY2RjYWAFIxZmBhZQN+A/G/N/ViZGVtb/LKBDQP+xMP1jYfrPwviPlek/K0jkPyvjPxYYYmb8D5b9z8L4+tX1mxfWf/vyWsHAi09M4cmtI3fPbfr4/vF/Zsb/zAwgxMLwj5kRjv4zM/xjYgA1nZkYQLf9gtkMLEz/mKHKQBrBgqCTfyAmgKQYvr95/mzf5g+Xzwmb24i5erKJikJmGEBtemaoUQxMDBxSUhK+AQIWVp+uXnq6dsW3h/dBbgAZ+P8f0///jP9BumBWg3YvMP4DkeBdy9Bl86B9zyAXfr5w/sWCJYzMzBKpsTym+qCGLSN4bTuUZABtk2ACifwHmQzSwsDIwC4nI5EQwyYt9XzR0k9nzsHNhHZCQFspwE1yRgbQwipw/4EBWRDcL/rz9dub7bve7d0v6GAr7OvFzMeLJW1BWswQExgYGNjYRDw9+ExNX27c8OHkcVCwQBRAOh1gZQhBmBQWY2FC704eeb51Hb+uoYRXAKuAIMQj/xkYmNhBczsg7zAwMLKxiTt5CBpZPN+96e2ZIxDzQSSopQ+e0wD36CCKQbuUoXtLoCEAEgc7DNRhAHUXQX1OiLL/jIzv7lyakR/z5Rm+63shy37Ky8spbP0vWbLEzs6On5/f0NCwpKTk+/fvsGBgaGtrO3jwIJzLwMCwYcMGHx8faWlpISEhW1vbxYsX//v3D1kBMrukpCQnJ0dEBNQVVFRU7O3tXbdunYODA8SusrKyHz9+IKv/////rFmznJychIWFxcXFfX199+7di6zg+PHj5ubmvLy81tbW58+fh0hhFYRIIZM3b940NDSEiygqKnZ3dzc0NGhoaIiIiAQEBBw+fJiBgeHw4cOhoaESEhLKyspJSUnv3r2Da2FgYDAxMWFgYMDcU4GsZpQ9GgKjIUA3MNoBoFtQj1o0GgJDLAR2794d6BakwWoow67KyMbGwMrKwMbGwMYCQiws/yGNflbmf6xMDOxsoEY/C7TRD+0DsDD+ZQW14OGN/n+gzgDDmze3r59e9eH1XSlNW1kDV1Z+QUFFXRW7CB4x+WdXD94/venT28f/mRj/gS4JRjT6/4Mb66BGObhZ/w/UPWAA9TGYGSG9AjQF/5kYfv/4+ubUoed7t3BKycqExXApqUAa8VBD/v6Ca4SI/Gdm4FJVkQwP59HUenf4wKvNG3++eg5qlULa/czg40fBDVNQo/YfqEsAaoCCOgkM/5n//2f6/+PRo5cLl367cVs42FfA04mJF3SyEMhSiC6ISpBpoP0MoI4K6HSj/wxMIL2QzgC/vbVoaOCXy1dfrVj9++1bkEXghjiIAWvyggQgBoJYoBF6kCMZGb5evfZ8/iJGZiap1AQuHS3kVjIWNripDRIHG8JrqC8ZFfXt3t0Xa1f9/vQRIg7yHcxSiBWgSR6sqRis7PvzJ49XL/r55pVMWCy/niHIELA4MgNqDthSfi092eCY788eP9m0/OeHN1DrwA6DKIOQIO0MDKDDozDa+qA5H7B6kBpGht/fvzw9smVxayWeo34ePnzY2dnJwMCARw1WL2IKzp49u6SkxNfXd/ny5REREfPnz7e0tPz8+TOmyv///0dHR4eFhSkrK0+cOHHy5MkaGhppaWnBwcFo7XiI3o0bN06dOnXu3Lnw/sncuXPz8/N9fX1XrFgRHR29cOFCS0vLr1+/QtT//PnT0dGxtrbWyclp8eLFU6dOlZWV9fHxqampgSj48OGDj4+PqKjo/PnzOTk5/fz8fv/+jVUQoh6NfPv2LT8/P7JgV1fXjh076uvrZ8+ezcbG5urqOmXKFGdnZz4+vpkzZ9bW1p4+fdrY2PjDhw9wXdzc3GxsbC9evICLjDJGQ2A0BAYQjC4BGsDAH7V6hIaAmpraihUrKG9/0C74ICv+pZkUtDhMQVdlsTCDVvuASNByfwZmpv8QxMIEOnOThekfw19GZhbQiDgDZAcw2GmgRf+gIVtIC5iBkeHjmwev7p37//+fmLIJnxTokJ9/jIz//v1hYmFmYGAUVNYTVNJ59+DKs0v72XgFhVUNucVB6+YhrUAoCWvtgbggS0AH+4CWioAbmhBBSMP649ULHy6c4VZSlQ6JYuGBXgAM0QFqLDIwMLAy/2cCLUuBaoeYDCZ59HW4tTU/nTv3ct16bk0NPlNjFn4+kFLI+De48f3vzz8miHbw0PvfL18/Hzv1/fptPntLHlPQmh+oLSArMTB4fwLIXrgMeIU9aK7gPwO7goxEUszHg0deLFgi4GDLa2IEauODVYLcAFqFA+ZAHAN28J8Pnz4cPPLr6TNhD1cODVUUk8FqUQjQWiqwAHStPagx/p+BgU1CTDIm+v3+A0+XLhJxduVR04DYC1IFtgtkO2QdDpgLNgJBvDt97MPZU0KWNgIGoIFeqASaSjAXZCDYif8ZGNiFRWQCI9+eOvJo/RIxKyd+dT2QLAiDLIesBQJ7EdQBwBmkYGM/3ru+sKHY1XU21Gps1G6qLvt59erV+fPnIW10Ly+v0NBQHR2dWbNmYR4N1Nvbu2HDhpMnTxrCxtGjo6NDQ0P9/f1bwADZsU+ePElKSsrMzAwKCoKLv3nz5uLFi5KSkgwMDJ6enuHh4RoaGjNnziwqKmJgYCgrK3v27Nnly5fFxMQgWkJCQqKiotzc3PT19UNDQ0+fPv3u3bvJkycrKirq6+t3dXW9efPmypUrmIIQKyCGIJOgLdlIfC4urgMHDnBwcDAwMAQGBkZGRubm5hYVFfX29kJUBQcHy8vLT5s2raqqCiIC7sSNjjnCA2OUMRoCAwxGOwADHAGj1o+GwGALgd27d4e4h2mzGnOxCoBa/6Dl/uAOADOo9f+fiek/aOMvaGgf3BMAM5hY/0FqdtCif2ijH9TGg6xRYWD8/OHpm4eXf319L6xkICCrCRnrBXUMQBeHsYFalrBWnqCqHr+K9vt7V56f28fGJySkbsAlIQtSgNTEBzUEwdx/f/8yMjEjt/v/MzJ8e3jv/dkTTBycYm7eHNLS0OAFqwepBK+7BxkInmGAyIK4UAeABRgZGNiYeS1MubQ1P585+3zRUl4TQ15TY0Z2VpDVECWcYGeDm55fzl78fPgkp7aaWGYcMw831DSwMgQBVgnlgu5BA6+ph7T7QSEFXvcCdgPIgYz/+R2sORTl3u85CDogyNWJVUgIqhek5j9o8Q+Y/5+B4cv5ix8PHObW05FIT2RkZQUJg4wA0dgxqMcCaciDmv5wH/0Hb2wWdHRgk5R8s2fPzxfPhe0cISZApEBs8A5pEAPJOz9ePHtzaD8jC4t0WDRkfwVIAQyDwhzGhpwIBfYu2FrwNmhGRgZhMxtOcalXR/Z8f/lMzNKJiYUN5AOQO8HKwM4EsZAshRvJwMDw99fPl2cPrpk+AX+nGr7sB1kvJWy0/QNKSkqBgYEHDhxA6wD8//+/tbW1trYW3vqHWOrm5nb37l20GYC/f/9GR0dLS0v39fVBlEHIsLAw5Ka5rKxsYGDgvn37ioqKfv/+PWvWrGXLlsFb/xAtNjY2qamp/f39oaGh8vLyTExMs2fPbm5uVlVVnT0b1E36/PkzpiBEL0EyMDAQ0vqHqAwNDV2xYkVMTAyEy8DAwMvL6+TkdPHiRbjIKGM0BEZDYFABSKU9qJw06pjREBjmISAvL19RUTEIPbl7924mRqZkjwx1dkNuNkFG6HJ/Fshyf9CQOWiRD9N/VvBCf1Zm0OJ+VqY/jL//szD+Z2aErPABLcpnAa1TB8myMH798vrh1b2PL+/jFpFScozkV9D8z8IAWsADJv/++wVRDxJhZvjLAkL/WZkFNPTlPSM5xaWfn9775PDmb2+eQlbpMCAt7gdpZPz7DyzyjwW0kv7Xh7ev9u98e+Iwv76RpH8wh4w0aFICrOA/M3gpP2ixDUglyDQW0Dme0FVAkMU5sEX8EEEGJgZmfh4BZ3vRiKBfr1+/mLfoy/mLkE4LaJKBCbRR4cejx68Wr/p26ZpQiLeAtzMzLzeoncoEXiyERoJ7ICBZ0LIfUB+JAWMbAEgWvOUXYgu7gqxESgybhNiL+Us+nzsPEgRPPoCWA4HbxL/evn2zduOX0+eEA30E3BxBOzQg2wwgaQvZRmQ2uAsBapdDBEFcsAZwg5uBkYFbQ10qNvbX2zdPly3+8eoFyFUwKdDuBYguGPn+zIln61dxq6hKB4cj76+AuxZkNEwxqOkPY0MdAPYIAyMDl7ySXHAcw/9/D9cv+vbsAUgW7DCIOSA3MIN6ehAuMvnp8Z2pKYEf71zF0/qn4rIfkHdgWFYWNEMF44FoRUXFJ0+egFhI+Pbt2x8+fHB3d0cSgzKlpKSUlJSgHDDV0tJy4sSJlStXIjevGRgYME/Ql5OTe/78OQMDw7Vr1378+BEUFAQ6ogkVT5o06ebNmwwMDGpqapMmTerv71dQUGhubobsVcAqCHYFYUIa3rUGqxUVBZ1gC9mxABYAEeLi4q9evQKxRvFoCIyGwOADozMAgy9ORl00GgIDEQK7d+8Oc49UZNEAnfHPzAo+5wfnwP8/0FZd0Ak/oJX3TKx/QUt4QAfIg9ptkEYqI8Ovrx/ePLj86fldISVdCX07RjZWUMsVMicAUgNaifIfdIUwuDUM8TLyEC8zs4CWPp+G9sdbV14c28UuLCqgbcQhIQVqC8LboxzgYXgGhn9/fn+8ePbT1Ut8evoizq5MrCxgl8COdgc3OsEiEGtAy0sYGMCHaSLbCGpxgofvYYIgLQwMrFKiwsHeP+49+nzs9NeLV3msTTi1VP99/fb58Knv127xOljyWCD2R0ItQKZgpiHEINceg6wDt38ZQSPhILv+g8IENPgNailD5wT4nGzYFeQ+7D34/c49QTdHFiFBBsZ/DIz/P58+9/HAUV4zI5GwAFCYIExHZaHa/u/HD2Z20LINBkbEsD4oOCCrbcDH7TMyMrDw84mHgC8KWLlcyN6RXw+0qAlJA8iKH69fvj247/9/BqmQCHZxCXDAIUUlSAkShjsDOvMBkgKv9AGFAIjByMDEwSHu5PXx6oWnO9cLGZgLG1qBggLsMHDAgFSCtMHw////X505sGpSN56mP+SSr3O0Oe2HjY0N5hYozcnJiTaiT9K6l8OHD2/duvXv379nzpzR1NSEGgqmWCFzO2A2hODm5v727RsDAwOk8b1kyRIVFRWIFFYyOzs7MjJy0aJFfX19q1atOnLkCD8/P1ZBrNrRBJmYUEYPIVwICVeJxoWLjzJGQ2A0BAYDGO0ADIZYGHXDiAuBQXUVwO7duz3cPFRZdbiYeZ//e3Tv23V+VhEhRmlBNikWVjYGZmbQATss4HX/TOBjfJgYQPt6mUAD+aA9AMxMkCU9oFYr6FQcxj8/v769f+nDo+sC8pqKTqEsnNC9sCBl4DUkoCF2SIuQmRmt4QjlQhrHoHTBwq9rwKep8/HG5ZeHdrCLivHrQrsBIJXglv3nG9c+nDvNISklERzKJgJaKvOP4T+oTQzqZoCMALEhrUeIpRBx0PIhUIMbrALa2oaohIiAvANTz8DAwK4ix64q9+3yjc+HT/64++DnnQecWqpi2XHMfDxw9WAtIHchi2Bhgxu1IC9CG7bgdjOoFYy9J8CuJCeuFPtx3+EXc5cIONuxSUl82H3w35/folFB7EjXC2CxCIsQaP8xqGENth686gesCGQ7mAHeYwBZIQS+KEDiLXg5kIiDExMrO6hHBQ6TD2dPvT9xTMDMQtDMAqoNToEVwHlwBsivEFtw9wEYGBj4tQ04xKVeHdr9/fkjMWs3dj4hSKSALupCMvnb80fzSjNcF0+Am4+VQfVlP1htwS+ooqIiKCi4a9cutCVADAwMP3/+/PPnDzc3N8SEjRs31tTUMDMzp6en6+joYKqHKEMjpaSkJCQkXr58GR0djSY1ffp0yMKhHz9+MDIyCgkJFRQUhIeHKygo7Nq1y9fXF1MwNDQUzRDwSVFsmB0bTGX4Rf7////nzx9mZmb8ykZlR0NgNAToA1A68fSxctSW0RAYDYFBEgKQpRER7tE6HOac7IJSPGo6gra6QvZ8HGKvfjw692L7tdeHXny9+4PhO/hgH6Z/oMU/oCM+QctvwCf8/GNh/MPw+y8LaCfAPxbGv/9/v7575u7BVX///pKzDxTRs2Dm4f7Hwgg+Iwh8GCgzqNsAWbcDWgvE8Ae0+Ad8pA/ITGaG/ywwxAxaYwNaq8PMwMDOwq9vKBUSxSYq/nLfjhe7t35/9fzfv9/fXzx5vnndpysXhezthd3dWEWFQItDwItzQBpBvRFQyx4hCFnqA16c84/hH1QNTBDULYGzwbaDzhuFHP4D1vKf6T8jByvoJJx/f///+cvIyc7Eywk+IRRyTiiIRI9ZcBcF1IRFY4BnQsAn/8B0QRSAxdFWB4FWHDEy8DvbioT6fjl78d3WXRxKchIpMSS3/iFWQPo/EIeCjzeFOg8qAuqNgDoxYMUc8vJSMbEMjAxPly7+/vgBAyPDrzevn61d+fX2LcngMEFzC6hesGIoG76KCWwRKPDBDPBiffDJleB2PGjGA6wLyoD30BgZ2EXEZAOj2cWkHm1Y8vHOFYi7/v/7CzWfkeHN+aOg1r+rK0QKK/nw4UPIvlX88wNY9VJdsKqqqqmp6dy5c8gmX79+XUZGpqysDC7o5OTU2NhYX1/v7OwcGBj49u1buBR+RlNTU319/eXLl5GVrVq1KicnBzI/UFxcDL/UjIeHh4WF5ePHj1gFkU2As+HLjeAiZDDevn37588fSi4TIMPSUS2jITAaArjA6AwArpAZFR8NARqGwGC4C2z37t1ebl6yLMqKXDp/WRhZWTlAN1sxMbEzc4gzC4sxa/769/Pj9+fvvjx+9PocF5cQv6A8n6AsO7sgeME9qMXPwMTwj5mBkYkN0sh7f+/S2zsXuESkZGy8OYREQZMDoEOBQE1w0NA4ZLQB3MCFrgViYAA1o5kxSiFwAxGkBcYAtfwYGBhZWPmMjHh0dT5fufxq93YOSakfz57ym5ryGuiD5hbArUlInMHbrwhD4LJgBmgkGrKLFzQQDtYEtwvM+w8dJAe1hkECjAy/n776cvTs72eveZ0tuPQ1/rz/9Gn7oddTlvC6WXNoKoPUEIMhxv7/z8AImjYB6QDPBoCsAzmaATw+DxIGeRnkSrAoeMj827krnw6eYJOWZJeR+njwGBMnB48p+KhNsHIiCeTWNsQt6GuBYAECciM4TBjZ2UTdPT5fvPhi43pBS+v3x48KmJgKWlpDbAQZCGGhk2CXowmCewIge6G+BvkSFEeQYAbNf4C6VxBNIuZ2nGJSr4/t/f7quZiFI2RS4seb51m2RhGNqyFn70BUYpKQ035AkwaYcgMhUlxcfPHiRQsLi8zMTHt7e0ZGxiNHjsyePdvExKSrqwvuIi8vL8iymSVLlpiamkZEROzYsYOYIfPU1NRjx46ZmZnl5OTY29v///9//fr1S5Ys6e/vt7YGxVRYWNj06dNTU1O9vb0XL17MxMTk4eGhqqqKKQh3DDJDV1d3/fr1KSkpyIKkstevX8/Hx6eoqEiqxlH1oyEwGgK0ABhVLy0sGTVzNARGQ2AwhQDklE8RRnEdDnNmNk5GFhYWVub/zMyQDsB/ZiYG0OH6jCzMPEI8qkLi6n8Yfn/8/PTD+wcvnl9i4+DhFZHnEZPlEBD7x8zw9/9vJha2Dw+vv7t1no1XUMLUmUtc+j8jwz9wUw/RLkflgtqG4J4AAxs7iA0LHERrEtz0BAnDGSAOCP96++7354////xhFRb6/vjRr/fvfn/6wCIoADIHohhiF6whC2pjwhr9IP2gbbLg9iakRQkargZpBUuBCJB6MA0j/v/78vXLkfPfzl/nsTMRivYBnTv05y+rqJBwXMDXc1c/bt7349Z9PhdLJh4umBYYDXEPjIegQddiQUa8wSREGbRNDG4FMyD1BBgYft59+OnA8f8/fgt4O3FqqP7/9pNVQvTDroPfb90VcHdkFRVGhBvCDpws0FIcsCS8f0GwD/CfgYGFn59VUPDLjWtsomIc8gqoNsICEGwsnEBVAxL+Dzr/FNyzANkN8juKY8BdAZAMJEAYGLgVVcDLgXY+XL9Ywtb1+4unyzoaCI7oD4ZlPyDfImFGRsbFixeHhYXNmDFj3bp1X7580dLSmjx5cmxsLKTFj6QWxOTn59+wYYO5uXlVVRXk1gKQKF48f/58X1/f2bNnL1q0iJmZ2cjI6OjRo6amphBN9vb2y5cvb2lpWbZsmZaW1pYtW2TAAFMQoh6NbGho0NfXb2hoqKmpYWEhp9mwa9eu4uLi1tZW8rSjuWeUOxoCoyFAOWAcPGMklHtm1ITREBgqIQBpoxBsytDCO7t37/Z285FjURHgkGBgYWFkYWFgZf7HzMjEzAJv+oOO+WdiZGBm/AdaTsMEGelnYGL8y/jv8/unX949/vL6MSMLK4+EPKe4zOvLxxiZmIS0jLllFEFtPnj7G9zEh0wOgJp24FY49PxK0Hk7///9+cME30YJa/OBTIB4GyYC4TEwMPx48uTrlWs/nz7jMdDnNdBlYuf4++3rpzPnv165yqOvy2NiyMTNCVIMsQiiHbpdGLwlANYl+M/4/9/Pn0ycHJhtfah2EAXuJDAwfDl6/uuhsxz6arz2ZizC/KD9spCJC8gmSEaGv1++fd59/Mf1e7xuVlwmWhCt2EnQ0DdI5v+ff6BrE0BMMIa0nyEkWABiCwMDw59X774cOv3j9gM+R0sec/BW4/8M/77/ZAKfv/5x75EvJ87yO9vwWBiD9MHMB7Fx4H8/wB4HXUMMan+D9krA7QVdpQsVhOoGzdQw/P3w4cOxE9/u3BGwsuI3NPp4+tT7Y8f4jYwFbWygykCdKDgTlQGJBZjYv99/mFhZQc6E2AVKFiA5sAjIaigDEvZg20FB8Z/h45VzxYGeaMdugnSi4ocPH0JWtw9IzkJ1y3DjrVq1KiEhITExcerUqaT6bfv27V5eXqmpqTNmzMDa4SHVwFH1oyEwGgKUg9EOAOVhOGrCaAiQHAIPHz5csWJFeXk5yTop0AAZ+BdjkpJhU2FkYwM3/VlAh/qzsDCAjvZnAm32BZ2ODzneB0yCOgCgu71A63nAbNB5/0wMX98/f3vr/K9P7/7//8/EwsqrpCGkawJqu4Mb3xAGlGRg+PHy2efrV36/e8vAxMQmJsajrcUmLgaRZWRk+vH02dfLV369ecPIxMQmLsatq80mIQ7x5X9Ghp9Pnn29eOX3y5f///xl+P+fS1uD39YK1G34z/Dv16/fb9+9XrUOopiRiYnHzJDH1JCRFbyxmPH/z4dPvpy88PvVGyY2VlYpcV57U2ZBPkij///vXx82Hfh5+yFEL4Tk97Pn1APdogVR8/3S7c97T7OKCfI4mrIrSoNaoiB14CYtqG0K61SABP9/v37v846jTAJ8/N42LGKgjcggYRwYtPCJlQVqICggYOogbXEw+f/n7y+HTn85dp7bwoDX3oyZgwOkHiwFYsB0/Hzw+MOOg0wc7AKeDqzioKMYIY6HyaPToA4AuPMAbfr/Z/h5/9HnU+d/v3jFwMzMLiXJa2zILiUJt+LjsRMfj53g1dMTsLRg4uT68ejRp3Pnfr58+f/3b0ZGRj4zM34T2LVfjAwg2fPnf716xcjEzCYpwWdoyC4pCXcPSPbs+V+vXzMyMbFLSPIZGILOdAL3AZ4snv/7I+LKWIij2YVFZYNj/v348fbMseaM5Ly8PIj4kiVL0Ha7Hj9+vLm5+dixYwwMDM7Ozo2NjTo6OhDFI4fcs2dPf3//uXPnWFlZLS0t8/PzrayscHkfv2Jcss+ePbt27RovL6+FBXTnN2ZcPHjwID8///DhwwICAhEREfX19ezs7NevX3/37p21tfXJkyfx6MXl2pEmjiv8sYYDfsX4ZfFHByRbnTlzhoODw9TUFC1b4deL1akjTRB/4KOFBn7F+GV3797d1tZ2/vx5Xl5eS0vL9vZ25J02/v7+mzZtQrZuwYIF8fHxoAPKkEVH2aMhMBoC9AkB+l8FsHv3bl83P1VWHVkuDUZODkY2NgZ21v/sLAzsrH9Z/v9jY/nLxvSPlfkfG9NfVqZ/IDbjPzYQAnFZGf+xMvxlBe3f/c/C8PbB5Wendv/88JZbRknM3ImVT+DjzcsPNy75cPPin78/IXt5Qdt8QbcBMHy5e+P13p1MHOz8FuZ85mYMTIxvtu/49vABeAPu/y83rr/dtoORg43PxoLP2pyBment5u3fH9z/z/L/P8v/b9evv9uy/deLF/8ZGDk1VDjUlL9du/nj0WPobt1//1hFBEQjAkUiAxlZWHhMDX4+ffZyzpIv5y8xMP//cfveu7XbmXi5+D3teJ0t/v38+Wb+2j/v3oNu22X6z8DC9OfNe25rfeEkPzhiV5UFTVAwMfx++Ozdoq1f9p/h97IUTvFnV4aePQpuy4La/iAGdLAaPJbOyMCppSRaGMMqJfp6ysovh8+BFYDHscE9IhCX6T9oay+EZPgHFgErAN8GAHIVZIICfEvAt9OXXvYv+PP+o2hmJL+XHRMXB6ibADcKicGuKCueGcMuL/1q9vLPx86AjIWkYCQ1IEE0Ltiu/4wMX89ffr1iAxMnB7+rvYCTLQMT46sVa77dus3AyPD1+s2nM+b8fPJUPCJM0MWJiYvr8+VLL9evZ+LgEHJ0EHF3YxES+nD06Mt16/79/MHAyPD50uWX6zcwcXAI2tsL2tsyMjG9XLP2253boBY+I8Pny5dfrtvAxMEu6GAvaG/HwMz0Yt2aL3dBsgyMDGKePtIhkSAUHCkdBEIc4pIsfPwfr118sGLuxW0bExMTT4ABJyd4kgfiRzC5ZMkSW1vbf//+FRUVzZo169+/f8bGxhs3bgRLjhRixowZ7u7uQkJCEyZM6OvrY2FhcXJyWrNmDVb/41eMR1ZKSsrFxUVbWxscFScw4+Lnz5+urq7fv39funRpbW3tvHnzCgoKGBgYNDU1IVsR8OjF6tQRKIgn/DFDA79i/LIMDAx4ogOSrSQkJObMmdPT04OZrfDoxXTnCBQhGPjIYYJfMX7ZNWvWeHh4SElJzZ07t6+v7927d3p6eteuXYObf/Xq1crKSkiehZDe3t4Q2dEZAEg4jJKjIUDvEGBkpFPugwz8SzDJSHOoMLCygBafsLL8B9/vCzrNk5XpPwsz8mofUPMatAeA4R8TI2jxD+RgHGbw/VlMDO9unv9w+zK7oIiknScLD++/f6CzdN6dP/np5hV2UdEfL57zqGnwaGiwCAqCVtr8/vVy1WpubU1eEyNQMxS8VuTzqTPfrt0UjQv99/vPm2XrufW1eCzBi1vArdLPR898v3xTNDns25Vbnw+fZmRj43Ow4NaHLK1h/HTw+LcL18Qz4hhZWBkgx8KAzXwxaR6/my2nluqPuw8+Hz3D8PP3vx8/OTQU+TxsoW1rBoZ3y7cxMDAIxXiBdib8/vOyc6FQrBe7oiQ04kENeoY/7z5+OXDhx9V7vC6mvI5GIClQ05sBdPwlpCULIhkY/v5lgC0BAqmBYLAJP+8/+7T1KAMDA7+3NRvccIgCGPnv528mDjZ0M8Em/7xx/9NO0Eg2n4cNh7oSuIsA1gbpd4BJ+PA8WAJK/Hz0FDQVwMLC7+nAJiUGFcWgkGcA/v34+XLSfB5TfT47S4iZjP8ZPh44+vncJQ4pyZ8vXwnY23DraIOmPP4z/Pvx89mcebz6egLWVnBT3+078OXKFSZWVn4ryw9Hj/Ea6PNbW8JlPxw++uXSZem05P///j2bM5/XUJ/PwpyRiRli4PvDR75cviyTlMrMAr69GNyTAun9z/Dn85dHS+akpKSEhYa6urp2dnYaGRlBVvXw8vLOmDEDPgPw+vVrVVXVjx8/7tq1C6KAgYEhPz9/5cqVN27cEBAQABk43PGHDx8UFBRyc3Obm5vhfq2oqJg5c+bjx495eFCOqcWv+M+fP8QbhRYXDAwMa9eujY+Pf/bsGR8fHwMDw8qVK6Ojo798+YJ2qRnknmDkeIQ7e4Qz8McO3aLy9evX6urqhYWFtbW18BjBla0wkwFcy4hl0C0e2dnZFRUVvb29Z86cCQnt////u7i4MDIy7tmzh4GB4fv37zw8PHv37nVwcIAogJMfPnyAHMwBFxlljILREBhWIbB79+4At0B1NgNpLjUGdjZGNrb/HGyggX82lv/sLP/Ymf+xMf9h/vuXFXy/LyvDP1bGv2yMf1lBCDrqDxIEiX96ce/hntXf3jxnYGSUcg1g5uUF7xAA3XrLr2vw/89vXh19Cf8gBsb/Lzauf7Nn14+Xz36+fvnvzx9uA93/zP9Bd/GCx/U5jXX+/fz188WLP+/f/v/zh8tMGyQLlvrP/J/TROvfz1+v5q76dv4qAwODeE40l7Em6DhO0I6C/zzmhv9+/vz55CloqB682QB0RCZICtRU/s/0n11NXiQpmENb5d+Pn78ev/x55wFIJRMDAzMDl5H67ycvGRn/MTL+//v+A8P//6zi/AxM/xmZ/jEy/WP49+fzvtOvJ61h4maXqIzhdQIfsAMaOAe1TBkZwafTgDYQg1b+gDbqgqRAe3VBHQxG8Og+WIRdSUo0L4RTT/nNnI2fth9n+A8e7AdLgbpAEAbDP1C3hfE/yFjIDADT/z8v3rxfseP92r3clvpiRbEcmkog9ZCGObhrBOq3QLRjI9nlpcXTo9iV5V7PWfH58CnkRIx+UCmoAQ4Krl+Pn/37/ZvH0hhkEVjw7+9f/37++v/rFwM7m3RWCreuNshSsO0/n4EU8xqBOkWQfR3/GRn4rS3+//3Lrav98fjxf79+camCL6KCOY/PzPjfz58/njyB6jU1Bi/zB3uJkYHf1AQk+/QxuIcFcg+E8ffH95fbN8rJys6eNQvSpoeslOvs7Hz4EGXJFgMDQ39//7dv3yADz3Avt7S0vHnz5vDhw3CR4c04cuTI169fS0tLkb1ZVlb24cOHAwcOIAsyMDDgV4xfFs0oTC4nJ2dJSQmk9c/AwKCurv7371/IdcWYikdFMEOApPDHrxi/LKbVyCJ79uz58eMHJN/BxUdatqIEkBT4+BXjlz179uzTp0+RjxJmZGRMTU09evTo379/GRgYrl+//u/fPw0NDUzvHDlyhJzt/JgGjYqMhsBoCJAaArS+Cwwy8C/FJK/JZQoa+GdlBV3pxcrMwMIM2uMLGvhnAp/uz8jAzAxascOEWPQPWej/n4kBzGD8/v7l+5sX/3z5KGxk9e/v7/eXzjJygI7+/Pf7NyMLM+ggF052Jja2vz++cyjJCUrY85qbfLl67f2+A0wsLEysLAxcLP/A7UtQW5yRgYmFjZGd7e+XL4zMjExcHIyc4AFgBoZ/P399P3ft65mrDExMnLqqrKJCX46cY+QAXbYKbXAzMDBxszOxs/379u3fn5+gPQzgtinoDE0G0AQFyHzQ2nYGdnX5P2/esslKftx2mOX0FR4HI3Z5CUZWpv9//v77/YuZg+3vq7dMHGwsvBx/P33+z8jw48bjT3vOsSlKiOUFscmChs//g1bbg6wFNY4ZGEGtfMilWSDf/v8PatbDzvEEuQGkGjkB8DgYcmgqfNx8+FXfcj4vS05tlKMPmbnYQNdtgRq8YCt+/Py09+zXY5d4bA0EQxMY2UFeBrWVwXbDZh+gd5aBbQITyPbB2LyO5uwqch+3H/x+4x6/lz2bjARMBtTCBrFBvSaQHxj+M/z99JmZmxMUlaBODcOXc5c+7j/GoSDLyMbKqSTPwMIMbqqDNP3/z/D382dmLk7Qdc6QqAQJg+7uZWJnZxEU5LMw/3Dk2POlywXtbHlNoPM5TBwcTOzsf79+Y/j3l5mLk4mNDXTmBFj7//8MTJxg2e/foGcQgU7/Yfh46cLCsuL4javRGh+urq5qamorVqyA1Gpgyxl279798OFDdXV1tBt5eXl55eXlr1275uvrC1E5vMnHjx+LiYnBm90QzwoJCfHz8798+RLChZP4Ff/69Yt4o+BmwhleYADnbty4UVBQUEFBAS4yysAfAvhjB00vfsWUROW1a9eUlZVHeLaiBOCPGjST8SvGH4+SkpIBAQGysrLIZnJwcPz48ePz588CAgJXr17l5+cXFxd/9OgRIyMjssrHjx+PdgCQw22UPRoC9AsBml4FsHv37mD3UE02Iy52QQYWZkYWlv+sLKAmHQtowQ+k3Q+5nOsv4z9GNhbIah9Yix/UmIY0/X///Pr+5sUvj+4I6pkK6gcyMDJ8uHKeiY0V1HZlZGBkY/nP8B80HszMwMjG9u/vL8h4PBMPN6+VCY+V8futu38+ePx60WpOfU0ufTVGZlZQu5aRgYmdlYHh77/f/5nYWBmY///98vX7mRvfzlxjU5YRDHP7uOkgizD/v1+/GNlYQevmQc1dcLMRpPk/Izvbvz/gjgdo7BzWrgXFG2ioHtRmZvzPKi0sEObKwMjAZa755eiF90t2cGjJ///zl1mQF9T4Zvz/+9U7BgaGlxPX/Hn7CdSAZ2TksdYWCAAdawOyDWYqhA1tgkOPDQWLgRqwYAbIXgSGKgELsEoKiqT5fT157cNtinl9AACWk0lEQVTq/T+uP+T3Mmfmga1fZwQZycgIav1/OXrp067THBryYoURrOLC4I4HWD+IADeKwUuDQF4H9UNAovgxm5ykaHrE54On3sxdzetgxutgjqIePDwPvleA8d/PX6CtIAwMPx88+rj32P/vP4R8XDnVlZ9Pmffv92+QjYzgQ5TAYf/31y8mNjZGZqRJY7A4Ezvb/9+////5w8LLI+jk8H7/wW+3bgs62bOCd3KDIgssC5p6YmBgRFo3BQpCNrb/v39BuiPfnzwpMDc18q18/Pjx79+/4+LiUJzNwCAvL19eXt7Y2Lh582YxMTE3N7ddu3bZ2Nhs374dTeXfv39fvHghJyeHJj5cuZ8+feLl5cX0HT8//5cvX9DE8Sv+8eMH8UahmQzn/vjxo7m5+fLly9u3b1+9ejXkOja47CgDTwjgjx00jfgVUxKVUlJST58+RbNupGUrSgD+qEEzGb9i/PFobGy8fv16NAM3b96sqKgIWQB59epVRkZGdXX127dBG64kJCQ6OjogO4A/ffo02gFAC7pR7mgIDO0Q2L17t7ubuzSzohqnIXTgn4UZtMqfhfk/KxNo7J8FOvD/j5nxH+jaXVZIux+89B/U9Ac34kEHgH64denD9Qu8yupyQTHMPLygRj+osQzG4FU3///9B+kCX7gLqubBG1hB/QEmUK+AgZmRVUrsz/sPPPYmX09f+XriAqeBGqeBGosQLwMjIyMLI8Off////f2858S3szc5dZWEk3zYZMUZGBg/MoL2HoCb8uCWOKihCWorgwakQe1XEJ+BBXxsPiiuwMPXoBMN/jOAj/8BtZNBykDijMyMfE6GPOYaHzcf+3H9IbuS5P9Pn5kFuP68/vDv1x9mAWZGdhY+RwMmFuYPO84wC/Hw2euDzIW0SRnAy37ANoPtAbf4wW38//+hUxqgsAA7B6QAzoBoBAkx8FhocerIf9x68mXPCn5vC24zyFQsKLS+X77/cesJRg424Rh3Dk15UNMfFGyQnSHQ8X5QKxwUEGCzQCrg4mAR3ASvgxm7qvzHrQd/3ARPBchJIdSC3QnyFiMDw79/7zfv/n75Bq+9Ja+VCWgXA2iiA6wCHBDgIIBrBXVZQE6HCUBCBLIxgYGBgV1eTiIh9uOxEy+WruCzMOO3sQQpBsUF2A9gBigSQaEGNgIcmH+/f/tw9Pi6vl7Igh8DA4PExES05c5g1SACfisWaDKBgUFKSurjx4+rV68ODQ0FSYPxvHnzfv78Cdl1ChYY/gQonDF8ievATfyK8ctiWIJF4N+/f1euXLl//z4DA8OlS5cCAgKwKBoVwhECJIU/fsX4ZXHYDxK2s7MbzVYUApICH79i/LJo7ty3b9/8+fPnzZsHEb927drXr19rampCQ0OZmZmXLl2anp7+5s2b4uJiBgaG0Q4AJJRGydEQGA4hsHv37lD3CC12Ew42PkZWFvCaH/DAP+ieL3C7n5XxP6jdz/iPhfE/M8M/Zsa/DL8ZWUF9AFBTHrz39z8Tw5fH995fPcPGLyTp7g86qxHcIAQFEIQBOsUfxPv37w8DC8t/0Mk2IC6o6c/IAFrQD+4JgBp94H4Ch7oCh6b8r2evvp+7/nbOBk5thf9///798vXXg5d/P3xhYPwvlhfIKgEe/Aa1cUGtStDIM6g1ygBq04PMBZkPMhDSdmT8/x9ykA6oTQlq6IOkGUG364IZIBGwCeDmKyPDv89ff957zqktz8TO+rxnNZ+DLhMnG8O/f1yasgLuRoyg6QjQbMb7zSe5jVSY+bggvoTcYAzqC4CawqCuCMh1DKCWM2gaAWQTSBBKQ/WAeRCXQ5gMDCy8XMIRjt8v3/uw+fj3i3cE/a3///7zcde5nw9e8HuZ81jpgIwFNbshbWOQhZDWLdj1kPF/kG9A3gcpRbYJbAcOgk1aXDQt7POhM2/mruWxM+VzBh/dCNENJn8+ePLn/Uc2BRnx3ARmXh6G////w6sa0EohkIWgqQpQjwrqU1DcoFkHigKoLFgDaGMAp4rSh70Hns+78//PH4RyiEqIhyDxyMDw4+nTFVXVrjOgO9gOHTp06dKl1atXI3Shsv7+/auoqAjpKkCOMcnKykpOTn737l1AQMDfv3+XL19eU1OTnJwsN2JmAFBDaOB5XFxckFOY1q1bFxkZKSgomJubO/DOGnUB0SGgra09mq2GIjh79mxwcHACGEDc39DQUF5eDh8NKSsr4+LiKisri4qKGu0AQIJolBwNgQEIAciaZnhThkIX7N6928PNQ4ZZSYVLn4GVlZEFvNYffMD/f1amf5BzfkBj/5AOAANo/Q+4A8DAwvqXiYEBtAEANPz/492rDzcu/P70UdDEklcFPFwNbixCh/9Be1fBy9fBLXsGRmjrH9R5YPjPALooADSIDVqLDzo7CNxcBC31AEmxy4myK4jwORl8O3Pj+7WH3y/eZRXlZxHkFQ6xYQBtUwU3IsF2gYa9Qct7QCPLoHUyYEFQ0xfSEwDdJMvw/99fRlbYKnywAtBoMhNYBXTDLihEGRn+/3r25s28nRzKkqLR9oxMjByKIu82nWHm5ZDM8uDUkAE7F2Qhr5XG+43Hf91/waWvBNlUADYV4mFIXwDSvoU008GGQ1WAtwKDBEAYLgZq4iL1BLj0FDh15D5sOfW8B9S65XM2FElwZQAdgANqdYNDCmQ+mAHpA4BbyiBfgRmQ3bigrghYCZLJIFtxY157Yw5VuY9bD76adpffy55VUpSB8f/3K3c/7TzM8P8/Mx+PoJ8zSDfYVEgfANTFAbke5FOQd0BBD1ECihGQK0E8KIb2VUCJAhyDYGE2CTGx6LDPZy982Hfw+63b7AryIJ3gDgDIQLCHfjx8xMPEFOniipwFJk+e7OHhoaoKvo0BbBScgOxp4eTkRDvjf8KECSIiIsXFxRkZGaysoP0kgoKCHR0dcI0jgfHv3z9Mb2IVZADN+uBTjFUXVkFMG9FEgoKCMjIy+vr6RjsAaCGDh4s1qLEK0jQqR7MVhQBrlGEVpFY8nj171sXFxcnJafbs2XDHG4GPbYBzGRgY0tPTi4uLjx4FHVWHtKATWckoezQERkOAxiFArasAHj582NnZ6eUGOtn3LcPrZ/8efWL48JeV4T8bKwPonB+Wf6ws/9mY/rIzQc71/8cGOtIHcs7PX5Z/oKkAFtAx/79+f31z8diLQzs4pGTkIhN4VTVAzXrw8h4oA9S+Z2BkZ/336ydIBDzYD270g9rH/3/9Am0nBfUlQOcCgaYFGBkYOVj//fzFwMzACJol+M/I9P/fx8/frzxgZGJkkxL69fTdv+8/mEDn8ICO4mFi+sfECOpo/P/xi4mTnYmT7d/3X6A9AEz/GEAH5oC0MzL///8TJMvw/w8DE2jIn5H5PyN45Q8j03+QUSC7QC1R0BA247/fL968mb+TQ0VSNMru98t3L+fv/rjnkrC3EZeWzPNpOz7sOMcINpmBkYGJlYmZn+vvh8+M4L3QoMYq+Mwf0BlBCBGwyUygoXmQj8AKQG4DCYMaxiD3gw0EGws66gfUt2AAXXvLyMjw49qjbxfu8jnosgjx/v0IWpwN6t6AkhnoOCAQDe+6gAwBCYC0g5zCANqFDGWA2RBJcDMdZDFCCuYUJBFWaVGRtBAufY2389d/O3f13bKtHzbt5bU14bE1/f/3L6jPhKQY1JL/+YuRkx1iLCg+wG12JnbW/z9+QgSRSVB0sLOD1vr//AkxCk7ymBgwsbH9+/nry+mz/75+BXVh/v/7z8jw9+vXtzt3L0nNYGBgMDc3h3vl8ePH69evx9pYhNyc/f//f/gSILguZmbm+vr6jx8/Xr9+/dChQ////+/p6REUFIQrGPYMPj6+Dx/Qr1FjYGD49OkTZB0wcgjgV4xfFtkcTPaVK1emTJmCJu7g4PDgwYNfv36hiY9ysYYASeGPXzF+Way2IwuOZitKAEmBj18xflm4I8+dO+fq6urk5LRixQp4IXnx4kXMLVKsrKySkpIPHz7k4+Mb7QDAA3CUMRoCQy8Edu/eraKgMrtqoQGHjTaPpRin/B+G34++XD3/fPu1F/sevb/47vuTn4zfQZd5gW74YgSd8snK9Bd8sdc/UCeB6R/4lM8Pty89276WgZlZJjRawMgU1IYDDeGD5gTAN3aBmpWQRj8zL/ffHz/+/v7x7x9oyy9IloEBxP35i4mHCzT2D7oxALQIh4HpPzM/179vP/7/+gE+bfP/lwMXXs/fyWOm8v/fP0EXXT5bjX8/fr9ZcYjx728mZnDznek/w8/v/37+YuHjZOHnBun9+ZMR1KkAn7PJ9O/fjx//fv5i5udk4mQDNcGZIG1r8PA1uBULafeD+hLM//6+fPt67k4OZQmxGLtP+y8+m7iFQ1ZYoTmMiZ3l88nbMoU+Xy48eD5p65+3n0BXMvz4+ef9VzZJQdDRnKCGONhkBlBbF9z4BnPB/ROQPXAGeO4E3Nz/z8iI3uKHGsXE8O/bj7crD75Zvl/Qy0TQw1iqLPj/n3/Pe1b/fPAcfx8APAEADkyQrSBv/vsBunUL5CyQCAkplsfWiM/V8tuZq38/fBZJDOQy1WHm5/n37ce/Hz9BI/IQ0xgZQCH84yczDxe06Q8KUFAoMPPx/P3+/R9qK//vzx//fv5k4uVm4eX5B5ZFOIyR4d/PH/9+/eJ3suXW1f7389fb9Vv+/fj++fS5+QGhXy5dMTY2/vjxo5QUYnPCtGnTFBUVPTw80HwFaf0jTxSgKWBgYGBmZlZXVy8tLbW0tIyNjcVUMIxFZGRk3rx58/79e2Q/vnv3Di14IbL4FeOXhZiAi3z06FFeXt7nz5+RFbx8+VJcXBztPBlkBaNs5BAgKfzxK8Yvi2wpHvZIzlaUAJICH79i/LIQR54/f97FxcXR0XHlypWQWVCI+IULF4KDg3/8+AHhQsiPHz8+fvxYW1tbRkZmtAMACZNRcjQEhlgI7N69u7OzM8o9To/NQohNgpGVhZOdX5RHQUHYRFfWS0/ZX1Jcj5GZ5dWbG9evbrx5ecOTe8fevbnz/SdocgDS6P/PyvD3/+/Pz+492br6x5tX4p5+IvZOzPx8oIY+qBEPavaB2KAV////Mf//zwQ6y59dRpqRheXzpYsMrCxQWeb/Xy5eYWRjAx06ycTw78+vX4+e/v/3m4H5P7uSFCMry9fjV/69/fBm7rbv1x9JZnsx/v/HxM7KpSgq7KHPxMby++mbpz3rftx8DNr6y/T/87GrTOysHIpinKogT309chm0oQC8vp+RieHriSuMbKxs8mKggXnkIX/Qvtv/kHY/M/iY0z8v3r6cs4tTRZLPWOlJ1/qfj17LFvuI+JkwMzLw6skysbF8u/JIvjKAXVrwcfu6r2fvvN92loWPk0NZHNKEhbbdQSPx0JYwvBvw/8dPWIsfrdEPnhkAOxViCGjxPBPD1zO3nratYvj3T6Y6gtdCg5GRgZmTTSzBmddc4+WkjZ+PXEbuA4Ba/KDuByjwQTaC/AVqn8MMhJ0LhCe1wuYlQNph7N/PX72etebb5VsCAY4c6gqvp6/8dvYKu6I0OHag9xZD/Pnl9EVGdjY2WUkGhv//fv/++fDx/79//jMysCvIMrKyfD5zHuYSkAu/nL3AxM7GLiMJkf1yGmoURA1cls/ekpGV9c/HT3lSyqsqaiBN+UmTJvHy8lpZQa8V+/79++zZs3NycuDbEBgYQAd9QrgQLXg8zcDAsHDhwhMnTkybNg2/suEn6+TkxMXF1dvbi+w15OD98uXL3r17v3//zsDAgF8xfllk8zHZdnZ23Nzc3d3dcKnfv39DLjGFi4wy8IcAwfCnT1QiO3LEZitKAD3j8cKFC5CVPytXrmRhQdnW6+fnx8XF1dDQgOyXuro6CQkJa2trJycnFNXIikbZoyEwGgK0DoGOjo6HDx/Ky8uTatHu3bu93XzkmVWU2DQZWFj+Mf1nYmUF7ccFHffJzMDKxMLCzc/Dy8uqIMHM+Ifp39evr75+efXp9YPXd84wMjGzCQqxi0uxi4h8vH7598f3AmaWPGoaoBUaYHeAGoKgtSXQ5fGgxhyyODurkKvzu527/nz5wqmk8J/p/4+Hj79dvs7nZMXAwfyf8f/fj5/erdgmmh3KwsHHwMEkGGT7btX+L4cvcWnK8tgpfT17+9PJ22IBJiwcoKOCxGNsXyw8yC4j/HLuXm4dWWYezk8nbgr5mTNzgJb1iETYvll64O/nr5yacgwMjN9vPvl6+ga/tyUDwz/QgZLgpSmg7bHgBfGgpTugPQCgFTJ/Xn18OXs3Cy/H/z9/Xi49LOigxWukwMjw//eT1xyywqy87JIx1k/nHPjz4SuvkRIjC9OrxQf/MzBIpbkyc4AOKgUteged1AlufIK254IWuoOX34MvBGAGt8ihTXNw0ICCC8oAteChTIa/7z+/23Tyx53nImHWPEbKYOH/oAVRIAcz8rvos8mKvF1+4NeTN8Kh9v+ZmEELfkAHJEEX34MG/EF7jkHOALsA7GHo7giwYfgJsHIGBobPB85+3n2C19GE18X8389fbIrSrDLiHzfs+/XkpWCgy/s1u/5++sKhocTAwPDz9sOvZ67we9iDDmBlYPjz/sPrpeskshJYBPgZWVmFfN3fbdj+79s3DlWQ4h/3Hn69cFnABapYyMf93cbtfz9/QZcFr8vnVFX6devujRs31NXVN2zYsGPHjlmzZk2YMIGbmxviiWXLlv38+TMhIQHChbT+QQENigy4GE7G+/fvy8rK8vPz0XYI4NQwjCS4ubkXLVoUERHx9OlTf39/BgYGtOC9e/eui4vLnTt3lJWVCSrGbxSeYOPh4VmzZk1AQMDz588DAgK+ffvW19f34sWLnTt34tE1KoUcAgRjhz5RCXfSSM5WlAC6xeO1a9dcXFxkZWVLSkouXryI7GYjIyNBQcG5c+eGhYU9efIkIiLi379/ixcv3rx587p163jBBwdDjpxD1jXKHg2BER0Cf//+Xbx4cWpq6h+kA0w8PT1XrVqF62hCssOLmLUNaIZDtkKKMUrJsaoyMbOA2sEszH+Y/jKzcf4HXfIFWu7/D3TiJ+M/Zqb/oAt9mf6zMPxjZgCt9Wdm+MvC+OPz6x/vX31/9ezn21dswiKCFtZsIiIEGv2Q9SFwpzAy/Hzy9MvFy79ev/n/+zermAiXgRa7ujyoq8D0/8/rt2/mrBfLDWUW5mH4+evjthPfbz5mExf4++nb/1+/2aWFBKxU+AzkGJmZIE27rzdffDh2+/u9V3+//GBkZRJw0Rd00vkP3hb8/z/jjzvPP524+evR63+//rBJC/OYa3BqKfz7/Q+0Lgg0PM8AHoxneFy3VDjIgsdICcz9/+n47ddrT8Ldi8zQnBjNxMryj4Hh+8M3b7Ze+n7vFSMLE5uU4L/vv/79+icWbcMhLwpecwM+/wa0Ih7cjoY0xsHkv19/QXuswcIQk5Eb/bDhfIbPR6693XCS11xVOMAcctAQRDHDn7+MrCz/wRcogC7Y+vrzzeJ9f95/EY50ZAWdggrtTIACB6QG3CkANYRBJx8xMDD++/4LfIsC1DD81K8nrz5uOsjw7x+/nx2bvCRot9nPX0xs7CDGl2/v1+z5+/4zt7nur4fPfz15+f/Xb1ZJUW4TXU4NZVAX5D/D75dvXs1aJp6dwCrADxJhYPhx5/7XS9d/P3/579dvNglRbkM9TjVIxwbkkJ8PH385fxkhawSS/f36TaGaXkRY+N27d2fOnHnq1KkvX74YGRllZGQEBgaCtIGxvr6+jY3N1KlTwTzQ2D8DAwPmwD8vL++MGTOio6MhyuBkVlbWpk2bbty4QfVMCrdikDP27duHK3gvXrxoYGAA6QBAfIFHMQMDA35ZiAkMDAxY4+LgwYP19fVnz54VEhJydHTs6uoSEwPdrAfXBWFg1TsKICGAJ/zpGZUMDAzEZKvRqMQF6BCPM2fOzMjIwOqAHz9+sLODivrTp083NTUdO3aMjY3N3Ny8ublZV1cXomW0AwAJh1FyJIYAaGQV7G941fjnzx/kJXRgSQTh5uZG3dEsUjsAu3fv9nXzlWdWE2ARYWBhAd3KxMz8l/EPEysHtPXPwvSfjekfKxOk9f+PBXTc5z8WROsf0hl4e/7o96ePJMIiPl+88OnCeT5DQ35zcwYmaJMW1hkArfGAeh4qA+KBZEED2Az//v8DrfgHLdBhgGz5BW/YBR34A2oEM/3/efvxh41HOZQlhfzMWHlYGUHnD4E28oLOGv3/F7SZGGQW6OZeUGMX1NRmeLPj8tvtF0R8jfmdtEE7i0GCoIYvZDIC1PwGtYkZGf79Z2AAnWQCWqgDajCDNtFCmv6MDAy/Hr99s+3877efxUPNePVkkdwOWqID8gOkP/OfEWQM1AqQqjfbL77dek402JzfQQfU5AZ1aLB0A/79+QcKeZBBIAzyLIgGYQj71/P37zad+vX8g2iYFZcO+nVU/8EdANDIPtgvoJ4AA+PHXec+bDstFGLLbQmyGmQW+IJciDJI4xtyVtL/n78Z2UBn3YDV4CM+7zvzec9JXidTXhdTuLr/P38xsnNADWRg+HLg7Kfdx/k9bbktodf3gqTAN6qBGOBQADPAPvvP8O/XLyYWNnDAwI3ExgAFJ0j8y+nzq0qha35AfCIwpIu7a9cuzNY/EbpHlYyGwGgIjIbAaAgQBUY7AEQF06iiYRkCDg4OBw8eZGBgOH78uIUF6JT04ODgdevWgS6VYmLq7+/Py8tjYGDYvHlzRETEt2/fGBgYdHR0Ll++TK3QIL4DAGkVSTLKyrAqMzIzQwb+GZiZGZmZ/zEx/GdhYmBl/Q9p/YMG/pn+sUKa/ozQsX8W0Nj/fxaGXz8/vz5xgJGFRcTJmYGLnYmN7deb1x+OHvv76RO/lQWnmiqibQdrw4EagaAWM6j5DVomBBP/D+kAgI4JAu/QBfUEwK1/8BqVz3tOfzl6VcjPnNdCDXQ4D6z1zwLumzCxglb4wNr9jKCjYUAj3SCjv95++WLlSRY+TvFwS2ZhXrCtoLM4IXMCIMf8ZwSdJQM6DBSl3Q9yI+P/N9suvNt7VcRDT8zXANQ1ABkJii4mcKcFxAKNfv9jYGYGdSBAxqF0A77dfPZ82VFOeVHRCCtmLnZYxwNkCty1oO4HSABkGLhdDGKA7ALTH/ZeervptICzrkiAGSIwwVJQ4h/IdpDJoA4A6CJliMnfrj1+u+Igp5a8YKg9rO8F6vyg9QH+/fiNMp8ANRSF+vXoxceNhxgYGPj97cB3q8F6PgwMoNt/2dlBnStoyDL8vPPk44Z9rLISAj6OjBygESNQix9HH+Dfz19MrGwgy2AhAGJjw78/fvy4+9CmKTNIascTnyOw2TkqNhoCoyEwGgKjIUAsGO0AEBtSo+qGXwj09/cXFRUxMDAsWrQIcnKImJjY69evGRgYrl69qqWlhexlS0vLEydOMDAwfPv2jZOTE1mKbPbDhw9XrFhRXl6O34Tdu3cHuAXKMavysQjCB/5BfQBmJgZm5r9M/0Gr/1mZQWP/kNY/ZOCfFdH6/8cMOvj/65snr08e5FZWFbS0/MfMwMDGAm2hMjJ8u37j47GTrCLC/LZWrMJC4IYxaDE9yGGQc2BALDAGc////g1aBgM6KQjcVGQE3dgFWgnD9P/3izcfNx1hZGUWDrRik+CHtP5ZmP4xMTEwgdclMTH+Z2EFHe0JaopDjtwHDcODmsIwEcaXa06/P3pbPNSM31zl/3/o8Tog60FLgxj//fzNxMoEaXyD2v2g5fj/v1x59Gr9WQ5JAfEAQw5ZYeQWP0QlqI0O7gb8//WXATyIDjEZYix8NuDfzz8vVp74dvO5eKQVl7YsKChgMxVgNkg5ZF4AuQ3MyPj/x8PXb9ac+Pf7r2iIBZc6aL0NWCkGAboYgRHcnwHtXwDNAIA8BVL259OPN0v3/v30XTjCiVVGFCSEPA8Asp7h/88/+GcAPu0+9XnvaT5XM14nE7AJYALmVlALnp0d1OUAewrU1mdg+P/j94eNB34/esbv78yuDJ6yAJ3bD9pFDNIMZoNVMv7/8YuJDdwBAHXKQJJY8dcLV1fll5HU9GdgYOjs7DQyMiJVF1YHjAqOhsBoCIyGwGgI4AejpwDhD59R2eEcApANcwwMDMeOHYP4U0VFBcLg4OCAMOAkfNnx3r174YK0ZuzevZuRkTHRPVWbzZSPTZiRDXLDFwsjCwsDK+iK3/8sTH+Z/v9nZf4PGVoH3fkFGvuH3PP1n5kRsubnPwvjh/tXXx7eJWBoImhh+Y+J4d/fX9AFPOCmIZeWhnhiNIuw4MulKz+ePAW6zRd07A8D5Jwf0MA/qK0PvuUXcqI/GzNIDXiwH7Tyhxk0GM/A/O/byStvZm7i1JCVyPBil+QDzU8wgpwGb/2zMP5j+vUTdFwP4z8mkEv/MYMnB5gYGZjAp/owgy4s/isVaiyTYP1m64UXS4/+//kD5A/G/8zghj7o/J9/f8AXlzGA9DL9+//5y8vlR18sOy7upauY58wlJ8TM9A+yIghkEZwNO7uT4R8oYCBn9oPWI4F6BqBDSJkYGZiZ/jNzMEvF2Yh46D2dsfvtlrOgDgZoswHoZFRQ34cRFBig2Q6IIJhkYvr3btu5J72bubRl5KsDIa1/kEbwSD46gwnUUYI4D3RMEOjMH1DoMTIysPBxiGf6cOkpvehf8/XkNXDqAklBlIG4IIvB/QBQexzeMIcyfj189mriyh83H4pmB/M6m4B6d3C7QX4EuQZsN8RMWM+NAXRdg2CYG7eVwduFG74cOg21CORbEBNhDqiPBp66QEhBDEGQ/75/e7dxB6mtf0g6j4iIGG39g0N8lBgNgdEQGA0BmoPRGQCaB/GoBYM5BODbACDLfhwcHPbt28fAwMDJyfny5UvITnnIlTqioqKQ62zOnj2Lebse2X5kBB1BD1uNgWrK7t27A92CFVjUuFn4wat9QOP9oNXnTCDGf2YmBnCz+i8LuInNygRqaIOu9GL8z8L4l4XhPzMjePU/iPH68rFvTx6I2DmzS0v9B10ADFq1z8TGChkFBo30grsB/xkYfr14+engiX9fv/LaWXCogw57AclCmo8Q50Eaf3//gvYMQDoAzKCduP++fv247cTvZ2+Egq05VSWZGP8xgc/kYYas+WH6x8zIwAwWZPr3h5mDFbLR9t9/Bsj6H9CiFNC6fvhyINAg+5+vv56vOvPl9ivJMFMeXVnIYDmo/fsX0r4HOej94ZuvNl0QNFeUCDBg4eWAD/YjOxm2uwGkngl0YzFo2Q+oJQtadwR1AIQLWhcEDpR//xl+PH7/fOlRRhZmiRhbVjF+kL0gAxj+//nPwASKNzCP4fvN5y9XHGPm4RALs+CQhwzbg2SQpyBAfCT8D9SmBjfhQWP/iHkAkBWga3gZv11++G7FQU59JcFgO7A+6Fog0AzJrz+g7h9YFJn4tOvk571n+dzNeZ2MkcXhbEjI/Pv5m5GdDWw32EyQlSAHgJT9Z/z16PmH9fuY+XkEA12ZeLnBykAyoIkTcC/j3/efTJBlQiBhMAanHDCL4fvV2ysyCkltxI8u+4GE3ig5GgKjITAaAvQEox0Aeob2qF2DLgQEBQW/fv36+/dvTJdVVVW1trYyMDBISEi8fPkSokBVVfXWrVsQNlVIUEMStCADxTDIin9ZJiUJFjnQin8WZgZmZgYmJkZmZgZwu/8/qDXNDDr3nvEfAwvzXzZo6x808A9a/wPa9Qtp/f/+9e3lmf0MTEyidk5MvNzQ1j8zAyMbaEUOqPkHbymDW3Lg1i/Dt0vXPh8+xSopxudsxSLIDx30BqvU6XgLcitoJBnMBzMYIU1sEBtsCpgL7VyBNuqCBUGyoDF8yIJ0qCxYJWxoGnSrFqbhoJ4GSB/YEJCdYAYTbPYSbixECiwJsQJKQsQZGP5D7IKohwlC1YAcCbIZwQXzwEPloIuNQTxUjVApyBA7mmnw5TEQG0FcsLPABNQKkCDIVCgXZg7CWLAkChfWUIcECCSmQKrADoNyIVaA3AOSQdEOCgGQILj3AWKgyMINB5sANQ1kDogP5YKYEI0gEmoOqkZQXxAsCZHFpxERAmANWA1HVwPqiYBUQxTDSGgHGsyF2ghyOUghxBmgBAzmQbikqUHSiGYOxDTsggiXg12HHkoQQyHdXlDyB/HB7odmSTT3o5kGk4V6BKYR4h6oIEgN1Gpkw2FqkKRAKkFKEBgSzBBjISRIDTYtYJXgBAjWDeZCrAALIrSAuQg1EFPBghA1IBLMBamBdFYhXDAJkYWQIAUg54DtgqoEi4HyELIgyA6QFkguhKuEMqAqobEHUgsqfkDqMc2BDHpANIJGEEDFETSiIP18cPkBCnhUNaBpQ9DQEtguqEqQXpAtcHNghoMGH0DTkuDkAEkvUC2gqUuQ4RAuTCOq4aCkBFIDdQDERrAgsgOgdoF69qDhGFAwgqwDaWQCLbRkAFvxnwksCNYIdhXIHFCsgu86BF3+DjIHPBcKuoMPfB4D2OUgcxjBXGYkB4DDE2EORCXIcLBKCBc8tQkPlv8QQbDhYEGQaSDDmcBamMHuB02ighkQLmgzGsjZ0BIIIgiyGux4sL8gLgd7BJxgmMGxDqlIwA4AiYLGdiDmgHigQ5tBTgWnQrAakB4m0Ow5eBQIpBIc+aBaAiwFqtjADInbYAMGNQHx+6B24qjjRkOAdiHw/v37X79+/YeBXbt2paSkKCoqCgkJ+fj4QOzl4uICFQFMTHFxcVRp/e/evfvhw4cQwyFXAUDYEHL37t1hbhG6LGaSbApMrKyMoKU+LIwszGAG838WEAIt+mcGNfoZWFn+sTKBynIW0Cp/8LE/4NY/M8N/ZoZvb58/ObCBXVhEwsMX0vr/D7nhi+n/P/DtTqAVPmARyHoe8GE+oB29XIaaYumRzIK8r2ev+HziLKhCAF3HCyrtII4cJUdDYDQERkNgNARGQ2A0BIYuGL0IbOjG3ajLqR8CrmCAZu6qVasUFRWFhYXRxMnmurq6Yt3vuHv3bnc3DzkmZTV2fdB4P3jgHzTqD1rzA1rwA1r2wwxaKQ9e/A5afv6H8Q8jC+tfVsb/oLXzkDU/oL2//1kYPjy68ebScWFjKx4tbUgLHtTcB7fjQVx2Vtj+W1izHjRsATpqEuovTlY+N2tOTeVP+078uHKH19mMXU0BNHgClR6lRkNgNARGQ2A0BEZDYDQEhioYnQGgKOZmzpzJCANKSuAF0xSZN6p5MIaAiYmJsLDw379/v4LB9+/fKXcl5OSf3bt3GxkZ3bp16+HDh52dnRHuUXosZuJssowsLKCTXlhAA/8MLMwMoD2+kIF/0GZf0HGfLEz/WZgZWJgYWWGtf/CZP/AVPq+vnXx345yEgxevpjZ06hSyi5cRtJH375+foJ27kM4AaLPv//+ga3lBJKiJD57pBDGYGFjlJYSTArjMtD9uOvBx476/Hz9R7vdRE0ZDYDQERkNgNARGQ2A0BAYWjHYAKAp/GxubNWvWTJ48mZGRMSgoiCKzRjUP7hC4fPkyDxhAVgRR7ljIXkk3N7dz584pK6jMqpqvwqbLzsoNWurDCjrnB7TXk4WFgZn5PzMzA3jlD7TpDz775j8z4x/mf/9YGUGHa0Ja/+DD/n//+fbkxPafH99KewRxyEj/Y2JggOz6BS/1YQA19xkY2VnQW/yQRj+4S8DADFrPCOohMIKWAzEw/ucy0xLJC2NkZ3k9ZSXlHh81YTQERkNgNARGQ2A0BEZDYGDB6BIgisJfGwz8/f1VVFSam5spMmtU8+AOAVlZ0JHwVHdjR0dHRUUFNyMv6JwfFtDJnqDFP+AD/kFnUoLO+WECMUDHVYLW+v8HLQEC7Vb7Bzq0EtSO/8vKBFrZD2rlM3778PzF+YPc0grCZjYgQXCzHrLyB7Tsh/k/6Ph/5v+gPgZ4exTIO+CVP6DxfhAHcjYPfFEQaAMWePvTf2Zudn4/a05dJYaFIHWjeBSMhsBoCIyGwGgIjIbA0AWjHQBK427hwoVbtmw5cuQItS6HotRBo/ppEwLCwsL/MY7rocQqyOmHRkZGHR0dDAwMRkZG586dm9I4V5RLkZ2FC3QqPqgbgLTin5kJdMABaPgffCoEM+Of/7/+s7JBTvr/x8L44enNV1eOiehb8mrogM47YALtAwZ1AyBj/0z/QX0ACPn/LyMzJO+DmvjQ1j+oSwDiglv80DMukE+g/3H94acdpxgY3Cjx9aje0RAYDYHREBgNgdEQGA2BAQeQRsCAO2OoOuDp06cFBQUlJSWWlpZD1Q+j7kYKgR8/fnz79g2toc/IyMjBwUGtlT8MDAyQUz537doFXwX0//9/yLbgI9cjbt26FRWQIsqrxMcuDrqwCnTuJ2iPL7j5Dro9iwF0mRboDDYGJlbQon8m0LE/r26d+vTkjqSNB4e0LHTND3g9D2T4H9ofgLT+mf4zsjODTsCHjv3DG/0gBqQzAO0DgBUwMjL8fvnu877zP+484/cwZdiEFF6jzNEQGA2B0RAYDYHREBgNgSEIRvcAkBxpnZ0ILSkpKVJSUk1NTQihUdYQDIG7d+/q6uoyMjJycnIKCwuLoAJhYWFubm5GRkZWVtYpU6b8+wc60phsX0IG/v///w9p/cPNgWwLvnXrlqur6+uvD7efXBCYbvj66wPQun/Q/bTg275Ad34xQu7O/cv4B3ToJzPD738/np7b/ePDKxnnQE7k1j9oURB4EgA0FfAfdNAnaHE/eFk/039G5v+MTP9Bt+oyQhj/GZkYGJkZGJkYmMAkSJbxP8Pv3592nnw1eT2LMK90TRSfjTbcwaOM0RAYDYHREBgNgdEQGA2BIQpGOwCkRdzDhwwVFQy7d/9gYGCYO3fujh07goKCduzYsXHjRtIMGlU9aELgzp07KioqV65cIeiiP3/+5ObmCgsLf/jwgaBiXArU1NTQmv7wqwAg4p3gLqa8vHx5efn+4ytCYnWevLn44+838CVfTOA5Acb/LAz/2Vj+MTN8/fzq4fGNzFw8Mk4BLHy8kPF+zGN/EK1/5v8M//8wgm/wBTXxwY1+5BY/5AYWRkbQVbvfTl9/0b3yz/vPkkVBgn4WTJys0FuBcfltVHw0BEZDYDQERkNgNARGQ2AogNEOAGmxtGIFRD0HAwPDsmXLGBgYWlpaAgICcnNzIRKj5JALgfDwcIibQ0JCIOt/YNeCodA/fvyIj49nYGD48OGDk5MTRAsZpLy8PJquiIgIuIirq2tERAQjIyPkpjBIN+DEiU39fWn37x36/OX5P/CBP/+YGf8w/Pnw4vbj09sEVPTEjG3/QU75hFyHCGeDjgCCLP0H7+sFDfn/Z+ZkQRvmB1/rCGrxgzoG4MmBn3eevJq68fPhK8LhtmJJrmwyQuDeAmiuAO7UUcZoCIyGwGgIjIbAaAiMhsAQBYxoy52HqDfo4+yHD38oKICa/gwMDLt2vXd1FaSPvaO20DQEBAUFISP6nz9/5uHhwW+Xubn5qVOnGBkZKVwIhN8WBgYGyJYAyJwAXPHDhw9XrFg5acFmAVn1F7dOfnh6U8LYkUta/h/43l/Qfl/Qah/wsh9mBvABoP9BgswgEnSsJ/M/Jub/jMwMTKzMIDNB96uDOgaQFf+QO+T/vPn0cc+Fb1cfCXoa8TvqgvYCgyYUQMohWKUYPPsB0QPbI8zIBNsuANlDAOaC7kQH3TXPyABRDCfBDKgsWCXCERAuWAGaIFQ9xEDwzcwQ92AYDhaGmAAhYVr+oxjOQIzG/xATIOMkEDbcNAgXtHMai43QMIPYyMAANQccSFB7QYLIGkHeBYU23FiwJKpG8MX3IL+DDIJagXAPWANIBsFA0c7AANpGAlIPVgByAFg1mGBghBkO5uI3HCoLVommEbRPHWI8WBZFJchGsBxYCuxZJC5WQTQtkDQK9wJEC06XoxgO3uACD2SwFJHmQNRiswuS2DFCAKKBAeZ3sM2ojoRqRPcdTCOEhtkI4aGYBnM5TBCiBNN3UKtB0hDTEBqRpGCCIGUQDCsZQDyERmxawCohaRasGKEGLIjGBSmBzCJCTEVSA1IJ5oLUQOIZwgWTEFkICVIAcjLUarAgWAyUF5EFQXaAZCG5EGomKN+DBKFc0F4qMBdsAhNEOzY1cMOZwBkF7iqoFrA5GGr+Q6IdogZCYqgBJR+wIGhlKXgCFpQ6kDUygg99AJ3oBnYezAGohoOSGyg5QPwFsQs8HATyHZQLMwdiODMjyEaQ1SC9DExgLlglqJyAqIEKghWAVELUgLigogWihpkBZA7Y5WAHgLnMMKeCRpdA4QlWA9LIAFEJKsbAKiFckO/AAQv23X+IIAPoCGu4+0GGM4G1MINVQoIFoQZsONiRIC1QNaA8AdaIcA8keEHxzQxKIQzQ0h189jXIVeCaBmQOSAkDM0g5AxM4vsGOBOlhAmtigqpkBEU+SDtYCiQIZkjcBhswqAmI3we1EweP41asQL4BarT1P3hihiKXSEhIQPSfO3cOwsBDCgqC4v3///9v377Fo4xyKciWAMiGAbhp4AmBsmM7lsQ5q3778ELa0pNLSh6y7Ae6zRfWE0C0/mEbfxnATX9G5v8M/34zgIf5wfMA4GNFQXuM/zH+//tp97lnPeuYedjl6sMEnHRBBRsj6DgiJtBZRP+ZmP5Dahe4e0YZoyEwGgKjITAaAqMhMBoCQxGMzgAQG2vg4X8GBgboDAADw/v//0FtQWL1j6obxCHAxMT0//9/RkbGyMjIzMxMVVVVJiaUvvHXr19v3LjR3d29b98+UCLg4Hj37h0dDn6FdADQ5gHgAQmeEFjRtWQNl4ISsyA/aNwG68ZfZtDGX0bm/6Dhf6Z/zByQgQ/YWC0jaCzny6k777afY5cVEfI04FAQA43OgsZN4FYhGIoFH0Ec8IgIaHgFzBidAYCO64NDAxR6oDEg0HUNoLACDfSC+WACqhIkCJaEaIGNOIEiAzS8CZYCqQHrAROgoUKIMHhIExE/YBOgXIhKmAnopkESNUwNiixkNA+hEWITaOwO4R2ERrAshIuqEZaqQEmDgEaQ71DMAXPA43gwZ6CbAO+AwqwGaUF1ADQc4CbAVIJGBWGCpKkB2QH1DiIKYMaCJFEdAB4xBAlDbQEPPWLXiCsEQLoRNkJ4KKaheQTiGDRBEBfsaYgshAQJgsz7D3MViAMThLJBXKwakQRBasDKweaAEyCCCwkBsCBCC5iLUANxDlgQogZEgrkgNZB4hnDBJEQWQoIUgOyHWg0WBIuB8hCyIMgOkCw4u0ATJqYaSOyB1ILyK0g9VjVwQfAQNSQTgxSDh8xBXNhQN1gQdYgaogZCYpoD0wgeIwcN0oPCD+IqqBaQICj+IVyYA0ZnAKAhABnsB093gIMOnAYggqDQBpco8KADi4CUgaYOwLEOLxQhDNi4PkwNmB6uMwCjHQBQOiAGd3a+r6hAafGPrgIiJtyGhJrDhw87Ojr+/fuXSNdu2bLF29ubSMUUKtu9e/e5c+cgEwJYjYLsFlixcmXnhs2cKoqMXBygOQEWpGN/QGP/kNb/f6Z/v5h52MDVJ8gwRgaGH/eev9916ffbLyL+JjwmSiBRrBhUAYEkFPI/gShwtQxqpIAZox0AUBMAHqzwhh2k6QHigqsaMAFVCRIEBSSUC6mXQIJgRWAC3PwFs8AEohEJNhYWIdjb6OBqC3Xp0egSIFAEgcIcKehAXEhYIYIXHNoINWAlWNXgEwRFJVgnuDmCZjhUI0INRCWYBB3QC2aAnYGhEtS+BEmDZaGOBLPRBUGeBSuGyEJIkCBI4WgHAN7HgDS1IcEDaSaC8iI41pDVwAVh7W9Q7gSvGAEFMmiyFNzQhGiBqYG2UCHGQkhMc0Y7AJAQgAQamBxdAkQnMNoBIDagGRnfMzCgdABGJwGIDbuhoO7fv3+bNm0qKiq6f/8+LveysLBkZ2fX1dUJCQnhUkML8YcPHyooKDx48ABzAzGydZAJAQYmps59O9jVlRiYwdt/mf+BTvwED/8zM/9jZvnPyMoMqfP+vP/6ftfFz2fvCXsZCrvrwY36B290wIWQGPJ5n0E8cLt/tAMACipI2wESIBAS3rADt9RBLQWIOLJKuBq4FFgWZVQepAYsCiYQjUiwsdDGH6hJB5KGckFMUPyAHIamfbQDAAorUOBAwwrGhYQVInjBYYhQA9IBSukgGpJz8GqEmgYKfJAOyJJ3NMMx1EBUgsnRDgCoSwttVYNCGhQdEC6EhIYSpKkNJcFi8LY1VBCmEZxdRmcAoIvvQaEEnqAY3QMAmQqHDPyD1/eDktHoDAAoFEYxGujs/FFRAV//A5Ls6GAoLwcxRvFoCNAhBLBuC8ZqL6Qn0Lh8AYemApuiBGjlD/N/UOsfRP5nYgWVeO/3XH6z4xK/hYqIlwGrIDdWc0AtV1Cdi5D89+O3fNlPEB/SbB3dBAyuThEBAg0W8GAgeHgQJAVqC4IaI9BmH5oaCBdmzmgHANryBgcYKAVCGFASPDALahWCwxUqCG7OwASh2mFcWJhToAZsFVZz8AmCIh2sE+JkrD0HhBqISjA52gEY7QCA+pugkhc6aTC6BAiUiUA5e3QTMHXB6AwACeH58CHDihWgewA6OhiMjBhcXUnQO6p0iIbAhw8fZs2axcDA4Ofnp6GhgeyL////f/z48fnz55qamsjitGPj3xKAaS+kJ9CyZSm3rjyHND8z0z9mhj9frj19vfk8uzi/qLc+lyp0AzSopQWqcTDNQIj8/8/4/88/2cJvICFIs3W0AwBruMNW8kDapKMdAFATBpSoIOEBIdHau2hcotSAGgLg5AcisLa/Qc0EsCRcFsRDbX+TpgakH+od7AP5qIZD7UX4DpyvCKgB2wEPATAPag5cEMKABQBEFuoRiBSszwMVBHGhVoPMQ1eDJAVSCVKCwBBbIFogJEgNNi1gldDCAFUNWBChBcwF2wDRAmGCDIeoAZFwNUhD+JCMBZGFkGCdiE4CWBAsBsqLEMOhJCgBwrvhUDPRNIIOcEGYAG1wY1MDNxy8RgXhKqgWsDkYakaXAIFCABws4B0O4HIRfsIPpDUP4YIH4EERAQ7e0SVAdAKjHQDSAnr3bgY3N4Zdu0Zb/6SF25BWDTrXi4EhJSVl9uzZcI98/frV3t7+3Llz////l5aWfvLkCVyKpgyCWwKw2g7qCaxc0Xt4xbc7L38+ey8eYCRgqYJVJUTwP6IRARGAkX//SeWBz8KC1tXQIz5H9wBAWgRQEt74gyw+AHFBLR1Iow1dDSQkQZUkKJBHZwCgSQ8cYKAWHIQBJcEtO1BDExRWsPCkYHQfaizUNFADBGY41BlgGRABU4msBqsDoIKgSAfpG10CBAkQSDIHhQg4DqHBCaLAIQoRBHHBSpC4YI0gNdAWPLoasBRIE8gemBqwIEgliAHJhVApbI17WJyDFslA2FDFMGdAFqlDBMEtVEgmhhgOIkf3AMDb8YyQkzrBQQfemAvKSYyI80NBgQzpDo92AAYcsAy4C0YdMBoCQyIEdu3aBXfnjx8/pKSkPn0Cb4dlYHj69CkzMzPxe4jh5pDBcHV1VVNT6+zsjIiIwL8lANlw0PmhZeUR4RErVq6Y9WIvj7o4A7iYBjWwQPUmslowG1x8g1kM/0AFOITJ8P/3byhrlBoNgdEQGA2B0RAYDYHREBiyALQaeMg6ftThoyFAvxD4/Bm8+RVsYUhICKT1z87OrqQEOjnn379/aCeHghXShJCXl4+IiFixYgXk/B/i7YB0A2Z4lr7eeZWJkQGCmBn/wxF4oAsyaYsgmRn/wRHDnz/EWzeqcjQERkNgNARGQ2A0BEZDYHCC0Q7A4IyXUVcNuhD4+RO8+ZWBYf/+/Vu3bmVgYPD29v727dvdu3fz8vJAQ+n//z9//pw+7gY15cvLV6xYAdkVQKql+ebhEZ91/3wCL+ZB0gzpEuAhWThH5wyRwmuUORoCoyEwGgKjITAaAkMTjO4BIC3eRvcAkBZew1G1oKDghw8fGBgY/v79Cxn1//v3LwsLqGX88OFDOTk5enoa0gHAdVMYmktAOwFWrDAyMoKo7+zsnPNku4C+NPIiHzQtcO6//4x/vv5kY2diYvzHwgSaE2Bl+svC9J+Z4R8r818Wxv+sjH//fv15ava17+9/uhWoiUizMzP8Z2H8y8L4D0oy/GXhYP73n+kvA+O//4z/GJj+MTCC0H+mkxte7Jv9wC1fVdNJ/O9/xj//mUHiEGUgLtO//0z/GRh+//7PyMwEuWQevFQXtPoWtpAU5FImhn939j87OfeWsq24WaIqGyczSBR0nzxoCxojw/+fX/+x87CAHMDA+P8/418Gpt8//x2bcvX9g0/m+QYCigKQoADZ/h/sSNB56RBHgkwCOfsfaGUxZOcfSAgbZmL8//nhx+vzz//5/kcjXl9IUxTkWvCqKkZGxn//Qauq/oO8z3B//fUHa6+opZiJ2Sn9B4UJSBa02Rq87ApkHYTBwACSBbP/fP3FzAm6yQFuJjYngMQgS5+frzu7tKgPEuMgUbIwScmMLBtGNY2GwGgIjIbAaAjQFYzOANA1uEctG+ohMHHiREjr/8qVK5DWPwMDw69fvyD+evfuHYRBNxLSsOvs7ES2EbJrGVmEgYFh9+7dK1asiIiIgGhhYGAoLy+f5lf9dMNF0OlATP8gJBMj6AQGTJKF6R8rGyMTaDkQSAELSBkD6N5hpn8sjP9ZGP+9v/1ue9UpLn7WkC4DIWkOZtAlVP8YQcpA6pkZ/rGxMjAx/AeZACL/MzH8A3FB7H/mARKBNer7pt85ufwheD0SXAqkF+wYULublZWRGXoi3n9mhr9gE/5B5ysY/v18//3QhCtnl961zdWyydJg42QGOY/hHzPDP8jSJmbG/xy80C4BaHcaI7j3ws5kW6SrYCO5p+LY48NP4C17sKUg2xkZQPeqQRrT4BNFQIJwBlwZMuP+5lvHq/YKaYpYdzoLa4kwgu5aBvdVwAywg/8zgrzPoBioqV1gfW/p+ftLz4HCChQaoAPLodsNwaEHsgu8cxFiBcgvYHNgaqBLucDGorC/3n0V9UHz9Iwt8BhHSxJEckdb/0QG1Kiy0RAYDYHREBhCYHQGgLTIGp0BIC28hp1qeNv6/39Qkw7iv/b29qqqKgYGhm/fvnFyckIE6UlChvbh24IZGVHyNUQWPvCP5jCQ7OqVy38fZhfnRZMCr2tCiP3/+5/p3x/w8P9/Vqa/zIz/QJMAoC0Ef58cenx67g2TaGVDf2nYkP9f8AwAYviflRl0Bxl4cB19EoCBgeHff6bnd79t6rgtrsHrnKf+n4ERZBsD45//TKCBcPBswF9QL4ABecgf3DgGje7fO/DsxLzbilZiFokqrFwszOAtzpCzJsBXvoMii4nh/38mkLHgsX/QQP4/2DzAv/8MD46+Oj75krqfknaEOsRGsKtQ5gF+ff3NwskKDxFIExzOZWBg+Pzg47UFF/58/6OdoCekKYIsBXYqKNX8Z2ICD+cj5gG+vfx2bfoJRkZGtQxLdhEecBCBhvwhZzGBHAMe+/8HngeAHXmDajZ4egFZ6NWWS4uyuyhv+ru5ue3atYtCc5AdNsoeDYHREBgNgdEQGAwApaEwGBw0yN0w2gEY5BFEU+clJyfPmzePgYHhxYsX4uLicLsgvQJ2dvYfP37ABenMALXjwQP88vLyyGcEQY4NhfcNcLlq9+7dWavrRSzkcSkAtYZ/gwbdoe1+JtCoPwvTX1bGv1dX3Lx/4JltrqaisRALE2jNDysDqN3PCFoXBGKwMoAEGf/9Y+Vi+Qtd6ILeB4AsDfr++e+G9lu/f/z1KNPiFmb/+5/pDwO4AwDW9fvnPyYWJshgPKwb8P/7h1+nFtx+dvGdVZq6ijW0zQ1p+sMXC0FO7mMCrfph+sfA8Pc/qAkOWQgE7uSA1gL9+8/w/sHXoxMv8kjxmGTpM3OwQm5EhrS//4HXAv368ZeZHTqHAAkoiMkQ9r3Nt28uv6rsr6YWrgVp7kPE4SToQMN///8zgdY+ofUB/v1nvL34/KtjD9VSzQUNZPD2AeDmoTDgcxffH79P5LGNCA0n/pAoFINgnNGBf1hIjNKjITAaAqMhMAzBaAeAtEgd7QCQFl7DSPWzZ8+kpaUZGBg8PT23bdsG91lHR0dlZSUDA8OtW7dUVVXh4gPCgNwWfO7cuYiICAYGhhVIK/4Jumf37t3xXdlKUYaQgWdM9b+//mJjZwAt92f+C1n6//fTz/NzL//6/MsuT0tQkgM89g9q8UMW/YNnAEBNfxYGUD/h3+9/HLws/xiY8PcB/v1n3DP9/p0Tb91LNCU0+X9D9gOAV+T//PaPhYMZ3vRnYGC4e/D58Tm3lSxFLBJV2LlZIO1+5CF/iC8gjeNf3/6y84A2IeDpA/z9w3h86uU3tz+a5xkIKAuCG+LguQKwA/78+ge5RxliLIRkYmD49PDjlfkXIQP/wprCEHFQcx/CQiL//wX1YUCdCvDkA/J+gH//GZ/tv3973mn5ED0ZX22w1VjmAf5jnwIA2cHIwPBq9/X5yW2UD9iPtv5BATqKR0NgFIyGwPAFo3sAhm/cjvqMqiGQnp4OMW/16tUQBgMDw5cvXyCtfwUFBVyt/z9//sA3CcA10ohRXl7OwMBQUVGxAgyQV/wTtNHV1fX4nN2+b4y+P3nHxPQPgiDr16Hkvz8sjP+ZmUBL6pmZ/r2/8W5/7TFuYXbvNhN+CU7Qgn7Gf5Al/swM/5lBy9lBy+VBC/HBa9m5+FDGzjHdA9HLxPjfJVPRyF96beXFmwdegYyFGfX/718Wxr+QpfA/P/06NOnqyfm37TLVHHLUObiZGRkQ55ki6wKpB6/jZ2GGrOb/x8TAwMwI2p8AciSsPc3MANpOwMzy3zpPT8lBel/V0UcHH4PMAa+uARnC+J+JiYGJAR3d3Xz7cOV+YU1h+y5HES1h0JVA4OvRmMChgU7+By1YApkG2iPxH7xwH7ofgInxv5SjokG9y6uj929OO/r/528mkDn/IQuNQFrALmEEX0qLSf569fnepP2Ut/53794NmdGivBeBGcWDXyQ2NpYRDJiYmLi4uGRlZT09PZcsWfL9O/qRWcT45devX62trdra2vn5+QwMDIqKir29vcRoJElNKBjAtdDIFrj5EMbv37/r6+tLS0shXJLIzZs3x8bG0u3yRJLcNqp4NARGDgAdXTJyfDvq09EQIDsEIEd/ZmZmcnNzww2JjY2FsA8ePAhhoJE1NTXd3d3MzMwWFhb79u1Dk6UFV01NraOjo6KiArTenEQLQKeLlpYb7TbKXloh6agM0g1udIIYDAxMXCyMjKCl/8yM/58ceHRp4VWDGDVtH1nQZlxwEx/cOP7PCG5bgxqsoH2uoPsEmBj+/fryh5ODFXTn2P9/DIzghTOM/0DNckYGBlCbGDQSAVlyA7HLJFCaV4xje8+Nz69+GIYqgAQZGTh5mCFj+fcOvTg6+7aCuUjkNHN2HlAhBlntAzYXpBaiDIkLanazsjKAlP1nAB0+9J+JgfHfXwYmZtDuAPA24f+MoJ0DjEz/GP7pBivxSXOfmHzp89Mv2lGaDIyg9fpMoM4PaIcuyAIw/vjw45V5l35//2NVZy2iJQS/Ww0sycAM61pAuBDy739Qx+Pff0aQC/+D7GWCBMr/f6DOBeN/fhUho2b3W3NOXazboZpqwa0i+g9szn+IFtBmCZBJcK+BOAwMbw7dmR3T5FrpCuGSTUIG/slIOWTbOAg12tnZdXV1/fv378ePH8+fP9+/f39GRkZZWdmGDRvMzMxIcnBlZeWMGTMyMjICAwNJ0jjIFf///9/Pz+/UqVMzZswgw6nq6urnz583NTU9cuSIsjK4nCHDlFEtoyEwGgKUgdElQKSF3+gSINLCaxiphgyL/v79G3LiJwMDw7lz54yNjRkYGFJTU2fNmoXpVx0dnatXr8LF2djY4JcJwAWpy4Cs+IebSXDpP1wlGuPhw4cWsQ5q8UbwFS9/vv5iYWWAnPt5a+XVJ0eeWOToyRgKQZb9MDH8R179zwIa/AadAQpZ/c/C+Pf/zz88AqDlN6CV96AF/YQXAoG2Bd/5sq3rppQ2v322xh8Gpv///v/69OvEgjuPzr61SVVVsRUDNejBToc0iEGtahQuqN0PWo4P7saAlvKANwLD1yChrQUCbw4Gd0X+g/YLv3/y9diEi+z8bOYFxszcbKB1O/8ZIRfdMzAw3Nl059qy66oBqpoRGqBFR+BmOthyBAFfkgQX+vvzLxMnK/SwUfCyIshGZLS1QP/+Mz7efP3B6kvKiaZiDqr/QO4B7WAA7cSA+gl04A8DA8PvT98fLT+zomU25QP2kNY/5ebAPTsUGbGxsV++fFm/fj2y4z9+/BgdHb1v376zZ89qamoiS+Fh//nzh4eHp7+/PzMzE6JMUVExJyenuLgYwqUWGRoaysDAAJ+ZPHTokJycnIICuNtMLTtQzZkzZ05lZeWJEyfIbr7//PnT1dVVQEBg06ZNqGaP8kZDYDQE6ARAtR2drBq1ZjQEhmwIvH//HuJ25Ku+vL29IYKTJ0+GMJDJ6upqSOufiYmJmRm0+uXXr1+QXQTIyqjIhjTgysvLIRsAyLstGOIeeXn5E4sPeL01+3zrFejcSYb/TKyg3bd/Pn4/3XX8490Pzm1WUgYi4GF+yLqa/3iG/5kZ/rMhzs6B2ICThC8EYmL8J6nCE9Gj/+nF942V5768+Hr/8ItVuScZGRmip5mq24kyM4KtBs0jgNYaIRwDWjIEWowEEgFPTUCWJEF6C4yQk0whalDXAjGCDwYFdxgYGBn/Ccpwe3RbcQqy7604/P7WO4hpoHVfDz8eqTv65MgT23pLnQh1iOGQUEIjwSt8QC11OIMRNNIPci3YFhADciApWAFiLRAT4395Pw3tItuHqy89WHwGdS0Q1EAGBoZ3J+93aae/PfmAwlb7CF/2gzMtwiT4+fk3bNigqamZkpICEyNMP3ny5OfPn1ZWVoSVUlXFzZs337x5Q1Uj0Q1bvHhxeno62a1/BgYGdnb25ubmzZs3v337Ft30Uf5oCIyGAF3AaAeALsE8askQDwF2dnaID9rb2yGMwsLCFy9eQAbe4LIQKQYGhgcPHrS1tTEwMIiJid24cePu3buQdsCzZ88+fvwIV0YtBtYGHGg9DwW3BYO0l5W329c82XGThfEfGwvDx5uvjjcc5pPmcWi05BPjAK1uBzWjwa1Y0JD/P0hTGLyw/h9owQzDP1AbHdwE5+BAvwQAJAXSDtIFaluD1wtBBvKRg4WTjzWoTV9YgWdf//Wjs2/bpqi45Ktz8bKAVueDtENsh/UEIM4AkSBxyMA87EaCfwz/QXaB788COwykHX0/ALwPAFPGYJmjp+wie6Dm6KP9jxj+/L276c6+8kOiWkIuXXaimkLwFj+4QQ9tmoNb8xA2pB+CIEEzC7AeC1gLyJ1Y+wAMDAwihpJGTW5fH7270rTz16vPkJ0YDIz/GRj///v168GC49ND6ils+kMuiAAfhfSfcqOQI26YsVlYWLq6uo4dO3b9+nWI1/7//z9r1iwnJydhYWFxcXFfX9+9e/dCpCBHBSgqKjIwMBgYGDAyMsInAeAKIGGOxwS4yg0bNvj4+EhLSwsJCdna2i5evPjfP+g0kKmpKSMj4xowYGRkhNjY1taGtiJx8eLFbm5uoqKisrKyPj4+kJECuPmQPQPr1q1zcHDg5+c3NDQsKyvDf6DZzZs3DQ0NkU3o7u5uaGjQ0NAQEREJCAg4fPgwAwPD4cOHQ0NDJSQklJWVk5KS0K5JMTExgRSVcHNGGaMhMBoC9ASjHQB6hvaoXUM1BLi4uHh5QcfkT58+3cnJSU5ObsKECRDPhISEQBjIJFzwxIkTqqqq8vLy+/fvhyjYvHkzhEFd8v9/RANOXl6+oqICYj5kWzBalQ+RIoZ0dXXd3b7l0pRTr88/O9t9QtVP2SBRG7TKn4EB3GoHtbxBDVnQ1lik1f/gsXnwFVqgNjcTA2jhO9w6UA8BpADRCoeLwJr1YF2gnsO/f7/+nlxy/8qOZ1IafD+//vn49BtIDUgK2nQGcUHbfyGNbJAguBEP2oUMb/pDeiYMf/4xgXcnQ1wC74Gg7QkGawdtCIb0AZgY/msHKtmUGV+cf/VU35nHR57Y1VvqRqojtfIhbX0GUI8I1PeAuAREgkIG7lQwg5OXBXrhF6j7Adp/AApGUGiANvuCzUTMAzAwMHCKcurXOPOqiFyq2/7h3GOQXsb/Hy88bldOeXXoDuVNdsgVcpSbAwnS4U06OjoKCgru2bOHgYHh58+fjo6OtbW1Tk5Oixcvnjp1KqRtXVNTAwmE/v7+RYsWQQYITpw4UVZWBhGHkwRNgPQQoqOjw8LClJWVJ06cOHnyZA0NjbS0tODgYEgDff78+SdOnHAEgxMnTqCtXGJgYPjz54+vr296erqhoeHs2bO7u7tFRUXd3d3R3DN37tz8/HxfX98VK1ZER0cvXLjQ0tLy69evcNeiMd6+fcvPz48s2NXVtWPHjvr6+tmzZ7Oxsbm6uk6ZMsXZ2ZmPj2/mzJm1tbWnT582NjaG3KII0cjNzc3GxgYZRoGIjJKjITAaAvQEoP1z9LRv1K7REBiiIbBp0yYnJ6f////Dm/KQm78wvbNp06azZ88yMDA0NzdDxuQYGBjY2NggKvn4+CAMKpKYDbiOjg64+aBG/O7dnZ2dkM4AXJxIhry8/IuTTzo7O/8nfVdylGFiBG2lBTV2wU1YcPsV1NiFNLJBTXnwWD788B+wgv//fv9j4QD3CBj//QMtF8JnOWgeALxF+NzWF0cWP5bS5Avv0RdT5Ve3Fz0w/fajC++cM5XFlHjAzWvQUCgj+KJcRgbEvltGRpA4ZAYApAy8QP/vP/BGW7DNfxlBB/KDFgXh2BPMDN6s/A/URGf48e7Hi/Ov/vz4w8jEwMTEyMIGGjdhglkBNg9EwHcggDgwDFIKY4N6FAz/GRgZ/jIwMIFNhm8vBinBticYsl1YOdqAW1bg5uQjsgE6f778er77putEKuz3dXNze/DgAYXXBYBcPjIwExOToqLi06dPGRgYysrKnj17dvnyZTExMYjvQ0JCoqKi3Nzc9PX1Q0NDNTQ0IBt+DA0NsS6VIWgCAwNDb2/vhg0bTp48CR9uj46ODg0N9ff3bwEDHR0dBgYGYWFhBgYGc3NziEuQydbW1kOHDp07d05DA7RThYGBISIiwsfHJyQkxMHBwcvLC6L4zZs3Fy9elJSUhMxdhIeHa2hozJw5s6ioCKIAk4TsiYKLc3FxHThwgIODg4GBITAwMDIyMjc3t6ioCH7qUXBwsLy8/LRp0yB3JkI0wi9Th3BHydEQGA0BegK06omeVo/aNRoCQykEHBwctmzZgtx8v3HjBtZ7f+HD/8hV3a1btyC+dXJygjBoSqK19V1dXSMiIjo7Ox8+fEieveXl5ZvqNlu8sH978y0j0vA/uCcAWt4DmhYAD3JDFv+AG/vggXwGEPnvD2iugJkRNAaPWOUPWSME6kiA1IC6CuDOAwMDw42j72ekXji78bl7nkpAnZa0Oi/Dv7/iytyRPfryhoLLii6e3/QUZDXYRvCYPWjIH+yGf6BV/uCRfnBvBGQv6Jwihn+Mf0EdFeiMAegUTmgnASQCchgD8tmgYDNB8wBX193dmHXg769/vlPsLXL0pM3E91UfvbX5Dsi1YNvhDHBPA/2QUJAg0rQAI8gi0HGloLF8otcCMTH+l7BTUM+0nJvZ+2zXjQcPHlASlcjLfkZb/yRlhy9fvvz9+/f379+zZs3q7OyEt/4hhtjY2KSmpvb390O4eEhiTPj//39ra2ttbS289Q8x0M3N7e7du0lJSRAuHvLfv3+9vb2NjY3w1j9EcXBwcEBAALI7w8LCIK1/iAJZWdnAwECSTi0LDAyEtP4hJkD2JcfExEC4DAwMvLy8Tk5OFy9ehIuMMkZDYDQEBhaMzgAMbPiP2j6UQsDLy+vZs2fbtm3T1dVVV1eHjIG9efNGRAR6AS0DA0NLS8vv378ZGBguX76MPL4F2T7IzMzMwwMauqa/t+Xl5SHbgsk+Ggi0K6AEdEhoVleSYagCmwALqO0L6gyAmu+QGQBwUxt09CdogQ2sfczI8I+LB3QFL7KvQadkQs4ART0V9Mn1zweWv3hy/atdrLSht+Q/0MGX//4xMP3/84+ZFTRgYRstI6/Lu2f6vQdn33vmKPKLg7ZnYB3yBzW+GUCtfMjlwZy8TKADLsFzCxCX/GX8xwy+mAykEiKOdDbo7UMvTi++wyvB5VxjLKYj8o+B8eeX37qhyhLagqdnXX154bV5hg6POBfEKAiJOS0ANhky2g9WAnLoPybQIaQkzAN8evDxwdoryzsXQKZ64FFpZGQEEQEbTSwBuS2ODI3EWjBM1X358uXOnTvS0tLXrl378eNHUFAQVo8KCQlhFUcWJMaE27dvf/jwwd3dHVkjhC0lJQVh4Cdv3br1+fNnR0dHTGWOjo5NTU1wcRkZGTgbwpCTk4PvdoCI4CfRjjcQFRUFbWJBKhgZGBjExcWvXbuG35xR2dEQGA0BuoHRDgDdgnrUouEQAtzc3JDBLYhnHjx4oKioeOzYMUtLS4hIbW0thAGZnYewjx49CtkVl5OTAxEZEBLUgi8vp7D95+rqetv1cWdn5/pjsw18JEHD8ODRdNCQNrjFDzpNH7QlANQrYAIP/zNDT9cBNd/hZ/BjLgT68OrXvuUvz+x4axcuEVqtzMzK/JcBclcA6Cj8f3/+M7OBWvOMjP/l9flSp+ntmf1wTs4l9wx5XRcRUHcCHKag5UNg28E80Op88EIgsEYGhr+M4IP/IW19sApIH4DhPwPoegKIOOO/J9c+n1n54N3DryaxKiqOUn8ZwD2H/wwc3KACU1xLyGeC7dl517cWHjFN0VRxBt0PDTYMRGAuBII4CSQHuimAkQl0kiixfYA/P3/fXXN9TsFk12qUNT+QqNxN4squ3bt3jy77gUQEGeSRI0f+/fvn6OgIad0uWbJERUWFDHMYGBiIMQF5+IA8WyAHFoM6vRj6WVlZ//79CxdmZUU/pYubm/vbt29wBQQZaK6FcCEkXC8aFy4+yhgNgdEQGBAAqs8GxOJRS0dDYBiEAKQzYGVl9fPnTzY2tsLCQoinkE8LZWBg8IKttYUcDQRRM1BkeXn5bjCgZAwYdNjow4iVq1Yc/bhQyZAf//D/r29/OdmZQa1f0AIZxD1coCUw4EmAv38Z9yx7vXfZKyNXocL52gLi7P8YmCDr70Fj6qDx8n+M//4yMoJOU4W09ZmY/7tnyMnr8u6a8eDR5U8e6bIcXCBZJqQhf3jTHzwM/+8/AxMzwz/8fYDPr3+cWvHo+t6XJhHyPg0GfxkhTX+QLiYGhv/gvQSQiDNNVhfXETw9+9qra+/MkjXYwH0DkEVIaiAq4YI/v/xh42X9C9pHwPCPgXAf4Nn+h32hHa5bUZr+cDMZGBhcXV3V1NQ6OzuJmdWBbATH2hxENnOUjTUEPn/+nJOTY2xsrK+vz8DAICEh8fLly+joaDTF06dPR15LgyYL50pJSRE0QUVFRVBQcNeuXWhLgCBbkP/8+YN8IyHcZGSGsrIyHx/fgQMHDAwMkMUZGBiOHDmCKYimBg+XjY0NsgsZjxqCUv/////z5w/kiGSCikcVjIbAaAhQHYDH5Khu6qiBoyEwMkLgzJkzkM2+kD2+kAsBLCwsJCQk4AGwYMGCT58+MTAwLFu2jIsLZcUIXA2dGZCmP+QEGLKtlpeXLystn5S6fefkO59e/QAtBwKP9IMW/4AH/uHD/xjDiyh2Ht/6rjHq5uOb3zJ7lEKLZEQkWEFGMUAOEkUsnuHkZYZ2M8BL6sGtagYta8GMadr///6fkXn19on3oAVIjKBRf9AWZJAbwIv+wep/ffsD2vIL2igMOpIItD0AvBwfci4QaNsA4/9TKx4tTD3NwMAQO9vMLEKeiek/M+j8ItB5R2AG6IghkNvAEx1MjP8VLEQDJlgy/Pu/qeDYk1OvQHsJwK1/CAOFBGthZgYd9QOdIWEEXTUAsp0RJAhVDL6wjInx//ubb041Hwa1/l1xtv4hgQhfDgRp30MEMUlIXEPiHVN2VAR/CLx+/TouLu7Jkyfz58+HqGxqaqqvr798+TKECyFXrVqVk5MDGd2HiOAhiTGhqqqqqanp3LlzyOZcv35dRkYG7RgfZAVwNiMjY2lpaWNj4+3bt+GCDAwM+/btW7FiBSWzkXJycmhjHMjmE8l++/btnz9/sO6QJtKEUWWjITAaApQAFko0j+odDYERHgL///9nZGSEnP0H2SDIwMCAvLuOgYEhMTEREkqRkZEQxmAgSRo8xuNgeXn5awde7969u21BvEOYKGTvL7yVzAje1MvCCmo6g9vG/0DLc0Cn4YDW9lw68Xn9rNd//vwPyZHQtRUALdMBrcRhgM8MMCBtDwCZDDt4BzJuAZocYGDg5WMKKZU/t/PN6s77pt4iPqmg5dEQKXAnAdqFYGEGnbjDzAi6gRhkP+N/Zvj5PwwMl/e8ObDwkYgcV2ibjpQ2/9//iB0LkEkD0DKe///+Qh2ECA92XlaHQu2bu58e6L2k6SFjnqgGshTcjkcoArNA3SHwcZ//GBmYQUaBLlbDnAf4+enntZU3Z5XNdq0n0PQHmwoi4MuBdu/ejdnEH132AwojUvD79+/Pnj3779+/79+/v3z58tixY7Nnz+bm5t67d6+uri7EpNTU1GPHjpmZmeXk5Njb2////3/9+vVLlizp7++3traGqMFPEmNCcXHxxYsXLSwsMjMz7e3tGRkZjxw5Mnv2bBMTk66uLvzmQ2QrKytPnjxpYGCQn59vYWHx////vXv3Tp8+PT09PTg4GKKGDFJXV3f9+vWQfU1kaIdoWb9+PR8fH/ycNIjgKDkaAqMhQDcw2gGgW1CPWjQ8QwC+puL79+8QHxoZGUEYDAwMubm5EDbaMB5EcGBJ+OAxMQtI8DsV3J04vnLliovvphhac4PG10ED8KDjbpgY/rOwMEKbxaDWOKgP8ODmz81LP9y8+N0nTsQuQAiy05eBAdHsBjW4wauDIE3un99+s3GCmv0gDN52DF/ewwgym8HYQ0RZj3vD5MeTMm/450gr6nCDTACpBFnJwMDAyvyfmZHh7/9/zKBOxb+/4MVIzAz/H1z+eHDZ83fPfjolyWk6iv77z/T3/39myGYAUEeB4d9/sAUMDL+//WbhBC2VRlvlz8TwX9NVSkpH4Mi0m+sLTlhnqEtpYjnpFXTGPxP0oFJcfYA7W+53R09w3U1s0x85UuCHvSLHJmRaAJ5EkdWPsnGFwMGDByF3VPHw8IiLi8vLy/f19UVERCCfAMbAwDB//nxfX9/Zs2cvWrSImZnZyMjo6NGjpqamuIzFFCdoAiMj4+LFi8PCwmbMmLFu3bovX75oaWlNnjw5NjaWyPX0zMzMmzdvXrp06aJFi+bPn//v3z8DA4M1a9b4+/tjuod4kYaGBn19/YaGhpqaGshOA+L1QlTu2rWruLi4tbWVPO0QQ0bJ0RAYDQFKAONo3UBS8O3ezeDmxrBrFwOhmXmSTB1VPBxC4NOnT5DLcebMmZOcnMzAwHDp0iXIimF9ff0LFy4MWk9SuC0Y2V8PHz5cs27Fa7ZpsgosLAx/WRn/sTL8ZWH6z8zG9Be0rJ/x7dt/G5Z83L/5s0e4gEeUMAcn0z8GRsiIO6jxDe4D/AOdzAMShzS+/zEw/fjxnwV8BBBkaB+yigbUPgc3ziFcSIv/8JpX2+e/cIkWc4sGnUMCkQKp/P+fgZkJbDLDf5D5jK+f/96/7MXlg+8doqWsw6T+MjD++8/4D0SCZgn+Q10FEWH8y8D069sfFg7QiAnEImRfw0UurHt4ask9kyhFk1B5ZAUQ9r/ff5jZWP79ZwTZxcD4H8QA9Wj+/Wd4cvZtlWM7w3/Qsn6IYvLIhw8frlixwsjISE1NDcLAnBMgz+RRXaMhgBwCq1atSkhISExMnDp1KrI4Mezt27d7eXmlpqbOmDGDyJ4MMcaOqhkNgdEQIAmAqh+SNIwqHg2B0RDAGgJ8fHyQnQApKSlbt25dtmwZfCpg69atWLVgFdywYUNPTw9WKRoJQi4NgIwWE2nFnj17vL29JSUl5eTkwsPDjx07BtEoLy9fXFgu+CVr88K3DH/Bp/4z/L909kdn1dus0Gdp/k8KIp68ffG7fb5MaIoQZEPEjXPfZtQ+qY240xh7e0nbo0fXvoFXy4D1wtbSsDAzgo4bAp3a+Q/SpmcEraFngKz1B604Ai0b+sfE8M8+RCR3gtK1E5+mFt17df87SAq8/p6FGXxTL+jmAYb/f/7uXfx8QvI1Vjamwvk6NuGg+49AsxbgJTqgawoYISeZgt0AuqYAtBmACTx3AGnrQ5fsgywF3TMAmd9gYvxvFCwX2Gl079irjVXnPj75AnEznGRmAm0nAN+TANIFuWrg84tvxyZernJod3VxpbyxDlkOdO7cuRUrVkRERBBjIK6ohEQoGolfMSWyu3fvdnR0FBAQkJWVDQsLu3v3LrLV/v7+jKhg4cKFcAX47YUrG94MkgIBv2JiZPPz8wUFBa9evQrP+5DgJSam4uLixMTEPn78eOLECYguCInfXoiakUCSFA74FZMtq6qqiprhQDxDQ0N4+BMT0ZgVBFz7SGDgD3y0EMCvGL/syZMnQdEDxkuXLiXe5NEOAFpYjXJHQ4D8EIAvzPXx8YmOjoYctNfd3Y12SDYeC1hZWQMDA0tLSyGXDOBRSV0pSEsRslWUoMkzZsxwd3cXEhKaMGFCX18fCwuLk5PTmjVrGBgYHj58yMjIaGRkNLP74ocb2cf2fNm3/Wtn7fsvn/79+vlPRJxZ25D9+oWfT+//BO1/Zfh/eOuHyZVPuHmZgjPFAtPFmJgZZ5Tfv3L4E3IfAMRmgbb1QWP5yE1/cOuc6T9osy9oURAjaNGRghpH8WQlFT2unux7hza+hzTWGf79ZQatCPp3avvb1pibT29/z+pTCcyVERBmgWzwhfsapJ7xHzNGH4AFdHo/qOEOVgDa1QDvXYDa9CAt/5gZ/0mp80ROMJZQ51uRf/ba9mcgxbB+AhMT6MY0iC5Qf4Ph/8XV9zJV6u4efAYJf7gbKGHs3r3byMiovLycmEu+8EQlphvwK6ZEds2aNR4eHlJSUnPnzu3r63v37p2enh7ymfFXr16trKw8gQS8vb0hLsRvL0TNsCdJCgT8iomXnThxorS0NDzvQwKZmJiaMmXK1KlTkcsNBgYG/PZCDB8JJEnhgF8xJbKrV69Gym0gpqWlJfKGDWIiGrOCGAkxCAH4Ax+iBk7iV4xfloGBQVtbGxRDJ05g3kyKX+/oEiB4FBDFGF0CRFQwjWBFampqyGduJCYmzps3j8jwwGz003mF3sOHDxUUFB48eICn7fjhwwcFBYXc3Nzm5ma4vyoqKmbOnLlw4cLr169D5hMgUpcvXzYzM+Pk+sXMyhidwmfpxPWPgWn57I97t3zpXy7z5w9jScxjpwB+33jQNVuQhUCb5r45tu199WJ1NtDqICawIOOfPwyQIX9QKx9y0Cd4TzHk0E+QIHiugAkiCN4rzMzw//rZr6umvhSTYosqEOMTYrl58ceWBa+/fPjrkyyuZy/wD3T2P9R80DIk0GH/4MU5sIVADAwMf/8zwtcC/f7NwMQMXnIE9htonwCYAScYwbbDuQ/OvDs4446kBq99qhKXABsDA8P//6AdDf9AO4wZbx15Xeo2wdWFnOX+cCvQGPD1P0R2J/BE5ePHj9FurMOv+M+fP7hSxePHj/HLsrOzKyoqent7z5w5E+Kj////u7i4MDIy7tmzh4GB4fv37zw8PHv37nVwcIAogJP4XYXmBbiuYcYgKRDwK8YfU/hleXh4yI4pgiYPsyjD5R38sYOWnvErxh+k+GXRLGJgYHjy5ImiouKOHTucnZ1HsyRBgD9q0IIXv2KSYoqXl3fGjBnw44kJmjzaASAYlSgKds965pYutefyC2cdxDmPKCpGOSM+BHp6etrb27W1taurq7Fe5Ik1hNLT02fNmsXAwLBo0SIZGRknJyfIVZqvX7/Gqp52gvi3BGzZsiUwMPDt27fIeyIvXrxoYGDQ3NwMORAJ7jaI4jVr1hy/mGBqywle9c746TNDWsDTwhax//8ZJzW8mrROno2LGdIs/vuf6cvnv5Uht5Ma5TXMecFL9kGzlD9+MrCwMkIW/0Bb+eBuAK6mP8QBTIz///z+v2b6q7MHP1u58x3a8tErTsQxVBjcFofsSWCAWAFa+s8AWugPcSHaZgBwTwC0JwHUhIcYDSbRWvyQY0bBMlDiz48/B2bfv3fqrWO6spqNCCPoCjDGN/e/Hlv6aGbLciKb6VCzCFG7d+8+d+4c8g5gQjoYILGDFpXv3r0TFhbevHmzj48Psgn4FTMwMGCmCrhR+GVFREQsLS3v3LmDfCLkihUrEhMTv3z5wszMfO7cOWNj4+fPnyOfrgtxG35XoXkBomX4kSQFAn7F+GMKv6yPjw/ZMUXQ5OEXa1h9hD920NIzfsX4gxS/LJpFDAwMVVVVGzZsgE/KkR3RmCZjDYehLog/atACAb9ikmIKrQNA0GTQnrahHtZ0cv/l4wyHlroyMOzfxtP2j7vzEkOVhJeDmDGdbB+1ZuiEQAkYkOTejx8/Qlr/y5cvj4iIYGBguH37tqqq6ps3b0gyhyqK8d8U9vjxYzExMeTWP6TpycvLi3kFEkSxv78/F9eqFWuCvUJ4mP8z8PEycnEzfX7/5/cfBj4BJk4uJsiVpKCWPeM/Hl5mTm6mrx9+gxr+4FNB//5nYvjzl5mVCaQA7EPIwD+kwQ0RhGwOBvUHwMPwkIN6mBj+sbEyKGuyndz7/8GNH64hgu5hgn//M0CsAy/cZ2D4/4+BEXzwKMhk8GVjoHvHQJd+gS4tBm0XZvgPUgGSJtjihzgGpBSM2TiYPfKUru3j3T3p9rMrHx1TFY8uedSWMX/JSWoO/DMwMED2byDPvYDtJ0BAYgc5KhkYGISEhPj5+V++fImmGb/iX79+oaUKZKPwy0pKSgYEBMjKyiLbyMHB8ePHj8+fPwsICFy9epWfn19cXPzRo0eMjIzIKvG7CtnAYcwmKRDwK8YfU/hlGRgYyI4pgiYP4+hD9hr+2EFWycDAgF8x/iDFL4tm0Y8fP2bNmtXU1AQXJzui4SYMbwb+qEHzO37FJMUUqSaDK1k0TaNctBC4fJxh+0KGQ+CtFXbRynYFvrxaDAwMbS+2Tb6/9vHXF2jKR7mjIUBqCEDG+xkYGCCtfwYGBhkZGVINoaJ6yOA0pFkJNxayQunTp0+8vLxwQYia8vJyQUHBL1++wMUhDLhiV1fXurLLC6aCLkRjZvjPxc3468e/H1//cXKBmvWgBfHgdTsQXRzczL+//2UG3SHAANoAwPgPsp8Y1GQHCYIW6DNDNuyC9gDANgAw/AebA16dD1b26/vfxb0v18x6m1QiFpsvcv7o5/ntzyGbAUA3f8HmEEDdBpRLwWDmgA2HbwZg+PuXGbzHAE6C3QPbFQBe6A8SAd87Bt/4y8DAoOMskjRN/8Pz7568jafXPoGELcSnlJMPHz6E7Nwgw1h47KA5g5+fH09UYlWM3yj8ssbGxuvXr4dsoIcbvnnzZkVFRQEBAUizkpGRUV1dXV5eXk5OTlJSEr4DGL/JcNOGN4OkQMCvmBJZSmIKv73DO/qQfUdSOOBXTIksspMgV1j+/v07Li4OLn716tXRLIkH4A98NI34FeOXRTMKjYtf76dPn0Y7AIQAeOCf4R7oflAGu2gGXUtZbolcxeC5yqm+vFqbP19Lvjt7tBtAKBBH5fGFwL59+yC3BDx79gyubtGiRXD2gDAgDcrOzs6HDx+iOQDSE9i9ezeEAVGJ6zg/iBoGBgZ5efkpvVd7Gt79+vmfEVbwMII35kI2BIMazQygM/ghR/uD2uWgdjyoD8DJwwy65Rd0hg9omy90Zy24qQ1WBmuyg3oFoLOAmBj/Xzn5pS7p0Z/f/5vmyJrYcMopstRMlvn7+19n9qM3T34wM4Au4gX1MRhB5sM9CHYJ/KpgcOMetLsXdCgQ43/QlQJQq8HNfch4P8jZYJdAGOA+ALgTAj59iInx//9ff0+ufjqrazV1V/xDBv5XEH3aD9yPyAx47CALEoxKrIrxG4VfFtlAyFW18+fPr6urg4hfu3bt69ev6enpDx8+fPLkSWFhYXp6em9vL0SWJJMhWoYfSVIg4FdMiSwlMYXf3uEXZbh8RFI44FdMiSyy8yZNmpSYmIi8cp2SiEY2eRiz8Qc+msfxK8Yvi2YUGhe/Xlg9jKZp+HIXL17MyMi4d+9eBgaGr1+/6urqent7//sHvoQUzdeXjzNMzYEP/DNkT2HQtYQrgXQDqiS8GBgYIN2AA6/OwmXJY/T09HBwcEDuk7p06RIrK+uWLVvIM2pU1xAKAci2Ki0tLeQlNOnp6QwMDMRvIaCFf11dXSMiIlasWAHpA3R0dEAYkKYneCX9f0jrn0jb5eXlTxz6/vRq/t8/DOCbfUFNaohecMv7P6gNzQC6eQvSMYBIgZrURDf9QYoZ/6+d9XZG00vfGMG0chE+PkZmUAP9PyfH/6w6cW0Tzs7cR9dPfUbrA4DUgJcPQSwFn9EJbsfD5wH+/cPa4oec6oNCwroHTAz/H5x578bXen77S5ICCuIG/CR87gXPjm38JgxO2bNnzwYHByeAAcSFDQ0N+/fvLy4ulpOTk5aWLisr6+npqa2tff78OUTBKDlIQmA0pgZJRFDRGYcOHbp06VJ2djaymaMRPTzAiOsAREZGysnJ9ff3MzAwJCQk/Pr1a9myZegjXnib/sgR7yBmvEuvFr4iyO1SMyUrgvz9/X/+/Hno0KH///9nZGSEhYWhbRZBtnqUPTxCYP78+RCPnDp1CsKAnIgHYa9duxbCGCgScq78ihUrIM1NyOaEGzduMDCgX1mFvRfNwIApXlpSzsIk/OLxH0aG////QwbvET1wJsZ///9DegKgk/uZGf79+gpaewMZege370GKmTEW/ICl/j+4/r0l4/GTez8bp0s5ePEwM/5jY/z38+s/6Ooghn+hKUIhacLTap8e2vgOax8A3BUBWQEJc1DLHtwHYPj3F9Q/AfclQIKwAX6QvUgtflgnAdR5ODD/Yar1ZKoP/EPOWsWMAoiDSSIxY4cBW5RBzMSvmBJZiPkMDAxnz551cXFxcnKaPXs2XNDIyMja2hrOZWBgSE9P//v379GjR3G5FqtjkE0YZmys/sUqSDDEsOqCC8IZyAEIF6QkpuCGYDUZWXB4s0kKB/yKKZGFB/LkyZM9PDxUVVXhIgwMDJRENLI5w5iNP/DRPI5fMX5ZNKPQuPj1jrhNwCwsLEVFRYWFhSkpKbt27Tp58iTk9lZoqF0+DmLAlvszSMgziEqBRPDiXMXggK/WG14dhUwF+PJqBYhZy3KTfEyQqqqqpqbm7t27Hz16dOfOnU2bNuG1dlRyOIRAUlISAwNDRUUFNzc33D+ZmZkMDAzV1dXIgnBZBgaGDx8+QJZHIwvSjg3ZFlxRUcHAwMDFxSUmJoY5nv3p0ydMJ/Hx8X348AHTYb9+/dJTzzpxfsrXL/9AG3b/M4B23P4HjUf8ZWD88e0fJw8z6JxN0H7cf6zMoOPzQe1s8D4BZvA4PUgXA2L1DoS7a+X7dfPeBcQLeEcIgLQz/IM08VlYEFMNDAwMtl58wpJs8zpevnn2KyhT4i/jP2aQA5gwNgQzMYN2DEOP/mQEdUug5kBa+cj+gjgALvLk6mcdxvgTa8vhItRiQLZcU+V8WFyxQ1JUQhR/+/YNa0QTIwsPmXPnzrm6ujo5Oa1YsYKZmRkifvHixWfPnnl6ekK4EJKVlVVSUvLhw4ckeQGid/iRJAUCfsWUxCMlMYXf3uEXZbh8hD920HThV4w/SPHLwi16/Pjx+vXrN2/eDBdhYGCgJKKRzRnGbPxRg+Zx/IqJjCk0MyFcgiaDalyI0pFDpqSkCAoKzps3b+nSpRoaGgiPQ5b7w1v/upbEtP4h2iErgijfGODv779hw4aKiorJkyeLiIhADB8lh2sIfP78GeK19vZ2CIOBgQF+iG9LSwtcEI0hKCgIaY6jidOOq6am1tHRUVFR4erq+ubNm/fv3yPb9e7du48fP0pJofeWZWRkcCkGXXtrV/n547/vn/+ALtICj7IzMfz/8fnv96//BIWh7T8GBgZWVtBUAOiCXhyj/kyM/988/TWl+tmJvZ/LeyT8IvmYQXcGM0Ba/8wM/9iYQRuF4ZMAzAz/tQw5yifK3L/+Y3LZ42+f/0L2BDOB9wNA1gJB5gGQFwJxcoP2KyNNRIDG+OFTAfCtCMwM/48tfxprOLGslCatfwYGBlJP+0GOKWQ2ntghKSqlpKTwG4VfFuKk8+fPu7i4ODo6rly5kpWVFSLIwMBw4cKF4ODgHz9+wEUYGBg+fvz4+PFjbW1tYkxG1jgs2SQFAn7FlMhSElP47R2WsYbVUySFA37FlMjC3TZt2jRFRUUPDw+4yGiWJAbgD3w0E/Arxi+LZhQaF79eGRmZkdgBuH///q9fv5iZmfX09KDhRfSaH6h6HBSkG0DJxgB/f/+7d+/a2NiEh4fjsGRUePiEwJ8/f9A8c//+/WXLljEwMBw6dAhNCs6dMWMGAwNDZ2cn8sXscFlaMHbv3r1ixQoGBoaOjo4LFy5wcnLCt2BCrJs0aRIvL6+VlRUDA8OXL1/27t0L2cri5OTExcWFS3FRUREXF3djEfSoU3AD/d/e9R84OJlUtNlATXDQ4TwMTMwMyAt+QFMB4AN8II1vUIN7+8eGtCcSMqwtMyXVddiYGaBNf2iznoGBlYUR1HAH9QrArXbQzMB/UQnm8kkywuLMfbkPHt2Eti/x9QFga37g9kJcBScZGf69fvCV70bwwtajmDMkkIAim6Tish+4G/DHDklRid8o/LKQJgVk5c/KlStZWFDmpf38/Li4uBoaGuDOZmBgqKurk5CQsLa2Jmgysq7hyiYYCMRnSfxG4ZelJKbwmzxcIw7TXwTDgT5RCXHY9+/fZ8+enZOTg7aRlJKIhpg87Em6xSP+kMTvDCcnJ5SiFr9Zw0P23bt3AQEBTk5O+/bt6+npmZQaCd3my8AAOeSHcm86iBkrc0tDVgS1vdh2+esD4lcEQbaBFhYWUu6MURMGfwjA2zrv378XFBQErU6xtYU42xbGgHCRSXt7ewj3woULBw4cwLweFSJLLRKy+h+yCoiBgQFy1XFXV9fTp0/9/f0ZGBh27Ngxa9asCRMmQBYs3b1718XFBXKvEzc396JFiyIiInApXrx4cXh4eF+FmJHDfW4e5gunfxzY+jkyU5iLg/Evwz8G8BKgf38ZmZjga29Aq/Mh622YGf5//fx3xbS3V89+z6gSMbLihMwaMEJXCoFVgk8ZAh86BB7sYISYyQBa7cPAxMDIEFcstm35hwkFD2PKJQ3tBf4ygJUxMIBWEIGXJDEwgOxn/g9eeIQapqB7vZBETm58VRI6l+pNf8iW63PnzlFl2Q+SexkIxg5JUYk/ovHIXrt2zcXFRVZWtqSk5OLFi8guNDIyEhQUnDt3blhY2JMnTyIiIv79+7d48eLNmzevW7cOchwtHpORjRrG7EESj9zc3JTE1Gg8MjAMliwJySzLli37+fNnQkIChAsnR7MkQUDPLInHMQSdMbJuAv7796+np+eLFy+OHz9eV1I0Y8Gihw3RIjwcDEqmDDJqyIf84AlT4qUef30B6QYwMDAQuTFg27Zt3t7eb968ERYWJt6iUZVDNwRYWVkh8wCrVq1qbGy8evUqAwMDpPWMx1NycnKPHz/m5ubGPK8djy5SpXbv3u3m5rZr1y5Io/bhw4crVqyArD9JS0u7devWw4cPv3z5YmRklJGRERgYCDH/IvhWYGQv7Nu3b+bMmadOncJUDDnzcebMmbt37/75+6OyBpujD6+hNc8/0L28oMX3//4zQa4Bhlz+BW/6g4aNj31ZNOGttjFndJYAHw+o4Y7W9AfNFYBH/f//ZwRNIjAw/QVtNWD89x/M+M8IugaYgfHff8bTB74u6HrhESPiGin6l4Hp33/EDcGgTZMgxzD9+we+yRfiSRgJ2ZDw4eXP7bOeTG5eDQkomCR1aEgHjBYmQ9yHJ3bIi0r8EY0pO3PmzIyMDIhj0MgfP36ws7MzMDCcPn26qanp2LFjbGxs5ubmzc3Nurq6cMV4vABXM+wZeAKBPvEICWFKYgqPFyCGjxASTzjQMyr19fVtbGymTp2KNdgpiWisBg4/QbrFIzzo0G4ChojjccbI6gCUlJTMmzfv9OnTyt9ePd00S6l+cZmrYXPXJKo3/SHhDiEff32RfBd6ooUvr1auYjBEHCvZ1dU1ceLEp0+fYpUdFRx+IdDd3V1WVobsr9jYWPyXACxbtgyyT4DqQ8LIzoAMPCO3O5E7ABBZqhxEA7d09+7dWw5Hmtlzg5rp/5kgfYB//5m+ff3HwcmI3PRnYGBYNePN/s2fY3IE7Tx4IGv9wavwoaP+kKY/WAQ0jP/v738mVtB9w/9x9wHu3/o1r+25kg5XZLE0Wh/gHwPj1y//2blAfQxIix/uZlA/ZPebLO85yAGFLEsJ++HDhwoKCvAOGCVGjeodDYHREBgNgdEQGA0BZDACOgDPHjNIIV0yD9npCwkD8MVeECatyQOvzra92AaxpUrCy0HMGMKGkA+fP5aXRHIkRHSUHBkhEBsbu2TJEohfPTw8tm/fDmHjIpmZmf/9+ycrK/vo0SNcamgk3tnZCZkBgJgPOZEGWQQiTja5e/fuBWvDvEL5kPsAXz794+Jhgre871z5vnjSG2FRlqgsQSkp0CJGyFp/UKMfbDETdAkQaNUQE2gJ0P9fv/6zs4NG/f8yMODpA3z5/H9Oy4vv3//FVckIiLMjzwN8//aPjQOywogB0hVhYGD49vnPtplPeipX0qL1T/WwBYfNKDEaAqMhMBoCoyEwGgIgMMw7AO/nTBK8fZghPJ/ByIZhgJr+oGAGY6wrgvY/PFV5bP7X+28uV60GqxolRmIIPH78+MOHD8rKylxcXAwMDK9evRITE8MaEAkJCQsXLoRcwoVVAZ0FIdMCERER1LqO6uHDh2kFutE5QqC1N+B5APg1fUwM/7Ys+7h+4fuQJAHfMD4G8G2+4GH+f6DBeVBbHzQDAOkqwERAt/n++P6fg5vp/3/Gv6DFPPj6AP8YmFZPf33mwOfYcmllQ154H+DHj/+s7BAjoWePXjnyMclxFi2a/rSYXaFzqhi1bjQERsFoCIyGwCAHw7kD8OPoAY5NUxn4uRnYWBi0bBjun4FGBh0H/qE2IlHI3QAfTs0NL8///fH75+vPrZpRzgbQDaBIykeZIzEEGBkZV6xYgfUkKMiBDNXV1XgOCaVzkNGiD7B23Qoe1alsHKAB/j//GJkY/j1/9HvRxDffvv5LzBNS0WRHW+6PNuoPmg1ghMwAgDoAjEygpj+41wRi4J8H+MfAtH/jxzXTXobmSZp7CUP6AD9/MTKD3AIK2r9//m+b9bQ5fzktWv9o+y5A9o3i0RAYDYHREBgNgdEQoDYYth2AH08eMfTmc4jyg1r/rOCqm4WFWuf8UB4LoBVBz7b++w0asPz/59+frz9AfQDlCGcz6AEvlFsxasIQDYG8vLzJkyeDxr9B205BG2HhHjE3Nz916hQbG9vPnz/hgoOE0dnZaWRkRMU2cXd35x+hSfwirBycjAe3floy9b17AE9EqiBa0x/c1v+HNuoPEgQf2wM6SxQ04s/0j4HhLwMjkZMAf/8zXjn9bVH7UwsvIZ8UiX//Gf78ZWRkAsXFrbOfIy1mUv1yX0gk0nq/L8SWUXI0BEZDYDQERkNgFAzPDgC09S8hyMDBhohj+1gGA5T75BFSA8GadG3Vxo9XGFlA6wr+//n39+fvz9eenc0Cre4YCOeM2jlYQuDw4cN2dnarV68OCQlBdtOtW7fU1dUZGBhu3bqFdjE7sjJas12ZQkFWMIJawwwMjAxgBqRxDGaDxcFtZchkBUgQrAbEAK/agTCgsmCVcHMYIFyIepjhEEGoeogJoAY+KOMgXALRwsjIALYfYgWUhGn5j2I4aP0QinZsGv9DjIVYBWHDTYNwGUFuRzEHxGH4DzENYiMDA9QciCBEI0gQrBTChZmDohKkBqwHTDAwgvs0IL+D+FArEO6BmAYmQYIgBrppUI+ApEDzIXCrwepBMyZgBlgKqgYShlC7QNaCxFG4cFdBZBnBMy9o5kCkQN4BaYfGERqXKDUohkPNQXUA1G0wB1BBDdjJWM3BJ4jwHThcUR0J1YhQA7YDHgJgHlQNXBDCgAUARBbqWYgUzMtQQRAXajXIPHQ1SFIglSAlCAyxBaIFQoLUYNMCVglJRyDtYC7EbWBBhBYwF6SEAawGYipYEKIGRIK5IDWQRAThgkmILIQEKQA5B2IOhASLgfIQhAslQQkZll0YoGaC8j3EHAgJzVUQ90C292CawwjO0BATILeAw10F1QIqeEABj6rmPyTaIWogJNxwuDkww0GjgUyMYENAhQrIeVAtIEGQOIQL04hqOMiFIDVQB4BDgAksCA4BqGlQu8AFCeikY5BFoBBghK2fBFsBOjgB5nKwq0DmgGIVMvgCMRZc1oKMZYbdygIzHKSFGckBYC+DBMEaQXuooIajaoT4C0z+B4cDxHAQCXEVyJFgLZDhHkZwsICXgILVIBwJ4kLVgDwIChawCaAb5UGOAQmCUgwzONbhhSKEwQSuaSDKwIaDFDGB4xvsADAXfFo0TCU4JEDX0oOlQNrBDInbIDsGN4Z4eXC7kQzXHdjCIS0Mbf3//sPw+w/D1x8Mt0EHLJJhGI20/Pvy68/XH3++/vz/5x8jCxMLNzu/nkzf3nk0sm7U2KESAra2tv///0dr/TMwMECO/+fh4RnA1v9QCcNRd46GwGgIjIbAaAiMhsBoCOABw7EDcPowx4tzDKwsoHb/h68MEPT644+vv/AEBP2l9HgUP996+eP5h1/vvvx69/Xfz9+MzMxb2O/uu3Oc/o4ZtXGQh8CUKVNevHjBwMDw+fPnQe7UUeeNhsBoCIyGwGgIjIbAaAgMcgBeHD/I3UiS814+Zdg3/8eXHwzadgw//nDY6P34++/7X9CUkKCdI0km0Vqxk5b1ekG5O4/vMbAxXbh/leEvMxMv29r35xt/bmD49c9JaxCtVqJ1UIyaTzAEcnNzGRgYzM3NCarEpeDv37/MzNCDLHGpGRUfDYHREBgNgdEQGA2B0RAYCWDYdQD+/mMon8eBFHUcDAzIXCSZgWfKS8pCjv+Hn/9TyBDPwMDw+AtorHfg3TfqgsERAr6+vuA1r4wnTpwgw0VPnjzx9va+desWDw/P69evyTBhVMtoCIyGwGgIjIbAaAiMhsBwAsOuA4B859eQjShZHokh6/ZRh1M/BFRUVBgYGKZMmUKG0VeuXNHV1YVo/PHjByPj8Nz3D/HgKDkaAqMhMBoCoyEwGgKjIUAMGHYdAGI8PapmNASGVAj09/c7Ozv7+PiQ6uo3b97AW/9wvaN9AHhQjDJGQ2A0BEZDYDQERkNgZILhuAl4ZMbkqK+HdQiQ0fpnYGAIDQUf2cnAkJOT8+bNm127dkECycjICMIYJUdDYDQERkNgNARGQ2A0BEYgGO0AjMBIH/XyiAiBPXv2HDhwgIGBISgoaPLkycLCwq6urnZ2dgwMDJcuXRoRQTAKRkNgNARGQ2A0BEZDYDQEsIHRDgC2UBkVGw2BoR8C4eHhEE8sXrwYwoCfI/T379///0FHY8HFRxmjITAaAqMhMBoCoyEwGgIjB4x2AEZOXI/6dASFQH9//7t37xgYGFasWMHFxQX3+bp16xgYGFhZWUH3FcJFRxmjITAaAqMhMBoCoyEwGgIjCYx2AEZSbI/6dcSEQFFREcSv8HkABgaGly9f3r17l4GBAbIQCKJglBwNgdEQGA2B0RAYDYHREBhpYLQDMNJifNS/wz8E0tLSIJ588OABhAEhExISIIz169dDGKPkaAiMhsBoCIyGwGgIjIbACASjHYARGOmjXh7OIfD58+fZs2czMDAoKCjIy8vDvXrs2LEdO3YwMDB4e3vz8vLCxUcZoyEwGgKjITAaAqMhMBoCIw2MdgBGWoyP+neYh8CMGTMgPoQf+gnhQq4TZmBgWLhwIUQEk/zy5cuxY8cwxUdFRkNgNARGQ2A0BEZDYDQEhhMYvQhsOMXmqF9GQ4AB0gHg5uZWVVWFB8eiRYsge4L7+vqEhYXh4nDG1atXdXR0IFw+Pr6PHz9C2KPkaAiMhsBoCIyGwGgIjIbA8AOjMwDDL05HfTSiQ+DLly8MDAxoh/zEx8dDAqWwsBDCQCY/fvwIb/0zMDB8+vQJTTuy4lH2aAiMhsBoCIyGwGgIjIbAUAejHYChHoOj7h8NAZQQsLCwYGBg+PHjB2TIn4GBIS4uDqIC1/IeAQEBiAIGBgZ9fX0Im4lptHCAhMQoORoCoyEwGgKjITAaAsMNjNbxwy1GR/0zwkMgPz+fgYHhz58/ampq69ati4iIgFwEJiUlZWlpiTVwINMCQUFB////v3DhQnNzMwMDw////x8/foxV/ajgaAiMhsBoCIyGwGgIjIbAkAaMoxeCjoLREBhOIfD//38dHZ1r164he4qZmfnVq1dCQkLIgsjsadOmZWVlQUR+/PjBycnJwMBw4sQJc3NziCCcdGUKBbEZGUEkAyMDmMHIBOaC2GAGmAtdR8QIVQNRCSJBymCLlMAqGWDmMEC4YAVoglDTwMubQFbDJyggiuEk2H6QLXCVMMZ/FMNBy6RA5uDV+B8iCxkngbDhpkG4jCBnopgD4jD8hzgDYiMDA9QciCBEI0gQrBTChZmDohKkBqwHTDAwMkBvbwYbC7UC4R6IaWASJAhioJsG9QhICtTHg1sNVg81HGwXfsOhsmCVCFdBuYxYzIFIgbwDthorF6sgmhZGFMMZIFrgwQLmQt0G9hHIMrAgmiNJUwMyBR7LsCiAGQuSRHUA1FUIl4PDg4AakDEIjWAelAuxCM00mO+gHoGpgWiBCoLUQK0GmYeuBkkKpBKkBIEhwQzRAiFBarBpAauEpCOQdjAX4gywIEILmAtSwgBWAzEVLAhRAyLBXJAaSDxDuGASIgshQQpAzoGYAyHBYqA8BOFCSVAaZ2CAFypg7aB8D2bA1EBiBuIeJoggNjVww5nASQDuKqgWRlASw1DzH2I4RA2ExFAD1/gP7FRQ7IHUgG2BamEEmcMI8gjI5TAHgAQhWkAkqMgB6wV7AaKRCSwIkoUJMoJEQDYyMDAwM4JshNgFNhzEBWv8zwRK72C7wGrA5oBilRHBBRUtEN8xM0A1wgwHcZkhNoKsg7gKJAgxhwnsHZCrUDVC/AUm/8PVMCPCAWQOE1gLRJARZg6ECzEc5B2w1RBBEBfkBgawvxgQasAJhhkc6/BCEcJgAtc0YI0gRcwgfzMwgeMbFEoQLgNILUwlqIYDewdkHFgQzJC4DdI/uDHIG4PbhaOuGw2B0RAgIQQYGRmvXr3Kzs4O18PMzLx582Y8rX8GBgZ465+BgeHXr18QvZKSkhDGKDkaAqMhMBoCoyEwGgKjITCcwOgpQMMpNkf9MhoC0BD48ePHxIkTt2zZIiUl1dXVJS4uDpUggurr64Oowt9ngKgZJUdDYDQERkNgNARGQ2A0BIYcGO0ADLkoG3XwaAgQFQL5YABXevPmzWPHjiUmJsJFsDIePnzY0tLCwMAgKirKw8ODVc2o4GgIjIbAaAiMhsBoCIyGwJAGox2AIR19o44fDQFiQyAiIuLChQv37t2D7PFF0/b79++LFy82NTVt3rwZIrVkyRIIA43c/W81mghNuZ2dnUZGRq6urjS1hUjDd+/ezcDAMEgcQ6SbR5WNhsBoCIyGwGgIjIYAJhjdA4AZJqMioyFA1xC4ffs2eN8RDS09dOjQhQsXGBgYXrx4Abfm169fd+/enTBhgoqKCj8/v6mpKbz17+Tk5ObmBlc5gIzy8nIGBgZIy3sAnfHw4cPOzs7R1v8ARsGo1aMhMBoCoyEwGgJUBKMdACoG5qhRoyFATggcPnwYfKgF6OgAcvQTocfOzi4tLY2BgWHChAkMDAxbtmwxNTXl4+NTUVEpLCy8e/fu9+/f4cbExMTs3bsXzh1wBmTEHdL+HhDH7N69e8WKFRERERCXDIgbRi0dDYHREBgNgdEQGA0BKoLRY0CpGJijRo2GADkhEBoaumbNGtCRdf9BJ6+RYwRxeu7fv6+oqPjr1y/kM4IgWpmZmeXl5YODg0tLS0VFRSGCg4p8+PAhpBUuLy9PT4dBJh9Gm/70DPNRu0ZDYDQERkNgNARoDUZnAGgdwqPmj4YAgRA4evQoZNMtAXUUSysqKjIwMAQGBsJNkpWVraysvHv37qdPn+7evdvV1TU4W/8MDAzy8vIRERErVqx4+PAh3P00ZTx8+BCyNGu09U/TcB41fDQERkNgNARGQ4D+YHQGgP5hPmrjaAighACklenj4wNfgo8iTQMOxEaIwUeOHLG2toawySN//frFxsZGnl4ydNFnW/Du3bvPnTsH2YFAhiNHtYyGwGgIjIbAaAiMhsBgBqMzAIM5dkbdNvxDAH7rVkBAAN18i3z/t42NzYIFC8izuqSkhB0MZGVlyTOBDF2QRjlkZQ4Z2onRAjEcYhEx6kfVjIbAaAiMgtEQGA2BoQVGOwBDK75GXTvcQuDly5cQL6GdulNUVIQ8Tg9RQ0Xy////0tLSEAMTExNLSkogbOJJS0vL3t5eSAfmyZMnNHUtmqsga3JosS14dNkPWlCPckdDYDQERkNgNASGJRi9B2BYRuuop4ZMCNy4cQPiVvgg+ps3bzw9Pc+cOQM5Ggh5tB6iklrkkydPwsLCVq8Gnevf29v75s0b4qcCFixYcOLECTSXMDLSb0mhq6urmppaZ2dnREQEtbYFQ5b90C7A0YJrlDsaAqMhMBoCoyEwGgIDBUZnAAYq5EftHQ0BUAjs3LmTgYGBk5MTxGFg2LFjh4qKCrz17+Tk9PPnT4gULchVq1b19fVBTCa+9c/AwAC/UfjMmTP///9funQpxBB/f38Igw4kdbcFjy77oUOUjVoxGgKjITAaAqMhMEjAaAdgkETEqDNGaAjs27ePgYFBWVmZgYEhNzfX09Pz48ePkC7B/Pnz9+7di3lkJ3VDqrCw8MSJEyEhIcQbm5CQAFG8f/9+Y2NjBgaGqKgoISEhBgaGPXv2QKToQ8rLy5eXl69YsQLSfCfP0t27d0PWL0FWFpFnyKiu0RAYDYHREBgNgdEQGEKAflP2QyhQRp06GgJ0CwExMbHXr1+npaUdPnz4+vXrEHvNzMw2bdokLi4O4Q4q8saNG5qamgwMDGxsbMizE25ubrt372ZhYfn9+zf9HQzpAJDRgidbI/39OGrjaAiMhsBoCIyGwGgIUAuMdgCoFZKj5oyGADkhABl7hutkYWFpaGiorq6Giww2homJydmzZxkYGJ4/fy4hIQF3noiIyNu3bzk5Ob99+wYXpCcDsoKfpKN7Rlv/9IygUbtGQ2A0BEZDYDQEBg8YXQI0eOJi1CUjLgT+/v2L7GdlZeXz588P5tb/mjVrIK3/4OBg5Nb/sWPH3r59y8DAEB8fj+wjerJdXV0jIiI6OzvRbgqDtPLRXDK67ActQEa5oyEwGgKjITAaAiMKjHYARlR0j3p2cIVAWFgYxEGMjIx5eXlXr17V0dGBiAxOMjo6GuIwtB3DEREREHH4lmIIl84k1m3B586dw9ol+P//PxlLhujso1HrRkNgNARGQ2A0BEZDgBZgtANAi1AdNXM0BAiHwJcvX9atWwdRt2fPnokTJ9J6vy/ELrLJ48ePQ079nzt3Lg8PD9ycZcuWPX78mIGBISMjA36cEVyWzgzMbcFGRka3bt2COwMyITDa9IcHyChjNARGQ2A0BEZDYASC0T0AIzDSR708KELAzMzs9OnTDAwMc+bMSU5OHhRuwusIOTk5SEMf7aR8+DaGL1++cHNz4zWDfpLwhj4yw83NbdeuXaOtf/pFw6hNoyEwGgKjITAaAoMSjM4ADMpoGXXUcA+BnTt3Qlr/yGfqk+pptMuDSdVOqnpI619LSwtZY0VFBYS7cuXKwdP6Z2BggLTy4bcFQ7oBo8t+IJE1So6GwGgIjIbAaAiMcDA6AzDCE8Co9wcmBGRlZZ88ecLAwHD37l0lJSVSHfHp0ycDA4P79+8zMDCgjceTahTx6pmZmf/9+5eUlDR37lyIrsePH8vJyUHYdHMGxDoiyYcPHyooKHR0dBgZGUG6BERqHFU2GgKjITAaAqMhMBoCwxiMzgAM48gd9dogDYHp06dDWv+ysrJktP5v3bolISEBaf0zMDCcOHGCPv7k5eVlYGA4cOAApK3/////8PBwiNXnzp2DMPCT////r66uhi8Zwq+YKrLw1f+jrX+qhOeoIaMhMBoCoyEwGgLDA4x2AIZHPI76YiiFQGZmZlRUFAMDw5kzZ0h19+bNm9XV1b9//w7XaGBgAGfTlOHv78/AwHDv3j03N7ft27fb2NgcP36cgYHB0tLS0NCQoNVz5sxhZ2dva2tjYGBgZKTH3CNk2c+DBw8Ium1UwWgIjIbAaAiMhsBoCIwoMNoBGFHRPerZwRICS5cu3bJli5iYGEkOam1t9fPzQ9bCzMzMwcGBLEI79sSJEyGTAHv27PHy8jp27BgDAwMrK+u2bdvwW7p06VJGRsbU1FT4JcG5ubm0ngeArP4fHfjHHzWjsqMhMBoCoyEwGgIjE4x2AEZmvI/6euBDwNvbm3hH/Pv3LywsrKamBqJFQ0MDwtDX14cw6EAKCAhcuXIF+aBPFhaWAwcOCAgI4LJ93759goKCMTExyAq4ubknTZqELEJdNuSSr4iIiNHWP3UDdtS00RAYDYHREBgNgWEDRjsAwyYqRz0ybEPg48ePRkZGq1evhvjQxsbmyJEjEHZoaCiEQR9STk7u27dvVVVVxsbG+fn5T548sbKywmr1sWPH5OXlnZ2dP3z4wMDAYG1tLSQkBFE5depUCIN25P///+Xl5Wln/qjJoyEwGgKjITAaAqMhMKQBPVbiDukAGnX8aAgMbAjcunXL2tr6zZs3EGeEhISsXr162bJlkEt5L1++POCXB1+9evXBgwfwCY3bt2/HxcXBtyarqKgsWrRIR0eHj4+PgYFBT0/v4sWLEL/Qjdy9e/fobADdQnvUotEQGA2B0RAYDYHBD0Y7AIM/jkZdOHJDYMOGDWFhYfCl81lZWZDhc2dn53379jEwMPz8+ZONjW1gA8jAwODixYtz585NSkpiYGCAnBbKwMAgJSU1ZcoUPz8/ZmZm+Ir/wdBjGdjgGrV9NARGQ2A0BEZDYDQEBhyMLgEa8CgYdcBoCGAPgcrKysDAQHjrn4GBYdq0aRClkA24DAwMA97637RpE2REf/369QwMDIaGhv/+/YMwnjx5EhgYyMzMDOmrMDAwBAUFDfh8BSQAR8nREBgNgdEQGA2B0RAYyWB0BmAkx/6o3wdvCJiZmcGvCmZmZv779y/crb9+/YK0++3t7Q8cOAAXv3DhAt2OBIVbysDAoK6ufuvWrVevXomKipaWlvb09EBk3dzcdu7c+efPH1ZWVogI5AIBCHuUHA2B0RAYDYHREBgNgdEQGCgwOgMwCkZDYHCFwP///wUFBeGtf2Fh4dOnTyNv9oW0/hkYGCBLbuCuf/78OXylDVyQDoybN2/u2LFDVFSUgYGhu7t73bp1EEt37dolKChYWFgI4VZXV0MYo+RoCIyGwGgIjIbAaAiMhsDAgtEZgIEN/1HbR0MASwjk5ORA1vobGxvv2rULcn5ORkbGzJkzkVU/efJEWloaLjJjxozMzEwGBoY/f/4wMzPDxenPePXqlbi4OLK9oqKir169QhYZZY+GwGgIjIbAaAiMhsBoCAwUYBkoi0ftHQ2B0RDAFQJTpkzR0NC4cePGxIkT4U35GTNmiIqKtrS0wHVJSEjA2ZA7eiGX7MK1IMvSky0mJvb//3/k6Yi+vj56OmDUrtEQGA2B0RAYDYHREBgNATxgdAYAT+CMSo2GwKALgalTp+bk5DAwMHBzc3/58gXZfQEBARs3buTk5Pz27Ruy+ECxP378CL8jjJWV9fLly+rq6sQ75v///0+fPn379i09Lzsj3nmjKkdDYDQERkNgNARGQ2DogtE9AEM37kZdPhJDwM3NDeLtkJAQCANOPnnyhIGBAb7R9v79+8nJyXBZBgaGV69eIY/KI0tRnf3//39465+BgeH3798ktf7fvHmjo6MjJydnYGBANzdTPRBGDRwNgdEQGA2B0RAYDYHBCUaXAA3OeBl11WgIYA+B2bNnQyRSU1MhDDj59OlTBgYGWVnZv3//uri4QA4IunTpEnw/cVlZGWSNELyTANdLdcbGjRshZkZHRwsKCpqYmEC4xJDv379XUFD4+vUrXDEj4+hcJTwwRhmjITAaAqMhMBoCoyFAKRitVikNwVH9oyFAzxBQUFB4+PAhAwPDt2/fODk5ka1mYWH5+/evpKTk69ev//z5A5Hi4uKqra2tqKj4/v07FxcXRPDt27eQjcUQLo3I4ODgdevWkdHZ8PT03LFjBwMDAxMTEw8Pz6dPnyAuvHnzppqaGoQ9So6GwGgIjIbAaAiMhsBoCJANRpcAkR10oxpHQ4DeIfD//3/IOh92dna01v/Hjx8hdwU8f/4c0vpnZGSMiYm5f/9+RUUFAwMDJyfn3bt3ZWVlZ8+eTYfWPwMDw9q1a0+dOkVqGG3duhXS+hcUFHz//v3Hjx/hMxiYq55INXxU/WgIjIbAaAiMhsBoCIwC0HIAMsbnRgNuNARGQ2BAQuDDhw+CgoIMDAz6+voXLlyAuOHTp0/Nzc3w67cggvr6+osWLdLT04Nwd+zYUV5efvHixVevXomJiUEEBycpKir65s0bBgaGu3fvKikpQRypqqp6584dDg6O79+/Q0RGydEQGA2B0RAYDYHREBgNAbLB6AwA2UE3qnE0BOgdAgICApBRcMgGgK9fvzY1NQkKCiK3/tnY2LZu3Xr27Fl46//v37+enp6XLl1SVlbm4+Ojt6NJsa+rqwvS+k9NTYW3/hkYGJSVlRkYGH78+EGKYaNqR0NgNARGQ2A0BEZDYDQEsIPRPQDYw2VUdDQEBm0I1NXVpaambtiwoaqqCu0kUAYGhqqqqtbWVmTHd3Z2QlYBOTg47N+/H1lqULH////PxAQdkvj69St8xwIDAwNkWoCVlfXXr1+Dys2jjhkNgdEQGAWjITAaAoANxRAAAFs9GAGSEFTHAAAAAElFTkSuQmCC", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def plot_results(problem, x_best):\n", " ncoords = problem.ncoords\n", " faces_quad = []\n", " for quad in problem.quads:\n", " faces_quad.append([4, quad.n1 - 1, quad.n2 - 1, quad.n3 - 1, quad.n4 - 1])\n", " faces_quad = np.hstack(faces_quad)\n", "\n", " base_grid = pv.PolyData(ncoords, faces_quad)\n", "\n", " # Re-evaluate to ensure result_w is updated\n", " problem._evaluate(x_best, out={})\n", "\n", " h0_vals = x_best[0::3]\n", " h45_vals = x_best[1::3]\n", " h90_vals = x_best[2::3]\n", "\n", " z_offset = min(problem.a, problem.b) * 0.5\n", "\n", " # --- Layer 0: deflection ---\n", " grid_w = base_grid.copy()\n", " grid_w.points[:, 2] -= z_offset\n", " grid_w.point_data[\"Deflection [m]\"] = problem.result_w\n", " grid_w = grid_w.warp_by_scalar(\"Deflection [m]\", factor=100.0)\n", "\n", " # --- Layer 1: 0 degrees ---\n", " grid_h0 = base_grid.copy()\n", " grid_h0.cell_data[\"Thickness [m]\"] = h0_vals\n", "\n", " # --- Layer 2: +/- 45 degrees ---\n", " grid_h45 = base_grid.copy()\n", " grid_h45.points[:, 2] += z_offset\n", " grid_h45.cell_data[\"Thickness [m]\"] = h45_vals\n", "\n", " # --- Layer 3: 90 degrees ---\n", " grid_h90 = base_grid.copy()\n", " grid_h90.points[:, 2] += 2 * z_offset\n", " grid_h90.cell_data[\"Thickness [m]\"] = h90_vals\n", "\n", " plotter = pv.Plotter()\n", " cmap = \"viridis\"\n", "\n", " plotter.add_mesh(grid_w, scalars=\"Deflection [m]\", cmap=cmap, show_edges=True)\n", " plotter.add_mesh(grid_h0, scalars=\"Thickness [m]\", cmap=cmap, show_edges=True)\n", " plotter.add_mesh(grid_h45, scalars=\"Thickness [m]\", cmap=cmap, show_edges=True)\n", " plotter.add_mesh(grid_h90, scalars=\"Thickness [m]\", cmap=cmap, show_edges=True)\n", "\n", " label_x = -problem.a * 0.1\n", " label_y = problem.b / 2\n", "\n", " labels = [\"deflection\", \"h_0\", \"h_45\", \"h_90\"]\n", " label_coords = [\n", " [label_x, label_y, -z_offset],\n", " [label_x, label_y, 0],\n", " [label_x, label_y, z_offset],\n", " [label_x, label_y, 2 * z_offset]\n", " ]\n", "\n", " plotter.add_point_labels(\n", " label_coords,\n", " labels,\n", " font_size=20,\n", " point_size=0,\n", " text_color=\"black\",\n", " always_visible=True\n", " )\n", "\n", " plotter.add_axes()\n", " plotter.show_grid()\n", " plotter.view_isometric()\n", " plotter.show(title=\"Optimized Thickness Distribution per Orientation\")\n", "\n", " \n", "plot_results(problem, res.x)" ] }, { "cell_type": "code", "execution_count": null, "id": "61969086-c6f1-479a-b836-780efa770783", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.13.2" } }, "nbformat": 4, "nbformat_minor": 5 }