{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"provenance":[],"authorship_tag":"ABX9TyPkaYRy2sf6xfrVOqMey6qr"},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"markdown","source":["Competencia perfecta:"],"metadata":{"id":"z6W-mImOCDcO"}},{"cell_type":"markdown","source":["Suponga que es el gerente de una empresa relojera que\n","produce en un mercado competitivo. Su coste de producción\n","viene dado por C = 200 + 2q^2, donde q es el nivel\n","de producción y C es el coste total (el coste marginal\n","de producción es 4q y el coste fijo es 200 dólares).\n","a. Si el precio de los relojes es de 100 dólares, ¿cuántos\n","debe producir para maximizar los beneficios?\n","b. ¿Cuál será el nivel de beneficios?\n"],"metadata":{"id":"Kr7lJDgP7oX1"}},{"cell_type":"markdown","source":["\n","\n","**a. ¿Cuántos debe producir para maximizar los beneficios?**\n","\n","**Desarrollo Matemático:**\n","\n","En un mercado competitivo, la empresa maximiza sus beneficios cuando el **precio (P) es igual al coste marginal (CMg)**.\n","\n","1. **Identificamos el Precio (P):** Se nos da que el precio de los relojes es de $100.\n"," ```\n"," P = 100\n"," ```\n","\n","2. **Identificamos el Coste Marginal (CMg):** Se nos proporciona que el coste marginal de producción es 4q.\n"," ```\n"," CMg = 4q\n"," ```\n","\n","3. **Igualamos el Precio al Coste Marginal para encontrar la cantidad óptima (q):**\n"," ```\n"," P = CMg\n"," 100 = 4q\n"," ```\n","\n","4. **Despejamos q:**\n"," ```\n"," q = 100 / 4\n"," q = 25\n"," ```\n","\n","**Nota de Explicación:**\n","\n","Para maximizar los beneficios en un mercado competitivo, una empresa debe producir la cantidad donde el coste de producir una unidad adicional (coste marginal) sea igual al ingreso adicional que se obtiene por vender esa unidad (precio). En este caso, al igualar el precio de mercado de $100 al coste marginal de 4q, encontramos que la empresa debe producir **25 relojes** para alcanzar su máximo beneficio.\n","\n","**b. ¿Cuál será el nivel de beneficios?**\n","\n","**Desarrollo Matemático:**\n","\n","El beneficio total (BT) se calcula como la diferencia entre el ingreso total (IT) y el coste total (CT):\n","\n","```\n","BT = IT - CT\n","```\n","\n","1. **Calculamos el Ingreso Total (IT):** El ingreso total es el precio por la cantidad vendida.\n"," ```\n"," IT = P * q\n"," IT = 100 * 25\n"," IT = 2500\n"," ```\n","\n","2. **Calculamos el Coste Total (CT) para la cantidad óptima (q = 25):** Se nos da la función de coste total C = 200 + 2q².\n"," ```\n"," CT = 200 + 2 * (25)²\n"," CT = 200 + 2 * 625\n"," CT = 200 + 1250\n"," CT = 1450\n"," ```\n","\n","3. **Calculamos el Beneficio Total (BT):**\n"," ```\n"," BT = IT - CT\n"," BT = 2500 - 1450\n"," BT = 1050\n"," ```\n","\n","**Nota de Explicación:**\n","\n","Una vez que hemos determinado la cantidad óptima de producción (25 relojes), podemos calcular el beneficio que obtendrá la empresa a ese nivel de producción. El ingreso total generado por la venta de 25 relojes a $100 cada uno es de $2500. El coste total de producir esos 25 relojes es de $1450 (que incluye tanto los costes fijos como los costes variables). Por lo tanto, el nivel de beneficios para la empresa será de **$1050**.\n","\n"],"metadata":{"id":"BvAGtA2b-NYk"}},{"cell_type":"code","source":["import matplotlib.pyplot as plt\n","import numpy as np\n","\n","# Definir el rango de producción (q)\n","q = np.linspace(0, 50, 100)\n","q_positive = q[q > 0] # Para evitar división por cero en CFMe\n","\n","# Definir las funciones de coste\n","CT = 200 + 2 * q**2\n","CMg = 4 * q\n","CVMe = 2 * q\n","CFMe = 200 / q_positive\n","\n","# Definir el precio\n","P = 100\n","ingreso_total = P * q\n","beneficio_total = ingreso_total - CT\n","\n","# --- Primera Gráfica: Costo Total, Ingreso Total y Beneficio Total ---\n","plt.figure(figsize=(10, 6))\n","\n","plt.plot(q, CT, label='Costo Total (CT = 200 + 2q²)', color='blue')\n","plt.plot(q, ingreso_total, label='Ingreso Total (IT = 100q)', color='green')\n","plt.plot(q, beneficio_total, label='Beneficio Total (BT = IT - CT)', color='purple')\n","\n","# Marcar el punto de beneficio máximo\n","q_max_beneficio = P / 4\n","beneficio_max = (P * q_max_beneficio) - (200 + 2 * q_max_beneficio**2)\n","plt.scatter(q_max_beneficio, P * q_max_beneficio, color='green', marker='o', label=f'Ingreso Máx. Beneficio (q={q_max_beneficio})')\n","plt.scatter(q_max_beneficio, 200 + 2 * q_max_beneficio**2, color='blue', marker='x', label=f'Costo en Máx. Beneficio')\n","plt.scatter(q_max_beneficio, beneficio_max, color='purple', marker='*', s=100, label=f'Beneficio Máximo (${beneficio_max:.2f})')\n","\n","plt.xlabel('Cantidad (q)')\n","plt.ylabel('Valor ($)')\n","plt.title('Costo Total, Ingreso Total y Beneficio Total')\n","plt.legend()\n","plt.grid(True)\n","plt.ylim(0, 6000)\n","plt.xlim(0, 50)\n","\n","plt.show()\n","\n","# --- Segunda Gráfica: Costo Variable Medio, Costo Marginal, Costo Fijo Medio y Precio ---\n","plt.figure(figsize=(10, 6))\n","\n","plt.plot(q, CMg, label='Costo Marginal (CMg = 4q)', color='red')\n","plt.plot(q, CVMe, label='Costo Variable Medio (CVMe = 2q)', color='green')\n","plt.plot(q_positive, CFMe, label='Costo Fijo Medio (CFMe = 200/q)', color='orange')\n","plt.plot(q, [P] * len(q), label='Precio (P = $100)', color='blue', linestyle='--')\n","\n","# Marcar el punto de maximización de beneficios (P = CMg)\n","plt.scatter(q_max_beneficio, P, color='red', marker='o', label=f'P = CMg en q={q_max_beneficio}')\n","plt.scatter(q_max_beneficio, 2 * q_max_beneficio, color='green', marker='x', label=f'CVMe en q={q_max_beneficio}')\n","plt.scatter(q_max_beneficio, 200 / q_max_beneficio if q_max_beneficio > 0 else np.nan, color='orange', marker='^', label=f'CFMe en q={q_max_beneficio}')\n","\n","# Marcar el punto donde P cruza CVMe\n","q_cruce_cvme = P / 2\n","plt.scatter(q_cruce_cvme, P, color='blue', marker='s', label=f'P = CVMe en q={q_cruce_cvme}')\n","plt.scatter(q_cruce_cvme, 2 * q_cruce_cvme, color='green', marker='d')\n","\n","plt.xlabel('Cantidad (q)')\n","plt.ylabel('Valor ($)')\n","plt.title('Costo Variable Medio, Costo Marginal, Costo Fijo Medio y Precio')\n","plt.legend()\n","plt.grid(True)\n","plt.ylim(0, 200)\n","plt.xlim(0, 50)\n","\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"id":"VdMJ14XY9Od1","executionInfo":{"status":"ok","timestamp":1744176468548,"user_tz":300,"elapsed":521,"user":{"displayName":"Eco. Karina Alexandra Alvarez Basantes","userId":"04523469468728616755"}},"outputId":"7254fe59-c38f-472b-bd6b-5df23a889a2c"},"execution_count":8,"outputs":[{"output_type":"display_data","data":{"text/plain":["
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\n"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["
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\n"},"metadata":{}}]},{"cell_type":"code","source":["import numpy as np\n","import pandas as pd\n","import matplotlib.pyplot as plt\n","\n","# --- Información del Problema ---\n","titulo_problema = \"Análisis de Producción en Mercado Competitivo\"\n","empresa = \"Empresa Relojera\"\n","funcion_coste = \"C = 200 + 2q²\"\n","coste_fijo = \"$200\"\n","coste_marginal_formula = \"CMg = 4q\"\n","precio_mercado = \"$100\"\n","\n","print(f\"--- {titulo_problema} ---\")\n","print(f\"Empresa: {empresa}\")\n","print(f\"Función de Coste Total: {funcion_coste}\")\n","print(f\"Coste Fijo: {coste_fijo}\")\n","print(f\"Coste Marginal: {coste_marginal_formula}\")\n","print(f\"Precio de Mercado: {precio_mercado}\\n\")\n","\n","# --- Desarrollo Matemático ---\n","\n","# a. Cantidad para maximizar beneficios\n","print(\"--- a. Cantidad para maximizar beneficios ---\")\n","print(\"Condición de maximización de beneficios en mercado competitivo: P = CMg\")\n","P_num = 100\n","print(f\"Precio (P) = ${P_num}\")\n","print(f\"Coste Marginal (CMg) = 4q\")\n","ecuacion_max_beneficio = \"100 = 4q\"\n","print(f\"Igualando: {ecuacion_max_beneficio}\")\n","q_max_beneficio_num = P_num / 4\n","print(f\"Cantidad óptima (q) = {q_max_beneficio_num} relojes\\n\")\n","\n","# b. Nivel de beneficios\n","print(\"--- b. Nivel de beneficios ---\")\n","print(\"Beneficio Total (BT) = Ingreso Total (IT) - Coste Total (CT)\")\n","IT_formula = \"IT = P * q\"\n","IT_max_beneficio = P_num * q_max_beneficio_num\n","print(f\"Ingreso Total (IT) = ${P_num} * {q_max_beneficio_num} = ${IT_max_beneficio}\")\n","CT_formula = \"CT = 200 + 2q²\"\n","CT_max_beneficio = 200 + 2 * (q_max_beneficio_num ** 2)\n","print(f\"Coste Total (CT) = 200 + 2 * ({q_max_beneficio_num}²) = ${CT_max_beneficio}\")\n","beneficio_max_num = IT_max_beneficio - CT_max_beneficio\n","print(f\"Beneficio Total (BT) = ${IT_max_beneficio} - ${CT_max_beneficio} = ${beneficio_max_num}\\n\")\n","\n","# --- Tabla de Datos Previa a la Gráfica ---\n","\n","# Definir el rango de producción (q) para la tabla\n","q_tabla = np.arange(0, 51, 5)\n","\n","# Calcular los datos para la tabla\n","coste_total_tabla = 200 + 2 * q_tabla**2\n","coste_marginal_tabla = 4 * q_tabla\n","coste_variable_medio_tabla = 2 * q_tabla\n","coste_fijo_medio_tabla = np.where(q_tabla > 0, 200 / q_tabla, np.nan) # Evitar división por cero\n","ingreso_total_tabla = P_num * q_tabla\n","beneficio_total_tabla = ingreso_total_tabla - coste_total_tabla\n","precio_tabla = np.array([P_num] * len(q_tabla))\n","\n","# Crear el DataFrame de pandas para la tabla\n","data_tabla = {\n"," 'Cantidad (q)': q_tabla,\n"," 'Costo Total (CT)': coste_total_tabla,\n"," 'Costo Marginal (CMg)': coste_marginal_tabla,\n"," 'Costo Variable Medio (CVMe)': coste_variable_medio_tabla,\n"," 'Costo Fijo Medio (CFMe)': coste_fijo_medio_tabla,\n"," 'Precio (P)': precio_tabla,\n"," 'Ingreso Total (IT)': ingreso_total_tabla,\n"," 'Beneficio Total (BT)': beneficio_total_tabla\n","}\n","\n","tabla_datos = pd.DataFrame(data_tabla)\n","\n","print(\"--- Tabla de Datos Previa a la Gráfica ---\")\n","print(tabla_datos)\n","print(\"\\n\")\n","\n","# --- Programación para las Gráficas ---\n","\n","# Definir el rango de producción (q) para las gráficas (más detallado)\n","q_grafica = np.linspace(0, 50, 100)\n","q_positive_grafica = q_grafica[q_grafica > 0]\n","\n","# Definir las funciones de coste para las gráficas\n","CT_grafica = 200 + 2 * q_grafica**2\n","CMg_grafica = 4 * q_grafica\n","CVMe_grafica = 2 * q_grafica\n","CFMe_grafica = 200 / q_positive_grafica\n","\n","# Definir el precio para las gráficas\n","P_grafica = 100\n","ingreso_total_grafica = P_grafica * q_grafica\n","beneficio_total_grafica = ingreso_total_grafica - CT_grafica\n","\n","# --- Primera Gráfica: Costo Total, Ingreso Total y Beneficio Total ---\n","plt.figure(figsize=(10, 6))\n","\n","plt.plot(q_grafica, CT_grafica, label='Costo Total (CT = 200 + 2q²)', color='blue')\n","plt.plot(q_grafica, ingreso_total_grafica, label='Ingreso Total (IT = 100q)', color='green')\n","plt.plot(q_grafica, beneficio_total_grafica, label='Beneficio Total (BT = IT - CT)', color='purple')\n","\n","# Marcar el punto de beneficio máximo\n","q_max_beneficio_plot = P_grafica / 4\n","beneficio_max_plot = (P_grafica * q_max_beneficio_plot) - (200 + 2 * q_max_beneficio_plot**2)\n","plt.scatter(q_max_beneficio_plot, P_grafica * q_max_beneficio_plot, color='green', marker='o', label=f'Ingreso Máx. Beneficio (q={q_max_beneficio_plot:.2f})')\n","plt.scatter(q_max_beneficio_plot, 200 + 2 * q_max_beneficio_plot**2, color='blue', marker='x', label=f'Costo en Máx. Beneficio')\n","plt.scatter(q_max_beneficio_plot, beneficio_max_plot, color='purple', marker='*', s=100, label=f'Beneficio Máximo (${beneficio_max_plot:.2f})')\n","\n","plt.xlabel('Cantidad (q)')\n","plt.ylabel('Valor ($)')\n","plt.title('Costo Total, Ingreso Total y Beneficio Total')\n","plt.legend()\n","plt.grid(True)\n","plt.ylim(0, 6000)\n","plt.xlim(0, 50)\n","\n","plt.show()\n","\n","# --- Segunda Gráfica: Costo Variable Medio, Costo Marginal, Costo Fijo Medio y Precio ---\n","plt.figure(figsize=(10, 6))\n","\n","plt.plot(q_grafica, CMg_grafica, label='Costo Marginal (CMg = 4q)', color='red')\n","plt.plot(q_grafica, CVMe_grafica, label='Costo Variable Medio (CVMe = 2q)', color='green')\n","plt.plot(q_positive_grafica, CFMe_grafica, label='Costo Fijo Medio (CFMe = 200/q)', color='orange')\n","plt.plot(q_grafica, [P_grafica] * len(q_grafica), label='Precio (P = $100)', color='blue', linestyle='--')\n","\n","# Marcar el punto de maximización de beneficios (P = CMg)\n","plt.scatter(q_max_beneficio_plot, P_grafica, color='red', marker='o', label=f'P = CMg en q={q_max_beneficio_plot:.2f}')\n","plt.scatter(q_max_beneficio_plot, 2 * q_max_beneficio_plot, color='green', marker='x', label=f'CVMe en q={q_max_beneficio_plot:.2f}')\n","plt.scatter(q_max_beneficio_plot, 200 / q_max_beneficio_plot if q_max_beneficio_plot > 0 else np.nan, color='orange', marker='^', label=f'CFMe en q={q_max_beneficio_plot:.2f}')\n","\n","# Marcar el punto donde P cruza CVMe\n","q_cruce_cvme = P_grafica / 2\n","plt.scatter(q_cruce_cvme, P_grafica, color='blue', marker='s', label=f'P = CVMe en q={q_cruce_cvme:.2f}')\n","plt.scatter(q_cruce_cvme, 2 * q_cruce_cvme, color='green', marker='d')\n","\n","plt.xlabel('Cantidad (q)')\n","plt.ylabel('Valor ($)')\n","plt.title('Costo Variable Medio, Costo Marginal, Costo Fijo Medio y Precio')\n","plt.legend()\n","plt.grid(True)\n","plt.ylim(0, 200)\n","plt.xlim(0, 50)\n","\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"id":"eTD0ALzqCfLr","executionInfo":{"status":"ok","timestamp":1744176855272,"user_tz":300,"elapsed":781,"user":{"displayName":"Eco. Karina Alexandra Alvarez Basantes","userId":"04523469468728616755"}},"outputId":"cd77fd7a-c95f-4be8-eb98-1598b2ca9c00"},"execution_count":12,"outputs":[{"output_type":"stream","name":"stdout","text":["--- Análisis de Producción en Mercado Competitivo ---\n","Empresa: Empresa Relojera\n","Función de Coste Total: C = 200 + 2q²\n","Coste Fijo: $200\n","Coste Marginal: CMg = 4q\n","Precio de Mercado: $100\n","\n","--- a. Cantidad para maximizar beneficios ---\n","Condición de maximización de beneficios en mercado competitivo: P = CMg\n","Precio (P) = $100\n","Coste Marginal (CMg) = 4q\n","Igualando: 100 = 4q\n","Cantidad óptima (q) = 25.0 relojes\n","\n","--- b. Nivel de beneficios ---\n","Beneficio Total (BT) = Ingreso Total (IT) - Coste Total (CT)\n","Ingreso Total (IT) = $100 * 25.0 = $2500.0\n","Coste Total (CT) = 200 + 2 * (25.0²) = $1450.0\n","Beneficio Total (BT) = $2500.0 - $1450.0 = $1050.0\n","\n","--- Tabla de Datos Previa a la Gráfica ---\n"," Cantidad (q) Costo Total (CT) Costo Marginal (CMg) \\\n","0 0 200 0 \n","1 5 250 20 \n","2 10 400 40 \n","3 15 650 60 \n","4 20 1000 80 \n","5 25 1450 100 \n","6 30 2000 120 \n","7 35 2650 140 \n","8 40 3400 160 \n","9 45 4250 180 \n","10 50 5200 200 \n","\n"," Costo Variable Medio (CVMe) Costo Fijo Medio (CFMe) Precio (P) \\\n","0 0 NaN 100 \n","1 10 40.000000 100 \n","2 20 20.000000 100 \n","3 30 13.333333 100 \n","4 40 10.000000 100 \n","5 50 8.000000 100 \n","6 60 6.666667 100 \n","7 70 5.714286 100 \n","8 80 5.000000 100 \n","9 90 4.444444 100 \n","10 100 4.000000 100 \n","\n"," Ingreso Total (IT) Beneficio Total (BT) \n","0 0 -200 \n","1 500 250 \n","2 1000 600 \n","3 1500 850 \n","4 2000 1000 \n","5 2500 1050 \n","6 3000 1000 \n","7 3500 850 \n","8 4000 600 \n","9 4500 250 \n","10 5000 -200 \n","\n","\n"]},{"output_type":"stream","name":"stderr","text":[":54: RuntimeWarning: divide by zero encountered in divide\n"," coste_fijo_medio_tabla = np.where(q_tabla > 0, 200 / q_tabla, np.nan) # Evitar división por cero\n"]},{"output_type":"display_data","data":{"text/plain":["
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\n"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["
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yojsRij9J8XExABgZmaWqfw7d+4EYNiwYRrpw4cPB1B3p0n55X/Hjh0kJiZmqU4REREEBwfTrVs3ChQooE4vV64cDRo0UNchPZ07dyY+Pl7dkgaou0+kdMcAMDIyUv9/VFQU0dHR1KpVi3PnzmmVWadOHcqUKZPhud8uMzExkWfPnuHk5ISlpWWq5b47fqxfv37o6emle50bN27E1dUVFxcXnj59qn6ldEfJSlerjh07EhQURGRkJPv37ycyMjLNXz43btxIrVq1yJ8/v8Z569evT3JyMocOHQJUz4menh79+vVTH6urq8vAgQMzrE9mn7GsiImJyfQzfubMGR4/fsw333yjMbaladOmuLi4qM9vZGSEgYEBQUFBmer2+a6dO3dStWpVjW6Npqam9O7dm7CwMK5evZqpcnR1dWnXrh1r164FVL+w29vbU6tWrVTzv/18xsfH8/TpU6pXrw6Q6vPZt29fje19+/aRlJTEN998o5GemXubwtTUlM6dO6u3DQwMqFq1Knfu3NG4rpRJHJRKJc+fPycpKYkvvvgi1Xq+j/f5/MvMPbO0tOT+/fucPn06y3XKrud/8+bN7NmzR/1avXp1luqgq6vLoEGDtOoghODvv//OdFmf2+eLr68vDx8+1PiMXb16NUZGRrRu3TrD8wPUr1+fggULYm9vT/v27TE1NWXr1q1arWJvXx+o3h8LCwsaNGig8f5UrlwZU1NTdZ327NnDy5cvGTNmjNb4vPSmwc/O+y5JqZHdCKX/JHNzcwBevnyZqfx3795FR0cHJycnjXRbW1ssLS25e/cuoApMWrduzZQpU5g3bx5169alRYsWdOzYUWvSitTOAVC6dGmtfa6uruzevTvDwcKNGzemQIECrFmzRj2GZO3atZQvX56yZcuq8+3YsYNp06YRHBys0V8/tX+Qihcvnm69U6SMAwkICODBgwcafd2jo6O18pcqVUpj29TUFDs7uzTHeIFq6uSQkBB1t6N3PX78OFN1BdRjAtavX09wcDBVqlTByckp1fPfvHmTixcvZnjeu3fvYmdnpzUbWmr39F2ZfcaywtzcXOOLfEbnT6uuLi4uHDlyBFBNAPD9998zfPhwbGxsqF69Os2aNcPX11drZsC0zlOtWjWtdFdXV/V+Nze3TNW5Y8eOLFy4kAsXLrBmzRrat2+f5peq58+fM2XKFNatW6f1nKT2fL773Ke8P+/enwIFCmS6m1rRokW16pc/f34uXryokbZq1SrmzJnDtWvXNH60yezfYkbe5/MvM/ds9OjR7N27l6pVq+Lk5ETDhg3p2LGjuvtyRufIjue/du3aaU6QkZk6FC5cWCsIffs6M+tz+3xp0KABdnZ2rF69mnr16qFUKlm7di0+Pj6ZDtoXL16Ms7Mzenp62NjYULp0aXR0NH/z19PTo2jRohppN2/eJDo6mkKFCqVabsr7k9ItMbOfHymy875LUmpksCX9J5mbm1O4cGEuX76cpeMyWiRSoVCwadMmTpw4wZ9//snu3bvx8/Njzpw5nDhxQusfyeymr69Pu3bt+Pnnn3n06BHh4eHcvHlTYxD+4cOHad68ObVr12bJkiXY2dmhr69PQECA1oQDoNkikJ6BAwcSEBDAkCFD8PDwwMLCAoVCQfv27bNtml2lUom7uztz585Ndb+9vX2myzI0NKRVq1asWrWKO3fupLs4rFKppEGDBowaNSrV/c7Ozpk+b0aycyFSFxcXzp8/z71797L03mRkyJAheHt7s23bNnbv3s3EiROZOXMm+/fv1xrTkZNSpvQeMmQIoaGhabYcALRr145jx44xcuRIKlSogKmpKUqlkkaNGqX6fGb2uc+KtMZHvf3DxO+//063bt1o0aIFI0eOpFChQujq6jJz5kz1l8kP5eLiAsClS5do0aJFtpQJqi+n169fZ8eOHezatYvNmzezZMkSJk2apF7uIiOfy0K8n9vni66uLh07duTnn39myZIlHD16lIcPH2q01GakatWq6tkI02JoaKgVgCmVSgoVKpRmK2VaQaok5RUy2JL+s5o1a8by5cs5fvw4Hh4e6eZ1cHBAqVRy8+ZN9a9doBo4/uLFCxwcHDTyV69enerVqzN9+nTWrFlDp06dWLduHT179kzzH7uUMq5fv66179q1a1hbW2dqCtxOnTqxbNky1q9fT2hoKAqFQmNa3c2bN5MvXz52796t0doWEBCQYdnp2bRpE127dmXOnDnqtPj4+DQXL7158yaenp7q7djYWCIiImjSpEma5yhZsiQXLlygXr162fKlrGPHjqxcuRIdHR3at2+f7nljY2PTXMMshYODA/v27SM2NlYjsE7tnqZ2bFaesczw9vZm7dq1/P7774wdOzbD86fUNaVb5tv1f/f8JUuWZPjw4QwfPpybN29SoUIF5syZw++//w6k/aXOwcEhzWf87XpkVocOHZg2bRqurq5pTh4RFRXFvn37mDJlCpMmTVKn37x5M9PnSanXrVu3NFqYnj179l7dKdOyadMmSpQowZYtWzTew8mTJ2fbOb788kvy58/P2rVrGTduXIaTZGTlnpmYmPD111/z9ddfk5CQQKtWrZg+fTpjx44lX7586T4X2f38Z5WDgwN79+7l5cuXGq0c7/tsfm6fL76+vsyZM4c///yTv//+m4IFC6Y682d2K1myJHv37qVmzZrp/giSMlHO5cuXtVrw0pPd912S3iXHbEn/WaNGjcLExISePXumuor97du3WbBgAYA6AEiZFSpFSgtLygx+UVFRWlPFpnwBTOmulzK70rtBiJ2dHRUqVGDVqlUa+y5fvsw///yTbhDytpo1a+Lo6Mjvv//O+vXrqVOnjka3DF1dXRQKBcnJyeq0sLCwTM/klxZdXV2ta1+0aJHGed62fPlyjS5SS5cuJSkpKd1Fl9u1a8eDBw/4+eeftfbFxcXx6tWrLNXZ09OTqVOn8uOPP6bbBa5du3YcP36c3bt3a+178eIFSUlJgOo5SUpKYunSper9ycnJLFq0KMO6ZPYZy4o2bdrg7u7O9OnTOX78uNb+ly9fqmcL/OKLLyhUqBDLli3T6Fr6999/ExISoj7/69evtWbfK1myJGZmZhrHmZiYpBpoN2nShFOnTmnU59WrVyxfvhxHR8dMjQ98W8+ePZk8ebJGkP+ulGDi3efz3fc6PfXq1UNPT0/j3gL8+OOPma9sJqRW15MnT6Z6/96XsbExo0ePJiQkhNGjR6c6vfXvv//OqVOngMzfs3en0TcwMKBMmTIIIdR/6yk/GL37bOTE859VTZo0ITk5Weuezps3D4VCkeUF4T+3z5dy5cpRrlw5VqxYwebNm2nfvv1HWcurXbt2JCcnM3XqVK19SUlJ6mepYcOGmJmZMXPmTK3PqNSe8RTZfd8l6V2yZUv6zypZsiRr1qzh66+/xtXVFV9fX9zc3EhISODYsWNs3LhRPe6pfPnydO3aleXLl/PixQvq1KnDqVOnWLVqFS1atFC30KxatYolS5bQsmVLSpYsycuXL/n5558xNzdX/2NnZGREmTJlWL9+Pc7OzhQoUAA3Nzfc3NyYPXs2jRs3xsPDgx49eqinfrewsEi3G8rbFAoFHTt2ZMaMGQB8++23GvubNm3K3LlzadSoER07duTx48csXrwYJycnrbEjWdGsWTN+++03LCwsKFOmDMePH2fv3r0a0/q+LSEhgXr16tGuXTuuX7/OkiVL+PLLL2nevHma5+jSpQsbNmygb9++HDhwgJo1a5KcnMy1a9fYsGEDu3fvzrCbytt0dHSYMGFChvlGjhzJ9u3badasGd26daNy5cq8evWKS5cusWnTJsLCwrC2tsbb25uaNWsyZswYwsLCKFOmDFu2bEl1TNC7MvuMwf+naA8ICNBY3+ld+vr6bNmyhfr161O7dm3atWtHzZo10dfX58qVK6xZs4b8+fMzffp09PX1+f777+nevTt16tShQ4cO6qnfHR0dGTp0KAA3btxQ37cyZcqgp6fH1q1befTokcav95UrV2bp0qVMmzYNJycnChUqxFdffcWYMWNYu3YtjRs3ZtCgQRQoUIBVq1YRGhrK5s2btboQZcTBwSHDvw1zc3Nq167NrFmzSExMpEiRIvzzzz/q9X0yw8bGhsGDBzNnzhyaN29Oo0aNuHDhAn///TfW1tbZ1v2tWbNmbNmyhZYtW9K0aVNCQ0NZtmwZZcqUITY2NsPjFQoFderU0VhPKjUjR47kypUrzJkzhwMHDtCmTRtsbW2JjIxk27ZtnDp1imPHjgFk+p41bNgQW1tbatasiY2NDSEhIfz44480bdpU3WJQuXJlQLVwcvv27dHX18fb2ztLz39O8fb2xtPTk/HjxxMWFkb58uX5559/+OOPPxgyZIi65SSzPtXPl/T4+voyYsQIgCx1IfwQderUoU+fPsycOZPg4GAaNmyIvr4+N2/eZOPGjSxYsIA2bdpgbm7OvHnz6NmzJ1WqVFGvk3fhwgVev37NqlWrUi0/u++7JGnJpVkQJSnPuHHjhujVq5dwdHQUBgYGwszMTNSsWVMsWrRIxMfHq/MlJiaKKVOmiOLFiwt9fX1hb28vxo4dq5Hn3LlzokOHDqJYsWLC0NBQFCpUSDRr1kycOXNG45zHjh0TlStXFgYGBlrTN+/du1fUrFlTGBkZCXNzc+Ht7S2uXr2apWu6cuWKAIShoaGIiorS2v/LL7+IUqVKCUNDQ+Hi4iICAgK0pgoWQjW1dP/+/VM9x7v1joqKEt27dxfW1tbC1NRUeHl5iWvXrgkHBweNabFTpgE+ePCg6N27t8ifP78wNTUVnTp10pjyXgjtqd+FUE1R/v3334uyZcsKQ0NDkT9/flG5cmUxZcoUjSnvU/P21MxpSW1qZiFUU12PHTtWODk5CQMDA2FtbS1q1KghfvjhB40p7J89eya6dOkizM3NhYWFhejSpYs4f/58hlMzC5G5Z0wIIRYtWiQAsWvXrnSvJUVUVJSYNGmScHd3F8bGxiJfvnzCzc1NjB07VkRERGjkXb9+vahYsaIwNDQUBQoUEJ06dVJPzSyEEE+fPhX9+/cXLi4uwsTERFhYWIhq1aqJDRs2aJQTGRkpmjZtKszMzASgcR9v374t2rRpIywtLUW+fPlE1apVxY4dOzJ1LSlTv6cntanf79+/L1q2bCksLS2FhYWFaNu2rXj48KHWc5xyX548eaJVblJSkpg4caKwtbUVRkZG4quvvhIhISHCyspK9O3bV50vranfU5sW/d1pqJVKpZgxY4ZwcHAQhoaGomLFimLHjh1a+YTQ/ht8+fKlAET79u3TfX/etmnTJtGwYUNRoEABoaenJ+zs7MTXX38tgoKCNPJl5p799NNPonbt2sLKykoYGhqKkiVLipEjR2r9XU6dOlUUKVJE6OjoaEwDn9nnPzXp3TchMjf1uxCq93Do0KGicOHCQl9fX5QqVUrMnj1bY+rwtHwuny/piYiIELq6usLZ2TnTx6T295iajN6/5cuXi8qVKwsjIyNhZmYm3N3dxahRo8TDhw818m3fvl3UqFFD/W9o1apVxdq1azXOk533XZIyohBCLo8tSZL0KWnXrh1hYWHqbl5S7nnx4gX58+dn2rRp6i6ZuWXnzp00a9aMCxcu4O7unqt1+RR06dKF48ePc+vWrdyuyifj6dOn2NnZMWnSJCZOnJjb1ZGkT4LsRihJkvQJEUIQFBSknohC+nji4uK0BuinjIGpW7fux6/QOw4cOED79u1loJVJERER7z1N/H9VYGAgycnJdOnSJberIkmfDBlsSZIkfUIUCkWW1hOTss/69esJDAykSZMmmJqacuTIEdauXUvDhg0ztZZUTps9e3ZuV+GTcPHiRbZt28ahQ4cYOXJkblfnk7B//36uXr3K9OnTadGiBY6OjrldJUn6ZMhgS5IkSZIyoVy5cujp6TFr1ixiYmLUk2ZMmzYtt6smZcGWLVtYtGgR7du3z3BJBEnl22+/5dixY9SsWTNTsx9KkvR/uTpma+bMmWzZsoVr165hZGREjRo1+P777zVWQ4+Pj2f48OGsW7eON2/e4OXlxZIlS7CxsVHnCQ8Pp1+/fhw4cABTU1O6du3KzJkzP8qUpJIkSZIkSZIkSanJ1XW2Dh48SP/+/Tlx4gR79uwhMTGRhg0baqyVM3ToUP788082btzIwYMHefjwIa1atVLvT05OpmnTpurpuletWkVgYKDGwpWSJEmSJEmSJEkfW56ajfDJkycUKlSIgwcPUrt2baKjoylYsCBr1qyhTZs2gGpFb1dXV44fP0716tX5+++/adasGQ8fPlS3di1btozRo0fz5MkTDAwMcvOSJEmSJEmSJEn6j8pT/exSFuYrUKAAAGfPniUxMZH69eur87i4uFCsWDF1sHX8+HHc3d01uhV6eXnRr18/rly5QsWKFbXO8+bNG968eaPeViqVPH/+HCsrq2xbmFKSJEmSJEmSpE+PEIKXL19SuHBh9cLt7yvPBFtKpZIhQ4ZQs2ZN3NzcAIiMjMTAwABLS0uNvDY2NkRGRqrzvB1opexP2ZeamTNnMmXKlGy+AkmSJEmSJEmSPhf37t2jaNGiH1RGngm2+vfvz+XLlzly5EiOn2vs2LEMGzZMvR0dHU2xYsW4ceOGulUts3SDGqITdY6k6r8j7Bplc02lz01iYiIHDhzA09MTfX393K6O9BmTz5r0schnTfpY5LMmZbukJHQCA9GZORPFvz3slO3b82TgQJxr1sTMzOyDT5Engq0BAwawY8cODh06pBE92trakpCQwIsXLzRatx49eoStra06z6lTpzTKe/TokXpfagwNDTE0NNRKL1CgAFZWVlmrvLkRvAEsjCCrx0r/OYmJiRgbG2NlZSX/oZBylHzWpI9FPmvSxyKfNSlbHTkCAwbAhQuq7YoVYfFi8PAg+dkzgGwZXpSrsxEKIRgwYABbt25l//79FC9eXGN/5cqV0dfXZ9++feq069evEx4ejoeHBwAeHh5cunRJY5HPPXv2YG5uTpkyZXL+IhT/xqvKpJw/lyRJkiRJkiRJ7y8yEnx9oVYtVaCVPz8sWQKnT8O/8UV2ytWWrf79+7NmzRr++OMPzMzM1GOsLCwsMDIywsLCgh49ejBs2DAKFCiAubk5AwcOxMPDg+rVqwPQsGFDypQpQ5cuXZg1axaRkZFMmDCB/v37p9p6le10/j2H8k36+SRJkiRJkiRJyh2JifDjjzB5Mrx8CQoF9OwJM2aAtXWOnTZXg62lS5cCULduXY30gIAAunXrBsC8efPQ0dGhdevWGosap9DV1WXHjh3069cPDw8PTExM6Nq1K99+++3HuQh9U9V/E19+nPNJkiRJkiRJkpR5QUGqLoNXrqi2q1RRBV5Vq+b4qXM12MrMEl/58uVj8eLFLF68OM08Dg4O7Ny5MzurpiU5OZnExETtHXrFwMABEpIhPj5H6yB9+hITE9HT0yM+Pp7k5OTcro6Ux+nq6qKnpyeXpJAkSZKk93H/PowcCevWqbatrOC778DPDz5wSvfMyhMTZOR1sbGx3L9/P/Xg0KgNOHpBsgWEhn78ykmfFCEEtra23Lt3T36BljLF2NgYOzs7uUC7JEmSJGVWQgLMmwdTp8KrV6rAqm9f1XYWZx7/UDLYykBycjL379/H2NiYggULan9BjjOC+KdgWACMC+dOJaVPhlKpJDY2FlNT0w9eJE/6vAkhSEhI4MmTJ4SGhlKqVCn5zEiSJElSRvbsgYED4fp11baHh2qWwYoVc6U6MtjKQGJiIkIIChYsiJGRkXYGYQhKwEAH8uX76PWTPi1KpZKEhATy5csnvzhLGTIyMkJfX5+7d++qnxtJkiRJklIRHg5Dh8KWLartQoVg1izo0uWjdRlMjfy2l0lpdvlS6Kr+K+T4G0mSsp8MyiVJkiQpHW/ewPTp4OKiCrR0dWHwYLhxA7p2zdVAC2TL1odT/HsDZbAlSZIkSZIkSR/Pzp2qwOrWLdV27dqqWQbd3XO3Xm+RP5l+KNmyJUmSJEmSJEkfT2go+PhA06aqQMvODlavVk3xnocCLZDB1odTB1vK3K2HlG0UCgXbtm3L1jLr1q3LkCFDMsxXu3Zt1qxZk63n/pzs2rWLChUqoFTKvzdJkiRJ+s+JiwN/f3B1he3bQU8PRoxQTYbRsaNqoeI8RgZbHyzlLcx7LVuRkZEMHDiQEiVKYGhoiL29Pd7e3uzbty9byg8MDMTS0jJbynJ0dEShULAuZR2Et5QtWxaFQkFgYGC2nCsjERERNG7c+KOc623bt2/n0aNHtG/fXiP9/PnztG3bFhsbG/Lly0epUqXo1asXN27cACAsLAyFQoGuri4PHjzQODYiIkK9TlNYWNjHupR0CSFo3LjxewW1jRo1Ql9fn9WrV+dM5SRJkiRJynuEUAVXZcvClCmqcVpffQUXLsDs2WBmlts1TJMMtj5USstWHvulPSwsjMqVK7N//35mz57NpUuX2LVrF56envTv3z+3q5cqe3t7AgICNNJOnDhBZGQkJiYmH1R2cnJypltDbG1tMTQ0/KDzvY+FCxfSvXt3jQkRduzYQfXq1Xnz5g2rV68mJCSE33//HQsLCyZOnKhxfJEiRfj111810latWkWRIkU+Sv0za/78+R+0xli3bt1YuHBhNtZIkiRJkqQ86+ZNVXdBHx9V98GiRWHDBti7F8qUye3aZUgGW1klhGpxtJTX63h4FQevYjXTc+KV2qLKafjmm29QKBScOnWK1q1b4+zsTNmyZRk2bBgnTpxQ5wsPD8fHxwdTU1PMzc1p164djx49Uu+/cOECnp6emJmZYW5uTuXKlTlz5gxBQUF0796d6OhoFAoFCoUCf39/AKKiovD19SV//vwYGxvTuHFjbt68mWGdO3XqxMGDB7l37546beXKlXTq1Ak9Pc25XObOnYu7uzsmJibY29vzzTffEBsbq96f0uq2fft2ypQpg6GhIeHh4URERNC0aVOMjIwoXrw4a9aswdHRkfnz56uPfbvFJaXVaMuWLXh6emJsbEz58uU5fvy4Ov+zZ8/o0KEDRYoUwdjYGHd3d9auXZup+5TiyZMn7N+/H29vb3Xa69ev6d69O02aNGH79u3Ur1+f4sWLU61aNX744Qd++uknjTK6du2qFawGBATQtWtXrfNt376dUqVKkS9fPjw9PVm1ahUKhYIXL15kqd5ZFRwczJw5c1i5cmWq+3fu3ImzszNGRkZ4enoSGBioVS9vb2/OnDnD7du3c7SukiRJkiTlolevYPx4cHODv/8GfX0YOxauXYO2bfNkl8HUyGArq16/BlPT/78sCoBDbShWSzM9J16vX2eqis+fP2fXrl30798/1RahlK5/SqUSHx8fnj9/zsGDB9mzZw937tzh66+/Vuft1KkTRYsW5fTp05w9e5YxY8agr69PjRo1mD9/Pubm5kRERBAREcGIESMAVcvDmTNn2L59O8ePH0cIQZMmTUhMTEy33jY2Nnh5ebFq1ap/3+rXrF+/Hj8/P628Ojo6LFy4kCtXrrBq1Sr279/PqFGj3rlVr/n+++9ZsWIFV65coVChQvj6+vLw4UOCgoLYvHkzy5cv5/Hjxxm+p+PHj2fEiBEEBwfj7OxMhw4dSEpKAiA+Pp7KlSvz119/cfnyZXr37k2XLl04depUhuWmOHLkCMbGxri6uqrTdu/ezdOnT7WuK8W7XTibN29OVFQUR44cUZcZFRWlEcABhIaG0qZNG1q0aMGFCxfo06cP48ePz7COjRs3xtTUNM1X2bJl0z3+9evXdOzYkcWLF2Nra6u1/969e7Rq1Qpvb2+Cg4Pp2bMnY8aM0cpXrFgxbGxsOHz4cIZ1liRJkiTpEyMEbN6sGpc1YwYkJECjRnD5smr7A3s7fWxy6vfP0K1btxBC4OLikm6+ffv2cenSJUJDQ7G3twfg119/pWzZspw+fZoqVaoQHh7OyJEj1WWVKlVKfbyFhQUKhULji/PNmzfZvn07R48epUaNGgCsXr0ae3t7tm3bRtu2bdOtk5+fH8OHD2f8+PFs2rSJkiVLUqFCBa18b0824ejoyLRp0+jbty9LlixRpycmJrJkyRLKly8PwLVr19i7dy+nT5/miy++AGDFihUa15SWESNG0LRpUwCmTJlC2bJluXXrFi4uLhQpUkQdaAIMHDiQ3bt3s2HDBqpWrZph2QB3797FxsZGowthSmtgRvcxhb6+Pp07d2blypV8+eWXrFy5ks6dO6Ovr6+R76effqJ06dLMnj0bgNKlS3P58mWmT5+ebvkrVqwgLi4u3fOnZ+jQodSoUQMfH59U9y9dupSSJUsyZ84cdb0uXbrE999/r5W3cOHC3L17N93zSZIkSZL0ibl2DQYOVHURBHB0hPnzoXnzT6Yl610y2MoqY2N4q7saAM+DVbMRWpYF3Rwc62NsnKlsIpPdDUNCQrC3t1cHWgBlypTB0tKSkJAQqlSpwrBhw+jZsye//fYb9evXp23btpQsWTLdMvX09KhWrZo6zcrKitKlSxMSEpJhnZo2bUqfPn04dOgQK1euTLVVC2Dv3r3MnDmTa9euERMTQ1JSEvHx8bx+/Rrjf98nAwMDypUrpz7m+vXr6OnpUalSJXWak5MT+fPnz7Beb5djZ2cHwOPHj3FxcSE5OZkZM2awYcMGHjx4QEJCAm/evFHXIzPi4uLIly+fRlpm7+Pb/Pz8qFGjBjNmzGDjxo0cP35c3QKX4vr161SpUkUjLTNB4YeM/dq+fTv79+/n/PnzaeYJCQnReG4APDw8Us1rZGTE60y29EqSJEmSlMe9fAlTp8K8eZCUBIaGMHo0jBkDRka5XbsPIrsRZpVCoWq+fPtlagomRmCcT3tfdr4yGdGXKlUKhULBtWvXPvhy/f39uXLlCk2bNmX//v2UKVOGrVu3fnC5adHT06NLly5MnjyZkydP0qlTJ608YWFhNGvWjHLlyrF582bOnj3L4sWLAUhISFDnMzIy+qCJGN72dqtNSpkpE27Mnj2bBQsWMHr0aA4cOEBwcDBeXl4adcmItbU1UVFRGmnOzs4AWbqP7u7uuLi40KFDB1xdXXFzc8v0sRn5kG6E+/fv5/bt21haWqKnp6ceg9e6dWvq1q2b5bo8f/6cggULvu+lSJIkSZKUFwgBa9eCi4tqVsGkJPD2hqtXVbMOfuKBFshgK3so/n0b88jCxgUKFMDLy4vFixfz6tUrrf0pkw24urpy7949jQkprl69yosXLyjz1uwuzs7ODB06lH/++YdWrVqpJ2EwMDAgOVnzml1dXUlKSuLkyZPqtGfPnnH9+nWNMtPj5+fHwYMH8fHxSbXV6ezZsyiVSubMmUP16tVxdnbm4cOHGZZbunRpkpKSNFpXbt26pRXkZNXRo0fx8fGhc+fOlC9fnhIlSqinZc+sihUrEhkZqVGXhg0bYm1tzaxZs1I9Jq3JLPz8/AgKCkqzVbB06dKcOXNGI+306dMZ1nHFihUEBwen+dq5c2eax44ZM4aLFy9q5AeYN2+e+nlydXXVGuf29mQuKeLj47l9+zYVK1bMsM6SJEmSJOVRly+Dp6dqfayHD6FkSdixQzXFe4kSuV27bCODreyQBxc2Xrx4McnJyVStWpXNmzdz8+ZNQkJCWLhwobprVv369XF3d6dTp06cO3eOU6dO4evrS506dfjiiy+Ii4tjwIABBAUFcffuXY4ePcrp06fVkzg4OjoSGxvLvn37ePr0Ka9fv6ZUqVL4+PjQq1cvjhw5woULF+jcuTNFihRJc6zOu1xdXXn69KnWzHopnJycSExMZNGiRdy5c4fffvuNZcuWZViui4sL9evXp3fv3pw6dYrz58/Tu3fvD24BK1WqFHv27OHYsWOEhITQp08fjRkdM6NixYpYW1tz9OhRdZqJiQkrVqzgr7/+onnz5uzdu5ewsDDOnDnDqFGj6Nu3b6pl9erViydPntCzZ89U9/fp04dr164xevRobty4wYYNG9RrmKX3PhQpUgQnJ6c0Xw4ODmkea2tri5ubm8YLVJNdFC9eHIC+ffty8+ZNRo4cyfXr11mzZk2qa6udOHECQ0PDNLsYSpIkSZKUh0VHw9ChUKECHDyoar2aOlUVfP07Pv5zIoOt7JDHWrYASpQowblz5/D09GT48OG4ubnRoEED9u3bx9KlSwHVF+s//viD/PnzU7t2berXr0+JEiVYv349ALq6ujx79gxfX1+cnZ1p164djRs3ZsqUKQDUqFGDvn378vXXX1OwYEF1C0xAQACVK1emWbNmeHh4IIRg586dGU6g8DYrKyuM0mg6Ll++PHPnzuX777/Hzc2N1atXM3PmzEyV++uvv2JjY0Pt2rVp2bIlvXr1wszMTGu8VFZMmDCBSpUq4eXlRd26dbG1taVFixZZKkNXV5fu3btrLdbr4+PDsWPH0NfXp2PHjuougtHR0UybNi3VsvT09LC2ttaaLj9F8eLF2bRpE1u2bKFcuXIsXbpUPRthbqwvlqJYsWJs3ryZbdu2Ub58eZYtW8aMGTO08q1du5ZOnTplaUycJEmSJEm5TAj49VcoXVo16UVyMrRqBSEhMGECfMB3sbxMId5nFP5nJiYmBgsLC54+fYqVlZXGvvj4eEJDQylevHjaX8hf3oSEaDBxgHxyHMmn5P79+9jb27N3717q1auX4+dTKpXExMRgbm6uMfMgQGRkJGXLluXcuXPpthLlhOnTp7Ns2TKNLqV5QVBQEJ6enkRFRWFpacnTp0/V3SBTWsQ+d5n6DEpFYmIiO3fupEmTJln6oUOSsko+a9LHIp+1T1hwMAwYACk9eEqXhoULoWHDXK1WWp49e4a1tTXR0dGYm5t/UFlyNsLskAe7EUqp279/P7Gxsbi7uxMREcGoUaNwdHSkdu3auV01bG1t+eWXXwgPD8/xYGvJkiVUqVIFKysrjh49yuzZsxkwYECOnjM7hIWFsWTJkv9MoCVJkiRJn7SoKJg4EZYuBaVSNeHbxImqboQGBrldu49CBlvZQR1s5Z1uhFLqEhMTGTduHHfu3MHMzIwaNWqwevXqPPMLWVa7H76vmzdvMm3aNJ4/f06xYsUYPnw4Y8eO/Sjn/hBffPGFeo00SZIkSZLyKKUSAgJUU7c/fapK+/pr+OEHKFo0d+v2kclgK1ukdAeTwVZe5+XlhZeXV25XI9fNmzePefPm5XY1MlS3bt33Wm9MkiRJkqRccuYM9O8PKTMMlykDixbBV1/lbr1yiZwgIzvIboSSJEmSJEnSf9mzZ9CnD1Stqgq0zMxgzhzVeK3/aKAFsmUre+TB2QglSZIkSZIkKcclJ8PPP8P48fD8uSqtc2eYNQvs7HK3bnmADLaygxyzJUmSJEmSJP3XnDihmmXw7FnVtrs7LF4MtWrlbr3yENmNMDvIboSSJEmSJEnSf8Xjx9CjB3h4qAItCwvVVO7nzslA6x2yZSs7yJYtSZIkSZIk6XOXlATLlqmmb3/xQpXWrRt89x3Y2ORmzfIsGWxlBzlmS5IkSZIkSfqcHTmimmXw4kXVdqVK8OOPqtYtKU2yG2F2kN0I86ygoCAUCgUvUn59yYS6desyZMiQdPM4Ojoyf/78D6rbx9CtWzeNtbsyc22ZsW/fPlxdXUlOlj8wfIj27dszZ86c3K6GJEmSJKUtIgK6dFF1D7x4EfLnVy1SfOqUDLQyQQZb2SGPtmxFRkYycOBASpQogaGhIfb29nh7e7Nv375sKT8wMBBLS8sPKiMhIQFra2u+++67VPdPnToVGxsbEhMT36v8GjVqEBERgYWFxYdUM0coFAoUCgUnTpzQSH/z5g1WVlYoFAqCgoKy9Zxbtmxh6tSpH1zOqFGjmDBhArq6uuq0hIQEZs2aRfny5TE2Nsba2pqaNWsSEBBAYmIi3t7eNGrUKNXyDh8+jEKh4OLFi4SFhaFQKNDV1eXBgwca+SIiItDT00OhUBAWFvbB1/G+goKC8PHxwc7ODhMTEypUqMDq1auzXM6ECROYPn060dHROVBLSZIkSfoAiYkwdy6ULg2//w4KBfTuDTduQN++8NZ3ACltMtjKDm+3bOWRBVjDwsKoXLky+/fvZ/bs2Vy6dIldu3bh6elJ//79c7t6agYGBnTu3JmAgACtfUIIAgMD8fX1RV9fP8tlJyYmYmBggK2tLQqFIjuqm+3s7e21rn3r1q2YmprmyPkKFCiAmZnZB5Vx5MgRbt++TevWrdVpCQkJeHl58d1339G7d2+OHTvGqVOn6N+/P4sWLeLKlSv06NGDPXv2cP/+fa0yAwIC+OKLLyhXrpw6rUiRIvz6668a+VatWkWRIkU+qP7Z4dixY5QrV47Nmzdz8eJFunfvjq+vLzt27MhSOW5ubpQsWZLff/89h2oqSZIkSe/hwAGoWBGGD4eXL1VrZ508CT/9BNbWuV27T4oMtrJICMGrhFear8R4XiXGqV5vXmrvz6aXyEIg980336BQKDh16hStW7fG2dmZsmXLMmzYMI2WlPDwcHx8fDA1NcXc3Jx27drx6NEj9f4LFy7g6emJmZkZ5ubmVK5cmTNnzhAUFET37t2Jjo5Wt9D4+/sDEBUVha+vL/nz58fY2JjGjRtz8+bNNOvao0cPbty4wZEjRzTSDx48yJ07d+jRowenT5+mQYMGWFtbY2FhQZ06dTh37pxGfoVCwdKlS2nevDkmJiZMnz5dqxvhs2fP6NChA0WKFMHY2Bh3d3fWrl2rVaekpCQGDBiAhYUF1tbWTJw4Md33/8WLF/Ts2ZOCBQtibm7OV199xYULF9LMn6Jr166sW7eOuLg4ddrKlSvp2rWrVt579+7Rrl07LC0tKVCgAD4+PhqtO8nJyQwbNgxLS0usrKwYNWqUVp3f7UaY1XsFsG7dOho0aEC+fPnUafPnz+fQoUPs27eP/v37U6FCBUqUKEHHjh05efIkpUqVolmzZhQsWJDAwECN8mJjY9m4cSM9evTQem/eDUQDAgJSfW8uX75M48aNMTU1xcbGhi5duvD06dN0r+NDjBs3jqlTp1KjRg1KlizJ4MGDadSoEVu2bFHnSe1+dO3aVaNbJ4C3tzfr1q3LsbpKkiRJUqbdvw/t26sWIb5yRRVYrVgBx49DlSq5XbtPkgy2suh14mtMZ5pqvr4zx/Sn2qrX9xba+7Pp9Trxdabq+Pz5c3bt2kX//v0xMTHR2p/S9U+pVOLj48Pz5885ePAge/bs4c6dO3z99dfqvJ06daJo0aKcPn2as2fPMmbMGPT19alRowbz58/H3NyciIgIIiIiGDFiBKAaJ3TmzBm2b9/O8ePHEULQpEmTNLsCuru7U6VKFVauXKmRHhAQQI0aNXBxceHly5d07dqVI0eOcOLECUqVKkWTJk14+fKlxjH+/v60bNmSS5cu4efnp3Wu+Ph4KleuzF9//cXly5fp3bs3Xbp04dSpUxr5Vq1ahZ6eHqdOnWLBggXMnTuXFStWpPmet23blsePH/P3339z9uxZKlWqRL169XiesrhfGipXroyjoyObN28GVMHvoUOH6NKli0a+xMREvLy8MDMz4/Dhwxw9ehRTU1MaNWpEQkICAHPmzCEwMJCVK1dy5MgRnj9/ztatW9M9f1bvFai6/H3xxRcaaatXr6Z+/fpUrFhRK7++vj4mJibo6enh6+tLYGCgRhC4ceNGkpOT6dChg8ZxzZs3JyoqSh2EHzlyhKioKLy9vTXyvXjxgq+++oqKFSty5swZdu3axaNHj2jXrl2a1xAeHo6pqWm6rxkzZqT9xqUiOjqaAgUKqLczez+qVq3KqVOnePPmTZbOJ0mSJEnZJiEBvv8eXFxg/XrQ0VFNhnH9umqKdx0ZMrwvORvhZ+jWrVsIIXBxcUk33759+7h06RKhoaHY29sD8Ouvv1K2bFlOnz5NlSpVCA8PZ+TIkeqySpUqpT7ewsIChUKBra2tOu3mzZts376do0ePUqNGDUD1Rdze3p5t27bRtm3bVOvSo0cPRowYwcKFCzE1NeXly5ds2rSJhQsXAvDVV19p5F++fDmWlpYcPHiQZs2aqdM7duxI9+7d1dt37tzROK5IkSLqoBBg4MCB7N69mw0bNlC1alV1ur29PfPmzUOhUFC6dGkuXbrEvHnz6NWrl1bdjxw5wqlTp3j8+DGGhoYA/PDDD2zbto1NmzbRu3fvVK85hZ+fHytXrqRz584EBgbSpEkTChYsqJFn/fr1KJVKVqxYoe4SGRAQgKWlJUFBQTRs2JD58+czduxYWrVqBcCyZcvYvXt3mud933t19+5dChcurFVW3bp1073OlGudPXs2Bw8eVOcPCAigdevWWuPq9PX16dy5MytXruTLL79Uv0fvdin98ccfqVixokZwtHLlSuzt7blx4wbOzs5a9ShcuDDBwcHp1vXtwCkjGzZs4PTp0/z000/qtMzej8KFC5OQkEBkZCQODg6ZPqckSZIkZYt//oGBA1VjsQBq1FAtTFyhQq5W63Mhg60sMtY3JnZsrPaOF5dAmQhmpUFfuzUpu86dGZntbhgSEoK9vb060AIoU6YMlpaWhISEUKVKFYYNG0bPnj357bffqF+/Pm3btqVkyZLplqmnp0e1atXUaVZWVpQuXZqQkJA0j+vQoQNDhw5lw4YN+Pn5sX79enR0dNStbI8ePWLChAkEBQXx+PFjkpOTef36NeHh4RrlvNvi8q7k5GRmzJjBhg0bePDgAQkJCbx58wZjY833tnr16hrjvDw8PJgzZw7Jyckak0KAqqtlbGwsVlZWGulxcXHcvn073foAdO7cmTFjxnDnzh0CAwPVAea757h165bWeKv4+Hhu375NdHQ0ERERGu+7np4eX3zxRZrPw/veq7i4OI0uhJD5Z87FxYUaNWqwcuVK6taty61btzh8+DDffvttqvn9/PyoUaMGM2bMYOPGjRw/fpykpCSNPBcuXODAgQOpjnO7fft2qsGWnp4eTk5OmapzRg4cOED37t35+eefKVu2LECW7oeRkREAr19nruVakiRJkrJFeDgMHQopXeBtbGDWLNXMg3l0rPunSAZbWaRQKDAxSCWYMjCD5DgwyJdjwVZmlSpVCoVCwbVr1z64LH9/fzp27Mhff/3F33//zeTJk1m3bh0tW7bMhpr+n7m5OW3atCEgIAA/Pz8CAgJo166d+gt0165defbsGQsWLMDBwQFDQ0M8PDzUXehSpNZt8m2zZ89mwYIFzJ8/H3d3d0xMTBgyZIhWOVkRGxuLnZ1dqjMHZma2RisrK5o1a0aPHj2Ij4+ncePGWt0jY2NjqVy5cqoz3r3bCpbTrK2tiYqK0khzdnbO9PPWo0cPBg4cyOLFiwkICKBkyZLUqVMn1bzu7u64uLjQoUMHXF1dcXNz02qRio2Nxdvbm++//17reDs7u1TLDQ8Pp0yZMunWc9y4cYwbNy7dPAcPHsTb25t58+bh6+ubbt60pHQ1/dj3UZIkSfqPio+HOXNg+nSIi1PNKjhwIPj7Qx6cvflTJztgZpc8NP17gQIF8PLyYvHixbx69Uprf8pkEa6urty7d4979+6p9129epUXL15ofBF1dnZm6NCh/PPPP7Rq1Uo9aYGBgYHWOkuurq4kJSVx8uRJddqzZ8+4fv16hl9ue/TowZEjR9ixYwfHjh3TmDDh6NGjDBo0iCZNmlC2bFkMDQ3fawKEo0eP4uPjQ+fOnSlfvjwlSpTgRkqz+Vverj+gHif2bqsWQKVKlYiMjFS3lrz9ss7kjD1+fn4EBQXh6+ub5jlu3rxJoUKFtM5hYWGBhYUFdnZ2GvVOSkri7NmzaZ7zfe9VxYoVuXr1qkZax44d2bt3L+fPn9fKn5iYqPEctmvXDh0dHdasWcOvv/6Kn59furNFprw3qY3BA9V7c+XKFRwdHbXem7SC75RuhOm9+vbtm2adQDX9e9OmTfn++++1uopm5X5cvnyZokWLZvpZkSRJkqT3tnMnuLnBhAmqQKt2bTh/HubNk4FWDpHBVnbJYwsbL168mOTkZKpWrcrmzZu5efMmISEhLFy4EI9/F6CrX78+7u7udOrUiXPnznHq1Cl8fX2pU6cOX3zxBXFxcQwYMICgoCDu3r3L0aNHOX36NK6uroBqYd/Y2Fj27dvH06dPef36NaVKlcLHx4devXpx5MgRLly4QOfOnSlSpAg+Pj7p1rl27do4OTnh6+ur7m6WolSpUvz222+EhIRw8uRJOnXqpO5+lRWlSpViz549HDt2jJCQEPr06aMx+2KK8PBwhg0bxvXr11m7di2LFi1i8ODBqZZZv359PDw8aNGiBf/88w9hYWEcO3aM8ePHc+bMmUzVq1GjRjx58iTN7nSdOnXC2toaHx8fDh8+TGhoKEFBQQwaNEg9lfrgwYP57rvv2LZtG9euXeObb75JdzHn971XXl5eWjNHDhkyhJo1a1KvXj0WL17MhQsXuHPnDhs2bKB69eoaMxyampry9ddfM3bsWCIiIujWrVu6702vXr148uQJPXv2THV///79ef78OR06dOD06dPcvn2b3bt307179zQXXU4tMH73ld6YrQMHDtC0aVMGDRpE69atiYyMJDIyUmNClMzej8OHD9OwYcN03wNJkiRJ+iB37kDz5tC0Kdy+DXZ2sGYNBAWBu3tu1+6zJoOt7JKHWrYASpQowblz5/D09GT48OG4ubnRoEED9u3bx9KlSwFVl8g//viD/PnzU7t2berXr0+JEiVYv349ALq6ujx79gxfX1+cnZ1p164djRs3ZsqUKYBqweC+ffvy9ddfU7BgQWbNmgWoJjyoXLkyzZo1w8PDAyEEO3fuzHCtLIVCgZ+fH1FRUVqtGL/88gtRUVFUqlSJLl26MGjQIAoVKpTl92XChAlUqlQJLy8v6tati62trdZU3AC+vr7ExcVRtWpV+vfvz+DBg9Oc6EKhULBz505q165N9+7dcXZ2pn379ty9excbG5tM1UuhUGBtbY2BgUGq+42NjTl06BDFihWjVatWuLq6qrsdmpubAzB8+HC6dOlC165d8fDwwMzMLMPunu9zrzp16sSVK1e4fv26Os3Q0JA9e/YwatQofvrpJ6pXr06VKlVYuHAhgwYNws3NTaOMHj16EBUVhZeXl9ZkG+/S09PD2toaPb3Uez0XLlyYo0ePkpycTMOGDXF3d2fIkCFYWlqik0OzJ61atYrXr18zc+ZM7Ozs1K+UyTAgc/cjPj6ebdu2pTrxiiRJkiR9sLg4VffAMmXgzz9BTw9GjFDNMtihgxyb9REoRFYWb/pMxcTEYGFhwdOnT7UmOYiPjyc0NJTixYtrTQqgITYU3jwD4yJglPo4EUlSKpXExMRgbm6eY4HAxzBy5EhiYmI0Zt+TMtatWzdevHjBtm3bAFi6dClbt27ln3/+SfOYTH8GvSMxMZGdO3fSpEmT91oUXJIySz5r0scin7UsEAK2b4chQyBlTc569WDRIvi3h5KUtmfPnmFtbU10dLT6R+339el+28tr8lg3QknKSePHj8fBwQGlUj7vH0JfX59FixbldjUkSZKkz8nNm6rugi1aqAKtokVhwwbYs0cGWrlAzkaYXdTBVt7oRihJOcnS0jLDmfqkjKU1Dk2SJEmSsuzVK5gxA374QbVIsb4+DB+umgwjg9mapZwjg63sksfGbEmSlPcEBgbmdhUkSZKkz40QsHkzDBsGKTNMN2oECxZAKmtNSh+XDLayi+xGKEmSJEmSJH1MISEwaBDs3avadnSE+fNVMw/KyS/yBDlmK7vIli1JkiRJkiTpY3j5EkaNgnLlVIGWoSFMngxXr4KPjwy08hDZspVd5JgtSZIkSZIkKScJAevWqaZvf/hQlebtrWrNKlEiV6smpU4GW9lFdiOUJEmSJEmScsrlyzBgABw8qNouWVI1Lqtp09ytl5Qu2Y0w2/wbbCFbtiRJkiRJkqRsEh2tWi+rQgVVoGVkBNOmqYIvGWjlebkabB06dAhvb28KFy6MQqFQL/SZQqFQpPqaPXu2Oo+jo6PW/u++++4jXwn/H7OllMGWJEmSJEmS9IGEgF9/hdKlVS1YycnQqpVqUozx4yELC91LuSdXg61Xr15Rvnx5Fi9enOr+iIgIjdfKlStRKBS0bt1aI9+3336rkW/gwIEfo/qa3u5GKMTHP/9n7N1APLXAPC+qW7cuQ4YMUW87OjqyYMGCDy73l19+oWHDhh9cjpS9rl69StGiRXn16lVuV0WSJEn61AUHQ61a0LUrPHqkCrh271ZN8e7gkNu1k7IgV8dsNW7cmMaNG6e539bWVmP7jz/+wNPTkxLvDAA0MzPTypueN2/e8ObNG/V2TEwMAImJiSQmJmrkTUxMRAiBUqlEqUxvPJbi38hVoBRKELk/C0xkZCQzZsxg586dPHjwgEKFClG+fHkGDx5MvXr1Prj8wMBAhg0bxvPnzz+4rBIlSnD37l2NtCJFihAeHs6DBw/Inz+/+v1/dzurwsLCKFmyJDo6OoSFhVGkSBH1voiICBwcHEhOTub27ds4Ojq+9zUB6mcH4OTJkxgbG5OcnKyRnhXx8fFMnDiR9evXaxwfExPDrFmz2LJlC2FhYVhaWuLm5kbfvn1p2bIlCoWCr776ioMp/bzf8ubNG/T09NT7Z8yYwejRozXyNGvWjL///ptJkyYxefLkLNc7Ozx//hx/f3/27NlDeHg4BQsWxMfHh2+//RYLCwt1vvDwcL755huCgoIwNTXF19eXGTNmoKf3/4+7oKAgRowYwZUrV7C3t2fcuHF069ZN65x+fn4UKVKEqVOnZlg/FxcXqlWrxpw5c5gwYUK2XDOAUqlECEFiYiK6uroZH/CvlM+ydz/TJCm7yWdN+lj+E89aVBQ6/v7o/PQTCqUSYWKCctw4lIMHg4EBfM7Xnodk5zP2yUyQ8ejRI/766y9WrVqlte+7775j6tSpFCtWjI4dOzJ06FCNL1bvmjlzJlOmTNFKP3DgAMbGxhppenp62NraEhsbS0JCQtoVFALLf//3ZXQUQpG7b214eDiNGjXCwsICf39/ypQpQ2JiIvv376d///6cOnXqg88RHx+PEEIdrH4IpVLJuHHj8PX1Vafp6uoSExODsbGxRoD87nZWxcbGAmBnZ8fPP//MsGHD1PuWL1+OnZ0d9+/fJzY29oOuLSkpiYSEBHUZhoaGJCerupm+fPnyvcpcv349pqamuLu7q8uNjo6mUaNGxMTEMGHCBCpWrIienh5Hjx5l1KhRVKlSBQsLC5KSkujatStjx47VKPP169fq+hYpUoSAgAD69eun3v/w4UP279+Pra0tb968yZb7/T5u3LhBeHg4/v7+uLi4cO/ePYYNG0Z4eLj6cyE5OZkmTZpgY2PD7t27iYyMpF+/fiiVSiZNmgTA3bt38fb2pnv37ixdupSDBw/Su3dvLCwsNH6ESE5OZseOHaxfvz7T19yuXTuGDBnCN998k+5nUFYkJCQQFxfHoUOHSEpKyvLxe/bsyZZ6SFJG5LMmfSyf5bOmVFJs3z7K/PYb+v/+m3P/yy+50q0b8dbW/19HS/ooUr4bZYdPJthatWoVZmZmtGrVSiN90KBBVKpUiQIFCnDs2DHGjh1LREQEc+fOTbOssWPHanzBjomJwd7eHk9PT6ysrDTyxsfHc+/ePUxNTcmXL5+qi2By6jdAvHiDQigxs1CATuZ/gc40XeNMr5swevRodHR0OHXqFCYmJur0atWq0a9fP8zNzQFVUDZo0CD279+Pjo4OXl5eLFy4EBsbGwAuXLjAsGHDOHPmDAqFglKlSrF06VJiY2Pp378/APnz5wdQt3pERUUxZMgQduzYwZs3b6hduzYLFiygVKlSadZXR0cHa2vrVPPo6uqyefNmWrRoker2pUuXGDp0KMePH8fY2JhWrVoxZ84cTE1NUz1XSnq3bt1Yt24d/v7+6n3r1q2jW7duTJs2DVNTU/X7dPnyZUaNGsWRI0cwMTGhQYMGzJ07F2tra0DVJfabb75h69atmJmZMXz4cPT09DAwMFCXUaJECQYNGoSfnx9mZmbcu3cv3fc+Ndu3b6d58+bqMkH1PN+7d49r165RuHBhdXqlSpXo3r07+fLlQ09PDz09PSwsLNK8D3p6enh7e7Nx40YuXbpEzZo1AVi8eDENGjTg3r17GBoaqs/95s0bJkyYwLp163jx4gVubm7MnDmTunXrpln/D1G9enWN7qPly5cnLi4OX19fjI2N0dPT4++//+b69evs27dP/T4+efKEsWPHMmPGDAwMDFi9ejXFixdn4cKFAFSpUoWzZ8+yfPlyWrZsqS7/8OHDGBgYULduXRQKBadOnaJfv36EhITg5ubG2LFjadOmDWfPnqVChQoA+Pj40LVrV86fP58trceg+gwyMjKidu3aqs+gTEpMTGTPnj00aNAAfX39bKmLJKVGPmvSx/K5PmuKs2fRGTQIndOnARCuriTPn4+NpydpfyOQctKzZ8+yraxPJthauXIlnTp10vqy8XbQVK5cOQwMDOjTpw8zZ87E0NAw1bIMDQ1T3aevr6/1x5ucnIxCoUBHRwcdHR1IegWbzLWOfVuODYRrFwu6Jhlme/78Obt372b69OmYmZlp7S9QoACgak1q2bIlpqamHDx4kKSkJPr370+HDh0ICgoCoEuXLlSsWJGlS5eiq6tLcHAwhoaGVKhQgfnz5zNp0iSuX78OqIIYHR0d/Pz8uHnzJtu3b8fc3JzRo0fTrFkzrl69mu6HY8r7nBr1+//O9qtXr2jcuDEeHh6cPn2ax48f07NnTwYNGkRgYGCaZYHqi/FPP/3EsWPH+PLLLzly5AhRUVE0b96cadOmqc/x4sUL6tevT8+ePZk/fz5xcXGMHj2a9u3bs3//fkAV3B46dIg//viDQoUKMW7cOM6dO0eFChU06q34N1gWQmT43qfm6NGj+Pr6qstUKpWsX7+eTp06UbRoUa38bwdlGb3HoPrb6NSpE6tWraJWrVqA6oeOWbNm4e/vr3H8oEGDuHr1KuvWraNw4cJs3bqVJk2acOnSpTQDusaNG3P48OE0z+/g4MCVK1fS3P+uly9fYm5ujoGBAaDqqunu7o6dnZ3GOfv3709ISAgVK1bkxIkT1K9fX+N9aNSoEUOGDNFI27FjB97e3ujq6hIbG0vz5s1p0KABv//+O6GhoQwePBjQfDbz5ctHhQoVOHr0KA0aNMj0daRHR0cHhUKR6udTZrzvcZKUVfJZkz6Wz+ZZe/YMxo2Dn39W/ZhvZgb+/igGDkTvc7i+T1h2Pl+fRLB1+PBhrl+/zvr16zPMW61aNZKSkggLC6N06dIfoXZ5z61btxBC4OLikm6+ffv2cenSJUJDQ7G3twfg119/pWzZspw+fZoqVaoQHh7OyJEj1WW9/SXawsIChUKhMV4uJcg6evQoNWrUAGD16tXY29uzbds22rZtm2Z9Ro8erTHWZcaMGQwaNCjda1izZg3x8fH8+uuv6ha8H3/8EW9vb77//vt0W4n09fXp3LkzK1eu5Msvv2TlypV07txZ6w/sxx9/pGLFisyYMUOdtnLlSuzt7blx4waFCxfml19+4ffff1e3ZqxatSrV4CdFZt77d7148YLo6GiN1qunT58SFRWV4b1OsWTJElasWKHe7tOnD3PmzNHI4+fnR61atViwYAFnz54lOjqaZs2aabQAhoeHExAQQHh4uLo+I0aMYNeuXQQEBGi8V29bsWIFcXFxadYvKx9uT58+ZerUqfTu3VudFhkZqXXPU7YjIyPTzRMTE0NcXBxGRkaAaozovHnzANVzplQq+eWXX8iXLx9ly5bl/v37Gt0tUxQuXFhr/KEkSZIkqSUnqwKs8eMhZdx7584waxa89WOh9Hn4JIKtX375hcqVK1O+fPkM8wYHB6Ojo0OhQoVypjK6xqoWptREh0BSHJiVBAOL1PN86LkzQWRyNsSQkBDs7e3VX/YBypQpg6WlJSEhIVSpUoVhw4bRs2dPfvvtN+rXr0/btm0pWbJkumXq6elRrVo1dZqVlRWlS5cmJCQk3fqMHDlSY5KClC56GV1D+fLlNbpK1qxZE6VSyfXr19MNtkAVWNSoUYMZM2awceNGjh8/rjUu5sKFCxw4cCDVbom3b98mLi6OhIQEjWsuUKBAusH+tWvXMnzv35USpLzdupvZe52iU6dOjB8/Xr1taWmplad8+fKUKlWKTZs2ceDAAbp06aI1/ujSpUskJyfj7Oyskf7mzRutrrhve3sykg8RExND06ZNKVOmjEYQmF1CQkJ4+PChOngOCQmhXLlyGu+9h4dHqscaGRlla19vSZIk6TNy4gT07w/nzqm2y5WDRYugdu3crZeUY3I12IqNjeXWrVvq7dDQUIKDgylQoADFihUDVF+qNm7cqPXrO8Dx48c5efIknp6emJmZcfz4cYYOHUrnzp3V44iynUIBeml05dP/t8uebr6083wEpUqVQqFQcO3atQ8uy9/fn44dO/LXX3/x999/M3nyZNatW6cxtiW7WFtb4+TklO3lpsfd3R0XFxc6dOiAq6srbm5uBAcHa+SJjY1Vt5S9y87OTuMZzklWVlYoFAqioqLUaQULFsTS0jLT99rCwiJT77Gfnx+LFy/m6tWrqU6mEhsbi66uLmfPntWaIS+tsXKQPd0IX758SaNGjTAzM2Pr1q0arWG2trZa9X306JF6X8p/U9LezmNubq5u1dq+fTsNGjTI0hipFM+fP0/3BwlJkiTpP+jxYxgzBgICVNsWFjB1KvTrB9k0oZKUN+XqOltnzpyhYsWKVKxYEVCNv6pYsaJ61jBQTVgghKBDhw5axxsaGrJu3Trq1KlD2bJlmT59OkOHDmX58uUf7Ro0pCxsLHJ3YeMCBQrg5eXF4sWLU13z58WLFwC4urpy79497t27p9539epVXrx4QZkyZdRpzs7ODB06lH/++YdWrVoR8O8HhYGBgXp2vRSurq4kJSVx8uRJddqzZ8+4fv26RpnZxdXVlQsXLmhc59GjR9HR0cl0N1I/Pz+CgoLw8/NLdX+lSpW4cuUKjo6OODk5abxMTEwoWbIk+vr6GtccFRXFjRs30jxnymx6Gb33bzMwMKBMmTJcvXpVnaajo0P79u1ZvXo1Dx8+1DomNjb2vWaw69ixI5cuXcLNzS3V+lSsWJHk5GQeP36s9Z6ktwzDihUrCA4OTvO1c+fOdOsVExNDw4YNMTAwYPv27VrBkIeHB5cuXeLx48fqtD179mBubq6+Dg8PD/bt26dx3J49ezRaqv744w98fHzU266urly8eJH4+Hh12okTJ1Kt4+XLl9WfaZIkSdJ/XFKSquXK2fn/gVb37nD9OgwcKAOt/wIhiejoaAGIp0+fau2Li4sTV69eFXFxcRkX9PK2EE9PC/E6MgdqmTW3b98Wtra2okyZMmLTpk3ixo0b4urVq2LBggXCxcVFCCGEUqkUFSpUELVq1RJnz54VJ0+eFJUrVxZ16tQRQgjx+vVr0b9/f3HgwAERFhYmjhw5IkqWLClGjRolhBDi6NGjAhB79+4VT548Ea9evRJCCOHj4yPKlCkjDh8+LIKDg0WjRo2Ek5OTSEhISLO+Dg4OYt68eanuA8TWrVtT3X716pWws7MTrVu3FpcuXRL79+8XJUqUEF27dk3zXKGhoQIQ58+fF0IIkZiYKJ48eSISExOFEEKcP39eACI0NFQIIcSDBw9EwYIFRZs2bcSpU6fErVu3xK5du0S3bt1EUlKSEEKIvn37CgcHB7Fv3z5x6dIl0bx5c2FqaioGDx6scY1z584VUVFRIikpKd33Pi3Dhg0TrVu31kh79uyZcHFxEUWLFhWrVq0SV65cETdu3BC//PKLcHJyElFRUUIIIerUqaNRn3e9uz8qKkrExsaqt8uXLy8mT56s3u7UqZNwdHQUmzdvFnfu3BEnT54UM2bMEDt27Ej3Gt5XdHS0qFatmnB3dxe3bt0SERER6lfKfUhKShJubm6iYcOGIjg4WOzatUsULFhQjB07Vl3OnTt3hLGxsRg5cqQICQkRixcvFrq6umLXrl1CCCEePXok9PX1xZMnT9THvHz5UlhbW4vOnTuLK1euiL/++ks4OTlpPEdCqJ4thUIhwsLCsu26s/QZ9JaEhASxbdu2dP/uJCk7yGdN+lg+uWft0CEhypUTQjX9hRCVKglx/Hhu10rKhKdPnwpAREdHf3BZudqy9dlR/NudKpdbtkA1zfi5c+fw9PRk+PDhuLm50aBBA/bt28fSpUsB1cx0f/zxB/nz56d27drUr1+fEiVKqCci0dXV5dmzZ/j6+uLs7Ey7du1o3Lixeo2yGjVq0LdvX77++msKFizIrFmzAAgICKBy5co0a9YMDw8PhBDs3LkzR2YOMjY2Zvfu3Tx//pwqVarQpk0b6tWrx48//pjpMvT09LC2tk5zXaTChQtz9OhRkpOTadiwIe7u7gwZMgRLS0v1LHSzZ8+mVq1aeHt7U79+fb788ksqV66c5jkzeu/T0qNHD3bu3El0dLQ6rUCBApw4cYLOnTszbdo0KlasSK1atVi7di2zZ8/WWPA3KywtLTXGwr0rICAAX19fhg8fTunSpWnRogWnT59WdwHObufOnePkyZNcunQJJycn7Ozs1K+UFkJdXV127NiBrq4uHh4edO7cGV9fX7799lt1OcWLF+evv/5iz549lC9fnjlz5rBixQq8vLwA+PPPP6latarGmEFTU1P+/PNPLl26RMWKFRk/fnyq3UrXrl1Lw4YNcXBwyJH3QJIkSfoERERAly6qcVgXL0L+/LB0KZw6BdWr53btpI9MIUQWR9h/hmJiYrCwsODp06eprrMVGhpK8eLFMx6/8eoexD8CIxswtk8/r/Re3rx5Q758+dizZw/169fP7epkmVKpJCYmBnNz83SnYE9P27ZtqVSpktbixFL2aN68OV9++SWjRo1KN19YWBjFixfn/PnzVKhQgYSEBEqVKsWaNWvUa5Rlhyx9Br0lMTGRnTt30qRJk89jimQpz5LPmvSx5PlnLTFR1WXQ3x9evlSN8+/VC6ZPh0xM+iXlHc+ePcPa2pro6GitZXSySrZsZSd1y5Yyd+vxmYqJiWHt2rXo6Ohkeqrzz9Hs2bPTnYRC+jBffvllqmNEMxIeHs64ceOyNdCSJEmSPhEHDkCFCjB8uCrQqlpV1ZL1008y0PqPk6PyslMe6kb4OZo8eTJr1qzh+++/T3cNq8+do6MjAwcOzO1qfLYyatFKS8oEIZIkSdJ/yIMHqgArZRiAtTV8951qEoz37MEifV5ksJWd8shshJ+refPmqReZlaTc5ujomOV1ziRJkqTPREICzJunmr791StVYNWvH3z7LRQokNu1k/IQGWxlJ9mNUJIkSZIk6fP2zz+qadtTlnipUQMWL1Z1I5Skd8j2zewkuxFKkiRJkiR9nsLDoXVr8PJSBVo2NrBqFRw5IgMtKU0y2MpOshuhJEmSJEnS5yU+XjWjoIsLbNkCuroweLBqYWJfX9Wsg5KUBtmNMDvJboSSJEmSJEmfj507YdAguH1btV27Nvz4I7i75269pE+GbNnKTrIboSRJkiRJ0qfvzh1o3hyaNlUFWnZ2sGYNBAXJQEvKEhlsZSd1N0IlyFnKJEmSJEmSPi1xcTB5MpQpA3/+CXp6MGKEqstghw6yy6CUZTLYyk4pLVvwn23dUigUbNu27YPLmThxIr179/7wCmWDoKAgAgMDc7UO7du3Z86cOblaB0mSJEn6bAkBf/yhCrK+/RbevIF69eDiRZg9G8zMcruG0idKBlvZSvHvi1wft9WtWzcUCgUKhQIDAwOcnJz49ttvSUpKytHzRkRE0Lhx4w8qIzIykgULFjB+/Hh1Wm5dT0amT59OjRo1MDY2xtLSMtU84eHhNG3aFGNjY2xtbZk4caJWvYOCgqhUqRKGhoY4OTlpBXcTJkxg+vTpREdH59CVSJIkSdJ/1M2b0KQJtGgBYWFgbw8bN8KePeDqmtu1kz5xMtjKTgpFnpqRsFGjRkRERHDz5k2GDx+Ov78/s2fPTjVvQkJCtpzT1tYWQ0PDDypjxYoV1KhRAwcHB430rFxPdggODqZBgwa0bt2agQMH4u7ujr+/v0aehIQE2rZtS79+/VItIzk5maZNm5KQkMCxY8cICAhg7dq1TJ48WZ0nNDSUpk2b4unpSXBwMEOGDKFnz57s3r1bncfNzY2SJUvy+++/58i1SpIkSdJ/zqtXMG4cuLnBrl1gYKDaDgmBNm1kl0EpW8hg6z29epXG67Ue8fEKjZatNPO+UnUNzky578PQ0BBbW1scHBzo168f9evXZ/v27YCqpahFixZMnz6dwoULU7p0aQDu3btHu3btsLS0pECBAvj4+BAWFqZR7sqVKylbtiyGhobY2dkxYMAA9b53uxFeunSJr776CiMjI6ysrOjduzexsbHp1nvdunV4e3tn6XqymxACHx8fjIyMmDlzJqNGjWLGjBkYGRlp5JsyZQpDhw7FPY3Bsv/88w9Xr17l999/p0KFCjRu3Jhx48axZMkSdYC7bNkyihcvzpw5c3B1dWXAgAG0adOGefPmaZTl7e3NunXrcuR6JUmSJOk/QwjYtEnVajVzJiQkQKNGcPmyaop3E5PcrqH0GZHB1nsyNU3jZe9O624lgf+3bBUqlHb+d3vcOTqmni87GBkZabRg7du3j+vXr7Nnzx527NhBYmIiXl5emJmZcfjwYY4ePYqpqSmNGjVSH7d06VL69+9P7969uXTpEtu3b8fJySnV87169QovLy/y58/P6dOn2bhxI3v37tUIzt71/Plzrl69yhdffJHl63lX48aNMTU1TfNVtmzZNI999uwZ4eHhjB49GmdnZ+zt7fH29mb06NEZ1uttx48fx93dHRsbG3VavXr1iImJ4cqVK+o89evX1zjOy8uL48ePa6RVrVqVU6dO8ebNmyzVQZIkSZKkf4WEQMOG0LYt3Lun+uK1bZtqivdSpXK7dtJnSK6zlVPyQDfCFEII9u3bx+7duxk4cKA63cTEhBUrVmBgYADA77//jlKpZMWKFSj+bToPCAjA0tKSoKAgGjZsyLRp0xg+fDiDBw9Wl1OlSpVUz7tmzRri4+P59ddfMfn3V6Iff/wRb29vvv/+e40AJEV4eDhCCAoXLpzl63nXihUriHu36fAt+vr6ae6ztramdOnSTJ06lUaNGqU5HisjkZGRWtdZsGBB9b608tjY2BATE0NcXJy6Na1w4cIkJCQQGRmp1cVSkiRJkqR0vHypmvhi/nxISgJDQxgzBkaPhnd6rUhSdpLB1ntKsydczE10lTEg/v9l+PHjtMvReadt8Z0eex9kx44dmJqakpiYiFKppGPHjhpjjtzd3dWBFsCFCxe4desWZu/MuBMfH8/t27d5/PgxDx8+pF69epk6f0hICOXLl1cHWgA1a9ZEqVRy/fr1VIOtlOAoX758Wb6edxUpUiRT9UzL7t27mTRpEjNmzCAmJobffvuN8ePH89VXX31Que8rJeh6/fp1rpxfkiRJkj45QsC6darp2x8+VKV5e6uCrhIlcrVq0n+DDLbeU5rdeZU6kCA0xmxlpetvdnYT9vT0ZOnSpRgYGFC4cGH09DRvt8k7J4uNjaVy5cqsXr1aq6yCBQui825kmAOsra0BiIqKUrcApcjoet7VuHFjDh8+nOZ+BwcHdVe+tPavWrWKoKAgDhw4QGxsLI0aNeL8+fPpdkF8m62tLadOndJIe/LkiXpfyn8fPXqkkefRo0eYm5trjBF7/vw5gNb7IkmSJElSKi5fhgED4OBB1XbJkrBggWqhYkn6SGSwld3y0GyEJiYmaY6nSk2lSpVYv349hQoVwtzcPNU8jo6O7Nu3D09PzwzLc3V1JTAwkFevXqkDu6NHj6Kjo6OekONdJUuWxNzcnKtXr+Ls7PxB1/Mh3QjfVbx4cbp160ZgYCAnTpzIdLDl4eHB9OnTefz4MYUKFQLgwIEDmJubU6ZMGXWenTt3ahy3Z88ePDw8NNIuX75M0aJF1QGpJEmSJEmpiI5WLUz844+QnKzqJjhunKp1K5WeM5KUk+QEGdktZWHjXF5n63106tQJa2trfHx8OHz4MKGhoQQFBTFo0CDu378PgL+/P3PmzGHhwoXcvHmTc+fOsWjRojTLy5cvH127duXy5cscOHCAgQMH0qVLl1S7EALo6OhQv359jhw58sHXU6RIEZycnNJ8pTfu6eHDhwwbNoyLFy/y5s0bXr9+zU8//cSLFy+oWLGiOl94eDjBwcGEh4eTnJxMcHAwwcHB6hkXGzZsSJkyZejSpQsXLlxg9+7dTJ8+nW+++UY9RX7fvn25c+cOo0aN4tq1ayxZsoQNGzYwdOhQjTodPnyYhg0bfvD7IkmSJEmfJSHg11+hdGlVC1ZyMrRqpZoUY8IEGWhJuUK2bGU3dbCV+y1bWWVsbMyhQ4cYPXo0rVq14uXLlxQpUoR69eqpW7q6du1KfHw88+bNY8SIEVhbW9OmTZs0y9u9ezeDBw+mSpUqGBsb07p1a+bOnZtuPXr27EmvXr2YNWvWR+m6mBpzc3OSkpJo06aNetKOEiVKEBAQQKVKldT5Jk2axKpVq9TbKYHYgQMHqFu3Lrq6uuzYsYN+/frh4eGBiYkJ7du3Z8qUKepjihcvzl9//cXQoUNZsGABRYsWZcWKFXh5eanzxMfHs23bNnbt2vURrl6SJEmSPjHBwaoug0ePqradnWHRItXMg5KUixRCCJHblchtMTExWFhY8PTpU6ysrDT2xcfHExoaSvHixVOdtEFLXAS8fgCGVmBaPIdq/HkTQlCtWjWGDh1Khw4dcrs6BAUFERYWRrdu3T64LKVSSUxMDObm5lkKJJcuXcrWrVv5559/PrgO0qcly59B/0pMTGTnzp00adIkS11mJSmr5LMmfSypPmtRUTBxIixdCkqlavD7xIkwdKhqkWJJeg/Pnj3D2tqa6OjoNIfWZJbsRpjdPuFuhHmFQqFg+fLlJCUl5XZV8gx9ff00u2tKkiRJ0n+OUgm//KJqwVq8WLX99ddw7ZpqOncZaEl5hOxGmN0+4W6EeUmFChWoUKFCblcDgLp16+Z2FejZs2duV0GSJEmS8gTF2bMweDCkzPZbpoyqy2AuLc0iSemRwVZ2y0OzEUqSJEmSJH02nj6l/JIl6O7Zo5oMw8wM/P1h4ECQXVilPEp2I8xushuhJEmSJElS9klOhmXL0HNzw/Gff1AIAZ07w/XrMGyYDLSkPE22bGU72Y1QkiRJkiQpWxw/rppl8Nw5FEC0oyMmK1eil4n1PiUpL5DBVnaT3QglSZIkSZI+zOPHMGYMBASoti0sSPb352CxYjT+8svcrZskZYHsRpjd3u5GKGfVlyRJkiRJyrykJNVkF87O/w+0/Pzgxg2U/fsjdHVzt36SlEWyZSu7pbRsIf59KXKxMpIkSZIkSZ+Iw4dVXQYvXlRtV6qkmta9enXVdmJi7tVNkt6TbNnKboq3fnGRXQklSZIkSZLSFxEBXbpA7dqqQCt/ftUixadO/T/QkqRPlAy2sptCIcdtSZIkSZIkZSQxEebOhdKl4fffVd+heveGGzegb1+QXQalz4AMtnJCatO/JydDUBCsXav6b3LOBmLdunVDoVCgUCgwMDDAycmJb7/9lqSkpBw97/nz52nbti02Njbky5ePUqVK0atXL27cuAFAWFgYCoUCXV1dHjx4oHFsREQEenp6KBQKwsLCcrSeeUFiYiKjR4/G3d0dExMTChcujK+vLw8fPtTI5+joqL6XKa/vvvsu3bLj4+Pp378/VlZWmJqa0rp1ax49eqSRJzw8nKZNm2JsbEyhQoUYOXJkjj8fkiRJkgTAgQNQoQIMHw4vX0LVqqqWrJ9+Amvr3K6dJGUbGWzlhHdbtrZsAUdH8PSEjh1V/3V0VKXnoEaNGhEREcHNmzcZPnw4/v7+zJ49O8fOt2PHDqpXr86bN29YvXo1ISEh/P7771hYWDBx4kSNvEWKFOHXX3/VSFu1ahVFihTJsfrlNa9fv+bcuXNMnDiRc+fOsWXLFq5fv07z5s218n777bdERESoXwMHDky37KFDh/Lnn3+yceNGDh48yMOHD2nVqpV6f3JyMk2bNiUhIYFjx46xatUqAgMDmTRpUrZfpyRJkiSp3b8P7dvDV1/B1auqwGrFCtUU7198kdu1k6TsJyQRHR0tAPH06VOtfXFxceLq1asiLi4u8wW+uCLE09NCvHkhxObNQigUQqjmJvz/S6FQvTZvzsYr+b+uXbsKHx8fjbQGDRqI6tWr58j5Xr16JaytrUWLFi1S3R8VFSWEECI0NFQAYsKECaJUqVIaeZydncXEiRMFIEJDQ9Xpf/zxh3BychKGhoaibt26IjAwUADqMtM6X48ePYS1tbUwMzMTnp6eIjg4WL1/8uTJonz58uLXX38VDg4OwtzcXHz99dciJiYm3esMCAgQ9vb2wsjISLRo0UL88MMPwsLCIt1j3pacnCyioqJEcnJyqvtPnTolAHH37l11moODg5g3b16mz/HixQuhr68vNm7cqE4LCQkRgDh+/LgQQoidO3cKHR0dERkZqc6zdOlSYW5uLt68eZPpc0k5770+g4QQCQkJYtu2bSIhISGHaiZJKvJZkzLlzRshvvtOCBMT1fcgHR0h+vcX4tmzTBchnzXpY3n69KkARHR09AeXJVu2ckJKN8KkBBg8OPUp4FPShgzJ8S6FKYyMjEhISEhzf+PGjTE1NU3zVbZs2TSP3b17N0+fPmXUqFGp7re0tNTYbt68OVFRURw5cgSAI0eOEBUVhbe3t0a+0NBQ2rRpQ4sWLbhw4QJ9+vRh/PjxGV5r27Ztefz4MX///Tdnz56lUqVK1KtXj+fPn6vz3L59m23btrFjxw527NjBwYMH0+2ed/LkSXr06MGAAQMIDg7G09OTadOmaeQ5fPhwuu+hubk5GzZsSPMc0dHRKBQKrffru+++w8rKiooVKzJ79ux0u/udPXuWxMRE6tevr05zcXGhWLFiHD9+HIDjx4/j7u6OjY2NOo+XlxcxMTFcuXIlzbIlSZIkKcv27IFy5VTrZr16BTVqwJkz8OOPUKBAbtdOknKUnPo9J6R0IzxyVNVcnhYh4N491VSndevmWHWEEOzbt4/du3en2/1sxYoVxMXFpblfX18/zX03b94EVF/qM0NfX5/OnTuzcuVKvvzyS1auXEnnzp21zvHTTz9RunRpdffH0qVLc/nyZaZPn55m2UeOHOHUqVM8fvwYQ0NDAH744Qe2bdvGpk2b6N27NwBKpZLAwEDMzMwA6NKlC/v27Uuz7AULFtCoUSN1QOns7MyxY8fYtWuXOs8XX3xBcHBwmnVTKpUYGRmlui8+Pp7Ro0fToUMHzM3N1emDBg2iUqVKFChQgGPHjjF27FgiIiKYO3duquVERkZiYGCgFbDZ2NgQGRmpzvN2oJWyP2WfJEmSJH2wu3dh2LD/D5uwsYFZs1QzDyrk0jjSf4MMtnJCSstWRETm8mc2Xxbt2LEDU1NTEhMTUSqVdOzYEX9//zTzf8h4KfEeCzj7+flRo0YNZsyYwcaNGzl+/LhWi83169epUqWKRlrVqlXTLffChQvExsZiZWWlkR4XF8ft27fV246OjupAC8DOzo7Hjx+nWW5ISAgtW7bUSPPw8NAItoyMjHByckqzDKVSSUxMjFZ6YmIi7dq1QwjB0qVLNfYNGzZM/f/lypXDwMCAPn36MHPmTHUwKUmSJEl5Rnw8/PADzJgBcXGqWQUHDIApU8DCIrdrJ0kflQy2ckJKsGVTMHP57exypBqenp4sXboUAwMDChcujJ5e+re7cePGHD58OM39Dg4OaXYxc3Z2BuDatWt4eHhkqn7u7u64uLjQoUMHXF1dcXNzS7dVKLNiY2Oxs7MjKChIa9/brT3vtqIpFAqUSiUf4vDhwzRu3DjdPHPnzqVnz57q7ZRA6+7du+zfv1+jVSs11apVIykpibCwMEqXLq2139bWloSEBF68eKFxvY8ePcLW1lad59SpUxrHpcxWmJJHkiRJkrLsr79UQyhSftysXVvVXdDdPXfrJUm5RAZbOSGlG2GNL6BoUXjwIPVxWwqFan+tWjlSDRMTk3RbWd71Id0IGzZsiLW1NbNmzWLr1q1a+9/94p/Cz8+Pb775Rqs1J0Xp0qXZuXOnRtrp06fTrAdApUqViIyMRE9PD0dHx3TzZoWrqysnT57USDtx4oTGdla7EaYEWjdv3uTAgQNarXGpCQ4ORkdHh0KFCqW6v3Llyujr67Nv3z5at24NqFoIw8PD1YGwh4cH06dP5/Hjx+py9uzZg7m5OWXKlMmwDpIkSZKk4c4d1Tj0P/9UbRcurGrdat9edhmU/tNksJUj/m3Z0lXAggXQpo3qg+btgCvlg2f+/DyzaN+HdCM0MTFhxYoVtG3blubNmzNo0CCcnJx4+vQpGzZsIDw8nHXr1mkd16tXL9q2bZtqIAbQp08f5s6dy+jRo+nRowfBwcEEBgYCqpao1NSvXx8PDw9atGjBrFmzcHZ25uHDh/z111+0bNmSL95zatlBgwZRs2ZNfvjhB3x8fNi9e7dGF0LIWjfCxMRE2rRpw7lz59ixYwfJycnq8VIFChTAwMCA48ePc/LkSTw9PTEzM+P48eMMHTqUzp07kz9/fgAePHhAvXr1+PXXX6latSoWFhb06NGDYcOGUaBAAczNzRk4cCAeHh5Ur14dUAXHZcqUoUuXLsyaNYvIyEgmTJhA//79ZddESZIkKfPi4uC77+D77+HNG9DTg6FDYeJEeKurviT9V8nZCHOCelHjZGjVCjZtgncDmaJFVelvrX30qfPx8eHYsWPo6+vTsWNHdRfB6OhorVn7Uujp6WFtbZ1mF8fixYuzadMmtmzZQrly5Vi6dKl6NsK0ggKFQsHOnTupXbs23bt3x9nZmfbt23P37l2tSSGyonr16vz8888sWLCA8uXL888//zBhwoT3Lu/Bgwds376d+/fvU6FCBezs7NSvY8eOAaprXLduHXXq1KFs2bJMnz6doUOHsnz5cnU5iYmJXL9+ndevX6vT5s2bR7NmzWjdujW1a9fG1taWLW+t66arq8uOHTvQ1dXFw8ODzp074+vry7fffvve1yNJkiT9hwgB27ZBmTLw7beqQKtePbh4UTUJhgy0JAkAhXifmQ0+MzExMVhYWPD06VOtblzx8fGEhoZSvHhx8uXLl7kC45/Aq7tgYAFmpVRpycmqWQcjIlRjtGrVyjMtWp+a6dOns2zZMu7du5fbVSEwMJAhQ4bw4sWLTOVPadkyNzdHR0f+1iFl7L0+g1AF4Tt37qRJkybpdgGWpA8ln7X/oJs3YdAgSOndYW8Pc+dC69Y52mVQPmvSx/Ls2TOsra2Jjo7OcCx9RmQ3wpygbtl6a7IFXd0cnd79c7ZkyRKqVKmClZUVR48eZfbs2QwYMCC3qyVJkiRJ/y2vXsH06TBnDiQkgIEBjBgB48aBiUlu106S8iQZbOWEt7sRSh/s5s2bTJs2jefPn1OsWDGGDx/O2LFjc7takiRJkvTfIARs3qxaMyulV0mjRrBwIZQqlbt1k6Q8Llf7MR06dAhvb28KFy6MQqFg27ZtGvu7deuGQqHQeDVq1Egjz/Pnz+nUqRPm5uZYWlrSo0cPYmNjP+JVpCJlNkIZbGWLefPm8fDhQ+Lj47lx4wYTJ07McBr7j6Vbt26Z7kIoSZIkSZ+ckBBo2BDatlUFWo6OqrFaO3fKQEuSMiFXg61Xr15Rvnx5Fi9enGaeRo0aERERoX6tXbtWY3+nTp24cuUKe/bsYceOHRw6dIjevXvndNXTl1o3QkmSJEmSpE/Fy5cwciSUKwd794KhIUyaBFevgo+PnM5dkjIpV5sHGjdunOECsIaGhmkushoSEsKuXbs4ffq0ejrvRYsW0aRJE3744QcKFy6c7XXOFNmNUJIkSZKkT5EQsG6daizWw4eqNG9v1VI1JUrkatUk6VOUN/pipSMoKIhChQqRP39+vvrqK6ZNm6aeMfD48eNYWlpqrJtUv359dHR0OHnyJC1btky1zDdv3vDmzRv19tvrHiUmJmrkTUxMRAiBUqlEqcxsS5VC1WQosnKM9F+QMvlnyjMlSRlRKpUIIUhMTEQ3CzOYpnyWvfuZJknZTT5rn5HLl9EdMgSdQ4cAECVLkjxnDqJJE9X+XL7H8lmTPpbsfMbydLDVqFEjWrVqRfHixbl9+zbjxo2jcePGHD9+HF1dXSIjIylUqJDGMXp6ehQoUEC9OGxqZs6cyZQpU7TSDxw4gLGxsVZ5tra2xMbGkpCQkLmKCyWW//5vTHTU/1u6JOlfL1++zO0qSJ+IhIQE4uLiOHToEElJSVk+fs+ePTlQK0nSJp+1T5feq1e4rFtH8b/+QkepJMnAgJtt2nCrRQuUoBqflYfIZ03KaW+vXfqh8nSw1b59e/X/u7u7U65cOUqWLElQUBD16tV773LHjh3LsGHD1NsxMTHY29vj6emZ6jpb9+7dw9TUNEtr3IgoBQoE5mamoCPXgpBUhBC8fPkSMzMzFLK/u5QJ8fHxGBkZUbt27Syvs7Vnzx4aNGgg16ORcpR81j5hSiWK1avRHTcOxaNHqqQWLRCzZ+Pk4IBTLlfvXfJZkz6WZ8+eZVtZeTrYeleJEiWwtrbm1q1b1KtXD1tbWx4/fqyRJykpiefPn6c5zgtU48AMDQ210vX19bX+eJOTk1EoFOjo6GRtEVqFLogkdFCCXLxW+ldK18GUZ0qSMqKjo4NCoUj18ykz3vc4Scoq+ax9YoKDoX9/OHZMte3sDAsXouPllbuzp2WCfNaknJadz1de/3vScP/+fZ49e4adnR0AHh4evHjxgrNnz6rz7N+/H6VSSbVq1XKrmio6cvp3SZIkSZLymKgoGDAAKldWBVomJvDdd3DpEnh55XbtJOmzk6vBVmxsLMHBwQQHBwMQGhpKcHAw4eHhxMbGMnLkSE6cOEFYWBj79u3Dx8cHJycnvP79MHB1daVRo0b06tWLU6dOcfToUQYMGED79u1zbyZCNdU4rej4KO7H3E81x/2Y+0THR+dYDSIjIxk4cCAlSpTA0NAQe3t7vL292bdvHwkJCVhbW/Pdd9+leuzUqVOxsbEhMTGRwMBAFAoFrq6uWvk2btyIQqHA0dExx64jL9myZQsNGjSgYMGCmJub4+Hhwe7duzXy+Pv7a60P5+LikmHZGzduxMXFhXz58uHu7s7Od/rICyGYNGkSdnZ2GBkZUb9+fW7evJmt1ydJkiR9ppRKWLFC1YK1eLFq++uv4do1GD0aDAxyu4aS9FnK1WDrzJkzVKxYkYoVKwIwbNgwKlasyKRJk9DV1eXixYs0b94cZ2dnevToQeXKlTl8+LBGF8DVq1fj4uJCvXr1aNKkCV9++SXLly/PrUv6P4UO0W9iabSuFXUC63Av+p7G7nvR96gTWIdGqxvlSMAVFhZG5cqV2b9/P7Nnz+bSpUvs2rULT09P+vfvj4GBAZ07dyYgIEDrWCEEgYGB+Pr6qptRTUxMePz4McePH9fI+8svv1CsWLFsr39edejQIRo0aMDOnTs5e/Ysnp6eeHt7c/78eY18ZcuW1Vgf7siRI+mWe+zYMTp06ECPHj04f/48LVq0oEWLFly+fFmdZ9asWSxcuJBly5Zx8uRJTExM8PLyIj4+PkeuVZIkSfpMnDkDHh7Qqxc8fQplysD+/aop3osWze3aSdLnTUgiOjpaAOLp06da++Li4sTVq1dFXFxcFgu9Lu6F7RAl5jsK/BElFpQQ4S/ChRBChL8IFyUWlFCn34u+lx2XoaFx48aiSJEiIjY2VmtfVFSUEEKIixcvCkAcPnxYY/+BAwcEIEJCQoQQQgQEBAgLCwsxYMAA0bNnT3W+e/fuCUNDQzFmzBjh4OCgUca2bdtExYoVhaGhoShevLjw9/cXiYmJ6db5559/Fi4uLsLQ0FCULl1aLF68WL0vNDRUAGLz5s2ibt26wsjISJQrV04cO3Ys3TJv3LghatWqJQwNDYWrq6v4559/BCC2bt2a7nFZUaZMGTFlyhT19uTJk0X58uVTzZucnCyioqJEcnKyRnq7du1E06ZNNdKqVasm+vTpI4QQQqlUCltbWzF79mz1/hcvXghDQ0Oxdu3abLoSKS9638+ghIQEsW3bNpGQkJBDNZMkFfms5WFPngjRq5cQCoUQIISZmRBz5wrxid4r+axJH8vTp08FIKKjoz+4rE9qzNYnRaFLUVMbgjpsoUT+EtyJukPdVXU5du8YdVfV5U7UHUrkL0FQ1yCKmmfvr0rPnz9n165d9O/fHxMTE639lpaWgGqGxypVqrBy5UqN/QEBAdSoUUOr65ufnx8bNmxQT4cZGBhIo0aNsLGx0ch3+PBhfH19GTx4MFevXuWnn34iMDCQ6dOnp1nn1atXM2nSJKZPn05ISAgzZsxg4sSJrFq1SiPf+PHjGTFiBMHBwTg7O9OhQ4c0p8NWKpW0atUKAwMDTp48ybJlyxg9erRWvrJly2JqaprmK72Ft5VKJS9fvqRAgQIa6Tdv3qRw4cKUKFGCTp06ER4enmYZoFozrn79+hppXl5e6pbE0NBQIiMjNfJYWFhQrVo1rdZGSZIk6T8uORmWLlV1Gfz5Z9VCxV26wPXrMHQoyMklJOmj+aRmI/ykKFRxrL2ZLUFdg9QBVs2VNQHUgZa9hX22n/rWrVsIITI1TqhHjx6MGDGChQsXYmpqysuXL9m0aRMLFy7UyluxYkVKlCjBpk2b6NKlC4GBgcydO5c7d+5o5JsyZQpjxoyha9eugGoWyalTpzJq1CgmT56caj0mT57MnDlzaNWqFQDFixdXB2op5QCMGDGCpk2bqs9TtmxZbt26leq17t27l2vXrrF79271GL4ZM2ZoBU87d+5Md/E6IyOjNPf98MMPxMbG0q5dO3VatWrVCAwMpHTp0kRERDBlyhRq1arF5cuXUw1+QTW+7t2g1cbGRr1eXMp/08sjSZIkSRw/rpoA49w51Xa5cqoxWl9+mbv1kqT/KBls5ZSUhYyFEnsLe35r+Zs60AL4reVvORJogWrMVWZ16NCBoUOHsmHDBvz8/Fi/fj06Ojp8/fXXqeb38/MjICCAYsWK8erVK5o0acKPP/6okefChQscPXpUoyUrOTmZ+Ph4Xr9+rbVw9KtXr7h9+zY9evSgV69e6vSkpCQsLCw08pYrV079/ymzUj5+/DjVYCskJAR7e3uNyVI8PDy08jk4OKR6rRlZs2YNU6ZM4Y8//tBYXPvtYK5cuXJUq1YNBwcHNmzYQPfu3d/rXJIkSZKUrsePVRNdBAaqti0sYNo06NsX9OTXPUnKLfKvL6eog61k7kXfo8vWLhq7u2ztkmMtW6VKlUKhUHDt2rUM85qbm9OmTRsCAgLUgVS7du0wNTVNNX+nTp0YNWoU/v7+dOnSBb1UPsBjY2OZMmWKupXqbaktyhobGwvAzz//rDVlv66ursb22+sepCwKnLJ21fsqW7Ysd+/eTXN/rVq1+PvvvzXS1q1bR8+ePdm4caNW9793WVpa4uzszK1bt9LMY2try6N/F5RM8ejRI/V6cSn/ffTokTrITNmuUKFCuueXJEmSPmNJSbBkCUyaBNH/Trjl5wczZ8JbPwRKkpQ7ZLCVU/7tRngv+h51N/mqx2j91vI3umztoh7DlRMBV4ECBfDy8mLx4sUMGjRIq+vaixcv1OO2QNWVsG7duuzYsYNjx44xe/bsdMtu3rw5GzZsYNmyZanmqVSpEtevX8fJKXNrz9vY2FC4cGHu3LlDp06dMnVMZri6unLv3j0iIiLUAcqJEye08mW1G+HatWvx8/Nj3bp16i6N6YmNjeX27dt06dIlzTweHh7s27ePIUOGqNP27NmjbokrXrw4tra27Nu3Tx1cxcTEcPLkSfr165dhHSRJkqTP0KFDqi6Dly6ptitVgh9/VM08KElSniCDrZyi0OV+7CPqbu3Hneh7GmO03h7DVXdVXQ52O5jtk2QsXryYmjVrUrVqVb799lvKlStHUlISe/bsYenSpYSEhKjz1q5dGycnJ3x9fXFxcaFGjRrplh0YGMiSJUuwsrJKdf+kSZNo1qwZxYoVo02bNujo6HDhwgUuX77MtGnTUj1mypQpDBo0CAsLCxo1asSbN284c+YMUVFRDBs27L3eg/r16+Ps7EzXrl2ZPXs2MTExjB8/XitfVroRrlmzhq5du7JgwQKqVaumHi9lZGSk7vI4YsQIvL29cXBw4OHDh0yePBldXV06dOigLqdr164ULVqUmTNnAjB48GDq1KnDnDlzaNq0KevWrePMmTPqZQwUCgVDhgxh2rRplCpViuLFizNx4kQKFy5MixYt3uv9kSRJkj5REREwciSsXq3azp8fZsxQTe3+To8QSZJyl5yNMKcodDHTN6GQsZXWZBgpAVeJ/CUoZFIIMwOzbD99iRIlOHfuHJ6engwfPhw3NzcaNGjAvn37WLp0qWZVFQr8/PyIiorCz88vw7KNjIzSDLRANYvejh07+Oeff6hSpQrVq1dn3rx56QY1PXv2ZMWKFQQEBODu7k6dOnUIDAykePHimb/od+jo6LB161bi4uKoWrUqPXv2THdGxMxYvnw5SUlJ9O/fHzs7O/Vr8ODB6jz379+nQ4cOlC5dmnbt2mFlZcWJEycoWLCgOk9Ki1uKGjVqsGbNGpYvX0758uXZtGkT27Ztw83NTZ1n1KhRDBw4kN69e1OlShViY2PZtWtXql0zJUmSpM9QYiLMnQulS6sCLYUCeveGGzdUY7NkoCVJeY5CZGU2hc9UTEwMFhYWPH36VCuIiI+PJzQ0lOLFi2ftS21CFLy8TXSykpf5CqfacnU/5j5mBmZY5LNIpQAppygUCrZu3ZorLUJKpZKYmBjMzc3R0ZG/dUgZe9/PoMTERHbu3EmTJk00xjpKUnaTz9pHcuCAqsvg1auq7apVVV0Gq1TJ3Xp9RPJZkz6WZ8+eYW1tTXR0NObm5h9UluxGmFP+nSDDwsAEizS6CGZ310FJkiRJkj4z9+/D8OGwYYNq29oavvsOuncH+aOdJOV58q80p7w1G6EkSZIkSVKWJCSogqrSpVWBlo4OfPONamHiHj1koCVJnwjZspVj/v0QlMFWniN7zkqSJEl52j//wMCBqrFYADVrqroMyqU+JOmTI38WySlvt2zJL/eSJEmSJGUkLAxatQIvL1WgZWMDv/4Khw/LQEuSPlEy2MopirdnBJLBliRJkiRJaYiPh6lToUwZ2LpVNavgkCGqLoNduqhmHZQk6ZMkuxHmFMVbcaxI1tyWJEmSJEkC+OsvGDwYbt9Wbdepo+oy+NbSH5IkfbpkBJBTFIr/B1hy3JYkSZIkSW+7fRu8vaFZM9X/Fy4Ma9eqpniXgZYkfTZksJWT1OO2lLlbD0mSJEmS8obXr2HSJChbFnbsAD09GDVK1WWwfXvZZVCSPjOyG2FOUugCibJlS5IkSZL+64SAP/5QjcW6e1eVVr8+LFoELi65WjVJknKObNnKSbncjTAyMpKBAwdSokQJDA0Nsbe3x9vbm3379qnzODo6olAoNF5FixbV2r9u3Tqt8suWLYtCoSAwMPBjXE6uev78OQMHDqR06dL8j737Dovq2ho4/JsZehdFioKigCa2RI0lsZdYgDRTNd20G0ti6k1iYkkxMcZEjTcmX6LJvdGbXi7F3mPvXQEbKmIHpA/M+f7YeHRUjChwBljv85xn2GdvhjV4GFnsfdZ2d3cnLCyM4cOHk5mZaTfu4u9lad+7i5970KBB+Pj44Ofnx+DBg8nOzrYbs3XrVjp37oybmxuhoaGMHz++3F+jEEKICpKUBP37w913q0QrNBR++UWVeJdES4hqTWa2KtLFywg1DU6vB/+2Fb5M4MCBA9x22234+fnx8ccf06JFC6xWK3PnzmXIkCHs3r1bHzt27FiefvppvW2xWOyeKzQ0lBkzZvDggw/q51avXk16ejqenp4V+jocRVpaGmlpaUyYMIEbb7yRgwcP8txzz5GWlsYvv/xiN3bGjBn07dtXb/v5+V3xuQcNGsTRo0eZP38+VquVJ554gmeeeYZZs2YBkJWVxe23306vXr2YNm0a27Zt48knn8TPz49nnnmm3F+rEEKIcpKTA++9B598AlYruLjAK6/Am29CDfn/U4iaTma2KtLFM1sHvoe57eDAzAr/0s8//zwmk4m1a9cyYMAAoqKiaNasGS+99BKrV6+2G+vt7U1QUJB+BAQE2PUPGjSIpUuXcujQIf3c9OnTGTRoEE5O9vl6RkYGTz31FAEBAfj4+NCjRw+2bNlyxVgPHTrE/fffj5+fH/7+/tx5550cOHBA73/88ce56667mDBhAsHBwdSuXZshQ4ZgtVqv+LwffvghgYGBeHt7M3jwYP75z39y0zXuU9K8eXN+/fVXYmNjady4MT169OD9998nLi6OoqIiu7F+fn523083N7dSn3fXrl3MmTOHr7/+mvbt29OpUyemTJnCDz/8QFpaGgAzZ86ksLCQ6dOn06xZMx588EGGDx/OxIkTr+m1CCGEqGCaBj//rGatPvxQJVr9+sH27fD++5JoCVGDSLJVkS7c2NhWBFtHqfa2UapdQU6fPs2cOXMYMmTIZWee/m6m5WKBgYH06dOH7777DoDc3Fx+/PFHnnzyyUvG3nfffRw/fpzZs2ezYcMGWrduTc+ePTl9+vRln9tqtdKnTx+8vb1Zvnw5K1aswMvLi759+1JYWKiPW7x4MXv37mXx4sV89913fPvtt1dcvvjTTz8xevRoPvjgA9avX09wcDD/+te/7MbMnDkTLy+vKx7Lly8v9WtkZmbi4+NzScI5ZMgQ6tSpQ7t27Zg+fTraFTa1XrVqFX5+frRt21Y/16tXL8xmM2vWrNHHdOnSBRcXF31Mnz592LNnD2fOnCn1uYUQQhhg1y7o3Rvuvx8OH4aGDeGPP1SJ98hIo6MTQlQySbYq0oXLCA/+F3L2q3b2Pjh45ft4rkdKSgqaptH0KteBv/7663YJxuTJky8Z8+STT/Ltt9+iaRq//PILjRs3vmSW6K+//mLt2rX8/PPPtG3blsjISCZMmICfn98lS+3O+fHHH7HZbHz99de0aNGCG264gRkzZpCamsqSJUv0cbVq1eLzzz+nadOmxMTEEB0dbXfv2cU+++wzBg8ezODBg2nSpAnvvfceN954o92YO+64g82bN1/xuDAJutDJkyd59913L1nGN3bsWH766Sfmz5/PgAEDeP7555kyZUqpcaanp1O3bl27c05OTvj7+5Oenq6PCQwMtBtzrn1ujBBCCIOdPQuvvgotW8LCheDqCqNGwc6dcOedUmVQiBpK7tmqSOeWERYXlMxqmQANMKvZrQYPgrn8/wmuNJNyOa+++iqPP/643q5Tp84lY6Kjo3n22WdZtmwZ06dPv+ys1pYtW8jOzqZ27dp25/Py8th7brPGy3xOSkoK3t7edufz8/PtPqdZs2Z295IFBwezbdu2Ul/Trl27eO655+zOdezYkcWLF+ttb2/vS77u1cjKyiI6Opobb7yR0aNH2/W9/fbb+sc333wzOTk5fPzxxwwfPrzMX0cIIUQVoGlqf6xXXoGjR9W5O+6ATz+FRo2MjU0IYThJtipUSXJw5I/zs1oA2M7PboU/XO5fNTIyEpPJZFcE40rq1KlDRETEFcc4OTnxyCOPMGrUKNasWcPvv/9+yZjs7GyCg4PtZqTOKW3pYnZ2Nm3atGHmzEvvY7vw3jFnZ2e7PpPJhM12ffuXzZw5k2efffaKY2bPnk3nzp319tmzZ+nbty/e3t78/vvvl8R1sfbt2/Puu+9SUFCAq6vrJf1BQUEcP37c7lxRURGnT58mKChIH3Ps2DG7Mefa58YIIYQwwLZtMHQoLFum2o0bw6RJEB1tbFxCCIchyVZFMlnUvVm7J3J+Vuucipvd8vf3p0+fPkydOpXhw4dfct9WRkZGme/bArWUcMKECTzwwAPUqlXrkv7WrVuTnp6Ok5MTDRs2vKrnbN26NT/++CN169bFx8enzDGV5oYbbmDNmjU8+uij+rmLC4PccccdtG/f/orPU69ePf3jrKws+vTpg6urK//73/+uWPjinM2bN1OrVq3LJlqgZtsyMjLYsGEDbdq0AWDRokXYbDY9to4dO/LWW29htVr15G7+/Pk0adLksv8OQgghKlhGBoweDZ9/DsXF4O4Ob70FL78MV/F/gxCi5pB7tiqSyQzp8yD3MPaJFtjNblWAqVOnUlxcTLt27fj1119JTk5m165dTJ48mY4dO17Tc95www2cPHmSGTNmXLa/V69edOzYkbvuuot58+Zx4MABVq5cyVtvvcX69esv+zmDBg2iTp063HnnnSxfvpz9+/ezZMkShg8fzuHDh68pToAXXniB6dOnM2PGDJKSkhg1ahQ7duywG+Pt7U1ERMQVD3d3d+B8+fWcnBy++eYbsrKySE9PJz09neJiVW0yLi6Or7/+mu3bt5OSksIXX3zBBx98wLBhw/SvuXbtWtq1a8eRI0f072nfvn15+umnWbt2LStWrGDo0KE8+OCDhISEADBw4EBcXFwYPHgwO3bs4Mcff2TSpEm89NJL1/z9EUIIcQ1sNvjuO2jSRM1gFRfDgAGwe7dKtiTREkJcRGa2KpKmQcqXXDqrdU7FzW41atSIjRs38v777/Pyyy9z9OhRAgICaNOmDV988cU1P+/F92NdyGQykZiYyFtvvcUTTzzBiRMnCAoKokuXLpcUeDjHw8ODZcuW8frrr3PPPfdw9uxZ6tWrR8+ePa9rpuuBBx5g7969vPbaa+Tn5zNgwAD+8Y9/MHfu3Gt6vo0bN+rVAS9ecrl//34aNmyIs7MzU6dOZcSIEWiaRkREBBMnTrTbwyw3N5fk5GS7svUzZ85k6NCh9OzZE7PZzIABA+yKlPj6+jJv3jyGDBlCmzZtqFOnDu+8847ssSWEEJVp0ya1ZHDlStVu0gSmTFGVB4UQohQmrazVFKqhrKwsfH19OXny5CXJRH5+Pvv37yc8PPyqlo3ZORwPy2L/flzPxRDYrWzPLcps9OjR/PHHH2zevNmwGGw2G1lZWfj4+GA2y8Sy+HvX+h5ktVpJTEykf//+f3tvoRDXo9pfa6dPw9tvw7RpambL0xPeeQdefFFtUiwqTbW/1oTDOHXqFHXq1NG3+bkeMrNVkep0gFbjAA08Qi8/xuIKda5tWZ8QQgghKojNBtOnwxtvwMmT6txDD8HHH8MF9/MKIcSVSLJVkZw8IKgXmJ2hViujoxFCCCHE1Vi3DoYMUY8AzZqpYhjduhkalhCi6pF1TBVJ39S42Ng4BKCWERq5hFAIIYSDO3kSnnkG2rdXiZa3N0ycqO7XkkRLCHENZGarIp3b1FizqWIZsnu8EEII4XiKi+Grr1RFwTNn1LlHHoHx40H2MxRCXAdJtirSuZktULNbJvl2CyGEEA5l1Sq1ZHDTJtVu2RKmToVOnYyNSwhRLcgywopkMp+fzdJsxsYihBBCiPOOH4cnnoBbb1WJlq+vKuW+YYMkWkKIciNTLRXOAhTJfVtCCCGEIygqgn/9S5Vvz8xU5558EsaNg7p1jY1NCFHtSLJV0cxOUFwEmhVwNzoaIYQQouZavlxtTLx1q2q3bq2WDHboYGxcQohqS5YRVjRzyaZ7NquxcQghhBA11dGj8PDD0KWLSrT8/dUmxWvXSqIlhKhQkmxVNEm2hBBCCGNYrfDJJxAVBTNnqvuon30W9uxRjxbL3z+HEEJcB0m2KprZRT3aCiv1yz7++OOYTCZMJhMuLi5EREQwduxYioqKKvTrbtq0ifvuu4/AwEDc3NyIjIzk6aefJikpiQ0bNmAymVi9evVlP7dnz57cc889dvE/99xzl4wbMmQIJpOJxx9/vCJfisMYPXq0/m957mjatKndmPz8fIYMGULt2rXx8vJiwIABHDt27IrPq2ka77zzDsHBwbi7u9OrVy+Sk5Ptxpw+fZpBgwbh4+ODn58fgwcPJjs7u9xfoxBClLtFi6BVK3jlFcjOVntnrV2rZrTq1DE6OiFEDSHJVgVL3ufGxi0ebNxoYuNGLjku+t22XPXt25ejR4+SnJzMyy+/zOjRo/n4448r7OvFx8fToUMHCgoKmDlzJrt27eL777/H19eXt99+mzZt2tCqVSumT59+yeceOHCAxYsXM3jwYP1caGgoP/zwA3l5efq5/Px8Zs2aRVhYWIW9DkfUrFkzjh49qh9//fWXXf+IESOIi4vj559/ZunSpaSlpemJa2nGjx/P5MmTmTZtGmvWrMHT05M+ffqQn5+vjxk0aBA7duxg/vz5xMfHs2zZMp555pkKeY1CCFEuDh2CBx6Anj1h1y6VWH3zDaxcCW3bGh2dEKKm0YSWmZmpAdrJkycv6cvLy9N27typ5eXllfl5k5I0Te1mfOUjKak8XoW9xx57TLvzzjvtzvXu3Vvr0KFD+X8xTdNycnK0OnXqaHfddddl+8+cOaNpmqZNnjxZ8/Hx0XJycuz6R40apYWEhGhFRUWapp2Pv3nz5tr333+vj5s5c6bWsmVL7c4779Qee+wx/XxxcbH2wQcfaA0bNtTc3Ny0li1baj///PMVY87Pz9defvllLSQkRPPw8NDatWunLV68WO+fMWOG5uvrq82ZM0dr2rSp5unpqfXp00dLS0u74vMmJCRokZGRmpubm9atWzdtxowZGqCdOXNGKy4u1h+v1qhRo7RWrVqV2p+RkaE5Ozvbvd5du3ZpgLZq1arLfo7NZtOCgoK0jz/+2O55XF1dtf/+97+apmnazp07NUBbt26dPmb27NmayWTSjhw5ctXxi+tzre9BhYWF2h9//KEVFhZWUGRCKA5zreXna9q4cZrm4aH+czWbNW3oUE07fdrYuES5cZhrTVR7J0+e1AAtMzPzup9LZrYq0Nmz5Tvuerm7u1NYWPpyxn79+uHl5VXq0axZs1I/d+7cuZw8eZLXXnvtsv1+fn6AmikpKCjgl19+0fs0TeO7777j8ccfx3LR+vknn3ySGTNm6O3p06fzxBNPXPL848aN49///jfTpk1jx44djBgxgocffpilS5eWGvPQoUNZtWoVP/zwA1u3buW+++6jb9++dkvpcnNzmTBhAv/5z39YtmwZqampvPLKK6U+56FDh7jnnnuIjY1l8+bNPPXUU/zzn/+8ZIyPj88Vv9cffPCB3eckJycTEhJCo0aNGDRoEKmpqXrfhg0bsFqt9OrVSz/XtGlTwsLCWLVq1WXj3L9/P+np6Xaf4+vrS/v27fXPWbVqFX5+frS94C/BvXr1wmw2s2bNmlK/B0IIUenmzlWbEb/xBuTmwm23qf2ypkyBWrWMjk4IUYNJ6fcaQNM0Fi5cyNy5cxk2bFip477++mu7JXsXc3Z2LrXvXIJy8b1EF/P39+fuu+9m+vTpPProowAsXryYAwcOXDaJevjhh3njjTc4ePAgACtWrOCHH35gyZIl+piCggI++OADFixYQMeOHQFo1KgRf/31F19++SVdu3a95HlTU1OZMWMGqamphISEAPDKK68wZ84cZsyYoSc7VquVadOm0bhxY0AlaGPHji319X3xxRc0btyYTz75BIAmTZqwbds2PvroI31McHAwGzduxGwu/W8d/v7++sft27fn22+/pUmTJhw9epQxY8bQuXNntm/fjre3N+np6bi4uOgJ7TmBgYGkp6df9vnPnQ8MDCz1c9LT06l70Z4zTk5O+Pv7l/q8QghRqQ4cgJdegt9/V+3AQPj4Y1V50GQyNDQhhABJtqq1+Ph4vLy8sFqt2Gw2Bg4cyOjRo0sdX69evWv+WpqmXfXYJ598kj59+rB3714aN27M9OnT6dq1KxEREZeMDQgIIDo6mm+//RZN04iOjqbORTc2p6SkkJubS+/eve3OFxYWcvPNN182hm3btlFcXExUVJTd+YKCAmrXrq23PTw89EQLVKJ0/PjxUl/brl27aN++vd25cwngOU5OTkRERFwx2bpQv3799I9btmxJ+/btadCgAT/99JPdPW5CCFFj5OerpOqDD9THFgsMHw6jR4OPj9HRCSGETpKtaqx79+588cUXuLi4EBISgpPTlf+5+/Xrx/Lly0vtb9CgATt27Lhs37mkZffu3ZckFxfr2bMnYWFhfPvtt7z66qv89ttvfPnll6WOf/LJJxk6dCgAU6dOvaT/XHW8hISESxJGV1fXyz5ndnY2FouFDRs2XLJ00cvLS//44tk8k8lUpsTycg4dOvS336M333yTN99887J9fn5+REVFkZKSAkBQUBCFhYVkZGTYzW4dO3aMoKCgyz7HufPHjh0jODjY7nNuuukmfczFiWVRURGnT58u9XmFEKLCJSTACy/A3r2q3bUrfP45NG9ubFxCCHEZkmxVY56enpedLSrN9SwjvP3226lTpw7jx4/n93PLOS5wYSJgNpt54okn+Oabb6hXrx4uLi7ce++9pT533759KSwsxGQy0adPn0v6b7zxRlxdXUlNTb3sksHLufnmmykuLub48eN07tz5qj7natxwww3873//szt3can7si4jvFh2djZ79+7lkUceAaBNmzY4OzuzcOFCBgwYAMCePXtITU0tNakLDw8nKCiIhQsX6slVVlYWa9as4R//+AegZuQyMjLYsGEDbdq0AWDRokXYbLZLZu+EEKLC7d0LL74I8fGqHRKi9tB64AFZMiiEcFiSbAnd9Swj9PT05Ouvv+a+++7jjjvuYPjw4URERHDy5El++uknUlNT+eGHH/TxTzzxBGPHjuXNN9/koYcewt3dvdTntlgs7Nq1S//4Yt7e3rzyyiuMGDECm81Gp06dyMzMZMWKFfj4+PDYY49d8jlRUVEMGjSIRx99lE8++YSbb76ZEydOsHDhQlq2bEl0dPQ1fR+ee+45PvnkE1599VWeeuopNmzYwLfffms3pqzLCF955RViY2Np0KABaWlpjBo1CovFwkMPPQSowhaDBw/mpZdewt/fHx8fH4YNG0bHjh3p0KGD/jxNmzZl3Lhx3H333ZhMJl588UXee+89IiMjCQ8P5+233yYkJIS77roLUIlj3759efrpp5k2bRpWq5WhQ4fy4IMP6ve5CSFEhcvNhQ8/hPHjoaAAnJxgxAh4+23w9jY6OiGEuCJDqxEuW7aM2NhYQkJCMJlM/PHHH3qf1Wrl9ddfp0WLFnh6ehISEsKjjz5KWlqa3XM0bNjwkg1fP/zww0p+JQLgzjvvZOXKlTg7OzNw4ECaNm3KQw89RGZmJu+9957d2LCwMHr16sWZM2d48skn//a5fXx88LnCOvx3332Xt99+m3HjxulJQkJCAuHh4aV+zowZM3j00Ud5+eWXadKkCXfddRfr1q27rj28wsLC+PXXX/njjz9o1aoV06ZNu6SyYFkdPnyYhx56iCZNmnD//fdTu3ZtVq9eTUBAgD7m008/JSYmhgEDBtClSxeCgoL47bff7J5nz549ZGZm6u3XXnuNYcOG8cwzz3DLLbeQnZ3NnDlzcHNz08fMnDmTpk2b0rNnT/r370+nTp346quvruv1CCHEVdE0+OMPuPFGePddlWj16gXbtqnESxItIUQVYNKu9waU6zB79mxWrFhBmzZtuOeee/j999/1v6pnZmZy77338vTTT9OqVSvOnDnDCy+8QHFxMevXr9efo2HDhgwePJinn35aP+ft7Y2np+dVx5GVlYWvry8nT560K44AahPd/fv3Ex4ebvdL6NVIToaL6i9cVlISREaW6alFFbJkyRK6d+/OmTNn8PHxISsrCx8fn6ue2RI127W+B1mtVhITE+nfv/8VlwALcb0q5FpLSlL3Zc2Zo9qhofDpp3DPPbJksAaT9zVRWU6dOkWdOnXIzMy84h/7r4ahywj79etnV2ntQr6+vsyfP9/u3Oeff067du1ITU21m33w9vZ2yBv2IyPV/xdnT56BvKPg7A2eoXZjvL0l0RJCCCEAyMmB99+HCRPAagUXF3j1VbV/Vhn+iCqEEI6iSt2zlZmZiclkumQ/oQ8//JB3332XsLAwBg4cyIgRI65Yea+goICCggK9nZWVBai/mFitVruxVqsVTdOw2WzYbLYyx9y4MZjCwJSdi+YEmvelz3ENTyuqkHPXjc1m0ysZnrumhPg7564bq9V62XsWS3Puvezi9zQhylu5XGuahunXX7G89hqmw4cBsPXtS/Enn5z/i6RcyzWevK+JylKe11iVSbby8/N5/fXXeeihh+ym84YPH07r1q3x9/dn5cqVvPHGGxw9epSJEyeW+lzjxo1jzJgxl5xfvHgxHh4eduecnJwICgoiOzubwsLCa4rdohXgDWhFBXpiJ2qO1q1bc+bMGQDOnj1r9yjE3yksLCQvL49ly5ZRVFRU5s+/eIWAEBXlWq81r0OHaPl//0fA1q0A5NSty/bBg0lv106tx09OLs8wRTUg72uiouXm5pbbcxl6z9aFTCaT3T1bF7JarQwYMIDDhw+zZMmSK66dnD59Os8++yzZ2dml7rF0uZmt0NBQjh49etl7tg4dOkTDhg3LfM+WTivCnLEVDdBqtb625xDVgqZpnD17Fm9vb0xy34G4Cvn5+Rw4cIDQ0NAy37M1f/58evfuLfc2iAp1zdfa2bOY338f8+TJmIqK0Fxdsb36KrZXX4UrVKgVNZe8r4nKcurUKYKDg6v+PVtXw2q1cv/993Pw4EEWLVr0ty+4ffv2FBUVceDAAZo0aXLZMa6urpdNxJydnS/54S0uLsZkMmE2m6+9oIGmntMEmLQisLhc2/OIKu/c0sFz15QQf8dsNmMymS77/nQ1rvXzhCirq77WNA1mzVL3Yh09qs7dcQemTz/F0qgRV79YVtRU8r4mKlp5Xl8OnWydS7SSk5NZvHjxJbNOl7N582bMZjN169Yt11iuawLQZAKzM9isoFkBSbaEEFdH7u0T1cq2bTB0KCxbptoRETBpEvTvb2xcQghRQQxNtrKzs0lJSdHb+/fvZ/Pmzfj7+xMcHMy9997Lxo0biY+Pp7i4mPT0dAD8/f1xcXFh1apVrFmzhu7du+Pt7c2qVasYMWIEDz/8MLVq1SqXGJ2dnTGZTJw4cYKAgIBrX/pV5ARFVsjNARf5u11NZbPZKCwsJD8/X2a2xBVpmkZhYSEnTpzAbDbj4iJ/pBFVWEYGjBoFU6dCcbFaJjhyJLz8MpSy5F8IIaoDQ5Ot9evX0717d7390ksvAfDYY48xevRo/ve//wFw00032X3e4sWL6datG66urvzwww+MHj2agoICwsPDGTFihP485cFisVC/fn0OHz7MgQMHrv2J8k9CcR642FQJeFEjaZpGXl4e7u7ucs+WuCoeHh6EhYVJci6qJpsN/vMfeO01OH5cnbv3XvjkE7iODeSFEKKqMDTZ6tat2xWX5/3d0r3WrVuzevXq8g7rEl5eXkRGRl5fGcht/4GDsyDiOQh/sdxiE1WL1Wpl2bJldOnSRdabi79lsVhwcnKSxFxUTZs2wZAhsGqVajdpAlOmQO/exsYlhBCVyKHv2XIkFoulTHvcXMLdEwoPQn4SXGtVQ1HlWSwWioqKcHNzk2RLCFE9nT4Nb78N06apmS1PT7WE8IUX1CbFQghRg0iyVVk86qnHvDRj4xBCCCEqgs0GX38Nb7wBJ0+qcw89BB9/DPXqGRubEEIYRJKtyuIeoh5zjxgbhxBCCFHO/JKTsbz3Hqxfr040awaffw7duhkalxBCGE2SrcpyLtmSmS0hhBDVxcmTWP75T7pMn45J08DbG8aMUeXdZam0EEJIslVpzi0jLDwNxflgkfu2hBBCVFHFxfDVV/DWW5jPnAHANmgQ5gkTICjI4OCEEMJxSC3hyuLsdz7ByjtqaChCCCHENVu1Ctq1g+efhzNn0Fq0YPkHH1A8Y4YkWkIIcRFJtiqLyST3bQkhhKi6jh2DJ56AW2+FjRvB1xemTKFozRpO33ij0dEJIYRDkmSrMsl9W0IIIaqaoiKYPFntk/Xtt+rck09CUpK6N8tJ7kgQQojSyDtkZXKX8u9CCCGqkGXLVEK1bZtqt24NU6dChw7GxiWEEFWEzGxVJn1mS5YRCiGEcGBpafDww9C1q0q0/P3VJsVr10qiJYQQZSDJVmXyOHfPlsxsCSGEcEBWK3zyiVoyOHOmut/42WfVksFnnwWLxegIhRCiSpFlhJVJlhEKIYRwVIsWqSWDu3apdvv2aslgmzbGxiWEEFWYzGxVJimQIYQQwtEcOgQPPAA9e6pEKyAApk+HlSsl0RJCiOskyVZluvCeLU0zNhYhhBA1W0EBfPghNG0KP/0EZrOa2dqzR5V4N8uvCEIIcb1kGWFlOnfPVlEOFJ0FZx9j4xFCCFEzzZ0Lw4ere7EAOnWCzz+HVq2MjUsIIaoZ+bNVZXLyBGdf9bEUyRBCCFHZDhyAe+6Bvn1VohUYCP/+tyrxLomWEEKUO0m2KpuUfxdCCFHZ8vPh3Xfhhhvg999VVcERI1TC9cgjquqgEEKIcifLCCubewhk7ZIiGUIIISpHQgK88ALs3avaXbuqJYPNmxsblxBC1AAys1XZPKT8uxBCiEqwdy/ExkJMjPo4JAT++19YvFgSLSGEqCSSbFW2c8sIc2UZoRBCiAqQmwujRkGzZhAfD05O8NprsHs3PPigLBkUQohKJMsIK5vstSWEEKIiaBr8+Se8+CIcPKjO9eoFU6ao8u5CCCEqnSRblU2WEQohhChvSUmqlPvcuaodGgoTJ8KAATKTJYQQBpJlhJVNZraEEEKUl5wceOMNdQ/W3Lng4gJvvQW7dsG990qiJYQQBruuma2CggJcXV3LK5aa4cJkS7OBSfJdIYQQZaRp8PPP8PLLcPiwOtevH0yaBJGRxsYmhBBCV6bf9GfPns1jjz1Go0aNcHZ2xsPDAx8fH7p27cr7779PWprM1vwttyD1aLNCwSljYxFCCFH17Nyp7sV64AGVaIWHq3u1EhIk0RJCCAdzVcnW77//TlRUFE8++SROTk68/vrr/Pbbb8ydO5evv/6arl27smDBAho1asRzzz3HiRMnKjruqsviAm511ceylFAIIcTVOnsWXnkFWrWCRYvAzQ1Gj4YdO+COO2TJoBBCOKCrWkY4fvx4Pv30U/r164fZfGl+dv/99wNw5MgRpkyZwvfff8+IESPKN9LqxD0E8o+r8u+1WhkdjRBCCEemaTBrFrz6Khw9qs7deSd8+qma1RJCCOGwrirZWrVq1VU9Wb169fjwww+vK6AawT0EzmyWmS0hhBBXtm0bDB0Ky5apdkQETJ6s7s8SQgjh8KQ6gxHcpfy7EEKIK8jMhBdegJtvVomWuzu8/z5s3y6JlhBCVCFlqkZYVFSEzWbDxcVFP/f111+zfPly2rZty9ChQzHJmvG/p1ckPGJsHEIIIRyLzQb/+Q+89hocP67O3XsvfPIJhIUZG5sQQogyK9PM1qBBgxg1apTe/vLLL3nhhRfIyclh7NixvPnmm+UeYLXkUZJs5crMlhBCiBKbNkGnTvD44yrRatIE5s1TJd4l0RJCiCqpTMnWxo0b6du3r97+8ssv+eyzz/jll1/4+eefmTVrVrkHWC3JxsZCCCHOOX0ahgyBtm1h1Srw9ITx42HrVujd2+johBBCXIerWkb4xBNPAHD48GEmT57Md999h6ZpbNmyhdmzZ7Nq1SqKiopIS0vjySefBGD69OkVF3VVJ/dsCSGEsNlg+nR44w04eVKde/BBmDAB6tUzNjYhhBDl4qqSrRkzZgCwaNEiXnzxRTp37kxCQgIrVqzgt99+AyAzM5M///xTkqyrcW5mK/+Y2tzY7GxsPEIIISrXunWqyuDatardrBl8/jl062ZoWEIIIcpXmQpkdOvWjWeeeYZHH32UGTNm8MADD+h9W7ZsIVJ2rr86bgFgcgKtSCVcHvWNjkgIIURlOHkS3nwTvv5a7Z/l7Q1jxqjEy1n+8CaEENVNme7ZmjhxIm3btmXWrFn06NHDriDGH3/8wcMPP1zuAVZLJjO4B6uPpUiGEEJUf8XF8MUXEBUF//d/KtF65BHYswdGjJBESwghqqkyzWzVrl2b//znP5ftmzhxYrkEVGO4h0DuISn/LoQQ1d2qVaoAxqZNqt2qlVoy2KmTsXEJIYSocLKpsVGkIqEQQlRvx46pMu633qoSLT8/lWStXy+JlhBC1BBXlWw999xzHD58+Kqe8Mcff2TmzJnXFVSN4CEVCYUQoloqKoLJk9U+Wd99p84NHqyWDA4ZAk5lWlQihBCiCruqd/yAgACaNWvGbbfdRmxsLG3btiUkJAQ3NzfOnDnDzp07+euvv/jhhx8ICQnhq6++qui4q75zM1u5soxQCCGqjWXLVLGLbdtUu00bmDoV2rc3Ni4hhBCGuKpk691332Xo0KF8/fXX/Otf/2Lnzp12/d7e3vTq1YuvvvrKbtNjcQWyjFAIIaqPtDR47TU4t7LD3x/GjVMzWhaLsbEJIYQwzFWvZQgMDOStt97irbfe4syZM6SmppKXl0edOnVo3LgxJpOpIuOsfiTZEkKIqs9qVUsGR4+G7GwwmeDZZ+G996B2baOjE0IIYbBrWjheq1YtatWqVd6x1Cxyz5YQQlRtixapJYO7dql2+/ZqyWCbNsbGJYQQwmFINUKjnJvZKjwDRXnGxiKEEOLqHToEDzwAPXuqRCsgAKZPh5UrJdESQghhR5Itozj7gsVdfSyzW0II4fgKCuDDD6FpU/jpJzCb1czWnj3wxBOqLYQQQlxA6s8axWQC93qQnaKSLe/GRkckhBCiNHPnwvDhkJSk2p06qT2zWrUyNi4hhBDlbvWh1eX2XGVKtjRN49ChQ9StWxc3N7dyC6LG8ghRyZaUfxdCCGMVF8Py5XD0KAQHQ+fOqorggQPw0kvw++9qXGAgfPwxPPyw+qOZEEKIaiE5Gc6eBavNygvzXiu35y3TmgdN04iIiODQoUPl8sWXLVtGbGwsISEhmEwm/vjjj0u+3jvvvENwcDDu7u706tWL5ORkuzGnT59m0KBB+Pj44Ofnx+DBg8nOzi6X+CqcVCQUQgjj/fYbNGwI3bvDwIHqsUEDeOghuOEGlWhZLDBihFoy+MgjkmgJIUQ1kpwMUVHqttsOw6dwJHt/uT13mZIts9lMZGQkp06dKpcvnpOTQ6tWrZg6depl+8ePH8/kyZOZNm0aa9aswdPTkz59+pCfn6+PGTRoEDt27GD+/PnEx8ezbNkynnnmmXKJr8K5S0VCIYQw1G+/wb33wuHD9uePHIEffoD8fOjaFTZvhokTwdfXkDCFEEJUnLNnSz7wToMeI8Gkldtzl/merQ8//JBXX32VL774gubNm1/XF+/Xrx/9+vW7bJ+maXz22WeMHDmSO++8E4B///vfBAYG8scff/Dggw+ya9cu5syZw7p162jbti0AU6ZMoX///kyYMIGQkJAyxZOTA5dbHWmx2J/PySn9OcxmcHe/yrGmMNxBT7Zyc0Er5d/WZAIPj/PtsozNywObrfQ4PD2vbWx+vlp5Ux5jPTzO/6G4oACKispnrLv7+XvWCwvVljjlMdbN7fw+pWUZa7VCfr6FnBxwdr50rKsrODmdH1tYWPrzXji2qEh9L0rj4nL+65VlbHGx+rcrjbOzGl/WsTabutbKY6yTk/pegPqZyM0tn7Fl+bmvsPeIi8aW9T2itGtN3iNKFBfjPvxFzCXf1EKcsXLRN6uWP/y5AJyccLdVznvE1f7cO8p7RE5O6deavEeUfWxlvkdUtd8j1HH5a60m/R5R1d4jqsLvEbreL0OxhaIiC3CFYMpCKyM/Pz/NxcVFM5vNmpubm1arVi2741oB2u+//6639+7dqwHapk2b7MZ16dJFGz58uKZpmvbNN99ofn5+dv1Wq1WzWCzab7/9VurXys/P1zIzM/Xj0KFDGqBBpqbeeuyPfv2KtcLCQv3w8LBddhxoWpcu9mPr1Cl9bJsWJzVtJlrx3M5aYWGh1qBB6WNvuMFm97w33FD62AYN7Me2aVNc6tg6dezHdulS+lgPD/ux/fqVPhY0u7H33HPlsWfOnB/7yCNXHnvkyPmxzz1XdMWxSUnnx7700pXHbtp0fuzIkVceu3KlVR87btyVx86ff37sxIkFVxz7xx/nx379tfWKY2fNOj921qwrj/366/Nj//jjymMnTSrSx86ff+Wx48adH7ty5ZXHjhx5fuymTYVXHPvSS+fHJiVdeexzz50fe+TIlcc+8sj5n88zZ6489p577H+WrzS2wt4j2tiPLdt7ROk/R/Iecf5Icm2iFbq5aUVOTtrLjL/i2Mp4j5g06cpj5T1CHfIeoY7re4+Q3yOq4u8R8h5RMe8RfyzdoznHDtFMr9YtOZ+pAVpmZuY15zbnlHlm67PPPiufLO9vpKenAxAYGGh3PjAwUO9LT0+nbt26dv1OTk74+/vrYy5n3LhxjBkz5qpjOX78OImJa/R2cXE0pU0Knjp1msTEFXq7sLAv4HrZsTm56s8CuadSWJiYSG5ub8DjsmOzs8+SmLj4gnZ3wOeyY3Nz80hMnK+3MzO7AJffhLqwsJDExDkXxH8bUOeyY4uLi0lMTNTbx4+3B4IuOxawG5ue3haoV+rYuXPn4uam/rx1+PDNQFipYxcsWICvr/pTzcGDLYHwUscuXryYwED154x9+24EIksdu3z5cg4eVPPIyclNgKaljl2xYgXHj2cAsHt3BNCs1LGrV68mJ+dUydhwoGWpY9evXw8cA2DLllCgdaljN23ahIdHWsnHIcAtpY7dsmUriYmHSr5GINCh1LE7duwgMXE/ANu21QY6lTp29+7dJCamAJCc7Ad0LXVscnIyiYl7AEhN9QZ6lDp23759JCbuBODYMXfg9lLHHjyYSmLiVgAyM12Ay8+WAxw+fJjExE2A+usoxJQ6Nj39KImJ6y84c2epYyvqPSIzM5PExGV6W94jyv89YscTT1Dv10/wOHGCv7sLqzLeI3bskPcIkPcIeY9QHOE9wtF+j5D3iPJ/j/h+8/dMC3oc2gA5l792r4epZFbJcCaTid9//5277roLgJUrV3LbbbeRlpZGcHCwPu7+++/HZDLx448/8sEHH/Ddd9+xZ88eu+eqW7cuY8aM4R//+Mdlv1ZBQQEFF8x/ZmVlERoayt69R/H3r33J+Aqb/s/dh8+SpmgWd4ruziA3z0Rp/xrVYfpflhFCbq6VOXMW0aNHD5wvs45Qpv/LPlaWCCkX/9xnZlpZuPDy15q8RwDJyViefRbPTSswo6GZTOQ5eVBodr20+MWvv8Ktt8oSocuMLS6Gs2etLFp0+WtN3iPKPlaWEZY+Nj+/9GutpvweURXfIxzl94iM/AwWHljIvL3zmL9/PmfyTqsB5iIszsVo6c0xBe7AYvXG3epG5vijZGZm4uNz+T9KXK1r2meruLiYP/74g127dgHQrFkz7rjjDiznroRyEBSk/tJx7Ngxu2Tr2LFj3HTTTfqY48eP231eUVERp0+f1j//clxdXXF1vfSvRL6+zvj5XeZGmov4+V3FC7iasd4NwWTBVJyHc9FJfH2v/h6zstyjfbl7g2SsMWM9PMDNrRg/P+fLJlsXP6/H5f9AedmxF/6HW55jr3aXh7KMhfO/0JT32HNvruU9ttx+7q9jbFl+7n19y3atXa0qPzYnB957Dz75xO63G5Om4WHNwYMLfrM1maB+fejT6fxvOpUQb1l+7h3hPUIlEn9/rcl7RMWPLet7xNVylJ9lN7erv9YqKgZHGFvV3iOM/D0i6VQS8UnxxCXFsfzgcoq189l9LZ9a9I/sT0xUDEHZfejesRYMeIjiG3/G7HSFTK6MypxspaSk0L9/f44cOUKTJk0AtSwvNDSUhIQEGjcun815w8PDCQoKYuHChXpylZWVxZo1a/QZq44dO5KRkcGGDRto06YNAIsWLcJms9G+fftyiaNCWVzBOxKydkPmdrXvlhBCiPKnafDzz/Dyy+crD/brB/37q82Kz40559yfvT/77JJESwghhGOyFlv5K/UvPcFKPm2/ZdSNATcSExlDTFQMHUM74mRWqdDGjSUD5n0CTf8Eym/hX5mTreHDh9O4cWNWr16Nv78/AKdOneLhhx9m+PDhJCQkXPVzZWdnk5KSorf379/P5s2b8ff3JywsjBdffJH33nuPyMhIwsPDefvttwkJCdGXGt5www307duXp59+mmnTpmG1Whk6dCgPPvhgmSsRGsa3mUq2MrZDcOnrSYUQQlyjnTth2DBYtEi1w8NVEhUbq5KqkBB44QX78u/166sx99xjRMRCCCGu0qncU8xOmU1cUhxzUuaQVZCl9zmbnenWsBsxUTFER0bT2P/yk0Le3iUfnA2BRe9Bt5HlFl+Zk62lS5faJVoAtWvX5sMPP+S2224r03OtX7+e7t276+2XXnoJgMcee4xvv/2W1157jZycHJ555hkyMjLo1KkTc+bMwe2COcaZM2cydOhQevbsidlsZsCAAUyePLmsL8s4vs3h0K9qZksIIUT5ycqCsWNh0iR1k4GbG/zzn/Daa/ZrYO65B+68E5Yvh6NHITgYOneWGS0hhHBAmqax88RO4pLiiE+KZ9XhVdi08zcKBngEEB0VTXRkNLc3vh0f17+/5yoyEpKS1H5bVtswBs2bzl52lEu8ZU62XF1dOavv/HVednY2LmVZ3Ax069aNK9XnMJlMjB07lrFjx5Y6xt/fn1mzZpXp6zoUv5K9yjLL5x9UCCFqPE2DWbPg1VdV8gQqmfr0UzWrdTkWC3TrVmkhCiGEuHoFRQUsPbiUuD1xxCfHcyDjgF1/q8BWxETFEBsVyy31bsFsMpf5a0TqhSadmeT0ETFvlV6NtCzKnGzFxMTwzDPP8M0339CuXTsA1qxZw3PPPccdd9xRLkHVKL4XJFuaDa7h4hBCCFFi61YYOlTNUgFERMDkyer+LCGEEFXGsexjJCYnEp8cz7y988guzNb7XC2u9AjvQWxULDFRMYT6hpbr1+4QWnpp+7Iqc7I1efJkHnvsMTp27KhXgikqKuKOO+5g0qRJ5RZYjeEdAWYXKMqBnIPgVfpeD0IIIUqRkQGjRsHUqap+sLs7jBypCmKUpVSdEEIIQ2iaxpZjW4hPiic+KZ61R9aiXVCoItgrmJgoVdyiZ3hPPF08r/BsjqPMyZafnx9//vknycnJ7N69G1CFKiIiIso9uBrB7AQ+TSFjqyqSIcmWEEJcPZsN/v1veP11OLcVyIABMHEihJW+qakQQgjj5VnzWLR/kUqwkuM5nHXYrr9tSFu9euDNwTdf0/JAo13TPlsAkZGRRJ5f3Ciuh29zlWxlbof6sUZHI4QQVcOmTTBkCKxapdpNmsCUKdC7t7FxCSGEKNWRrCMkJCcQnxTPgn0LyCs6v6eVh7MHvRv1JiYqhv6R/QnxriLVxa/gqpKtc1UCr8bEiROvOZgay685HETNbAkhhLiy06fVEsFp01QxDE9PtYTwhRfKtgutEEKICmfTbGxI26DvfbUpfZNdf6hPqH7vVbeG3XB3vsodk6uIq0q2Nm3a9PeDUNUDxTXwlYqEQgjxt2w2+OYbeOMNOHVKnXvoIfj4Y6hXz9jYhBBC6LILs1mwbwFxe+JISE7gWM4xvc+EiQ71OxAdGU1sk1ha1G1RrXOIq0q2Fi9eXNFx1Gznyr9n7QJbkbqPSwghxHlr16oqg+vWqXazZvD551KuXQghHMTBjIP67NXiA4spLC7U+7xdvOkT0YeYSLU8MMAzwMBIK5f8Vu8IPBuAxQOKc+FsCvg2NToiIYRwDCdOwJtvqhktTQMfHxgzRt2rVVIRVwghROUrthWz5sgavXrgtuPb7Pob1WqkLw/s0qALLpaaucz7mpKt9evX89NPP5GamkphYaFd32+//VYugdUoJjP4NoPT61SRDEm2hBA1XXExfPmlujfrzBl17tFH4aOPICjI2NiEEKKGyirIYm7KXOKT40lMTuRk7km9z2wy0ymsk149sGmdptV6eeDVKnOy9cMPP/Doo4/Sp08f5s2bx+23305SUhLHjh3j7rvvrogYawa/5irZytgOYfcaHY0QQhhn5Uo1c7V5s2q3aqX2z7rtNkPDEkKImijldIo+e7X04FKKbEV6n5+bH/0i+hETFUPfiL74u/sbGKljKnOy9cEHH/Dpp58yZMgQvL29mTRpEuHh4Tz77LMEBwdXRIw1gxTJEELUdMeOqf2yvvtOtf384L334NlnwUlWvQshRGUoshWxInWFfv/VnlN77Pqb1G5CTFQMsVGx3Bp6K84WWdJ9JWX+32vv3r1ER0cD4OLiQk5ODiaTiREjRtCjRw/GjBlT7kHWCOeKZGRK+XchRA1TVKRmrt55B7Ky1LnBg2HcOAioOTdRCyGEUU7nnWZOyhzik+KZnTKbjPwMvc/J7ESXBl2IjYolOjKayNqyz25ZlDnZqlWrFmfPngWgXr16bN++nRYtWpCRkUFubm65B1hj+DZTj2eToTgfLG7GxiOEEJVh2TK1ZHB7yR+a2rRRiVf79sbGJYQQ1Zimaew+uVstD0yOZ0XqCoq1Yr2/jkcd+kf2Jzoymj6N++Dr5mtgtFVbmZOtLl26MH/+fFq0aMF9993HCy+8wKJFi5g/fz49e/asiBhrBvcQcPYDawZk7YFarYyOSAghKk5aGrz6Ksyapdr+/moma/BgsFiMjU0IIaqhwuJClh1cpi8P3Hdmn11/i7otiIlSxS3a12uPxSzvxeXhqpOt7du307x5cz7//HPy8/MBeOutt3B2dmblypUMGDCAkSNHVlig1Z7JpJYSnvhLFcmQZEsIUR1ZrTBpkirfnp2t3vueeQbefx9q1zY6OiGEqFZO5JwgMTmR+OR45qbM5WzhWb3PxeJC94bd1fLAqGga+jU0LtBq7KqTrZYtW3LLLbfw1FNP8eCDDwJgNpv55z//WWHB1Ti+JcmWFMkQQlRHCxfCsGGwa5dqt2+vlgy2aWNsXEIIUU1omsa249v06oGrD69GQ9P7Az0D9dmrXo164eXiZWC0NcNVJ1tLly5lxowZvPzyy4wYMYIBAwbw1FNP0blz54qMr2aRIhlCiOro0CF4+WX4+WfVDghQ+2U99hiYzcbGJoQQVVx+UT6L9y/W779KzUy167856GZ9c+E2IW0wm+R9tzJddbLVuXNnOnfuzJQpU/jpp5/49ttv6dq1KxEREQwePJjHHnuMINlo8vqcK5KRIcmWEKIaKCiATz+Fd9+F3FyVWA0ZopYQ1qpldHRCCFFlHT17lITkBOKT4pm/bz651vNF6tyc3OjVqBcxkTFER0VT36e+gZGKMhfI8PT05IknnuCJJ54gJSWFGTNmMHXqVN5++2369u3L//73v4qIs2Y4l2zl7AdrNjjL1K4QooqaMweGD4fkZNXu1Ak+/1xtUCyEEKJMbJqNTUc36cUtNhzdYNdfz7uevvdV9/DueDh7GBSpuNh17RIZERHBm2++SYMGDXjjjTdISEgor7hqJrcAcAuE/GOQuRPqtDM6IiGEKJsDB2DECPjjD9UOCoLx4+Hhh1UxDCGEEFclpzCHhfsX6vdfHc0+atffrl47YiJjiG0SS6vAVpjkPdYhXXOytWzZMqZPn86vv/6K2Wzm/vvvZ/DgweUZW83k27wk2dohyZYQourIz1dJ1bhx6mOLBV54AUaNAh8fo6MTQogqITUzlYSkBOKS4li0fxEFxQV6n5eLF7c3vp2YyBj6R/Yn0CvQwEjF1SpTspWWlsa3337Lt99+S0pKCrfeeiuTJ0/m/vvvx9PTs6JirFn8msOxhVIkQwhRdcTFwYsvwr6SPVu6d4cpU6BZM0PDEkIIR2fTbKw9slafvdpybItdf0O/hvrsVdcGXXF1cjUoUnGtrjrZ6tevHwsWLKBOnTo8+uijPPnkkzRp0qQiY6uZfEsqEkqRDCGEo0tJUUnWuSXk9erBJ5/A/ffLkkEhhCjF2YKzzNs7j/jkeBKTEzmec1zvM5vMdKzfUa8eeGPAjbI8sIq76mTL2dmZX375hZiYGCwW2VG6wpwrkiEzW0IIR5Wbq5YLjh8PhYXg7AwvvQQjR4KXFPYRQoiL7TuzT5+9WnJgCVabVe/zcfWhb0RfYqNi6RvRlzoedQyMVJS3q062pMpgJfErSbby0qDwDLhIeWQhhIPQNPj9d1UAI7VkH5fbb4fJk0FWOgghhK7IVsSqQ6v0va92nthp1x/hH6HPXnUK64SLxcWgSEVFu65qhKICOPuARxjkpkLGDqjbyeiIhBAC9uxRpdznzVPtsDC1h9bdd8uSQSGEAM7knWHu3rnEJ8UzO2U2p/NO630Wk4XODTrr919F1Y4yMFJRmSTZckR+zVWylbldki0hhLGys+G992DiRLBawcUFXnsN3ngDPGQfFyFEzbbn5B599mr5weUUa8V6n7+7P/0i+hETFUPfiL74ufkZF6gwjCRbjsi3OaQlSpEMIYRxNA1+/hlefhkOH1bn+veHSZMgIsLY2IQQwiDWYivLU5fr918ln062678x4EZ9eWCH+h1wMsuv2jWdXAGOSIpkCCGMtHMnDBsGixapdni4SrJiY42NSwghDHAq9xSJyYnEJ8czJ2UOWQVZep+z2ZluDbsRGxVLdFQ0jWo1MjBS4Ygk2XJEfiXl3zO3q78uy/0QQojKkJUFY8aoghdFReDmppYLvvoquLsbHZ0QQlQKTdPYeWIn8UnxxCXFserwKmyaTe8P8AggOiqa2KhYejfqjbert4HRCkcnyZYj8rkBMEHBKcg/Du6yQ7gQogJpGsyapZKqo0fVuTvvVAUwwsONjU0IISpBQVEBSw4s0e+/OpBxwK6/VWArYqJiiI2K5ZZ6t2A2mY0JVFQ5kmw5Iid38I6As8lqdkuSLSFERdm6FYYOheXLVTsiQs1s9etnbFxCCFHBjmUfIyE5gfikeObtnUeONUfvc7W40rNRT2IiY4iOiibMN8zASEVVJsmWo/JtrpKtjO0Q1NPoaIQQ1U1GBowaBVOnQnGxWiY4cqQqiOHqanR0QghR7jRNY3P6Zn32au2RtXb9wV7BxETFEBMVQ8/wnni6eBoUqahOJNlyVL7N4PDvUiRDCFG+bDb497/h9dfh+HF17t574ZNP1N5ZQghRjeRZ81i4f6FePfDI2SN2/W1D2hIdqe6/ujn4ZlkeKMqdJFuO6lyRDCn/LoQoLxs3qiWDq1apdtOmMGUK9OplbFxCCFGOjmQd0WevFu5bSF5Rnt7n4exB70a9iY2KpX9kf4K9gw2MVNQEkmw5Kt9zFQl3SEVCIcT1OX1aLRGcNk29n3h6qiWEL7ygNikWQogqzKbZ2JC2gbikOOKT4tmUvsmuP8w3jJjIGGKbxNKtYTfcnNwMilTURJJsOSrvSDA7Q9FZyD0EnrK8RwhRRjYbpm++UYnWqVPq3EMPwccfQ716xsYmhBDXIbswmwX7FhCfFE9CcgLp2el6nwkTHep30KsHNq/bHJP80VoYRJItR2VxAe8m6p6tjO2SbAkhysS0bh1dXn8dp+RkdaJZM/j8c+jWzdC4hBDiWh3IOEDiiUT+9cO/WHJwCYXFhXqft4s3fSL6EBMZQ//I/gR4BhgYqRDnSbLlyHybqWQrczvU6290NEKIquDkSXjjDSzffEMtTUPz8cE0ZgwMGQLOzkZHJ4QQV63YVsyaI2uI2xNHfHI824/b38feqFYjYqNiiYmKoUuDLrhYZFm0cDySbDkyv+aQ+qMUyRBC/L3iYvjyS7Vk8MwZTEBq9+4Ef/cdzqGhRkcnhBBXJTM/k7l75xKfFE9iciKn8k7pfRaThaYeTXm4/cPc2fROmtZpKssDhcOTZMuRnSuSkbHV2DiEEI5t5Uo1c7V5s2q3akXRpElsysggOCjI0NCEEOLvpJxO0Wevlh1cRpGtSO/zc/OjX0Q/tfdVg56sXrya/h364ywz9aKKkGTLkdVupx4ztkLhGXCpZWw8QgjHcuyY2i/ru+9U288P3nsPnnsOzWaDxERDwxNCiMuxFltZeWilXj1wz6k9dv1N6zTVqwfeGnorTmb166rVajUiXCGuiyRbjswjBHyaQtZuOLYUQu8yOiIhhCMoKoKpU+GddyArS50bPBjGjYOAkpvCbTbj4hNCiIuczjvNnJQ5xCXFMSdlDhn5GXqfk9mJLg266PdfRfhHGBeoEOVMki1HF9i9JNlaJMmWEAKWLVNLBreX3MvZtq1KvNq1MzYuIYS4gKZp7D65W99ceEXqCoq1Yr2/jkcd+kf2JzYqlt6NeuPr5mtgtEJUHEm2HF1gD0j+Ao4tNjoSIYSR0tLg1Vdh1izV9vdXM1mDB4PFYmxsQggBFBYXsuzgMuKT4olLimPfmX12/S3qtiAmKoaYqBja12uPxSzvXaL6k2TL0dXtph4zt0PeMXAPNDQcIUQls1ph0iQYMways8FkgmefVfdm1a5tdHRCiBrueM5xZifPJi4pjnl753G28Kze52JxoUd4D2IiY4iOiqahX0PjAhXCIJJsOTq3OuDXCjK2wPEl0OABoyMSQlSWhQth2DDYtUu127dXSwbbtDE2LiFEjaVpGtuOb9OrB645vAYNTe8P9AzUZ696NeqFl4uXgdEKYTyHT7YaNmzIwYMHLzn//PPPM3XqVLp168bSpUvt+p599lmmTZtWWSFWvMDuKtk6tliSLSFqgkOH4OWX4eefVTsgAD78EB5/HMxmQ0MTQtQ8+UX5LN6/WK8eeCjrkF1/6+DWREdGExsVS5uQNphN8j4lxDkOn2ytW7eO4uLzN1Ru376d3r17c9999+nnnn76acaOHau3PTw8KjXGChfYA/Z8popkCCGqr4ICmDhRLRHMzVWJ1ZAhMHasKusuhBCV5OjZoyQkJxCXFMeCfQvItebqfe5O7vRq1IuYqBiiI6Op51PPwEiFcGwOn2wFnCtjXOLDDz+kcePGdO3aVT/n4eFBUBk27iwoKKCgoEBvZ5WUTrZarY65h4N/R5wwYzqbjDVzH3iEGh2RuEbnri+HvM6EoUxz52IZMQJTSgoAtttuo/izz6BVKzWgjNeMXGuissi1Vj1omsam9E0kpCSQkJzAxvSNdv31vevTL6If0ZHRdG/QHXdnd72vsv7t5VoTlaU8rzGTpmna3w9zDIWFhYSEhPDSSy/x5ptvAtCtWzd27NiBpmkEBQURGxvL22+/fcXZrdGjRzNmzJhLzs+aNcthZ8W65L1KLVsyG11e4JBzd6PDEUKUE/djx2gxfTrBa9YAkF+rFjsef5zDXbqoYhhCCFFB8ovz2Zq9lXVZ69iQtYHT1tN6nwkTkR6RtPVpyy2+t9DQrSEmeU8SNURubi4DBw4kMzMTHx+f63quKpVs/fTTTwwcOJDU1FRCQkIA+Oqrr2jQoAEhISFs3bqV119/nXbt2vHbb7+V+jyXm9kKDQ3l6NGj1HbQ6l7mrW9i2TMBW8NHKb7la6PDEdfIarUyf/58evfujbOzs9HhCCPl52OeMAHz+PGY8vPRLBZsw4ZhGzkSrvONHeRaE5VHrrWqJTUzldkps0lMSWTxwcXkF+XrfV4uXvQK70V0RDR9G/cl0MuxKiDLtSYqy6lTpwgODi6XZMvhlxFe6JtvvqFfv356ogXwzDPP6B+3aNGC4OBgevbsyd69e2ncuPFln8fV1RVXV9dLzjs7OzvuD29Ib9gzAfPxJZidnOQv3lWcQ19rouLFxcGLL8K+kj1ounfHNGUKlmbNKO9dZ+RaE5VFrjXHVGwrZl3aOn3vq63Httr1N/RrSGxULDFRMXRt0BVXp0t/P3I0cq2Jilae11eVSbYOHjzIggULrjhjBdC+fXsAUlJSSk22qqSA28DsDLmpkL0PvKvRaxOipkhJUUlWQoJq16unCmLcd5/8AUUIUW6yCrKYv3c+8cnxJCQlcCL3hN5nNpm5NfRWYiJVefYbA26U5YFCVKAqk2zNmDGDunXrEh0dfcVxmzdvBiA4OLgSoqpETp5QuwOcWK6qEkqyJUTVkZsL48bB+PFQWAjOzvDSSzByJHjJHjRCiOu378w+ffZq6YGlWG3nb/D3dfWlb0RfoiOj6RfZjzoedQyMVIiapUokWzabjRkzZvDYY4/h5HQ+5L179zJr1iz69+9P7dq12bp1KyNGjKBLly60bNnSwIgrSGD3kmRrMUQ8bXQ0Qoi/o2nw++8wYgSkpqpzt98OkydDkybGxiaEqNKKbEWsOrRKT7B2ndxl1x9VO0qfveoU1glniyy7E8IIVSLZWrBgAampqTz55JN2511cXFiwYAGfffYZOTk5hIaGMmDAAEaOHGlQpBUssAdsH6tmtjRNlh0J4cj27IHhw2HePNUOC4NPP4W775afXSHENcnIz2BOyhzik+KZnTKb03nnqwc6mZ3oFNZJv/8qqnaUgZEKIc6pEsnW7bffzuWKJoaGhrJ06VIDIjJInQ5gcYP8Y5C1C3xvNDoiIcTFsrPVpsQTJ6q9sVxc4LXX4I03wEG3lhBCOK6kU0nE7YkjPjme5QeXU6wV633+7v70j+xPTGQMfSL64OfmZ1ygQojLqhLJlihhcYWATpC+ANIXSbIlhCPRNPj5Z3j5ZTh8WJ3r3x8mTYKICGNjE0JUGdZiK8tTlxOfFE98UjzJp5Pt+m8MuFGfvepQvwNOZvlVTghHJj+hVU1gd5VsHV8MTYYaHY0QAmDnThg2DBYtUu3wcJVkxcTIkkEhxN86mXuS2cmziU+OZ07KHLIKsvQ+Z7Mz3Rp2IzYqluioaBrVamRgpEKIspJkq6oJ7KEejy0GzQYms7HxCFGTZWXBmDGq4EVREbi5qeWCr74K7u5GRyeEcFCaprHjxA599mrV4VXYNJveX9ezLtGR0cRExdC7UW+8Xb0NjFYIcT0k2apq/NuCkzcUnoEzW8D/ZqMjEqLm0TSYOVMlVenp6txdd6n7tMLDDQ1NCOGYCooKWHJgiUqwkuM5kHHArv+moJuIjowmNiqWW+rdgln+mCpEtSDJVlVjdoK6nSEtUVUllGRLiMq1dSsMHQrLl6t2RARMmQJ9+xoblxDC4aRnp5OYnEh8Ujzz9s4jx5qj97k5udEzvCcxUTFER0YT6htqYKRCiIoiyVZVFNijJNlaDDe8bHQ0QtQMGRnwzjswdSrYbKqy4MiRanNiV1ejoxNCOABN09hybItePXDtkbV2/SHeIfrsVc9GPfFwlgqlQlR3kmxVRefu2zq+FGxWMMtGhUJUGJsNvvsOXn8dTpxQ5+67DyZMUHtnCSFqtDxrHov2LyIuKY74pHiOnD1i1982pK1ePfDmoJsxSdEcIWoUSbaqolqtwKWWum/r9Aa1/5YQovxt3AhDhsDq1ardtKlaMtirl7FxCSEMdSTriH7v1cJ9C8krytP7PJw96N2oN7FRsfSP7E+wd7CBkQohjCbJVlVkMkPdbnD4d3XfliRbQpSv06fhrbfgyy9VMQwvLxg1CoYPV5sUCyFqFJtmY33aer164Kb0TXb9Yb5hxETGEBMVQ/fw7rg5uRkUqRDC0UiyVVUF9ihJthZDszeNjkaI6qG4GL75Bt58E06dUucGDoSPP4aQEGNjE0JUquzCbObvnU98UjwJyQkcyzmm95kw0aF+B2KiYoiNiqV53eayPFAIcVmSbFVVQSX3bZ34C4oLwCI36AtxXdauVUsG169X7ebN4fPPoWtXY+MSQlSaAxkH9NmrxQcWU1hcqPd5u3jTJ6IPMZEx9I/sT4BngIGRCiGqCkm2qiqfG8AtEPKPwcnVECi/EApxTU6cUDNZ33yjlgz6+MDYsfD88+AsxWeEqM6KbcWsPrxav/9q+/Htdv2NazXWi1t0btAZF4ssIxZClI0kW1WVyQSB3eHgD+q+LUm2hCib4mKYNk2Vb8/IUOcefRQ++giCggwNTQhRcTLzM5m3dx5xSXEkJidyKu+U3mcxWbgt7DY9wWpSu4ksDxRCXBdJtqqyoF4q2Tr8J7QcY3Q0QlQdK1eqJYObN6v2TTepJYO33WZkVEKICpJyOoX4pHjikuJYdnAZRbYivc/PzY9+Ef2IjYqlT0Qf/N39DYxUCFHdSLJVldW/G9b9AzK2QMY28GthdERCOLZjx9R+Wd99p9p+fvDee/Dcc2CxGBqaEKL8WIutrDy0Ut/7as+pPXb9Tes0JSYyhtgmsdwaeitOZvl1SAhRMeTdpSpz9YeQaDj8BxyYCTd9aHREQjimoiKYOhXeeQeystS5wYNh3DgIkJvchagOTuedZnbybOKT45mTMoeM/Ay9z8nsRNcGXYmJUuXZI/wjjAtUCFGjSLJV1TV8+Hyy1eoDtQeXEOK8pUth6FDYXnLje9u2KvFq187YuIQQ10XTNHad3KVXD1xxaAU2zab31/GoQ//I/sRExnB749vxdfM1MFohRE0lyVZVVy8anH0h9zAcXwaB3YyOSAjHcOQIvPoq/Pe/qu3vr2ayBg+WJYNCVFEFRQUsO7hMrx6478w+u/4WdVsQHRlNbJNY2tdrj8UsP+tCCGNJslXVWdwg7D7Y+zUc+F6SLSEKC2HSJFW+PTtbVe589ll1b1bt2kZHJ4Qoo+M5x0lMTiQ+KZ65e+eSXZit97lYXOgR3oPYqFiiI6Np4NfAwEiFEOJSkmxVBw0fVslW6s/Q9nOVgAlREy1YAMOGwe7dqt2hg1oy2Lq1sXEJIa6apmlsO76NuD1xxCfHs+bwGjQ0vT/IK0jNXkXF0rNRT7xcvAyMVgghrkySreqgbmfwCIXcQ3AkHsLuNToiISrXoUPw8svw88+qHRCg9st67DEwy32MQji6/KJ8Fu9frFcPPJR1yK6/dXBrvXpg6+DWmOX+ZCFEFSHJVnVgMkPDQbDzQ7WUUJItUVMUFMDEiWqJYG6uSqyGDFFLCP38jI5OCHEFaWfTSEhKID45ngX7FpBrzdX73J3c6dWoFzFRMURHRlPPp56BkQohxLWTZKu6aPiwSrbSEqHgFLjKvSmimpszB4YPh+Rk1e7USS0ZbNnS2LiEEJdl02xsPLpRrx644egGu/76PvWJiVSl2buHd8fD2cOgSIUQovxIslVd+DWDWjfBmc2Q+hNE/sPoiISoGAcOwIsvwp9/qnZQEEyYAAMHqmIYQgiHkVOYw4J9C4hPiichOYGj2Uf1PhMm2tVrp+991SqwFSb5GRZCVDOSbFUnDR9Wydb+7yXZEtVPfj6MH6/Kt+fnq/LtL7wAo0aBj4/R0QkhSqRmpuqzV4v2L6KguEDv83Lx4vbGtxMdGU10ZDSBXoEGRiqEEBVPkq3qpMFDsOlVOLkSsveBVyOjIxKifMTFqdmsfSV76nTvDlOmQLNmhoYlhIBiWzF7cvawaskqZu+dzdZjW+36G/o1JDYqltioWLo06IKrk6tBkQohROWTZKs68QiBoJ6QvgD2z4QWbxsdkRDXJyVFJVkJCapdrx588gncf78sGRTCQFkFWczfO5+4pDgSkxM5kXsCSm6fNJvMdKzfUSVYTWK5oc4NsjxQCFFjSbJV3TR8WCVbB76H5iPlF1JRNeXmquWC48erTYqdneGll2DkSPCSPXWEMMK+M/uIT4onLimOpQeWYrVZ9T4PswfRTaK5o+kd9IvoR20PKdIkhBAgyVb1E3o3rPsHnE2C0+uh9i1GRyTE1dM0+P13GDECUlPVud691ZLBJk2MjU2IGqbIVsSqQ6v0va92ndxl1x/pH0lsVCx9G/Ula0cWd0TfgbOzs0HRCiGEY5Jkq7px9oH6d8LBH1ShDEm2RFWxZ48q5T5vnmqHhcGnn8Ldd8sMrRCV5EzeGebunUtcUhyzk2dzJv+M3mcxWejSoIu+91WTOuoPIFarlcSdiUaFLIQQDk2Sreqo4cMq2Tr4X2g9Aczyl0bhwLKz1abEEyeC1QouLvDaa/DGG+Ah++wIUZE0TSPpVJI+e/VX6l8Ua8V6v7+7P/0j+xMTGUOfiD74ufkZF6wQQlRBkmxVR8G3g2sdKDih7t8K6Wd0REJcStPgxx/hlVfgyBF1rn9/mDQJIiKMjU2IaqywuJDlB5er8uzJ8aScTrHrbxbQjOjIaGKbxNKhfgeczPKrghBCXCt5B62OzM7Q4EFI+lwtJZRkSziaHTtg2DBYvFi1w8NVkhUba2xcQlRTJ3NPMjt5NnFJcczdO5esgiy9z8XiQreG3YiJVJsLh9cKNzBSIYSoXiTZqq4aPqySrcO/g/UsOHsbHZEQkJUFo0fD5MlQXAxubmq54Kuvgru70dEJUW1omsaOEzv06oGrDq1CQ9P763rWpX9kf2KjYundqDfervJ/hBBCVARJtqqr2u3AKwKyU+DQr9DocaMjEjWZpsHMmSqpSk9X5+66S92nFS5/RReiPBQUFbDkwBJ9eeCBjAN2/TcF3aTPXt1S7xbMJrMxgQohRA0iyVZ1ZTJB4ydgy1uw6xMIfxTkP1ZhhC1bYOhQ+Osv1Y6MVDNbffsaG5cQ1UB6djqJyYnEJ8Uzb+88cqw5ep+rxZWejXoSGxVLdGQ0ob6hBkYqhBA1kyRb1VnkP2DHh5C5HY7EQ/07jI5I1CQZGfDOOzB1KthsqrLgyJFqc2JXV6OjE6JK0jSNzemb9eWB69LW2fUHewUTExVDbFQsPcJ74OniaVCkQgghQJKt6s2lFkQ9Dzs/gh3vQ71Y2a9IVDybDb77Dl5/HU6cUOfuuw8mTFB7ZwkhyiTXmsui/YuI2xNHQnICR84esetvG9KW2KhYYqJiuDnoZkzyPi+EEA5Dkq3qrskI2DMJTq2FY4sgqKfREYnqbMMGtWRw9WrVbtoUpkyBXr2MjUuIKuZw1mF171VSPAv3LyS/KF/v83D24PbGtxMdGU10ZDTB3sEGRiqEEOJKJNmq7twDofHTkDRFzW5JsiUqwunT8NZb8OWXqhiGlxeMGgXDh6tNioUQV2TTbKxPW68vD9ycvtmuP8w3TJ+96tawG25ObsYEKoQQokwk2aoJbngFkr+AY4vhxCoI6Gh0RKK6KC6Gb76BN9+EU6fUuYED4eOPISTE2NiEcHDZhdnM3zuf+KR4EpITOJZzTO8zYaJD/Q7ERsUS2ySWZgHNZHmgEEJUQZJs1QSeYaoa4b7psOMD6BZndESiOli7FoYMgfXrVbt5c/j8c+ja1di4hHBgBzIO6MsDFx9YTGFxod7n7eJN34i+xETF0C+iHwGeAQZGKoQQojxIslVT3PhP2P8tpMXDmS1Qq5XREYmq6sQJNZP1zTdqyaCPD4wdC88/D87ORkcnhEMpthWz+vBqfe+r7ce32/U3rtVYXx7YuUFnXCyy7FYIIaoTSbZqCp9ICLsfDv6gZrc6/Wh0RKKqKS5W92S99ZYq6w7w6KPw0UcQFGRoaEI4ksz8TObunUt8UjyJyYmcyjul91lMFjqFdSImKoboyGia1mkqywOFEKIak2SrJrnxDZVspf4MWe+CT5TREYmqYuVKtWRw82bVvukmtWTwttuMjEoIh5F8KlkvbrE8dTlFtiK9r5ZbLfpF9iMmMoY+EX3wd/c3MFIhhBCVSZKtmqRWS7XX1pE42PkhdJhudETC0R07Bq+9Bv/+t2r7+cF778Fzz4HFYmhoQpSHzPxMzhaepb5P/Uv6DmcdxtvFG18330v6rMVWVhxaoSdYSaeS7PpvqHODPnt1W9htOJnlv1shhKiJzEYHcCWjR4/GZDLZHU2bNtX78/PzGTJkCLVr18bLy4sBAwZw7NixKzyjoNmb6nH/fyDnoLGxCMdVVASTJkFU1PlEa/BgSEpSM1ySaIlqIDM/k74z+9L1264cyjxk13co8xBdv+1K35l9yczPBOBU7ilmbp3JQ78+RN0Jden+XXc+WfUJSaeScDY706tRLz7r8xkpw1LYOWQn43uPp2vDrpJoCSFEDebw/wM0a9aMBQsW6G0np/MhjxgxgoSEBH7++Wd8fX0ZOnQo99xzDytWrDAi1KqhTgcI7KE2ON41AdpOMToi4WiWLlUbE28vuZG/bVuYOhXatTM2LiHK2dnCsxzPOc6+M/vo9l03ljy2hFDfUA5lHqLbd93Yd2YfhcWFjF8xnuWpy1lxaAU2zaZ/fh2POvSP7E9sVCy3N74dH1cfw16LEEIIx+TwyZaTkxNBl7n5PjMzk2+++YZZs2bRo0cPAGbMmMENN9zA6tWr6dChQ2WHWnU0e0slW3u/hmYj1cbHQqSlwSuvwH//q9q1a8O4cfDkkzKTJaql+j71WfLYEj2x6vZdN6bfMZ0Hf32Q9Ox0nMxOHM46zAd/faB/TsvAlsRExhATFUO7eu2wmOVnQwghROkcPtlKTk4mJCQENzc3OnbsyLhx4wgLC2PDhg1YrVZ69eqlj23atClhYWGsWrXqislWQUEBBQUFejsrKwsAq9WK1WqtuBfjKPw7YfFvj/n0Gop3foyt5TijI6oxzl1fDnWdFRZinjIF8/vvY8rORjOZsD3zDLbRo1XCZbOpQ1QpDnmtOaAgjyB+vPtH7vjxDg6cOUC377rpfUW2IlwsLnRv0J3oyGj6RfSjgW8Dvd9WbMNWLD8bcq2JyiLXmqgs5XmNmTRN08rt2crZ7Nmzyc7OpkmTJhw9epQxY8Zw5MgRtm/fTlxcHE888YRd0gTQrl07unfvzkcffVTq844ePZoxY8Zccn7WrFl4eHiU++twRIFFa+lQ8AFFuDHP4/+wmryNDkkYIGDLFlr83//hffgwAKebNGHrM8+Q2bixwZEJUXE0TeNA/gHWZ65nfdZ6knKT0Dj/X2Etp1q08WnDLb630NKrJe4WdwOjFUIIUdlyc3MZOHAgmZmZ+Phc3xJxh062LpaRkUGDBg2YOHEi7u7u15xsXW5mKzQ0lKNHj1K7du0Ki9+haBpO89tiytxGceN/YGs9yeiIagSr1cr8+fPp3bs3zkZuAJyaiuW11zD/9hsAWkAAxePGoT38MJgdum6OuEoOc605iDxrHksOLiExJZHElEQOZdkXxHCzuFFUXITFZMGEifBa4SQOTKSeTz2DIq465FoTlUWuNVFZTp06RXBwcLkkWw6/jPBCfn5+REVFkZKSQu/evSksLCQjIwM/Pz99zLFjxy57j9eFXF1dcXV1veS8s7NzzfrhbfMZLOqJZe80LBFPQu22RkdUYxh2rRUUwCefwPvvQ26uSqyGDsU0ZgxOF/wcieqjxr2vXSDtbBoJSQnEJ8ezYN8Ccq25ep+7kzu9G/emY/2OfLH+C1IzU2lUqxH/ufs/PPL7I+w6vYueM3vqRTPE36vJ15qoXHKtiYpWntdXlUq2srOz2bt3L4888ght2rTB2dmZhQsXMmDAAAD27NlDamoqHTt2NDjSKiKoBzQcBAdmwtpnoc9akJu9q685c2D4cEhOVu3OndXGxC1bGhuXEOXEptnYeHQj8UnxxCfFs+HoBrv+UJ9QYqJUcYvuDbtzKu8UXb/tqida5xKri4tmLH186WX34RJCCCH+jkMnW6+88gqxsbE0aNCAtLQ0Ro0ahcVi4aGHHsLX15fBgwfz0ksv4e/vj4+PD8OGDaNjx45SibAsbv4EjsTDmY2Q/C9oMszoiER5278fRoyAP/9U7aAgmDABBg4Ek8nY2IS4TjmFOSzYt4D4pHgSkhM4mn1U7zNhol29dsRGxRITFUPLwJaYLrjmvYu9qetZF8BuBuvChKuuZ128XeSeViGEENfGoZOtw4cP89BDD3Hq1CkCAgLo1KkTq1evJiAgAIBPP/0Us9nMgAEDKCgooE+fPvzrX/8yOOoqxj0QbvoQ1v0DtrwFoQPAI8ToqER5yMuD8ePhww8hPx+cnOCFF+Cdd+A61x8LYaTUzFQSkhKIS4pj0f5FFBSfvwfXy8WLPo37EBMVQ7+IfgR6lb61ha+bL3MGzeFs4dlLZq5CfUNZ+vhSvF288XXzrbDXIoQQonpz6GTrhx9+uGK/m5sbU6dOZerUqZUUUTUV8QzsmwGn1sLGl6DTlb/vwsFpGsTFwYsvqlktgO7d1ZLBG280NDQhrkWxrZi1R9aq5YHJ8Ww9ttWuv6FfQ2KjYomNiqVLgy64Ol16T25pfN18S02mZOmgEEKI6+XQyZaoJCYz3DIN5raF1B8h7QkI6WN0VOJapKSoJCshQbXr1VMFMe6/X5YMiiolqyCLeXvnEZ8UT2JyIidyT+h9ZpOZW0Nv1TcXvjHgRrvlgUIIIYSjkGRLKP43Q9Rw2PMZrB8C/beBk+wtU2Xk5sIHH8DHH0NhITg7w0svwciR4OVldHRCXJW9p/fqs1dLDyzFaju/qaSvqy99I/oSGxVL34i+1PaoIdt0CCGEqNIk2RLntRwLqT9B9l7YOU61hWPTNPjtN5VYpaaqc717w+TJ0LSpsbEJ8TeKbEWsPLRSrx646+Quu/6o2lHERsUSHRlNp7BOOFuk1LMQQoiqRZItcZ6zN7SZBH/dBzs/UmXhfZoYHZUoze7dqpT7/PmqHRYGn34Kd98tSwaFwzqTd4Y5KXOIT45ndvJszuSf0fuczE50adCFmMgYoqOiiaodZWCkQgghxPWTZEvYCx0Awf3g6GxY9zz0WCC/uDua7Gx4912VWFmt4OICr70Gb7wBHh5GRyeEHU3TSDqVRFxSHPFJ8fyV+hfFWrHeX9u9Nv0i+xEbFcvtjW/Hz83PuGCFEEKIcibJlrBnMsEtn0NCMzi2CA7MgvBBRkclQC0Z/OknePllOHJEnYuOhs8+g4gIQ0MT4kKFxYX8lfoX8UnxxCXFkXI6xa6/WUAzfe+rDvU7YJHN1IUQQlRTkmyJS3k1gmYjYetI2PQSBPcGt7pGR1Wz7dgBw4bB4sWqHR4OkyZBbKyxcQlR4mTuSWYnzyYuKY65e+eSVZCl97lYXOjWsJtePTC8VriBkQohhBCVR5ItcXk3vAIHZ0HmTlgxELrPBfnrc+XLyoIxY1TBi6IicHNTywVfe019LIRBNE1jx4kdxO2JIz45nlWHVqGh6f11PesSHRlNTFQMvRv1xtvV28BohRBCCGNIsiUuz+IKt/0Ec9vBsYWwbRS0es/oqGoOTYOZM+HVVyE9XZ276y51n1bDhkZGJmqw/KJ8lhxYolcPPJh50K7/pqCbiImMIbZJLG1D2mI2mQ2KVAghhHAMkmyJ0vk1g/b/BysHwY73oU5HqBdtdFTV35YtMHQo/PWXakdGqpmtvn2NjUvUSOnZ6SQkJRCfHM/8vfPJsebofW5ObvQM70lMVAzRkdGE+oYaGKkQQgjheCTZElfWcCCcWAHJ/4JVj0DfjeDV0OioqqeMDHjnHZg6FWw2VVlw5Ei1h5arq9HRiRpC0zQ2p2/WqweuS1tn1x/iHaLPXvUI74GHs1TAFEIIIUojyZb4e60nwun1cGot/HUv9P4LLHK/ULmx2eC77+D11+HECXXu3nth4kQIlZkCUfFyrbks2r+IuD1xJCQncOTsEbv+tiFtiY2KJTYqlpuCbsIk20EIIYQQV0WSLfH3LK7Q6WeY0xpOb4ANL0K7aUZHVT1s2KCWDK5erdpNm8KUKdCrl7FxiWrvcNZhfXngwn0LySvK0/s8nT3p3bg3sVGx9I/sT5BXkIGRCiGEEFWXJFvi6niGQceZsKQfpHwJdW6FRo8aHVXVdfo0jB4NX36pimF4ecGoUTB8uNqkWIhyZtNsrE9br+99tTl9s11/mG+YvvdVt4bdcHOS2WshhBDiekmyJa5eSB9o/g5sHwPrngP/m8GvhdFRVS3FxTSYOxenwYPh1Cl1buBA+PhjCAkxNjZR7eQV5/HHnj+YvXc2CckJHM85rveZMNExtCMxkTFER0XTom4LWR4ohBBClDNJtkTZNH8bTq6C9HmwfAD0WQcuvkZHVTWsWYNlyBBu2rBBtZs3h88/h65djY1LVCsHMg4QtyeOuD1xLD6wmKJtRXqft4s3fSP6EhMVQ7+IfgR4BhgYqRBCCFH9SbIlysZsgVtnqvu3zibD6seh0y+y4fGVnDgB//wnTJ+OGbB6eGB+910sw4eDk/wIiutTbCtm9eHVevXAHSd22PU3rtVYXx7YuUFnXCyyTFUIIYSoLPKbnig7tzqqYMaCznD4D7WksN1XIEuQ7BUVwbRp8Pbbqqw7YHvkERb27EnPgQOxSKIlrlFmfiZzUuYQnxxPYnIip/NO630Wk4VOYZ3o17gf3mnePHX3U7jIfYBCCCGEIeS3PXFt6rRXM1wrHoS9X4OzL9z8sSRc56xYAUOGqA2KAW66CaZOpfiWWyhITDQ0NFE1JZ9K1otbLE9dTpHt/PLAWm616BvRl9ioWPpG9KWWey2sViuJiYlyH5YQQghhIEm2xLULuw+sZ2HNYNj9iUq4WrxtdFTGSk9X+2X9+9+q7ecH778Pzz4LFgtYrYaGJ6oOa7GVFYdW6AlW0qkku/4b6txATFQMsVGxdAztiJNZ3s6FEEIIRyP/O4vr0/hJsGbBxhGw7R1w9oGmLxgdVeUrKlLFLkaNgqwsNcM3eDB88AEESBECcXVO5Z5iTsoc4pLimJMyh8yCTL3P2exM14ZdiYmMISYqhsb+jQ2MVAghhBBXQ5Itcf2avgjWTNg2Gja+qBKuxk8YHFQlWrpUbUy8fbtqt20LU6dCu3bGxiUcnqZp7Dq5S5+9WnloJTbNpvfX8ahDdGQ0MVEx9G7UG183qfwphBBCVCWSbIny0fwdKMyEPZ/C2qfA2RvC7jU6qoqVlgavvAL//a9q164N48apGS2z2djYhMMqKCpg2cFlevXA/Rn77fpbBrbUZ6/a1WuHRSp9CiGEEFWWJFuifJhM0PoTKMqCvd/AyoHg5AUhfY2OrPwVFsKkSTB2LGRnq9f+3HPw3nvg7290dMIBHc85TkJSAvHJ8czbO4/swmy9z9XiSo/wHvoMVgO/BgZGKoQQQojyJMmWKD8mE9zypSqakfoTLL8Hus+Fup2Njqz8LFgAw4bB7t2q3bGjulerdWtj4xIORdM0th7bqs9erT2yFg1N7w/yCtJnr3o16oWni6eB0QohhBCiokiyJcqX2QId/6MSrqOzYXEfuO0HqH+H0ZFdn9RUePll+OUX1a5bFz76CB59VJYMCgDyrHksPrCY+KR44pPiOZR1yK6/dXBrfXPh1sGtMZvkuhFCCCGqO0m2RPmzuEDnX+GveyEtEZbfDW0/h8h/GB1Z2RUUwCefqPLtubkqsRo6FMaMUWXdRY2WdjZNXx64YN8Ccq25ep+7kzu9G/cmJjKG6KhoQrxDDIxUCCGEEEaQZEtUDCd36PInrHtO3cO17nnIOQSt3q86Gx/PmQPDh0Nysmp37qyWDLZsaWxcwjA2zcbGoxv16oEbj26066/vU1+fveresDvuzu4GRSqEEEIIRyDJlqg4Zido93/gEQbbRsHOcZB7GNp/rWa/HNX+/TBiBPz5p2oHBcGECTBwYNVJFEW5ySnMYcG+BcQlxZGQnEB6drreZ8JEu3rtiI2KJToqmlaBrTDJNSKEEEKIEpJsiYplMkGLd8AjFNY+DQf+A/lH1TJDZx+jo7OXlwfjx8OHH0J+Pjg5wQsvwDvvgI+DxSoq1MGMgyQkJxCXFMfi/YspKC7Q+7xcvOjTuA8xUTH0i+hHoFeggZEKIYQQwpFJsiUqR+MnwD1Y3ceVvgDmd4Zus8HDAe5j0TSIi4MXX1SzWgA9esDkydCsmaGhicpRbCtm7ZG1evXAbce32fWH+4Xrs1ddG3TF1cnVoEiFEEIIUZVIsiUqT0hf6LUUlkRDxlaY1wG6JYBfC+NiSklRs1eJiapdrx5MnAj33SdLBqu5rIIs5u2dR1xSHInJiZzMPan3mU1mbgu9jZgoVZ79hjo3yPJAIYQQQpSZJFuicvm3gdtXwZJ+kLUH5raHtlOh0eOVm9zk5MC4cfDxx2qTYmdnVdr9rbfAy6vy4hCVau/pvao0e3I8Sw8sxWqz6n2+rr70jehLbFQsfSP6UtujtoGRCiGEEKI6kGRLVD6vcOi9AlYOgqNzYc2TcGwx3PIvcK7gREfT4Lff4KWX1N5ZAH36qCWDUVEV+7VFpSuyFbHy0Ep976tdJ3fZ9UfVjtKrB94WehvOFmeDIhVCCCFEdSTJljCGa23olgg7P4Stb6vCGafXQaefwa95xXzN3btVKff581W7QQP49FO46y5ZMliNnMk7w5yUOcQnxzM7eTZn8s/ofU5mJzqHddbvv4qqLQm2EEIIISqOJFvCOCYzNHsTAjrBiocgazfMbQdtp0CjJ8svATp7Ft57TyVWViu4usLrr6vDw6N8voYwjKZp7Dm1R9/7akXqCoq1Yr3f392f/pH9iYmMoU9EH/zc/IwLVgghhBA1iiRbwnh1u0C/zbDqkZJlhU/BsSVwyxfXt6xQ0+DHH9W9WGlp6lxMDHz2GTRuXA6BC6MUFhey/OByPcHae2avXX+zgGbERMUQGxVLh/odsJgtBkUqhBBCiJpMki3hGNwCSpYVjoetI+HA92pZYcfvoXbbsj/fjh0wbBgsXqzajRrBpEkq2RJV0omcE8xOmU1cUhxzU+ZytvCs3udicaF7w+5ER0YTExVDeK1wAyMVQgghhFAk2RKOw2SGZv+EgNtKlhXugXntockIaDkGnDz//jmysmD0aFXworgY3NzgzTfh1VfVx6LK0DSN7ce367NXqw+vRkPT+wM9A/XkqlejXni7ehsYrRBCCCHEpSTZEo6nbme1rHDDC3BwFuz+BA79Bu2/gqBel/8cTYPvv1dJ1bFj6txdd6n7tBo2rKTAxfXKL8pnyYElevXAg5kH7fpvCrpJrx7YNqQtZpPZoEiFEEIIIf6eJFvCMbnVgdtmQsNBsO45yNkPi3qr/bhu/gRc/c+P3bIFhg6Fv/5S7chImDJFlXQXDi89O52EpATik+OZv3c+OdYcvc/NyY1ejXoRExlDdFQ09X3qGxipEEIIIUTZSLIlHFu9/lB3B2x5C5I+h33fQloitJkMPrfDO+/Av/4FNpuqLPj22zBihKo4KBySpmlsSt+kz16tS1tn11/Pux4xUTHERMXQI7wHHs5SMVIIIYQQVZMkW8LxOXtD28nQ4CFYMxiydsGKB2G7C/xcCDbg/vthwgQIDTU6WnEZudZcFu5bqBKs5HjSzqbZ9d8ScoueYN0cdDMm2fdMCCGEENWAJFui6gjoCIHfwPz7oc1haF4IHwPe90C/L+yXFgrDHco8REJyAvFJ8Szcv5D8ony9z9PZk96NexMbFUv/yP4EeQUZGKkQQgghRMWQZEtUDadOwVtvwVdfqWIYkR7wz1Bw2wO5v8H/FkHztyFqCFhkCaERbJqNdUfW6bNXm9M32/U38G1AbFQs0VHRdGvYDTcnqQ4phBBCiOpNki3h2IqL4euvVfn206fVuUGDYPx4CAmBo/Ng0yuQsQ02vazu67rpQwi7D2QpWoU7W3CW+fvmE58UT0JyAsdzjut9ZpOZjvU76ssDmwU0k+WBQgghhKhRJNkSjmvNGhgyBDZsUO0WLeDzz6FLl/Njgm+HwE2w/1vYMlJVLVzxAOz+FFpPUHt2iXJ1IOMAcXviiE+OZ8mBJRQWF+p9Pq4+9Gnch9ioWPpF9qOORx0DIxVCCCGEMJZDJ1vjxo3jt99+Y/fu3bi7u3Prrbfy0Ucf0aRJE31Mt27dWLp0qd3nPfvss0ybNq2ywxXl5cQJ+Oc/Yfp01fbxgXffheefB6fLXLJmCzQeDGEPwK4JsOtjOLUa5ndS+3I1GwmBXSv3NVQjxbZiVh9eTVxSHPFJ8ew4scOuP8I/Qt/7qlNYJ1wsLgZFKoQQQgjhWBw62Vq6dClDhgzhlltuoaioiDfffJPbb7+dnTt34unpqY97+umnGTt2rN728JBS0VVSURF8+SWMHAkZGercY4/BRx9BYODff76zF7QcDRHPwLZRqkx8+gJ1BHRW93QF9ZLlhVchIz+DuSlziU+OZ3bybE7lndL7LCYLncI66QlWVO0oWR4ohBBCCHEZDp1szZkzx6797bffUrduXTZs2ECXC5aSeXh4EBQk1cyqtBUr1JLBLVtU++ab1ZLBW28t+3N5hED7/4Nmb8HOj2DfdDixHBbfDrXbQ/OREBItSddFkk4l6XtfLU9dTpGtSO+r5VaLfpH9iImMoW9EX2q51zIwUiGEEEKIqsGhk62LZWZmAuDvb1/ie+bMmXz//fcEBQURGxvL22+/fcXZrYKCAgoKCvR2VlYWAFarFavVWgGRi1Klp2N5803M338PgFarFraxY7E99RRYLHA9/x6u9eDmydDkNcxJn2Le+3+YTq2BpbFofq0obvoaWr27wVx5Pwbnri9HuM6sxVZWHFpBYkoiCSkJJJ9OtutvWrsp/SP7ExMRQ4f6HXC64PvkCPGLK3Oka01Ub3Kticoi15qoLOV5jZk0TdPK7dkqkM1m44477iAjI4O//vpLP//VV1/RoEEDQkJC2Lp1K6+//jrt2rXjt99+K/W5Ro8ezZgxYy45P2vWLFmCWElMRUWEJybS9IcfcM7NRTOZONirF7seeYRCH58K+ZquWgaNrX8Qbp2DE2rPpzxTbfY79eOg8+0Umirm6zqSrKIsNmZtZH3WejZmbSTXlqv3OZmcaObZjLa+bWnr05Zg12ADIxVCCCGEMEZubi4DBw4kMzMTn+v8vbTKJFv/+Mc/mD17Nn/99Rf169cvddyiRYvo2bMnKSkpNG7c+LJjLjezFRoaytGjR6ldu3a5xy7smZYuxfLii5h2qEILtrZtsU2ahHbLLZUTQMEpzCmfY977FaaCEwBoZje0Bg9RHPE8+LWqsC9ttVqZP38+vXv3xtnZucK+zjmaprHr5C4SUhJITE5k1ZFV2DSb3h/gEUC/iH70j+hPr/Be+LhW/4Szpqjsa03UXHKticoi15qoLKdOnSI4OLhckq0qsYxw6NChxMfHs2zZsismWgDt27cHuGKy5erqiqvrpRvfOjs7yw9vRTpyBF55BX74QbVr14Zx4zAPHozZbK68OJyD4Kb3oMXbcPBH2DMJ05mNmPbPwLx/BtTtCk2GQ707KmyJYUVeawVFBSw7uEyvHrg/Y79df8vAlnpxi1tCbsFitlRIHMIxyPuaqCxyrYnKIteaqGjleX05dLKlaRrDhg3j999/Z8mSJYSHh//t52zevBmA4GBZAuUwCgth0iQYOxays1Vhiueeg/feg4vuv6tUFldo9CiEPwInV8GeyXDoFzi+VB3uwRD+GDR6AnyijIvzKhzPOU5iciJxSXHM2zuP7MJsvc/V4kqP8B7ERsUSHRVNmG+YgZEKIYQQQtQcDp1sDRkyhFmzZvHnn3/i7e1Neno6AL6+vri7u7N3715mzZpF//79qV27Nlu3bmXEiBF06dKFli1bGhy9AGDBAhg2DHbvVu2OHVWVwdatjY3rQiYTBNyqjtzDkDwNUr6CvKOw80N1BNwGjZ6EsPvA2dvoiNE0ja3HtuqzV2uPrEXj/IrgIK8gYiJjiG0SS8/wnni6eF7h2YQQQgghREVw6GTriy++ANTGxReaMWMGjz/+OC4uLixYsIDPPvuMnJwcQkNDGTBgACNHjjQgWmEnNRVefhl++UW169ZV+2U9+ihU5pLBsvKoD63eg+bvQFo87J0OR2fDiRXq2DBcJVyNnlB7d1Vi+fg8ax6LDywmbk8c8cnxHM46bNffJrgNMVExxETF0Dq4NWaTA3+fhRBCCCFqAIdOtv6udkdoaChLly6tpGjEVSkogE8+gfffh9xclVgNHQpjxoCfn9HRXT2LC4Teo47cNDjwH5V4nU1SmyXv+xY8wqDBA+qo1bpCEq+0s2n63lcL9i0gryhP73N3cqd3497ERMYQHRVNiHdIuX99IYQQQghx7Rw62RJVzOzZMHw4pKSodufOaslgVV/S6RECN74ON7wGJ1eqpCv1J8hNhV0fq8MroiTxehD8ml/zl7JpNjakbVAJVnI8G49utOsP9QnVZ6+6N+yOu7P79b46IYQQQghRQSTZEtdv/34YMQL+/FO1g4JgwgQYOLBSl9lVOJNJ3bsVcBu0/RzSEiH1RzgSD9kpsON9dfjeCGEPQOjd4Nv8b78HOYU5LNi3gLikOBKSE0jPTj//JTHRvn57vXpgi7otMFWn76kQQgghRDUmyZa4dnl56j6sjz6C/HxwcoIXXoB33oEK2pjYYTi5Q9gAdViz4UicSrzSZkPmTtg2Sh2e4VD/TnUEdNI//WDmQebtn0dcUhyL9y+moPj8vm9eLl70adyH2KhY+kX2o65nXSNeoRBCCCGEuE6SbImy0zSIi4MXX1SzWgA9esCUKXDjjYaGZghnL2j4kDoKM+Dwn5D6CxxbADn7Yc9nsOczipy82WYJY+6R4zy85QTZF9ySGO4XTmxULLFNYunSoAsuFhejXo0QQgghhCgnkmyJsklJUfdlzZ6t2vXrw8SJcO+91WvJ4LVy8YNGj0Gjx8jKOcr2LRMpPvQ7NxTuow5naV20g3/Vgc9qw3bNlyz/Wwlr+hThDe/C5MhVGoUQQgghRJlJsiWuTk4OjBsHH3+sNil2doZXXoE33wQvL6Ojc+KV3FsAACYCSURBVBh7T+8lPimeuKQ4lh1chtVmBcAM3O7jyfPB9ehQdJwAcwatTZmQMRtWz4bNQRB8OwT3gaDe4BZg7AsRQgghhBDXTZItcWWaBr/9pgpgHDqkzvXpA5MnQ1SUsbE5gCJbESsPrdT3vtp9crddf5PaTfTqgbeF3gY2SExIoH+XKJxPLIKjc+H4YshPh/3/VgcmqHUzBHZXR0AncPE15gUKIYQQQohrJsmWKN3u3WrJ4Pz5qt2gAXz2Gdx5Z41eMngm7wyzU2YTnxTP7JTZZORn6H1OZie6NOhCdGQ0sVGxRNaOtPtcq82qvnfekeB/IzQZCsUFasPko3PVkbEFzmxUx+5PwGSGWm1Kkq9uKvly9q7cFy2EEEIIIcpMki1xqbNn4b334NNPwWoFV1d4/XV1eHgYHV2l0zSNPaf26MsDV6SuoFgr1vtru9emf2R/YqNiub3x7fi6lXEWyuIKQT3UcfNHkJcOxxbBscVwbIkqK396nTp2jQeTBfzbQJ3bzpeidw8q3xcthBBCCCGumyRb4jxNgx9/hJdfhrQ0dS46GiZNgsaNjY2tkhUWF7L84HI9wdp7Zq9df7OAZnr1wPb12mMxW8rvi7sHQcOB6gDIOQTHl5QkX4sh5wCcWquOPZ+qMV6NVPJVt5N69L1BzYgJIYQQQgjDSLIllB07YNgwWLxYtRs1UklWTIyxcVWiEzkn9OWBc/fOJasgS+9zsbjQvWF3/f6rhn4NKy8wz1AIf0QdANkH1LLDE3/ByRWQsR2y96njwH/UGGcf8L8Farc7f3iEVF7MQgghhBBCkq0aLysLRo9WBS+Ki8HNTVUYfPVV9XE1pmka249vJz4pnvjkeFYdWoXG+c2vAj0DiY6MJiYqht6Ne+Pl4iBVF70aqiN8kGoXZsDJ1SoBO7kCTq4BaxYcW6iOc9zrXZB8tVVFOFxrG/AChBBCCCFqBkm2aipNg5kzVVKVnq7O3X232jOrYUNDQ6tI+UX5LDmwRCVYSfEczDxo139z0M367FXbkLaYq8JSPBc/COmrDgBbEWTuKFlquEY9Zu6AvCNw+Hd1nOMRBv6toVZr9ejfGtyDDXkZQgghhBDVjSRbNdGWLTB0KPz1l2pHRsKUKaqkezV09OxREpMTiUuKY/6++eRac/U+Nyc3ejXqRUxkDNFR0dT3qW9gpOXE7AS1Wqkj4ml1zpqtqhueu9fr9CZVeCM3VR2H/zj/+W6B4NcKarUEv5LDp6kq5CGEEEIIIa6aJFs1SUYGvP02/OtfYLOpyoJvv6320HKtPr9Ia5rGpvRNenGL9Wnr7frredcjJiqG6MhoejbqiYdzDaiw6OwFdbuo45zCTDizWSVhp0tKzWfthvxjkD5PHeeYnFTC5dcS/FqAbzPwvRG8wqUQhxBCCCFEKSTZqglsNvj2W/jnP+HECXXu/vthwgQIDTU0tPKSa81l4b6F+v1XaWfT7Prb1WtHTKRaHnhT0E2YavA+YToXXwjsqo5zinIhYytkbCt53ApntoI1AzK3q+PClZcWd5WE+TY7n4D53gieDdUMmxBCCCFEDSa/DVV3GzbAkCGwZo1q33CDWjLYs6excZWDQ5mHSEhOID4pnoX7F5JflK/3eTp70rtxb2KjYukf2Z8gL9mH6qo4eUCdDuo4R9Mg9/D55CtjG2TuVLNgxXlwZpM6LmR2Ae8IlYj5NAXvJiUfN1FJnhBCCCFEDSDJVnV16hS89RZ89ZX6ZdnLS1UdHD4cnJ2Nju6a2DQb646s02evNqdvtutv4NuA2KhYYqJi6NawG65O1WdppKFMJlV+3jMU6kWfP28rUuXmM3eqAhznHs/ugeL8kvbOS5/PLVAlYt6R9odXhFruKIQQQghRTUiyVd0UF8PXX6vy7adPq3ODBsHHH0Nw1asyd7bgLPP3zSc+KZ6E5ASO5xzX+0yY6BjaUU+wmgU0k+WBlcnsBD5R6gi96/x5zQY5qWrmK2uPejxb8ph3VN0Tln9Mlaq/mHsweDVWmzR7NbL/2C1QJX5CCCGEEFWEJFvVyZo1asnghg2q3aIFfP45dOly5c9zMPvP7NeLWyw5sASrzar3+bj60KdxH2KjYukb0ZcAzwADIxWXZTKf3wvsXDn6c6xZcDYZspLVY3aKejybDAUnVTKWd1Rt2Hwxi4cqyOEZrp5bfyw5XGpJMiaEEEIIhyLJVnVw4oQqfjF9umr7+MC778Lzz4OT4/8TF9mKWH14NXF74ohPjmfnCfulZxH+EfrsVaewTrhYXAyKVFw3Zx/wb6OOixVmlCRg+0qOvec/zj0ExbklyxV3lP7cng3AowF4hqnDI0yd8wwDt2AwWyr05QkhhBBCXMjxfxMXpSsqgmnTVPn2jAx17vHH4cMPITDQyMj+VkZ+BnNT5hKXFMfslNmczjut91lMFjo36Ex0ZDSxUbFE1Y6S5YE1gYsf1L5FHRcrLoScgyrxyjlw/sjerx7zj6lZs4xt6rgckwXc66l7z9zrg0d98AgteSw53IIkIRNCCCFEuZFkq6pasUItGdyyRbVvvlktGbz1VmPjuoKkU0n68sDlB5dTrBXrfbXcatE/sj8xUTH0adyHWu61DIxUOByLC/hEquNyinLVfWI5B9QmzTklR+7BksfDoBWd38S5NCaLSrjcQ8CjnkrOPOpd0A5R95U5+8mSRSGEEEL8LUm2qpr0dHj9dfj3v1W7Vi147z149lmwONZf5K3FVv5K/UtPsJJPJ9v131DnBn15YMfQjjjJvkziWjl5gG9TdVyOrRjy01XilXdYJV85h85/nHsI8tJAK4a8I+o4va70r2dxK0nKgs8nYO7B6pxbELgHqYIebnXBXDWrfwohhBDi+slvt1WF1apmrkaNgrNn1V/Vn3oKPvgA6tQxOjrdqdxTzE6ZTXxSPHNS5pBZkKn3OZud6dawGzFRMURHRtPYv7GBkYoaxWxRM1Me9UofYytSyxHz0iC3JOG68OPcI6p4hzVDlbY/t5Tx77jWLknCAi846l7+0eJWTi9YCCGEEI5Akq2qYMkSGDoUdpQUBrjlFpV4tWtnaFgAmqax88ROfe+rlYdWYtNsen8djzr6vVe9G/fGx9XHwGiFuAKz0/mE7HL3jZ1TlKdmyc5VTsxLKylpfxTyjqm+/HTIP65mygpOqaO0wh4XcvIC1wBwCyh5rGvfdq1T0q6jPnbyluWMQgghhAOTZMuRHTkCr7wCP/yg2rVrq+IXTz4JZrNhYRUUFbD04FKVYCXFsz9jv11/y8CWxETGENsklltCbsEiBQdEdeLkrkrQe4VfeZxmU0lWfjrkXZCA5R+HguMqMSs4XrLv2HGwFUJRtjpy9l/5uc8xO59PwFxrg0tt9ehaB7OTH6HWw5iOAh6BJX3+6n4z+ZkUQgghKoUkW46osBA++wzGjoWcHPWX6+eeU/dm+fsbEtKx7GMkJicSnxzPvL3zyC7M1vtcLa70CO9BbFQs0VHRhPmGGRKjEA7FZFYzUm4B4NfiymM1TVVTLDhRkoydgPwTJcnYiQvOn1L7kRWcVKXwbdbzM2wXsQCtAf6adHFgqvKji786XGuXfFxLJWMutc63L/7Y4la9Z9I0DU6vB/+21ft1CiGEqDSSbDma+fNh2DDYs0e1O3ZUSwZbt67UMDRNY8uxLXpxi7VH1tr1B3sF6/de9WrUC08Xz0qNT4hqxWQCF191eEdc3ecU5Z5PvPJPQOGp80sWC09hyzvOySN7CPAxY7KehoLTUHQW0KDwjDrYW7Y4zS7nEy9nv5KPL3h09i159LuoXfLo6PekHfgeVj0KHf8D4Q8bHY0QQohqQJItR5GaCi+9BL/+qtp168L48fDII5W2ZDDPmsei/YuIS4ojPimeI2eP2PW3DWlLTGQMMVEx3Bx8M2aTcUsZhajxnDzAqWTz5ssotlpZlZhI/979cXYuqYhos6qkq7DkKDh9Pkk7l4AVninpv+hjzaaWOuYfU8e1MLuoxMu5JLF09it59FWbUuuPPqWc81H3tVXEMkhbEWwdpT7eNgoaPKju4xNCCCGug/xPYrSCApgwAd5/H/LyVGI1dCiMGQN+fhX+5Y9kHSEhOYG4pDgW7ltIXlGe3ufh7EGvRr2IjYqlf2R/QrxDKjweIUQFMjuDe6A6ykLT1KxYYUZJApZxPhmznvs4s+TjjJLHC9slVUlthWpJZMGJ63sdTp4XJF/eJR97l3zsfcF578s8el3Q9gKzq5pZPPjf8/fKZe+Dgz/I7JYQQojrJsmWkWbPhuHDISVFtTt3VksGW7assC9p02xsSNugLw/clL7Jrj/UJ1Tf+6pbw264O7tXWCxCiCrCZDqf3JQyk3ZFmg2sZ1XSZc0sScQyL2pnlbQvfLzonM2qnq8oRx2XuVet7K/NSSVgRWftz699FtISzs+mOXmWPHpd1PZUSZvFs+RcySGzYkIIIZBkyxj798OLL8L//qfaQUFqdmvgwP9v7+6jorgONoA/swu7gCgEURD5UJTFDyI1WJAkWo1EorJHY/rW2rQxNkmbI1oN0SQ2NcY2laQ01uAh0nOaRo+NiaYWjRg1CIqJUUygpOgRAokGEwEFFPneZXfePwaGHVhQZJcVeH49c3bm3jszd/EWfTJ3ZuxyU3adoQ7Hvj2Gg0UHcaj4ECrq26cACRAQ5R8lPz3w3pH3QuCN4URkS4Kq/Z603jA1S8GrpbY9jBlqWrdr2z/l9Zut63Wd25har+KLLdIVuE7napCubt0plVYZvtoWtVvXZXKd5babsrytjC/LJiLqFxi2+lJjI/DGG9LS1AQ4OQGrVwOvvAIMs+37p7678Z189er4peMwmAxynbvGHbHjYhGni8O88fPg497DKUVERI6g1gLqEQBG9P5YZpMUwgzXgYwHpRdXKwjSgz90q6Rg1vZY/pb69nVj67apXlo31UtX8QDA3AwYmqV73uxBcGoNX64dQpnltqtFvcW62rWbbYulraxtqiUREfUYw1ZfEEXg4EHpatbF1nsCHnoI2LYNmDTJJqcwmU3I+SFHfvdVwdUCRf1Yz7HQ6/TQh+oxI3AGtE5am5yXiKhfUqmlK20/fGQlaAHSUxurpadD3u69W6IohSw5kNUrF1NDN2UNFtsN7SGupbG9zDLMiS3tV/f6gtqlNYS5WAQyaV0taBHZdBPq07tar8q5AiqX9k91x6V1X0Wd1npblUa6MkpE1E8xbNlbSYl0X9bhw9K2vz+wZQvw05/2+r8U1jTV4JNvPsHBrw/i4+KPUdVYJdepBBUeCHhAfvfVRO+JnB5IRGRJfgKhAEC00kDVsycTCkJ7SNAOt3Fn0RrmDB0CWWPrlbcGqbxt3bLO1Nge2hTtG620aVsa2oMdAJiapMUKFYBRAPD9F7b/zoAUuNQu0hU2y0+11kq5xbplu7Y6Vcfttk+NlbLWcssywYlX+YioRxi27KWhAdi8GUhKkl5S7OwMPP888PLLgLv7HR+2pLpEnh548ruTaDG3yHWeLp54ZPwj0Ov0eGT8I/BydcwLkImI+oVrn7U/gdAqs/RkwmufAT6z+qpXXROE1jChlaY42pMoSlfP2kKYuckijDUpPlsMdSjI/wJTJodADWN7O3Nzh7atS9ux5PrWMss2luHXbJCWu4KgDGBW1zUW2xbrbYv6FtuKfa0tzp3L2toKzlI9AyHRXYNhy9ZEEfjPf6R3ZpWWSmWxsUByMqDT9fhwLeYWnCo9JQesoqoiRb1uuE6aHqjT4/6A++Gs5k3TRES3xTsaeHCv9OCNrqi1UrvBRhDa/+Hu3P09xaLRiNLznggbPx9qZxv8HSSK0pMnFWGsuUNga5b+3MxN0qe1Mnkfi3W5TVefBmWZuVl5hQ9ie/ndTOXc+ufXMZxZW+9YZlHe6RjOyjaCc+cyeT+L5VbbHcs4dZQGEIYtWyoslKYMZmRI20FBwNatwMKFPfqvTNWN1ThScgTpX6fjcMlh3Gi6Idc5qZwwM2imND0wZAFChofY9jsQEQ0Wai0Q+H+O7gV1JAjSlRq1RnonmqOZTe0BSw5mraHMbLAIZgZlYGu7ItcpxBnb6+Ryi/VO9W3HsVZvtB78zEYARmk6aH8kqFrDl5MihDkJzpjT2AynIx7S+GhrI4c1y/ZO3dQ7SVNCVc7tn53aW/vsuF/rtuIYXW1bfrYGSl6BHBQYtmyhthb405+Av/0NaGkBtFrgxRelxc3tlruLoojCykLp4RbF6ThVegom0STXD3cdjvkh86HX6TF33Fx4uPTy8clERER0e1RqQOUG4NZ/nzuEKAKiqUNY6xjYOgY0a58G5b6isYu2RqnOZNnGol5RdjvbLVa+kxkQO19BFAC4A0BteV/8ZO2vU2Bzsh7iBLX1dpbllvWdytUd9lV3sd5hX2vt5PoebHfbpkO7ARhAGbZ6QxSBPXuke7GuXJHK4uKkq1njxnW7q8FkwMnvTsrTA7+9/q2iPmxkmPzuq6jRUVCr1Hb6EkRERNRvCUL7P4jv1kDYnbb7A60Fsg7lLcZGfH7qU9w/fRqcVG3TTVssAlzbehdl8rFblMeX92npcIwWZSi0LBM71ps6tGlpb6OYimr53VsAk5WwOZgJKushrMtw1rFO3XW7btsqF1Wd7f5cGLbu1PnzwMqVwIkT0nZwMPDWW1LY6sLV+qs4XHwY6cXpOFpyFLWGWrlOo9Zg9pjZiNPFIU4XhzGeY+zbfyIiIiJHs7w/8BZEoxHX1dcgjpgpPXisvxDNyvDVKeyZOgc0RbAztV69tFbf0r6/4hgmi/NY1Fsep2Nb0fJYJiv1XdSJLdJ0W8t6Rd8sy01dh8+2n5VoBmDssz8ea9Q2nIHLsNVTNTXApk3SAy9MJsDFBfj974F166R1C6IoouBqgXz1Kuf7HIgWT1jyGeKDBSELsEC3AA8HP4yh2rtgbjoRERER2Y6gku4xg8bRPbk7tE19tQxg1oKZosyyvGN466Ztx6VTO+uL6UYtgK02+boMW7dLFIFdu4AXXgAqKqSyRx+V3pk1ZozcrKmlCccvHpfvvyqtKVUcZqrvVMTp4qDX6RHhFwEVn7hDRERERINF29TXuziGmKuqwLDVl/LzpSmDp05J2yEhwLZt0iPdAZTVluFQ8SGkf52OjG8z0GBsv/bo4uSCmOAY6HV6zA+ZD/9h/g74AkRERERE1NcYtrpz/TqwYQOwfTtgNktPFtywAeKaNcirPo/0E5uQXpyOL698qdjNf5g/4kKke69mj50NN+d+eMMqERERERH1CsOWNWYz8O67wEsvAZWVAID6JYuRuWo+0qtzcOjtcbhSe0WxS+ToSOh1esTp4hDuEw5hAD66koiIiIiIbt+ACVspKSlISkpCeXk5wsPDsW3bNkRGRvb8QF9+CcTHA2fPotQDOBTni/SHA5FV+zGajv1HbjbEeQjmjpuLOF0c5ofMh6+7rw2/DRERERER9XcDImzt2bMHCQkJSE1NRVRUFLZu3YrY2FgUFRVh5MiRt3+ghOdwJmsX0nVA+goVvhppBlAOXJdenhfkESRfvZo1Zha0Tlr7fCEiIiIiIur3BkTY2rJlC5555hksX74cAJCamopDhw7hn//8J1566aXbPk6o5y5UPd22ZYZKUCHaPxpxujgsCFmAsJFhnB5IRERERES3pd+HLYPBgNzcXKxfv14uU6lUiImJwenTp63u09zcjObmZnm7pqYGAFClBoYa3fDQ+IcxN3guYsbGYLjbcLlddXW1nb4FDRZGoxENDQ2oqqqCc396ISP1Oxxr1Fc41qivcKxRX2n7N78oirdoeWv9PmxVVlbCZDLBx8dHUe7j44PCwkKr+yQmJmLTpk2dK/4G1KIBB1r/R0REREREg1NVVRU8PDx6dYx+H7buxPr165GQkCBv37hxA0FBQSgtLe31D5SoOzdv3kRAQAAuX76MYcOGObo7NIBxrFFf4VijvsKxRn2lpqYGgYGB8PLy6vWx+n3Y8vb2hlqtRkVFhaK8oqICvr7WnxCo1Wqh1XZ+uIWHhwf/z0t9YtiwYRxr1Cc41qivcKxRX+FYo76iUql6fwwb9MOhNBoNIiIikJmZKZeZzWZkZmYiOjragT0jIiIiIqLBrN9f2QKAhIQELFu2DNOmTUNkZCS2bt2K+vp6+emEREREREREfW1AhK0lS5bg2rVreOWVV1BeXo4f/ehHOHLkSKeHZnRFq9Vi48aNVqcWEtkSxxr1FY416isca9RXONaor9hyrAmiLZ5pSERERERERAr9/p4tIiIiIiKiuxHDFhERERERkR0wbBEREREREdkBwxYREREREZEdDPqwlZKSgjFjxsDFxQVRUVE4e/aso7tE/dzJkyeh1+vh5+cHQRCwf/9+Rb0oinjllVcwatQouLq6IiYmBsXFxY7pLPVriYmJ+PGPf4yhQ4di5MiRWLRoEYqKihRtmpqaEB8fj+HDh8Pd3R2PPfZYp5fAE93K9u3bMWXKFPllstHR0Th8+LBcz3FG9vL6669DEASsWbNGLuN4I1t49dVXIQiCYpkwYYJcb6txNqjD1p49e5CQkICNGzciLy8P4eHhiI2NxdWrVx3dNerH6uvrER4ejpSUFKv1f/nLX5CcnIzU1FTk5ORgyJAhiI2NRVNTUx/3lPq77OxsxMfH48yZM8jIyIDRaMTcuXNRX18vt3nuuedw8OBBfPjhh8jOzsaVK1ewePFiB/aa+iN/f3+8/vrryM3NxZdffomHHnoICxcuxPnz5wFwnJF9fPHFF/j73/+OKVOmKMo53shWJk+ejLKyMnn57LPP5DqbjTNxEIuMjBTj4+PlbZPJJPr5+YmJiYkO7BUNJADEtLQ0edtsNou+vr5iUlKSXHbjxg1Rq9WK77//vgN6SAPJ1atXRQBidna2KIrS2HJ2dhY//PBDuc2FCxdEAOLp06cd1U0aIO655x7xH//4B8cZ2UVtba0YEhIiZmRkiD/5yU/E1atXi6LI32tkOxs3bhTDw8Ot1tlynA3aK1sGgwG5ubmIiYmRy1QqFWJiYnD69GkH9owGsosXL6K8vFwx7jw8PBAVFcVxR71WU1MDAPDy8gIA5Obmwmg0KsbbhAkTEBgYyPFGd8xkMuGDDz5AfX09oqOjOc7ILuLj47FgwQLFuAL4e41sq7i4GH5+fggODsbjjz+O0tJSALYdZ0427XE/UllZCZPJBB8fH0W5j48PCgsLHdQrGujKy8sBwOq4a6sjuhNmsxlr1qzBAw88gLCwMADSeNNoNPD09FS05XijO1FQUIDo6Gg0NTXB3d0daWlpmDRpEvLz8znOyKY++OAD5OXl4YsvvuhUx99rZCtRUVHYsWMHQkNDUVZWhk2bNmHGjBk4d+6cTcfZoA1bREQDSXx8PM6dO6eYb05kS6GhocjPz0dNTQ3+/e9/Y9myZcjOznZ0t2iAuXz5MlavXo2MjAy4uLg4ujs0gM2bN09enzJlCqKiohAUFIS9e/fC1dXVZucZtNMIvb29oVarOz1VpKKiAr6+vg7qFQ10bWOL445saeXKlUhPT8fx48fh7+8vl/v6+sJgMODGjRuK9hxvdCc0Gg3Gjx+PiIgIJCYmIjw8HG+99RbHGdlUbm4url69ivvuuw9OTk5wcnJCdnY2kpOT4eTkBB8fH443sgtPT0/odDqUlJTY9PfaoA1bGo0GERERyMzMlMvMZjMyMzMRHR3twJ7RQDZ27Fj4+voqxt3NmzeRk5PDcUc9JooiVq5cibS0NGRlZWHs2LGK+oiICDg7OyvGW1FREUpLSzneqNfMZjOam5s5zsim5syZg4KCAuTn58vLtGnT8Pjjj8vrHG9kD3V1dfjmm28watQom/5eG9TTCBMSErBs2TJMmzYNkZGR2Lp1K+rr67F8+XJHd436sbq6OpSUlMjbFy9eRH5+Pry8vBAYGIg1a9bgtddeQ0hICMaOHYsNGzbAz88PixYtclynqV+Kj4/H7t27ceDAAQwdOlSeR+7h4QFXV1d4eHjgqaeeQkJCAry8vDBs2DCsWrUK0dHRmD59uoN7T/3J+vXrMW/ePAQGBqK2tha7d+/GiRMncPToUY4zsqmhQ4fK9522GTJkCIYPHy6Xc7yRLaxduxZ6vR5BQUG4cuUKNm7cCLVajaVLl9r291ovnpg4IGzbtk0MDAwUNRqNGBkZKZ45c8bRXaJ+7vjx4yKATsuyZctEUZQe/75hwwbRx8dH1Gq14pw5c8SioiLHdpr6JWvjDID47rvvym0aGxvFFStWiPfcc4/o5uYmPvroo2JZWZnjOk390q9//WsxKChI1Gg04ogRI8Q5c+aIn3zyiVzPcUb2ZPnod1HkeCPbWLJkiThq1ChRo9GIo0ePFpcsWSKWlJTI9bYaZ4IoiqINQyIRERERERFhEN+zRUREREREZE8MW0RERERERHbAsEVERERERGQHDFtERERERER2wLBFRERERERkBwxbREREREREdsCwRUREREREZAcMW0RERERERHbAsEVERAPepUuXIAgC8vPzu2xz4sQJCIKAGzdu9Opcs2bNwpo1a27ZbubMmdi9e/dtH7eyshIjR47E999/34veERFRX2LYIiKiPlFeXo5Vq1YhODgYWq0WAQEB0Ov1yMzMtOl5nnzySSxatEhRFhAQgLKyMoSFhdn0XHfqo48+QkVFBX7+85/f9j7e3t544oknsHHjRjv2jIiIbIlhi4iI7O7SpUuIiIhAVlYWkpKSUFBQgCNHjmD27NmIj4+3+/nVajV8fX3h5ORk93PdjuTkZCxfvhwqVc/+Gl6+fDnee+89VFdX26lnRERkSwxbRERkdytWrIAgCDh79iwee+wx6HQ6TJ48GQkJCThz5ozcbsuWLbj33nsxZMgQBAQEYMWKFairq5Prd+zYAU9PTxw9ehQTJ06Eu7s7HnnkEZSVlQEAXn31VezcuRMHDhyAIAgQBAEnTpywOo3w448/hk6ng6urK2bPno1Lly4p+lxVVYWlS5di9OjRcHNzw7333ov3339f0aa+vh5PPPEE3N3dMWrUKLz55pu3/Flcu3YNWVlZ0Ov1ivLi4mLMnDkTLi4umDRpEjIyMiAIAvbv3y+3mTx5Mvz8/JCWlnbL8xARkeMxbBERkV1VV1fjyJEjiI+Px5AhQzrVe3p6yusqlQrJyck4f/48du7ciaysLLzwwguK9g0NDfjrX/+KXbt24eTJkygtLcXatWsBAGvXrsXPfvYzOYCVlZXh/vvv73TOy5cvY/HixdDr9cjPz8fTTz+Nl156SdGmqakJEREROHToEM6dO4ff/OY3+NWvfoWzZ8/KbdatW4fs7GwcOHAAn3zyCU6cOIG8vLxufx6fffYZ3NzcMHHiRLnMbDZj8eLF0Gg0yMnJQWpqKl588UWr+0dGRuLTTz/t9hxERHR3uDvmUxAR0YBVUlICURQxYcKEW7a1fLDEmDFj8Nprr+HZZ5/F22+/LZcbjUakpqZi3LhxAICVK1fij3/8IwDA3d0drq6uaG5uhq+vb5fn2b59O8aNGydfiQoNDUVBQQHeeOMNuc3o0aPlEAcAq1atwtGjR7F3715ERkairq4O77zzDv71r39hzpw5AICdO3fC39+/2+/43XffwcfHRzGF8NixYygsLMTRo0fh5+cHANi8eTPmzZvXaX8/Pz/897//7fYcRER0d2DYIiIiuxJF8bbbHjt2DImJiSgsLMTNmzfR0tKCpqYmNDQ0wM3NDQDg5uYmBy0AGDVqFK5evdqjPl24cAFRUVGKsujoaMW2yWTC5s2bsXfvXvzwww8wGAxobm6W+/HNN9/AYDAojuPl5YXQ0NBuz93Y2AgXF5dO/QkICJCDlrX+tHF1dUVDQ8OtvyQRETkcpxESEZFdhYSEQBAEFBYWdtvu0qVLiIuLw5QpU7Bv3z7k5uYiJSUFAGAwGOR2zs7Oiv0EQehRoLtdSUlJeOutt/Diiy/i+PHjyM/PR2xsrKIvd8Lb2xvXr1+/4/2rq6sxYsSIXvWBiIj6BsMWERHZlZeXF2JjY5GSkoL6+vpO9W3vtcrNzYXZbMabb76J6dOnQ6fT4cqVKz0+n0ajgclk6rbNxIkTFfdeAVA8qAMATp06hYULF+KXv/wlwsPDERwcjK+//lquHzduHJydnZGTkyOXXb9+XdHGmqlTp6K8vFwRuCZOnIjLly/LD/qw1p82586dw9SpU7s9BxER3R0YtoiIyO5SUlJgMpkQGRmJffv2obi4GBcuXEBycrI8XW78+PEwGo3Ytm0bvv32W+zatQupqak9PteYMWPwv//9D0VFRaisrITRaOzU5tlnn0VxcTHWrVuHoqIi7N69Gzt27FC0CQkJQUZGBj7//HNcuHABv/3tb1FRUSHXu7u746mnnsK6deuQlZWFc+fO4cknn7zl49ynTp0Kb29vnDp1Si6LiYmBTqfDsmXL8NVXX+HTTz/Fyy+/3GnfhoYG5ObmYu7cuT38qRARkSMwbBERkd0FBwcjLy8Ps2fPxvPPP4+wsDA8/PDDyMzMxPbt2wEA4eHh2LJlC9544w2EhYXhvffeQ2JiYo/P9cwzzyA0NBTTpk3DiBEjFKGmTWBgIPbt24f9+/cjPDwcqamp2Lx5s6LNH/7wB9x3332IjY3FrFmz4Ovr2+llyUlJSZgxYwb0ej1iYmLw4IMPIiIiotv+qdVq+X1ZbVQqFdLS0tDY2IjIyEg8/fTT+POf/9xp3wMHDiAwMBAzZszowU+EiIgcRRDtMdGdiIiIulReXo7JkycjLy8PQUFBXbYTBAFpaWlyyJs+fTp+97vf4Re/+EUf9ZSIiHqDV7aIiIj6mK+vL9555x2Ulpbe9j6VlZVYvHgxli5daseeERGRLfHKFhER0V2q45UtIiLqX/ieLSIiorsU/3soEVH/xmmEREREREREdsCwRUREREREZAcMW0RERERERHbAsEVERERERGQHDFtERERERER2wLBFRERERERkBwxbREREREREdsCwRUREREREZAf/D/ngPUZ+3VKwAAAAAElFTkSuQmCC\n"},"metadata":{}}]}]}