Resolución Nº 000093
28-02-2024
Unidad de Planeación Minero Energética
Por la cual se corrige un error aritmético contenido en la Resolución número 000045 de 2024, por la cual se establece el precio promedio del carbón y los percentiles 65 y 75 de dicho precio, para efectos de determinar los puntos adicionales a la tarifa general del impuesto sobre la renta para el año gravable 2023.
El Director General de la Unidad de Planeación Minero Energética (UPME), en ejercicio de sus facultades legales, y especialmente las conferidas por el artículo 9° del Decreto número 2121 2023, y
CONSIDERANDO:
Que de conformidad con el artículo 3° del Decreto número 2121 de 2023, la Unidad de Planeación Minero Energética (UPME), tendrá por objeto “planear en forma integral, indicativa, permanente y coordinada con los agentes del sector minero-energético, el desarrollo y aprovechamiento de los recursos mineros y energéticos; producir y divulgar la información requerida para la formulación de política y toma de decisiones; y apoyar al Ministerio de Minas y Energía en el logro de sus objetivos y metas”.
Que el 13 de diciembre de 2022, fue promulgada la Ley 2277 de 2022, por medio de la cual se adopta una reforma tributaria para la igualdad y la justicia social y se dictan otras disposiciones.
Que, el pasado 31 de enero de 2024 la Unidad de Planeación Minero Energética (UPME) expidió la Resolución número 000045 de 2024, por la cual se establece el precio promedio del carbón y los percentiles 65 y 75 de dicho precio, para efectos de determinar los puntos adicionales a la tarifa general del impuesto sobre la renta para el año gravable 2023.
Que, la Ley 1437 de 2011, en cuanto a la corrección de errores formales en los actos administrativos, consagra:
“Artículo 45. Corrección de errores formales. En cualquier tiempo, de oficio o a petición de parte, se podrán corregir los errores simplemente formales contenidos en los actos administrativos, ya sean aritméticos, de digitación, de transcripción o de omisión de palabras. En ningún caso la corrección dará lugar a cambios en el sentido material de la decisión, ni revivirá los términos legales para demandar el acto. Realizada la corrección, esta deberá ser notificada o comunicada a todos los interesados, según corresponda.”
En ese mismo sentido, el tratadista Luis Enrique Berrocal Guerrero, en su libro “Manual del Acto Administrativo” (editorial Librería del Profesional, Bogotá, 2001, Págs. 268 y siguientes) señala:
“corrección material del acto: Se presenta cuando el acto es modificado por errores materiales en su formación y trascripción, los cuales pueden ser de escritura, de expresión, numéricos, etc., y que no implica extinción ni modificación esencial del acto. (Negrilla fuera de texto).
Los errores que dan lugar a esta corrección son los que se presentan en la parte resolutiva del acto, (...) y se hará en otro acto administrativo, que se integra al que es objeto de corrección. Sus efectos en el tiempo son retroactivos”.
Que, de acuerdo con la normativa citada, en cualquier tiempo, de oficio o a petición de parte, se podrá corregir los errores simplemente formales contenidos en los actos administrativos, ya sean aritméticos, de digitación, de transcripción o de omisión de palabras.
Que el Ministerio de Hacienda y Crédito Público radicó la comunicación con número 6294/2024/OFI “comentarios a la Resolución número 000045 de 2024”, en la cual indicó que se identificó que existe un error aritmético al calcular los precios que establece la ley, toda vez que se determinan los percentiles 65 y 75 de los últimos ciento veinte (120) meses deflactados con el índice de precios al consumidor para todos los consumidores urbanos de los Estados Unidos de América, utilizando como base 100 el índice para diciembre de 2022 reportado por la Oficina de Estadísticas Laborales de EE. UU.. Sin embargo, el precio promedio para el año 2023 se calcula en términos nominales, es decir, sin deflactar.
El procedimiento descrito anteriormente implica que se realiza una comparación entre precios deflactados con base en diciembre de 2022 contra un precio promedio de 2023 sin deflactar, generando distorsiones por diferencias en la unidad de medida, por tanto, es necesario que ambos datos sean deflactados con base en el IPC para todos los consumidores urbanos de los Estados Unidos de América, utilizando como base 100 el índice reportado para diciembre de 2022.
Que, la Subdirección de Minería de la Unidad de Planeación Minero Energética (UPME), realizó la corrección aritmética del cálculo de los precios promedio para la actividad económica de extracción de hulla (carbón de piedra) CIIU - 0510 y extracción de carbón lignito CIIU – 0520, así como los percentiles 65 y 75 de dicho precio promedio, y mediante memorando interno número 20241400011323 del 26 de febrero de 2024, remitió el “SOPORTE DE CÁLCULO PUNTOS ADICIONALES SOBRE LA TARIFA GENERAL DEL IMPUESTO SOBRE LA RENTA.”, el cual corresponde al Anexo número 1 de esta resolución.
Que, en mérito de lo expuesto,
RESUELVE:
Artículo 1°. Corregir el error aritmético contenido en el artículo 1° de la Resolución número 000045 de 2024 que quedará en los siguientes términos:
Precio promedio y percentiles. Los precios promedio del carbón1 y los percentiles 65 y 75 de dicho precio promedio, para efectos de determinar los puntos adicionales a la tarifa general del impuesto sobre la renta establecidos en el parágrafo 3° del artículo 240 ET, para el año gravable 2023, son:
PRECIOS PROMEDIO
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USD/TON
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Precio promedio del carbón del año gravable 2023
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114,08
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Percentil 65 de los precios promedio mensuales de enero de 2013 a diciembre de 2022 (API2-BCI7 deflactado a diciembre de 2022 con el Índice de Precios al Consumidor para todos los consumidores urbanos de los Estados Unidos de América publicado por el BLS)
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92.65
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Percentil 75 de los precios promedio mensuales de enero de 2013 a diciembre de 2022 (API2-BCI7 deflactado a diciembre de 2022 con el Índice de Precios al Consumidor para todos los consumidores urbanos de los Estados Unidos de América publicado por el BLS)
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98.67
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Artículo 2°. Corregir el error aritmético del soporte técnico contenido en el artículo 2° de la Resolución número 000045 de 2024 que quedará en los siguientes términos:
Soporte técnico. El soporte técnico de cálculo de la presente resolución, el cual forma parte integral de la misma y corresponde al Anexo 1, es el documento “SOPORTE DE CÁLCULO PUNTOS ADICIONALES SOBRE LA TARIFA GENERAL DEL IMPUESTO SOBRE LA RENTA.”
Artículo 3°. Comunicación. Comuníquese a la Unidad Administrativa Especial Dirección de Impuestos y Aduanas Nacionales (DIAN).
Artículo 4°. Publicación. Publíquese en el Diario Oficial y en la página web de la Unidad de Planeación Minero Energética (UPME).
Artículo 5°. Vigencia. La presente resolución rige a partir de la publicación en el Diario Oficial.
Comuníquese, publíquese y cúmplase.
Dada en Bogotá, D. C., a 28 de febrero de 2024.
El Director General,
Carlos Adrián Correa Flórez.
Dirección General.
ANEXO 1
SOPORTE DE CÁLCULO PUNTOS ADICIONALES SOBRE LA TARIFA GENERAL DEL IMPUESTO SOBRE LA RENTA
La Ley 2277 del 23 de diciembre de 2022, por medio de la cual se adopta una reforma tributaria para la igualdad y la justicia social y se dictan otras disposiciones, en su artículo 10 del Capítulo II “Impuesto sobre la renta para personas jurídicas”, modificó el artículo 240 del Estatuto Tributario, así:
“Artículo 240. Tarifa general para personas jurídicas. La tarifa general del impuesto sobre la renta aplicable a las sociedades nacionales y sus asimiladas, los establecimientos permanentes de entidades del exterior y las personas jurídicas extranjeras con o sin residencia en el país, obligadas a presentar la declaración anual del impuesto sobre la renta y complementarios, será del treinta y cinco por ciento (35%). (…)
Parágrafo 3°. Las sociedades nacionales y sus asimiladas, los establecimientos permanentes de entidades del exterior y las personas jurídicas extranjeras con o sin residencia en el país, deberán adicionar a la tarifa general del impuesto sobre la renta unos puntos adicionales, cuando desarrollen alguna o algunas de las siguientes actividades económicas, así:
1. Extracción de hulla (carbón de piedra) CIIU - 0510 y extracción de carbón lignito CIIU -0520, así:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATUAAAE/CAYAAAAnhFRiAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwgAADsIBFShKgAAA/7JJREFUeF7s3QW4bMtR+O0g+WPBPUBwLhDcOTjB3QkaCCG4O8Hd3d3d3d3d3d3dbT7eBb/7Fc2ac/aeu++5wvTz9NNWXV1dXV1dLWvmHoezO7uzO7u7kTuq1P7jP/5j8//+7/++hTNvLz39rHMVLrzFC9d46at2E/+xNspfYW/k4xXPSc+86bm9+MzjZnqGqy8/t5bf1X1upme4xvljvOeDXcPpyytc49Mfy9/zwa7hnl9deTNcYffSM7wzuGjM740Vt6vUVsCAZ5wTh7h4vsZm/lW6G+G86jbDx8++Xc8FU73ia3isnN9rq7LcWj5dsHsw16t3d3L1c+XFXv/XsgnPlV79Xlmu9DoB57wpvIifsLkZP+b26l6k3p3NRT+/8jS3q9T+5V/+5fBv//ZvtwKLcyuCf/3Xf93KIBcX5ieccCXgMn7Fx5XHTZjpqnOKz4nDzdXHFXb13IQTz5ee+Vywa/nMzx/LzymfY8ZVh5t1yuPA3B08V99WPpQHLpjK1jxwM50PlpNe65U3882pWYfntBE9nHDSFw2ludLlXc/PetzMh7u81a15ezB3hJu8iabSQm5Xqan4h3/4h4ff/M3fPPzt3/7t4S//8i8Pf/zHf3z4i7/4i8Of/MmfHP7qr/5qK/ubv/mbw1//9V8f/uzP/myL//qv//rhj/7oj7YB/Md//MetEV76n//5n29NX9ZHME+xoAk+ce3+0z/901aGbnnKyruRjzl5OFbGwZeiTzj3PNiZDhevrLozP1/9FOe//WcoPsvCL684nDNfOOHz5c2yY3B3da8fk0eFeNU4lp+8H6srni898Zafn/CNnzbFG9vC/ISrXmXhygc/x50XX+lZ6615sz4vzZUfzvyp7iJ4yr8RDF9/Vj5Vb1ep/cM//MPhfve73+ERH/ERD4//+I9/eIRHeITDIz/yIx8e8zEf83Cve93r8OiP/uhbnvRjP/Zjb+nHe7zH28oe7dEebfPgH/dxH/fwOI/zOIdHfdRHPTzKozzKlgZ/WQ+3tuCCA12P8RiPsaUf6ZEeaWvvsR7rsTYYHj3y9nCtHo7pwyGuLf6Jn/iJD0/6pE96eKIneqKNH9rew4NOZdoHhwfqPtMzPdOt9e973/senvmZn/nwmq/5mofne77nO7zIi7zIVgbmJV/yJQ8PetCDDs/7vM97eOVXfuXDC7/wCx9e//Vff8sD/7qv+7qHBz/4wYcHPvCBhzd5kzfZ8u9///tvofw3fuM33uKv9VqvdXilV3qlW2Ff7/Veb8MnBA9PuMC+zuu8zpYWr+yu7PVTn97gDd5g44f0+7zP+xze6I3eaPNv+qZvuoXxDI/xSfjxH//xW513f/d3P7zGa7zG4a3e6q02XHjzqq/6qocHPOABWz0wr/Zqr7aNi3r4C+97vMd7HN7szd7s8IZv+IaHD/mQDzl83ud93uEzP/MzDx/1UR91+IzP+IzDe77ne264P+IjPuLw2Z/92YcP/uAP3kLlH/iBH3j49E//9K380z7t0w4f8zEfc/jET/zEw6d+6qce3uVd3uXwhV/4hRssGtX/6I/+6MPnfM7nHD7rsz5rCz//8z//8GEf9mFbG+/1Xu91eMhDHrLFv/RLv3Qrg/vjPu7jDp/wCZ9w+ORP/uSNts/93M/d8ML5KZ/yKVv6i77oiw5f/MVfvHllvPiXfMmXnOS1ra3a24NB41d8xVdct53KvuzLvmwLf+VXfuV/KHght6vUWFlf/dVfvVX4+7//+1s1YFpRunjakmXEtQrIK12diae0eGnh1LjcHkzxvXQ+V/kezITbc8F88zd/8+E7v/M7Nxwzf3p0c63K+PEHf/AHG/+kWXu/9Vu/dfjVX/3Vw5//+Z9vCweLV8jaFf+93/u9w8///M9v7bCKWcfK4FJHHP4//dM/3eB/53d+5/CzP/uzWzvK1YHj537u5zaLWpva+9Ef/dHDt3/7tx9++Id/+PDd3/3dhx/4gR84fP/3f/8G9z3f8z2H7/u+79vyvu3bvu3wLd/yLXd5b7y+9mu/9vCN3/iNt6a/9Vu/9fBVX/VVhy//8i8/fNM3fdOWp7/8N3zDN2zlX/mVX7lN7O/6ru/aJtkXfMEXbBPofd/3fTflYtLJo3woGYry3d7t3Q7v+q7vuimnD/qgDzq84zu+45b39m//9oe3eZu3ObzzO7/zpkCVS1Myb/d2b7cpHGXy3vqt33qrSxFSosrf9m3fdsPxTu/0Tlt5IfxCcGB4aXjUe4u3eItb83l5PPi3fMu33BRu9WeoXjjhqm640VLZKb62+L1yuN/hHd7hujD1T9xCZQzMB/Nl6o2jlprBb3KmFFRMSeVTapU1qcvnm/h7cW4PrvSMz7ZnvHr5NS+4y7rqf8d3fMc28bVZ3urKmzRFY+HkVWG8Cndw0ngvDL7ymZ58njAzP9zRJz7hwsffXdzsJ6+P9XXyj4s/5c/0WmeWzbR4foXhmxeFsyxYZULl8mfb5ZXfZM5PGsTza3n4Vrhjftaf6cv43EXqT/r2fHz43d/93U3JSXcUJZ87qtSy1ADuEaPh8otPYqT5yXzmNJPcqsUkdxZXWQO6h0McLcpYL1ZhZ3fyKq9eeXz4qnuqo9Ss6LUlvJGLhuCF03PFJxwf37nyVj/h+enCy1U24TkhnpRX/t3Nzf7x8aGywj0fbLIlnis9+Zo/lhe/J6415KZcmxfik4bpuTWd28vjJp5jrvI7k0c33vB2IpRaPC3kdpWaLZOJDJC1EHCutPBGvsGgjJwpOWdyxiZuX68MTL60urbBxeXzzhSe5mmeZttGBZ8SIAB5deSD6aD/VGfrGT+0A/eNHJjpOXU56fBMfMHO/Fk2Q67y/PVc5cdC7kY47kpu7dcxX3lh8pabZTM/t+at48YVPxZy4tNPWZmemzLDzfgxF8zEM92at5c+1a/uVJi8/rPUbFcnn3K7Su3v/u7vtjOGtOJEVpwrPn35HPgUAcvP5YKDSoes97znPbcD15/4iZ84fOzHfuzh93//9w8/+ZM/eXi/93u/wy/90i9tB4HOJpw7vNRLvdR2DuJs6AVf8AUPD/MwD7MdhGa1vfmbv/m2z3a+RHk5R3KOoR24f+M3fmNTbKc6ZyyUqH7Eg2NulsWT8ma6PG4vvheuPjfj3AqXr2yG3Apzd3CzP7N/M69wxqeMrz6Ywpk/3R5M/lg+f2rZjXyu+LGQm/GrdPDm91z5N4LhjZFzZeeLc7xyu0qNYnCITKFxKp7qUmpMRbd9trZubh76oR96u3F57dd+7cPTP/3Tb880EEnxOeB9iqd4iu1G8z73uc/hHve4x3aw6gDxYR/2Ybebxmd5lmfZFN7DP/zDH57qqZ5qU5Iv//Ivvx2aX7t2bbuJvOWWWza4X/7lX75NSo2l5iB9j4Fnd3Znd3NcekhIj5j/e3NyV6lRMG5/2r6F7LJOQ+o6O6NobDk9NfCswXW7W6eHeqiH2m4+vDcD8xIv8RKHH/qhHzo82ZM92eEHf/AHt6vu//f//t92HS3u+cMv/uIvbm/iKC3nc24VH+7hHm6ryxKkGF2vsw5Zd21jT3VuCFmBcGS5nt3Z3d6uyZr/v+7wIH10aaWmwtd93dfdOoFPVWrqq2vryLqyJXz/93//7ZpdG97ZUFhf8zVfs23vnuRJnmR7evCRH/mRm9VFGXkf5C3aT//0T295vHM+b2me7umebnsEDD9LzR5b/Wd4hmfYtqiUqAuFlNGpziUBvDH0LGBndzPcnLBnufv/j7Pw4dJKzZkaKwdgh+6nOARonCKj1LyhgjsL0JsZVpWtnQeHrDPnZM7CvIsB56Hqsz7rs25nb0/4hE+45dtKUnzP9VzPtV1q2JrahrpE+O3f/u3D937v926PYD18hU8fdP5U53wRP85K7exupiNncyL/X5c7/b9NSs1DxL0Kl3GUEiXzHM/xHNvreBaWvLztIkuNhcYa8zrbNpTy0j5r0bmaN3Mei1KAzsqczXmd7CW/V96U4Yd/+IdvlwdP/uRPvik7+D7gAz7g1jcsmHGqY6l9/dd//a28OJUfZ3d2l3Hklqw1D2+LDN8dXHMPPy6t1FSwpaMQ1grTlX8MRh5crl9TaIgwOLybS6+cnZH92I/92HZLqQ7LCryQh8NW9Gd+5mc2BeN8y+v6T/qkT9puS30uAc4Nqrdwzt/U14b2UmriuUn7DPec7TIlm1BNPDdy8ObvSu6uSPPdzbnh4xqH/+vjof/moNDXM76yuLBSs6VjmcyVYnUhmr4GKlefsslaEi8fcSlN6an0wCnn5ctTVnll6vNg4Jlt6YN86eha/er28jjnac79tAkGvhu5iesY3jurQ+9djea7o2t+TP9/2U0eeHx7qScdrCC3nymTPWaGaM/XUMpnxike5VNxiae0wBavXDyc0VS5gVefkyddnfDWFhcengvnzFudJx2+FYQj2Bu58N0I953RRe9diea7oyM7ZO48Fv/lzGV8wBffPl/KUnOm5jxLBW6PoTG7ib6GPGVSHEGFFI8tJdgUTuGsG/7aky+vcj685YOr80Lp8ioXrnXKl7c6N7PO9KJxD2Z14eazJO/sLhrjg76e3R3rjMNdQXZuhptz99KWGoVju1WFPTcFv4ZKC6Wzmgo5iqGy6jTppblpbVV/4p845YPjhPnSbV+DUyc88sIXfuHqbMWdqwWj7Ys4bcPtbET8zu70bfIgPp7dHeuMydn9l1LjyeVJZ2p+ZgUgJHtMhQxy4Wxshsp4E9rPtbjF9LWApxwez4KDOwuIMvXTIn7KJdxTCcqb+Xl1p+ITgnP54LGvM7GUYPTxpcGXL746vwHlC4vrwawOHdESbVflwp2/Khe9208j/acM6O/Z3XFuju9VjvNd1ZHNZNRPdPk0Mh5N/uwqNV8U+PZS5RCtjqKiUCgicXVsW8UpRRNC3PkcAnz25AsCv87hd5BoWpNdOe8ph1tNP9rneQbcbjzhVAZfHeLUgQMcRROOLgjAe+LhvZp3cGCUz20vfOFPyYV/OjT7njR+7MGsLpjohv+qXOOxNy631cGZEkb72Z3dncUlk+au78N9ekle87mjSs2vXQI8Nhkh55V7muHjcz+A58mFfD8B3q94sr78EqxvMH0J4IzKS38hE5Ly8cCVUvOA1iNdzzM82fADfZQhReUhLWUrrS0WFBo9zNV+vyjqxxPR8Cqv8iqHZ3u2Z9s+o2KtqYOmlK+vFDwB8TjYDygeU1jq6Je+Kr+ogtpj+FW4q8aXq/+UvAXlKhXx2Z3dbXXNP3PbHL/Ur3QQau+yIIGgitOl0FhGFIpvLf2skA/U3UzYYvpMyU9Ue0D7Ai/wAtuNqrifE/7QD/3QwzM+4zNuP4n8Cq/wCpty88ufHtdSUi/3ci+3Pc71KRSFSCnZwvr20082e2Trsa7J55tQHQTvp74pPlacLwrQRlF6pMsKVB8dfgIZDr8Agka/86afewqDgndREFMvolTArP6q3O2FO1xZu3vjfnZnd0c5skkm6R6Gim/Gm49zDhw9U/OEgUVzbBIn9LYqfoOc0vDb/H6v3fbRi344/JyQfK9/KT5fD1Bq/kPANtSFhA/emZO+2fStJ8vI7/S74aDIfMfp545ZXc7IbCFZYT6K10G/SusmxAfxvgHVrke59773vbcyylN9P8Xs/wf8jhv8Pq2iTP2yB0W+10/Ob8S7LNCWfh+DW128E16lC29b6Kt0k9arpvvszu62uHYO5NKuzbfk5uQ6x3aVmq2jLaV/lKrSnnOORSmw0PxKBuXD4vEnFE/5lE+5TTpPQ/xcEHy+4XyhF3qh7bfdwVM+OdtPVtpP/dRPbcrKH4tQmKwrCtAfSvhxSX9swTrzqRRlYwsqXxuUFOvQttLPET3ncz7nZqUp81NH6PQJlm2vz7b8pJH8F33RF922w9xeX52p+cUQZRh7EUUSTAroKhWEMek8UvyqXDRH70X6eXZnd7McmeTpFWfcr/7qr77NA3I69dRRS82fVKgMeG9CyvMPNiwjVpDfOvPRuj+ooDhs6TTs43TbPNtHh/aUDA2bUqOAKBmHfv5RydaVQrKl9PkT680W0U8M+fYTHltBisyfZFCErEPKkCWnPedfyn2CZasKnzztOdPz00Zud1mKcFJwzvD0d6+vtqrwt/3cg7mZLhqy1O5oes7u7G6GS+7NQ7/OQ+ekn/LcrlKzvaMAhAD3Vmz5Phhn6bDAWEnOzSio/laPtSbf+ZotpfMslxCsLkrNttR2lPXlJ7r9gi2Cs+iEPk63DfaTQ8/zPM+zHRC+2Iu92KYo/WWWdig+H7X38buDf9aZLeN7v/d7b3/P58ci0UWR2Y76GN721JkdmjGHBbjXV4rY96toO6bkb6ZrABubPZrP7uzubi6ZNw99L+44S7yFvXlw1FLr288JPJ3J7a0ZZcV6YglpyNmUuraF3on5Kexf+7Vf2z5Wt4WD02NUH8z7b0PPLdx2qt+zCf8H4AyOJeY5iLZ+5Ed+ZLsddaZFCbmtdObmEN/WlvXm/Iyl9wu/8AvbZYHtmfM6Vqe2fO5EKaJJWj6a4U857PWVUlMvpvJ3pJu07tF7dmd3d3Rz/rkosBMTbx40L49aah2MT+Dp5mQKKTf3uFxEBMNLK+fFKbp8eArLD8+Kq/LwtYVUJkRPeeHZg+XlCVdnS+3Xb8Efgzm7szu729eZq5z5Z/vptYT5yDWPuV2lxsJhnTSJ91wKwZYNjDDErCnKJCUiDww/CQPDyU8ZVke6usGIh0sYXEot3NJoQBNXPfm8OBf+6pa/OtYoqxOMfh+Du1lubf+Opufszu5mOHLOm4d2f46rmrd5blep2cI5SL/eZJeXggDDg595sywvL7xCViFf3fJnuOcnPL+2JZ3Co4iOheCqW3x1bj9dIWuT34M5u7M7u9vXzTnq2KgvCsoXcrtKzZMOvyyb9cSvbioe5VlWeXlT6QTPlafcezJfDpRWbyqPYPOz3QkX7KzjAS4ry80l+pzPeVPnPI5CW+FLr875oDO1yvZgzu7szu72deZd3rn5W7/1W2/xde7uKjUH+VlqAa4uZFlD4t2WrooH7IxX142i21FfBoSnsrw052fBfR1AQVUWzuCKh8fFgScf/mHK5cOLvMiLHJ7gCZ5geyeXtVad8NXedJ6unJXa2Z3dHeuad+aqTy69qpDXHM4dPVPr99T4vUksL6Xg7MqzC3944jaTcqOkPN51o0kRuaWUVz0ha9DTC9s7N6CekbjJdH4FLzjtOx/zTs0zEM845NHUvgEFb7sM1m2orwPQ4jGtrxl8veCzK18Q+H9RbbpFdXPrKwZwKdTaXN1nfMZnbHBoPsaPszu7s7t9XfPOHDR3H/CAB9yqS/jm7q5S86Rj/vTQnmPpKOMpned+7ufe/kTFmzDvxCiNXuz70kCZbR+XYnB74XMqzzV8/ylOyflFD1tgeMFSlv4fVBk8vj7wUNfDX/j756mXfdmX3d6fecPmW1CWmX90f73Xe73tPZv6tLtPsUo/7dM+7aZQa2vPuTShoGMef3Znd3Y31zXvhM7U+pHIucvjdpWaB7IpNW5vEssLGeuJFeS1vr+085nTl33Zl20K5373u9+msGwz/XEKInhKkSL0KNYbNgR6WybPlwnel2kDftYWhecxrlfErnN9nuUXOXzA7kGtg/xbbrnl8LiP+7gbLf7E2ONaXxhQZL5ysH1F6+u8zutsv8Xkwa62WHcptD0lTqmx1MDs8YKTX9mN4qU58Yl3pmfemp+f5aXBrbDcTM/8CTv7L72Hhyt+I5g1nats+olHPLjC6YPdK+NWmvKz3tpe4XSV8zOd28sX4mN50+dKr3TWfuEs49e83CxbwwnHScM/25pwxYNb4yvMzFvD6cs7Fua5YzSVb6fm13+S1+C4XaXmgN1EhmB2ZDrKhnf+ZmvnawJfzfsywBcCFAmrzXbUnxb7JpO1Ax9CPLalgGwhPd516OdzJ580efHfVhUsS64/OmbB+ZUN+FlmlKUP1OVpw7YZjJ8Ugt9W1i0JRQaXLanLCdadLxH8WzwlruxYXy+i1Crj13h+lk2Y6Wf+ReJrXmE0zfwV5pif5Wv8WN3KjsFwe3ATNpgJt8bzE3YvPevOfJ47hq+QPFS2h2P66oCbsOLwTFfZnq/ubHv1tcEFx61wxzw3acyHd5YFy830hFvD/F4+V3wvPf1eGRc+Sm3+Ssd0R8/UfO+4Ipyu7ZqbQZ8nCf3ihl/C8IbEd5j+79M3lS/90i+9WWzVcQZHKbGstPXUT/3U2/7YLahtoZfCBowH/+Iv/uLbJ1Lqub10tua30/zM0b3uda/NArzPfe6zfW+qDb/caltp60lB+/jdLSjrz+dXvvV0WcDKY8lpg58m7HQXVWoUsbAnKmDrA9eN6/TyguPkzb6jqby2/BMmVz5cQk5Ym5S9c4jq1dfSYPja0xf5nBAs3pY3cdcmr1zdYKo7fW1UXnzyory8sXc+O48JhBNvsOLxqvblR29hfsKIo4+PjkIw4rNtYV46P/tY2Qoz8wrhz69wvPPiyuIXLy+Y8viZBsNF29pPfpbzyuLXxCcf3BoPprqVz3T4ycnEPeuWnuVccUqNYRLcdLtKzadOJnLAayWujvjwnHKgWBzI2xLa+rl1dLjvZ7B9c5miQqTto62kj839bhul6CLBb6w55/r4j//4Wxlha0jRveIrvuKmLJ2HgXGpQFmxEJ3V9Y0pRqFD+6y/H//xH98sOBajnxJ3+2lrTDmq42eS9G8ybnUXUWrobdD00SQUNxF9jeCmd94OK2twwcszYcXlV1ab+OiWWL/RY0ver6iAAa/vvC8gXIikANze4rc+BK8dsNEizFcPTvxjQftxAfnRFR554uVP+nll8PNkBN2OCly+oAtMtFRfW26sfQoTn9xkW8QmzklrXjlc8oXOSyl0i20w2oj+eCDPokcGjVftRhcYXl54iqsbjHrhVC6trHDCTXzlSYvDEd7ypYXFlc36M73mwZFX16eG5hMl6SLPZZt8dQrBkt8WEzId/sJJpzrJiDwejuC9ICCb2pWubjDVrb4wvGA4aXFKzRGSNFc5t6vUbN98GxmCPYcADfuVDZaUsylbT0qNlcdKYjH5w5Jnf/Znv/VHJ9Vx++gDdedbtqHOu1hirCiwLhkaEILt7MvH78of+MAHbtaZNq9du7ZNDHhMWjeh2vBROzxf/dVfvW1NwdomO7Pz80NgXUZQxn1bqq1j/b2oUlMuNFiekFC6FDbeCCn7JtscUKE02l3SiMMVj6X9rhzlbsJRbs4TLD7qKC/uu1ZWscsVaXT4lRNtE2D44BaitRBs+fARYLSwal3KkAkw8qM1X3118/EjQdVPY2e7b4FBk8scsGDgFfKsfvLRcYVF8MEPfvCmFKMteDTW/gzrB+uU/Nz//vff4OVbXMDBDbZ65Ih8uI2HX154Jl71pHll8vVPGA8rNy7SlecnD8tDn++THedYvORFo7JwV7/+BCPUjnEON7jKefBkQT/92IM+O9emuMArr+92Uc///M+/WUTJl/Jwax9+fuZPXz4Yx1COkYyrPHTJR5d09GlfWD6vX1x9bPtZfiF31FKzkq4VhHmuBnSuhuXF1PL5OgAGsdJCeeKlJ+wsC39hDJhMkR9d4QNTPRPTgGKavPKDqV4umIsoNXiq72bGeZ4tOOFkSbpAsRX3Ib8f1HQjS6GCp/hZjCaySU+Ro9EPAMhz0WI77XffWE5+5cTEdMHid+dMAueLFhhWiQUJnVZEN8x+d0q/tUVBUHTa9CsHLKfobrz01y+hsIpd9rjEUWYBsljZ+rO28E09bZkUbr2VOSdFH49eP00lTx+cb/bjBhYa5X6Dz3GABYq1RHET2uLKKTpyxVFufj6Kdf8ar/EaG4yxRgf6yYT+OTv1Jz6OKxw/oFd7eO0MFlx94H12Y7HTNj5ZiO02jBM4T4bwQD+V6V/tOpd19msM4HeUgl4TGH1g9ceig3fyKVx9YZWyThkBdht4TrGqz7qxSDMWLPZodqTiBxzwjAWKLjTw5NQPNfhBCGfbveuEy/kyTxn4sVRGAD6SVw4NeGYM9ZkcKtd3iwfeOau246HweO/F1CNTxhg/6A/K2ffj+muXos+MCz/ySraljQFe4YF6eNJcUL85pV/KudJovtQv3yKKEARYxYlAXGf5hEO+uDIE8YgxIYTVD6ZJFAwfruD5Vo7SlVcvJQUmemsDTLSoB94AK1cWPfVJyHPlXcZSI9wPetCDtt+OswrWrsfDFI6fX7IFZnXZHjP7WVasVXX8ICZhM9DOHMH6WXIT02CbAM4gTRBKSR0/zyQ0kViofhUYXhMeXtvsl3mZl9loJAiewhBqz2MozclPE1O7JjecYC1wJqYf3fRTTSxcEwcvquf/H1zyOGqgmOG0ZYSLVeDIAD71KBoTVx9ZYH77Tj3PdkwCRwdutE1Iz3KUw2HiaItidQnFelfH5J5jTfG4+dZHfK4t+ax0xxHOYOd2XD2LA8tUu45L0IF3+Ggb+5Ef+ZFbnrZdZlHklBU+4Bu+uHxSB98pEDsFdJj4jj2UmcwUqFt6Y2kc/IyXLSF+g/E0CR34I65NP75KvuC0aOKLusZGH3iKBY3kDM/1w1igRR7c6FGfPJItFjMlQxbsKJRZSMil1wjatPuyQ9JHMBSWsfR8ilyghcUH1rjrvzFDn12G3ZkxsUCCIbvGwBjaeZBXR1nGRl/JUmMjbN5Ji5+k1FrtVx8SIWYRhhpuAgulp7KYcMLiKw6hvGB4iij8wYnXjrA60nnpCTPrgA8muGiVP/t7GaVm4hEq1hG6a5N1QiGwnAgEM9zKZTIQLALihtZWlXA7P6IQTEQrpy0U68Z/Ovg1YH9Ww/IxQViA6luICB3lZyJqj5ALTSCCa1IrI6Qmu7NKtPMmqUnm/yGsyoScICe8LnwoYpPFmSRe1D9bfdsLVqj2tEUh2b64QCKs2karowb9oCzlsXr0jcA7TzUZWAQmCWVs1aasWRHOS01yWyeWCGVv0jSeVno8xD8WBR757woT2CRi2bK+9Iuiqe8sWXhZSOhAL7rQ71jFhFPHJEd3/4PR4olei4vxx1OTnCXpCAIfyAJFZhxZP9pyVqktisaiYFtOYVAyaMcj4wEPhWtRYM2QHbsAvOJZlfUDDladRYHyckzBImZ5+3FWyorSkO+nvciL/uinvtlZeAfKAjTOLGtWsvHXR/XJDf6TI/2wczA+xp3usDP52I/92K1v2mJ9kjfPsvDN3LBzYZk7UgJjB4O/ZMN84/WHbAnxmGsO3malFtKUlIbKZyUJG1zxzjmkg51xZeUFV7x8+Gj06gmV8QSkOrNcqIyAq5+g89JoDS5aCuWDS4HywV1EqYFTh5AZdAfO8rRrNXeeZKUykaxkLBOrFaGx6jPRrU4GtVXViqyulZCiIdAmhYln4hOqSf9DHvKQTUgJGRqkrZAmgUsZ52xWUAJE2bFyCKm6PKG1shJivDeZWQoUqPbQ4WLGCm6b1ZibFKwz1h1LU1uUiBVfO7YyHmATcgodDSY/JWByxG+4KEX5BFYfKESXRSYBS9Q2u19I9k9jYCjEtoImrskoj9Xnh0pNUgoCDSY6xWGCOY5QTz9YQeg3PvpCybDo0eL8j8KGF3/ws3ec6pIZZ3beTsoDDwfFYMKSBXOK0qBU8QAdxtziAC8rziS3kKEBzyhG89BC0KWYIwWTX78thvqoTX030Vmx5AweMJSJIwbt2SpSNhQRWbLAeqFgcQDrEJ886Q+rlLLN+regKTPWYIV469WCbbHxIY/qWlAoQYsLnttdOG7BS7SQEfzHR3LleAUf4MVfCjgLmBMWJyPil1Zq9soptSpRVDpFUTSRxK0SViDbK7DKgtNBg2NCe2MmH/OrYyCrIx9OdVJG4ZJX+VRU4uqLF5YvVHfmq19btm+UB8Ge8NqqXv6iSg2PCLCBZOWYWFZZSoKVYNU1Ga3EBJZ1Q7mx0FgYBpqSI1AGlzBQbLZQtieUFTy2G8pNHquiCccysnXCa4rCRLESi5tYlIyJS7DQwOJCJ6tB3/HAeQelSPAoRBanSWQ7awJRUPpjshI6dZztEEzKhAJlEVqNbcMoRXn9eQ5lbGvOysBPWw9WkzjFY0xYSCxTgk7p2vb5LwpKnjLGC4qWjFKu2jGGxgb/KTyTw3kQmlh78FOwrBGKxLZOX9Qxbs62KALjQNlSesaGfKhnDFhALDeWBR45WkhW0GhcnH1RAhSIBcJZoj6wNN1GZ5FTmCxQ9LLWtM2SV27xogDNDXhYg9rFK9t240gpsvIpHfPK+DlXIw8UkDNBD+DJFhmEnxWFTlYjpUFRUjwWLBcBLN4UKB7grQXUooLnxoSSJwtwUUL4hHcUPHnTZ1axMdEuGtDo5l5blKezPjwhR9py1GKHoB/GBH0Wz5TaOudK3yZLbVZq8gt1kGCZeMxiEwWsgcZUA6aOyWgCMqeVq084MUbHCAWvHutAOYsqRcarl9IQcuXn5cuzcqKv27pWYnn6BS/vsJfwW+nAobX6E4/8iyg1+erYLhJwg8lbFZn0LAwrLGuMpQInYTVprNC2DIQQn2wjrWbK4GJBEGRmO8XkQNnKSTHCaTI6M6JQCJjJZeLxzuSMEeVCOClNPLFCW80nn20TjJV2raImnj7hlUlF8NFoCxiPTG5Cqk88uh1ud1ZENuRRrJSJNAsBb22p0EQpmlwmTkrbym6iWPXB2E5R0mgwoWzR0UhRkgv49IuF5FwKverZZqGTskMPpYlnZE++sbfoGCt9oZDRygoxaT0bMB4WHIpZX1hltnTkQbvGDl3KwflyRRkFTsbQocyCYs5cu3ZtU+YUr3nAgqVAwRlTiskRgvEzRpQSK8jipW/6oQ+sPu0bC4sPawkvKRV1KXVyIQ63ttSHx/y2UOC13QW69QGc8SYDlJDjERYXOcITskjGbcf1R9voxxcKW1vgyCo+tvBSasafpYhG+OGkYC3W+I9X8JgPx1xz8DYrNd7gt9Vkblq9KCzbBYNkcjBvCQDhYzmow3KwAiFCmme9ta1goei01cyE1gZFg9nizGTMoChNbFodPVYI5z4EE+NbsdBupUEDHPpA6OE2AQwyS5ElYIBNEIJmBTcoYKKdJzQXtdR4E4ul44DW2ReBQZM+mgwsOJYHONsM2wP0KBe3MqPFimbVZzGYbCxh52fdClnZWWEUASWC9/oiTulRXh4jsxD032ppEuCDtgmivs5+ElY0m+Qmt3HQZ/wwyUwSbTSR8MJ4sBqsyraDrFDjRjDx2AQnfKwTY4kGKzIahJS9bbgvPXxmZyKRJe2w6Jy5UYJ4RWbAkh+KVR/wCj1oQROesBbg0a424KPo8V57lDcZVk//8Jcck1H8V4+lol3jjucmqQnqUoJVpC685M+2klXD0lWXBYKnLFRKFs3GwliRNdtzlp9+aNcc0I65gpd4hBZWC2WM77b74CxgrDlWG57go34zCPSZJUVhGgfybOzBs1id9aHRvMBLvNIXCtqioX/op2B9jmghZD0bQ3TY2poLDBgyThkZa+OOdjKIvxZMi5FFkSXmvJI8qsdaJGP4YYG2uDByzA0LdTQdc83BK1NqBlJHEcRENJi0u62KPbZBIMhWOB02gAbVVlMcHhYUAbGCEmImtnMkK7s4oXHGRKhYgyaL1UqHWT1WcMLkjMR5kAlnhbK3p+gwk6A4g9C2SWe1NSC2H/B1UKwcPKGGn0BZyTGLoOgvfxGlBj4FgT5w6kor4/WHF4+3YITB8CaKcnVrM5jygq3N4uUTIBNUHDw/4XjtVBbOSdekrboTjhcnL4Q7vPLg1tfSwfLhDQa/ygMPVtoEoPCbuPLVqR0+evLw1W84qidEJ74EG21wtkuAD5zJrE/BwkuGS9c+ZWxxJDNg1IGDJ+spHu1SMOrCo039FhfK1646aFFO2bDApOsnHNLxq76hRTvKg63MIhcfxeGON/GAbxxnH+RrzyKKJ9LqaofXhnr6Lh+MhUZb0QlGO9HD4Ydyafng8SK6jrn6fJuVGiZwJjbta5tjNWKC+iUOWx4mqqtZiso2xEphi2A7wQKAC7FWJ9sGisQKQLlYTSkrpi2LwnkPBYk5TGSK0tkNJWQlMDC2MSwJVkWHoFYDcXlWO8rV4SeTlkmN4QaHAmY9sgDRY0sIL0brgxUErTH3IkotARDyucnw8AUzcVWnvMIJu8a54sLpgw2OC45Dy16dXHnczK8Pa72Z5oOZbU64cBYvPWEm7Iwn+PH7GNz08rjKuMJZN5wzPy9dXnwwuZyj9g5QORfsrMPn5MEh5CqfdTjhzF/zwjHLUyC1N8uDmWFwQnXN/1m3tkpPH78m34IXlseVV7y0MDfjey7426zUhIhm8lNYzgo4WyT7dKaovbj9tH20/bF9u3MAh8VWTnh42yH7axYfxcX6crZga8A0pliY25QSZelsxBaM8rEPZ7oznSk1KzkFSMnS+iw2qyYlhhbKypbVeQGFycK0IlCmrDbtasN5BwUNB4XGitRnA8xd1FJTVjlYky+nnJswwnCWBy6h5CoLrrKZN11lOTB8btYtf4WvvHxh/eNWfLm9etOXtwcjb+WRvGCnL49FUd6sN/NyEw9XfG2Dq69r27lZBpalxRubLJNZp5Bb21v9xMtFS56bcW6Pzpknzk2Y8sM/6WbEFOfBhW/iyRUPbs8dq7+GE27PVX4lSs2gOaeiNJwVsHgcaDp3cF5ii+hcyNmWMyP7cpbV/MNRys0hJmvPrZtDZ+dyzhcoIltPSo115obNi3aKiUkOzgGjPbjzAVtUOIRocJbkkNW1OnxujygsFp6DcoqUInR7JM4yZLk559C2w3weTZRmNAsvotTKF+ZnunhuD2aWc+XNgZtxfsLNPG6vfKa52ae9sDg308X3/FqeW8unm/kTbjp5Jh+aefK01lvdWr4Hw91atsCUX95eSJmhJ5lZYTjx1c98rrprWencmj/Te3lreuYV7vlZllvjk+bKZnrmc8XXspkub8/VXkotpTzrXFepcSFRuTdYrDVWk1sZh5EsNdaZcynWkkPybj0pFwoRHgqPVUQp2iqqT4m5+qawHMjaOtrKOjx0O+KMy3kZZeMg1IFpN1tocPPmUNqlQ/Cu3cE7P6MgWYGeJzjnc4ngVo0Sdm7HaqOoWW62yiw1/SeoMewiSu32dA2a9p1dXKUL913JZa0anzuDMy75uxovc3cVuuMxpTY/aJ+8v5BS4wmQW0bnW97WeN3tgsAWkNXmLMr1rFsQjzxZRw7enZFZXQmi2xvfL7KWWHduoeC19bOtdIbmls3hvbM5StHWkrKioLTlBs0FhZfi6LCF7QmJq3VpSsyZnnM77clzQ2Pr6eLATYs8tOoThdZDQpZd24j6fmdSavpwlS7c+buCQye5SbndkS6+JStnd/u65uBUanMMuF2l5hai7WfWigomui2bcgLVLYlyW0Q3kRSiPDAUwVQOFI88E9PWobM2dbsmL+5ci3VFQbpBkh89nje4zWHlzTbgp/TUZx06G1DOi4NBN1zy6gcrzxV/tE+vzTuLUit+VQ4v9anwjujbKS5+3BnonbTcWWi6O7vklFJjxEz9xHNHLTXnYgE3UHPAxPMhzlfOVX8PjzxKRf0mljTlZBvoTM1NZ7DqTRwzXv38StOanrDlhWvCcHekUpvtRddVuRS9RQHf7wqu/gsbnzvaNS5XOTZnt++ag5SaXZ04+Z38P6rUXAoAgiThqeKa5tf09Lniazmiyo/olFDpXHHh9CalcFVefDjW9MQjLz/LuDtaqd1ebeIVxZZVq393BXd78uQUFz13Jprurq45SKl5fUFuM4zi/9Htp9fmt3Ww1JuKonRxvq0jomxHbQWrU364qs9PHHmd8yzDFlR8hTvV3dHbz9vLsYjx13jbyuvf2Z3dndk1Byk15/alhcnvUUvNZyrcbRH0lEmNCtd8kyoF5EbUI1h5ESkebDjWeGmwPoexde0Mbpaf6u6uSm3yOX92Z3dnds1BSs0LiXQH347vqFLr9pN5d+pEtq0xcZo8KSiEeJoQQfK16Ts/zzHkTWLVqW71eyYiLk/c+ZsbUQ+CWR7Vac99qru7KrX6Mvl8dmd3Z3bJKaXm43hx3lynC7ij20+/IAEopXGKczvqawAf4fpY1udQtjw+zPb41Qe2PoxHkDyPY31Y61tR78nQ4R2Zj1zB+RDXb5F5B+dNnKchOqm+0PMR79R86OwmVujjWT+t4rnIqe7urNSmP7uzu7O7qdQ81k8/8fQAt6vUnEv5XjOgUwVewz6b8jG5t2N+J8xDW59G+ejcw1hv0PyWlk+vPMC1/fTNJouL0gJL2bHibIk9mtUZ7+L8IkE0sig9Ava2zRcBbkYoPjA+k/Kd6KkupRbz7i5u9ufu1K+zu/u6qdQ6U+PpgesqNVtBCkXly1gnE07cg1mfIPm6wC9o+EUDSspPoXir5uyLwmHNUVbgaV5bUA/rWGS+LqD0PLCl6Hyx4HMsn0P5tlRHopGF5ysDH6rrtPacsfmA3tcMpzo/CTSV2uzn2Z3d2d0811ynD+iAztGmnjqq1HwHGeBFJzE4dapnz+t8y88T+UFAn0f50NzXAg7yfcOp3EfuLDpfAPhqwG9TeVjHOvOlASvMI1y/wOEnhXzw7g2bT6ooQYoNPgrPd6AsOr8Cy0rzfapPpnwbeqpzE+xG9bL8OLuzO7urc809nlJzrJSFZm5e11Kb28+LTuLgmvi+CXUuR8H4ptLvr9kysqR8iuTnWlhhzs6cr/kpIFtEn1qBt+XzPWn/atVvo1N2FJg0BZhSoygpLx+x+4zKD9X5fAs+n0RRjKe6dfvJn93Znd3Ndc09851Ss5tLockXcrtKzWdGrksvM4HBMQVrxCG9D8/9IoYLAcrLb5hTVM7R/KopS46Csh31axx+HshPBNuO+gFIlpdtK7x+r8o3mpSi+s7kWJS162eLtOPnhCg0bbPqnLH5LTWXFqe6fg23vsW8szu7s7t5Ln1k/rkUnD89VMjtKjXfd6bUTOSLOBbTRNxvXbGQ5KcQ/JqnMzEKqecihT3TmE9Bqh9eeX1zSpnlpYOjxX24Lh9dPTI91bncsH2FD/5oObuzO7ub55p75jkd4sxdvLLc0TM1h/Mpoos6sG0Hq5tPUQWDiOBcGlAY4hzY4MHmS4czhcenwPK1UxtgT3W2n97V1VZ0nt3Znd3Nc807usOPzK6/0pG77plak/gibiopfiqUNT/LKgVEqalfPoVGCU04daOnesfwqistVCYfzlOdX/H1sBfulYFnd3Znd3Nc85+3G/MF0t6cPGqp9b8CF53A4CiQ6szG1niKqDilU17KSl7Kq3rlcSksZfKUy5ttCMMn/1TnfM85I3zw3BZcZ3d2Z3eaM//ylJrfTCw95+RRS827ribwRSfxhBWujU0CUjr5qaSkxadiEtoCsur4yvkUH6XnvE0exayO/HCe6vwME0svum4LrrM7u7M7zTWXedtPlpr5WF7uukqtyTsrHHMhDnaGMx9OyocXl58F1rYx6yoPzmE/hQXW/xf4C36fUSmXR9GpT/mk5FZ/qvPLvCnLaD67szu7m+vMu+afP4Fiqa1znbvhmVqAV+HgY0F5yOpTJj+lzXuG4Zds/fOT5xz+pJhy8pzDfxJQsP7Y188Sucr1hYB3bf7avj9E9i7OVxA+ZK+jV+U8PemigGK7Stxnd3ZndzHX/ON8NTSV2izbVWosoFO2nzdyKUl/xuILAv/67N+gPLD1fwXeqvniwINZnzn5SztfHfhI3edWLDT/TuXPVnxe5TMpXyko992ox7f9Izer7aqcB7+UcUw7u7M7u5vvpj76mZ/5mW1eilNs6RZuV6k5FO/bz6u0TDTM07CUmkex/vLON58Umm2eR7ke7DrH8nmVj9d58JSfuH+k8jGrfTULTbw/MvadJpptSa/K+VA+2vHiqvhxdmd3dhd3zT3z22N8f2+ZpSbP/OR2lZotHWUxJ/JVONaTLwh8GeAbTdaPv9X3Byte/lNKvjjwdYBvPv3Dk58M8s9T4j578kkVpeaMzVcKvh7wqx7+Ms+21K3I7bH9PCu1szu7O9Y174T+89cfmc85WfmuUvMmyzlVh/n8VTiN/vIv//L2baf/EHVO5b8QbBspKD/nTdE5F3ue53me7VtReZSWD+Jti33k7i/0KDV/1+cv9Hwz6p/gfV/qPFA7FNtVOZbgZNrZnd3Z3XyXNWYe2qWt/9Cenjq6/fSLGbPCMc+t8dwaRxQF4T87WVTSfmnDd5p++8wLYf/e/o3f+I3bRYAP4p3tscz8kbEfiZTvA3VbVX+qTPGx5Hzs7gcm0dxt6lW5qdRiHFdePremL+P2cO2F06150qufbuZNmJmfO1Y+49yaP9O5WbaWF65u5u/ByDvm1/K99HQTpnD1N9Pttb/6U9weHn4tK527Uf7M41bYCbfnJ8yMl04fmdt+Vmz9oiC4XaXm20+/RAuoSTwrTl/ZHtx00g7wvc73U+EUD6XGWqOwKCdbUmVuPP2siF/hoNj8zJBfvLVV1RE/KeTf1l/91V99U4IPfvCDt0sDMOjQabivyk2ltvZtzc+f6qorbMByazq35pWe8Gs4nbzVlz/D8K2e2wun52b9GeeOhdyNYODipGfZTHPHyte8NQ5/bdxMt7aJHnItjH+nuOqHIzwT78zLzbwVpnhupvfi1Zll3MxbYWbfU2pznge3q9RsAfv2M0QT+Rpfw2PlvPdelFtKzTmbPNah8zb50radyvrD4t6hyZcWuiG1nVVPffW0cXtYalMIpqtf+T2Yy7g9XMLKZri6Nb/6l8HBVWf68tf+rTBc8b0wP2lbfbCFe3kzhGvi44qXXt1e2awzy9fwZjntTX4Xrn29jKvenNcrvpme+TNcffm568Un/Bpf8yYtxdE+t5/B5o5uP90m+tVYv0/mJtLvldmSSvsBSRaUuN9LEwer3HONr/3ar91uT52bud1kfXl/xvoDA58bRWXi8rxDg0vot9I831AHHu054/Ncg9eWd3TiYLRpy+qXRcAVgrkK77mJbTCc3tLJE0eXfN4iIC1c61/GR7dQn5w1CuENt7za5MVnPu836/gf+IEf2GDg+87v/M4tT4hWeH/+539+gyEkzibFvQ90Zc4r9+/1fvXE2yB50vC4gfJuUJ7jBHFHBBYb1rY8bw7FvUMEL4THpY9/3odLnja1pR1xeeKs82DUiRZxeXl15IFXDo6X5sNXPh8OcWXh5cWrF3zpm+W1h0fo+e3f/u0tbRFf6buR9w6Ur2/q2QXBAT+vHO7ZT7DxSeiXaoS///u/v8Unz4KrHRd8aAYHXhzO6jNQnJHPR/XSfTHEgXFp2a/s9AYVrIsCTzqkKbYUHrer1CCiWEwOE8AD2SYaBtjmUUiE0GQg1G5LwSqXD/ZLvuRLNkUlBO8XbikwsNJ+/UJIgfHKpT/ncz5nS1NWKVZKVZ76nnZIgxfCo06Kl/LU7lV5/5+gTe2gSagdZWiQRhs69RUt8lc8F/HOGHl98UAZrvK1IZRnfPwZDY82Fy6f+ImfuC0kLRAtFn7Hzns+55D+xOYhD3nI9iOdcICBD92e2NQeXJ7HsFK12zipIw8+/zkBD+FqfJU5YnCkoC3+vd7rvbZb6wc84AEbL/0JrfeGb/qmb7odLVg0HD/4H4sHPvCBh1d7tVfb/jDHDbgjCXXcdPnFY3/go130OaLQtrIP/uAP3p4Kgb3//e+/teepkDQ82vIHQLyLJj8l7/jCTbvjDLDKpHn0KEeLow15ysHeLP+iL/qiW5suxLSPHvwQ4pt+7tVbPTi+/vjdwfiMN3CJ63P9dcbt7NoPrvr1aP8n4izce1CvFTy78t8h0t6JyvNT/Z5hPezDPuz2jtSLBCHvVYO0Vw7OyHux4KnWve51r+3n/P2eoveo8ni4lXm36oLQj8qix6UgnIwnSm1acdyuUqNdCXtakZZMG/LyuPInYnH5az3x0rPeTK8wPDzSee3UhjRX/l5Y/LZ4igIebdo6R1s0oIe3okzaqn8RGoIphEPfe/QLb/kTNi8986rPR/PEIa5MyKtTesXDV08efLOeFTVYedLgwydfnepNHqoHduIPV/FgCmsXTGlx7fLalS4/HNL58oNjHUTfzIevOLzROj34vfzpub386Vc8s21ePJ5G44Q/5mfb6lXXSwHyxVJKzsAU1s6aN9svXro2Zih/zZt4eHNHCDa8+oq24jO0C7BghpuXz+0qNSakX3vF1BpSgUcQxFwEhHgSrW7w4RByE26GwfERL16dvDxlK47pyg9n8VM866P+cwmbMiGzmQXzvu/7vtuWrkk7cUjz0TXTwvpayDPttY0XExc/+1daHU7oWU4PqE3YaJ/w8uoLP9ueiodXR9iWYpZFy4wL0Q0/XISTB6Od+jTrlCdd3qQ5P+kMl9DWGW0+n5Ne8YZLvYkHf8i7bXM4q+vSzI7FGCvjKuPFy5se7JrHT9hwhKdwluEZHvLGdPZXyM16PDfDPa8ui9oPLTo+6vIOXvjE9SF+8Jz0Smd5hXkOzKwTPunaEHdsQbb0Exwl57jCVhYcD87FIhjHGnYVtQOPetyuUrPnrQICqjC9Mr54hEbkJF58D0d1pw82Bt+oHle4OnCFt8V7fBtN0rNfFI/tk58O95G9P3yRpxxsdM5+RG8wfOVwN4jMaz+Lriwc4at+Prx54+epizrTAqk9cXlT0cxwtlVamX8GswUvXbn4xMETPv2QN+krL/jZDheNs4wPh/zpnQGzNLwwp8i9cXSRVHl18+GLTsct3jv6NdXoDsaH07bFzqCqO2kMrjRXXvnl5ao368+0kPcT8o4A+u7YvyfJ1yd07tXha6O48hVGn23RbTHvd7/7bWfFyUm41zB+8nCs8dnOsTAPnqu+owVnreHgXAQ43jIeaAsHehyBOWaac1LI7So1GtPZDSQ1mhPf85NoLuLWsun38m9Uh5/4+Rg087jJaH4P10U8a2nFhYluYZ3VuPRg3VoMKCIrjDiGm3A+4Hfe5tzHT4M7LIXDWaQDbrx2FinPIa0zMOdG/i9VPROW0FlN4dV2glYbBpiyMZltK5xROONEN1hw/pGLdw6nHWUd8hPynvJoEx4WDFzadm5ILr77u797a0/fnaM5fwODFryKJm1bfZ19OSBWpr6+6D+atIkekxYtDpfxisXlUBgNFE1bED8F79Ljx37sx7a0OhYQ/XYG6XyIVeXM1iQAj975/xLC4s5+nVs6XnCGhDb8RbtLD5PJRRZlKa4P6uILn+UkbszRol2e1ecyBU704xerQ3/xCz5hT5WatHiCb0I8dw7JagHrYgx/1OXlg0ODcWShwqNs9jecYOIlecNHZ9b4bczU1W+H8HBMflXOQtIvFjEYMmOsjCG5sFOpj+jTf3wTNw5gKS9w+AWvBcOZIZrIojxwzv7gZSXjkzK085QdWa2fvHa4o9tPwhowl8DOeEiEMz5ddYKvfNZHGDfxT1iu+Ax1Xh0DNeGLK8cA+Ms7xbPUike3AbWnf9d3fdetTfnaU+ZPYRy8y/OezgE7JUNROYR1s2yQX/zFX3w7CPXRvgNtdX3ED+ebvMmbbH8yQyH4FIx3QNqDwzzHkrCq+b9Uh/ImqkPcKdwE0cGsP63xBYfDdWXSaCA0DuH9tyqr0yE84fOjA6wYf2XoMJ3lSNlQAmj1d4a23XDhtbbcwt7jHvfYHko7RNaWMgfNDoMdWlMCDpcdGlMalPs973nP7RG1g2YKXbkDY5POhHiGZ3iGbZLjVze1vk7xZz0Ost/iLd5iW/HJL2Xm0NkBNT5muaEDn01wj77xzqEzZWgy9/WKQ2q3tsalBYAzySw6eI02ShYvfLuMb9phIeuXQ3OLnj/WftRHfdQtj3ehYkIbB/zQTxOWonAAD0Zf0SXuAN+ffLvVN67GkoJx8UNOXBThGf5ZaCgS46Cv5Mz4wmWsjKn68KIffyy04FwUOciHx/ioz5Mjc8yiUbnLA4ufB/BodfnkYoOMwekhvPKXeImX2JQS3uKZMUILPGSLoneZ5TNIfdA/i42LL7sC/NZ3Xwu5KKC4jR/jwWWkeL75sKvUMDdLrQrHXGV74bG8fIJS+fVcMIWYrX5p8TolrEw8f6pjqalfW+KsDt+wehqR8uBZGwarVcVNn7jBUcZyITyEyCCbMB4SUkoGkVJSzzmHCcVSMGlYBSwmf9hc3+GAjxKkUG05KT03k5RS/Ucfa5LQWU2NLTyUAuHUF+crlDQ8JgmclBVFZjW2mjp3Yj1QmoQTLKvPzRR6pLXH8iGILCUK3U0n68zEh4Ng3ve+9731dpwC0yaFYgXXLt5QKpSClR8fwHOUoL7ajmUpvt/7vd+mPNwWmvCUnwnOsoB3bm3wzwQ1ucX10eRSl3JjJeAV5ez2UN/Uw09llDPFZxwpFjeGxsdiZkKiXX8pBrS7CXYswTJyA2mcLWzOYfGeUmaFUW7Gk1LSL4sJGnjj5MkFZUtB6LP2tOvf2FhjzscoVC6Z9IaTggdvwfKKgVKmPFm3boztINRHozFTbturz/UdrDHVL4rcmFJkFCVZIcesUzKpXxZvffA4Hi1+iIKMqW98LCr46GWF8Tce+k2B2/I7yjHG6pAHOPRPnjHDL3SgjTM2zc/rKrUJeKpLGGLQ9OEOJl+6sokjmJhtIulkcHy4K8uf6ii12uW1YYvieplVUJu8FYSwUWIUgZXUymzlYuUQAhPX6siKM1jMaMJIiAkXPISA8jDYVn9whMVE0hcrp8FntVCI4E1Obbmut93Rf7jUJSwmhbh2CS5L0S03pUoxwUOxwWP19HzApAkP4dVvViMBlm+CUiaTzyYuy4vw+il0E5XCsH3WvrYpPvUpb+05lzR5KVAKqet6zw0oJDzVR/jAw4lntn6sOFYjPlpEyK4Jh2bjwwpoe9/YmZTqWu1NbMrZWRwlpR1KzTb23d7t3TY8eQqFQjNHKCTWmUUETy1ClJgJaTLiqzZYg/rKYiEPxv7atWsb3/AbPP5YeCgFNLLkTGLjbIvIAqVQWZfkR/+MEV5T+HiNbrytn3ht0bXT0I+Un7M0ypeMWpz0GY/Qro8Umr7jPzz4S6aE6DMGFjcWN77Cw9LHAzRQjhYUixClZktrkaXkjTslZVzRjv8WOws+eskgmaB0HSvYIVjE4LZFJQtopJxZrujjzMvc7a7UJg5MMtFNlBjPBVNaWHqWFed1jKCwgrKKCBDaMV65SUwICYb0qW5uP3m0UDCUgjMOuA2IuEllUKQJo/dWBtTAsxpMAiGFaJWCi8IzcARXGp4e/LJU5BFG75VMfLj1HQ3qgqcMrLJwE9QEEr0UjLdZ6DTJHQ4z770rYrnBQxjhoQzhMf4sDO3ARbFa6SkmwoUGk5Rwtt0B2wRQx9aZ1UJx2m5om8XASoxvFJPJaWVHK0Vgklv5nW+xgmw18ZGF54yN10d44bBqm7AmkslmglJc6GFhUJImPZrQjT758kwwb+0sDuqSFxOUJcH6cxaFLnWFFFgXR97IUfTGkdVHDuWbcOilfClnMoEWlqfxtx2vLX0yUW394VcfLykqlx7oZZGm5G1jLY54qF1bSLKBV/iWTMFDcekr/KxEis344IdyPHZJQGGwFpMrVqSxQg+Pv1nx2jKmaLMwoMn5lkWAkiE7lB2ZsMgYF4qcQqOw8Mz8N+7GS5oMa5u17JNHSl97lKc4HuGVRTw50z7lLs2hM3e7KrWYm7eKYIiVi7AgDgyvU2A4jBIvHw1rWhzjTQbMk4bfwFoNwFMAmNrh+qmui4L4wVtFnOdgNNwmu8G3ChIgKy3FxQqgHChWg8piMmmY3gTA9oCAEiznDwaQsJgQLDXw8FNChIUS0ldOP22PKBcKxPaUBUMg0Iu/6pogrC55rAMKkyLxAFU5K4WgowXdhNOWhDCqY6JQ0Oi0qhNgtIvrExg0ac+WliKuLZPbyq+/lIiFh/WZ8qRsKSd4OMomRWk8TWirebQYcwoEvSwB1ovFgLIxQYyBMxuKT5lJrT76LHY8+m2LKSFWJzwsA1+naKMvIChvPDHeyQ+LijKAzzjhgXLjgneUNj7ATzngRfIoZGHpKx7LM5HJJ1mBB80WIbzGI+3rOwVF9i0OLEVjYvvlR1UtmLZl5pXFBx64jSu+iOOrtLmStW+s1DHWlCo485LFCWd4WJD6Kq4diyKekVl9pZzQaMxsdfEIfnPEmZvxxmtzXz/gsUAzcCixFiDj5/iFhcogwT+yC16/7A4aC0qeUpPmCrnbVampazITJCsaawAhQoyUTxgMrE4RevAGD+FCnSMsynVOPq+uTmMyHCatlUiaYsFggumXdbstO9WxZOIFT6C1mUlPsVJ8rCWDQuhYEmgyYBQPYabcTEgrJ4EkOAaLgLBQTFQDajKz0qxoJr0X1VY2/cGT+MD0J2y2XiYPC8EkI/BgwMKvPoXJsnRZAS9LgYBRiPAQLnDwUbpkgHIhiKxI2xEKw4SDxyTQV3BZwsbItgs9LAAWjfZNZv1Osegjy4hg66c6JgAcYOXhjb5b4Vl1lKO0MWcZmGjakI/XtoImq20MOOedJqyJrE24tU8uTHTKzESkNCkViwZ6KEGLAuWpLXxWl6ewLCz4qq8WNDzrTIgMOE+Vh5+U5DM/8zNvbVlAtEtRUSYOvsFZ9OSxgp2bkRX1WGNu/ygZFov2eApcn8wVvHdsYDzw1NhEK1g7Bm3rB7rNA+2RPXJMBizG5IXyocTJIGMAr2qT1ao+ZYWneE9GWU/aQu9TP/VTb/JOzpybqoc/aFPfHLe9x2P0kFc8hpchwiI3Ryg/StXiR3FR9hYhsggfurWZpSbNFXK3u1IjABjXiq6zGGZQCKEzJofGhJowM68pCQxnrdhKyMPoBkx9Fo3tAaGjFAiTVc0qa+CzBJj7JoZ6pzpWTbzgtT+FXZ7QQOivMnkmpn6K67d8HowJUv1wwCuufKbVlVZXXl5ZYfC8OEfZEGRCwwKQXx1tCNFXPWWzX/JKqwu2MjTBr5yLNhZG1kJ9Fg9W3doML7jywpMHk9IMJn7UhxlXxgUDXzg5eTz+x2e4o02obnilq6N9oXI0SYurBx4+ClQZOJazCaotsOEHJ15d8OqXR46EtVcdIRkXTnx5dYThVCcaoz8eBS9dfnTEF2mLHkVjPlH+FgyLd+0ET9alawfufP2qL+rIy2snGoKVDo88ZbXJ4y1rF87GNXe7KjWNYwRrhtmLeIQh1pbAgDNBWW5u7ZxtODSksVl2GOg8xaS0WulYTLSaWimsvFYfWxy4rRqtsKwpK+JttdRYP+pPXkjrX/lokk4gDIb+ipcvbODkq8vjR/WCkw+WsDSglU8BqY0GX1pcHfm2jc70TBR5yuEQlzfbEioTli+MBl46v9JiETGOJnZ5WUnc7Fvl8vQ/WG3AKV2bwdVuZeL1VcjLg7syoboTl3wwlfPhi67gy+OlC+WDC1YfytceT25YVeLcpEe8fkcLF63GJvzKwj3bFle2jqP49Nqp7XCVro52xWc9dLHmWZQsSVZa58vBaLu6PLzKS4OBHw3Fq7/SCh6ulZboI7uc9B2q1DRuD0556TBi7Y2vXbu2bRsoMgyzBWFhsaqsBCaiSaIDVn/CUccpK9YchrJA3LAUZ/Z7HqAes5f5yvRV91Q3n3Tw0SGvUN+moAjLF1+9AVIulA5POMvLSxvY8IETSstvgpTHS1tU8H7SEtyEDXd+wkknlPKkherw0UIp2coGx1vpgxHKE+cnzcJ4Gw3yomUNm6jwVFe6vGAnfXxxYfFZv/SkVdmE58MdHWDz4Iwr+XOwXl1l9Tk4uGpr8qM2wl174akeH2z5sz2hsnAHL86XH3xeHf12scBQcCbHiMgiU15b4MUn3uIzXxg9a3nptR9CedVTxt9h209C7jCR8jLIcCEMbmc3DhUxyqGuswOKDJNdAVN2BgBTPZ60rVRf5xxAO2OCy76b0uPc/DljcOYCliJ01gDnbemHcx71J44YL5Q/B2L2VX6CVJivDjhltSGvkOfglSfMBycOV15+Vg8Pt1A7tSEtBF8+PqVspcuvH8LarEz+pC8aZruVNQ7SHBz1Wx2hcxY+PPxsP5xg482E5cPHRyc/aSldnAcPP7xzsvP1W3ltyuPlVS84dbRdXnjAhXfiCF5Y/emDEU66eGl1wsWHozJhcT6+BMPJy09c0QVOWqgf8vBJOPEU5yuLBvWrM8vhA6M83NLxtbLk2iXaHWapOYhlgVmxdcb5gitcNx0Rz8JygzIfnjqcF3co2cM8tID3GNXDPvUdSjqAZ6mJs9RYetqmTLv2NTCnuvlOjUOXOAUAr/gcKJaRQ3U0TCEBj2ZeHlgh2osLwVa3Ptc+Lz9cwTj3cACtnnx5taU+1zaSU08c3W7zvG9Dh/poiCa+NpVZgLptjtbwla4eP+H46I0u/Yh38h0IkwXl1QNTHEzxcPDhFkaP8vI5dfPRVl150YAeedLRKw4fr1xYfmWzn5x8Tn5eXWE0RGNticuv3bzyGQ+WE8KTFVUeuHAJpcEJlaOFCx8YZ2fmDzhubR+MuuVJhxsOTphvfKsT7MTDi/PkTjmnP7Os+vBSaCcrtRo4xWnc4b8bSOdcrCbnaCa87aczMzcuniG4SHBTiHj7eLdubjEpqfmujb/3ve99q9Jw4+eWyLmc2yxbTUxkLve0IEae6uY7NXjgM+jS+oj5VpAG0QUHJSFfHlg3TKxLddFHSYtzPiehLOBGb7jqb23n1QMHhhDA5TbShYm0hYOP1olLPaE87aCFVezqPLiEUF3tSXewjqeeYICVFkZPbc0+gJEfjDz4pF32WMDE4Xdx1PMZ9dDSRA13/VcmHs7aEefFtSMOlqtOOPBKvRYIPksgPPDXfmHtxCf1SguVa2PmBactN63i4dTeipuf9PLS1RMXxmc+OsJVP2pDHB5w8viJz67I7autnfTE41jBZ0o9Z5EfjtlvZeTJrqn82qgOGoqXDy7vBpo8iAcDh+MoF4KOqFhql9p+uh6n1OrYqa4O0/4mAmWpccQS1hgk3WrMyUMDeGUxMXp8A9m1sTw3oyYIGINsUFyls5jAB3eqm5ZaPmazjihT1/Vu/fTJt3AE16NLCtrW2g0w5cw78/MUwTMOA+UaXR4eOG9kpXpCkWJanf7gq6cXlCel6+U1nllEWMcuT5w9ojO+5QmIMcHDXmoTWnl4xwrWD/2zFdR/Twxs6ylP7WsHnXCYDBQEHJ5UoIPQKVPXUxQ8s+C4uCAL+OCpjjacO1FueIAfcLlIsmBZrDxBwBvt1p/i8LJS0eLsh1xpTzsWNrSABzedtN2Dpyb6a0HFF/CORNRnCeCztl02mRMmK752RqwfFiz9EHpS5KgEbcYSLouW232LjzNmL+nRqK0sbH3GcwuTfkuvDk604DE64EI7GtyKmgfqGwf0aMOZKtrthhp7fUc7vvBo0CZZ8jUA/OQWT4yROhY9VrR88PjiuZX3ePiEl9pwsUc2Gm/0MUDAy5uyiAa40co6xC9HUuaNfLKHLk9VpLXjGY96bT8b2zx3XaUWUOFlnQYRrAOFiKtDhcoSWm2VVx15s65LhV44TzghptuOOqStrPJT3arU9MvkMWAsUNslgsriNJG8W6JoKC6vx72K9nrfBHJuSED6xMVEYLU6tzOp4TMxvNuxzdujmwC5DaZoKEvvf7wlU1/frWBoMPDq5+MFYXHDTGE4n0xY3Tjrg/d3Hv1SPt4m6QtYoXr67rzSJADnOMHE9CbKw16TjVKlaFzi6C9hT/nro/HpoTIr3dEDXHiFJ966gaXwfXM4x7GJIU2wXTSxDtBmUqNB230BkeBzcwyTI/3y+Nb7Qf1FF6vaUyOKngWJ5m7l8aKxMW4pXriMq3dVFlfjb3eiro/XfbJEadhZUHL6SAb0H714ZjzsUuBbXfMJX7zvQgu5InPkQb6jHvJEQeoL/uFDl2XhMJd6Q+jG2nGQdn32ZkHVJzjVJW+OgLxD0xfWknHDF+OlD/BQdt4f4hMc5BMeskjBzrEzd8UpO8rTDgD/yAvdwyggV26QjYeFz9zBd3W7KICj8WyMd5UaoYdY57mAL+tmY2u8DoprR5hSkz8ZwAnLwwjCFmPUL7RaGIRwyufFT3V7lppVygBYFeEnjAbAKsMyQyvBJKgmlgHmfcNIgAgyIWGhGExC6BcbLCicN3iUJtyrY6G5Zreimjyu2iml+R2iP3bWfnxBs5BComitsGi0MqLdo0hCzLIgoBSdB6PaCIeJR1GyIPWJ4nUx45tBOPSVpeWxLDocL7BavTn0UbkttrHjTQoThlVJOI2lVZlwU1CUg3YpT9v5FjR5QvBCisF2hczCqx/wWEAoN2ey+q5eIe/DahYqC1+f/FoJfqGXAtBHyoeVZUL3NsvkMqkpQDRoH4/AmJweiFJcrHAKhnVmbCk1NCkzVuDgESev0U35g2Gprg796HKEk5VrzMmPz70YBhYLH8azWpXhs/yVByxBlh0ZbozxUR8oYjShHe9Z6F4bgDO2lDb6WFAec5OVttTelRo7Lx7U4yin3oo2x9FuvMwfX5tYFNFpjpgfHu2iQR6ZAGdxQzc8PelAN1z1jdtVarRqSg3wqU7dGssnnKUnQTosLc6BVQY+XGBMZDDywcjjsvbCUR0+nKe4VanBb3V0EYHx2iQIlJmJzeQ3YCY2BWGgKCJv5ggRxWbQWHjg8Ro+54fxQz5lIb46g06QwVLilAuryippopqMVk+TKT4UmvwEjvDjH+XEwrvlllu2n+oxuU0KSteq3BjoY6/vWVzaoDAotcpMSELHOmAlqO8ngfDPt4XgOgMCzzqDSx15LD+34pSpCSfflyeUIhrQoh94mwxRSB5nU0Z48GzP9mzbBGT1OR+itOp7nsN7v3jhUzf9pUgoevWMqQmMNlYHZVTbxlgbttx4QTHL82mWW3rnTt5lmnTGSHu2XxSYBYNCoBj0SV1jaDx9qM7qgoMCpPRWh0faxV/9t+VUh6VFIcOlDQuad5vyLWIc2nPqwqVdY4OfPDmixPGEoqGgKCxWF/mm2Cl1Y2ms/ACD4wi8tx22GBgL8kQ+OjfGR9v1ZLsQT8m+1wvmLng0kxt8cMzEWqbwLYiUbvVZanPRFtbH61pqgFSYDLmMU4+vQcyMoUK4eZ0r5MFXJ4JNBvFWzPLDI15d+OVFtzz+VLe3/WRNWKUIFqHFcMJNGZiMCbDVShnLgLAbuM4PWHsGDowJQFBMqFZLcPVhOvgIPQFn/lOeJohPV9QnXL2Pijfx3IroMy4wzoasxCxCQqg9ebYlJgXFalKwvix0hJPl5DE0/NEJhiLRFh7YvqLDxKWoKS/WIV51luazGkqQABNo/KFYWYP4RmGgmZKGvzFt4dIX9KIVrEXC5LD9xmP9QKPJSi7m+MljPVB49U+IVparclYehW+bR8GxkOClZI2VNItEmiJmqZBRbcLncyEWKJrh9fTIdpcs6QMrzsKiXX2kTNDZ+Zg+rg7t/WKFesaITMmzgOG5MaOEKGOKFZ/UIwOTB2SUBUT20K0vxsKWGZ1oI8MsJMrOogsXGZXWJ+OonAzhGdlgsdpyUmzyyAPFqG406FtjSH7wXN/BogG8tp1NCskqvC1u6lFqtvP4Wx95blep0aoYMxlxipt1hU2wOljnxBNWrrIJqy5BImwGXT4YzBBK18HqnuKiefpVqXHyrFSsLiuXbQRhd77ljMazE9aGfBMITQ45CQRLxNaTBWClZbXY+rHkCCVrzoASNv3RZv0Rp0C0wxpzE9wBNauJ4tGOiUio4h/PqrMNYAnAQXlYBW1RnClRRoQVvUx79FCWJnYfl1MaLmHA+MSNILsQoLi0wVqCExzrhPAp92sS+mwSshDAUAC2SKwmFpLDeZMLL4wrpWfiia9jiw8mBEuBTOArIffY2vaMojAO6qo3+cizMtFg22aRIPNoU+YIoHMgytKY4A2FC7f2nGexJmwZLW7ocB4FXp5vTylbY6hvlAjeGh/K1CKiLeWsE7Q4e6SYyU19bMw5cv+Yj/mYGw2OJ0x0cwIt2sYPCo5CN24tBupPX7vaNI7Gzg9a2lJKo5MSYxFasP3YpzGkmFnglDXZs8XFJ0oMf42vhRqv8NQu5dq1axs/4n/t8/LgIQ+OYfDM4oA3Hb/gjXNSsmaM1FePwib34eKVcbtKzXkVgicRp7jqTzwExuqgE4SWMrPKtPcnhLZdBIpCcKBqYhAK8LS4CWtQWB0EwWoBfxYmZli1bouLZm7PUkOz7SeBp5zQg1ZbTauwuIloBTbxCRdz2cBb3Q0IPqtvEuuDVYqlxwprIvPxv/aNjUlLiZq4hJ3VQjgcplIO06JRBx5pbRI6ExOfCC1lZ5KbcM4EmfpwskbRCw7tlIazInCsw3jvwLiJaHz1Qx9t50xs49KEdtCrTRMEjYS/j6QbY4+v0Wp8reJToXF4w5l4rAQ8JFPwUb7awhe35+qp37jFE+PHemSZoAUPbGWVmzwWCUrB2Jm4Jji6KF0H6iY3hYuf2tEPE9RYkl3jb1GhYMiA9k1YCw7crEAObfCSaxY0vlL26Gi8ec64WASNvfNKRxrg8NNCiB78x2/918/Gf3p8wEOK0AJFAZJZtMJpEbNY66txZ5lT1uhjqeEPhYj36lKGttSUNyULByUPB3gWLjo4baMh2ihRRx7wkwPbWHUsuI4PyBYlStmbY+qrJ8+55to/blepMfcITAQEfFmnQTh4g0foWAgEgOBbVeXbQpmIBshEsMrT0CaeSc6yYDkaAMw0mSkaE5jpj7mYamDgkucm5hQ3GZRflRqvT4Q2RuuHUB95g0NA3dww09UBA14/wcoDm0U148obsOI8HLxtF8GsTAgvH1whvMp5+KJbnAenXu2Lqwe/ia180kZIxWsbLRSSuLxw1CavfrwKjzhlYuyUR8usV3/4+hSMNPrqn/poNrHqw16d2kGz+uoEk68uGEpGn6WFFlV012deuh1E7YjDjRZtqksJqofm6oJvGx1f85XzbmQtXLa3tqnxWBuTRmmLevi1HS5xMEI0m+tgjU3wcGtDHbxEl+MSyro28aDjCoueuWru1V+Kz/EI2NrjpKOH1w6DhiLGG/3n9YfHJ/1CKzxwo5GyVb7i43aVGiGzonIQnOpiYAxjmjo36f0ZM1qZ1RLjEO8nUKxsFB+mUAgOYXXcYS4LBy6rCXhx2wYrJKWmY4RGu6c49dWFVyi9t/2cTOSKB8PaoqAJAnqCh3fi4uUfy5t1GlCe8DTIsw7PNWnCI85VzlUnJ15bfE4bTbbKxPl4VH711rzVB8NPJ62tlGnl1Zv05blwBQOHuLyUD1p5EyT48sAK8TU88bY2udLxvzJ1ctLlhWsqQD744ITlV5+rDfksY3iikVcWfHUqK86l+BtHTjjrzfa5yuRVBz2lwVPkLESWKeU464SnurkVLw8vfjdXlEuLlw+GV2ZnQOHmaos7eqbmbKTGZ4XLOIRUV4dZVsx2g4IhFBNt3yEz68rtkfMklhzHtHaYbovn1o5CZEUyW3VYHdsIZ0XOGyhNVhL8p7qYKuT2tp+5GV9hKosWaXHlCUdOnrIJwzewlD8nXd3g5YHlhPKE+EzoTOLyOWFx+fnVgdHG9PIonJROTv6Kp/ga1v6sr6yJLx6+ytb0XsiBKzSBeTjxrJDDsxTT5J96Jku0zXzxxqMxmDQUX+tqJytVWeVr/enClwITZ0Fx9aFw4uDhL49L2UQ7n5vp2uEnbn6vXu3Au/arUPmMlw62dGXgtM1yFaYr5IdXe5QaGZw4c0e3n0zKiegUF4EIQ4hzA5YWC8sBLWVhi+ag0cRjvtp6ujlxbqQuhcVyc77j8JBwOFym2Ji+tqkOJDGBJagNb6Zi2mUdBk3Bhed6llp5x+JzwMuf6WP1pscvZSZ9KxZBNWEtQMx2btYBp45Fg4mvvVnOH2tv5s962o039UEeJy8fPM/NcM3PqwdXiqZwD3b6vTI0qgunuK0SWZGHL7YtFsfSJgdLhmzxyim2ibN+1W/eTiKFMfstnpeGk8Uev4ILdk3XJ7D1Q93KqxNsaZ4rHgwe6CccU0lOmOKz/oyvdcqLxni+wlzP58TDBU9jhdbkoP6Lg3WmZl5MPLldpUYI3EhxENwWhxg4DKy/S6MgHOw6ByM8bq1cfzNhWVkOcMVtRykq5QbETY+DeYeQblQclDp4hsetHGsPXoeNDo11/hQX04RWRvSvSo0HU5xb88NhkODgKmuACvf8hBU3uJS7ba0JR/mzaB3k9/xm1k3IZhvhXOPX8+DgEYfL2WcH8FOQV3yzv3tp8dIz7pbN+U241zprnJt5PF6hj3cI7xDdZZNJ4LC+G2hy5WbOrsDiSI6c7bjssWhO3oVfKJ88g3fJMOniSgs5PCOv0uoKK6te8DNd/2d+aX6lb8LMtMschkKyWP0VNle8/Jle68EphBffxfngc7OdfHlcskq2GDpk3JYWjLJVFsiJXcie21VqEFNqNXyqUzdCvD725MBTBGdfbjYxxM0J68pNDEIJWjdjiBbX2W5qep/S8wXvm9xaUWpuSNyctiqd4hp0ofbF95Qat+bx9Tk8DVb5YKRZpinN8icMz+GRPLS4XfNdnQmFV24iKXjbbW7W70xttl8b4Z/webA5ZVwCpczFRz8b3SRRj5t4StcGV1vchC2fZ63bKdTvFY4T5nMrLJpNMpdKDthZVZ4GuKGzC3HxhKduNR1ruGlzk2ehdYNKyZGjiZOvXdaxJwh4P8tzwaHBAuTMN17lpcFw5UkXT2GEa5bv1V19ZfrtqQeeVDbjea62iq8w0ytHRx5OrrLguD1cM0+cZ7S4OXeGbtGQBy9fO/Is5JdSahQFpTYbPcWpl+AjwuUDYUBMRAqZ8AZfvDri8hJuE7nbEfXE1RMHQ0F0Q1LdU139FnLHLDWTj3VoYrj29jgQDR5HsjYJvVsa1oG3RG6IbEMIGMvTJzaUOr5QFq7BWV8etbo8YYV6TqBvnjz41IhiY11Qat6SeQ+X8sUH/fYMInxgWCvOM9GJXtstV/4mMivGAuMphXdOruFt9fHbuaVHnC5oKAfnGN7FeTJBKaDPJY1+dIET71jcnkPIY3F39GBsGneWE4XjRhuPlFvE0ON4Ar/Uo7wpaccK3jChRV38lra4UUZwah9+cuJdGV6TE+OAV85gW/TwRd/wHA+TQxaxvuFB+OKtPuEj5Yh3dhSOP1jMDvLBzDpCTzDIhXNhvMN31hM6jKMxla9efRB6wkEhWqydP6sDjzr45bEqq7anQHZY2ncejn4y4NkDBU1W5Rtfl3DoNofIqjwvBsCgN/rJqjds5AIucoPPZIq8uFA0XmTbg11HHfpEtsiO8SOLLF/PQ+DUBpmCz7zSH7JivPUTb/TLN8j6o8+eGeG1PsOBN57EkKs9t6vUdNY7MsLJ6eSpDhE8xrfywYdBBoCbioJLGBrc6OCCUZ6rXF4CO+uc4qov3FNqJo3BI8wmHMG29WU6+wbUhDDxDTjlZmAIAQFxLa8fJiahYLmi2Tbcim5rZODhMOHVI3zawDNCwjQnCNrAy3hFSCgzQitOQDyitSVn0lO2lKizSs5Ye8jonNL5HCvdJLPNRY+X5YSY8rIlQ7v2nHuAxQf0ym9CKieMJr+xJPAmpbHh5KnnLNWbLbhcCLGYvJLXLzjRT7l7q0TRWsE5vMBjZfCYIKwr7ScvJrt+o0PaZKHAfI6EpxSYieG2nZXP+kQ72vAHbuMTX42xMaEQpJXjvR2EhYIhYItprJI/IT6SffjxED8pY8rCubEXAPpg0msrGoyzemi1iLHIbSG9MfTEyaJISbkco5wpEeV4Q96041EwReCRsAXDeBgDfaAslTvSMY543MKgffS71NM+5WbhMkb47jWCCz14LOZ4jybltto+sSKfdlbi+AwP3OrYTVFkvnXWB78wY9y9sTPuFiDv8ShkZeSTMvTYHV/gyYDYc7tKjca1pdMxrvB6bg8Gc3gCEaMMIKIaQHmrTygq5wq5vXry4BXXcW2e6lb8q1JDH4EnkPgkbXBYQyYIC4G1RYEQXoJDoVAaPkQncPAQMMJishIIW+oee4KBl3VhQOFh1eEjgTZGFCSrRr/1N9q04fMSio3iBU8xmYQUAAVhJVcXXSYPZWz1JVz6RUkRVjhtXygl1iI68Ycy1EdKmPJwcMs1ziaxtqymFIrtn3FBn/osI6svPsqzKt/rXvfalDBlKoTLFkS/0ZTCIPxZXdL4Z9uq3fhK6PHdwiBtclkU9MHXDc7OpCkifMczdKExC4+syuMpJzjwHc8oMpYrOpTZhuKz/sLRWFDQlDplgJ9wUVIUuvFTDuecJ/GIIpAHH4vVGHrbafss3+IGN0vTIiUfPfgDD7mw42Ipapsykc/Stdiy7lh9dgL1s7aNiy9CWIvaZ8lZIMg43liIfGCOR5QLZWUOeKArxHfbeZd3xpolalE0Jyw4jlHIDXzqwkO5MhLMAX2Hh7XXot0Y6QMFfilLDXKCDEGCciMXTPA8ZmAsRuUJhNu48id8ftZBw6RjjU+fQGC41SW46YMtfhG3Z6kRZJYFhUPAmM4G2+pm4lAmVihCY/IkYAS/yUKJ+GAXrDbAmYwEmFARCJNOfwiVkKIiLLZkBJnw6LO+w4nnhBsMBcuiMOFrw6rHqnCT3Kc9lI9JB4ZnpbcNgDOLigBSzDzLk0Kz4lu1m5iNKdpZrhSmuvKU4QPPsmAdiGsDzeihKE1M/cQD20vnqLapyQM+9o2tNPpNOOV5Cq0tMdwUCPp8omT1J+Palsea0aa0sbFdYy3UnpAisIDhr0kJnz4YH/2gnLyEhwO8UB/IiMXEOLNOtMeaMvaUDNpNVnSpB782yW+TnfK20LEgWTcsKriNkXaNoTE2vvgEh3aE5JLCJQ/4pQ0yihZKBv0WLHLU+KHdDoJ1SCGRO4tKxwiUGGXH0kOrBQL/jLPjCbQ5E9M2hWQhtChTruQYv/CT/FhcyaO2HVGRS4rMzoICtDiix1lb71DRCPZSlppV2EBAxkF0ETcnvTqY2iDx8DFPCZGHqQiddfKsheqtZTMvvOUVN7gGWt6kiwt25t3IrUqtNqwqJrO4ATBIVk/CQ/BNAhaPN3TqWFWtbtIEwsASHEJDgRBkE4XVY5ApEbyyQsNrMAm2sxv90y6e1m8rtHLKgNKzjaTYrOQWE3idcVAA8FM4JjAY/TDuBJ0SsVXqRbjJRUnpr74RPNslvGBJScMnjUZ1TBoCTtEnfGDQS9BtTeDQLnpMOhOFxYhnxt/CSsBNAtal+qxLE8RKDZcFhOIWV96k1Pfy0IdOiw+eUtL6pgyvLDT6rE1bORPNBG6shZSPPpn8FImx82mPeaIc7/QFfDSw5FijZN1bSwpKX7WXha2eLRwlJx3NFjeLojrOEsmWPuCFcmNJsWrLmFhc8YqMoZFMkQe8MfbGUz2K12JoYdJfZZ35RTc455QsJdt0lrAx0VeLBThnXn3TybIFTyZtj+ORhRI+PDeWfgG7xQcvfQanXscZLDdbcvzRJ7xDi3lhnrDupOE0/hTunttValYCBENgwPgbuQQAwcJ8OBCCiSaSyUiIETnrCAkVgZn5cIhPPPJ5TjkvrRzje4BLKKKNE+fDdxG3KjVtWIV86OucxvbF/t+KZLKyOAwgxusvgePw9DEe4zG2bYxBYg34uR8mux9YJITMbpPDlsA5F2XHuvJzMnARAis8C0Z+fNAfW07f0Vn5CQhBMkF9cO97RT+Zw8Lyp7ksCLAsBBYVGnjnMQSYcqUE0E7IfNkBp20XHJSzSeRMSpn25zixLlhEfZPJ4xtnTEwk1ofV16RgPcg3dlb5YJThvz6YxJQwRakua037LLJ4wHP4iA40sYCNB3pNbgqajNnmWCxMHpMKjbZpFAhlF050O0zXPu+neSwelDxeUzQuDky+xoPXLlwWJVtetIPXBtqNJZpYXMbcDgbN6lJg+m+baNExDhQ12tHDgiEzlAc8FKcxI4+UPrzOteTpg7+e1L5fR6FswZEnizEZaf7EM/w1xhSS7zCNJ5mzyNY3ixLeg3NEYE5TVBYEMmWhgMs5GTlALxjWpGc1FncyRxHqozEyJ5xdasOYoxl/KGeKV77+sHYvpdSsYlaOOsnfyIHVASYohmK01YBwEnrmMWHEVMrMDRMiCbBOIt5KbaVxdiJu4CkP2h1NhNvqZdU0ocHZLhkYq4QtBYXMsiCUGEw4DCwGEBrwVmqKoUl2I7cqNX1ihlNSzPTOUUwKisX2iBBYgdCkDG/U0xfnZegBb7Bt9zKz1RMqY2HBgW79JUD6JA8OfQSL90L5aDLhpiVAuVG4Jg5Tn7XMikQ3uliV6rCc8dS4dURgpVYH7cbNttsqS6j74Fz7+og34lZ/h9IsbgKoDT5a5VHgJqK+UyhwKcMfcODjk7E3mYy9erwxNJYmOdjaboxMROnoYd2ahJQDePxkwcnXX22ixTaqW0R08so8I2qLiX/4Q34pRpaMbTPrItprg+zLs8CxQskLnpI/+FhkKVS0atc4UpKseTRTlqwflhI4+NClTX3oXAxeCtOiBD/lZUzBUnAsJ/JmLKXNyQ7o6yu6yYwtKbnHHzKMh5Q43oDDR3Pc3KMr9J0ModOYoRusvpgP2jSe+oRndhLqwE8Jk1HKn2yZQ+ig4CwYLMYWGV7/0d0OYHW7Ss0g07whISQ3cmBMEuaj1d+kt6KzvKyOlBXtjDEGmCKj2FgghImJzaS1ZTHBaXqMtzL6ETpa34/5UVAG3N7chDKoJqwfI8RUQmcVpiy1Z8KyLkwgK4F6Vj/bGQJ0EbcqNRMfToOLPwYuPhUaFHEDwIMJnudKK08plBcuwiCETxysODghuOoHQ/C5cIdLvnpghMHUJk/QpJvUcEa/OKENH68sPOpI47+VtQmoTJv1r/bqRzDhCT8HZ7DloTFc4Qhn+eTHZI0mZcK8SVodtJElFxQmtLypPNa2yq899cWVi8ej4NAQP6snvcdL+axzc2fSXh0uPMo4tGp7Hd/o1Ubxxrc8sPDEU+2Ya+YRHinj1YknfPTqgzD5bi6glZ/1tFcer83KqjNpVo6+cIHJU44U3Z47elFglYG4Bm7kwFFmzjisSLYqLAumZbd2LDgrB8VEATF7WSZ1lFJjWVm9tK+zViFmOOXFCgRLIdLucGlPG7Yh3gGx0qxUfrWTeW3FcBjKsvCrnLS+lQ/DMOcijkWAB3krhBUFzfqFzry88otXpr3SK5w8AygdHC+e4IkXgrMyV5aXz4urPwWluuGf+cGXrkwY/ISVP8sKlVlQ8Fe8/GQpGPlT2MMlzYcz+qsTvmAaR/grB2+Vz+qr3XzyJuThsMCy+uYY8JOe6vGTJnF54sFUT1n4gg+fePiC51lTrPQ1n4crGmfdiVeIjpkGX748YXWMA/6J8+Ykw6Y2ohOMvDzY8qaMgp11J9/y1Q9ujUePUH1lEzfL/VJKjSXCTIYAIoiv55Tb7tgDU1a2KM4g4HFrgjiMYzlRKExWysrNmTZqh5KjLDrclKc+M5uysooys51JUU7KWIa2nr5UcI7m8JalQIFSjFYdAt4WBg1wMZHhv4hbLTV+MllaH6XzBnnCKV99AxQP8Che8MWDnaGBdstkpYRDXnXEtS8dDdGofNJbmJArC48wXzocwokvmHxl+fgQnPLZdz5aSzcZaosHIw+vJk75lfHK+NlO5dFQn8MLrjbDLa68sHi+9sXVhUe6tqKhdOXVmelg+dqHk5ee5Xx1+NqSV7l6wsrFC7WrPPgZ58MtVEfIVS9c3MQfDmE4lU3f3FC2tiFUX3mhvNoEI3QUQUfsuaPbT8oCAh7i6znlrKyeGFCIrCcKjKKCw+pty2a/LORZbMoQp01vWZivzjXkO4+wt3dlTIHpnBXMYbstq46Bs51kicmDw0Ejaw3DnH3Ara6J8AVf8PnbgSslZ4W+iGOpxYf8ZHBpbg4kJz8FIw9N8oTqTYGQFgeLVnmla4sv7YzMIkC5SbdaqhPu8FavtoJxBllblU86xI2JBUre7F+0g5EvlFc9obFlfcOB353PhKN2hPEr+tBVe/LEufL0t3rh0e5MBxOOYOBoDOSXF93qVA8d5SkPhg+HuvBw4KsbrL6DBVdZtIGJl/FPvHbhVV8Y74LJS8eXeaAu5MIvDQ8vHX3i0R0cr150Tj4URi88fG3Jiyfi+eqCmWXi4agtoXRl4DhpBgqZ2nO7Ss0kYXGpHOLrOY3ZBrrdcODv5S8FY8I4D6PY3Kb0mE5oS+p2j7LKcuvW002IGxO3Uqws202HizoqdEhsi+pWjgLzhyMOWx0qUqgOHN28uVFjMTqv88jV5EKLbStcmH4Rt24/uQZEaNANEpzShXjXwPIJtFCd6laeAK35fHjUJ+DaxgPWrrQ25THJ4ZntTuFQFg3iFgHbWHnKmzxwKRd3oGx8peVrqzK+urVZG6xhVrQFT57toMejDrAtatpyQWB80RD+6MMD8ckLaXDyokGe/gl5OMrn4SIbZCQ8/Kz/L//yX/wQtzC7tez9VDStYXjE85VFj/rO9tzqmle1IeTtPByrCNcxD7Y2pB2o28mgzTjYFdk6g7HwmA/OE42rBR1OuxWXa24yyYd56fZb3WQa/vgNlzxKI1pqPxg8jc+VVy9c4MFVlw9WXbDhAD/56ozT5Yz49GD4Sys1qyllAomGhddzwThTYwHVcfkO/W1NCbBOsdisJOCDkc8aM7AIhsMBPxi4wIQzhWESOPxXp5s6MAQSI7XnhkUd+Fl4ztyiL+ZcxJnQObTEeHgIkssQt03a1o7nHeJoZa26kSRM6pjYbo4cBvcUQh9ssfEPbwgdeP2AX56JAcZNE9xwuR12bokXlANlYeKiC25p7etnNBME1p16BMfCAB84ZynqgktoedaySyB1jSX6wLEa9J3wdcbIqyMfLSYyr64bK5PNjZdDeRY0OB5+SpAcuDWDu7bg1J403olrw3GEG7VgjHN9VUaGUhZu05WjQz+dnxlLafzVLg/GoudM1pMDafRrG031D4/Qq20w5K1bU/0mA8ZOGl7tgzFW6sAp7ZLLE5tuFfEBP5Qna/DD4/bTEQ9YsuVlwEM/9ENvig49FnNen1ymkRX4Lfp2SC7p6rc8j5K5+oMevMBjIbkwruLK0SENB3rQgBZzvIVRHr6TJ/Bwo0d/mru1Vzl6hOTBeMFNVuAVR5fxhAesPDfQ8O25XaWG6RiFSEj4GzkNIYxXj+cQL15nOJ2Bszy+NE8I1QEXDUJtCGNO5eI6Lh1MuAvlccWrfxGXUosX1Teh3M56PGkSuE73zovAGCADblX1Psx2WJ4V0s2wm1xX+vriLZYzQe/eKDs4KR1tgTEhhGD8AQUFauIQUsrO1ptVywpyy2wFZhmjwzFA/OQJtzdcaIbLLbA2nTN6Q2Xc8VD/wJu4nmeg042Y93WsDu1TpCxqb/PQEq9Nfm1QHnC41CGU+sByYzVr2+WP80qT33GHGz9vktDCIvd7/qxkeFkb3lapy0rBS8cOJjlLH83JkAkEl50AvlMS7TwoBtY6+rQrbYegTX0hR6xIX0kYJ7wH7z2VcWrsteUBrB2Gyc8QYN2ZlPAZZ/012e0eKDmLkv7jlQXJ8QH5IDNkR9t2FcaSDDRm2jOGLrycE5fHKnv4h3/4baEkyyY9/sNrl4L/bvsd06BRP8CCMYZkJZnmyI0879HcLuK9o6C+pNAPsoA+C7AnPniEfkqITJBFOy38xXftwuV9GkWkj+hHg3abwxSwPrPa0eiFBN7ZjcCJZ5SwOuoyaODac0e3n7aPs/EbuWAxeyqb4kJpMNJ5eXzplNL01Zu+euLqFMqrLb76fOVgy7+Im2dqnLosKcLv8abJbWApCFtrz0tsr53deaNDUEx8wmFSsmzcEDuDtCqayBSkVZageChrDKyQcBBSQmSbQViFcJjUcKPDJYlJZ7KwvgiFFZPlWP+1Bbb3S/e85z03QaN0KErvmFgNhAW8fpqEtvsEy3ss9Tw+9eUBOgkavJRlY6cfFBAesVJYZ/LRRdAJPf5Q3CYXOP3SF3R75uPW2rbMpGFtoJvyhdfDS/2kRFj+aEGzMWKduyyibFjIlJbLIZPOpzX4jic9WPVwFB/BurEnO8psbyghceMmrd8mqXZ4ygJv5FFGYChYMqBvaO9c2A4BzTyaLCoUM6VBsZMTCogViz59mIs7JW8R0K40b456LoXv0mAtQuAoVrymrCkHiwqlhtfgHMt0Ji3Nk0dbVFt1Shn/9R8uygWfjDNlbdEwnsaRcrezI/8UGBjbXf2ijLxPJSf40jg1D9FNdilL46iO+YY+88oxkoXJWONjtDbme25XqbEwEKthjV5EqXGI5MFrWDitKp6bSqjBMIDyOPX4ysRjwEyLc/Bz5UsXn54rrPwiDlNz6vHMa6s3ZYS5L/WfykpfTQQfApusvhbw2NjLfcqB8rDSatdAUyJWeLe5hI+FY0C7FSYIBIrAmARg4FOHgBIi3wKy8G655Zbtb+5MChaHF+Tq4gW6tOn1PsHCR0qRJWMCOAMV9ymPiZVysvL7hQfC7TFrW0xWljeErDa0E/I5xvpO8WqTAmKFsBqctzoCcLYJj+2d9m3tTBJ5FBgFZ/JRQugxwbNcWaAEH70sBspojrVJaVKhQ5pixyNWiPHw9YcJi2cUCaVmwoebUtCm3Yp+Z+FZCFjCyaA8ihf9JiWLS9xYw48+Cod8sLBsK42ZsbBgUeyeblAalA6l+wiP8AhbPXSw7o0DuvAdr2379AkN2qeETHxxNCmj/PtCwfjznP6TKzDwskT1ybyLV5QG+sioRQwcy4lMooe8k0Pn5BYHMmbcjJ/FRb6FDhwZwT/fvOor6zq+6ZM2855escptN6Wdu1sMKEgKFh3kjWUKh7QF3GKy53aVGsHTYR1FAEJu5MCtYR3gMK+88vOUgjDFpmO1GQ28PB3ihDrYasbBI18dk8IAceqBgSMH5qLOtgvelIM4y4bwMLkJrlVZO7aqFBgBMZGt0ISYgiDkQgJuK8nkhtMWh0Cwgpjg8uGyyhEuD5Jtv7RFYQltLSlFh8IUrHNFys6ktCgpI3Ti6GX1eXxswuMDC0O/TCpWAG811pf4zTr0EzAsGhNd322jbLVNelYYBeafzllraAbDGrUNI3TOdkwSE56CY81QSsbYRCas8pVz6EK79k0Qk8oWEx/10edGaHAeyDr2U0KdE2lfe2QCX6Wt6HhEOdles070FR1CkxJ/WEfGjKLp0yJ9wz94LDCUMrr1UXusSgqdorRtd+nlUsXFCNzmEMXJyoDfGRhcxsCxgHnGsoPTgmPxVA9e1lyyBo684KmFTz76bOnwGAy5onxs++RJWwT1X5sWO30wR9Dit/kcXXBwUUzkjYOHfMOLZosS+TZulAmZpGiNE+VIaVNyrC20s5K1R0Ysoi4Q1Uc3WvSXb04aPwuPRYcM6hd5pdwsfOBYhXgJh7qMLuGe21VqVjdnHJDV8I1cMMI8pmjYRDNIiMwsxVwdrKNrZyOeFw9ncNUT8urIrzzY0gSdC54HcxFngGY9+KwgnYPYElmVtGGrZVVk2ZjMtkPMc4NjpUYnIVUun2KhSAggIbASmrQEkOVkklu9wVi5bF8oAqufiWpbC5+tmYll3ChJNBAOyh3NtjoEEE2sNNaPSUIJdHkBT7xFJ+VsW6X/th4mgYnNQjFZbG/EbaFMIvWElBEZMgFYLSaxnxWirCk8ip+CIg/441tZSspY4QMlTblY5U0SE9okouAoHHWs/JQGCxVd6NW28yCLiEkKB6vQWZCJih+UFF6izwJightDCs2E0l/WjgUCrSYca8i44iH+8Ggl07ZHLHCKhIWpr+gxHuqyJk1Acm9xQCdFiNesRLxANx6yRrWrrj40DhSdvlPU0sbUAkgWxLMu8U5/WGnwkBs8Rw/a4DQnWbP6mSyj3ZhRGuLk1MKJh/qNRtaU/luo9ZF84aWtOXjKmVImR8rIME+mhSxZ40HmtZtnJfNwU6ra4fXJWOKz8bLoz9totGa0rG5XqRlEAgMBJkJyitOolcUgEhqTx1bK2YwyKz0G0MraAUsxGCjMJXgdNufRRBlVn9dxg4URGGhSgJXPtIdL/FRnUsyBQIM+YTKBIRAGhWd1EFIThBluK0HZUIAmATopFuXOnlgbJq04h0/OtYSd9Uiz0AgPhWT1I/jas5ISXgJAAbAWWHEm0xxDvIGDVeGMyUTk0OssCa1W2OB5Vgz+GTMK1iQH00E0XCw9/cVfHq9NUMpWO+D1DX2UKKWoLQJuIlCMBN4kolz0GR7bUBYOOIrDlt72A/99YSKP5WVswDcu+m9L7HaV8mc5UaAmO5rw0oICP6WmLnmx/cFP51S2mZSghYu1q8yYNf7GkAxSWixMOPCLXLeVp0BZ1xYpcqzP4MHhgfFAo7HCXxYkC1hd/bL9Mhe0Z2Fj1aqrbYuMhZRsWVwsCL6oMR76x2Ji2eIrK1XbXfyZH2QL/dJopzS0TUmh0UKgbRYZqxP9xh5+IVrsUljQZMoiiga0Gyd5jmG0jUaLFsXunAxf9an28dgcQBMlz+Ah3+aKOQMGH/EZTeqpf+nbTwyx4uswJkJyilOfhaLzOkno4LJiWEGY3A7CbQUINCZimJAmtropt6rpDA+Hzlm5TCzMoFzkOWMCT+NTkAbL5GVxmDSnOgoowU0QKGhxCrlzDX0wQdCCb84ZCJE4nqIJHCVAWQhZHXhkgPTN5CMgVrhgbANZKratcJsQ0aJ99VuFKXkKD3wKSh2eArbCWxnhUqYdVqaJpT30GSMe/4R4x8pwxkVpaQfPjWnPFuCqPf02vtpBq3ZNDLhZEMr1F2+Ua0ddcXwVN8HQhqesAcox60W7hN+lin5FsxA/TcT607MAHry+OgPTj9kuGQMjbpJShKwOlijLpG0fXz+D1640+sgvRYN+faU8KXN812ew2lUXH/BUPy0ULG910dyYac+Eptik0a1vrCfzRF/QKY0n8ihg7VgQKFrnm+qRQdvAxhFudBgnSkK/0KK/4sYQbvOODMJP1smcMn0le9rSN1YY3htXtFqQ0UMp4T1FTD5TTLyFl/VtnjJwWIfmkMUOD40/+RGPz+rRD8r23K5SsyVCkI5BgIhTnPoIbpuGIJ21cjMxTV5CSDERJCuiweGtyjpGIVlp1EWHkBZnBRg8VgbrhQLEQCuNOKVMEKwWVkECfqprK44XhfoWk6OrdDDS5QXfgK5l+CJNyGon3zgUyisdjomPn3jKL61MnvrBT7zhAlc5X3tggs/XRl7dJny0VH/ikBdPVlzlBQdPNBcqC6d0fuKb8TWv+qXRIj1pXes13vl1/OtTZWsd5bP94pPf5YEl76xHSkkb4GqLC8dsK7jasvuhOMztFq9JZ+1NX1ltgREvrCwvH85kubbFGRwUYmW1J6QbKEXp8sJVG/WpMla4OnvuqKVGqalcQ6c4Gt22g6aFq45aLZzpMJNtF5wHWI16eU6R0dg6QsHZ4tRBebYEzFkrI0WonrObOgneCqMdFkmDc6ojVOrrA1xctKCLU8YZtCYxp7xBUUccTHXl5YMvDC5hF5cn3tiEX6i8djj5M44/9UG6/HDyLEPlXLhqP3y8snCVF/5oqh2hPDDa4soPPvqltSfOCeMDz2KqbOZHy+RV+SaNeDSIax9sfQLH6/+kf3p5YDhhdTkhT5ErAy+Ei1XElRbyHLjCaMsHi84s4tmHCR+svMazfCG+8cYoume9aODqZ+M5+wmeRwunLKd+bTUXa6+xgk8IX/Fc9bnoUlc8WuIBa1W453aVGkXCXKzjkJ3imIzOmzi4EMgkZz055KTMKDbnIpQcE51jaVlZdMCZEVMXDTrhjM3TBcLDzHXbw+pzEwO/zncg7MxCHXgalFOcbQE88aMBasDk14YyTnmTCUz19ANc/SPwynl5cGpLGixfGzPdIJcurh3e5JRWT3k0ScO/tlE9Hl1oneXq8cqlqz89moLh5RVWR1ooXR/Cqa6QC752a4+LvtqpvnKwXHFeebTw4Zt1Z1hb4eTlaVecCzb4iVMZV9v8xBNc8lA7xdVLnqTra3DyKyutXB15nPzSfPDRw6GDK1+6MQnnbKd8cOEX1h+eQpMnLkyOSsPBSRfOOBc9sx5XfXku0tC653aVmjMMW0MdqHMXdWDzLD5mszMe+2V7cntwN3e2ljyFodzBo/08oikjysu+2WEuXBiHQW7Uev/DunMWAMbhKSVny+mW0KNYik69Bmalb8/vOWcCymKoEE5MZjEayJlXyCec6HC75YFpwjaFwtmIc6fgJx5u5gXjTMYWPGWiPDrgLI7mygorDybcwi5AwEjnlfPV48t3BOAIQRp99TEvzdpwfur8qPLqF8orRDc4obzywQpnvPL6pU79DqY2Zv3qqpd3ntblVX6Fn3jRGEx5M11cyKFLmp9x5fnS6LEjafErj6x3iRasMBg+HqSo8pMmXlzeSot2wqXc/JPnjJCMBDvrwAFGyLAwF11SOHJCBzyzTm0K4004nAmCj97o4Dse23O7Ss12jqJR6VjFYy6iOIPt8Z8bEDdOztZYIx4NsswoJ512CMw6BK89e3/lbt8aUPk6Y2vpPM0tjFsSjKJ03DpRjK6/bT2dtTlfUw/T1EVXDJx03sg57J11MRet2naQrE+1Y7vbIBACMOW5zXPpAK4VTAhWGyxVeXz9bSCF6gmVoaPfqgumepWXx6sbneGWN0N4eDgdDKO9doMLRpyHS2hcUoT5YHm4KGBvmiiM2gv3bL884UzDOcfBGFTWuIRHfmXhDWc8Vz8+BYtOh+vOeoPhxdUDJw0WPUI46m9h9IAXlldb//7fZeGcdXlw2mHtmyNuZsHJNx/sciz6s74yvvjWzsBdXv0Plq8P4QDHVZ9XT9tkvmdOs7/BVp815XbTEZQ5HX79Uq5O9WaapzgZP8YDvLp8sJSk9J7bVWoIptQiTiMXceDqIK8uK4aw23bWGZPclXU3GlbuBF25uBsQHZKOqW4GKUQWIJyVG3jw8MnjpbU3mRwu6eiLVr4+rM5FAQZWJzysWWWUhWcGLEZnfITNYSyrxPZaGZpdaRNOh7WdkVDm8FB2+mHwvfdhZUar0GNI74s8g/B0g7KnSOBRjibK3Fbclt0i4qbPOOKZCxu3YBYQW39vmtCJ126SLRTog8OtFh4SSo8eLT4OZhMqNOG15xKu/z3DQAsLx/snTxb025ijrXracYvKWqeQ0enw2FaZwrcoOTqwQtcn/fT1BXj9t+rroyc12nNzhw64PBcwGeCCx5MG1gy50Ta64rMbQH1Dv75oz3iw/F1MeUzqCMYYGg9j5KzXOa0xYFWTY5a3MXPjTubkqUt5y5dmoWsHjRaunvZQECanoxQ7EMcwZMPtrjG2s0G/BQYPLd4u0PDbou/c2Q4IL/QLPvMKvzz/UZ8cklv9I3vo7U0Z2sgvJY5+XxwY9+YLfOjVJp67mTYeZIs8wkvR2WFpS30GkfFkSRoXRg25IqfmifFDPxlrTkWfduE1NuSVLKnHGDKeGQRgL63U3CJ2jsVp9EYOQTGDS+HkUjBwTbzi1QWDIZz8yqvrypgVAVZZk6UwuEJ50SFPHaE8oXx53BpO51Ay2PAaIMrBIBkgQgSvd18EhrJynkhpmHz4SXBMWPXgUOZzEsJMcAyg7wsJNGE0+bRHaCgh8ITKmSTz21YbnvpvQngjBIYSMokIB6Ei7MoJnr6bRN40WXUpULSzbCk+k5HliF5CSxFlYYHTHkvBmy58AAePJzpg0e0zJDTiGdpMEIpOH912o9GWW79MBEcJYEwcMOqg0xMH76MoEe+ZTEJKsS8wfCVB+VBulHcKxSJCaeuPN20mGQVgclBcLqgoXTwBq1/6avJSdsaPEvXGynEMy832Wh347QhMZM+VKDyw8LJKTGbK1ZYcD7xDdFzCUgWDBuOK3/iofX8G7H2a/sLvzZe6FLF+GC9HKto3ySkLtOMz2rTrWQoeM0rImXFFB2fOWBgoac99/Aky3vj8CV6K3ZML+I2vMfSUx+NsefjqIa4+aQu/m4fmJMVqUfHI2nzxNYbdErnXf0859NXuCz47rZ5CNWcpMbJKyfpkzDhrX3/ImS8TwIFPD+y5XaVmsGjMiL6IA8dHJC+OOZikTF4ueMLLF+dK85z6cBF6oY7x4rM+/OIrDcGDkS5vbeeY64Fn9IM3KSktk8WqaTKjk0JgDRFMg5epbzApPMqCAjOJDIyJStgpBTh6EJpX1zbb6mpiGBdKhIBQftHPEwYTUJsmsAkBH6GX56En64vlQggJOZjeDuGJt3/oJ0wEEg1wUpYsCnCsOUqBhQ2vT1ysrhSNiUhZeazbt3zwstjhNDlNNvXwR1/0jRVkAjZOefxMyVM2+IHnLGJbG3yg9FktlDhrj0WDNm3rJ6VpEuKDyUaRstymktaWiaNcX8gG65V1o02LrX6b1BQOhU4598MPJqRF1xcOFhT04hd68Bx+fUYDWdAueAqFHFAYYChvSgAPKRUPiSmfa9eubVY3GOOsXXU6n0Q33pNF7Zp3YJsP+sFytWBQaj43o+C8Gmj8jXFzQh2Kx3iRddavL0AYPMZEn8Gak9qycOvbIz7iI25KTV0WKocHFL+zctYsfsOFl/BweOtxNByUMwWGj+qSE4qf0lVXHX0V33O7So1wWEUiXCdXJ698IbjghRit0SZnPnz5Cc+v5cEoU59gyIPbgKorP+EUBwsuhRpusLw8g0FQwz/D1WFudCrnKSJCbQB8ZG6lMykoEQy3GmsfPYTGL08QVI+DWRvyCbfV1oRWh9LpLLO2KAOXLSwBcDwla9BNbnjAEmQWoMFXx3kEgSTseOORI6FhRcAhtLWhKLSnfxQDq8bljb5RBMooD9aodvARLXBLs5LUoTi0aUXnWTL6DwYO+EwMViZhR7dtGAXK4iLkVnYKVFn9wi/9mZcsQvTjMdrQYoLCpz4lacVHm3YpDgsJflsgjIP20Guy154xxGvK2CSj1OSbiPpMmRhf1o0JSfkooxzx3uTzJpLVzsKjvE3ulDV5AweGrNjKogeNxtQYUICUlfGkHHwZ4kyNEsZPytKYWhxtafEWf+Rp39YOPmFzAh+Nn/bks971hyLWJ3g9uMU3NPC2wBYmbbAKLR6saLS5oAKDN2TIdpei8xKB4smaI4t4I27MjJG29M0Lh+YvXBZY44heY8titXCiCX50M7bA85d+0kHwOmfQ4N5E58oHE2zCyHQ0eBhrQBEQrunBKjPxMQjsMRiKCg4e4wgAeJPQ1seKTllZNUwqWwl41XUu0Xs5+DClgedme6tj/qvD1weDyCy2chl0ZfpMWAhcq5J2DKhV0BbQysviMnGskmglKNpgAaCnPsJJMGxJ9ResiWsiEFCTBIz+UQysHiuxSUAZqGOrAheBMWFZNdqmjNFr8hFWViIFYbKzVEx4lgJlaEtDOLWF3z7JYQ2hB99NSJOO0nBOQ7GYfOji3ZQ90iM90maRuNAxzm1DTSZ4THJnWdqunslDsMkUS5bi1z5+oZ3SwWMTxQpPKVPE6GSVmAQUDKVCdty24z0ekBPtt41SxxkkpaUNY+bBKDgTzlgbd3n6SbYpS+UsH9affknrm4VO2/iId/iirxQhK5qStnVmrVEE6qCD8u1dJPkl40K8k0eeWNfGmOWPTyxqxwr6CYbMs3DwFE50UwwtJsYDz/CR1a6/FhRyBR8c+knxiIOlD9AIL3lSB0/x0LyTh05y6CiBEtUWvqENr2zf4aK08BBd8AvpHPh4ixXFZw5JgyGz+KgdePEDrXtuV6khNAWgQeGeKx9McBoUmiSYJo0ofg9eCMbgURDyVq9jCbo0hlqJCakVhXAbYEwwsNo2OW0BCbb6ND7BCifm+8DbQKEBfdG2OlYZGqMbbCuXFZLC1IYBpBjgtA2htKy0nTWZdM4yrGgUmAN4k1K58wgKEW5tzL4TetsPq75JTvhsSYJFm/M1CtO5DH6wNBysEnhwJpS2fV9ny0sQ8cM3f26n0cBqozh4ihSPbSkpGnTgO89SgYOAa9PkAaMO5U1+ppVgkrLmWP/gCS0hRjOFoR00m+TkTn94NFHK4nhjMsKXoqCQtWdbyxqATx94E5KyMQYmEEUg38TDdxcb4tGIjyxY/GNJo8mWyeTSnvM6soRGZ0GUD2Wuvr6buJQ/eaDM0E6evamkgOAgA35rzyLosN0FksWMAmZtUYjkKsWMBgsL2dVHsuV8kYKndC1cLXDwaJ91iDYWIRzGTd9Yz/HT4gcvRaxNPLcdxa94T3YsXubV27/9222yTenjI7y8uv4vxLmyhYwc6Yf+kz9t+w5YuT6ggXVoYXPml+ySc+e7cLDQHIGQs15AsCbxy1i06IOFf8/tKjUCRturrGF+dTqFIIMqpJQQw1M2Jp3V2qS1iuuoFcpEMqF00GA6OLVa2U5pl4YH55cSrC6tpNpBB8HGKAKlHQqCUtFhk0x7JopzAKuNrSOc3ZzAxTu7MMn1E179Uc6vzoDOcvWtHBjPkhIq118eDPwmhS0B5UcAWFYGmADaAlnZKQTCRAg6H4EfvtpkyZhI+mLFzPptbFKirC+rIYGFg0VCyLRrhWQpUnKsFe2qa6Wm8NAtjs/iFJHJChbt0aMcnvqgXFvaIKj6bMwIHNrVAadMHouKrGhTHfXJAyHVf7jycMmLn/EGPnjx1SQgQ/iCLuMsz7ZSPbD6QR5NXu2x4sGQmclv48F6d7NGJvEIzXhvclN2dgX4n+WAh+RQe+i1nbYI4iHZoAh4NBonColykmY54Yd20WCM0CuO9rZj5NvOgFLUPpnCF5cZrCJWK9wWRmeIFJ229QkuOMwHfXBMQEbMQ4uMcoaAYw+8AKttY2OczFMySz7hFcLLg2d1Oa6i8PEZPjsEeODQT/LoqMTxgz41p/EuGdEXyhaNeI/v+qV/eEa21QGrDhjt77ldpWYlNSEgaOKsLuSI1wkriU4YUAMlbULR0CaS8w0rIbPRLxcQMJ1kCZisth4mCsF0AE8ROQMiJNrQno5ahUwCHVQfM5UTKgoOfkJDEbAYmOsEghAS6IRYmmWhn5y+HOsroVTeAICJwdFVXT6Ytc7MS3jqW2kwcEtTJuI8usFVP3zy8M1igv8cWHWbLOClaz88JlH4eG2CN2mD5YSzbeXSfPjFg4WHhyO6pasT3eGprfJ5eKXVUyYtP4VN4cANJjjpYEtP/MZJXnSGU5wPTj64xjV6yLN05XNxUS84cfninHL0TJqqL0958JWFJ3pqwxgr56U5dXhOXm1NeqTDVZvKJ1w4yq+etLg60SGf/CirnE9m9a2287VZOlce/tZe/cvLqz7PqAGz53aVGjM2ZHVkdfIiwOpmNYkYq6DDSIfgtC9FZfWjhFhsrUAsKWcTVhjmPSbZZlB+GGIF6CwjRjHjs2iUW/G1Swk6D7FaMse1y0JkclN8tiFuzKxY4NHrh/KsqPDP/q6OyS4/OPWFhB5d5QfDSevPFAo0i6ujrrx8afBCcOEpT7/xQLx2hFblzlP4JmNCZSJEQ/TwwZRWXn/K49WRp5xP4ISV5eUFq4wLp7A4OC482qmsdvQjGmqTq0358tQTVnfi4Cfu/Nqn0uDqlzgfPysPXhje6JRe6ZLmxMGGv3rla0dZ9Qp5Tjo+8Oqqx0/YWVa+9mprpoORrk+V5eWB4cGHQ3zSqx4nT73gqzPxyeMql88FI099PAl/+ULGU+2t7h6AaiRPKZgkE9Hq5GuM2c8a0zh4SkJ9pqvzA+Yj5cbsRYgbPhaTyelMgNlMKXqqwLJwBmFLyNJy7uKgOjpoZ1tLbVmxtaM9ONzUwG+lYJ05a2OhocMZhjM0v9Da5x0UHVz1Lx4IV+fdmbIJm3DhgXzx/IStTGgQ1JuCycsPzwyVFYLR52lx8cXB8QnUipOPnvIoybm9l984ioPP1x7YwvBUxsuDS50JKy0/umadYz4aoq288PATtjivXvVn/vSVoyc/8QrLmzDqzXS4Jt7gpGcdYX7C8tFSn5XXdvDF17Dy4uERyg9X5Xt8kRcesKWv19ZUYNFcfn7mR9d0s536W1vRKS7M24aT1T23WWpVLO5BYaal/JUIThlvW8kqQgQriKXkfIxlRok4LwLnHMC+2QEthUaxsaxYEc7SEEj5OfzVJmVk+5gFog4l1U0L649SQ5vDUYe/bUnghBus8xDbUQrR4TY8cNoezxve+r/nHPTGI6E62tFn22PnE5VPn6tOA+ZspO09uAYxHOXrDyu2cl4ZuGA5+eGpLBqF4QtWucXAQTValE0LcOJZffjCWdvVnXlgqiOvOuVXJ19+ceV5aR4PhbMNnpu4qjdxccHzwUbb7EvlMy1c25394mpvrVv+Wj8/YcFMeKF0Htwanzgqqzw8a7l4NJcfzKRBWhgdwUy8wQrLE05fvT2nnrFtXtVuXvls2wsDsHtuV6m5dSD0Gpll01Vm+8f68p7FuZhJ6ObJofPDPMzDbMrDLaitIoVG6SHYLQglx8ryqh6c8zIvpB28dmuSNrbfpqhsMzlKsk+S3CR2Y8Q7FJanDw6gXSfbUjvrU+4MEE2Yog95rnC6LLXKYjoeoLtzHj64mC8vXqmDTrxgiQYvXzzc4YAXH5SHUzx4eUL52hAXSlfGiTtYtWBQXvId+loI8F8aL8JTO9Xn4ODCzRefrnxuwua5CTNdMGu9Wbbn9+iYLrgZn/56+dfrAzfbFkrzpQunnzhzs86Eme5GeKefTnq2uZZz5U3YXHWm5yY9sw7Zkc7PesGsrjLwyfv0wSSrLrLI6p67B8DZMEf4TaiIK386+ZDzXjc7d7KFdIvSDY53RhSC2yZbS7cubpwQo8xNivqsPe+epJ2tOXezhdR+k6tLBzch6lB28FJYlBUYE5aFyToDL88FghsczxSUo8G2Nxrr2xpOl1KLF9GlXWeAbsFcULAM9b+ztGhiObrRdYNjG27bqw4F78YITeDR6raIxcrqdfboOptVx9wG63aXBQcfa9UNlkXArR+YLEAKXTk47VNqbiDFhS4/smxtQ23LbdHRgBZeWW7y55hfy9f0mjfdhLmIn3Vypac8T5+7Xr66a/3K1vB6Ppg1vFEZP9tfy0rnjpXN/Px0tcHthXtxbs0/5nNr3iybbsJN2NWTbbRblM2tPXerpVbIewvVpJydn66zl8qb6Ly0+uVPOBNFHoKktVE71RWH3/lROOGjxCgRcYojWOno5cGHU3vKhJ4AeJvj5jMYODhh8dWt28/o8+yEkqUkvEfzZoq1SplECzjniteuXdve0XmESvlQtPhMaTk7dH3N4rUldIvLivVQ082xt0/eLNk+e8fE9PY+yC1yV+EsRg8oXY5QUrbqbpbdIFO03nFRaJ7JeKvmiIAVSImJuz31BgqdeBUfufii36uLb8Fwe+kZcivMMXc9PBfFwc06jeOsu6b1vby1rPjM3yvnZnx1x+pzezRya5rbg9tzwVwG/lidvfwVhrtR+XQTbi9sTITXtdT+O7zVqeThqgoYOwU55Jxy6WCkNWZCSFM6TezglEsXr646YIJtUimbeawr200KUX5tiufByetMMA+Xcz5na/CVtzplq2OpcZWpx5L1Lo7CYBV5okK5OQd0jggWnc7tKBwWFWXq8Sl8bnFZY7Z/FJVHhi40WE+Uki2yLbT6YCgfDy49qrTFp+Rs/Vl8trRwsQApNdtvf4DBemQNsnpZvyxCt8Fo9+bKv3uzrpXBQUFTsPGSQq6/+pPfc+UfK7+j3aTvRmN/Sh/UOVbvFHyXcSv+aMlfxO3BH4uvrrI1zB2rK/9Y2Z4zbuRSnRtaarka8U4sBAn0LOflV85TJjxFYzKkcPjgE6ZZV5l6CFRuklYvWB6+cKurXLr4Xlp85mkruMpzyvacfJZatPLilJkzKaEzMgqJReWNH4sIjDb6JlFc6HLDo2PbbC/OKahegLdl5tWD07miV9wsLy/5u0ChJClAW17PZ5R7dd3FTdYofmmLRccycysMv7eBnrnoG+Unz2I2b5vlzX7ze24tX8Njbta7EextdfrB6xNZI3Nr+9Nze/l8ZTPkZjw361zPrTAXqXMzXPRHz6Rr5q3lE44LZpaveTdyxi6jxdGMndye+1+WGudQXYUEOmEQQriGysAJ8xGrnOeE5YEpPduhcIThmHXlB5vPVb/49NWpPa681VVnOhaSvInHjatnIc70bAcpJFtJZ2bgUqb9CoY8ysVtI2uJZYXH4JwB2qLONig5Z3DO/1hprEBKzRkZawoMK8xWUjnv8sPLe8pV23DZCtuCWtk8l6EIlbHOfLaljndulJ8LIhbu7CdXetI3PZe88NwezOrgn37PXQTPdMdg4gevrYmz/LVuecc8V3zizR3DW51jPpg9Jx/O4qVnvVP8pD+6V68MzJo/88QnHfLWkAu2usHnZ/kKR7E5imI87LntooDnQmaiQEIQ2satjYAtX3xaPzNUXlk4poAVj46JVygdLnj46s465ZW/ludXuOv54LLU8mhxk8tawivWk4sS3wXa4mE67+mIBUJ9n3/4dpPysfX03aGtIqvNJYbzNjfC3uxRXLakLmDkK6cIKSsXCbaJaGDlOSuzJaf84HMhQzlRYixBg0+BseDcMrsg0IbPaWxtKTV9Au+cz9ZU3yjROYaF/OqUdQEUzMrLPRds/lS34tnzczxnX+TPNJ9MrvlrXn0rv7Jc5dPPemt+ZcWPwU6fW/PW8ukmbF5bc16uvr7NfuaTE36VmZWXhbPebFd6wqy+MpdpFlK0r+5WS00h5FZsE0QIAUFtaziV0xRg9Xg4gjepOelMxmCF0hPnngdbHI5gZ35+D7d46VnOw8Upa1CDnXWVUTYzrX+2aWhyI+mQnVKwVbR6wA0ODykmW04Pg51tKfMchcXGwpMGZ2vqCwu3kJSl8zL0eirjQ214WF0sMc9B0ChN2bEOKSsXIWjqzI7Scw7puzv5LihclLDwCAQF1i83yFPfeR7FGR8mL8BNHs6y0vnJ02MezPR7MBMnfz2Y6NuDlcYDvnJeu1OuomPCrF75yofyZ18mPfKE2p95+epXr7RwlgU/YUrzwc06a1pcnVkejsrLm+V7OMufvrIJm5/56taG/Pp0vbrB+9LIXCsvz92q1AAaXEzvO0JWmgks5G1TbLPaNoGRtqVxWC4EJy5fg8LwqAe/EIxHqzpilXeWFh4w8EvXyerKh0+aD7cyIQUhLK/66vHFY9JMx4MERBlG9ZlUaaF2ggleXW1GZ2m01J48NFd30s5XLgSjTF3tySuUHw188douLr9+ictTJq19ZaXFa7t+6e9M8+D46oOZaWF8Cl48Lz3rTV9/g4uu2e70tSM+cc92hfDqmzScfDDHaIRb2fRwkDu8BCdvhtUL3xrmpZt3pSc/yssru6hf65eXj6f5aNKH+gVm4lI283h5nFB+fBVf+SFeXWG+tBDMrCMsXzoahM6SjYN0cLlt+8lVmaLy5b13T6wPWx3bEgfNzpZso1gUHsHawthaOVtiTZj8Qs8unC+pq464Oiwer/t9AypPO+qrx4s7q7JlglOoXaH66sjXIXksFOVCB+va45UJ5fHSNHteWn5pcd+gijuA5IOR7yJAm9OHm6WGV74sAMurr8y2kAUFRjlLTvms71zLbSUYJjUYaSEaWE3SLDW+7Serz9s+B/9C8MYLjIN/uFhm0m46ec9DWITq9BNDYN0Ie6QMJ4sSjDbV0Tc45Pum1wUD3Ly+KddPONQpXZ+l82SGF1eXt3WfuPAu2DUMJh+OiSc+y0MDfIVwkDMyKY0/YPXXOz7bdX3gweqHvrOqlbuRjp8sdbzDQ1Yu/oFTxxiBgUdcO8aGxz/pvDporxyPKxMvH528vOknLh4MfPqPFvjB4YE43/iBi29gwJcPj7S2hfghr34JyR2+6Lu4ML64QBNPxsgc+cIrfOTly6vcO0l1xB2XVM7D44xZPTB0gR1NeovP3arUhLytDSXRVoY2ZD21OlmppMVZWrYrQpZWZdPq4pXDGxzPOptenjOoysJdnnSwfcDNw2sbVZ28smDBwAVu4kWbMmE4glcuz3MKg+phsLhyD1yDcwngbAq8raOnHTwY+UL5to22i8qkbUE9pAUjjd8GiRcH73zM8xBnbD4r85bNlxricIF1y+nxrbJoVE/aA2fwtqAeCoOVB5/Q1pO31eV95E+wXFwQSkqQQIGXT6iUCRNanqDqB2H0bIYwCuWDI/h5W24Cy8OJPttjOPUDfiF6neuhHV36LI1ufePR7gwTHvD4iA58wBs8VMfCYZyUy8c7/Ofx1ziI4480uOI8fI2lM1GXPOIzhEM7aBeqbxx4eejgpSecfvETpvJZV3hRrz6/h0s6GsIrNMbGS5wsCNFl/IyJcSKX4IV4byEDg//GtrGCX318Nl7JFlkCpx1xSpCsUJbwwKusRYsMUaDmH2VmMWfUMGQocDB0FJ8e4/7HmRpvInseYPCnKSjO1BOGYCKasDwTkZfHZ47mJ+yEKS2c8DNfJ+Rx0pVNL4/yonzFvcMinCxRgpkCDj58cJcWclZwCiw6hJWXR4nX3/jUlpKiCV6akta+dLSv+GpHyMHZdrw2hNpsYCsTV66s/ivj6l+08rUnzgUrLzrB8+HNg5FXG7x4W2kw8sS1LX9td3qLZ+1JqyMsXV04o6F0cNNNXMW56uJP+UJw4ZJ2fMJJB8sHI+RK8+ESTlyzrjD4/B7MDPf8iiM8laEh+nhljZd4dTj58iYM/uu3sLEhE9I8p422grx25PHqKssoMv7Kg4VDXriEtTf7UF54LVgsbjiUgc1tSq2OIdjktd200oSgzgvL4yGaPtiZnnnCcHCl9+pWxoeHryy4mZ+fdWOyeIySN3Hx5QvzwdgyUpDlTXhK0ipmNbGCsFYMOjg8AzMneHQIwz+9PLBgWAy2RgSiAQUTzY3brMuzOI2fVTFlC+eEnXX20uGKztpklVgcUk6VqbOGE19tz7JZXjwvjWZh7UxYefn6xmpiHbCqyHHwQjCzTnh4ZepZ7GY5niuDz/iXLwxn6Zkv5NFUWPksK0882AknbsK2sJA1/UqO+erNOuXP/pcGU9yuhXJgwLBkxfUpDyYPT/jrNzzJ14TLS0efdDSGu7gyCz1rOQWlHM+NafIvP3hGiuOZFnpeW9z/sNQ0wlJzVsbsDjhirufB1bHZ6eoX1o6w+J3dU1a2m5MX4oTNWYXHyr5LdbPYT3QbBP2byqj68YdiMIileXEwypxt+NJAXjDCiY+ffG8SOK/0hYH24ap8TgjtlC9dGD64WCrBgLdVoOQJofz6KR5fyhfOdHmzvZlXOrrASHMTRn5thUdoO0LQPVmxPZGnHtjq8uHn8cbEIPN4PdsRp8R9EeIsjKvt+gOudvLS9au28HHSHA5lyQAvzpdvm26bJm4r5tkOWYzn0SBeGN68tDaVa5dHD9n1pMi33vpoC1hfhHNcJ721Iy/Y4tzanvx8+Nc8cuUdp76VZ6vpDJ+szXriFLFjMoo++tDLXZlS42t4zYe7MvHa2oO9M3p7eXyJXn0hZFY2b8BcgDgrs9qbTCwZK6p+dn7nvMFTC7DOg+ByhuA8wuGsMyFCANb5ATwuKBxoy2cBGngrl7pokC+0jXYW4fCWtWEV89WBSa6ckPHOrpxBsf4oXngIkYnLKjTBnbVoy6rJ4tMv5yfOPuB2YeB8RJkQPn3Fl/hDqTp7IUPOY2y/tQ9n508mlXxWrlBfCK9yVibrqPYTdDwXx9+sYXjQhfe+a2Wd6h9+axO8sZuKolBdtOCLn79yyaAOPsAPBh5PnJwNGU/l8tFbWp+FaFamH8ZR2/qgLLjkpzSFmjWiTXjRhQ/KXLyZ3OCdMbmokF/b4KNHv8IrzckT71M61hkY+WTPmZnLOQf98IJFD5nSBjj0CqW1pW/K5aFbH3kKRhl+w4WPyWn0yUcDGHKjz2D0M72TZeYBuh0QGPPIOIfTeFtcpeNp7kotNSHCYxovX4f2YO8qnmIxEOhuoAmJx7BuZZUZbOUYbzAIIIabKA5U3br57MlnVCwoE9dE8jNNPoT3cTzF5pMnXyF4VqMcHviUe8hrbNCkLYNPQbLK/PGHOtpwCOtjd4e1jYHJ6Q9cvJnz5yLaILysSz/p1K1xP9Mkj9B7BGw196clJhcriAJ1U+2zKl83UCaEOrocOlv9KVYf4bMuTAJv6vS3LyuEHg+zkMibm3G8QJ8HxD4fE6LR9oiA93G/PlNGvsTQJ+35UQELBP6yOtyQea/n0TOrN5lEp0mC7gc96EHbN7b+acuBNj54fKyOuHr4T0E19mgFoy9u+ilu/PIQW9t9Y+vbYI+nKVrnP8YHP/DN5G/hUk/f0cT6sFD6YQPW/xM8wRNsn7fJB8NiFKccKHzjY7GzYOILnq1bbwf36MQnj77VcwOPr/iD5xYX1g+e+cwOX40pHOYz+bbgkU/0kWMLHLnTB3LjXSQ+KJdnMSQz6umbucA6RCP+aB8Oc8b4kQUyLw/N6DCObmDRjX+sVXLPoCCDFhDjaWxyV2qppZE5q2/7f7gTCHCXxXtHe0KUoHBCt3iUBGHgwGE2ASfILBW8NHFNSAqCYPve0gCxJigPgmOLYbIaaM9dKEMDSYGYJEKTQJuECe/w2UQzMSkyVhCh8oUAHISdskWXlY6wmsDgCIYJKSQolBCla7Kx2Gx3TBCCSZkZS3Ra1cFoh3ATVAr72rVrmxWgLbwhyITTaqqf/tWL9Wfy4A+rhxCb7D6ol2+y+ls5yk65XypRrs8UjImLbyYAq0KePvLGBhzFb3JpHw/wjuI24fGXDOIbS0h/KUY0GxeTk1LXhv5SOJQKnOIt1HhpbNCnfxSY3/VjtbJmWXUmNv7gP3otAve97323BVD/LQSe88BvcrLMjRs6KATKxTiwoLRj4SIjYNQnU3C7wMJbP39vB0AROP5AR3NNn9GApxQ0Bam9FhsKxFhbMCwu+GZxNX4WXrIGF32A5/pAttFusbcYUFLGhIx7emHH0KKAN8be+KDNIo0OcJSW9oyzMnJnrChUobFEl9ACTYmZMwwKyk77xkU/0Zm7UqXGgTe5TXa4aHhMgX/iQszcD9+ZPQGkVPSDMzGYvs4hrHqUUArd5CR8JjyBpUgMkL8PM5H9mzmlgMeEER+8ATKpCBKBMnHAEGqKxbMJfISbhYUOnjLyPSjlaqKwcODVvndKDTiFxNpSH26T3sQjxCa2PhAq9U0quNBiFWe96Jc+ElyTlTB6fwU/AQWbJSOPZYM/2iLYrAT9oWT0A22UI+E0AU1M55YmnIlJiegn5ePtIB7iD9pMKjyxcFC4aAdHuVMK2map6q8nKejBR19m4AUaKQQ8MlHwBs9s1VmWaKS0wGtH2yzC5gKZpQwsdMaAMvGTUZQry4z1EX0mqzlgksNNUbFaWEzKKXPbLrSqS7lQ3tqBG136RPaME0uNgsBPNFEs3pfhJUWoXxY98tLY4w2Fqy4ZpCQtZpSaBYViRnNWsC20saQ8bM3hQI920OzIBIw2LQz6QFfgC4WLXouzX8+mpFq8nI25gKQXyIz+gDE2XlsItWVRE9e+MSCX+MkCb8eCp+g2b8hmNOZuVWoKeB2y8ju3KO8i3iAIISc40uImA+E1CBiPySY8T/k1gFPpIVReOCbhhQYNDpNEJzHUim1grbRWJ2lmuna1pe4pnlLTlnbzVg3mcjc2BIDQsqooMZOFdWSbQvi8wzLItkgmDcVhtSIMJiwFYyDx38RmMZj8VmW4DCKhI3z13+QnaKwhwkBpWRFNEuMHDg9tPVlmFIBJhSZCZhVlRVhhWZAUkNXPNoESokQoJjSpSy5MNLRbxfEdnfNsA+8pAgodzfpOYZlM+m38rezi+o4OPIOHoLOsCK9tii0r5YYPJooVnFLj4SD0xhW/WEgUE+ViAqYUTTiLD3yNJ0VNqVEWtkgmKP5lQeEDxS8PLfCQQTJKlvSFcsEbPKII9ZGlx3KjLMmAsUYTSwNOstiip6zH5jxZsQ1FrzEz5vgIH7liUVPWvEUAXdrDR33Gf9aYcaZ0jD2atYdGCoAyVccYoslcwSu81weKjyxrE370okUeRYpevLC4aROP5ZkbeEWGyY5Fz3iRO8cH8FJclK1xM+bao2TxhzI3f/XZQp9swk0uyYexVsdCjibyR6miMd2R21VqCEhLq1DZRX11CJwtC01LYzvncdBJYJi9GIRAAyJEGI+JBsTEXfPAwa2OiaZTVjtM1GECyuIgoISH0JrkBG3SeBlv0poA4tFJSHwgjtkmmYlDuZhcBhdN/gxGaGCs7m5J0cT6YN1QAISY0OE5uk0Oq7oVyZbDgFrpCZC+EXA08Ca7H5IkBAaYF2e1oBG96JbnxyvRTEkSamOgHeOtHasmITIJ4KE8+zDeFgHN2heyTCg/tBHuFL5xt/qrZ4uDDjBWWZaBvoJlGWhLv1gWJqoJbIyMFyE3QS2EYC0IJjWrjiWLNsKPHmV4Y8KijfKA2+SmWCliOPAafWTKpLQY6Jt66DQZbZnU0QeWKCWrn425UL7xwjc4yTWrjSIgJ9pnbVksyB0lafFjocjDc7zXvsWENWkcjZExwAt0kSV8UAf/KDLyjgf+GBoNFlRyQ0Gh2zyzGFG26KUk0GCbylrSV/MRb+BlbOA7BcxSpFjxl+xZHPHLnIMH/8k1Jcii1i4aLJJ0hT6SL1tl+PHJeJNpvxKjnxYlCzgZxlvjRtYsEp1nUp7gKFVplpoxZgDgDXp4iws+ZZGiNXelSg0s36QzoQgtoaLMxA2ozhMCSg3DaHSrBmLhsYKjQ4ho+SZDeGM2pdnEMKgGirBgvolLIJ31EFor60rvRb3VrYkrrW3tETT/Nu2gmWAYRIN/y3//OzuBpzAIk9ULHc4UKI6Ez4rDZJfnl2ut4FkdJg2lSSGw0qxmWbeUOiUO1g9COlg2gShYg41OcLYL2nfuZdLijfMIB8UUKDzopmT98i2BhYNyoai1bbIQUhYFGvSXN0FNFvxo0sOLJ/qhz1molLux1md90hYYNBNo42W8reYsBxabiUUp4j1l7PyGcrbam1yUgN+QE5qQ+oMesuYfv1k++mMit0DiizYoZsrh3ve+9za+5AMe9fDKxKawwapX/0xGk85iqi94Aw9PgVBEzs/wQD/xzf9uOCLAf3wgO9J+1UVbcJDjx3/8x99+hdhCRXbhMK7owAeWK0XIOLCF1L75pI45AJbyZACgFT9t0eGjOMimxQas+UU2HDFQoBYIcHYLFB0F2jwjI3ju3/zJNLrIrCMMNFBS5IFiNCdYYOhwlqyfZMvOifyrz+JCM4Vm0YGPLKGfAqfsyAWeUIjwknOLlfHTN0qNXCXnaM1dmVLTkDABsDUxGDQznISKcJrkBsJKbDBtTwwSIbLy2FJRgoTDAFiVMR4z7MmnxWSCmbCUmTyMgNOAYLY2eUyEN1ov603UblnqH7w9QTBgBMjgm4yUhFB/5ek/uk0ESkk9AgqHcpNdfdsoWzbbZjDasZWwelJw4Gs/YVOunjbhIUjaQSseUSqUB753eaEufBYSOE0CvHf2oi145MFFcQrRpz/opxTxXJtoaCEDQ2myhLSLNuX6ri0w2jY+BNLqjVa8wC949Ft76FIPf9VDHyHXLn7qB4uKQrQwoJnlEY/tBJzd4I2+xDMhOtFHBm3TtYNOfaUs4ESTydoiAgee6hP4cOEjxUfZ4I+xg5uViWaKjUKy/QWnHC506Y960c3qAaNd/SHfaGHBxhP9RrNyfNE+K49Cp6Qaj+hDh3YsUuqBp3D0xZigVahNFieDAx6488YArywY+sJCI0tkFR68Qrc+GlPWGoOF1z9w9ZmypkTB44+xs9CTGYYOWrSln/hpYasOGcEDNOmDfP3U3zx3ZUoNA3kNSrM8rPI6lUATECud1cqqb/VgTjtspaUNjJWLsGKMFZGCwwyrL3ga2sDxBMaKQYGZDLagfgiRyWuCgsEEq4F2Vpov6m1r4NeHmCeuv8oTIHnibasnT5oUaJIHR/X5BkueSReuBg0MHPzMA6//4Ys2+KTdThL6PZpqV1pYP4ScsPLg4S+v9uMzmbEaE3Jl6lSPE8KpD9FZG/qgXBmcPJgVlqvtFI72lZdfvTVfWD8nTmW1LV9cfvAzL1hlnHiLCD9xUkasRbIcrkmTNA9W2/VnerjAkwl1axNNytWRDj584rUlhKc+RyOYYPUh3sNRmXyWLCODNcUSo/zBhEdYe3CoJ2/SUhhvhHlpsPpSmp/8gHfSRUkzNkrz+sdd+ZlaTCPcTF8aV8PyrHCUlL0yE5OyQChlZi8tz7Ysq8BZQTC0ORO0s7GUmM5hhDYw30rCrKc4YwZarHgrrRf1TOJVeCpDW8IiHS1rmgvWBJanbA5UAiF/1i9UF2yeECkrrc7Epw4rkmUUzsqE5fHhrp+1D58wfLURDmlOmfF1lCDOKw8G/uqFW7gXD7c64uqFr/Jwlc8Ja1vZrC+EX7z8aJtty+NTspXBqW7x4ORx8oxf/VTG+rF7YOmkYMCFMx9NlYurXzuzveDEhbWHVnCzXxNGPDzSfP2Tx0mvuNDNquqc2LmWOslw8PLUib7qF+dnvhAOPhzxXFk8CV66/gjJmSMaZXx94naVmkNt5m7AkFR+Iw8WIbS6c462WUIWmJWLmWqfnZnqUJAysxVlIqtPCdla2uroLMuOckpJMqspQuY0eJ0lVBQi89gWV57zC+cF4PbovYh3iMzcn3kxV6h/hfLA6q88tDUw1WnVkZ4w9SO8+dlueHjwYPVZOOs1yNUBq01hOKQpsYmvsDhPsFnbCZ164VK+0itdGxMPX91JgzG3WIGN1vrDg2nVrt4sL10bYFZf2R4OcW2Ia3uvX/LAlK5s4oj+mVed8upbsMpmyDd21Zl1lZOf8sDJlyecdJQGJ12d6k261J9p8bzxJ9MMieCChVd8tseLhyuY6kQzP/vCBzNxhFcIlzqUmguWYOXnrkypgeGEFBWlxVJzRkOZuYGh6Skme3fnbdqyf/bEwOG27SXT1rmJLaltpH22w1ZKkoKrA/baDuelnXNQkCwFK4kDbvt4A+GWTH+yak7x9u4GVFx7/OQJHrVl1I6+OgNQllA7A0CbvAayEB8o6/A3mNIN5PTKtClunFi61Q+n8mCk+XCjkZJgBTtTkR+ckEc3WP2C2+WBsZoTO9kQrw0eDRNfbYorM44WGfXsCCxOFq1go7s2wiUuT1q8stK1t+dnuTg6OGk48yuOWSfaokVYeXXzyme+upXJw4/ypGe5utNP3OWpz4uv/J5h4yU9/UoPDw98Fpl54RCcetLVnbTVH3mVrfWKoykahHzw4sK29GDoEzJIFhkpdh+MGrfMsz2eu3JLDRG8MzBnahSV8zKWE2VG+VASlJKJRZm5CncIyMR1a2hbyeSlGD2DcGvj4DerAj2sJ08NtKXMf1yyAllp6oJzOK5tVp/0Hr0X8ZSGA17txovowGhbZUoPLZiuTW3LN4DodqZHOUsbJApYXWn4KXJCRDiUgVG2x3vtqMt7H8QSJQTSLEQ4wFVX2LigBa0UlAsaCw4LjCXWJNEu2smAhaEbXMqIwFswtAMfmuujNPlRr3Ltww8PGONMQcKhnltM75hskfEUPvSpj+7Z//qhHh7p88xrDIKfXjnc8IqD0544PNUT4gNehpdPfpro4RDKi47iYPDYUY5JWL3qCrUjLlS3vgpnv8CKz/YmHXjocF+dCS8Nbs4bXrx2aj9a1COP5u/sSziLK5s0zXZnXBjema6+dONTHR7Ndm8uE3g34qwzz0Vc+lFqjAd0T4XGXalSQxSPYF6DVuQmL2KFwcI964GLieB0rMkQDUKeUvQMoLbgUk+ZdgyyQ03afNY/xVO66BCPNn0zwZ37PeETPuF260oREAbPDlx4eLZgAMA4S3TGwlozMK7PndWx6DwvYNVSxpS1m16K3c1Q/JqeNWsBcMboCQIhNF6sUtffLgbiqX43hlY7MBSUG1GHv5SLYwLv5ywweNmrdYsKaw4+N8huLPtWUJsUi3MNfQTndgwfLGTOTSlKtFp8yJTtghs9TyzImcmon/rs3MktHeubNe9ypxvR6fHd5YezU5dEFAZrz0Lppr0z19WbGNrpJtyiQaFrk5K1OJA/cG4AwVHmFqnGwW0vC4aSdsvnNt7tvHqUsn4514VL3ylrT0r6MUV1LbD6ZZHTd5dhWdn6JzRWxk4dh+HGBa/JG5nBzx50Gz9vudzamvQu5rSBz3iqvrHUV3j1oxAv0WKO6K/xIMMu4NzEpnSSIXwmr/rorNACgS48ZGlnTKAbzyh1Cw1DRh0LN+NAGo+Ng77baekL+cE7NMFPRt2K6gsa8cx7OGOir3DqQ/Tl/pdSc71MOAxSjFap8mMejA6JG/TihRgUHmHw8vkGNCLFecxX1mCA5TDBOxlMqQw+kxJTvBkiMODlTZyX9SaowSutHXzydoeyMsFZlASKAvC2hsC6sCAslAhvUMBTIsq9PfP2xqdOLklMZFtnz1tMBgNZ32rbZKTQ4KFgfPBs4I2Z1UwZHBT55DnhYilTnt58UaSUAqVE6NXxfskkQQsYdPAUFVpMTkcIFgvHBwSLApY2FiYfZUNZEj5HB9L6bhJ2dkoY4ZOPHm/NKFLK0Fs9bw3xBD/xurEVmiho1XcPrCkX/aLg4bF6g+PJjXqUDj6z+FnzJot+erVurJ7qqZ5qaw+9xsDjYW+tjK8FyWSnpFhdFlLjiG7KxNs59RyXeKvmQbY8z5G8e/NmDW2sd4scGi0AeOZIxRGLh6XJebRT+i0QeIw/3nV50E3WvH2jjNF4n/vcZ6PHOILFG/Qot4Ba+MiheZAckY1kgqXvfRocFIixpdySH968NPbo1Qc0UF4WE3NN/8gApUV2jDXaLOLyvdHDSzKkzBjKs3BYGCzGPLyUnXdvvgUmN+ax5zkUunljflOMFODUT+Lc/1JqLCvEWLHqUGW31cNFyPjSE3/pmR88Ly9GGxBMZUHJA0uZilN0hIDiATvbPMWn1KJJG6wWg2XVoEAoBHmUACvS4BoQwuV7SZOZIjKY4h6mEp4ec6KXMjBJCZQxaCXi678BpxSzPLRLYAmziWsVN3nxJ2XOUziEiVJgzdimm1zaJNjqmXwE18SFX58JD1rV07b+UArdTOMBC8TKbhWnKCk0k8mkomxZzZQCC8LEcxSBD5SD22v4wFIGbrl79W58o1//KXQ8w0ervrosT3Rb2cXhqQ5FYWtJGZjo6EcfRcGyMZEpZvSYYKxJC43+sADjkzHWP8rWeKFXHRPS4mPiosmEZalTdhSVcdBHcmGSsmbAsoqNuTHRT4uSsUpOjR0rjyUIz4Me9KDN4gKrXc+VWNHGLTli5VAK6GOVkTn1XMpR1M6tMzbiD2VCsVrYyCy6yQF5SuZ48s5KpdDwkkGhb+RJSOGYI+ijzNHBKrfDoSiFtovaQS/5Z93hnfGgEFnnjpHg0y8KDbxxNiZki+yw8NBGlii5qdRyN12pCRFSWhzjyo+R1eFbYQjpzJNe85rIlQut1CvOy3jMIxDoi4kG3hkZ/FZqk4b1QalRtExqisYqbyU0iAabopJHSA0UGEJvoCkTCtIYEFQKDn5to8OkNsAmOzjwFAsBN+C2boSakKExD4dVv1foVjjwBAxNJrNJYCJ5AU5o1SPM6KLA0G1iEF5ba2mTk6LAW5OZQBJ6KzmeKbf9JIRw4QEcFB3FrD8mE8GXT6HKg5PFuZ51oR3PWVGsHkqcskBzIYWov+qgi0Ky+usnBUWRmTTqmnhwUjBoYjlSXtVnKeKLNAVAeeKZ1/AWA5PS2Bp344JeE5ilYkLqA1mgzFgzrC9K21kmBUmRsq4tvskyvhtfPESPdtCN39q20Lh8s3CgicVNuVJ+4CkfCjlrSshTBvjRXEcXpYcvaBNHrzE0duhoPgq9O9UmK8lRhwXbMQueWFgpdYuK/lDGxgufyZm2zEEKk3WsLZYqLw9edNte4yfFTdlqy2KKnxYw8D0MprjxGJ36g8bcTVVqiIGPIDWAPAZUVlxoMgRXWt2ELqYrC85kl1cZ2M4sTvWEFi5xeLVFwKzCVlVKwQSmZGw/0UNx2B5ZaWznWFVgWCzqEGSmvoloK0QZGiR1KTurHrqltasfzkgIoME2QZjiFBgBYHHAy0++RS+lazI4BzG+VkbCToGgCT0mhq2K8xB4nAGiw0pvwhBsClw9FoBJrX9otGrbiqARrFXXZCSE2jcZKTxCTEhZVurZ0rVlptxNAPRRBLMPyYA8q74JRVGbuARfu2RXOXg8UweP0Vnf4RcaP6s9RcTaZIFSrvBox3jrI8tP3GIhbtIZH2ODbzx68UieSc76QJs+okMd469dixl4vDWJtUeRg+PRjw/42Q9tUnLkioIl/yw7E5xSY92CoUDIGT5bSPCesuuFP3mJl7zdgLE1fhS/8zILApmlzMGSueSewqKs8MuuwuJAIbLMtKcNiobCZrHis7E1D9Bs50KZWTjJmXEhSxZidOMjWowFg8GcgoOCFSdbFg6yjSZtyZvzMnfTLTWMongIgMGUlxCJG9RgdMBgpOl1kKApB4fB8sXVBQ+WlxdO8MI9mi7inZlpB52YB68BMgkIL0EmECazla5PSTCedcS6IQiUAQvMKscCMii+ezOhCLFtEeFxEE8wEiq08yaALYJBNykpNQIpj2CwdLRNyOsvmk0mwkp5WDkpBFYTZagPhJWwmQSEEm6KhwJiAdkmsSzQTZAJnklqVTY+aMQDB8z6QfgoXjhMYkJpATC5KRJw+GTypyTUgctEZ3k6dE6JFRoHvKJg9N2KTgmj36RWrq/oqe8mjomPZ+ApSwrO+JB15dFgfMCgizLQF55Vh38mIp6BZ/ngpQnqDM54Ua54y/qEy8Kh3EJkK6sPJrntK3rxRTvoRSuawbAg+405CwEZMk5oBKv/+NBFBMXCmqbsyCmlxPph3eG//lBiky+UiDbgYO1bVPEPX+wymjfgWX5Z9OYfq1odcic0L51lkgl9cx5vbpN1PMIb/bawUszkTD3baDKkf+imd8g/hal/+MkQYP2ab/oSr8yn0sl6blepmRh1rPxTPRx5ihJTTBZCqTPyDSxLgUa3wvsUCsFWP4ywQupEpqvtEcYRULisZFYoExUT0G9yaF+nO/RcacvPfs54aYONtiwAnpASLlYcnlGwBonlYwXVPuVqMumfQVZu9bYFMemtXiaHrZtVWX8JWdvLaEG7uBA8QSCweELwKAoTWx4rJmFUJ5pNEFss/DfpCLWtlm0gPjLv0Wi11IZxYP3pD2UjzZKknFgZ2qEctMWZWCaPMaBoKRfjbbuobeMlNBZtKShZuMCb/Ca0CaRN8jD5re94TW4ob7Rrw+RgcVC4cKBHPX3n9Uk9E9HEzXIxEcmGODlUz8SknPHEmBoXSowSVtYYU8jyTTaKjuIzniwWk1Hclta2DE9Y0/VB/8GQY+NFBvQbLS2Y+m7yUzrGDM1kEG/AsuTwjLKw2FAGFkj19JnBYM5YHCy6FDf5hZsHg3f4QokZC7iMO14Eix40G3PHJPoNXzsUPMEHc47SIh/GmHHBoVMf1LPokxFxdNnVkFuLO3rRQ/bJNAtPexS6RcZ8wS9j3riCo0TRibdozd2q1BIg1gClYGAChkT8sj4CihM6N4IGwpkIITNhrPwUmUlg5cEYb9x0TOjGxwR4vMd7vO08gzBYPZ1JwEexGTjMIkhWKUysfYJtcFb68tHYoM88wm7iwCGvcvnyDGD52rDiKGOlWXUMun4py5IkNOoQUIMJjzp4boDFtRHNYKPHpLDgUEoUn7wsXxNEHbDGrbHjTUj4taV9batrIlRPGo1ZpWDE9U289uAFh87ww1m/wIAHgy5x+OBSLt+5TDIGDw8vuOiT1nb9kK8OnkkrkwcXvsir/dWbhLN9cfnq65c2xNFbGgzeSCurTbw3juLoRk+04DM47aFVXnyqH+DDiwb5M4TLPDQntIUOdeJR8c7XLAzgaoc3ri488AYN8EYD/NLqOB6w9QSDXv0yBjw4bdsiWnC15aikuUDxU+QtMOTcOKinHC6KCwz86qHJ3ACrvOMJvHDsgSb9ZqkzDNBkTCwe4OMRpXbDM7WAr1qp6SCCMYk1QTn5QJ0GFrfCWJXAWNVpdis1hadztLXbEVrcKo0pNLTVxWBSbkxvipGJrvO2XxhQ+2gpXD2Y+ohGeaV5g2G1NRGkla+4JjxPuChmtLN8DNosD0fxWVY+WsK74g+GD9fMAx9t4Q9ffeTDW/0Jv+Lgy5v9qV7x8mtHfJYXh2PCT9jisywP75oHT7hm/vTBiE+85c38ia9+rHX50sHOvPInzJoOTl75hdrFoxTV2u8JIww/P9PFq1t8+nBXNmEoXwrNllE+P3EGP9vUTmn0R3M++ZntBq+8dGWrrPDmlV1H8GQzd7sqNY3RznDSwA6DaWlxZrUVwL6cGU9p2H9TWBQVpUBT21/bKjDxbQesKiw9Vp/V0D6fOe+q/Nq1a4fHeqzH2rZAdT5a9iYpX9+1b5VtEKorzTJMqenTLI+Z0gaiAeMpxOCFDVT1oqk8vsGtfvhqZ627l1ebq9cH+Hnp4MI9aavOmlZXWhivuHAHwwmbdOEW1p/qioOTXn1w1asuh/7qyVN2rO/K93BFc3X5yqrDly8ubFzU5cqrvXDBH47K+PLUC8+Mr/yY7fNceVM2qy8eLC+90swpk6dMPH6Ar445XD9y6hj/4MTDEX4ws+3ZPq8s+HDXfn0SSq91HUHZ8oZfXu52V2oxxXmA/TvripnpUJzyciVt62hFcFjskNMenTXHhLZ9owhZacxf5zw+iWLysuR8VuUAVXsUnitw28VoqNP1b88HY2AwVX/rM/opXWXywjVhuJlWDk+41JVXPTiE0pOGyrQpDLdwCpV0sAlBnlOWl6cenKzhma9u7chbcZWvPg+WK67M9iQcPEWsv1ztVE4ObJmUS3PC4IqHW1pbQnk8V17lYPl4VNn0nBAcJ1zrcsEIlXPhFE4fDrzlxVe46JYfLr66vLLqywcvbkKLx6/owuPGqvrBCGsPfO2Az0dv6eBWBTLLLPjywciv3foUHIeG6FA2fU5Z4aRl9kVZdIiHT57tJ2Onfk7cu0rNdpBSC1io7LJeXYSIexzIwnITaLtoa2ab6dc+nYk5gPTWxQG8Q0FnbW5z3Oo5H3N+Zg/t8PGWW27Ztq+2qH1Swzt8VNcevnZv5PWt/u3F237GVHmF08889Wt/CsZM10bhhNemMwfKmjUazFpv5vNwRMeM82AtEnhKQLXDr7j5aCmv8rx6rG3v7Sh8Zx7ORoyPQ3wLEvkhdBYYlz6E0KLk5tDhfHzQVjK25yctpYvLNyEscJ1lzbIZV6+6YF104POUUWG0zHbCUTx4bfPq4IfFd1UqheGt3xNP+ZMWiz8ZJ8uOZVw+sUwc5Pf8wq20MTCmzrrsWCz04Qi3NPzqgs0K4oNJWZE749gCKE8f4Qh++vIrqx/C0uEpLr860ap9lzB9ycSHe7ZR2na47SevTZ7blFoZKhBGtz3CGpRf5ct4A4wh4m40KC43dxQTphkAaWdr3uFguINNA2ZV10kHjRScGx5bTcJICVJyLD0rv1sVipiiNLmmYF3W6ytelMbsztQmc2tDe+h1QGrQHJi63XObCU7/TXIT2mRSR39YpARRHX01KVihBpX1Q7Bcerjlcj4odJ6ov3DwaAJbO3AJE0KT1gRQTxvaoyhZzc4dLSAUTGeeFKg89ElTgsx8eXA1lvpuonmqoBwuRwduetGtDyagZxBuAY2XGywTlYXuyQL60I0n8ZbXH+0ok8aXDsLRpByd0UOGLGTalAZnYcYz8OD0z7jw8vBZHcpYX9DA1y4YoXpoIA9oLB+cfOnyHJVQ8PhcHbwKtjT48oTVVwZGGv/tlvDYrbQ54vbWMxGfdTmGwVu7GPmMBLsfN7duMMMZjfilfx3h6LPy4NDRuJIP7elvMMHx8OijOujFI3WV4bmycNbvcMhTVlvKwSszfxgpPeWJdqE6ybo070bYEVX4hLn/pdQIBCZlqVVBeFkf80wOVpiJ7sYkAdFJK4PymCWcDBBKg+GlCa4VrAmuPKHnY8QeTTfy6uFFabS6uo4eXhtodVjpitr3iiauQfVkg0XqcaT+mkDer3kkarXVXxcmbmgpBQqBIFEKzhd7rmCr7ttBeOFk4eBhTxFMVsqGBYxn6EQPBYrvPDwWKOeSLCXtExoKxkWLM043xmiiFPRTHsvKJLVIoMlzCYpFu3hiHAggS8EE9LTFwqROSslRgqcRbmopUROL4OIXvOgD53mAowe4TUzKXl+0gzdoUseTBkqoN0/4qhx/fL7DCqG0nX/iEwWDFsIPnhXPkxuhHxTw1EIf8JZCcC5r7NFiLCkAkxad+GcBU8brN0vBuGnbWFhwLSDGxEJoV4JX4PukC33mmAstuwy0NR/IlnGlzBgA3cSCtzih09svTzEoNDjwlyFgLtjV6Fuyr11Kn8HQFxOeCxkPMkeW1Aenj+TIhZwnPvrHyMAfY49GuMiivuE9XpkHcKLZWNl9mYvKHSvhv7jxIndCuLTFGHCGjrf6gB6ySIbVIw/kRN/Itn4rQyur2Nl5c1Ufcv9r+wkpTZ1Si0Gn+JiFOCs4IZOf4slLy09hlFd+6TlY0nAHJ44BlQtP8dpYlRolZPDCKzSQBIvVQVHoHzgDzrokQCaW1ZFgGBAwVmBbMoProaKJRFgJI0vHB9d9AweXwWSJyqPwKI/oMOm0QzCZ46zVrshNJoqFgiKIJqDzRorNuy5KjdB6QmML48yScgInTCnpG6uGwGX1oMN2n7ARVB+Eg6GkKSlWpUeoWWpNHBMlvhgr8tBZKQXcN5nRbwLjlz54rGpy4jF+4AM+Uq7oNA6UhomlP5SUMbI4uBWn3D0NgoNC064xwRsKE+3OcrWNVook3oJTnzIgaxZm/MFvbeKHXQQFpQ/6jXbPkdDqLRZcYOXbVrKwpD1qJQPJL+WXgo0WfLPToQQtPnjAatN/yoAs4KUxRQca4dJ/8ufNGiWpjxYNcmZc8IYCU1c7FgV0soDAUNgWPXEKxOKIBjgpbnOFPHis7T2phdyfs5BFvPQkSx3yZKfFkxMK2mLU20H4yDr6teMlg/HBB0rMttpCpR10kzsK0Y4vndC85f6HUuM0SOMbuICFp3iMxaxwNEh8jOSmEuFbqXll0nAI4RCnZMoPjpfmDWw4LuPVnfRog6BMmsCYvD66JRhWJIPsn4l6X+cCxOTyQp8CMEk9X/GrGpShQSKYJowJYlU22Q26lYuSs11i7RFoCsnXB4QB39BBQXnxT7FoR3t4ru8mIeEXh8eDWxYkS8ezGcrPakkQ9c9CZvLATdlRfBY4aYrFhIWbNUJhsRKUacdERbM+EUYrOyHVBwoPXeigKCht+PGYDBB6NFFS+olWfdNvSsiEMNFNUHzFQ0oOP1h8XvNbNAm5ckrRIkK5WAjwliJgQek/5agOq0N/LQzo9/NRaECn8SX/vjE1cSh+/SN75M5OhqJInuVph+VHYeIt3sH7/7V3rzuW9TS7hvkFArHfvCAQYiu1AIkD6OPhzDjNJX3ru6bW3XoqPapqVvUG3qWakpWMxHFsx3acjFHd2lwjCI7wyUdP/ExA4OhsQCarj97owXP0ObXM3hgZpMBNb/4FEOPpkaNbM7qhW7o2j+MofVoDwdXaszNrZH3Iwg782IhMHZ6rnbLVjrls02YMPz+0LjJ5wZWO/R8hdCywC+j4MKdNx7rThQxWgLJJoMG3xBxyCWxsDM+CmvW21rI99icLVNrsBUD6yfeB34OgBhwhELaoJgQmuAcyiAC9bbNo7ps4OCBMOJgDmKY0bQEcfeZQokWpBRptDMSzdkcBymxeOFdl9QVt5usZTcFB+/LgyNSOZAHpzG5o8SyENBwPnM13dgIHoxCUBCHOZzd2LGC0gprszM6JFmfgLHYx2QR6nJGjmt/Ccgb/ZA5DYRAdwTmsuxcpOr0wesFHhiAQ4IUTcNQyLOk+3Tki4hGu9WKonEMmpZ/BM0jyM0rGzrCtJ+N2fMEb3mVgeCYnvgQITsPpPeOLwXNGWQ8a2o3Hh4wBb47uMgQZA4d0ZKE/m4UsCS+yCrxwKDwyeMGBvNaQPmVsHJnOzWUMXdC//2bQelpfcgp4Ngzraz2zScFAkLOu6LIL2azsQhYhaxQMBGpt1g99NI2nc4GE7BxVMHSvaU3pu2wKbTj41sam6QUduqUfGb51FQAFAhuGU4J5fPLEnmRfaOGD7P3nwGya7ORgI+bX7zMrNK0dOvRH7wIeeWRusnY84Acum8WXzUQAKtN32jPeGsuQZaZKmwu50Jf9y+xtrjYK60xuNsLuyGO9ZLQFe7zaVPnC+qvS76Pjpx3FYltUz+DK+f322XjKCVfZQmICiPJlJ4xRdIcHB3BKShXRl4b60qmtUpuxFk8wli3Inpa2vh2rblHUTyALgGMso1ZPNgbFUO1idEXZHEpw4YicivMxHDiCgAVnEAKfDIsT90aY0zMuWR5j9Odg6MsGGYk2c7g7kpXgiRzuRX7961/fdjmOhD9AdpkHHuhacBNM3Cfhl/MyDlmmIIQvmZhg2wsAmRtZBGTHs9aWbmUDdMfwjOXAjJThyQjQ54QMHm+Cu/EFaHV6ZLxe+PjbTNkYmcgmSNGNQIquow2HErAEAvahj1PbRNCXmTF+AYJzoCe7EazxCpczKgVFTsFpunMiZ0EVH+zfhkFfgk22QTZ/DYM+HpSyJhkW3XhxQrfWnG7xZcNhf9ZBIEaTnZKJHwgQdEufZXXsTaZjvKCp30YkqAoENht60YdnwYOu6c6zo6kgLomgL9mWIMZO+V0vnqwFfDZNH2xOIMcfOyKbzErQlPAIVuwKz2zR5sl20EJb8MOHgMMnjSejNeqOTYbJL8iCro3AMdS8NlNZLhu0no6fxmqnU7rFr82BT6ln9/1eHdTCD9pFpMgUJvMwIeEtKGVjwjGJYTAsOBaIEAyHUQlqDNM4imX4aOMBLiiAAWPgWRTzi+wMlyIKXBYOLj6V2gpYK0OwQQ1wVPOr6zefI1j/Yi1jdF/297///bbjC1QuhDmFP7jGDz4ZniOrj4TtTJyMM9GXQMcp1BkC46Yj+hI47MICIdnj3Rj/MKEAoA2P+Ob4shvzmJve7c50wrAdx2RZ5jaWsQiknsnKyTmuORk6ntCmX4HLvHRIJs5CXjQEHU7h2ODoJQvkdHTuTTZd9cYXv7Ifc3J+xmoOAEeWoU9Q56Acx3HQs4xQQOEENknyySbI654Sj4Jza4O2bJBt0K1sBb4/uaNbx3rBhm2REQ/syVFSkPKcbchKrSEa5pbVqltLjsh/6FdbVwte+NCjjYKOutNjQ45R6JvbxkZu9sVmbYA2N75TP/6toQ1JIOA35BNQrCV/8bPx4FPgs2lYC8HVusqGPLMva2Mt8GENbXz0bl4bIR5kcM1nnOTE+gtcNlW2rN8mZu3wyAbxIpawRcdkQdwYf9poPfTxd/aCX8d/ehHkBHOBzPwyPzT5D12xHzHEGnsO+r06qEWoOiFlDpzRDukIxQEZgYiLKU5up6ZcuxZFWnSGak5K9iw6U5A0nyItqgjPiCmQcTMYOwYj9syQBUeCU4LU170AfhiUzMEzI5YOM/AruQL60G/B7VQWSHuy2qU4jEBByYyrt512ILLLAjwX4BmfZ7zgleN0PGDIdM94OQX6aDgGCPLmgsPp0DKejmQqeCuo6YMjENnN6NJGgzZHUYcvoKDdjsshOI05AKNxDKJ78kab/mWiaHgms6OejAUt+OY1vnsQdRfQMjpj8EqX1pQhp0OgHZ8yKUaLLt3ShQC5dOlRlitAm1efZ/ToUGZAn7JYwUmd/tmOsbIK2ZA2+km3MiJOKNC1GcYbua0HvZuPneEVD+ZDI174ELqyTbYtEFs3QZrD4oHOyEIn6AokxuEVPTaSbtiKjFAgkEWjjSd1gYCdZQfW2TrZXOldsILvjs0xED/owQV0yh/p3lWHAGSjZnf4wLOxMr8CobUD/MMYGaB1smbowGFbxjrtWG+6VZKB/+LLScSaWQfy0Y06/5F1C6ro0wuaAK/kpm86AHzW75OCmjLnp3QpqCAmtbQ4FEs5GLOgPg9gXHZaTAlmdn0GyMAcTwhkJ6JACyoA9a86oMmB7HSUiVfGhIYLacoU9SlAALSLMhjyeDbeAlksBsRwTrmC9EE2u0hBjUIzwgwyZ9CmbgzQn9I9mw9duEqQ04Bw9cNnGPVF0xzGuMeQbZhDWzjR90u+5opGdPziJd4bTy54GbA2pSO1XZl9hLv8GZdM6HEKu23HJDTgkY0dWNvk9tOHLjr416eeHJ7Rj2f4zQ/PHGV94SjRoiv9fq0FaHxyOq7Z/Niv9uYwbzIYr4wfc6NVCS+5oluf58aEp87eZcccWnugHySTUjs6+ZqgYK7mQF8/wCv8eNn2eISPrrI2/cmuLV7Q5w+yLbwmE1z96srGNj6c2jwnh/7GeEaztu0jn5Kv2/TwixZ84PdJQS0imHAUsSNxNBkWgSncMUQEtxNILaWfgpeMShYmY0BPKQAaI6uzSBQnHRfNjbULi/Qu5o23A2gvzbYDCJQyMm34sRNLq/1jjKXHHIoyk/mUS7l93SHoS+Envnb1ntEHjamszyJ5ztFOftSXRmPU8S87sAvWH46x6kr47ZjNvY4VboasXb++cPTrg4u+YyR92JH9dpz+eNAO8OhIqh49wGFc9pM/2ujkSOrxFz31nA+t5jA2PKWffvbTnPXFR/QqtcUDR+0lS7TD1Y+HZG6cEmivDozTn4w7v2c0ADz82og5bHjoVTdvc6rLQGVoNnHPIF6SF6j3HC8LtYW7c+uLjl845mYH/BR+OPGr9IwOqB80x8ql3S87SidK/cbAjVcnLXfA5gHalH4fBTWZj7O/VDbEGFkwQXXMSWnLsNyxCDqCk/QXrjsRqSXa0nrHRWkx2gyZEQlqzvLeDmlzjHFPAc/dkLQenrsT9wLeNglaMkDHJ2mwQCkoO3KiJcC5x+BAMgbHVW/hGFAyL+DnlJdM8OsDyd+ie26RWhB9nsPVplycaGhTtmjbdwJeLDQa0YffnEq8KPVtffHipTHK8JXgdGx1G5B6OMHZ5hmv1vLEiSYekiO568cHwEP6TydwVq7o5CBwwut5cdV7BvqNdZy2oXuOr5OWds/o4MFzc0SPzMtrtHbO9Lw0+Z2NGy+ekwdutJS1ye5Wv2DnjS+w87H9pddz+PhZOo1DI7Cxwak/HGNqV4dbe23KYss5tvHK7V8Q1MQHdTig32VQk0lRlucmVl/QjqA64fqQ1NnZxahA5NJcQHAsdRfjzs3lqOOiS1qX0jI4QUYgc/R0tFF3PPTdkaOiC18BiqLtTC7MHUtlAI5h6nYM93GOse7RBDK7ieOmow9j4RgCpwwOz8n8HLiDaWFqo3DjGV2K1a7Urj/DqB0eA1w64eqrNJc+tJWetYPuRdzH0KtMJx4A/OrNKQjVpw1f8ands8Cx8sQ7vGSPH/V4VadX9eVTHW8+5pVpo60NXWP11eZZ6Tna0UebfbiIhwPwkAwrLyN3DxiPSyvajW/ulcd4GyTbYzvuf93n6SM7fHdintXNGX3PyngBy0dyNyb+mztAR597zWxl+z2jET2/xjWPeT3v/CC5lWhHr77qxnZSI3ftyaVurDp6SrjRU0cjXGvoFMXn4KCpDQ6QrFg3etcORylwuc5SZ8N8mZ2i78Qg3hifTP1eHdT8TK7fHUb/tZnvktxruYT2nY/Apk0QE0y8LdPnZYK3Mo6FjqyOqY6msj2viQUq9xoEQbs3fF4XO0uj4y3Ku3fvbtkchTmqulx0zPRJAxrGMlTzyQ4di92VtKinXFfAMTMW8oIWsIXNyJT1K8NpLs/mBo3ZfqDes0XrGbiT9HmHN5QCd4YfbXOi5zletMdHvKKrTb2xGUx04i9coN+caJXFMbrtVzJcG403aYxPO1x9xoYb6Kvd3DmTOWTfsnxt+vCjPdzoulB2JIGHJnqB/vD0JZ8++Ors3omDQ9sIbY5enrhjI6NNtBdg8YCmsegC9NIPHLSV8WPe5Ue9MZ6BgOYkooxHoO8cjwe+6g2wQIxOOFvGn3rzRAOP0QSeHYPddaer7Mx8XoLwS33al/fok7k5XJXwSXySx7WRGADX1ZQTl7fFkhi49M+2+Sw/59ParIe7efOa/7MHtZRQXSSWJZkMo4T3MsAx1JmfkcgyXBwzEG8ItTMYu5957d7u5pzVBUB1fMj6ZFoEEL29cTLe3UNvEdGUuVAaZxKIHH0ZpXZvW7yxcscDJ4Wfcl2Bt0h4gw+MJbPvdmQRFqDMUAYl6MpKOZjjsiO3hSOjxXFklv1ZXMcdb3G8AUKXfsgv0HspQo/GuWs0x7/+9a9bpivIw6UH88ne8JODZVSMhP5kuubBk7pdEY4xMhJvw/Bm11T3hpohCqKc2M5In+jRNaM0l0zG2qJjPa03+fBAJkbpDay1konr5yxoWktytcm0HmS2Q8MXzGT++CYvWdG3HtaADEq2YmM0l2+fXEXI7shkl/dCgv7QwX+ObF5jBBA4nIZOBVKOjSZ9sSmy0wP7I781JrtndsAW0UXLs/Vjm3jUxj/Mz07MTVZ9dMFOrY+Ti2e6U7Jd66dEm+7oQWChP3ToxPUM206vHB4u+uaBRw98MJ3hyXo77pLLWmtDgw2QmUzo6jcef5IW3y7SI3r0RufWDY/NZx59eFPSs03hr3/9640e+zEOLbYj8bHeroyc7MQAiZEYgZY2ejWHOCO+5Meg3ycHNZOlJO0mCUd/z00MElg7hUYnBrV7pjSCM7xoaseT9uZV9wtXW3xr2+eU3tjoPgUCogWNNyA7dQyWVcpGZI2Cg7eytQlkXlxo9yc/DMXdoo9sLbTv2mSrHJ+hcG7tnNlbRh+mWjzZJeBgvjPiTD6RsOjaZagyXpkKw0rnNgK7n0zVZy/+mSd3jYzHPIzWpwvxbLcXMN1ZCsQMCn182zWNkUFwVv0cglOTXRu7kTXL2Dku4/ThJT5lyQK1N9cCjmsDfOEPXkHKmsuIvNETWOjK92COJ3ZqTuGbOk5NTmCNOYnrBzJ4UUUnPvI0lysRYziF7F/ApB/zcVLfeHE48ngJJZg5XSi/+eab20snOHQvsHkp5T8QJvef/vSn26dKcPoG0NrIPLRr43yuXXxz6NtGgTzbFDTI5K2nft8Tyha9cWc3+PXNlg+v8Y0/dK2XYC+LsfZORD6dMtYJxXze+As65qInGyybNSf7tZbmccdtna2bE4DAKwEQZPFlbv+GoWf0f/7zn9/mtK5OTnjEu42SXvMtGx27trnwS7px/eOqykawuAI1e7ehWyfJARxr2SZpLrT4MB5LBNDR3+9BUAOUYPAGNeUJiKQsTKkr6zeuABPeFf6OU1pobZXw0SK8Z6Vn7cBz83n2q23pAr/GRFf/FZgLwOHUO7+xgj/jYXiCgzes7vsYPydlbIxKlsfBBQW7kDtDxmQ8IxIwLY72jMuujS6H9zkMZ7bTOZ7DcxcpWDqGCi6yC85r3Qq+wFoKDu6KBFjBQR2ee0v8enkiQDBemaOXLPjL2eAIVHizqzJcdXzRg+wNz/oYH97ISj7BkvzeUAvUMgjBxniBVTYoGAnc1hvIuOhNn0AnUAsM+LCjM3TZqhc/8K0VI+8fCzAXw3dasBacVICRIcra8NkmaS3pgw5trr7t46wyOo5n3emZM9MNB8OvD6rJL5ALuuY2hsPTneCOT99L4l1wpnOBsxMLu2KT6UvAEbRsWDY5c5OFbtiHICUYFjwFb/YjgzPeZul0IuDCl7mTwZzmYg8CgX5rI9O3Fj58ttlYVzZirWWm6LENNtim0KbNVtTpLT34wFZpUzUX23AawYPMN5vEO/+A1/qxWXZEDmPoyhq5i7UZ042xNlU6ME7Gxt7Wj/s9CGp+GbNFhvgSMHGBRF3JcEpLMaqEo19f+MraMVo9Op4LLPU1PtjnpXm2KY1PqQu1Lw92LW3NDRgIZ7bTcz51C0PxdiSpvF2Vo0jfZSgcVQZgt2fAghXjt1C+2WK4sjGOyDkYFyNk2BZeOyOyPoKEzARt+jW3rEimg0/8W3iBlN7RZ6j45aiM2e7OgTi/AI0PxsuIzCeAckIBRXBk/Pgmg2yK3ByPftCTKdCDY6tjteCEJ87HWYDgL0jgQdaYI+DX+glWghbHd7SFIyOQraCLF234aI1kpPgXRGSejk8CmLfvgj2dyhQFcptN48hIJrqkI1kLnjmeTNl6CWZsVnAVuAQTOuMn+q0Tncs8ZXYFGvZirdAxVhZiLnpBDw8yQ4HBpgJfu2scay54yGTxYr3pmS5lMY6Ixgg6Pj8hp0wHjiBZtiuDki3lN9rQZhdkwJugbJz1Y7vmkE3ZQGXsjrESHGtisxVw2AkbYQc2VsFc8GPzraNMkGyOlXSr3UbDphzdPQO+wq7ZJ7+wXgI6Xcja+IikgS3gvW/48Mc2ycVvi19+zwa1Bj0HjKQdIdCOIcbAOKSUdgm7JXw4xqhjtDqlqBuvnVKi55kBwPMMT5ufMl7QAJSjLTjn2z5w8g9XNsVQetbHgBkyx7Zw3tByOI6FP/JyJAZh4TkiJ+D0jJmhcwiOZZyA4FghCFpAu5vMxjg41oVjMEgOTKecFC5jcYzVR654tPPKRKwB/gQKxmj3ZMR2QUHOXEBgZLzW3twMTdBloIxJYIHjCIWmNvyRSfYlkHBkd0dklaEIEoIGmfEpc0BPXTbB8AU1PNMbXZGNzJwHbY4KjwNwUnJY22QVCMgkgAtM1klwlJni0dq50xPEbUatLVpeJHFcdiI4cBbBAj4n6q8ABH7ZjI0EP9pkFmQtuDvaWVPyuUrgkOjQJz4EdBtAtsS56YeNkAMP7EdgQc+RW7AC1oGu3S+hL3jLPgVstmTjaxOlFzSsPz2aC+CVnlyN2CgEjzYufOKRLqy79ZOZWjf6FfDwIVCSnZ6tdcdAAY0tWktzOVmQAa51tV78RGyhLzzakAVJwP7wap0FT2vkGG8ToRfXIvRXXMKnY32y8eV+ny2oGQ/gF5kJaXeVMv/qV7+67T4CBCcmAEGNJaQf5i0uOsqCmWe4FlNbBt3upr/F069snB/c+DIm+vG+EK7FtEDmwjMetTeOwQsMHE8wKn2WhaDBYH7/+9/fdhvBiGHQBccT2AUIzoFvRsTY3XkJbgyS0TJC9xnScHP1jyFaXEbFaAQXAUUfuvjFI+BUHNdFsiwJ34Itp0XPPYk+RwlGybgcpeiZzIKmbJGjMyrzCTruc8jNIQVBd28ci6E5mjBoAV0wg8NxBFfPZEYPXwzW8bQ1s5bkdwTmvLI5Rzmy0jen4hg2xdbCWMERH+gLKj6w9iyDwLfMyVEFT40VWAQNmwE906tsmkMJYDIqAUCg5vB8QvChZ8FIAHDk4pgyRTLi3VqyHXPj2XGST5kPXXNlw4KJjMl4DgocoemW7DYgNmiM4CozEiwFdVkc2WT3juV0ih86ckQ2Ht/m8mP3gs8f/vCH21hz2jxk4Og59tORI6zNSHCxafNheOyR7skgE+bDAqN1owMbDl75Fv2aSyBkS9ZJH52gSRds1drSF575l/U3hn7pwuatz3w2N7bCt8zp+Myn1EG+7vfZglpGBtQZhewA4wwaE9JMRyBGDzDPmLrnoGgLLRBYRM8ULWDAFwAoxByEM16/AAIfDTuajIXzcByLSYGcX9rOmACeU9AJ+tGxoPSCFtzmZbSMm0FYFPOZQ+rM6IznWII4p2aUeBdQ7Eh0zCjgktGdhTbOK7AIauTSxog4jCOBRbXY5pP12snwwAAdqwrw8SpAkYHBMzLr4giCBn0JdLITRxzrBV8GhVcyW7M+ZJYRGGtuziowGu/4KEC6nxFQOLZsTAC0rhyMjtAgl8BnrICLb3rKbgBHcQRmO+YpWxGkHL2AIJW9KemFfNoFLoGCrXE2QYJz4LUgYX2MldXA1Y++4xj5ZEBsxSU3vVsfYL308Q20zMvh2Ka1dSQU4Dtu0zN9eEaLHVsP64MH62uDshHAx78jKtujB+PIIyOyhkr8WyvO31/aCL4CjtLGak0Fp3yFD9CT45252BY7FxTg0wFdG0Nv5hID2BRZ2YdAyybYPT3hz3zWls1aczJle/yc7QtWeHaPJkOU6fIVenavSj46kKHyKyX+BTFxg02by7rzHXIA/NC3Olkug5qfTopmwK8JaggrCcUYpKqMA2OEZaCUyCAYrp1F+i+TYTAyDkIyMI4iU+C0nqXWdpPmUHcMcifgX1lAQwrOWRgQupTNAOxM5rKju7THC54tQryvnPhXwjOfxV75BCnKt1gCaWOjEx5jgqNP3XzaG3P1vE7HKK0DnrXDocv67bD92Rf6+IUDPMeTMnmaRx0NmYh50gne9TdWHQ923MZtFutZqb8xDFlgVAfpAZ459dlk4NVmXiUwXzZjPLp4pIfkUAL4ntM5HPQ9m3f13hjP0aldHW704KT76Otbep6rA3V82qjUA214Ut850bL2fESJHp3ENxs3vz76q08db/AF1XRpXhkkH4YXj36e8QEXH+nBxs9HZFp4RAMtNOBbBzj48CyRsBnAUZfhC1LkQjMdyVAFq+xG0DOPzRT/+PAsMKMjYJnL/BIbsptP5iyA2zjQBuQSFAW9dGl9+j0IahAIJ5pmQKCBJyCkJAQwoWcCiOJ26pRrYWQndiJBQtS2u4q20mrHHHcSgps03/FHlsBp7Vx2EspD3zzGdfFrF/BP8MB3vHNP5C2KAOdoJco7+xvPIfHTwqYki5LS1Hum6O5p0kPfK3kG8LRfQfRPvJxwcV8LOUr0H+MnXtQrTz2EG+BzdQNad9C4+tQfo1P7iV/9HPNaiFa8NO9zQBetfTKfOOz51MeJ85+Ap2Rlw+F8aX7jQcCSVIgnJ089h6ueLj1bB3W+LdOVRND7jhfUJEdLo9+rg1ptGf2CIOP4EB4mKdY9Up8ECBQisaAjogts0mLCmJtCetUviAhQApJ+c7qodxzy7Ijh2XFM9mIu91dSeum2VNVcIH6UxuJRwBVI7SDa1TuGaXOnEG7OCcia/PoWtJFDQDYvvjw3NjjHvRbwQa4M4jEcfQE9tWaP8ZITV4+G58YpzZturub32/749Vx5jnkt4Gf5fAntp/QH9CvRTJ4T52uC+eMBP2d/7WSC11p+KYg+2+Kv6WvBb21HGX/xapxssCujZFQCmaCTX8/R9fukTC3ASOPVXRo76xMMQ1JQGZdjIPruVPoa2ndBzu+Oo1JR9ER5QUxKSjBnc8dRCkDPHOh39BJAXbTj21xSZ2+6XEq6SCX8LqbxyvhVCmz4VccXunDU3fF1PICvDqLpF+2gOaJDDsHNT1/ljnkt4FnAwV/8nzh4bT6/Srh0Wn3HAG3Grn7g62st/JpX+Zhc+oC6X5uIcVdzvxb8lMvTiXMFZCSTMepXOAV5awnvc63ha2F1+hgvrZv6+sGXADzsHFc8ZW/68LWlsSDd4t1zNpccEpXPHtRiJKMJx6LLwlwCusAXWJyJ3UF5xexs7M7OXYBMrC/kfZEsuMniBBF3b46kLttd5Lr0bR5192guLPFqDhfQLlbNKeDJ1FzMygJ7ZR6/AK+UFc1g5QFwHJeVxmxf/elkQZ+y+cLfvs8FFhxN2aALa/cVJw4erFm80CH9uVPznDOf4/S5v7EujvBwMjB16+iqAL0dU31hdSVosAd3KM2/uJ8CbNfb0zMIPwfuo7yhI1O2ceKwb3S9IHH88XzifE3A42P6DqyTo1wnlat1/pyA/trJCXhwYvPSJH7o20lNTFCPRvhoLe9eMN4d1By7ZFJd/D4GEeIoSpPVJmVksLIwGZcLem+CZGIMgcFhnGF4m8SI3K9xHMdR92oyL29ABDb00C4bcS/nZYA7NTQcE/Hr7Zt2gY1hE9x85gLr1PEaLP8pzrNx+I8G5SazTMPcfWCrX3YpqMQvp/VWCz/6HUddcHKgFlWbe8h2JRezLki94Tz5rQ7CtRHhi+HaEPBgHT27X4TX+Oi5ExSMXMi6a8QPWujg23gfuBrvblQm7QKXzPrJTSZr5S4ULlmtJTmWV3Mah5Ygih9Zts1Ku+d0ji694Al942W5giCnhKOfTcBNJm3mx5tMnx7YRPOikWME8Yhf9NmaF1zoJme6A23kZHR6WNtKr2jGU22Nbb761ZWe0Qhn9REPNub0Wl91AMfmQ8bam0vpTTOdqi/Qi3FkRqOx6nTaMz6sR/SN9ZxOGpOOPV/pG1hHvstusyXrKZHhs9rSf2PVQXLB85Jiaff7ENRijjHLrDKYe8HYFgVwFpHU63jCxRSDYGxw4XRPBhhWTJrfMZJwnilMaazX5r5xgq8doNddmHm0nYrQph6Py28A7+zzLVd9zcXAODmHFki9hvZJhHs9wRUvMieB2jdDFkGwcf8nQMgqBQsBUTbqkwfPApmM1atzL0cEgfgA6YpcnIpxyFZlwDIpr+l9iqHNpuCbI7wkV7rwCQBnh08G951wGbK3US5oze+ukvzeSvvDajusuQVmG5ESH3ZYd6kyRUHFz1z0ZI1luxzLZwmCjyzavWlrEn8+J3CH6VOBPoEwDz7t5IxfOx35xAB9m4LNkG7x7mLZBsp56F22bm3grqOZFz2fa/jWy5rYJDmbzwisHR0Zh09jlDYwPmJ9bQ7W2+ZMz3Tjrpcu6CXZlM2n3UbpCIVf8lo/YwUKpw782GT4Ab1bI2MEIPqTGDgRsXf8WXtr5ts1gQqfQJ+Xav60i8+Yj53ZNPmn9XJd5FMOvBmrj27plC74HJ2SyfrQK7/2gS7e6L/Mi4zecMKxqbY5snO2THc2NBf95rJO5PI5lL9lpQdXUz4JYUd8XMzQRkZj6dP3oPuyju30+2xBLdhFLKBs2z4vbHsGxADVowtkBgxewNtxja0eP7VFM0B78U4oqMG18GRRjx8L6fsevMgq/XGzI7Ys0h9Sc3a7ucVxpPFpCidxLLbDMEgG4XMVb2plxz4edTSXQXFkjsjIzde88cCIrBODEHgYm28COQyeODJn9SkMQ0hWJeNyRCeDeRk1A/XxqZcyAiKDZtiO9u4z9fteiXExWB9j4tvLGIbozbbPajiWtWkuji4DohuG646TQftaXWBtbZRsTnAV5MnmP8alKx/ICtB0a/PwfRgn9P2eoINfvJmHvn3q40qDvgU6AcL1hk2luZScAl3y+x7QZz+CM9k4sLfp1gJ+9iJIyALRFqjxKaB5m08u+tQmCNEJXVkz9qPOFmSoNrF3797d1psdWTsBiww+cDa37/rML3vEjzmtJVk9OwWZTxBFhx3Qf4mCeelUsHZqspa+BGCL5KUXVxB06V/OEGTZLXz06J9NmsuGBI/9WjfztvG1QQm2AiOboEd91qYrJBsR2XzqRYfWyjz0b6PnL/5uFy3zGS8esT/z0RkZyWSjZYtkBOyt32fN1CJeQIiuX0r2DDw3Z207pnY/dfgg+oykDFApo9PXPIy2nRl+4/WFZ6dQPwF+PMCz2OoFNjgWTcZoF3K8tAAyT4GIgVog936M3V8cWCQfqPq/FGRXdh/Zj0DACOykApTv7tBlTNaADGBlwIeA5e/tGKYg1QeqSs7OsO305kQH3354xyOnw4PM0g4r62Q0gp3PYuiPE5qXPI6nAqVASE7jBF7GRo9e1sAxT+til3UVIKAwRk7q+0HO4a8S0CJPstl90TOWc9EV4xds4LJLvAi2ZOAcnJOztFaCGV0KoI4znAx9wVDmgLd0QV6Zmfnom8NaR9mkNeWsHA7dbEnWQu+CgbXq2kDwEcT+/Oc/f9hE0kPyyVLcNcs4ZYL4s070wtkFCYFLcLNJ2ZwE6LIo8xgjOHm20fhTMJmiTcO68IPmBtaY/bFhGRrbkolZM/ZBRjbyi1/84haUZevZXvfWXrrZwNB2hGW31oot2bToiD2SFT7bsj5sSaZH7+yFXtinv2qwIdjY2Ay5BGhXVPxGBsz+nIBkl33VgD4Zzav9i2dqGYqJU6w2DKv3HG5KN6+yvvAJpU0ZRA/kqMboi+4+g+RCM+MyHp/hnwAvXCDY1BdvvW2VSbk/FLTQZJgMRYbEQRmpNgvgaCmAyYgYrb+9pGvZhN2M7rU7rlpwBhSfezQHjhECJqOX9Qke6Mj+OD78jpHqyaXOeQVDxi0oaLP740HQEazoyDzuB8scGZxAJ+CQQzbHgGXPDFBwtPb0Y7wAwDE5ksDmX8uwMzN8AUU/vszDBmQQnMMcjFagFCjIBdfnOTYBR3MZH37JTw7zmVdAktHJiLpXA/TJMayfOdkP+ni2hvoFC1n2H//4x9uf9vX/UzaGnhytBE36Egw62svuOLKM3XjrLqDoM458jnvm4djkkgFxUnwIUIJk/5SR7y7pnQ3J6AQzx6/f/va3tyBDp/BkMeb1wg0/bIgeslOBTBDBt6M4HAFR4GS/bI1e/Ymeo6B52BAeBWjHTlmWTE/wlCEJ/AIi2ay3zU6GT89smh77Swx80KFstjpa1gk964AXX0bgjz2hiZZ5yexzL/bGN8xJLnxILDwD69PvMqgxxOeCWsQCDBcI9Nv5+9OJ+gGGlgbmzWUXY3Tw9cFd+sBYJRwL6a7AjmrntvNxBM/O74KOY2P3HAyf8uKHwikmfpoj3mrTz3njPxA47F6OWozc7isAUL6joYWzIAKLPjuTo6H7Eg6NZw7ah7yMR1rv7/WUDMVxSfBhYObEi1IQsftJvwUTDmbhzWF+Jd45isxlZaEbjuWOylGPjtATcBzrHDkYDwPHu2CNjmyBXZiTsXkWhOhAliHbKBDikS2wJccKQdeOTEaBnTPRjXWBa4z23/zmNzddda/o3sguzXg5oswMHXYlyKInm6Nv6yATsOOzgf7Mhk21achOzEcfjsz4YB94cZ/DppTmQwuOMekdnwJlx0tHRQGRrctKODpdCkY2B0dj4xovW5XVsEPBg34drwVptiv4kEsAEgDJYWNj2wKZzVMQtwbsxBq6dzIP3gViY8iXnIKJI6fgyU7aNGxsZBD02LL1E8wELLq05nSIHhxBiI2gQVb06JbtsgN1aye7s25sG49kl/2x8+p4pUNBTKYqCOJBGxu01jZjJxr65DNOHzbgNvl8JdtW9vsoqCHCMSym59oNWmixMky7kUXt7ZYjDKMo6lKUgOLZ7ggKMhSEaYyiZ7zzOZrq5sMDgO8sTuEWnCLsNIKAOie2YAyIYjmnhbGwDBiv6DBOBoIHzxaagaKfzErPZNEfL/iyOI5EDNpuZ1e2+HZo8tphBQg7F+PnbAzdX1owUoupLiAyars2Q5fRMBJHAbLI+KTwyY9/QUK2p8/O63JYgOIIggBDh4sXa0KG1ogDMyDO1PGp+w/846GXFLI/Tk5GMsgOBBZZkrsPdYbVX4fQT3PRHePkAAJ89zjufwRHa5cdwXXk8R/j0iVcl+fWjt6yGetMTjJqZ+z0Z5fHr0ArCNskHTfpx7rrtwms3QoMsir8WRdOxPEESTpAv4wXfvp3/0UfjnvWAJ6MiU2y4Y6wbKaAaF52Zi5z2MDxxaY4sXkEB1mY9XSf5l6JfdgA6VkwFAz8wxBsT9Bvo6Ez8gre/CZ/ISva1s08Mm2bGpmsK73IqGR5fITPsEP9skc2iD47crWBPjugLwFH4JM8vH///oZjnbX3WRWZC+B8S+DDg82f/9IXWdznCerWnRwybZu0AKzfxmvNJRf5plhhg0tW0O/VQQ1QmiAETEJwDAhsdnDObcezW9gp7Sj67AicQgru2Y7qroFBMHaOIjXlAPjwMxdAz8WxuxCZjEtN9CiK0mRDFEGZlGbXZ4B2hTIJhuZO4Ic//OEt0JFFHyPjlJ6T2QIziII3fcBFFy5+eyOIljs27foFHxkZngUORiK7JDP66jIxx1vBR8ChF/qQnQkW+vEL0oH5LLxjHMcWmLzxJL/0ngHBRx//5jKOPAKX4Ged8ScAmFvWI3i412DcHIgMjFgAFgQcdRixPnQYojnJRf/ZRCV6MmQBnpHLIDk03dMhPeETf5wUcDIBTSCXydAfHPoV5K2po54sxUYioNvQOJWAYT702CPnExTofudS5/wCosDEkWSn6JmbE+I3WsBYa89prTndyFocpwU5ehCQBItwsiNAz9aZnugAf/STTZjbkdl9ncCpX9Air3Y2ZJ3MZ9PBszWnH3XZMrr0mpzWgN0LUGzYPaPNQR+f5K+CpUyJv+Cv7Ao9mzafFFDMa83ZATnNyWbYko3GGuCVzvDE//FCDzYMdTYtMLFJstmkjCEvG7YxSAJsCmjwa7Kij1c6SJ/0Y9NbHfd7Nqg1SLlAYYwDMCw7JCfhaJRjYWUM2kVcpQguzXXxq19KjXlC2zUYqzTX7qfNnYYdxPzmowzjBCkBSLoLh4NzRm12Gk7JwCkaT91XFbTQ45C/+93vboGI7DmjBV0ZjbHAnMq49KRPG3rhajdem2cLCRqrXX84SjLpVw9fG4OhK1ksWtGLDiexRto9G6OMVrIE0VCP7xOiRWb04HK8ncOzeT1HJ9zmSR/NZwxnUhoDP1n0cx5OwgHMrc9YJXz1//O/YJx+sjc3mjZPPMUfmuqCsT7j4bZu0RdI4MSbceigr60xC/q0A7jJBMwlWBqLPsiWzAkXDbwBY7TFD9lkt9Zcu7k8o5ce2KuAH452m6SNLPqg+bWR0Tj0tKU3NJKBXaOx8+CRjpyyPJNDP54EZ/10xrfgCIyNSU9kohM09XlGw1wlOerpk78L3sbjS2YpWKOJBl3hg/9+9qBGGEA4uyEG4VlYkdzxTloqfbUbCUZ2B7ujXZFg7oMcg+x4zuGyHG/FpJWOC45HshJ0ASEYvznMLbMRAO22v/zlL28KEFBlfS5cZRYivd3IvykvyLWAjoDulig5mdKBenNaCEejDWbmVrcQcNFQ9/PsB8cPPlzyajO/OtDe3NWV8Cw2nMf68QPwZ+76zdcY4z1nzLWHZwwITz2jAeie7cmMB/XK5o8vcvYcv8rwommsLMeu3FrA1a+Mh+at1N+8AA4gS3Q9Nyaa2lqXhdU1/HiN7/rgalM2t/7oNMfKip6fZ7zV3lgAB+T0zQeilRz6a0NPvfWx1vr1JbP+5KjdPJ7DVeIbjXhpfABf/8puXs/h+jVfeI3zY6/ak6Gx8eHZ3H75qjIazSMZkslr89zcfq8Oatow0B0NpjAjqgokjk3uSAQu6a9S6ilLc2y0e7jzEBQdT0Rn0VeqKXILbC6ZBTq8oY2mAJhhpCBZzU9/+tPbkcAuZh4pvWOozE3qKoP8y1/+ctv18C8rdCeQEaGTnOmieWV7GQ281YH+6iA6xmrX39jaLVCwixl4jq6yxY9Gz43VDrQ3xi+6jQmMC7f+aKfTgiU8z4G21ppcyvQVja0b37M6fHTSbXho1qauvT746uGgE92lqQxy2pwuiJfw4XhGt3ZldfiNUUbfuO0Hnmuvr/lXR4uD1sq78+jnh/rRAeraWx90PRtXWdsJ8R7u8qzdM/BsHuDZXLXDW/zsbOWLNrzk0VZf/O2cnpPNOGV1chsDouGoKqg1L+j3UVCTSrrELKhF6IQEcy8meAhOztsyINmUM7yLWPcZXhg4HsqYgMCCKed1/S4PpcKOiQKXNNbRyxFUgDOfIOjsjT6+OnKI4mi6WzMOT1JhdwCClnscx1H3Bo6pjF0AlU2WXQJzVG5dac4UnqIb1/OWLZZyxwS1wfGMb0f1xdGXUUUHnje2grigbXOIh3B6Bs0VLfdQaNS2YwLHDHcfy0d4S08ZyKqtf8/64702ujTepmmt9UV/jbkxyvQfjQXt1r86w7epuWNUj9donPRqO/v2GURj+xtf+/ZtPdj59HuObn09L96WWw/3hPAW/+xrvm27t1/ZGm3bWVa/gu1b3GRq/sorXKUrL+u9OP0eBDUMCwhe3RbU/CK4oI+xC04uZGVi7s3cP3XZ7e2fi0/HPK+jvaVx2eeMrc5BHTscM92TecXuTZI3PwIrR8k5OLAgyZm1eSHhaCt4udgVjClCX3dzHNTFs0xQQDQvpxY8Xb52RHoOelGgnrI5TjpQ6gf66RHuGWi0a1OWEenz0sMR1/iMRrljAX2Rx3HbB5AW1TxwgfHhV69PoPKCxWVvPPgt39oFf58kGEs/oPnB7oye9XtT5fLfM720s3pGsznci7iAdx0RjXQML1nQVJYhxC/wrBQY3dX20sVaW2f2YeNCCw9oPbYxv8G3D6y19RTUfPriGejr91Gm5n5D8NhMrUEL2hmqICijEpBkZF7td2notbZg51Ww46Q3VAyeIQpyjqqOizIoGZUA5x7OGxBvVXKSsivHRwHA/I6qvolx1PXCAA6QwZlHEGT83gb6/zUFJs5BEcYIuhn/cyDgFIRqI7tSm3nUleZIb3CUIKdNn+4+wnNEln15brwSbfVKb5ZkW5yZXGigGZ3mh9+zfnJ6C+bVvvXVx9k3aMCja1+o25S04V8bHP3R1Ya2fuvif8OXIemPV/j6PaubC64rBfeoaOBBCZrfWGPKwvCuzXz6PeNBxsfu2Bpe3be2kaFlfPowt7Y3+PYDW7D+gpo3ptvX70FQY0SMxRfRBbVgB4OMFzAcJaNjyLXDAfqVjKw+uNHI+JSOm3b0jLjxdmbf63Bo7eGbr7qyOh6bx9FVmyzRfaFLxnsDGvDyAV068pwsAqRjsuM2EKy94ZWx+g7HK2t3gvgwlnP55EQQd8/o6E5e2WZHYfNwVC9WvNqG562go70ME/gez1yyL1kVHDSNizelTcMR3wsS3+SZzz2EDQW/vhsr04EvMMBbHmXaXuLAiT/8uCaQKZNRpo5/n3r4xkq2Z3Px7ZU7UHeaNjiB1Rp6UUQG1w7GWEP3oDY1G4jPCsyPP/KyRfR9BqDN5wI2PVmZebzel93LvgU1nzrgz2dBria6wniDbzfwITao7oR4BjX9fh8FNcc4fx7BkCAy4h24wHkYpBKeHxom1g7Hs7LgE2PGgOgo9dVvHDDGWAFBdBZgmldf8/lpF8SirQ9edLzQENAaY857wFEXHWMaJ6C4l+OoXnFzVp+ROOYKJDJKn4z4tsrcxshWHbt9f+cYKGAoHclkLc2HHseH58UKHF9/CyCCuj+h0eYukyN7WeNPaRzryIaGOQVXOhOkHD3dXwo6vsUSQL73ve/d3i7Dp3fZrEDFBrwckQ12dYAuncrABTvZd/z1MargTL/mcjT2MaV7TVm1FzUyKwFPliwz94acDm02jtSuHNARwPU50rqOcN+ItsAoCOJTUPbnaAKXN+DmxauM0QeqvvFzDeFNOHrp9g2+vVBsUBfUfO2gbfv9PgQ1jQzXPZYvfEvzn3J+fQWIxcuxtn3rZ795Yq6yPri1qXOs+sKLnnKflw4o4G17eE+BLKLgGDgyuguUUXB6DttTMz8AAHFBSURBVCyAudeRLQhgAg2HhG9eGZPgB5/DObLLZHx6Es++2SrLkFX6mFOWos45ZZ3uPPFkbveEMhGfynDogq9sRvYik8GXD1sFIl99C2wCngzL8d/cdOMjSwFHIETbeF+5C9Bw0BXgZV4yZ0dZdfMKZN2punLwUSU5bEZ4wqdg6IWRdjoQxOD7KFRmKpjLNj33FburCIFcf0d2mZxjsqzOn2zZYMxh03IEpTOBUqbqcyM23Vor0/UbfPvA+okHXt5Z913Pfg+CWjuxC/7NHAo6C/UFGQ14DOcKluYJ+hPiqu9rgSzAnHgBHMjxSSbDcQQdqTCnFmw4smxCEOtuR5tMSzbnSMoxLYo/UXGMamE4MEd0PylwCizuoARAG426AOdzGMcutGVdjo0ClGdrJ/Ox8I7yAqlAYS6l+zsgmyrb9QZTMMKfYCKD89cD7i0dUdGlA7QcU41z1BacZU0yKZmVgEgvrjD6cFrAFPgcp+EL2PQm0Aq+PrwWePHhOO1liKwSHwKVfrLSOx5870j/jqZdR1gDfMja3AnSO/4EZ3pLTtA6nuv8Bv/9YN3YANu25q2ltn7f6UFpkMX3928c4yULH/EmiN5roLHRO/u/Nkh1lQUePMkQ3DXJHjiPDETm5igoAAhMnDtnkqkIKjIRwUfGw9F9JNxLDbiclQNzen+76ojlkxQZCDqe3S0JWugbJ8OS+VgzOD6Z8d2ehffG1CblnsmFvqxLoBNEOL450UDXEbeg41JfQHE3mAzkdtwUDPHsiOco6+WO+zpZoWBsDjakzvAEN0FP0PdXJF4mudsT5NTpDY6gRW/0ItOVVaLvBRE56I1e8CkY2jQEZ0FNMBTs/b2kOWW0nlsbL1ngtX5kbn3f4NsD1k58sHHtn01p6/fR208DHZsKao/B1WS1P4ZzBeFewVP9J50vCbIbDtczJ+dsjlycyL2Q+6U+QxHoZBmOoXiFD1xyOzb5HMMFNodTFow4mmMWmo5vcDm3AOqtJ1ru0Tg2h/VtnsxEWx8Vw+G8si7BRokXfAkqAqVgUgZjjLHu9QQI2ZmMEq4PoQWwAgAeyYgvdMkvGAnQ2vQJNIKZsbI6QVFwlUm6f8QzfTmmo+Ee0B2kEwIblG2RHc+O1DJgLxR8tuP4KsuVvZLHSxpvU2Wx5hO4BWLyC4B4cp9IHoEa/8HXtqE3+DzQurmT3UxNW78PQa2fTrus45L6GsGCvhM2wzLm7L+Ck25jlfoLtiecdL4kuNzmKMkHOLpsQOASxAQ9jqkdXh+YahfQ1GVGfacnkMGn59WvNsc7OI598BxTC3zGN5djq2Os4GRe/dFyN6fP22xvK/WjIUPy1rY3ggVcbejI4twDmluw04emEr6gIjjBAWTXJ5AJvN3R0Y07QPObq884ZHgCtbm6D5ThpScZorem+NdPFjiCkxcYdEsetNzBeXHkeoB8+DVfujY/2sa6/8O/PrjK1vINvh1QLFAX1NiSem39bkENcqVOxxXGz4AZoDoDtisDDuDNg120Pzh1JyNycsDaGSEjUzJ2dccvBmanBfoYKagPswy2oAE8CxSMncPpY7CcCjDingsWnJhjMHZ9HLb7IY6SY6ClXb92+MYr0XORjxYcz/jGL77wRAZzGktGc+FTn2fykL/LdTQ8kxcN88IH2s0D0gkwp7Ha1MM1d89kqawNHeOjhwclHLpRAv3w8UMf8Aqsyp7xGg451ckeeNauns6BOv1o75kelK0PHdeuDa6ytTWnejwIjK0TXH3a1FvHaCnhKqvDVwJBlT2oC65AGxCk2Yx6DlSg3+Corr16ZeA5HwNwtdfWWGWwjtxz42vfvh2DZ8/hKXfMtu88W4LoNC7cBW0gnAX9yu2PXn1bRs+84QfR8Ba8Dayx/W5BbZGBN15en7u78YqdU7vT8fmAV/PaXWJX99renUb/HpPMxh2NidEBjiiegT6v7O2y2gNtSvTUgU8LXAY77hmnz2W8Z+XWvVWD4yLZOM/49own/4zO8gvcBSUn3sMxRh3vLqqV5NNGbuM8pxPzoOc4qa5Pu7d72rzN8+zuCy11x6dowkFLG32j1XN4AJ5n8sBRD8/LCUBu8pMnvXs2L13Su52u9XgK0FI6Khu3fZ4dV5UnLB4w/oSrcfir31rGrysA/CutjTUkU3S0qWtLZz4hoS+6ZiOAbrU5frs/bP20sYHshB6tcWtJ1+b3xtVc9KKODyW+2CCezWN8dh2uPvyx6+xVf/LWh6bxxminA2PJSd/qIFz6tZ5w0XXfpMRv49hCdMkE8Gx+pT5jXBWgQw/mB/wBwEUvHaEfLfoB6uZqjdBOd8bpI7c2OEA9e/aMj/q04xl4xo/StYvNeoNtv4/u1IB/gdNu2M5mB7NL2UnbvURRfXZGhOG087W7oalNX9EU7A7npx8Ygy7QHw2/mK+t8eo961OC6Gwf/HMcnHbmnTtc4wQi9Z7DSy90VZbhmczpKNogfDpTeoabHssg1Ms4PKMN4AJ1YxtTP1z9MhM8Rbdx+It+dBYWN0DnbNdWvcxqQRuchR0fnOPwLcMyHsjGgLYyr3DopkwSLSWQzck8G18mCr8MTtYJb7NN7cajrw0/4RjXvGTRZk56iSf4yQTHHEpj0U8Pnst+y6rhBpsVy7bhcl5ZCTBGu3onIKVrCaXju9LpwIlJu9MT6HTlVOV0BZzElE5iTmT61X0H6dlViGsM4NlJzRjPrhwc8YFnb6xdHXh23eDYD7ykqXRFAc/Lm9p85+hO2nWKF0eegZduwF2p7zbdv3r2ksubbyeOfBX0+w7H9sv5gY87OV2BQJ/Sc3jnr/4m2ADhp29pBlc/7c2zcwZ+yuYQMOD4VTZ2Sz91P2O0gXgxVj9AV4lnOweDLWAbmyxKY+Ez8p0nKKipw1XCM19z+9WHZnQFr5VfXV98RzfetUV3eYPfuMW7B9IVOvusru2enzmfg3irNI85PKvHvza/Suvihxdy+SmT0Q+9bauOHh2rmwP0XL/S+OavbUGb+eO5OcJv/vMXf/rgJPeunXo0m0O5vFRPhuZv3nSjnS2r05syMG7LeGtuetHXXNFW169cvvQr9wfPmOVLPZ2rawPNG/148ix7dR2jrh30+yioIeobI5M0sbLB4cWMepBAcBrrWalPGVy1n21o7NxbBp637azv+OUJxG84ixd4lgLD7blxdGSndGzwEa03knYVRhguoI/0dkI46uE0h6OGTxnU9YUH0K/UztjUgfkdd30aEt7i1qb+HERTHR92zL3LeIzO9oN0sPDcmLMtXk7+PePNLi9DsJPLprQFO7bn6NKXo5XsQb12eOg4Lsl8GhNfSyOob8ur+o6tbZ8BXtxTy9q0y5pkW/haWgA9oE1/dGoLLxDQZEPetjsi+jBbhmdstgRvS2vW+OYPWs/mUwaNOcdGT71MD37y9WdwnpOJzykLatEC/T68KNAYA/5BxRZ325fAlYD7XImZ6INo+V0JfEJjoqH0XL3y7PdrbPPoW5pKUFtz6osOcA+w49TJxeB9buCvCdxp9KW+o9yJL4vr+EC3zceAHGvg1eaY4ljia3rfY2nr2AIPb+2Y+FB3xHEM0m+s/x2Ik+uLrj7GjJbn+Ktf2fGrNnN1/GFQ7ggdT8xLpnCjFR1ATscxbUE48Y2feIBrDDnp0HwcugwYbkc9Y9BonD6fzPiTLN+3OUYZc65FY+IFbccYb/z7RwXMa5x+juZPrRzZdjw+6cZztga0Lf3q+NMHtC9Pjds63dCtP6vzPaQ+uiefuc0bfvSAcT3ri7+lrQ7cTdn4/Gmfb//oNhrKcNEAzYFO8zaH9uiCcGvfEv/K6Hj253nuBsORTfq0KVs1B9zouE/kS0un30dBTelvFhf5tZBSoqUM/F46xynYqejqlFS/9uXhNeDyMx0B9Bi+3cLHot4GMwjBxG7volgGZ067oXsO32L5zsp3XHZcfV34CoZ9c8OJXGb79szf4KLtLkMm6GLbHQm58EBO/PhY1cU3IxUQ3VX4n5ncvRTU7GoM2CWwi3GZhz5/QeAeBO/uSxy1AYPh8DIf9xd4dIfiX0Qxr3sYGarPKeginswlwPqDc1mrbFNQ1E4OwZEMxqDt8xBBnezuS2SCLuxlqPhyWe8eBr4sxYUxeQU7/KNtDs7uez59nEOgMxf9ywIKbvGIX5mJD6tdPtO1NaMztLSTA23f3wkw5gPqAi96BWC84h+fcOjSR8jNbS6B0SW++y1jrZVsRDDlvPhiB12O0yFftK7WD322Y7w5zEVfeLAe6FhHdMhJRnhst/sqc+o3hv7plrzZg3nYsDUxTlv+hGc6Ms6mIVDjka1YW/KxD2uaT1izaBhDD92X+boi2/EXMu7V6BFd93a+YzQWr+7p+JFn/LM97a0nXvs9eFGgE3yuoIZZdE9anl9CHy7m4zGaSyPhtj1Ho4j6XwPeyqwc6pRvB2cs5tFuDhefPkq10JzCkRSutz+yOX907a2QAGM8p/VBrODA4H14Kih64+oNjz87UjJ0u7a3UMnDuWSR3vL5EyUfu/rbTUFLEIWXDszpf4GSSfrbSDIxTn+Z4ENY9B1FBGof53JmdR+9ensmS4DjrRdD9pcPjrh45xTxBBxn/OWAAK4UuDld/xEKWgKleX00iy5HdUKQbdm16dAHsz7ehcNpBCu68fGuoOfPw9S9ufSBrYzZXy5wDtmNPh/mvnv37uZEaw8uwtG2WfjIl14ERPx52+mvHAQ27YJTjs0J0X7//v1tPejah8IyHbqwKdGXPn8GRn/0JRO0pnB86MxJjbN25vLXIQKMjc/8/Yck/hkwODYjG5djsrVji2zGP4ogm7ce7ITOCxRsUsnW+kDZhilw++e3fASOJ8FDIEHPn6gJ4tbEHK2pAMWG6Mwc9M2u/fP79E5WujAPnD4Y9xcoNkd/dgcPXbLh1T+FJdDxGfoxzumEXeKBbdMT3bILvDod4YseNqiBft/hoOfvcwW1nColo6nMQPRfjTsBjwUVY5VAW0qvLedS7jzqV7TvAcpt/toYB6e0w+qzcH52WE4mfZYFcRK7toDBAL/55ptb8LLAnMbPfYZgxanthHQkU+OInMN4OuTQ3sQmr7sja4UeWhzIbmweRpiu8KfNsZEuGIhPGTgYB+Lg/saTs8iuGJd+xo5O60RmOzHDE2y1+XTCF/54wjfgLHZ7OmHsgp8v/emL88gEOSz+8M6R3Fv5M7KcSzBBU5bMYeEIZHQq6HEOAUCGIfswh4ArINOVPx3rQ2UOKNBmLzIn88sm8EsfsgYOSNeOozYjQd0mZPOgx8ZySJsUev4Cwls5mQ35BED/aKashd6Mw6uAQpfWlMPjSTbCfgQ5urWW+vFMD5xfViPr7J9pojtBTkaGjszOepHFJuqvKLL15qcHc9GpoC+A+j89BBpZPbux6aQzNAXcslt0rLe/CpF5CSz0LHjLcAUlc6Nhk7dpsRGbjmsQ62P9rYH1soaCkoAt87QW7M1c1tEm+KMf/ejGp0AmA6UDNtw1gEytu8Z8st+HTM0PAvhcQc2iMxqlZ8yg2/O9AB8Y7zk6ytpzPM/LOwP3jI/aXgqcZXk2H6Mva6qNETAGhu2ZwwtmnAC+hfUSxk7vH65kVDm+zIpz4dcrfUYsMNix4GjnzJypuRzTZAwCJCMzxi7HSNIDXM4kvWcEnEjQYVQMm4H5NglfdmB8+ptOjoNf86DBUfAn4Pzzn/+88aiNkzhu0IE5OSPHYoSMWWAUsH72s5/dAqJ1EKBkL3Rnw5CBoCMzw6vggD/9ZHZ/IlAIMORFX9bASTkT0I43YzmZgJDssj5rQh9oOrJyZPw7DpHbBvH73//+Fuj9KZf1oRd6NS6b4tCyE1mKjcuXAjIt/3IKvQgKaLjXEwgEOzJwUPzYfARjzi6zFphsKOzEeAEUnvkEWePxK7u2tjJ7jm8DksEIVtabXHDdQxkfCCL0RA5/ZywQyajYpDECD/4EImtujKyYHuMDwJEtqstGBWJXEjZkeDYD6yrIkwe+dbCJOzbKmm0c5rZJWRP/x62g5j9hNifb4AdwZNc2A38I0F21P4ljU/DYxJNBjTECyBgsqO2A52Bx0QCcUZS1wzoSMAjzOLfbIThMYxtf3fhobb/U2cIwHoti0RiCPs+MlJOZk2PpY0i9xn4pmFc2c7bJwCibkvEkANlFGKmF6oLZDiw4OF4JQoKUXYaR4c2uyMDsto4RdmBHPwYigPWvczA+jiOrsk54EMTsfgzK/AxDAJYpwsEr/XEA2RT9041AIwMSCPAg+2NMgqwjA4dlRI6I+GGMjgECBeNXciBrKKCq48dc7pDwTt+yPgFUAPrb3/52m9+xnIGjq06PZS/06DjC4DmrjEmAkH3KWPHGnjzLZMlljQUMsshi6MPuLmOmN32cRxC2MeCxI7uAh7eON/imXwGXDgRj2ZoxbIs+ZWWCKlngWUdj6M4YMpEBLzY4mY1gbC7ByfprNxcbkYm5MrDO+MCjICCrFvw8C7iyFMctPDm2CWQyI3pxJ4i+TcFGKlhbD/7FRt3JOVoLoviRNRrLdgUnwcO3qXzUfHhng9kQPIHemuFBABZcbZT80N0lPuiKHsxjrdiMoMb+bThkFLBspDYSayTw22DYIR+xqfIHtAQ/64QfPNIDuayFTe+uTE3AsYCCmvoOuBeMp1QTE8y/zcbg7G6UQVF2TXULAd88ICVaDMpFQ7vdX53zWDgLxeAZkcV2gQ2PU3N8Cv7xj398m59hcxgB5+T1MYifeBLUeq7f4vQ/auPBDsUQ/aOGjFhAc4fkeOVYZRHtYB2tOAeZLJhMhXMzVkcAx1A7UX8ITl7Zk7F0QWf44th0K8hwZEGR8ckEWz+GaJeXOdh9OQq92EkFCDzIOB0FzCNImdfG4a6JXLIoQVDwA9aSTmQF5PPDE97Qwit8Di8Yk9eRAs8c232Oo5RA2pGWwePX/Y85ORJDxpP1pRtBnn7oQWBAh+7oQJ+6P8CHS9+cnS3IGLItc+DHWM4m2Ap8smU6sClYUxfwAkeX+tkpndMzeoK68TYR440VxPFiDqANXU5YMOOw7jKtMce1DmjI1NCx6dAPORzL8AmXX7mCYEdk4iNsS0C2HmgKqPgEfKSM0bpZc4G0zM5mZbz5v//9799oy8bMb4OxnnQmUNtoyo7df/373/++BUTz2FD5ufXCv6BvrLn8j3Idj40TYPFCNlcteEKTnbBN+rJmsm8lOxL4uybBD93TJxzPQb+PgpoB0nDMqqegHfwYWHiAjoDFUaWnlEtAKb2dVaZix5CxUbjLWru1LIvxUx6DhFNws/PbHRiu3cLOa8EYNPrwOB+n4shkEDwpVzvFXPF8BcmcDij67DeH4IFfAcpuZbcxjwXiiDIoOzoH8cyIOGt3KWir2+1kOBycPuxIdAGXcXdhij790ge5zKnfRb2sgR4Yu3H64brj8IIAnzJW8+kTSGweeDCXICbLIRM6NhC7Ox3KPG0YHBzYWByB0ICXTmwgskcGyLEZuznoBB6+4Vh/gRgOh5GZWGv9Mm96w5cdnZMag3eZLqfjcPTBtjiJjQHPdMju8CuLY0OObGUulehzPjigt57w2Zg14DCc3Bi8APrEB/3ilc3JaNikrENALbiiw+ZlmgKZNhsA22UTNkV6xLu5yc2BzWkNtXmmf/ZljczPhujd3HhiWwK99aAT/MIDdC/TETj4FFuQjQnixqIlaLJlwVpAFkBlwvqtq5K92OhsMNbNpkXHkgp6YIeyesFKsMNz7WzBPLIqPKJBh2yADGzOhmZ+YwU/bfh32hKAZW74pDtj9AnyzwY1gaigJlNIKZ617+ArYCxK4yiWQX73u9+9LYA+dOwKFkfk5sgUYTfHtB2PwgnhuGA34kjGmt9u0r8Cax7BkaCMh9HLkqTVhJaV+ffEOJPxlMbBlt+nwJgA3wx/daC9krz6qltMY/ChPafQbow2/IYHGE39aAB1v+rk9YMfnjHGxtuWfvrpiGGpc3hlzu3XfNq14Vs/Oko/c3gG+FAakx7M59lOyujhJ1vyKeGEH6/NGzQn3PDSoX4/PBqLLjy/8JZnfejrM7ayOhw/z+gB8hlXCScelYBfGA88GxcN49Txa6ORfQka+NKOd2N69kMHvj6ldUre8HuOz56V6XeDref0hL759DWXX7TSoU0z3ppDW8dwQd9RsZNRYIwf/HSCpnr0kxfEgxKP0Vh8OtaWDLVrg393UNNhkKBmIOcz+Q58CowxsdInBs7Tdhx9MhNBSRYjcxLNHXUEINmGY5Y6IexeshbZmfnxZBfwnZY2c2iXdguEFCD625HMLcP4+c9/ftsd4JlPhnHy+xgkAzD+DGotkD6gntGoM0qlZ7SMMV5dn7LnFi062oCxaLbo4QQ9o9NYYxoXLUclu6q28K7mVYeDnuf40w/goy2z2jn0RUcW2DFJ29JXGqfNesFBM170+ambG562AB4wTqk/vvWjr706OvV7rj8a8KKhrcCgT1mfZ35Qv3agLXrkScbokcH9pbtMdmgMGvqB+XcupZ96upeZhKtdqd04OMrmRbvxZFfq4y+e4017/DV/fVvvWVbpxOVtphcXfEEfGvhRLwCB9IS+eeMl2o2rjDfgp73xaCvhrbxwXhzUvAlTNxgRsIOvoMnUlS78nJXRK+hIPSlI9iAtl5XBc/8hNZV6Opc7VjCEjEUgkNG53CSwNs7l7oXSHW282XEMI7i7GnOHJzPMsO4B4wL0HD/TTxAfZF09kRdoO41GW4sFR3n2q0ev9nDqD3cB3eqNUZc5NFd8qQNyeN72eNbWXNEC1qT2xpsbvrlsXuHu2KXR+OZYHNlGz9HfccsX4BTRgqPU1nO4aGnX1tjo1mZMcxq38ymjs/3RUY8W0C7wsc3wAv0rm356FxDiG5Q5GRNv0fC8fUures/GKePjlGHHVQK4+HI14CgtMcBTOPortW0Zv9EKD7CXcx5l7eGh0XO46eBFQY0QLv0M9Fz7PdDEAonLZHcMdhtnY5fKzv/u1Vz0uoT2psRdgmAmo3OullV1f0Ag0Dc0PRPWG6NeQRv/wx/+8HZchevMjy6jck5HMyXfCymWE5ep1RZvORSdqcMxp3QdH42HL/gqG29M86BVXzJ6rn/52rbw6M6mYVeuHz/V8QUv/Ert9MJg8RdNzlV95zdG1tfRrD51dIC25lSioT0ewgc2K/ppLHux8aUrY+FH86z3vPOSO77RqDR/YwD9wwPNFS5As75oN59Se2sbjjK5o3+OXdzsRx9cP+3RVy40Fm114IdXde2nXTUuGs0XLXXj8X3K61kfwOuOAeby3Nz1w18ew61ee2O1RVfpLk4J8ADU0fCiiY95UWADNSbodxnUfBvSJKcxPAYm9jPOq3wf5bm0d2T0dlB2JrjJ0Nx1uch3+eiuy2cCjqAu/WVsLq27m6BMF5Lu3fDCkFwsu5AFBHTx6/7Oud+djtfa+PEywWtnl7kp714wN7gKavqjl0EBwUAwc3fI+cMTbLwM6ZX0AhwX3Hg1B/2jif/owlloTiVw3+ht3r5ICNcc4YOMBK/AfC6Hu6jHA50nbzQyalm1+9DajEHHszFoN3/BMRrGd++jzdqjhQeBzN2njcqaNnd8e0b75EuZTCAZ2c+OD9/4+AwfPwAfeN72nUMbHCW7SH9dk8DT1nxKsHNxRJtQc8aPejyC6J0QPb/4bYx6NAu42uFpazzQho4SzvKjHS348dWYSmsXzgnZSrhOSfEYP/DU4aQD85pP3OiEAU+fOvvm2+7V7w5qJsGQoNakO+gpiEGTe8vichp4myOIYchbEA4sJfdmx6cWjqMCmgDHoL3a9mao3Ro9b0McNc2Bjvs2n4TAE+Ds+AKPbM59nItZbd6WuWeL1hXfj4G5wFVQwxN6FlVGKGvEh2d3iT4UFcDcH3JQRuztEwcmOz0I1Ppksl71y1Isthce7huVLf4Vb+gInN54ebXuTRpe3UvSd/Tg5iB4zmAZmkzZnaT5GYgMm7HKfAtY5HIxjB8ZtDdk5oFjLc1HN9aF3h0JgI3GiwNvFtHBh8BNdm8q8SaL9gYcPj56c61P8MMPOQQN48lgruSoNKa3z8aaxxzdX67u4LeG+s1vfHqhV7ohKzm1o8nJrBd6SuPpCI14gQ+0Rw+eUps+tswue9aHhjmqN375BmRfPLyiYQ780Vk0tcWLMWQOoq0PrnFtNnQNP10mP5n5kTFKfm1+/eZunHrze4bDRunHs/nzJTwsL+zA226JiXHo8B28wPMm2ydTsrUXBzXfk/Qc7OCnAOMEJFSCgYwLrQRJYfrUCVG/sc3LYH1/ZSG1U7D2yvD04Z8S3M3J7vCyOPcCfMAwrjI1dN3h+cpZhukbIfx4fU9/vuvx1bjX5zJVl6yyOJmOb8q8FfOZhU8LZK0W0it/gZ6scCzoFd8CoezWMdvX7N4cCz6+8RKgjMWPNroF+M8BBBrzClA+95BFMjzHdJtH3/UJ1u49ffuHJ/zSqxcCnn1S41siNL2QsKkIsN5I+w7Jd3q+eRJgBDmZmDfbLs/ttj5zQMu1Azm8WbNJuEaQPdqQ6JFekiN9KK2BYOiDVuuAN9/gGevZxgmHPcFvDZVszeboGgSvAptPKfBnrfxHzzZa7RzYt1e+oxKovWXHJ1rWmzPapKyHF142BoHVNQTZ6JgMZGUL9O7UQl/eKPoMBt++jzNPmcq57uSXUdMj24YrKAvCNjVyOBnhy8syfLNd+uRn0UgfgoPPhayhua2TT6vQ8gEt/vHBbmVI7rUFZWvp0x+4TktsSTLiRMS+BRxzsQkv88iHBz/zmr+1VBfA0JXg0KGgr02JnnXl++yK7aD94qD27t27B04MdvAVYNIY9Zj1zOC1eQaUqy2acE4hGxMeA+myX1u4i68NeLbwnMkr9ZPmvRD9q6AG7CjmcFSW8XAi2Yyg4Nspc9NjR2ILxkgsMAfgDF6IcBROYg4f7DJEjsOoGM8VbwKlfqVxjvQCoJcj7is5uuM4OnhNdrq3I8twGaKMmmMxKGNl1hybXLJFBuSOi0PKotXRlj3JPBmWnZPeBURvt5V988Y5BHgZJSdk4LJy+vFmkMGaUztH9qdUslsvZtBFS7DjxORojbMzgZcTyNoFeUHMGMGKbvEjsO+6GUcf5LQmZBO0rZerD5sNuX1S5Nl3cd78CbACHt5tYoKdTNK6s0vy0St+6IlNuIaw9oINeXxvpiSvdSOvIGct8C1wmFMQxHfrHbBjOndfTXf+sQD6Ywfsznj8w7NhsCd2IqvOR9BR8nMB1QfZvizwIbk7b8FNULcpCtACMf3zPzrwVw8CIWC7Aiv9+e8XbS6uQdgjv7GmXgR6doJKjtYCHzYdOmaHXvDh2ZqQ0wZpbd3HC954YJfGovdkUGMkGQpm/vGPf3xw4pjYwVewuEE0ayeEknP1rE8JKB7oszDhqFtkmdD27bzm0o62qC4Q6otGePdC+GV926a0qBzJXEBg4qgM1LNdz9+0+eqcAVoMzsAwBDQLZZfjKIySAciYzJeTyGbMBZJBhsGAZVZwGa8gYIdmPHY3fDF4R6gdTz++G/QpTR+1cibzMibGzWkZq28I0WE41oQ8HNSRE9+cDx4ntqvaxfFkndDgYBwKT4K57FF2Y33QlMEIjOaXMTjScCxBD64sGF1f3DN6/AP6TxeyES+1BFBHZMHUnDIGAcbc+E4H5AcyK30yOjKbj1wyFi9NBCt/FWJeurI58Av8c2prldMKnpxRcBJgZGHWQmCVWZCBfgUL1wICPVnpT/ATmLW5sqAPehcE6QSv5M0nbEhsiHx0yI5sgpzfm0l2I3tGn/3YIKyH8Wu/6OIFz2QQIHz5T48CqgxMu6DMzm146DshWGO27lRAb+mdHbN160YHeBCcfJQs88ezeVsLYB1trPDpH//8w5qwX7ZsvE3Wxuh+nG8Zy07wlEz8v99HmRpD90e6BaTa1T8HLN0WC6gTkrHo96yuDa6dBV7jKEgfJwGNN1YJvzlfA8nMKDnxtgksMi73Q/hwlOBMDLzUm4FweKm7nVm73YgjAgYnmAkmdiFZg2Mh2gzGGIabzGRSF+jQUecQshGByg5toWUc7h4YHxzjGotXQdDrcPripAzGbi3weOGAlqOQzEy2QRa6tGMLzpwRrx1XvQAii2Mvmt7CckxZK2czFyMVRK0TXjiso6YslkNoY9wcy7Odv2OVf81CEMJ/8pAD2LjoVWYhYxLsOaPgwFEdn/EO19iuN8zFoc1vnWSfMjdBTeYgk3YsRUOgMs68aMlMODf+ODJnxTeZBTKyWgP/AbPSGM6IpiMavfExQYzjy3plXuRwXGNLPlxn+/Rp7ZOd3fjcil4EODqUmQv85mGPAoSARff4RsMaLqBtg7JmMkY6swkIIgK9I6e1JQs61i4dyuZsCHi1caFHLnrCk+sKtLSZw4ZLl2wVLj0CtNgDvZFBm5OJYGyDlJXJ/Dr5WAsZdLqQ9ZIzmegJ+H3RoHaOQ4tyUrbnBfjKxgJ4fsYIMAw83DVYv9qu5n4pNP4qqJlTEHPxD9z7OPoIUP7EhLNZXEq3w1g4O7yggIZ+uyEjElRkXDIDu6r7Q47D2eCuYSsZvJSeQdgV/V2hgOP+jnNq9/YZnxlPhsSYZQfG2fHsgmjJIoyhO87HwRmTudATmGUtMhB8MlBHfPdqnJBcjjLGo09mAVrg54iMsSwNLXdzshN6lcHiTTaAF05mt+ZYgquAkAxk8qN//HNudsHBZBicXNDX73iYQ5tXHR19ApFjDX3AE6Q4qDY61i+74Jwcjk+wA+vjKIqejcOGIhtxzSBrwDOe3Kl1RLUxyWzMQUaOL5gJ1niTGQrKMko84gn91q51JKcgw+nhCMw2PrrHZ5mbrFGAsdmQNb0tWCc8uxczl0BubuvktKEuC8ObwGI+eoEnwNi8bRz0jha5rJUrEP84qeyRTHREH9aFjaOBn9bQ3GQoOaBLwZRv8RHzoUlngpzAFg0bMNshj7FKfX4PghpkhD53UIsGISwuhh2NzEVhnimHMhkPPEZLGIvtGY4MQXaDz2hZTHVtjEqbsZ5Pfl4C8X4V1PApSFE0niywI4rU34IIaByXIQoGshe7kAzEkU0Q4eyOJ3QtS2IY+gUTOz45zGPO1sbcnMcYu1nHB4FeIHCkRVuWFb+NV1p8fLvXwTunlBUKrjIHDiIQCWoMnGMLNI7fjI2Dc1CZHWM0v8zDPYqsjrzwOBc6gP44mgxCn51b8HBU+fe//31rdxTFPwOWSQr41lQ73ScHHSj1GU9X8K2BQIRnc8o26CDHWV3QKQeU2ZnTWM5pIxEo2KEsQ+CXyQk+HSWN850l/hvPIWVl5iUfpxdQ0BAMy1zLxskjGxV48CfYW0v3VoKFYJ/96sevUlCwvgKE46wsSyaKDrsxhwBkPWyu1tA4MpN/AV+yTEdra2+9+Bn+bEY2VusuKNvEBHx6lh3RLdo2L7aIf9kcPxRoZGVttuwGTYGYPGTJjvHFXvDAlmyYNoKOr2QUxNkOe3AUtnkbh4a5BGXP5ESTnft98aDWRGg7N1MWIe0EMhm7lqAAn0IZsotNQlkoC86YHGP81QBDliUYK8thTBbBAjAki24RKOzk5yWQzFdBLT3hXSDlOBmeYNRuLGOxqLIT/DBsxw0G5Bke59QPn0EyEvQzZvUWrXZGZReUMdkJteFDYKU7tJZXdaVnmwknNl4mJiAaq44XhgqXHHC0oaeOX8HZDmluWRH99ELCOEcVR1iyOmZGS/DEN4dFg/zmluF5y+geywYnONItmQR+ukr3aBmnxJOjkE2D3WgTFP2htLnSsbUxNn3k6LIQDtRnNmxTQDNGGx44v7UXqLThTybOoeipDZXMbJjzGY+W+clAHmPhkZse2QVezYcf7bIUemXH2uKTXOp0LfjIpMgXTWsiMDm+2vjpWh3v0SD3gjbr5zRA/47JbMDnSPqsnbXCn8DBn1xtoCnw04OAStY+AzKObdMPGxagnV5sNrJ/uoCDp3ggm6sL99BODfhGjy3yfRmoEwRZZWnma6w1oG91UJzxexDUDCCc+5kG1/4aML46AVw6Ckwc3csIux8liNT6GakI7xhlR5TVCLAitgWVYdihKFyEpwxvaPyrChZWZmEBBE6KX15eCxyPYa8e8JoyW6TalJTfJTNZOXIGVhmuxdYG8FwfiG4Qrr5Kcy2+9vgM6o9OWbE+z8Yol0ZjqjcW0EX1xvQMPx6WTnwoA/14WRx8oVO9vvqbu2DVuuxcfsmnPXr6PK/sxmtXB/ob07gFuPHYODS0NU4JV5uAK/h5tlbaCmZLU8CIZjLC8QwEMoGP3HBXfvSzMeM8Ny7+zKPefOqCuc3BuOjqw6c4YJw2wRJ9z3g3Fo4yeYyLjmdjbLjqIFnjsbrNQ8A2n7m0KW2IAjZ65oCXTMYKfDY9tJKv3y2oaawD8948RKD210ICEEx6LMLbxRyTRGKXs9JxjPcmzw4iM4MnG5NZOJ5J5WUagoUjmwVBR5T/xS9+cTsmMCIKpZyTl3sgpSW3hUG/5/pPSLlKCyGTdFS2y2h7bNxzQC/GKslUnT6b6x7a4Zx60f7U+PqNi5crvNdC9OgONEeyru5OXHX9ygU00pcSjroy2DmU0Qrfc/MtLC/ROXGWnsBhjTil5/g4x1wB2sBau7vcfx3jCv8xMH7nfen4rwF4sqbLp7VQ1hbfSlkhnejzrN/4R4OatzE7kfprwNiMRFop89LuwtUdjmDhX9x0LyEqO1rCc0aXAkvRHSfhO4YKWFJZf/EAX7v7HGd9d0v+dRGfUTienrzcCykuuV8a1NKZEpR9XY25B9BqB0MnfXKU+u+hb3wyZCB+GQw4x4Bomxd8iiwnmFuJJmB78YFXMsZrbUE0rsCYpR0tZc8cvXZtp+On3xPgCFDhNs8JaOunMzbguTJ5ngPjw8efNs/130vHmLK3MvsrvP8k7Hqpk5f8npVAv582R36Za2OU5PR7ENR0uhc6g1qDXgrGAQvrvO7VM2YEIBeNMivfGfna2NHUBbS67IwjO1bK0Jy7fcYgc3O2dsEtwLlDc7ktK5LBOf+7Y4OXEl4KyUpu5b1BTXtzVlqcdPDYuOegsXTo7pBeHIkFdxsAHQnuV2OvAG85muDvOfpX+MkAjzMLPFd4r4HVifndxdjMzJUOr/Rev7b6T+AUApNPS/zJGrpsj8zuMAFduhuTTSsdeRyD3LXRbTwsaMOrDMx9j831xElfSmBzdv9Dl+CK7hUkH/zWYfUBzjFXQA94aN57x31NwFO6cUdrHbovXn7J79ndsRdN2oyr79Gg5p6q58qIvgSMxZRJvZny6YM3NS4RKdkx05fI3rD4ctyR0/FT0LOzuI9yhHM/5UjsJYK7BfdyvpURwAhnLBpeIzvKfspu1Di8K+8NaiCjyQDJDj5Vh4KJIO4+kZO6fJb1chRvjBjB1dgT8BBvgqLNA+3TcE4gl34vbFwUX+G8FspCBVl3pN6wmsucnDGDBWVT6vTSuPoDY8nkMtxdrE8M3NP6HMOGaNP2J1xegvgTM2/svF2zqVpvenYhv3MHeEKbLtizQHzixFv6tnnbfMs+rug+BvDTv/IK5zlwZ8V3onWF85+G5HOl5E7cpuLNrk1UXxC+052kxpj02e/BiwKD7EBeCTf4UwBNk8osBChZhcDF2MwlIHnjoZ2DMhB3bnZUxuptkB2WocnQ4HhWt0he8Qpg7twowA4rGJpzFfASaBzele7nzqCWYdilKV+m6I2XNvyou/PzFpDTerEhy/LGxg4kGyVDAUKG4C2RZ04jgLk/IS/n4UTGOlpzem/Q6Iy83iJ3tEhufJnTsZyRaBf4ZBaMgW5tHF4IdfQXKL208fZNv7Vwb4GOLIZDck4vTcwn4xEUrAGeyRGQWfZDF/SGvkxa3+qPXZjTm0hv7Xyj5k0gXHOamy7gC77wBGM2ag649IOfbC2AQ0b3tHDZDTtxYmCLAjqd+9bOMUa7t3jk9HkBwD9ayzPdyIzd79K9JEA/+rtBbFDz+Yz1Q4MurLd2AJ9trN1qS1dwsrP0vDwB/mGtjKuPb7EzeuBvZCeP9dYef9rg9jZVOxr1G1+W67k245Jd0DQH3VkH+tbPhtg7wD/c6OqjBzw3xgnLCwBBzbr7NAYdOOZSTy9kcNqLHhr9HgQ1AyjX7g/R86cAGhjioL43SWnRblHggPCVKRfgbZlXp6j6A+0LJz/3ADrVzWcxvK5PP9oAQ6JU3w75Ls13Tl6Ne0XuDawFkQ0I0r51Ij/o41LZqizCZxzafVflza9A4Uts3+rIxqyFAGKnV+/vBH0WYB7ZLr2mM0Gs73vM4+gOB32vydHGpywDz3Y7zu/7NXeaxuCBXObhuLJsbf4e0MseDu2TG5mNDJmM1s389MRBZNKcNX4En10nTkB/dODFj03JX2AIrjJud6hoCAhoyOB9y+VjXBuCl0yM37WEK4rWJZDRWxe6SzcCkstlMgiQ5BO8OCUd4g0OvdKDIGUs2WQMTgH4ERBldjYWG1jf7ZEnR29OjooPMsgYrSl7EMwFR2viDtmbe/oyVzqyCQm6dOG7ONkjZxeUfS9ms3WKYRNwBGay4KNPp3xrB1+woEN2xLaMdQQ31okHX9YoGze/Z99d4s9aWGfrhh69oc2ezUUndM4v9SUTvfj2js4FIgGUfs1r3dkimtrYArvDm09zHC/zP2vl+0CBkH7Qktika3yzPb/LoMZ4Q6x8DfgpZTsM3RwYqr+dB9S+TLbA21Ypaqv7wYm2xQBwXgPLH/qUKutKP9rU7Xg+YJQ1WUhHFs5vYToi+qNoH+EyQLstQ/bBat91WWBHIsYI37FaUOQwgoi18HeAdklOJiPUxoA4iztKBhFfSvz4QNZ8HNH3RYKVjMp8DN1RjHPSk/smgc0acRD8CHKMThtDZnz4YaCcFl1GJZMUiBgzWngA+shCXrQYYzqlXxsCeczLBjgz50ZH4EBTm4DsLwVkpPDp2Y7uuzH8409WJ7BGHx94JCddCFLWyzye4ZZVsHP/96mPZ228eIPHCTlVtkQmvFkX1yayWU4rKAgQMkZtHFf2mQ0ZSx4bDBkED7zJtn3OJPj4QFXAE4wak90L1nSHN2ttc+DgZJCFC+w2KbbgTprjG8PZ6VgAMJd/BUYAthGZHw2yC3ICkCyZbciOyU9eAZ09o8k26dOmIqt1PcWuPQumxllnGzXbd8R3bURuR3v2zWbxQh40rB36NlvrTQ9iBD9ic66UZNL6rQebFeC7nii4ZnN01+8yqDEkddCA14Cx7eAWCWQojGoZKiiF35jaw1UPf8cXIBubPC+F6AO0BTWZTvSaTzAQPOy2jFIGYVfzNtc3dhbWPaCdzA5tPGfkvKXUsgb/E7XjPnzf7tmlGJBFF8wEQTxwIo7DMQVOhqbNeuGH/Og6sjEIn7rY2QUi9D1zQEYo08GHcRyLHPAENIbCKTiN4KXOsBiiv/sUWHwfZHdGT0AosLZWAr5PbFwtlJXoIzM8Qd03h4IBfIFK4OQc5qIDwYijCGaCMseAq11WKaCyIZmSz4KsubVROtpwInTNZ16OK0vh2GTQJlhwIPYuY9CGPtkcRbMldOiJk9GzF1KcXSZhLJqcFX22kF0KIAIZhyWfwEgP1t0/FkAOAcpmRdfJYA58sCf2pW7NBSNfA7jCwZOAZm0FU18TuB6QWQss5EaP7eqXCbsOoUMbJ3xBSKAgF13C1w8ERBuqKxEBziYnQMuofBOKX+tCh8biiR5sotZMG3th846rMkF2J+MUEPEg+9PuCwY2Tl/kdO3kX3dxZKYftk5vgiCdkw1/xuLZM+j30Z2anWaDGgG19/wSSEHAQkmdBQM7S7tlBpBTMnQ8MDA8LdMn7Urj4cO12AwdvXPMPRBdgC5lW4SeleZxV8NgLK4v4qXajk2c364ruCgZr3rZA2c0hi44MAMgMxylIGLhOB4jsRt75lTa7PAWm8OrkxvPeGJ8dCuI2EU5u4ymf2FYoNLHGbQxNoZpV7UT+vhZiSdGw6EciWUZjnnmhSuYKQUftMyf3ujI/c4PfvCD2/wCG75ba+vCOTgVZxW86cQRTuBBr/sWL5U4o4t9gVDAwJPjHH2668GrjCMdoGkMh9VGP+yJrs1hjHb86DOXDUl2abwjlwBv3fGrTQYhOOFPBiwbon9OJTDZPGQQjnjwsx/ZMRkEDRuWrNImZI0FU8FfICIfGngy3rz8g5z05arB5kCXnN2Rmh5kODIw7cBxULAlHz+gW3wLTDIg/Ms0bVw2CTqlK4GNXbSGSv02OTqXxaFjXmOtrw1XoMMrXrS7bxUI2YZ5bA7wgIAv47IR0wefEvDYFdmtheO2wGUTwC8dWzdrypcEZzzQkcBtfrziAd/9LoOaY1WIyuoLBRwlWIUoMSlIeYZnwSid8/f3cAwT7ejYqZ2pXQbDj26MR7u6cfVpZwB2Do4hcGivb+lsm3KhvuqcQPBSbzzadpyCjp3G7s0IGBqHsjMLUo4NjEvAYaQc3UJJ+zkEg3as4EiMRSbF8C2ivyVlbJzRODuY3ZsDCqACED3jiexwywzgo0uf+CQDg7KpOEb5ExbOYmd3vBYYZAJ2ULyRX+DDn+zQvw4BDw1zCLTkNiZbMEbJ8H7yk5/cdl1yp2e8Ku3YXnpwRE4tAKuTRx2+o2cyvnv37sYfeejI0UnWQS7yCeTpQaDGF6fxzMbIysGyNxmvfvdqgqIsqwArw6MrcsBVCnT0KWg5otOJbFWgEaBsosYIxPEBZC02FVmMIxu7tjaCIf15eSB4uN8U5OgGkJ/jW3dZCkeX9ZCfPVlrNsA+bAgyP1mgeawnO1A3h7USTGVFcPHL1nppYiPDD98ja4EV37J7cppTwJLN2pjxaBO2IbJTfKk7srMtG3YBSgyw0Tux8Et+LyCZW7AVqAQ1d8sCo0AGT8C1NmjaVPgMSD+uJ/DluRjU7xbUarQQzuKUlYK1VV8If8HugAEKEhwpxyIzOkxTJiNWt6AMyY7IUM1rLAPUhhbjoxS07faM0g6ANsH0aVOax2JzRMJ7RsM4JV7wrQ7fM7qnXNumboE4oXrAeB27vD20y9mZOITdWhYD7ELkkOUwlAyVbhkAYxIsBCkGR247okAHt+AsqAo05hFAgaDB4Dr2xasAIF0XPAUmxsMZOLl5ZHscUOB15BTUZJyyCU4rgxJc8IwHWYCd3HwCtoArS+nIw6nNyRbo2xh6dZySUXTc0bb2ImvEp4AkkxWc4Mr80rWND78yKbzZaD3Th7FtIMa1lkAm5dtHR35zsy2BihOGQ27OR25rJaNCg9PLNIxhS9raKGWsrgh8+G1u92nujPxfHNFiF+akCzZmLelTwPIPQgrS5OCogoZrCvZAfvaPN2tpTvewdGguWY75bCitDT1YQ8d4NLULmoKnkxbbkclbfz4CF4/sQMbOPoy1hnD4hfnRtml7iSR4WyPBiQ4EL0dPa8lW3ZfJqNDkz+yHj9vIBFV2S4cCGt0q6RA++8EHvmTt1phurTvZ8UC/5peRWWubSrYuUAvY+NWGp34fgpoOCFLUe4KahdNXvwDF4RgJJ3VxCQeTFpBhUZLdkXAcRfQnnOyNcYvS2kRpOwJnhMtAOB9jZhjeKsqCLBpnt/CyCLzbke0MshrBQ58gx5Ap0B0VI6AgxnPKtfKqC2popzwgeLnkpljGRXa0CtKAIVnQMhWBzUJxUsGaERkjSNt14GnTR2+e0TZO9mFHZPhAn5RfHx7RsYbG2xjo1lz6ZX12dQEQHTwa60hgc3C80I8vdOMdPf3oGCNAcn79dmxOhj/9cMkIjOGEArgNJTupn06sp/nwYK42HroQlIyhB7TgmpMTkV2fTVMGQW/poPVCj02wJXPhHc3WGg/mE7jYhDnJbYNhL4If3GiazxxelMiIHBnJji+yo8Hh8QhXe8GQzsvSbeSyKTJbB/PKVOgVf8akJ2vC8enZBoE2HqwbPcEFdGhTwUPrZO3xCNf6ALzQnw0AT2jQnQzUmuIRPXOTGY6AoV+gxCu56EzgRg8NGzNfMx+d6sMTPfANfJPJXNbF+uHXqYbO6IV8fNwJQnZnDP3ixXySFEkDudA1Bk30BVv8Fr/6fTh+aoRs4nuCmp+JASEJTQHdE0gdPQtaFlK73UMwkVbLAhzRCGsxBCmKNEYJj+DuOwiqpBAL7d8Os/tJzTmx4GbHETAFPQFQ4LI46NrhZDaOCJRvoS3KlVwrr7qg5ticvIzLjmUucmcIjEJJD+TJSDMWis/59bcQ6U67H3x9FlCJBnx4QXMuTmP01Y8W2upo4L1x8bv1eAKN0xZP5q5/5zG/OjzrLLvbduOMbwy8ZNn5rUmyhOMZWLf4QMOvgNZ4dWNsOo6xcLXBN17f4pkbcHj2IqA1N30Zt3Io4WuDk46iqy9cbfGHZnSMW3rwKuNJsJCVGg9fqb1+bero+i3t+j03pvlrB9qaMxn8tDv6O2aTLz/BLz6UQBv6PaO57eZCSx0dz+kDnvnoGD487Y2tDsf85zxAAiMmaNMPv9+DOzUddsh7ghrQ12Siq+AiVZQCy7wsjLsQuKKzLMwRQ7u0tbdBhBXNBT07sGDHCO02giJjEyThuS9w7BMo3QuYx3FICi07k656Q+SoZG7psMwBbWd2WQllpvQrmbYuqFlgz+RUarNQKTSHyxEsBtra1EELE30lGvFQqd040PP2VbaQzUU3no0zT3N5VkZHu5/29KDNWCUcbeh6bvzy0FzVyaEO36Zot45O4/Ulr7bmi2fgpw1++tKfrLXHWzSjF02Zj80Rnj5j4iHe1bXphy8bCV+7uhJEO/zw0FBfXpX6yKlvS331Lx3Zh3Y/tPgS/ptbGf2c3DiyoNv8nrXvmHC1VcLTrh5fO5fsUTbsubZwlAAtz0HtBarwyVifZ/OaEw4a2rXpi3/PrWs4oHHqgppjq3FwtPf76EWBzMeRTX3BoBOakFHIvlwauxNxbhYIfNJgcaTGLs/tAI6mjqnmkFJSgnTcHYgztAAkozLGvZQ7HIFSG0Gd6Z25BUh0tLu0FwBlaF45O85qlzFIbWV9AqPA5xgsrcV3ylhYWdUFW3cFnlMuWN30TIdo1tZiqe/i9Jxh1Ra9XVzP1RsXHgOH2zMIJ3rnc3UlcMRDO16A9qXJ6UA81B6d6sp9VpeJO3pZYwbuOGwd9YeDbuOUoD78pNfGALjhe85+61NGF2w9neMnGsuDOhxlde2N2zkqja0PGFe9OdSbQ72gVnsBQGk8PGU48aKu1B6etsY2rjH19Rw/4e34cHZc8/tVB8bFRzSsQ/37rD+ck4fa0Gre9aVKkPySL8mLujbQ70NQ84PgyCdIxHxMNTCIGT9Zk+OfLMgFpDcw3mj86le/uh3dXBi6y3LklAU6HvgwtdfR3kTJyDz7WzwByXhHAm9w4KItC5BtOYcTyD2ToKXNed6diHsP2ZqdBsgM3e84huJT8JVJ4J2Mp1xB8gnyBTVtV85TG5wMcrOgLVssP2WG3FhltFtgdSAYaDNOMHNfSRZjtLcDx0u4ftoEQfTikWEI/AVHbc1nPFCnU5m2cckajtIYkGzqaKFrrWXLgiddeiNqXfBNHu02GfVoxl8yRB/AwStId+YMV3sZM9z4MV8X+bVXBsbqR8emGi5Qbz798QeMg9P4aMNXwpXNywabC14yJDtobH3ow1Vqtymwfz5jo4DvTswczSXTc+LpmznjXdt4QREPrm5c3usD1s6c5ok/P2V8wVl5awsnOvGsnwzKaMJLFmW4jYdHBnS8YDSXtp3PGLYrQYoG6PcdSP0MdEkv00FgB5yw/YKFNzm9pXKJjs7vfve72xsNr6y9LJCN+VZFeiu4eXEAX9al38Wkc7K3NwKTt0IuCb0wsHDuPrzG5QSOoNq9ffLm0EWv4OYCUVAWCOF4E+iVvS/c4Tr6cjayrmGekJI5osCb4nfRMiRAHxkhHP1K7S1SC1QJVyYTjRa18QCO8epwqtOHu0J6Nu/y5Rlu80dTe7xos1HQe0eGeMoQlTI0nwG4sN351eGQBey86uZwTO9zDe2c0Xq7j5R9cz6Xw3BsWMYtRNfY5t5Sn+CTTHjXnh6U+sjnpMDO8Jy86C89/GsXZFyN4BM+Wht00x86xqRbbU4t6NIbXD9tArsAD898cKKBL5uGn7nC0Y9GshrjfhktF/QCJb68FOHk7NrpxgsxPsffbBpOS04oXrA5QeHNhuilGrrmUgbmMW+BPT7U8RY/y1s6SYb66teHV+1+V+sFBy/AvbcN1wlMezwEdwU1JcIyNYHAswmb/ArgYwCz3qy4vBdwOJzFcuxwz+XyWFbVGxHjlPp7o8OojXG5L7OzyJ5Fa0EQL3YmdCjWTuQ1Mhqch+EIrmg71vpGyKcD6AIvGQQ+NPDc4lzJBVoMQU22mD5qxxsnZRyU736P/AzUUZdh2BU5B+MiB734PsfrdzLik+4Ec88uiMnhTZsSjz7BUHd0d7xnlAKhN2cCg91YYJPlmstdg3ngy1Dxj19GoZSxcAjG76hvA2JAdm3jy/yyB7rtkwL6c2+KX/LLfLyWJ7M3cOnNesJBS2AgAwehJ/PJMnynJhsnM9thN2xPm3UVcAUBDklH5PKGjD1ZTw4t+yY3W+CoBQN96KGFLzoiX7pxHeGZLeijI2tHp/hkrzZdujYXXmQ5zVNAUlob62Fu9JX0Sf/WWV0/3bJPtkwnfQbEfgUbpxO6FoTwgXdZmTWgU3T5ik3I5xJ0jB+bv03cs3lsPnxHECcDH3CK8gbf3yP3TR79+PA1+7B29Mb/9OGLbqwJHRqDB1k2mmShazLI+rJTOrHu5COrMfiyVuy9YJ+tALaGlvhA9+TmL+yX/tX5vT7rQ/eCmrfc0QL9PgQ1P8JZcMdHk0HUf0bJIGWkeCUhqgcErR3z0VbqU5oDhGNcuAnduPo9M/jG1hZEw3jP6vjwbF6QLCc03qILkJ5XD7JGGaUd0Nta/4SSjxh9diIIGOeNq2zTiw8GhQ48R2eZo7eogqGXGo5lDJZDO6pbYIA+J2CkPlyU6Vgjb5gdvTm5ly5emMhyHRXN6cWIz2IEXXLg3Ubii3N3kubygaz5fE8lg8W7QMlByEtXHFNmILAr7e6yAIEIz4785scP/ZqHQ9ANwxfYXS0IgLJsGwFj9Kdc9GK8IK705pqT+i/nZP3w6EKwIDtduJ4QkGV4Nl+0fcPEkczPsdzrkgXQrQBmLQQYstK/D3jpXpD1T8YLAD7yFRRkjq5OfMclCLgjNsb3b+TOnjip+dkDOclDFm1sAv/WSOBXF6icFrxI8+d01t8LMDbhjhmf1sG6kVtQzy/ZuasdWbMgQc8cm124d872rZ3AYQMhq3WhS8GADbqTZvcCl3YB21hrLfDQCz3TCVuhQ2sloAjMbMBasR80lOxO1kROwZxMAiY/oBcnKXTMJ0jSV76Ub5PdScvlv6BtDNsTuM1Bt+/fv/9gz2zZnMbnk/0+ulNjkIyUgiAqqy+0sOoYjEltPQM0tVMa5re/hVDqs3DK2uEY15wgetXx0Xhty1dBSx9a6EcbrEJOiC/Byb1gz40RDHzMKCuz2IzQLmYxBAY7o0WUaTBU38oxMgHFwjIcRspZBSGLJFA6qjEcWYTsUl2ft76yPEcLC81oODcDM5dsjSNpc31gt+d0XnTg204rqHIAMnFof7oja+Mo1h0fAgQ9kZEjcHDyCNjkNI8PUTkrY2fEdne7uXnoWYZDdlmH7I4MBXkZH9llaAKcI7Sxvm9kxIxWFiczkoWR1xxdO3Bi96IczosfO7g14Mzm5nw+hqVHcxpLLnqWDZHfGC+UyCCAuBLh0IKkeQUy88kMORN9y5IEN/TYgrnolizq1soYL6u8wLJ+MljfUgksAp1MW+BmO+jigQ3gz/z48yxAy2ata/ZNFuta9sOmZTSCBVmtV3ZuLQWCNjx2IwvDn83JeLaKJ3Ohbyzdk5EOXA0Juv4Coj9Kh8+GyGqzcF8t2MsMrZXszBrjRxsbUFpbWZdjMhsnEz7zM7yxMWvrVMPfZJ94pRvf7OGJrPRrDJ/gc+vD/T76To0T2vXVAYGVDQwvxhaHsjLsQLty27XV3vgWZNsWdszSCFdbuFsHaCvjrzHal2ayhaONMXE2z/WjY8dzFLNb2mFkB4zM4ggYdi87lkWR0QgIAgPnkIHZuWVVFlAgYfhoCQAcXurP4Rl+xs9BOIV+u5QFtnsxBo4pADEijooOo0t2cjACwQ7/DFZQwJsd1TMHIBe5ySnYuJfsDXTHOMGMAZPRGPMImvQjIHIeRs6x8UVPPq8R2F1Y41NGJesxnxcxAok5ObbA78hBPriyTnIZI5jRKVr0ZqMgW+uSI3IUcgtgsjABRTDGr7GcXubC4Ti4o58AJQibQ8albi46FIzJjX90gU2D4zqC4dm85rDu5MG3rMNcjrfaBAd6sSkJ6uSTiePB/TMbMSc+BVPz0K3NCt/5iQ3bMVDwEci1CewCMdp0KgsTfNilLJVdmAcN1wOybhuXOdCz+bJH+mTT7BE92TNceqQz8YF9sVnBx0buI17rBUdQ10cGgclfJ+CnbNpamVPJZmRzNi92zL5sHDJ9PNpobOjWnp3yo8awP/UCW78HQQ0IagzDhAEG9FGOXcBkFt0OTZH6HYngUK5JGFjHGM+VFojhe4YPT904zwnbmOpo6W8c/PjSD6TdUnNz6I8uoMwUCk+bMeZXorWgHVhgO15z6MO/Ref07hLsZDIYRsRI6YezmIdz0ZtAx1mMd3TykoPRMKqMj+FzVPOi7ajJQSym45tdkuE5WghInMQRBX07l6BjPnQdowTOslPGKbPUx9EZi+yAoZNRViXgFpzox45r5xXQ0MvwzWs93HcwcPJ7NgYfDB0duzKHELwdWemRsdux8clJHck4vyBIF5xHJoNHdGVTAjlnFGQEWXoSGARox1HHHnOjSY+CDF6tN77pWnAhM8fCoyCWHvFuTk7Irq1hxzV6sx42Ldcy2rPLXnjRj+AssxJk6dia0A9eZTjWWHDDmyCkTVA3tjs3zo8/AYjTmtfaCfCyNBsJvZLLGgkm2ZQjOlnIT0/WHU0bDHwbId7UyWAzs9GwabJYexkR3cBFG100rTG67Ja9s2/rgU8ZmGzNWsLBo2ArYNsI+AC7ZRPWiZ2x5fzW3NaKLuhfoGoDF9wEOzyxVRsIesZIDMyrjg56/e4KaoAypPkiKOIW2K5CQEqnJIoEXRga45nRWCBtFAW0WaBAv3nw4Fm/OhrAmMqFaOvjIAyRweszX7wra1Nqo+Rk5RRocQz0PMPjmAwbTngMQLCBKy1moAzTZb/5KZyeHJM4CGMXPOxa9MFgODadMTqG6ahiZ/YWWZ/FpF8Ob/HsggKDQKON4WqDZ06ZAgMUFAQOx1I0yQDoxt+r6me8jqocTJ1Dyg4YKP7gW0P8kd0OKovxHaGjKoPVZxw92IXTqWAheyAzI3fMQleAFgTogXPLfmWidmaGLOvRL4ALBjYBdkYnjqMdFf35nXnJ2DeJHMzaWI/0IXt0lOHI9O5ohS86seZ4xjsHtBngU+AzBg2OTZ82L3OSH3/kZAPAnaG7UWP5gDllataXY9KBTFUGJwOyXnSEF/Lolz0LPvTha4FepuADrp+A6K5LlsiBzWUzozd6YG+CAPsQqGwe9CmY2FzJL7MSGNi/frj4Jwd/Izsb0k9/siMB1jg+zt8dia0LeWxC6NuwBCN1LyTIya/owoYiM0WLneOfnZGRHvmZwGgtzMFO+Ay7xxvdydwFYT5hPdK9cfxCjHh1UEMIoyYVbUVMjkEgu5FMxe7ECdxftLM7NhhH2XZDwhjrPsLCAPMRqnZ3MhZd3Y6FpoBqF2W4CeZuigFRtoXlIBackdrFLRRFClZ2GDQYlMwEv45wAorUmcFSOJkoNOeWjeI7HWkTwPCFLie2S+JHdiFQMEYGZHfHO94sLjwGhDeyOXbQjTsKtCyUReREDE9AxbedkuEzDrscndEtOTgpIxS0PJtT+i/wMAa84BtfdArX2pjbulofwQof5GYgrZE+cnEqONaQbsnjONSbUD9jjBUM4Qk8DJ09GY+f7AEPSnqwQVg3vNIpeulPXYDjuAKHLAB9TsoOBQUbGB7Jwkm61xHM2AcHIzvdWl+Bln3KlgQScsqs6LE1kdGxSetpc+Ds7KPNLjtgaxyUDeijG5uOgI9HY+iJLOzOKYdsMh6BmL4d7Y3BA3sV1OlHltM83i56Q0qXdKyPndC/Y7Wsnj7oiHyCv7nQFBj08VE8WjtBw2ZBFvTYHpty2rIObImPC2qCmDY2I9Pn7/ROr/RkLhsAfEHJZo6+wEcumaxNAk20bGT0RTbANgQnAdEGwhYkCnRJNmtgjW1g+KMP4/iBU436q4KaheCMjEHA4fDaKJ8BaWe0Fg7TzvR2IEFOWkowb3sEIIpk3Bi0+3jb4UhBIBfB8O0ulIMe5/Y2zBFCxkBY8zN2c8kA7MCMiEGgoe7Yg75FtsDeZDnG2FkFCcb4/e9//3ZZbpxdm/IdATg4ufHK8Cxa+qFU7Sk3IyeTkl4YDxD88KqP4RiTPsPjpHSrDx7jqM0YJaeMjmc48cfgCpZwOKnneG0N1dExVt3ceDCHwGKtkkVfOMaal4PQffyTjbHB8QvXOBsPPuJXG94qyQfXfAC95tYe1G4em4s54KBhfv3m8ByuZwGMXGgY0zzGkBMfybfjmhN/rVeyaAfaWmdgnPHq6AH8aAe1oVG7Uptx5vGsTlf4M6d+/JhPABRQbK7a4FtHQDfGCbACgIChNB8a1txmYYy6DUIWaV5yCAh4ZzPmRR8P8aldG50IrjYDdsDuBOuuoNDikxIPgco4x0Ybk83Lhtv3julPaS7JhqOmTQhdAQtNARge3ZgHD8bQCTmfDGo1gj4XSKGVMhuBpxScAuyG7le0i/QCh91DOimoEdKC2LVFeMaGQQ4Cz1jZiMxEcKNsO4udSHDzbJeUAjsmGJ+Q0nO7FcXaqUR1WZe3eY5YdgX9zvJ2Dek5GZTdgQhygri5gMW3o5mXLswjjZclqdMFqG/1U592+tS2EF716G2fEu2eo6OtcudWpo/Ghau+9Cr1BcaB1n/HhbvtPdcWTbA8VV+c2pZO9WiA2ncO/NW24+oH6F/RqO0x2PmrL6/bp735ds5znqt5a9vyatzO2zPHl2jIjgoG2kE0lNV3fHW8yhDRsYlt/z0lWL1UD6e2LfVXF3QlKHy/tiCaAL2r5+bqWeBzdRIO6PdRUBM1nekbrBSxpZJSZUoF0nQZlVRUoBB43Cd4Q+TfpJKtibZSUkFP9LZzGEup7kso2Y4i6MiUZH0CITx3UY4E7kxEaOMaL4LLwOwY2uxYUl58O1L67sebJN8EmVsmiV+BWJCUAQpcjEQAxatjHtoyUQGT3BQmiMNbx1d6jqczKLRo+nqG49kOCE9du5/SeD94fs3vGT5o52+cNv3w4GsPR5t+bY2v3pilH11tSrKp75zx6KcPDkh2ONFAt/Z4Y0fbpgz0m2vHbR/Ql87r27p5F99zMiQn2n6emyt+0cZjdBq/sOMaW/1zQ+tIFr7k2dxKMiXPAnzt8Zg+1MueFx+eMX4r36krfemmOdKx/vAaF166V4evXz2cxQX110dWpbHN41mm5p4zvPr8HgQ1pXsbWVQTaJO2yrTcyWDSs3O6QCQ4OIY6XzumOa5JFaWeAoWA4V5LiowWkHW55JTFYdodhDMzmhZPSi3bcscg0OENL4EUWEDtaGNO/6CewPv+/ftbmm5uWZydQcB1XyK1dWcmmAqCAqgLd4HQsRUt82pTN6+jq0xN3U8748fnLirwq9Tu1zjPdEe2+lpkJTw00/spc3T9wsmwQYu+4KeMltJz9cao+y1edOvzg2u94nd/NowCXHMvDX3G4TlD9VM2pnF+PYPFqY8OotHvxNnneDGuvmgo/cLHn6Nq/Qv6gb7gxPlcQF9+qzu/p+aOt5U30IdOdGs7y8BPGa3otc5ne+P1+3nGc8f3jsR+8PTHt9/S9IOD1+wlfP3PBjWNDXKx7b6pNo7m8tXfUros9oZPEJKduUfzJk6QEBhkco6eLkednX3IJ3gJhs7amBHtHTf9c0GOh7Iox120pJMyOymy46G7L1kTwVKcuiOjOzd8yebMZ6yArF1wk125cBRo8SWgwXdEFWSdx/UJWO703Pc5TguA3S2Yy5HVGx51bQFFy+Icdy0W/uBkgHC2DT690lU09NGx8V4kdIFaf/UWFz2gXfbqjZD7k3DD8WxOZW36tUWjucNvLs94tCHUtzR2jFKfQE1/NgBtzQMnPKXNyFrYYDzHY3NXgp2jPvWlW3+y9BzdnqtfQePQCByV+qZK/8I5rvqXALQFBXbGP9gQ/shEh+5+Tx6v9AMnG1p+w1EvyCiNqf+sA/7BvwX+7Ut/2vDKRr0NdfftPrxvORujBM3dc2381KceYkaBDZjLaU0itfj9HmRqCHsrIqA0mELcs7n/4vSCCByTyMZc8Dn+eWsha3NfJXh4o8fQOZ6gxuDRd4EoW3I5LzOjHMI7ShLcHZjMj2G5F5OF3Zj+f8zjCb7AiL6gJGByQjS0oeHYKsBSCjoWoreRggc+ZZru4/BIQYIrmRgSXskugxMg009GRX7zCoz4kfUxNMfZxgpWLldltpykL7jhR08m6Zke9pKYwZgHnjnRc2wXGGSoskmvydGG52fxBe/4gAe04UU/2dBxcWv+9Om5o7+3ghzJhoZWF7ZwgTqA785R5u3NG1y06EzfGjkbc7Rn4GwADzJ6POnHI93TR23JTidsjKz4R5uu9JGBbPoEV2OMhx+ONjjsoxMDOegYbXU4SvS9vWVH5E/mBXOC/OZLgTnww2bpLn7o2B22xCL5dgy+6IJs8QqMhUPX9TUGHWNOeoExbAMNtmEds2OAT/qm9/CspVjCf3yOwZfRN7f1iK/WQ+nZ+qEhHog3nq1bY8zHfh4Naj0odXpbwcnVI4CgS3pGp147Bk3umZETgnFhQh9BlRgGcCjEUZbhcxbtcIDLP85KMdEEO19AoZRjDv0ALYbrEw1OSgkMF64x+iwcPC8FLJQ6PPKRrXmiKegJ2PA864PDMQVWAd/bVgFS0JLpCZp05UjtVbVs067j+yzyyfzQ6yWKPm3kh+sbIJeq5rIu9CmAyjJ9YuBoLaP1iUIGhDcBFD0B26bh2XrKiPFoY7Hjy7htUnTEEPXbYOyq1tDcdCJYafd9lRc65sCPNcErOyG3Y4C7S+vmvtKm5epgDZfOZODuYL3lsgH6HMBmBM9GKDN39dFcwJrh3VzGkAmeoCO4WV+bFgeXsZPHpusjYfrhSNaKvuhFRsxmBFSbtI3MOpCJHm0a3oI7gbhf9uKIrToF4NE89KeNTE4N3u7RoXtjdPrUyKnG5kw+m59gabNnU3Ctr7r1NwZ9tNiUzVgpIAho1got2Rn5Xb+wPzR8HuNUImsnG5pOBcAmas3Ihjfz+gTKWP5Hf2SzbmjTL9yAT7AbL+IEV/h4ojv06IANokH/gM7Tg6TDhk2PeOUXAjIgT3xZa3T4J3+jL7aOLpvURj/q5rSB2kjVQXHM70FQA5Qpswo5g/wcQKicjPIJk8Lrz5hTqvaUt/UTF514rQTRKWDdA9FF0yJbzNrMi57gxLDoyz0eY2dYXr1bQM8cxlHOAnIoGShHkzGahwHItgQAWSVDk2VybIsJx0JzUuNkxQKl79AEE3TpET/w4DiGcyiftHhx8q//3UDsaAUC4wVQd4cc31Fdn/k5HecXxARWO2XfFglIBSkBzRgBlMP542d1L3yU6PhrAFlc62SzwwuevdqnK3IIVOYkD76MFSgydLr3yY4grMQzcH3B8PFKTo5DTjoUZNkYpxbEXJewac7sLlWwEPTp3xoJAnQoE6IHVxjo4tGcAhyHNw/+bF7kly24dtHvxZU1d58rwFtDb9RtRvi1IclWyNsnUPRpzeiE/P62kc7xwI7g4UMpQKBPv+i5DjJOcPHs7pmO6KtThy8JBEyy0SdbFJBtEHREftcnvlTAF1nMYXMyBn/0qg+f/tFXwcWcbNb68BH2gBYbQReujd19uo0cP64dbBh4JI91IKtNyFzsWJBDAw8+4XJF5AUfvbEVtKyBdRLA0c9f8dHvdvz00wgo5UsFNUAAIMviiNrMoa16uPipTb2+2jkMGsZqqx49/eHalZTPwc5jvAAlu5AtoZmuBCZG66jm3tAOJAtl4JzH4iWfXZ0RMhDHYoFSBsI5BC+4siJG7SNF9Bmh8fj2NtmfPDEmmR8H8YU3I0lWO5dAJcuRmcLheEo0HEd9K8iZBR8GLFMSBO2O5rQLaucQ2jkS/gUIjsPIAafDi7llxYxdwPQNIDxvrsnC6dGlO8HRfAwWPbqVAcD3JpyR00HZN5nowDz4YfB0ywlkUD4B4ij9HaqMwCbDqdDCuwyNE9jxbQzWivNbH45MJ+iZj5z0zfaN8SzYyl7JiZYAISAL4vgSwOiXfJzdOqJP7+iSRbbGienBxmpO/HFMwVugF/jwLjig5cjFkeGwFY5u3QRsvMr2OLjAKStmS+RnT57pRvYJl0xKOGyPLlsLQcWmKnjjzzwCkmyM7unZOtrg0PcBMHnoGF/kAWjbcG0i7JJfiCO+NKAH8pHTc8GQDIKWExNbcGoiMx7Mr259yWkjlqnSK77hsvdeIqKH/34fBTXMf6mgxlDNQdEp28JRIGgu7Z7hwzNGnwVXciw4Ba3lsYXU7lkfOsaG8xRELz5lYoKRn3Z8abeDCmwMkPK12wktnrSYocDHowzEV9N0K2jYZQQkOxjDFgQ4iBcrghJ+k43j+0DYMZARcioLbnFlP+bAj4CADgNz5ECL0RtDx+ZGR0bQt392bXKke3P7dk82wGAEamPhCUTmYaQCkwwNj3RjjKygF0MMmwN258JIOTbdoGv3bawMSCD3T+/YnQUfY/AkyArUjtuyKQFEn0DDyYGAb5zsSjZsXv9Khz8DksnIoDijD7HxRxbBCc8+3KY3NDmn4I4mJ8azgOs4SAeCgWAmiPpUSGDgvJzcejkiswcZy29/+9vbN5vmJy/dk5f+rKfAg6ZjvrWwsdEN25UlWUe6KShaD3oVqPEpW6RvGbTgYH54Aq3M25+V2fxkg+ZhR+yNHujZyUJJV4Kp0xP+6NdaqPMXJws2Yz3hC5bWSzCyUaKLZ3PSs43QP2dFF2zPRocWfQqe+h1/0TbG2nYdxGbNY/0FLMGUzmXK/Im9uxYwP3xBWxC3dvlrvwcvCgAGvmRQowQCEFoEJzTnYbgiMDyO456AUUhj4dj1BQfOTylwKYDho2uxjREwPAO0ku1eOeDDBeZ1zBTY9GlD167NoGQpgo1SMOEwFoKTyYbcLZCRATI6u5CsgVPZERkhmQQqBsYpycGhzW0u/ZyRgeKFzJzNnyDBgctwzYGOxRZo8cX4ZSfoSN8ZlR22r7wZFcekM295rTvjszZ4ce9E35xMnfzWwb8H5lhnjCDAiAVLxxr07dp0ZF48ymAFFTu5IMSx4XFk8jmmtnObzzgBgKyyGpuYOXJ0csq2HPNkafinZ3TRslGgRd8cwlx2ejicW/CGByc9mlOw5bzwOa252Z856AANdQHD0ZcTmksAlKXhl9wCpUyQfh0j0eO8dGdNbIJ0Z2OhM2NtGmwPPYGG87tvpFfr6ToBzzK9Ai+nZnd4tV50qZ+d6JNp0iOfEzhtRujTNZvWT4eyJTYsK7JR0gW/cjqwZk4r5KUfWZPAwubgoYsfNiVQsVXyC+ZszHo5/vMLmzgdkIPs7AR/fIvvktFasln64xN0LAtG01xihfUSQ8yRvyr7fQhqgUXmkOvk1V8K51gCWFxppJ0bYwyRwXAmF78YtMAW1rFGRsDRnevtaiK4oEdIzs2IjLFwDMBYQW/n1g+Wl6dg8S0kA6BIbRZSsGJonIQcAizHtZMwKAvvQ2SObDEdm8hKBh8Fy9YEBrsiXM4qIDK45mh+uzNHk3lwJsHJXYLjGBxBjbP5Q3g7MR5kZ3Y7Oy0Hpgt3J+ZkLJzZxTAZ3H1xXpklo2ec6nAdMxiijCLdcCD86LcWMgjyC4TuuWSk5MzozS1TsZNzejh4NE4GwqE5D4eSwTBqMqHZZbughj4nd0TDJ8dQoodHR1j2QUeOWfo4qrk4CxwBTpZrXeBzNvTSNzn9T/TGyrgECnzQuTH4k7nYQOivlyPWSIC20ZlfQKEHONaEHoGAhkfZhyxR5ucoD1cQw4Nn87JxgVvd2rEbPMtIrT9dWEu+JKjQD72T03ryJ3ZKNrbLX2SnNgQbKz9nJ+ajX/LqC59f0R1dsnG6chdprLnxCs+LLbLQqwCOpgBoA/XyzSZi7fkxXVhzcvALukWHjdi0+Dt/YA9iEN5kvNr4Ot/GH2Ansrf8FY1+HwU1Bl1QCxlk1C8B40HPgo3oTOm99mdA7969u+0IApNMIweQDhNEoGAMsjmLJdozLMc9YwBBHaUsDGUtHy+Bk2e7lF1k2xgBg7FrkMPi2jHtTEoO53hiVxdw0ODkjlDkkeVwdOMFMoECzhXf5hL8OATj5qicxZxkxped1w7JsGRbcMyHJudARxAUxGSInEWQxduOsSPaoTkYB+XEsmXrJNCYDz9ksDayjLInxkv/gpT1MifejJGZ0gfdeIsmALinlCHQhbkYbsdS9mYjI5egbH1tIDIiR1p6ZkucjF2wIfq0QXomj00GDfYmyHAKWSAb4qSypQJJvMpGycwxrTn6aBiDZxuPI6a7Jm8ABQa8CWqyF+si0ONHG3npXLZBRnQEF3pyt8SR8ek4TcdkQtsmiq46uQURDiwoG0vn1pcuBRtriHfzm4cOZDWSCPokG1uTvfMtupYpoqNEizxkpgtrZqxssIAsJlgLG41Aji5caySQWnd6tSnyXfpgF3h3R2ltJSoCFh9lb8UV/JFVULNhdu+MN/zSqbHWL/7IK1lo/UC/B3dqOkRUCm+yHfRSQHPHCwB2TU7KSShOcGB0FpzRcjrKYfAWkvHbRUR2QYJxWkRBjXI7rpnHcUPW113Oa6FgYeHs3hY/OfTl4AtwGSI8/UAbCF8JpxJuhhfOyUv04C0uiD5dMHZGBCdalcB8nIYBa0dXO/2B6EdXMOSU2uBpw49+ILihuf21gXjXDkdpnD7BGy/agOfGotXY+N5504cSXWPxHw/JBzybh15A/MCH15jajdEePfTrwx9a2oA63prLM2B7cOMTLW3xhZZ6Oolm8wWNB57ZusBkTvThkwltpx94+qxZz3AC9PTJnuhMGzrx1Jo0t37tNkObbnpuk9TfnDbCZNRufs9oaTMvPFmxGKAfbbitNTx9gJyetQv2khj00DBOuw1ZpqyOBuj3UVAT7UXfAtIOeg0QHA0CiPZSZQyiT2hvSWRf8NwHuOQV6e0KLib7JqYIbrwU2C6iX2bZYtiBzJHwV/zcA/GLJ+d7aXD6SS8tCEjRPQPPcMPLUVr49LK6v4LmgrN4zam0m9u54MVHcwM4jY2WMh6iuXV9cPy2P3pAved4AcYuv9EKz/o0Vt/SMia8heaPtnpyBM2vHj4c8zVGPXngxp/SOLZUO2hu49gYOp7hWMv4174BoTGeBY9w6gNLqznrj2646triFaC9gQi9dKsefT/jkw9+NNCLZ2V10Hxoxov+s944bcm4sqERvXTSfPCip64tnrRrC2fplqmpB/0eBDWDOLEjESTPYAe+FBovCxNZOSAGgSjsMtVxiKIdr3ynZXeQkku3++jXJai7DZmcI5Hjj+ytzMwO4v7BEepT+G6cEo+ONY5IKXYVjOcygPDVe66eEakrLdo+N+cVRANEs3n042eNIFx90VWCjAswLrqVAXg2NrmUjVPPkMKpbp7o7Zzx4tnYeDrHhAtH/aTr+QofTvXtq42ccBavcdXBjqkvGU7YMeGrK+N/8aJXGU/qjQONad5dox1f28mfviA7CGdxo7Ft0dZWv1L7tjUmOeO7vvDMv7aeLOrhGJtNKOEqTznVoxNudf2CmisBOOH1+yioCRgFtQg0+UshmurSRReiCSqddQfigtt82gQp922ClIxM1tjO437IcdR9jcDmXsfdCX7tPu4Q9EttP4VnMleiI8i7D0IvmtqB+z93LAIbPvWFl2HswqpLr907qIPotaieMxqXoe5g0EYT/vLXHIExlc1bm41BGl+b+z0Xwd6qeo5ec9fWfMHOv31X9RMXbXJc4YL6mnv7tfW8OFue/ehpC7RfldsfXPVHb/GCbd8xtW8d4C/etS//217byrK4+3zKG4QXnS0Xwm/+c57qPYcXbhv8wtIIv+fld9uDq75Kpzr3h4vX70NQC7mg1oQYeUxZz4FfQomsLv3Q4qScVWblTZA54bkTk6nJ0lzkOqsLWLI8R1CZnFfsjqGyNvdrLloFQQIKcmRAq4DxGkADcEKB1bwFkIyBDC5WXSo7XuhLXv2e4UTHMzxB0DFZUNeXPtJTYxxt3G/2AkVftI0BjUHf8XYDmX67ZvgubsmBFly6cvHthUF0Kzd41tbzG3x5oOvW/L8Z1i7YyZfmObs2p3jilKeeP/T7okHNuJxCliAYcRjO7RhqLi8lZAsczdsob44ECpHYWA4rqHmD5ohprOOg71zcvRnnzstnChzUXM15xdM9YCwoqHmxUV+6EEgFBXd6MiqywBVkzQ/IClyUyiTdD8pE8WtXk3U6LpOPQbiQ9UaX/slCX47dXqZ4Te6uU8ZFB/Tp+Oio7i2RN4J0KljiW8bqzZO3kvQmAMNz5JcpevniLa3gCc+bPrygj3cBMT0qk/1T9PoGT8Pq1hr/t+saf1+TR3aYDYoPYoC6NtDvi2dqaPpxPt/VCAA5CefLecyhFKS0A2NjWp8Aod2zcQKDFwYuDNHfueHt80ugedHYoBbf+gQCr7K9fheEvbR4//797ZMAgaMsqXtDGag/lfJFugAluPmnw30nJjP16YFX1+jAldEJajJa4+H6Vk3G5S2wet9m9dobbW9qBTtvROnbEZOOvFEWiGWJvqXyvZPjvuOwb7C8avctlNfv1iAd0HWQ7OnpDT4fpO+rvv9WyC7i/Uvzj37z2ZB9l1ob6PdFgxpA049DcTTZgmAhM0G74AW3gOW5vsogfpTutLw5dZlvTKBfADx5uReiYz5BzWcd8RXIEgU1ypVx+S7JB5CCjMt38wtsMjRt8ByZfW8jmAguxvhmx0eTviFy/KZ7x0TfA1k0Acr83hL7XggNY32UCF8w1Ofuz1thQU+Q9IGvYCaT9AmM47tM0YsV+I7+Ap66oKjP5zaO/bI38pKfPtJ3z2/wZSAbo+ur/v9GWJ6/Bt/Nd1dQC5kjuMBHIGb1ncQfA2OqJ6Tx6n1XFk6lvnUY7Utnn5XwgaOWzA/NxYtWY7YezvZte/V4EtRkRme/uy5f7DseutsTnPwJkDYBTdB2BBTIfWjoiOm46q2trEsActT2hleAEagcE83ruCoI+TMWLynUjfP1vOO6t8iOkI6rjrJenPj4UYbng1CL7cUKHrygEbQEO0d0QRZ/jp8yXPwK0PjzLDimv10XtNLzc7C6unpeuBcvCGfhHpwreG7c2f81oHn/U/O/BL42j6sbVzISAc/Fp34fgpqfTk7sa14D16g9Pwfwwm2yoL4T6jtpaI+nK9yeF8KL1tkfPaCffCetxtfnOCdw7TGZc3udLMtxNHQf5T7Q211BIxr0SPGOybIywUUgE4AcK30h7T7Rl/mCSeNcgrovkD2Zx32ZuixP6Ygrm3Is9sbXfaMMW9Zq/QRZdAQv92SCmRcD/rzGcVj2B1dGKHNzdMefP1Vq4yFnOlBnB3SQnhbwfYL2fot31pV+27dw/q5wXgPmI9uCtufgis4bfB1gj0pr5TtWG7227KLfLai1QJA5BQNvMOi3C1n9qs2Ysy9aAWY2YPYMwtEH9CVQdQCnY+bOteOi+Vi9Z2PjA81Kjt8ftAcu6QWzgoIsxx2Yu6oyR0HH0VBQ80fC/lzGcVXW5et/b3VddqItqPmTGXTct8mWBSb3W3Ad3f3NnM9c9DlOoq9N3V9f+HMZx1x/K4kn8lj4/ji9P+72VTe+0ZLtCW5oyfhkkngSyNEUxMi7uql8Clq7raPRc/XoRtNzOvZ8BeEv3INzQjx9KsTvG3x5aN2UG9Rah34Pghon5jT+ZCnj4PTKXcCIL2hrjGf1s7++6idOfUp99ZtbOyfDY8/b9xjoj/dK7fEKmk9Zv9J8HFy2Y1660O4874NhGZrsSbBwdBNQZDrmQc+3YI6aLv/9RYTAIWi51Pf3gF4WuC/rJYE/AvYXEYKcf/HA3C7wfa4iI3N3iIZ5BSLZF9r68eENpzs5GaM/PXM/Jpg5igpg/ohckNXu2VtkcuDZ35bKPNEQHGVv6ahydfMcLN455l4aV2DsCVd498BzdM7+K5w3+HpA//m7rwwEtdr093tw/ITgGOMOiCFnzCDCCET4Cjb72fqJt4z2rAx356lPdgMSQtuOCXdh20+86NTnWQkKYjIo2ZS2cGViaOh3b9aRTaCJPkBDVid7k23B1S5bstMIHAKnsT7hgEs+92Be6cvctOnzrybA6+/o8KFurdBxrHTMRc/x1dHXN32+9YOvz7/cgTZc8zQGn2how6cxq5PnIL0s+CkXj+y1pSPPW/8csHM+BveMu8KJ14UrvDf4MmBd6FxQcwJRb636PQhqjNgHny6bOQWQbbgv8tYS+O4JcMoTOJMSnmyGA3HoHHbBJTeA49k9jyOP76Q4mCMb5xIAOLTAoQ0OZ3Sprs0zR/TSAHBSASGAA19dEPJsPnQFBYEGLQEEHTzB1Y9vF+wyKQHC0YyMLinJB7R5C6vds7p+chnvWR2o00fPwBhtQL8x5sKjIIQfz0o6Uu9ZP8ArnWlHEw160Z4+e94++PoD+tZHz56VdB/QI50pF7SdoB0tdNTpuHXVr64dXXhAu+fmj5eFnSNAe8GanrA28RgI/gs2iDbmYINZcDreG3w5KKj5FOnJoKaxDscS9zCOI443/nkT/1KGZ+CtmXZv4RxdOL3jkj73RoIi8O8sVXffhAZ8AdNYnxoofX5QqU+7unHb1xi01B3P1M2DrtKfTqkrPZsTf3hWena887mEt5f49g/RkadSX0dAevD20htC7T7FcJxz1wW8sQTaqgP3XPq1B+czgLt01M1Fj/rRAebFC3n1qesnI93gFY6SrKuD9Eh35Kc7egberspElUF99Vc69u4zutoWP9DvKE6P7AcveNcWX2RQty7pFw4Z3BXqT9/pgX7gsTV1ZXKjbQ3RIyNa6trZSvazAIdOAF7o7QTtC+EH2d1CY60VHuDgI52QAU9w6MeaaScL2fVpT+504R/09KYbqLPNcPy7arWHpw2Es7i1r+0FdG6+E6zTCfjNl8jFh+iF3AE9pBe6SGf0/xLI74FPm8zfxmLD6fcdwcxP2dELgl0KNMgRxbN+dQEwYo4tdjbHL/364FQPT+mnXX1x61cvwAZo669u3AkyELu2euOVS+ukC8z5HOAJkN/86ld4C/ht3GOQjhe0G2seQLfamhdOR930LssoS9WuH65++EpQu7LnhegtlMGUzaAPZLbmM29tAVrxsmN6rm95UJdRrQza1JsnWkoZmdIYbcmJ1/QUbvUT4iW68bI8Gbug7TmIduAE4ISgBGWU2ha0yV5lzGXGPctStZXBynRl7kHZu1IWrs4n9lQQdHpyMnDS6OShdNKSBfm4/AR9jn1Oak5vTnFOZdqM1Z4f4hMfnbY6SZGBDqwbG6rdOrTO2RZQL9umH7TpRDva+Ti/7/cdDX51MIor5z+hILRtFh0NdaXnnLx2tBun9Kt96wt+2++3fX4Zs3maE+7S0xeEU99TcP6MI//C0o7+Fa0FvMVHoD162wZ32+Kj+vmDmz7Qu5or/QTa4C8Ya34/ZWv61C9+/aKtrXbj1dGPj3gNp8AUD+kkmtELP4iuemO1nb/GPvWLxgJ+F5pjIVzjwzt/5FtcdXjGJDccbZ7Vo7djkr95ToCXrFdgLPCrzbja9rfjAnhKP/XiBxr401YZbrC/ZDJOX/Ud49lvx68O+j04fkYoYkBde/Xti9iOWxzt4dR2hXdV77k2UZvCtj8cc6xRLJ2ewSoKxNtzYFxwRRfU/lj/Fc4VnHity9ne8xVtzytb7WUmi7sQ/gn1Ke2S6Hg+9blwRTN8JUeVDfWsTNbqOzYIZ/VywjlvbQtnX/ZzwuKFe/bjZSHc+KvtHBfUtrLTjaylgPDYuK2fsLgnnDiPPS/gLx5BeNuG9/pOupXROfufgsWpvj5v3n4f3ak1YYwuoccYqe5XG3rwowuntsZvfeGc27gyhG0D/XoG8DKGheif7fdC4++lsTzF10njxCF7vKuni60/BTv/CR2Prvoeg3QbbRsLPuo/5w/qN3bxaq8tuRe3vvAXJx14Xj4CfX49L80TVqdX/a+F5Rec9OP/5E17uOxdUIvHxQNX418CzfUUXI0D9a/+lpflrbXwfEW3tm3f8QtwotNzoL3fh7efV0TAOcFVvUmeqz82x2PQ3DtuaT4G55j/Flh5nuLvSoeV98gF5xxXHdxD415Y+o+1Ne+2LY9X/FzRrb2+x3BsCh3vHsMBSwsPJ5z4nwLP0V1egoJZfQvhPNX3pWHnI9c59/btc7C6iNaJA9KbvqWlvgHfs9+DoNaA6m/wBt9GYMNdNG8m8Qb/f0HBbGOW34eg9vZ7+7393n7f/t///M//BXqaorjvFDGzAAAAAElFTkSuQmCC)
Los precios de la tabla anterior para las actividades económicas extracción de hulla (carbón de piedra) CIIU - 0510 y extracción de carbón lignito CIIU - 0520, corresponderán al precio promedio internacional del carbón de referencia API2, restado por el valor del flete BCI7 (API2 - BCI7) USD/Tonelada, deflactado con el Índice de Precios al Consumidor para todos los consumidores urbanos de los Estados Unidos de América, publicado por la Oficina de Estadísticas Laborales de ese país (…).
Para la aplicación de los puntos adicionales la Unidad de Planeación Minero- Energética, en el caso de las actividades de extracción de hulla (carbón de piedra) CIIU - 0510 y extracción de carbón lignito CIIU – 0520, y la Agencia Nacional de Hidrocarburos, para el caso de la actividad económica de extracción de petróleo crudo CIIU – 0610, publicarán a más tardar, el último día hábil de enero de cada año, mediante resolución, la información correspondiente a los precios promedio del año gravable inmediatamente anterior, así como la tabla de percentiles de precios promedio mensuales, incluyendo por lo menos: (…)
4. El precio promedio del carbón que se encuentre en el percentil sesenta y cinco (65) de los precios promedio mensuales de los últimos ciento veinte (120) meses sin incluir el precio de los meses transcurridos en el año de la declaración.
5. El precio promedio del carbón que se encuentre en el percentil setenta y cinco (75) de los precios promedio mensuales de los últimos ciento veinte (120) meses sin incluir el precio de los meses transcurridos en el año de la declaración.
Estos puntos adicionales sobre la tarifa del impuesto sobre la renta solo son aplicables a los contribuyentes de que trata este parágrafo que, en el año gravable correspondiente, tengan una renta gravable igual o superior a cincuenta mil (50.000) UVT. El umbral anterior se calculará de manera agregada para las actividades realizadas por personas vinculadas, según los criterios de vinculación previstos en el Artículo 260-1 de este Estatuto.
Cuando un mismo contribuyente tenga ingresos por las diferentes actividades económicas sujetas a lo aquí previsto, los puntos adicionales serán determinados por la actividad que mayores ingresos fiscales genera para el contribuyente. (…).
Como se observa, el parágrafo 3° del artículo 10 de la Ley 2277 del 23 de diciembre de 2022, que modificó el artículo 240 del Estatuto Tributario, impone a las personas obligadas a declarar renta, que realicen actividades de Extracción de hulla (carbón de piedra) CIIU - 0510 y extracción de carbón lignito CIIU -0520, adicionar a la tarifa general del impuesto sobre la renta unos puntos adicionales.
Para tal fin, la Unidad de Planeación Minero Energética (UPME), publicará, el último día hábil de enero de cada año, mediante acto administrativo, la información correspondiente a los precios promedio del año gravable inmediatamente anterior, así como la tabla de percentiles de precios promedio mensuales.
Adicionalmente, el Ministerio de Hacienda radicó con número 6294/2024/OFI comentarios a la resolución número 000045 de 2024, en la cual indica que se identificó que existe un error aritmético al calcular los precios que establece la ley, toda vez que se determinan los percentiles 65 y 75 de los últimos ciento veinte (120) meses deflactados con el índice de precios al consumidor para todos los consumidores urbanos de los Estados Unidos de América, utilizando como base 100 el índice para diciembre de 2022 reportado por la Oficina de Estadísticas Laborales de EE. UU.. Sin embargo, el precio promedio para el año 2023 se calcula en términos nominales, es decir sin deflactar.
El procedimiento descrito anteriormente implica que se realiza una comparación entre precios deflactados con base en diciembre de 2022 contra un precio promedio de 2023 sin deflactar generando distorsiones por diferencias en la unidad de medida, por tanto, es necesario que ambos datos sean deflactados con base en el IPC para todos los consumidores urbanos de los Estados Unidos de América, utilizando como base 100 el índice reportado, para diciembre de 2022.
Dada la obligación anterior, la Subdirección de Minería procedió a calcular con la metodología establecida lo siguiente:
1. Precio promedio del año gravable inmediatamente anterior, es decir el año 2023
2. Percentil sesenta y cinco (65) y
3. Percentil setenta y cinco (75).
|
USD/TON
|
Precio promedio del carbón del año gravable 2023 (API2-BCI7 deflactado a diciembre de 2022 con el Índice de Precios al Consumidor para todos los consumidores urbanos de los Estados Unidos de América publicado por el BLS)
|
114,08
|
Percentil 65 de los precios promedio mensuales de enero de 2013 a diciembre de 2022 (API2-BCI7 deflactado a diciembre de 2022 con el Índice de Precios al Consumidor para todos los consumidores urbanos de los Estados Unidos de América publicado por el BLS)
|
92,65
|
Percentil 75 de los precios promedio mensuales de enero de 2013 a diciembre de 2022 (API2-BCI7 deflactado a diciembre de 2022 con el Índice de Precios al Consumidor para todos los consumidores urbanos de los Estados Unidos de América publicado por el BLS)
|
98,67
|
Elaboración y cálculos UPME.
Para obtener los resultados anteriores, la Subdirección de Minería calculó los porcentajes mensuales, el deflactor base diciembre de 2022 y el precio deflactado, así:
Mes-Año
|
API2-BCI7 USD/t (1)
|
Deflactor base Dic 2022 (2)
|
Precio deflactado a dic de 2022 USD/t (3)
|
ene-13
|
76,97
|
0,7759
|
99,20
|
feb-13
|
78,26
|
0,7822
|
100,05
|
mar-13
|
76,47
|
0,7843
|
97,50
|
abr-13
|
74,08
|
0,7835
|
94,55
|
may-13
|
73,73
|
0,7849
|
93,94
|
jun-13
|
65,33
|
0,7867
|
83,04
|
jul-13
|
64,18
|
0,7871
|
81,54
|
ago-13
|
66,09
|
0,7880
|
83,87
|
sep-13
|
63,55
|
0,7889
|
80,55
|
oct-13
|
68,69
|
0,7869
|
87,29
|
nov-13
|
71,47
|
0,7853
|
91,01
|
dic-13
|
67,58
|
0,7852
|
86,07
|
ene-14
|
70,64
|
0,7881
|
89,63
|
feb-14
|
68,34
|
0,7910
|
86,39
|
mar-14
|
62,51
|
0,7961
|
78,52
|
abr-14
|
67,75
|
0,7988
|
84,82
|
may-14
|
65,63
|
0,8016
|
81,88
|
jun-14
|
62,27
|
0,8031
|
77,54
|
jul-14
|
64,52
|
0,8027
|
80,37
|
ago-14
|
68,09
|
0,8014
|
84,96
|
sep-14
|
65,39
|
0,8020
|
81,53
|
oct-14
|
63,49
|
0,8000
|
79,36
|
nov-14
|
61,64
|
0,7957
|
77,47
|
dic-14
|
64,04
|
0,7912
|
80,95
|
ene-15
|
52,35
|
0,7874
|
66,48
|
feb-15
|
55,95
|
0,7909
|
70,75
|
mar-15
|
56,11
|
0,7956
|
70,53
|
abr-15
|
54,33
|
0,7972
|
68,15
|
may-15
|
53,03
|
0,8012
|
66,19
|
jun-15
|
51,89
|
0,8040
|
64,54
|
jul-15
|
50,54
|
0,8041
|
62,85
|
ago-15
|
47,66
|
0,8030
|
59,36
|
sep-15
|
47,66
|
0,8017
|
59,45
|
oct-15
|
46,60
|
0,8013
|
58,15
|
nov-15
|
48,63
|
0,7997
|
60,81
|
dic-15
|
42,76
|
0,7969
|
53,66
|
ene-16
|
41,93
|
0,7982
|
52,53
|
feb-16
|
40,44
|
0,7989
|
50,62
|
mar-16
|
42,98
|
0,8023
|
53,57
|
abr-16
|
40,80
|
0,8061
|
50,61
|
may-16
|
42,51
|
0,8094
|
52,52
|
jun-16
|
46,43
|
0,8121
|
57,18
|
jul-16
|
51,87
|
0,8107
|
63,98
|
ago-16
|
55,65
|
0,8115
|
68,58
|
sep-16
|
56,37
|
0,8134
|
69,30
|
oct-16
|
72,11
|
0,8145
|
88,54
|
nov-16
|
78,20
|
0,8132
|
96,16
|
dic-16
|
82,82
|
0,8135
|
101,81
|
ene-17
|
80,81
|
0,8182
|
98,77
|
feb-17
|
76,16
|
0,8208
|
92,79
|
mar-17
|
65,48
|
0,8214
|
79,71
|
abr-17
|
67,28
|
0,8239
|
81,66
|
may-17
|
67,83
|
0,8246
|
82,26
|
jun-17
|
72,97
|
0,8253
|
88,41
|
jul-17
|
77,70
|
0,8248
|
94,21
|
ago-17
|
77,26
|
0,8272
|
93,40
|
sep-17
|
82,03
|
0,8316
|
98,64
|
oct-17
|
81,97
|
0,8311
|
98,63
|
nov-17
|
82,72
|
0,8311
|
99,53
|
dic-17
|
81,43
|
0,8306
|
98,04
|
ene-18
|
85,23
|
0,8351
|
102,05
|
feb-18
|
77,66
|
0,8389
|
92,57
|
mar-18
|
72,77
|
0,8408
|
86,55
|
abr-18
|
74,29
|
0,8442
|
88,00
|
may-18
|
79,94
|
0,8477
|
94,30
|
jun-18
|
86,68
|
0,8490
|
102,09
|
jul-18
|
88,47
|
0,8491
|
104,19
|
ago-18
|
85,66
|
0,8496
|
100,83
|
sep-18
|
90,92
|
0,8505
|
106,90
|
oct-18
|
89,92
|
0,8520
|
105,53
|
nov-18
|
79,78
|
0,8492
|
93,95
|
dic-18
|
78,27
|
0,8465
|
92,47
|
ene-19
|
73,03
|
0,8481
|
86,11
|
feb-19
|
67,26
|
0,8517
|
78,97
|
mar-19
|
63,10
|
0,8565
|
73,67
|
abr-19
|
51,58
|
0,8610
|
59,91
|
may-19
|
48,55
|
0,8629
|
56,27
|
jun-19
|
40,11
|
0,8630
|
46,48
|
jul-19
|
46,05
|
0,8645
|
53,27
|
ago-19
|
42,05
|
0,8644
|
48,65
|
sep-19
|
46,66
|
0,8651
|
53,94
|
oct-19
|
48,81
|
0,8671
|
56,29
|
nov-19
|
46,15
|
0,8666
|
53,25
|
dic-19
|
43,55
|
0,8658
|
50,30
|
ene-20
|
40,56
|
0,8692
|
46,66
|
feb-20
|
41,63
|
0,8716
|
47,76
|
mar-20
|
41,99
|
0,8697
|
48,28
|
abr-20
|
39,53
|
0,8639
|
45,76
|
may-20
|
34,69
|
0,8639
|
40,16
|
jun-20
|
38,24
|
0,8686
|
44,03
|
jul-20
|
38,17
|
0,8730
|
43,72
|
ago-20
|
39,58
|
0,8757
|
45,20
|
sep-20
|
43,65
|
0,8770
|
49,77
|
oct-20
|
45,18
|
0,8773
|
51,50
|
nov-20
|
45,88
|
0,8768
|
52,33
|
dic-20
|
57,95
|
0,8776
|
66,03
|
ene-21
|
55,14
|
0,8813
|
62,56
|
feb-21
|
56,06
|
0,8862
|
63,26
|
mar-21
|
58,41
|
0,8925
|
65,45
|
abr-21
|
59,02
|
0,8998
|
65,59
|
may-21
|
71,41
|
0,9070
|
78,73
|
jun-21
|
95,11
|
0,9154
|
103,90
|
jul-21
|
118,34
|
0,9198
|
128,65
|
ago-21
|
132,67
|
0,9217
|
143,94
|
sep-21
|
151,47
|
0,9242
|
163,89
|
oct-21
|
205,81
|
0,9319
|
220,85
|
nov-21
|
132,44
|
0,9365
|
141,42
|
dic-21
|
120,18
|
0,9394
|
127,94
|
ene-22
|
155,79
|
0,9473
|
164,46
|
feb-22
|
182,78
|
0,9559
|
191,21
|
mar-22
|
311,55
|
0,9687
|
321,62
|
abr-22
|
307,09
|
0,9741
|
315,26
|
may-22
|
313,03
|
0,9848
|
317,85
|
jun-22
|
337,02
|
0,9984
|
337,57
|
jul-22
|
373,04
|
0,9982
|
373,70
|
ago-22
|
353,10
|
0,9979
|
353,85
|
sep-22
|
317,90
|
1,0000
|
317,89
|
oct-22
|
253,99
|
1,0041
|
252,95
|
nov-22
|
201,89
|
1,0031
|
201,27
|
dic-22
|
215,43
|
1,0000
|
215,43
|
ene-23
|
157,26
|
1,0080
|
156,01
|
feb-23
|
130,33
|
1,0136
|
128,58
|
mar-23
|
127,83
|
1,0170
|
125,70
|
abr-23
|
129,47
|
1,0221
|
126,67
|
may-23
|
107,17
|
1,0247
|
104,59
|
jun-23
|
106,28
|
1,0280
|
103,38
|
jul-23
|
100,55
|
1,0300
|
97,62
|
ago-23
|
106,75
|
1,0345
|
103,19
|
sep-23
|
112,56
|
1,0370
|
108,54
|
oct-23
|
120,29
|
1,0366
|
116,04
|
nov-23
|
107,61
|
1,0345
|
104,02
|
dic-23
|
97,74
|
1,0335
|
94,57
|
Fuente: Argusmedia, Baltic Exchange, Índice de Precios al Consumidor para todos los consumidores urbanos de los Estados Unidos de América. Cálculos UPME.
(1) Precios FOB Us/t establecidos para el período 2013-2022 resultantes de la diferencia entre indicador API2 y BCI7.
(2) Deflactor base Dic 2022 consultado en la página de la Oficina de Estadísticas Laborales de Estados Unidos (https://www.bls.gov/cpi/).
(3) Precio deflactado base dic de 2022.
Publicada en D.O. 52.683 del 28 de Febrero de 2024.
Notas
- ↑ Hulla (carbón de piedra) CIIU-0510 y Carbón lignito CIIU-0520
|