{"id":73033,"date":"2025-11-26T16:41:22","date_gmt":"2025-11-26T21:41:22","guid":{"rendered":"https:\/\/niixer.com\/?p=73033"},"modified":"2025-11-26T20:01:04","modified_gmt":"2025-11-27T01:01:04","slug":"modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds","status":"publish","type":"post","link":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/","title":{"rendered":"Modelado 3D y Animaci\u00f3n : Creaci\u00f3n mundo Navide\u00f1o Tem\u00e1tico Inspirado en McDonald\u2019s"},"content":{"rendered":"\n<h2 class=\"wp-block-heading\"><strong>Introducci\u00f3n<\/strong><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">El proyecto <strong>\u201c<a href=\"https:\/\/psicologiaymente.com\/psicologia\/modelado\">Modelado <\/a><strong>3D<\/strong><\/strong> <strong>y <a href=\"https:\/\/www.adobe.com\/es\/creativecloud\/animation\/discover\/animation.html\">Animaci\u00f3n <\/a>: Creaci\u00f3n de un Mundo Navide\u00f1o Tem\u00e1tico Inspirado en McDonald\u2019s\u201d<\/strong> tiene como objetivo desarrollar un entorno festivo completamente dise\u00f1ado en <strong><a href=\"https:\/\/www.blender.org\/\">Blender<\/a><\/strong>, integrando elementos ic\u00f3nicos de la temporada navide\u00f1a con la identidad visual de la marca McDonald\u2019s. A trav\u00e9s de un proceso detallado de modelado, <a href=\"https:\/\/www.buscapalabra.com\/definiciones.html?palabra=texturizado\">texturizado <\/a>y animaci\u00f3n, se construy\u00f3 una escena que combina fantas\u00eda, est\u00e9tica navide\u00f1a y elementos representativos de la marca.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Para este mundo tem\u00e1tico se modelaron diversos objetos clave: una <strong>casa navide\u00f1a<\/strong> con techo texturizado como galleta, <strong>ventanas decorativas<\/strong>, <strong>estrellas de ocho puntas<\/strong>, <strong>bastones dulces<\/strong>, <strong>galletas<\/strong>, as\u00ed como un <strong>mu\u00f1eco de nieve<\/strong>, <strong>\u00e1rboles de navidad con regalos<\/strong>, y una representaci\u00f3n de <strong>mi avatar con mi rostro<\/strong> para integrarlo como personaje principal del corto. Adem\u00e1s, se incorporaron elementos de la marca como una <strong>caja de McDonald\u2019s personalizada<\/strong>, el <strong>logo<\/strong>, y decoraciones inspiradas en sus colores y estilo visual.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Finalmente, todo este conjunto de modelos ser\u00e1 integrado en una <strong>escena animada<\/strong>, donde la iluminaci\u00f3n, las texturas y el movimiento dar\u00e1n vida a un <strong>corto navide\u00f1o tem\u00e1tico<\/strong>, creando una experiencia visual inmersiva que combina el esp\u00edritu festivo con el universo creativo de McDonald\u2019s.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>1. Modelo 3D: Bastones<\/strong><\/h2>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>1. 1. Modelado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">En el modelo 3D de bastones realizado en Blender, comenzamos a\u00f1adiendo un c\u00edrculo con <strong>Shift + A,<\/strong> defini\u00e9ndolo con <strong>16 v\u00e9rtices<\/strong>. Luego, presionamos <strong>X<\/strong> para eliminar la mitad de los v\u00e9rtices, dejando \u00fanicamente uno en el extremo, lo que nos permite obtener una forma similar a una \u201cC\u201d.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A continuaci\u00f3n, seleccionamos ese v\u00e9rtice y presionamos <strong>E<\/strong> para extruir en el <strong>eje Y<\/strong>, formando as\u00ed la punta caracter\u00edstica del bast\u00f3n. Despu\u00e9s de obtener la silueta base, seleccionamos todo el modelo en Modo Edici\u00f3n, hacemos clic derecho y elegimos la opci\u00f3n curva, completando el proceso de transformaci\u00f3n.<\/p>\n\n\n\n<div class=\"wp-block-columns is-layout-flex wp-container-core-columns-is-layout-7387b849 wp-block-columns-is-layout-flex\">\n<div class=\"wp-block-column is-vertically-aligned-bottom is-layout-flow wp-block-column-is-layout-flow\" style=\"flex-basis:100%\">\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"414\" height=\"295\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image.png\" alt=\"\" class=\"wp-image-73034\" style=\"width:330px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image.png 414w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-300x214.png 300w\" sizes=\"auto, (max-width: 414px) 100vw, 414px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"466\" height=\"294\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-27.png\" alt=\"\" class=\"wp-image-73062\" style=\"width:370px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-27.png 466w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-27-300x189.png 300w\" sizes=\"auto, (max-width: 466px) 100vw, 466px\" \/><\/figure>\n<\/div>\n<\/div>\n<\/div>\n\n\n\n<div class=\"wp-block-media-text is-stacked-on-mobile is-vertically-aligned-top\" style=\"grid-template-columns:45% auto\"><figure class=\"wp-block-media-text__media\"><img loading=\"lazy\" decoding=\"async\" width=\"436\" height=\"277\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-3.png\" alt=\"\" class=\"wp-image-73038 size-full\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-3.png 436w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-3-300x191.png 300w\" sizes=\"auto, (max-width: 436px) 100vw, 436px\" \/><\/figure><div class=\"wp-block-media-text__content\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"436\" height=\"280\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-5.png\" alt=\"\" class=\"wp-image-73040\" style=\"width:342px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-5.png 436w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-5-300x193.png 300w\" sizes=\"auto, (max-width: 436px) 100vw, 436px\" \/><\/figure>\n<\/div><\/div>\n\n\n\n<p class=\"wp-block-paragraph\">En las propiedades de la curva, aumentamos la profundidad a 0.4 m, lo que proporciona grosor y definici\u00f3n al bast\u00f3n. Le damos en <strong>Control + R<\/strong> para realizar divisiones en la geometr\u00eda de los objetos, luego se agrega un modificador \u201c<strong>diezmar<\/strong>\u201d para reducir el n\u00famero de pol\u00edgonos.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"409\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-6.png\" alt=\"\" class=\"wp-image-73041\" style=\"width:690px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-6.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-6-300x139.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-6-768x355.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<div class=\"wp-block-group is-layout-constrained wp-block-group-is-layout-constrained\">\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"373\" height=\"370\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-11.png\" alt=\"\" class=\"wp-image-73046\" style=\"width:307px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-11.png 373w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-11-300x298.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-11-150x150.png 150w\" sizes=\"auto, (max-width: 373px) 100vw, 373px\" \/><\/figure>\n<\/div>\n<\/div>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"435\" height=\"364\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-13.png\" alt=\"\" class=\"wp-image-73048\" style=\"width:360px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-13.png 435w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-13-300x251.png 300w\" sizes=\"auto, (max-width: 435px) 100vw, 435px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Ahora se seleccionan todos los v\u00e9rtices de la punta del bast\u00f3n y, presionando la tecla<strong> F<\/strong>, se realiza el relleno de la zona. Luego, oprimimos <strong>I<\/strong> para insertar detalles adicionales y , utilizamos Merge presionando <strong>M<\/strong> para unir los v\u00e9rtices en el centro.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Finalmente se agrega un \u00faltimo modificador llamado subdivisi\u00f3n que permite convertir las caras de una malla en mas peque\u00f1as para que se vea m\u00e1s suave y detallado, luego Shade smoot para finalmente suavizar sombras.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"650\" height=\"608\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-190.png\" alt=\"\" class=\"wp-image-73264\" style=\"width:760px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-190.png 650w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-190-300x281.png 300w\" sizes=\"auto, (max-width: 650px) 100vw, 650px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>1.2. Texturizado<\/strong><\/h3>\n\n\n\n<div class=\"wp-block-media-text is-stacked-on-mobile is-vertically-aligned-top\" style=\"grid-template-columns:33% auto\"><figure class=\"wp-block-media-text__media\"><img loading=\"lazy\" decoding=\"async\" width=\"470\" height=\"385\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-25.png\" alt=\"\" class=\"wp-image-73060 size-full\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-25.png 470w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-25-300x246.png 300w\" sizes=\"auto, (max-width: 470px) 100vw, 470px\" \/><\/figure><div class=\"wp-block-media-text__content\">\n<p class=\"wp-block-paragraph\">el bast\u00f3n se pinta completamente utilizando el <strong>valor hexadecimal #E7C2C5FF<\/strong>, asegurando una <strong>aplicaci\u00f3n uniforme del color base<\/strong> sobre toda la malla.<\/p>\n<\/div><\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Se ajustan las propiedades del color para que la superficie adquiera textura y se vea m\u00e1s realista. Para ello, se configura el siguiente flujo en el editor de nodos: Coordenadas de texturizado (UV) \u2192 Mapeo \u2192 Ruido (con la escala ajustada a 146) \u2192 Rampa de color (en tonos verdes) \u2192 Relieve y, finalmente, el color base del objeto. Con esta combinaci\u00f3n se obtiene una textura similar a la de un dulce.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"325\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-28.png\" alt=\"\" class=\"wp-image-73063\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-28.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-28-300x110.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-28-768x282.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Pasamos nuevamente al <strong>Modo Edici\u00f3n<\/strong> con la tecla <strong>Tab<\/strong>. All\u00ed, presionamos <strong>Alt <\/strong>y hacemos clic sobre la cara que contiene la diagonal para seleccionar toda la franja. Con esta selecci\u00f3n, le damos la forma en espiral, de modo que toda la zona quede rellenada con el color previamente creado y asignado para esta parte del modelo.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"495\" height=\"318\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-34.png\" alt=\"\" class=\"wp-image-73071\" style=\"width:344px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-34.png 495w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-34-300x193.png 300w\" sizes=\"auto, (max-width: 495px) 100vw, 495px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"871\" height=\"492\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-35.png\" alt=\"\" class=\"wp-image-73073\" style=\"width:381px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-35.png 871w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-35-300x169.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-35-768x434.png 768w\" sizes=\"auto, (max-width: 871px) 100vw, 871px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>2. Modelo 3D: Casa<\/strong><\/h2>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>2.1. Modelado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Para comenzar con el modelado de la casa, a\u00f1adimos un <strong>cubo<\/strong> y entramos al <strong>Modo Edici\u00f3n<\/strong>. Seleccionamos \u00fanicamente la <strong>cara superior<\/strong> y, presionando <strong>G<\/strong>, la movemos sobre el eje <strong>Z<\/strong> hacia abajo, de modo que la figura quede <strong>m\u00e1s ancha que alta<\/strong>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Luego, a\u00fan en Modo Edici\u00f3n, presionamos <strong>Ctrl + R<\/strong> para <strong>dividir la cara principal en dos<\/strong>. A continuaci\u00f3n, cambiamos al <strong>modo de selecci\u00f3n por bordes<\/strong> y, usando nuevamente <strong>G<\/strong>, movemos solo el <strong>borde superior<\/strong> hacia arriba para darle una <strong>forma c\u00f3nica<\/strong>, que ser\u00e1 el <strong>techo<\/strong> de la casa.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"886\" height=\"466\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-38.png\" alt=\"\" class=\"wp-image-73079\" style=\"width:460px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-38.png 886w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-38-300x158.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-38-768x404.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-38-390x205.png 390w\" sizes=\"auto, (max-width: 886px) 100vw, 886px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"636\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-39.png\" alt=\"\" class=\"wp-image-73080\" style=\"width:350px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-39.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-39-300x216.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-39-768x552.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"464\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-40.png\" alt=\"\" class=\"wp-image-73081\" style=\"width:434px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-40.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-40-300x157.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-40-768x403.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-40-390x205.png 390w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"469\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-41.png\" alt=\"\" class=\"wp-image-73082\" style=\"width:435px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-41.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-41-300x159.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-41-768x407.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"470\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-45.png\" alt=\"\" class=\"wp-image-73086\" style=\"width:435px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-45.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-45-300x159.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-45-768x408.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"473\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-46.png\" alt=\"\" class=\"wp-image-73087\" style=\"width:435px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-46.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-46-300x160.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-46-768x410.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">A continuaci\u00f3n, cambiamos al <strong>modo de selecci\u00f3n por v\u00e9rtices<\/strong> y seleccionamos los dos <strong>v\u00e9rtices superiores laterales<\/strong>. Luego presionamos <strong>J<\/strong> para generar una <strong>divisi\u00f3n<\/strong> entre ellos.<br>Con <strong>Tab<\/strong>, regresamos al <strong>Modo Objeto<\/strong>, hacemos <strong>clic derecho<\/strong> y elegimos <strong>Shade Smooth<\/strong> para suavizar las sombras.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Posteriormente, a\u00f1adimos el modificador <strong>Subdivision Surface<\/strong>, el cual subdivide la malla en m\u00e1s caras; en este caso, lo configuramos en <strong>dos subdivisiones<\/strong> para obtener una forma m\u00e1s suave y detallada.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"473\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-47.png\" alt=\"\" class=\"wp-image-73088\" style=\"width:374px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-47.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-47-300x160.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-47-768x410.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"473\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-49.png\" alt=\"\" class=\"wp-image-73090\" style=\"width:370px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-49.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-49-300x160.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-49-768x410.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"471\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-50.png\" alt=\"\" class=\"wp-image-73091\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-50.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-50-300x160.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-50-768x409.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"473\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-51.png\" alt=\"\" class=\"wp-image-73092\" style=\"width:379px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-51.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-51-300x160.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-51-768x410.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"470\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-52.png\" alt=\"\" class=\"wp-image-73093\" style=\"width:374px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-52.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-52-300x159.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-52-768x408.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Continuamos trabajando en el techo ahora que la estructura base de la casa est\u00e1 definida. Pasamos al <strong>Modo Edici\u00f3n<\/strong> y, en el <strong>modo de selecci\u00f3n por caras<\/strong>, seleccionamos las dos <strong>caras superiores<\/strong> del techo. Presionamos <strong>Shift + D<\/strong> para duplicarlas y, a continuaci\u00f3n, presionamos <strong>P<\/strong> para <strong>separar<\/strong> la selecci\u00f3n en un nuevo objeto.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Luego, aplicamos <strong>Ctrl + R<\/strong> para realizar cortes:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>En la parte <strong>frontal<\/strong>, a\u00f1adimos <strong>10 cortes<\/strong>.<\/li>\n\n\n\n<li>En el lateral, realizamos <strong>5 cortes<\/strong> en cada cara.<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\">Despu\u00e9s, eliminamos con <strong>X<\/strong> toda la parte <strong>central<\/strong>, dejando \u00fanicamente los <strong>bordes<\/strong>, que servir\u00e1n de base para la estructura detallada del techo.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"469\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-53.png\" alt=\"\" class=\"wp-image-73094\" style=\"width:473px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-53.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-53-300x159.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-53-768x407.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"556\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-56.png\" alt=\"\" class=\"wp-image-73097\" style=\"width:423px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-56.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-56-300x189.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-56-768x483.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"555\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-60.png\" alt=\"\" class=\"wp-image-73101\" style=\"width:450px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-60.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-60-300x188.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-60-768x482.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"551\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-62.png\" alt=\"\" class=\"wp-image-73103\" style=\"width:458px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-62.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-62-300x187.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-62-768x478.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Presionamos <strong>E<\/strong> y movemos la extrusi\u00f3n hacia arriba en el eje <strong>Z<\/strong> para darle mayor contorno y grosor al techo. Luego aplicamos nuevamente el modificador <strong><a href=\"https:\/\/docs.blender.org\/manual\/en\/latest\/modeling\/modifiers\/generate\/subdivision_surface.html\">Subdivision Surface<\/a><\/strong> y activamos el <strong><a href=\"https:\/\/docs.blender.org\/manual\/en\/latest\/modeling\/meshes\/editing\/face\/shading.html\">Shade Smooth<\/a><\/strong> para suavizar las sombras. Despu\u00e9s presionamos <strong>Shift + N<\/strong> para <strong>recalcular las normales<\/strong>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Como siguiente paso, buscamos darle al techo un aspecto similar a la nieve acumulada. Para ello, en <strong>Modo Edici\u00f3n<\/strong>, seleccionamos las <strong>caras inferiores<\/strong> del techo y presionamos <strong>G<\/strong> para moverlas ligeramente en el eje <strong>Z<\/strong>, creando un efecto de \u201cgoteo\u201d o ca\u00edda de nieve.<br>Del mismo modo, en la <strong>parte superior<\/strong>, seleccionamos las caras centrales y repetimos el proceso, movi\u00e9ndolas con <strong>G<\/strong> en los ejes <strong>X<\/strong> y <strong>Y<\/strong> para generar un relieve m\u00e1s natural y org\u00e1nico.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"641\" height=\"475\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-192.png\" alt=\"\" class=\"wp-image-73279\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-192.png 641w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-192-300x222.png 300w\" sizes=\"auto, (max-width: 641px) 100vw, 641px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"563\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-66.png\" alt=\"\" class=\"wp-image-73107\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-66.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-66-300x191.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-66-768x489.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Colocamos el <strong>cursor 3D<\/strong> en el centro de la parte superior del techo y a\u00f1adimos un <strong>cubo<\/strong> con <strong>Shift + A<\/strong>. Entramos al <strong>Modo Edici\u00f3n<\/strong> y, en el <strong>modo de selecci\u00f3n por caras<\/strong>, seleccionamos la <strong>cara superior<\/strong> del cubo. Presionamos <strong>I<\/strong> para realizar una <strong>inserci\u00f3n<\/strong>, reduciendo el tama\u00f1o de esa cara. Luego presionamos <strong>E<\/strong> para <strong>extruir hacia adentro<\/strong>, creando una cavidad que dar\u00e1 la <strong>profundidad caracter\u00edstica del hueco de la chimenea<\/strong>.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"324\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-215-1024x324.png\" alt=\"\" class=\"wp-image-73321\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-215-1024x324.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-215-300x95.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-215-768x243.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-215.png 1464w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Con la misma configuraci\u00f3n y modos utilizados anteriormente, presionamos <strong>Alt<\/strong> y seleccionamos una <strong>cara lateral<\/strong> de lo que ser\u00e1 nuestra chimenea. Luego presionamos <strong>Shift + D<\/strong> para <strong>duplicar<\/strong> esa cara y, a continuaci\u00f3n, presionamos <strong>P<\/strong> para <strong>separar la selecci\u00f3n<\/strong> en un nuevo objeto.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Cambiamos del <strong>modo de selecci\u00f3n por caras<\/strong> al <strong>modo de selecci\u00f3n por bordes<\/strong>, seleccionamos todo el <strong>borde<\/strong> del objeto duplicado y, presionando <strong>G<\/strong>, lo movemos hacia abajo en el eje <strong>Z<\/strong> para que quede <strong>rodeando la parte inferior de la chimenea<\/strong>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Despu\u00e9s realizamos una <strong>divisi\u00f3n<\/strong> en el objeto, agregando <strong>5 cortes por cada cara<\/strong> con <strong>Ctrl + R<\/strong>.<br>Finalmente, extruimos siguiendo la <strong>normal<\/strong> para mantener la forma unificada del objeto: presionamos <strong>Alt + E<\/strong> y elegimos la opci\u00f3n <strong>Extruir caras a lo largo de las normales<\/strong>, sacando ligeramente los laterales hacia afuera en todo el contorno.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"327\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-216-1024x327.png\" alt=\"\" class=\"wp-image-73322\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-216-1024x327.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-216-300x96.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-216-768x245.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-216.png 1353w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Ahora generamos un <strong>\u00fanico corte<\/strong> con <strong>Ctrl + R<\/strong> en la parte superior de los bordes laterales. Esto permitir\u00e1 que, al aplicar el modificador <strong>Subdivision Surface<\/strong>, la forma conserve mejor su estructura y se vea m\u00e1s realista gracias a la creaci\u00f3n de m\u00e1s caras. Finalmente, aplicamos nuevamente <strong>Shade Smooth<\/strong> para suavizar las sombras y mejorar el acabado del modelo.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"571\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-77.png\" alt=\"\" class=\"wp-image-73118\" style=\"width:352px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-77.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-77-300x194.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-77-768x496.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"711\" height=\"400\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-79.png\" alt=\"\" class=\"wp-image-73120\" style=\"width:394px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-79.png 711w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-79-300x169.png 300w\" sizes=\"auto, (max-width: 711px) 100vw, 711px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Aqu\u00ed repetimos el mismo proceso utilizado en el techo para crear el <strong>efecto de nieve<\/strong>, pero aplicado ahora sobre la <strong>forma superior de la chimenea<\/strong>.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"415\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-80.png\" alt=\"\" class=\"wp-image-73121\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-80.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-80-300x141.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-80-768x360.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">En esta etapa crearemos un dise\u00f1o decorativo para el techo. Primero seleccionamos una <strong>cara superior<\/strong> del techo y, en <strong>Modo Edici\u00f3n<\/strong>, utilizamos <strong>Ctrl + R<\/strong> para realizar <strong>cuatro cortes<\/strong> en la parte frontal y <strong>cinco cortes<\/strong> en la parte lateral. Luego cambiamos al <strong>modo de selecci\u00f3n por bordes<\/strong>, seleccionamos las <strong>l\u00edneas centrales<\/strong>, presionamos <strong>Shift + D<\/strong> para duplicarlas y, posteriormente, <strong>P<\/strong> para <strong>separar la selecci\u00f3n<\/strong> en un nuevo objeto.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Una vez separadas, eliminamos el techo anterior y conservamos \u00fanicamente el objeto formado por las l\u00edneas. Cambiamos al <strong>modo de selecci\u00f3n por v\u00e9rtices<\/strong>, seleccionamos los <strong>v\u00e9rtices centrales<\/strong> y, con <strong>G<\/strong>, los movemos en los ejes <strong>X<\/strong>, <strong>Y<\/strong> y <strong>Z<\/strong> para generar una <strong>forma ondulada<\/strong>.<br>Despu\u00e9s, presionamos <strong>Shift + Ctrl + B<\/strong> para aplicar un <strong>bevel<\/strong> que suavice los bordes de los v\u00e9rtices.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Regresamos al <strong>Modo Objeto<\/strong>, hacemos <strong>clic derecho<\/strong> y elegimos <strong>Convertir a curva<\/strong>. Aumentamos la <strong>profundidad<\/strong> en las propiedades de la curva y a\u00f1adimos el modificador <strong>Subdivision Surface<\/strong> para suavizar a\u00fan m\u00e1s la estructura. Finalmente, duplicamos este dise\u00f1o y lo colocamos sim\u00e9tricamente en el otro lateral del techo, asegurando que ambos lados conserven la misma forma decorativa.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"603\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-83.png\" alt=\"\" class=\"wp-image-73124\" style=\"width:336px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-83.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-83-300x204.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-83-768x523.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-83-130x90.png 130w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"595\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-85.png\" alt=\"\" class=\"wp-image-73126\" style=\"width:353px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-85.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-85-300x202.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-85-768x517.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n<\/div>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"429\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-86.png\" alt=\"\" class=\"wp-image-73127\" style=\"width:717px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-86.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-86-300x146.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-86-768x373.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Para el borde inferior de la casa repetimos el <strong>mismo procedimiento<\/strong> utilizado en el borde del techo. La \u00fanica diferencia es que, al realizar los cortes, se aplican <strong>8 cortes por cada lateral<\/strong> para obtener mayor detalle y definici\u00f3n en esta zona.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"306\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-217-1024x306.png\" alt=\"\" class=\"wp-image-73323\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-217-1024x306.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-217-300x90.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-217-768x230.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-217-1536x460.png 1536w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-217.png 1547w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Para el apartado de la <strong>puerta<\/strong>, utilizaremos el mismo procedimiento empleado en la creaci\u00f3n del bast\u00f3n. Colocamos un <strong>c\u00edrculo<\/strong> en el <strong>cursor 3D<\/strong> ubicado al centro de ambos bastones, defini\u00e9ndolo con <strong>16 v\u00e9rtices<\/strong>. Luego eliminamos la <strong>mitad inferior<\/strong> de los v\u00e9rtices para obtener la forma deseada.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A continuaci\u00f3n, desplazamos los <strong>v\u00e9rtices centrales inferiores<\/strong> en el eje <strong>Z<\/strong>, ajustando la curvatura. Despu\u00e9s repetimos el mismo proceso de modificadores:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li><strong>Convertir a curva<\/strong>,<\/li>\n\n\n\n<li><strong>Aumentar la profundidad<\/strong> para generar el grosor,<\/li>\n\n\n\n<li><strong>Aplicar<\/strong> <strong>Shade Smooth<\/strong> para suavizar las sombras y obtener un contorno m\u00e1s detallado.<\/li>\n<\/ul>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"568\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-99.png\" alt=\"\" class=\"wp-image-73140\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-99.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-99-300x193.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-99-768x493.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"538\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-98.png\" alt=\"\" class=\"wp-image-73139\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-98.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-98-300x183.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-98-768x467.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>2.2. Texturizado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Aplicamos el mismo <strong><a href=\"https:\/\/niixer.com\/index.php\/2025\/04\/12\/texturizar-objetos-en-blender-usando-uv-editing-paso-a-paso\/\">texturizado <\/a>de nieve<\/strong> creado y utilizado previamente en el bast\u00f3n, pero esta vez sobre el <strong>techo<\/strong> para mantener coherencia visual en el modelo.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"909\" height=\"519\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-104.png\" alt=\"\" class=\"wp-image-73145\" style=\"width:359px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-104.png 909w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-104-300x171.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-104-768x438.png 768w\" sizes=\"auto, (max-width: 909px) 100vw, 909px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"461\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-106.png\" alt=\"\" class=\"wp-image-73147\" style=\"width:389px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-106.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-106-300x156.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-106-768x401.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Tambi\u00e9n utilizamos la textura del <strong>bast\u00f3n dulce<\/strong> como base para crear una <strong>nueva variaci\u00f3n<\/strong>, ajustando sus valores y colores para simular una <strong>textura de galleta<\/strong> en las paredes de la casa, como se observa en la siguiente imagen.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"886\" height=\"330\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-107.png\" alt=\"\" class=\"wp-image-73148\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-107.png 886w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-107-300x112.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-107-768x286.png 768w\" sizes=\"auto, (max-width: 886px) 100vw, 886px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>3. Modelo 3D: Ventanas y Decoraciones<\/strong><\/h2>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>3.1. Modelado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Para crear el dise\u00f1o de las ventanas, comenzamos a\u00f1adiendo un <strong>plano<\/strong>. Luego, con <strong>Shift + D<\/strong>, lo duplicamos. En el plano duplicado, entramos a <strong>Modo Edici\u00f3n<\/strong> y, en el <strong>modo de selecci\u00f3n por caras<\/strong>, presionamos <strong>X<\/strong> y elegimos <strong>Only Faces<\/strong> para eliminar la cara y conservar \u00fanicamente el borde.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A este borde le aplicamos <strong>Ctrl + R<\/strong> para realizar <strong>6 cortes<\/strong> en cada lado. Despu\u00e9s, con <strong>Tab<\/strong>, regresamos al <strong>Modo Objeto<\/strong>, hacemos <strong>clic derecho<\/strong> sobre el marco sin cara y seleccionamos <strong>Convertir en curva<\/strong>. Finalmente, aumentamos la <strong>profundidad<\/strong> desde el panel de propiedades, incrementando su grosor y volumen para formar el marco de la ventana y aplicamos la modificaci\u00f3n <strong>Subdivisi\u00f3n Surface<\/strong> y le damos un <strong>suavizado de sombra.<\/strong><\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"301\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-218-1024x301.png\" alt=\"\" class=\"wp-image-73324\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-218-1024x301.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-218-300x88.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-218-768x226.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-218.png 1338w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"653\" height=\"384\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-116.png\" alt=\"\" class=\"wp-image-73157\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-116.png 653w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-116-300x176.png 300w\" sizes=\"auto, (max-width: 653px) 100vw, 653px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"386\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-115.png\" alt=\"\" class=\"wp-image-73156\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-115.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-115-300x131.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-115-768x335.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">A partir del <strong>plano inicial<\/strong>, realizamos una duplicaci\u00f3n con <strong>Shift + D<\/strong>. En este nuevo plano, efectuamos un <strong>corte vertical<\/strong> y un <strong>corte horizontal<\/strong> para formar una cruz. Luego, en <strong>Modo Edici\u00f3n<\/strong>, cambiamos al <strong>modo de selecci\u00f3n por bordes<\/strong> y seleccionamos \u00fanicamente la <strong>estructura central en forma de cruz<\/strong>. Posteriormente, presionamos <strong>P<\/strong> para <strong>separar la selecci\u00f3n<\/strong> y repetimos con este nuevo objeto los <strong>mismos pasos aplicados al marco de la ventana<\/strong>, incluyendo las divisiones, la conversi\u00f3n a curva y el ajuste de la profundidad para obtener volumen.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"310\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-219-1024x310.png\" alt=\"\" class=\"wp-image-73325\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-219-1024x310.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-219-300x91.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-219-768x232.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-219.png 1359w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"785\" height=\"311\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-120.png\" alt=\"\" class=\"wp-image-73161\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-120.png 785w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-120-300x119.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-120-768x304.png 768w\" sizes=\"auto, (max-width: 785px) 100vw, 785px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Usando el marco que dividimos previamente en <strong>6 cortes por lado<\/strong>, tomamos uno de sus bordes para comenzar a crear las decoraciones laterales, frontales y traseras de la casa. En <strong>Modo Edici\u00f3n<\/strong>, seleccionamos el <strong>borde inferior<\/strong> del marco, lo duplicamos con <strong>Shift + D<\/strong> y, usando <strong>G<\/strong>, movemos los dos v\u00e9rtices de los extremos (derecho e izquierdo) hacia atr\u00e1s, simulando que la pieza est\u00e1 unida a la estructura de la casa.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A partir de este primer adorno, duplicamos varias veces el mismo elemento y lo distribuimos por los laterales de la casa como decoraci\u00f3n. Gracias a la cantidad de v\u00e9rtices, podemos usar <strong>G<\/strong> para mover diferentes segmentos y generar <strong>curvaturas<\/strong> m\u00e1s org\u00e1nicas, dando un aspecto decorativo y est\u00e9tico al dise\u00f1o general.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"312\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-220-1024x312.png\" alt=\"\" class=\"wp-image-73326\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-220-1024x312.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-220-300x91.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-220-768x234.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-220.png 1331w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Para crear una estrella de <strong>ocho puntas<\/strong>, comenzamos a\u00f1adiendo un <strong>cilindro<\/strong> y lo escalamos en ambos ejes presionando <strong>S<\/strong> para aumentar su tama\u00f1o. Luego realizamos <strong>cinco cortes<\/strong> con <strong>Ctrl + R<\/strong>.<br>En las <strong>caras laterales<\/strong>, presionamos <strong>I<\/strong> para insertar nuevas caras y, finalmente, usamos <strong>Merge<\/strong> hacia el centro para unir los v\u00e9rtices y formar las puntas de la estrella.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"381\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-123.png\" alt=\"\" class=\"wp-image-73164\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-123.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-123-300x129.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-123-768x331.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"308\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-221-1024x308.png\" alt=\"\" class=\"wp-image-73327\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-221-1024x308.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-221-300x90.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-221-768x231.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-221.png 1488w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">En el <strong>Modo Edici\u00f3n<\/strong>, seleccionamos la herramienta <strong>Spin<\/strong>, la cual permite girar la geometr\u00eda alrededor de un punto central. Con el cilindro previamente preparado, aplicamos el giro en una sola direcci\u00f3n y ajustamos el par\u00e1metro <strong>Steps<\/strong> a <strong>7<\/strong>, logrando as\u00ed la forma de una <strong>estrella de 8 puntas<\/strong>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Una vez obtenida la figura, a\u00f1adimos el modificador <strong>Bevel<\/strong> para suavizar los bordes y aplicamos <strong>Shade Smooth<\/strong> para mejorar la apariencia general. Finalmente, duplicamos este objeto para <strong>decorar los laterales<\/strong> de la casa, distribuy\u00e9ndolo seg\u00fan se requiera en el dise\u00f1o.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"545\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-130.png\" alt=\"\" class=\"wp-image-73171\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-130.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-130-300x185.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-130-768x473.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"282\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-222-1024x282.png\" alt=\"\" class=\"wp-image-73328\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-222-1024x282.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-222-300x83.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-222-768x211.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-222-1536x423.png 1536w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-222.png 1657w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>3.2. Texturizado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Para la ventana y su texturizado, aplicamos un <strong>Surface<\/strong> utilizando la opci\u00f3n <strong>Emission <\/strong>definir la <strong>fuerza en 15<\/strong>, asign\u00e1ndole un <strong>color amarillento<\/strong> similar a una luz c\u00e1lida. Esto genera el efecto luminoso caracter\u00edstico en el interior de la ventana.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><img loading=\"lazy\" decoding=\"async\" width=\"603\" height=\"214\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAvIAAAEMCAYAAACm61K4AAAAAXNSR0IArs4c6QAAAAlwSFlzAAASdAAAEnQB3mYfeAAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX\/tNXEAAP+QSURBVHhe7P1nzK3XdR2Mrre30wvPYS8iRZFqVrMkR5YtS47rZ+c6uYZi39zAQXyBBAlwgQBJ\/uVHAiQ3uImBwJ8RIA1ByudcOy6xY1lWsdWpSlEkxV4O2yFPL2+vd44x5lhr7X3eQx5KlERK7z58ufd+9vOsMtdcc44511xzjf\/Wr75\/a6uUMhJ\/eI3Gh9GxsTIRf2PxZXR0tGzFv\/X1Df5tdvdubOBbPIuHeH2kjI\/hmZGyGaVubGzxnb\/G\/8ajrLGxUd6HZ\/B9c2uzbGxGDfjDv2jM5mbUE89u7LmulGveVEYnZ+KJzTIyguf0\/Cg\/o+SRaOco24l68R438nd8x+f4T3X6My7gyXzP5rXvvL9Ea\/QybfLr0C+6C+XjCT\/DjuSLV\/P7Ft7jD+9b0Xf0FZ83N9aDDvgeNF2aL5OnHy1ji6dYHmjID1EF6Dc6MsZnNjY2+AzKYRlBQ\/dxfGyc9+KhtbX1slbvxZioYaARnl+PcUS94xjzGD+XxXtI78L72D6OJ2gd7YrnNvA96Q1yovnoL9qiOkhotY3lYbxEUVxDeRwz3caxJI9wbMAXrbz16IMpvRE\/kA+iLPY5\/kVp0aaNsjpzVVk69AbyzeT4eJkYnyBPizbiE30WD5k3xuIe8xGuq+9dHfkMW5tlsD3JV\/osvmq8k3yadHJHzVP93KsMc5kPZlewQ\/+5cWpluMrAGIuel3u+rPxJ3lSLzZ\/8rAuVP0HbjeDTdfDqevzNny1bLzxUxuZPiAeCfuMxdqfnV8ozZ+fJL2OksWi\/lTy0imdTdpAPoqKZydFy7d65MjMxGrwqmeD2oHlgkVGPXbYNZYKX2HrIC8wnzAvOCd20lXMZ905NjJPn+RP5TnKCvA1Zhef4kOac+i\/5hqfUl+DPAR4VFVGWaAf5qTkDXsMF8TnqUPsk4zR3dAfmxybningQMyx+j3l+cerqcmHm6jKC+cy6Ma8xT\/Gnz1UumqdTvrJ+yHP+TxwHGvrFOZZzV32IO31f8j4fxWfPcT5ueW\/ZrzlURnpZ2OQrqml8rvnSM2UVwzmP2T4yrRg9RQGvaSQa\/6svbTY1WQC5VBml3lEnTqVCe7rqg07gS66rCv7eyXVezp\/HQ86cPnO2\/H\/+z\/+zPPjoo3zq537u5zg+s7Oz5aabbgr9uV7+43\/8j+X8+fNlamqqzMzMhGxeoxxfWloqBw8e5P34\/u2+9uzZw\/rm5+erfP12y8TzmG+7poJHo4PrwdfrMW+W1jbLaryPcz69ErW8msuQrh4dmwh5tk7Zth1CGOgBGJa6OO4MXQzm2Eqd92ru6U7bXl0UEGY0shhsW+jdEU5IKy1CcyieEQFnACkBsNEyPg6ALtDIB8ycVchrIlPoQwaHMloL8G+A7d+gkPACMINyQ+1Q3FB4LJv1xudzT6m+q+8so9O7yiiU+1YIORgAAJMJaDbjmgyBMDoMmEJhbYUWJ5iv0kXqpAdClRwDaKcRqZEt+1y1Du6BCjZ413tVKQMEbwMAMGPgjc80WvBO8BLEXjhTps4+VsZXzgMRSG3hmVRsGI+1rTXeL+AhUGJgKhzifwLrk5MTZWJzrCyHEFlaXhEY7wAN+0FlCyElcC0aSY0ZaGPc3EvzAPtDlokyCKJEF9RLA4vgp5fuqltGR7AQ7ks+MqPiNxgUACCbAQ5AFreZ5eEPfFlBhuDQxqYMjKnlMIDOP1mW991S1nJMIG4JetADtNF4plqmAlN6RTkskUycuhu91EN8JAYE4yiwppdYqDFSM0YaF5HuyRsGBv7VvxlQCIQ32uk5lX+Z+axxS54wQ9baBwSBymLpBK15VycnzKsA8ALxawQH+Cvnni1jJx8rIysXQylhTAQoUeaBuSmO7wsXFqjgw+wkX8HQQoUTAXq2gochG9De3TMTBPGzARBgVFZa2oggk6MOGaHmAYJkzHEyQvy3BevSjKG+ASyjDsg5ti552pT0vAELUqzlDzI2RXvKM4w++V\/zDf2BDq\/8SBkorjHwxbPr6w28m5lkgGueRTFVaICXNI\/AY+DBzbJn+Xj0a6ucDzC\/EQZpmB3JbBC0+ty3j2NvFgy5CMOD7J4WTc97pCVGnt1MviRzdzxqXor36EnMO4D6bAK7m5V18nMrOiD5Iv61LJHSyA53\/a78n3JLfElFwooqr\/MZ3Q3Z3s2MpKHqavd08thzKSdIitPWTglAPSuCdJg\/56Eb0omzbhZl39Q+APv777+\/3HnnnWVlZYXf\/\/zP\/7wsLCxQDl3uRZl+ucl92ae2\/8Hy9JUqD7WsBj+fWjUPir4g3Tjn1eXl0sts+qv2dtI0Zg0cGTQyU4+9aIMxnmHsUG6DWMQ3KecG8MRlSqFgyt++\/y2lV+3YvxoaVp0NQ40JJ6y84vKMJnBLQSXFll7imKb2OkkwN++OAbqFo7xLAlx6Rt5beTEtiKXIoEwEHA0gEwpRsMbns0+R6TfDM1+m5ihnqZriZ\/pkDexCqUlNyEsX+iYmmZQxVCKVCu+lGuB7TxT\/RuBsN14SyyCSwp0TOcuQ6KpzzHNNj+U3zsEE8ugjBDXAO4kC8C5jBoB+5MLzZeLME2V0baFsQdhToOtZfBJNcSlpl0JEl3LlI2mCeuSpE1AeifIm456VuLYCr0AqbioijqXGnuIGNKZHGl5WGUcysHQfVwPSu8peJu9gZMZgXSWvjHXeb5fHFYAEN4lJq8K3cWFlJt0qoWePPukaP8gTqfaYfzjapNtmmVt6vmxNzpblXbGqE68JtipeBF\/Rp7p6IfBPkBn80sbQyhyNEB1k1aJSAUa1t7MKPAESYlSjspt0VakaLIEPzWfZpl7xDnKX5o\/GOkFOtphVJ9u1PjQF0MpsfKle+3szRCEPyGPJqwDu8ELB8F6P1aLRM0+V8fNPl\/EA4+Fa1LwjD8hwA09ftWe67JqZpHd+fmU1PI8x7gTd0V96lkfC+75RpsMDv382vJOT46QCyhgjSMvVHtA5eUzyCOMPBGlFCKeD53WuoqRMoBzQQ3zG88TzCUoYL4HGNPRo5eWKH2vJeVXJ5PmIeQzrIfmfZqfmiHkDdWP1gjo7eaMH0h5BtsHzirJAck0e+ADzq8\/z8fOzV5OG45pi2XY8K887q4b3XBNYvApeiTfJA7CyQDLhCJ0dZhzxD+Vk1FFlK2iBDlCOg77Jf2yvDJf+JeO0XSGoz\/pMa+gUNSZprx80TPm5oXf3Naml6e+W1ooaLS911Fg2Jj6vWF3lZBvAJmyrym7U1WfLP97vglx76rT+Ucinp59+urzwwgvl+uuvLxcuXCi7du2i3IIXfrtXc2TYobDtbVd08ZUsa7hCY0kYo3ACWi9wxcrC7Ipa+dq7ifMyV8HQejs2Xsw4G+gldGk4RKQbNEd7Z9BlGKNsjYfiAq5aXafjJAHMa4+AOy1+RShQMRnkUfBQGNIIcYHCa5OQgh+KHO4iCFgqPPzZ+2hNMugxpNLMO627rKDoj0NxWAJnmIz7I4AtfKby+J2AJRQN7pt\/rmwdDwV35I1lZGaPFBXKgFcUbWLTqK2o1LdCEcILyBAfKFtMmuphc8V6r2CeYNmAWUqlf23n1YDgV4cvBfPU26kQ5NlMY4VhQ\/BEykBiGACW6sLDOQ4Qv7HCZTcqZYIKKRGNgMA1QkXKVgArA+zBlta2IxRqRPiI9eFvegqQdqssLIdXH+ArBwLgCoNC1ZzDTIADPsj65SmU10VjxGFqao+XxEcaISnGCjpxL8own\/A7BBs8phgvLdkCN8hYUF01TIp1Edo3r2c3UFbwEIwj0dfZi89EeMJUWZ09nNQLXs8x73lOACLXVtBfIi+BRfUTtEnjD89DoFqbJd+iBAP3CuDJHhV51N89puS\/IeigZwd5r30TPVTqIINe7tugMTF8lwdP18mzGiAalgijAa9SWWFuLZ4vYyceKROLJzhOo+OTdf601Qzwhmi3e3qyzMXfaoBTeNqXVkOBRdkIv5kMxQTzGp6t1TAsFYYjxhNtRZlYz6Mhl7YF2xezhr3XUr69xzZyxJsogsZFKkrJn\/h\/Ag8WQFCrjnuoOB\/IDxj2kCMAtTkP0UY7JzSGmL9pAOdqIh6X0Ye6EH7QVs4AdGCoYEXCYwgDVaFADsHpwGTchpWOsejxbHjm1+K++bnr4lvM4ZgzqJnBZpVfIPfY8M7hIH5htyDjMeT2mOeKkoEuuR70xBzjihMmn+QO6CaaNj1Bh03Kqsr7vLtjYNKZDJsNyXcR0M7voWc0Z\/xo+9A9232steVcbNzcqs1hbrOmyq3UPxoQtfVlvCrtq4zWwwDrt912W\/mpn\/qpWBGdLE8++WR5+OGHGTZzOa\/ay6j2e34rSDUXK2i7p8c5txdW4i889aAH5uX34wv8fuDAgfKmN72JYB48jxWWxx57rJw5c+aKQpjgxBuf3FUO3PCOkJ\/T5fSTd5W1WNW8HJgfAW3vuL4s33p1GZ1fLrMPPRvOvgtldGlV4Tnfp7T+fuSfV6pP4LthZ8A4vMFQrAg6YGhHBxAIsiDAU2FKpENPwPOmZuGRYeDBn+JZKrEA7vw9\/kfPMwA6ykkFbJAq0CclQdANRcKwCniNopILx6mcNq96Q9ma2Ztx1gy+yAbIK2UPEJ6HZ4seJLSX3iQYBqlo0pNWG991YsADT+UlcDAAnyDJCLq664M4SWArgSFDhKjUEUqDUCDFAW8GkBmPVYexM49jwS76Pq5Qm7hHZJQBkIhYqyahqMcDCKFqhiblPW1J3V5DxNGr\/QQy6ZWbDO8nmrqK0AZ4gQFYOMZxH7wsGYvO+kHhrq+Ow4e3EH1HmbifADOVWVPkCotBHAwWZGgEECTyZrbBz+GZUaCMHAfHz7NvaB\/5U7wzEeBGL9GfcdIJpEhT1MQOLpaZ80+ElzKUzcy+uABPmAYJYAseSXo\/GeqVpmcag7pP92yNod3ySvqVjlsBDoLDRAHDti6Z0uCswzMNAYi+miI55q5FF3rOMyZqBqgoyetG+UJtra0icncpf+Nb8lc+z9Ui8Oa6Ynf5t7YaxvTJMn76iTK+dDZWPbTCIwAszy7mlldSBAaDm4NI4JOpcXl+J+OZTRhsoGzQcjZCvrY2Jxjuhbh5sXl6izGmKQ+21oInGVYjYK75CL4VD8rog\/WX4JsDLDDtEC5yDlcexQJeMTS41+\/NkeBwMF5P3pUYE3d73mtVUbT1\/BrfghtBLwH1nI8wwgnmNa5jiM2J\/7BCRc99jmNygfoVVi66hrKnV59hXUu7rg85BoMcK2uQz5gHmhMyctF1M2I2hOyJjntlQnObc67jP7MNw2jSwrHRKEDfGbGoHUYIjaXkzJwGLBOyfADFd7JUgzjApxW8J4gXd+pFmufnQbSdrWNxnTc+eRtl+rlaZVem6mjGx+AUSvnuSedpYx3C5uezw32Jcicmgrcj9h0AHsYwQCDmCUPTXmUv6ZzAAmlkvljz6F4Knv65Nx0sP\/K6vbHitlGOn1sp9z23UO5++mK5sLxR90H15Qwa+91oDgOIl0kbl6tVdckDy0Jf4zjn4H6rhhSeW1xcLI9iD0TWc80115TXv\/715Stf+cpLG2khSCam95Sr7\/iZMnfw5jKz+0hE0j5VVp+\/L+Tp5KVASo0uKzcfLZNPnSpr1xwoF9\/7hjLxfBgNAernHny6jCDMaQfMv0yOefXcTl2L0NV0Enmf3nY8ivssO9797neXt771rewIeG9cXqawogFsEkBrxUehBLC27RHFPGDsc8Y0E5BxqVXi0Bsc\/Tm3jgmgc+7DIxTKyfH3qQCpUtI4QFmccPxPStJum7H5F8JDtl5WDt9RNuf2l4kU3tyYCD3uiUzXsZVLCowUFpS32aKmkNUvWRFSHhWPWZN0wChRE4lYwZO+xV+DXTRACCbSKwcg4XhjKPfwvk+dixCF+NuK0CAo47oBNpWmS0SxMIJGa78AWrRPICFxgqBGPzQHYyV6qiPyrEVYQ3jmAbLgDU2\/Pzf8AZQ34I7HMsyAqxsCTARTnfC1V86KlJsOaV8JOEjuw6hQIIf3SJAn8Af6xA8w\/BD7js\/2UubD6KyAIu6PwQZQIYBMgUqFzc\/iWfY2vo+vXShz5x4t8yO3lfXpfTmu8LQG8Ik9H2ydaQOgCGOP35NvKsYXFxPYpxHITZAwGLNu9jfDuSqw75HBgPzI8eg8nIr7NWwSdXSlvfIpXet4sr+n78\/Ak+7n0LO4nx5hGJsQFt7MivcA8Vgtmjz7RBlZX2bohkEraEGaxz+E09iYUoy4AOrJpeVQ7KvBZyhXRj2eh7zZE6E3h\/bMlrlds2WK+zeWOXaGXqAAeImOhD6cIcEnjU4CfMwr9RT3wdBAXLmUOBlB8oeGWYaloc\/puKAYw\/yCURvv5AlHfxD9JVhLOkmG+JWGBJwUcRUGp43dZEGJlZwvdBJkPV4xoGMN\/Iw5gurIZym\/yIoy3kdicswuPMf2Ley+Psz+iJkfwMLqLx6hDEtjBnOwgtVuRWIEspsxiNkXL6OSkCnNSBzZAIwkwjvCiOIZqAHLiiY\/jXotCUV\/08LSCg3Mq\/ytm3EDMpUjl4BZhagtujYI6f27fs4RwpiRhHrQ49bgvSq3g6cTa2oXxqtqsPZ0Kqgh4Ni4AoD48ccfJzD+S3\/pL5Vbb72VgP6LX\/xi5ZxXywf08eqrr+bmW4DUPnRkuzZ6hLm3LrqMza8\/dN3u8vYbdpcbD06X3\/nqibIYoXT2zJPPgwd3797N1QlvwqUTJoz71dXVOj9eLk1QNkKWUC7Cl1A2aI66AHwuXrzIIqE7cA9e36ohhfZiv8Ozzz7LctBuAPs3vOENrBPlvpiRAN209+gby0Y4mC688EA5+\/RXy8UTD9Izr4mrZA7DL2yQXXzrTWVsYaXs+mqMz8WlMv+2W8pSyJy5e58M3pVTZef12qIA+Ad8+sY3vrHAIDx79my57777yqlTp8hPPS+Bz7EZfv\/+\/eXmm28uv\/qrv0rHAPj6gx\/8YBmHINamM3nWKCuhNKHU8c\/KBYIbGRVS0klxU0JWZZlOOm14hPKLcpwFBYIPgl8KqSkbCUvcHnVlWfTGpptyYOkcwHXlbJk6+UBZWr+lbO26SplW4jnpIMVx0lNcl48ljFG2BQq7ACGE+nLqVC98Kl19JzUGuIPEtXLIX7SsnMo9wbs3tOIqgSoUPUGyMs2MrC6VXfOxTLb4Qtkg2ScrvSl4AKwI5q2QVJmX90m3rJ\/L\/ekVtYKiMifwGFy251NyXkZmIozFOMffG42Z1UUtEXAmson7Umg3flDtbbMfPsvbJzQidSpSt\/E0vcWk4jOMnbyWubpQ6aoPVBxoBgBafOaYp4HA1YBsB6\/ZyATfwtqFIbJ0rsyWx8ri\/tvKWnhESDuD4JgwBH2syOExMmDIgwg\/AMlQN4yMAFOkUIeg6qoMSZJgimUmfMpyjbp6ADMEYdIAYQNb5xPmNI+SAUYSqr7pGT\/af1FLun73n0krhHwplAbhLgjj2Fy6WEZPPVEm5hGjHUEukSWlDxNzaBkUplZacqNelDcfsZwvXFiKJfcoE1gwKpf3m1wdRlvwXcyJi3HfvpnpcvW+mTIX74vhnQc\/EoplRwgag\/5efSJA56oy5j3GSAQQzwYvYYywipPzV+Wk1zx5sZ+z+Bn2lwFK9e4TaLQVgMSUFXTKOw9eDyMTRnY2hc4PGL4omMJNMolYsms7vnt\/B5isgmHK4v4ZlK8wFhhas4vHyX+LEWYDMM+oOLKvesBtKjQK0TStTKQwa7ILPMlYGslpi7kK+Dl9iXAlR3Ar5qhXMuO7VrNM+2RX0hrlgd7dXOAcyGbkPbUu828d78547cRvljxYIaecb+rv8Gi223lXvaVKz4FJNFBH\/pKzit88h6xke0dOP+8A6gDwfumXfokZauA1uyKv7UBrvjtfPG9\/+Id\/mKsIABMAvZcDpaRj8PdH7jtdPv1IhNvFhev3T5X\/460Hy4\/dtq88cHyhfPHJC5Q4uBfyAaDjZ37mZwi2p6eny0MPPcTsPUePHi2f+cxnakeVVGN8ANyjTdynQ8NbKx1e2bj99tsL2g1QBACEDcXvfOc7y3XXXUfD5J577il3330373\/f+97HECcYK1ey8rAd9W18oD0AVm9\/+9vLc889x5UXshexQMe0XSHIcjMeK8MXTj5c9h65g\/J0Zs\/Rcs2dP1eWI\/PX8w9+lAkF+jCbrZB7u770cFk7Ek6oheUyefxMGV+MFdKg\/\/xbbipTx2bLeAB73Lfzeu1QYDmcVgi9++Vf\/mXupXnwwQcJ5v\/e3\/t75c\/+7M84JyA3iGWT7wHef\/Znf5ZhXPgd88pzhcGaEFRryMIQXmFu2WLsuZSi4kMFuuh9g\/KhoxlSWVlHpNASpPNdzExwmNO5+kLI6KlcUCb5D4BOQEOpB7FoLOVLZZ16hqkXsTy9HjFiZx4OizQ20c1dFZsapwLcsWK1kajPoAyl9vE\/uckrlaqVQAX1UFqpdLXp1YAKbRRY8DRtYB94z6sHBqQK72iZPxQuQ4\/26kLZPf90mVw+Q0UOZat0fC5bIUMEpgluxaJqC4GTuiuEizZnJgTG56LHuVQDzzUBBcYql9WdDg+FIM0ovKPwmPYhAsj2wRAbYpGMDU7dCBMD+xAIICB4SWvRhu1CPfQuqB3S27l5tgMoaFTyaN5r5Wo6a+C5IsS\/TE\/p8ICkSC82afihPciSghUE0DVuGA8DcO7842V+NMB8bIJtChiFRr3MaGMwJ88+w0XQpyiCgQvwDOMaaAtvPGjA+ZDfWULv1kyCafAq37Re1grrDXxCwyWa5LyoBWCsCYh0RwWkA4Xyl8qvulE09asB8jT0ek88DPvFc5EC9bFQHi8oDpqDjfmqeYAUqJy7LFJx5G4rPPDPnF2K7EpKqUhPc8QMky9CeY1HbP3meiijmA9rETZzMnhvLTz\/R\/fNxR6O2Dy7FWA+M7t4dcTtpSLNceB8YcQTDKvkM9AMYJ7zSXLG85QZYih\/RGPJJ+NAA+fI4uU0keyeVh3UZ\/VfK5SUiJp+8S\/MQfIBjBMau9w4LTnIzEwwLJiWchDUO+sTfwlEBFZ0mxSi5HmFcUcjYMRuRTab8MzH7\/MIs\/GgMoxOsbuimz4rpWquNFGmkLNqv2jAZinad5Qloi1cBfTKS27EBfhnCaB\/k\/\/JCpUnLK\/Mu3wm6Zi9NANJjiXT17mZ42T9Yj7WfZcwvOhWObz\/IP1koN3Pyv7+CsJYNCeZCqkWSKu1ATbJCra5Q\/IAmwCr\/+bf\/Jvytre9jXHVH\/jAB8ozzzxDr+6r6QUHHbzMn\/vc58qP\/uiPko8Bdl8MlIIyS7HiNh8AGqQ6dnY50ruOlr\/7Y9eWO67eVe5+BulnRUKUY8PgU5\/6FME70nFCj+H63r17q1f7+PHjBMbveMc7CFLg8X7kkUe4YRjgHLTDygau43esdBw7dqx89atfLX\/lr\/wVriwAEH3iE58ot9xyS7njjjvKN77xjQLAjzLuvffeywLtKx0T9Afj+5a3vIXGCECY04wi3Sdew2AeTpKJmf0B3I\/QG3\/i0b8oN7z9w2XXodvCI4+EATEf472sB2\/YOlZBZeL8Qpk4GysLmKcIT5yOlbiQsZuRJAB\/5cLilTZ9575XAQVgBN5www3lH\/7Df1jA73\/6p39K\/oTBuW\/fPoJ5AP2vf\/3rWlXN1+HDh8nDWNUDv4Hv8YJBiTxweZsgKiAiczhblqdQW1sXoBkNZYNJLM+8BF1dBpbU45+8OCrE71Tq0TCndqMy7aUrS4xwCC4rKG+946KlvJGnXmnuZraWy\/TFx8vC+mJZjGXmramZuomMwqMuISsDQwsFQSNUjwW0QHynBvCR+k7eKgsjfmC5CaLQuTRWDBgMvGuayQyrUb78KHY5shdcPFam1ue1SlA1jDyapBeqSMAkw0R0JAjAu4Etl8z1AK\/loDdFrntJs8oObHQ8I5ADowr9nJkC4I\/lwljGW+GqAoy0tuxudmKIDMBBlIJzAECKPhyFIIYrDwkmkpXQnfEAITAaqgqGUgfAAd8xPaH7qd7mfwP8Se5CHfxZoEqvKCPbra+iB0CkXxNhOM1GWsr5vZGWcmKatNFf8BuAeXzeDLq4RBtDCGlANSPYfI068Aw+c\/gFlITfLw8lBsiPPqiHAhjubpt2HSVsOvpHT8x8GG1AqIbLaZfFN\/WHnIsJOOyF874NeOS5qTUA9+i5Z8rU+WNhMIeXaQIrRXh1Hne2FwZxxsljPOISxmIp+OfZcwsBaGEbaY6NhNKbOXC0LJw9Ua698x3l8A23lPs\/9j\/LzP7DsWc7+O3imXI2vEzgv5sO7QlPWngiwjO\/DCOQtqT4e2IiOIWE87hj\/mDVRaFUnpXsYnzzKhMBSXqmFT7IRaa66sfe4RmxnHjaq5MJRNhlyiDLO\/Gf66gbwus4pFFeQTXmW64gREdpVGMSJR8P8AH5UHJGthKMU9wqx4ayi22VfWsnytjSaDk\/fa3mQ4Z1SWYIdNeXeZ3zwdc14wgieBmdyydYve6TgUaThvcji81mrqzSUmMJWWrSccA\/iFvyBrYtq8DctAPFM8K\/yXjKVVHexxEQO1edkf1wn3Ksau9yPCnqs07+tt00Fbn5m1iso12jIj9l01JQ60fcrQxkLQc82nnu3Dl62P7iL\/6iLoX3ynmo6O\/ZVwBTgHcACXiuAaYBSl8sG4tSB0slYr73Zz80Ia8ugRaQL+j7kSNHWC6+G8xD5wOEI94cwOa9730vvek\/9EM\/xHuRxvPEiRO8Bx79z372s\/S443kbR\/BUIn8+wmkAhNAH3I8+3XjjjbwPwB6rAjAIvtVxwEZDgHjQDMaPw3nQdtQLY6EPjdgML\/v45Fy54W2\/XFbnT5els0\/HqudyOfbV\/152Hb61HLz+XeXsM\/fElq6zZQxgXgSLxCCJByB04gwMvxBqs7Ev0nFHqA3CbJjFZuf1mqCAsdn73\/9+htz9k3\/yT8rc3Fz5jd\/4jfLv\/\/2\/L7\/\/+79f\/s7f+Tvlwx\/+cPnmN785sDIFPgPvYfUHfIZ5gvL+8T\/+x8BiXgLWZKOgTWDQC11QiUApvDPy7KaUhOCrAlcSDV5hsJ0Uqr1DUo72qivIH57d9juVCnIfw5tVFU5upiOSat4igIjRiJefCc\/25lp0DDGjs\/vKZEwuh13UkSUudWiBmJ4Km57jVJgE1faIQ4Hm5GBcZQJozTDZPuxbet0dEuKYWwAQKLvMbw\/RjiXxyeUI8ZgPkLQRVjuUJuicCsOAXbTMNH4dCDUwdfyi49LVR7WVG2jjmQrSEmQa+JN+OcZaCPEKhhQXcgGjcwpJiT4oNqEaFShXYy86oZ3e9Krv2jCtcdRfpXUOhr1rNvS0eZeZxhl+1OC8HvDhTTWTCekljzuDcqyAMUapsFG2N9RaOduwGJ8\/HmE2ATj33VzWRmayVfkGg4dxCd0LncAckWOfYIybZHOVApXyc4Z00fbJMex8m7VADbforJrQbqEffRfK0FAkkBnWirwr7rOxmk9laQ3o4C7pAj1hUEn6aMO1s9Mgfn1jZTHSvcZK0bkny8RozEOE0uBeeqhF6wqKMWLdcgpWduDJPhWbsJYRH5t7MxCms2vf4fLuX\/5\/lYc+\/Sdl79U3liM3v6E8PLe3vPGD\/7eyfO5Uue\/PfoeHSV0ML9O5xeVyYNd0mUI8axBheWtVG1kTQJNGCcRaf3BN9JRTQXOh7V2QV5w51XPloPc2ms5a9Ym5F3snPDrkIwPCWjdo2bLZKCRGEWU1TSlXM9PATlHC8KUMlQPtvHE9JQnHyvixGu8sWu1HDIMBLvPnx7rl3pUIe4r5c64cLRs5X9nMXnaAo9jG6L8WVswSyYFogfiwW4AVncWt\/L83G3PDMkMnkx8oEQbnzcC6VE7CXh6wjTlh+SRB9BDC5nxO6cufVIukcY550id75F\/ac3lf67Tryic0qbsvqkFqgY2qdZkYXPHlL1QCkoXx4bEnnohDoSL0ITeMcjUGYYCZ4cSxr27rq+kdoSkG0gitAVjYDuiCGl7JAo0M3l9\/ZLb82Ov3lZXw0j90AudHSAb4BcCN+F6EBgBow4MOIA4+BTD3Jj9cQ0gBPJV33XUXvfDw3l911VUE5gAwmDtO++hQHAAcePcdboDfTXsYDvBmwnP+nve8hx5+lPWtvjCuoBfGGV5\/1GVZhA2IaB9WYzQHw3sf4ZzXvunnA6ifK09\/4\/fK1O6ryg23\/2TVxRcj1Ob88XujvdjALpbbDOC+fs1epp3E5tYxhNNgLoSQWTkam17f9royG5tdx+YDyHcg\/1vt085z3x0K2OEK3sbfm9\/8Zhr5APQwpD\/0oQ\/R0\/6Hf\/iH5LHmJLUY2uIBc\/gNsfEoj6FiiJPmUjKEUcotLx\/jUaagzFc7FVDoif+aTE2BpmujiHWxXEbYiQUywaRkdu\/NsoLbyAK1JC2vbzrRBFCh7AD+JEPDExBxZyvPlunlhbK0P5brdh2OJb5JCZEaGiNR21J\/tRhUihqAlSxTwtohH+qLlKBBsGYaJ26GuHBplSEkUIQCPWpr5sIOQ2MmUvbNrZzmZl0qVPY\/N2WySgn9CrTrUjjarqXterAWl8rVHm\/QAz2wWdRpiQBaUD82HMKgh9AxmEEPFAfcxtafJkIoICMOPfPxRxxrY48AVOFU3cLEAHDE73I0psEDagm3DrRXdM4f414d2IMxSgVppksekkzUhsIt0I+hTN6orX0SHhcYiD7dk4sUBHYCG+ClaeSYjywBS2H8rcfeBL6SAIHhSO9e8YtXBWQZg48NmdyToH6xihyPhmcy70fyjbuTna4goQ1BApYEFrreVmNMrkT4tTgBjtZ+GUIJMHqQkjwJi0R7UBRzineshmwsXSjjpx4PD08cQMQORUYZ8pd42aCdhiSI2PULPcXqzUqUgwwWXjUjxQm0IlXd3n0B4q9nu1dXlsrkzFzZc+iqsnzhTKwCxIE5I9OMjT8Zh0jNTsaZB8Gv01OT8vIzD314I9LzDqL3hmxOTylAgOcMD8FQKeWjxp6btRGyg3uGwKcNAC1qib+tnD33bHRXmuco0AjGxmk6JdAMhdnUw60oT\/LcgXxY5zAwoiv5VoXRRZLgtAfQOvdA92jjOAY+QEKshexZfpZtPT99NK7J+AoGZz96UErH3dCyfWWRGtNuoZ2d8\/xL+Y2xxobiaijRMIKRlN5y6AX2MflXDR6YT\/yFMqFzZDSOznabh7PTIlOWW2\/mtRqVk59VfvP8G3bXe7fbE5DFe9VBNUgoZFdqu9wiy0w4M86fO1\/uuf+bsSIVK1oeqK6Z4pHmVR02tLpbv+sfMScAdP\/yX\/7LBLlYuoe3eXhVwv3F\/AQvIRvVbKzkvu7QTPnJNxzgRtfPPXau3P9cOASID9oLfQcIhyf9qaeeop4CiIG3HF53n27rDal4xx9A\/unTp7my4c2rzz\/\/PDf8IfUjDA48DwMA3nh47VEu\/hCGYJ2P\/sFQgVEArzxCiXr+ezlE9+oFnsFGRchEOSY3GOaA2GekpKQuDmfentjgOrXrSKxC\/vMyu\/fqcmOE1MyHrD315Oc5N9ZWtSHXsfEjYfCvXnO4XHxfbIzdNVNmv\/ZomXsgDseMz+txcN7CnTeUiRfOlplHIi03Y4p3Xq8lCoBfMM\/++T\/\/5+Vv\/a2\/VX76p3+ahi34BiFlv\/Vbv8UYeM9BywrMB1xD+BsMURi5XvkZR0o4ApVMIQghBCDnTaY+gdDC0MwGxeiTOy3yiLXoudPd9qZiIxhkojz6ErL9ZlZJdR\/LrrANGgMAS11O5hqTznh+xbIitp+ZWNZPR7hKxNauLQdAi3RNETdfDyRiCIi8WQAAjJ+Fd4t76uQ1UICJQ4akEeCh51mgAOgQS\/iPXQFoT\/CegNJ54R1SQ09FxPBPLJ4p07GhdWItJmt4OLFERoAUf8wQ0yt40kztMbBnu7mLrik97SMAWECmG680ZJxmClBaclEOVgVsNPBagjIKsewvUgkatBDQpBdpPAT1SmxGdOiGN+PJG6wVlSqsE0zSNKEigyJNdzBpmYZLeuANVpRiVEYFy49x0R4AaW2BUhXO\/xPh2gjRb\/yX1p5XeNQfsBV4SIDJWBy8NhsrOaAtwrL4IvggB+c+jaAJVx9wOa7DmEG96BK8oSxPPNWHMDBrCQ0vjFf2KVd+rAhrfRxoch3r1XW9JbslHfDVtNAN1VOZTW8PJ3IG9TUhObcExjPtKQx3AHhcC1qPXDxVJhAPv3Q654P5Qca286jX0C2AynS2qfgoJ74v87RDGd4YShnqI2UtjOzFs6fK9NzuMA4jl3wsNQPYj8V8WI81+Rvf8ePlhUfvK2vnz8Tm2Mh0GWccHNgFSo7QMw8azwMYY0k5Q7AAmmGsc35g6BgrAxCPLwlhzYecPppz3gciCraXhaVXfmzwWG706VZVenta95BF0miVoGDYWhpO5Hf+CdTzabJ40D\/H1g4DGw7iYTkvtHG2hQRpFQgbe9Hn9bI7YuZR3EWcAAvZBmYfcXrKMRnITP2JsdNKmtoAY0tzqMa\/sF05jymbTSfNSeLyXHni9nM+GrTVRcr9GkpDKYDVAz2bndZ04\/h4ySglSY6df+d0R5sTHA\/Qyu1K44hzgiC9rTxWMg9Wr3lh6WUhRhI3\/vHvplO7jROrMg+eeSI2rB2Lw59gxCKV6ku9AFAB9F4NgB60xfI+Ys+\/9rWvXZIxI9mEPPima+bKh+44wH1ROsxtvBzePRnzerN8\/MEz5U\/uOyNjvgv3gNwA6EYMMIA25DvAzMmTJwm+AdIBtOGJB6CBxx7ec8wThBdgMyCAC+KKQTOExlx77bX8HWUC\/ADUfOlLX2JZ6AM2GiOOHuE5qAdeTmQIQfgLrr1UZp6XGj\/0CWDMnneMI8J\/YFigfnhM6ZiDcy1S9o5P7So3\/NBfLbsO3BTe9\/sjRv7PVQVC1CiwqiYlX25FiuiJE+fKWMTHL90ehxqmAykIW3bf9WCZfvpkgHgcNPFSLd35\/dVIARie4J9\/\/a\/\/NTdrg18xL37zN3+zPBEre\/1mc8s+GMHgf3yHwYjn8QJPj09PBbAMZtBR5vKMMhUlgSKWx4IRIz7efEblQkEJWRhKJpZ1HcphpdcypYA\/tcmK+oDyr0pfAibycvy2homf2XPA2DzVMH9nuEi2j544oquMmY\/G82CkUBXj6wtl6sLjEVsby\/tzcYDCxIw8+oxtzT5l3xB0yvRr3LiVgj+94JwbqVB6kVwFucFRgnn1X\/GRBPRYVgwre27pRJkAOArQJLCMzCACZaoCRkg8k8pd4Lzz3CUHsrsJ8B2SRG9wH5YUZXApEeED9qJiPElDAc4+fpOeyqQFvfdxr2PbofUxHDh4Coc0LWNjDQAfyqA3Nz3eaD+HUyDT9MF41ew6qRxxH1Q2UpaNM\/OLPY9S6OIKecwBbGk8xBcYY1T\/cQ+Ug0ETDQA8VctPwwT3cBOqzgyQV1llV+ORICayfyyEVyb4d2nXNdrNmqAFZxfwgCqgf4AcettTdQMRwSuNMUfbCI7auLEu7MBMmlNRqwH56gAEq0TZQ2nHhAMrTdT6nDfGQpe5xgczfEOrQ\/gOY06gXWMX77FSsxErRWPnj8c5Bk8E5lvKxxIMZ5vpSbShl+3V9LPXWn1FNUsrIWQSCOEC5gGXnRfny9LFcwTyGwsXeX12\/1UxP+NE1917yv5rbijPP3q\/5El4kh07ix5jHBEut3s2xnQ5Quiijmi6+CApyn07sO3IH7oIPuLGZA8cZABJKMCPcbHnFM947qgv4mtnSVJ5yaMcL61qWN5xdHLZSZ78pDtHTWXpELucZzk+bCg965ZPqpuHY8FwpBHFAhPsyzhCez0XyKMcgTgBNjfAXpgGmFfZFreSvynj4yeOWsqUjjnrR\/FlA6ueg+oMmU\/jjr7YDrUsJdJXUSyCITG+yQ936LlrQA\/UWT9v02To2+TfGhf08yplkZvfV7Ut8Gn9NAPxCumer6SfjK2my\/B9LUDbQ088zhUlbNYe3DN2KXUd8oGNkkid+L1+YZ7AQw2wO5z2rjGEhgGpJm84MM35tRRG+Lml9XJPbGxF\/viHXliMsLpYJepCvPA8+gtwDoCLz16ZQKgR\/vCCEeEVQNyD8B60C8AeNMYJub4H94N2Noo\/+clP1s8oG0AIfbEuRTkA9fiDN9+bv79duvdhUw7xgZGANII1vCr05\/zJR8vxB\/607L\/2h8qZp79WTh+LFKTcY9JCjwbaApl7JuL8X3cNw2Z2f\/mhMv3M6ch0F6s94eTgdNgJp\/l2h+97\/jyMefDK\/\/7f\/7uu6oCPYND2LwP5j370owW8jhfuA9jHnPmjP\/qj2IPBVE7aPIZMEQ2MNw\/1ODe45sE7KdytMO1dguCjIZA\/0PsFpUNwJmRiz5KAqeI+DczH6NGB51aZQAwW5OGXMNdED5AJhR2Kk8oMeiSVDnOeR272uQvHyshKeAF3X1fWJ2YVm09ALw8\/TxDN747NUxuVGq\/3tuBzL\/ubSnLsMMB5KO44QIdtC+\/Y3Oq5MrMS1nTE924FWIkoQII+xsqjPAWXspP0tsOzTuWuSSo0m0vjCWRBAQJ0K3oo8FTM+E1ePGUXAV1ZTBoFbL+VT95LdYqq0aLOg2RhiraiChh1OA12ZC1y6IYgWWMaMI0FgX3QzLiEHknp3G1fwiSNngNZQ1AmeQVjpcfVpxwO0qrb3ArPH0arAoYGHmC8AIgDECH2m0ZgB57YR5QfmVN2hWcenvel2auTRmFoICyB5yMohIbAPQ1IG13yugugG0Bq47bibQjEcuPsMHSpxMEPGUzch6EYBfXGkenNMddwtldP8AR+WuQQcKcnHiElzASTmZMWzoXReywOFjkVvwWfJtCS5xqbTDW+XlUTiJIAcX843mkECoBqlYkgK+bYtW95byi0ifLcw98o8+fOlhvf9PZYCZmP\/bMT5bo3vqNMTc+UA9feVJ6694tl8Ux4MyMkDnSwscg6CQKR9SL2vsS4TozHJliA+W5TIdojGSajXQaeQKz6gynm\/SwiFqa7jMbcwMr54IOliBrV\/5RnBsHMhGQvO0N3vNqnCTU4FNmGlCHmQdMPtXvVhDHndaepV0JkhFI0dQ\/hsz2Knm\/a17SWnvmRcmH6SKRMRWpVhfBI5mruQc7ipZCwbmlFlJGsZkcEqyU78nOOvvtJ+yXqJp1SNzQZprtoVJMGuapUzZKsL2lPhdUxN\/ko\/nyAVp0DPe\/nZ1bN1a2+DLcyZ0u2UTJ4YAYNzqXL\/KSbBgUc2vbUU8+WR449lau9yMAkr9nlXvgdfw5Xu+yN3+UfLgviRVWOMbLRPHU2NlnG59WYgysB3OGBR2w8ZN4wiHcXrJ\/6Lg3H\/+KeYU+58IHmose\/N+gcjopyvTEX\/SAWgdzOcfBvL8ZD3yq53R545x2j38oCz2+WM099uZx77p6QQ0oveVkQDw4DHc\/Ml30fv1tyCA4SyBbIWijHF+Gtb7UPO899byjAkOd0xlAavsjYgncRnuYXDFO\/Yn8jAPpYZC0ZKZPhxkH+aJz4KceeQkgkvnxYSSoFCGOAHCrKBHYQ1KlApUslSPF\/nxgqUQvvGOpVDCtuA7uPJTCyNtxEjLYRKAuB9sVyEvIqpy8mlL8PYaHKT+U7E1lhysVny+LsVWU1DlyAugKAR18ZOlLBfIB6e+kp4FGPlNegKE4AUDUNCKQTGbGhbzxAyZ6IAYbHYmpzJeqIGGO0VaNDhcli4X2FWz4mNE\/RxPMRM7y1EgO0EX9hEGytxnvEDW8tR2abyDe\/iYN4mAkmgWWUxUOXcnMozaysA4zBPOumfYILLaU3ZSsMk8v8HOMmLOu4YWzhHQz6TIXnGnHKAlmik7CFPJR4ddsppKqt2JMJmKGmE8yK1QbsCjoyLCKHlzyZQIposckuxjcnz2mVpfUJ1Uk5CvnonwyNDh9UzzySeoxHONbcxdgwHVy0MhNZVMbF85uxEoVDo6xsaPDRwgDPa48B62fKvxib3BmAjYCgCzc+YnwAMHO2EUThOr5nv2hSZMyusZrvG2LApKd6wv+z6wlW+vHOUJp6kjBTSyaoj9CziThYbTo2\/Y6vRYq4aMx69FNAV6C5BxhjYYyMIdQO48ZQIgkbjW\/yDfqVfcQbHHLg96M331re8L6fLo9+9Qtl8cLZsvvg4Qip2c869l51NO6JMIQQTM8+8I0UKgkwySctFp\/jH+2ciph5hv2NLpfFOGiK+ebBD5jzNMxleICe2qfSaENp4VAnyB+heM4jhOsoD7zKYB+N1yCfyOcC14ptl3OBrBaHC0SLWFb1nufYJttrlqSR0eYMrurwK7VNMlZZaZJjuHdJBojoLlBc5xG99sg2pH05ZIFwZMyuH+N4L8yFRy\/SDkAWMKtQJ49ZW36n8kCdGH+G6mgwu6mVFFDIWIpH2aCeWwm0mnM+C0m69LK0zgNVyf4MAP1uvrINrsjzaEDZcRBqm3y2AW+F8cGxRL\/UVr+akayWNYBnI2ZIqbJN2Xf2VQfjrUb2ky\/d841yYWGR44ZsKJfbKNpqv\/yntspzJXe\/9D1XWt6LAQjXAlpiyj13Hhsvk0eST6Yio9RLvbar43L1+vrwe2tL46iXU+52bbySvl\/ynOVux4vgoYH89J5fiMOk\/ocuDUxggYIuvAhwG8HSI15cGR7GIy9F7Z3fXysUuFL+8wrQdv2KA6EUrwkFOYWDF+DFXdKhLOBDeHO0M11SkMuGVlRULAJc8pxIyVi5InCWvJy\/6z7EfCJgBR7lCDdB6j9YJZFybiwA99ZYeLAnZ8rI9Fxc2x1\/u+QNhaIJYDwaHj4eD29BAoXP1nUeI16QR3VjdKKcu3CxnHv+2YhVWyzrAZKZVQSea9QbZfJzTDD7i9hXKM\/UWFKwWSHLFW3wwrO7YtPeVTffRqCipW7d3Kxugy8B4AF8iy8oMwA9AD7BPbz74f3ejHzzAPIb0e7VhQtlM9L0RQ6\/8I7jeoD71QgoRj5uqHugChgB8X0rjBtUhBh2Xk9wwLSfVP5eJUklBrhLj22CuQRHEEwACYmBYgPiWNkVOWxXgjcEHtR29nVgDKT0+hfDZ3NcwHM62knAkXHPXI5X6A6HmnyV+I7Pqq3O8Y1fDDjTpEsggl+aJ1T7AlprrIxRFpqOsCykWdy7+HS5ELywVAJoIic5xgIeTfIGBCoM1lzZAfA1Q1CpR51ot+EskQq8yRnGgXnBURJNaIRmakB2S8SrYEKggg\/UFYfkNt2Y5ZD0fI7u9wo0qice4w9DMYH86NL5yEhzrEzGpmumDg1jExur2PYEVdhTYVrbKMfqFw\/7wuFIBKUaC20ebfxRvXEItws+vP+T\/6tM79pXbrgz8i2fOhHsGbyJvqHNUQbA+pnjx+KAlGejzIjjhtEY19k20lcece2vAP1h\/GLpPmRVeOgNrEUbAVOyZDTJ4X5ur+edjJD2stTg\/hsYkzAiGDKlED7UL3sgw9TAk5zDqqvyafIqvf\/psa9AuQ5wp8PZz+YxxL0G6VVGZP0E+TnPDHi9UuL1La08KZ4eSYSnAsxj7Jcjz\/w65By6wNWNZHy4PxjHLzkFmrAvDBkbpJCEoWR3Dydk9GFyqs\/0TOa4KUxKc3greKSCddAzaUijNseWJjdXRFFFCknPraRtiuXk\/3ZPXdbSMIkb3GSJ8izXj+LZvG7DhHUOzTeMcU8Kl5NybzzCG56K+O3HnnlOMz9oACCHJe9qjHW85o9c+ckVsv5ne6S3eeRlX2rGrVaiX6kXuq7D+0TonBrViQNyKTT3larxlS1neGXAySFeDo2AXyRXtFqwLRgH7yCNNuRK7DPTS4IeG1TxN8KD73D5MsR65YbtlSXiTmmvCgr0jphYg8plaYLwWLoGMJ2JMIoAhYuRLULH3XfhEFA4UFZxjTGnFrL2ZJGvQ6CHtEZIDnCkFEwwM\/LIBngY33d1GT90fZmIONnJSEM3Oh05UWd3l9HIBT8CYM1QBnjO8ZkLwBU8aCq4Xk+AYS9KSnO0Jdq7J+o9csPNZXH+Ylk8f7YsnDsd2TLOl5XFhWhcxAkjnIMhRjYQUlBRWQMkZUws+gyPN3LWx2aF2T17y\/4jV9O7OIVUWuxsroUTjOXBTTmJ5dvzvG2TlzqEMW\/48\/W8m7RUSBG9+AGGNgDWw5O5sRQe1fDab0YY0fr8+QD6p8vm\/JmyGidyRufqMt5o9E2GDVFfCh8QMrUdvIwG\/RY2vr8CH+2dmIj865NBz\/nFFWa16YVQ2nCXMDl7BAUQZQIowoOp8BmNG+EBBaI8nmwWlYFooZWEwWIt+7Q6IEY0GNFD6idWJ5AJHXy8zvR\/arJWBsRIWHEYj1WU\/YtPlbHNtbIwFUcfx1igbO85INCihRFCOE7tiR4IzKGd2FBL3yl8gwK2KLwCFlYjw8XLsP5sDz17QODijqrvAyK+\/ta85g75EJBPQ4zjqXAaGOab4YUfRyz8hWfiMLJY5QmaIDsUwi5sNCgLEoYAHm\/Vys3M2SbukSDa56j1bMp+gTazAa63whRSDvSISz17snztj\/9bkOxvluvfGJkpMosDyvZKx\/GH7+WKFAxg0GIiNtBNBk0NWCVLcuUm5yOucRNslINwL2Wh0SoJDmLyCqFBRg0VMfjIPhG4ovUpVARzpZjBG17xUXw79gKlIZ606leu2CfysPm8yaRkx2rIaVzJJDm+6RxpkDPna\/Pyy5kCfhZAdspTdQn\/a\/XRqRHydmbxWQKqxV04ARbGPTbW6sUeBR9vRAJ6sjWuJeDTtBjkRYXYiEfqZOQEIkOId2C3BvtTDpD5c14SLHc1J9Gb4yTnf5Zceb6OlwaJj1l+pUAY9qR7dSO7Wd\/q1Mn2Zhc13pUmuRpRgZX61r\/q7Ix7NkL+PfjoY+Vc6BWEqAKW+TTGFwOG\/g0bM19LL\/QdY3t0z0TO0cHWaw5uldMLMSdTzr6a+gdjE6kokfFG4x+b6CPUDxlmEKZwJWB+M8IQJ2cPloM3vjsWzS+UsxHzvrUJZ1pD3XAILF93sCy+PlbEQl9MPxnJLuJsDRq5IduWboqwtzjIaeLUhTJ3\/1MxLbFxbkDSv5rIttOWVyEFsPKHvWTEOMCk9I5S+UmtcHNkWIuzkU6NhzBFJ5agLOmUlBjzEjw9tvyB0yIUVcavB096MxhBMEJkIpfqVOw0nzp8Q5m76c1lcv8hLtlXQWmAgPI7w2HAC0SFLeUhT1qTsp4GvaJiWzHFADJ27eFfOXoNwwgA6s+dOF4WAepjA95qbMhbW460WdkbZYQJuDYVOa1jk95EbEyYmpktMxEaMLf3QJkLED8TR8pzIyD+QcmDCgZEfLcBJGAAGjXIae5IYN0pZP\/CR7KL9KZHykQc0EOFug\/aUj\/aM44Qn7X5C2Xt9PGyce75shp\/G2ePl5HIX4sNt1jRYCw0AHWGB9SNnFVntTa7\/dpT0IDHKDLvzAjUrOAkEAJmAWPlHFe7KkxhU+0NxBeBRHVOHlh8ZmYNtC2+wcMIiE+PeAo5GjNx2cv3qMMrQBwDlBL\/Iw\/De065qXbBqIKmVQ5shfgYsNrDPLaxWPYuPFHGIuTk4syRsjYeJ8Bi30Nme2E8ZgApAOAxzBuAelTIrEIS5Ab8AoLpwQSYhvezW8kiLxCUDPgT2X55x0WbHkg4lzsu6rMQlAxl9p7GpGLh5Y0fCS\/81IVn4xjv54OmsWk5V7Dk4e6AHeY\/6MTY\/5xjND4USoLhGkXYkH7iPc5+Qk9iNHr3bCGYX8hNrzDIL5x4ttz1P\/9jZHH41YiRf0fMefCvmn7s3q+UZ75xV67kyUjYGytz05GxQSs0CuOysQKedcwsxhYbCzEmq2EggF+4AteBfhoByYcgvb\/7gCORrDK++pSTz0avQb2GQ3KnLoXGNWfBoWeZ4ykwyFA2Gh6axHjO\/MZnMIbgZ\/AhaeqVhz5NpYATFsUUJoSD0MC3Md5MQCAeytKjBmycz\/FBGGE0ZGIJJ8BGJqC5APNY0eTdKCudFjxxS2VrPiUgSYvX+MKbeXXOQlLJc1qTXToENKFhoLAh9d6SLylBkqs+PhqV0DCp0r3+pDkj5ZQrBeDxfC4NToN0tJXlJn\/Kumhl1Sq7WHpSrxotnnPtOU\/DvhhUMBq0fPaZp8t9Dz9CHgTdMO+QreRKQmuQJQZ\/zXDv2vk9+OgVrD5et28G6ACD+c7IWvN\/f3uEyEUKStOOY5yEguPgf997JtJQnueo9\/i0D9mrcyjH\/7vRZdQJwI6Docx3APVI+4dNtU59ebm2QBdM77m6HH3Dz5ZdB2+io+TiCw+XlYWTmttiQE6C5RsOR4732M9z85Fy5vZry8wTL\/D39d1xiFWck7H3M\/eXxTfdVKaPRUKMs3CuDHLYd4MeO3V87ymg5CUKe9Xqv2TJdi\/cY\/COA8lwWjTmHU4uHtcGSigZCbS2sQjesfGyK64hReU8cjkDXFWpmaArwUSbmFJ0VGrckBbP3\/hDZfed7ykzh64Oa3YXMiglyJUwT93DT1ou1\/WU31U4d+J9245Wb0wqzxT3KWQS+EC4xKTbFflrd+3bTy8h8lovB5BfPH+unD3+LAHQ7gNXBWDfW2YjZdV0APiJAA0TSGnJXMC5KRZKi4GyWVNKLc5ntkGTsxdmvWrzc02lJdigIrJw7O7yjaBtDgUBI77D6IrxmjxwsJQI9dncemt46xcjpd+psnzqubL29DfL5uljMSYB5qhmpfDgS\/a4U0GmEuyXbZz1h2NCfgmAEEbY3HTQYxQbYBEvKi8qvZgJUOGiAx2kpNU3GwQCORp5KQ8BMYfBkGmxjyLI7XAuG286SCYVcJZrMahJgDFOsJmBsaDPRIRv5IiQvvYKCxTDEFXs667l5yN+\/GLk5b66rE7vD8jjdIyKReb+A7SfnnmE7iQN6UnWJOSmS17XWNalZjN7J7d9yd5FsxTjkevway8K6yWd5Pl3OtEG6JW\/fBO52SMn\/NTF8MKvLSorVRpxor2AE8p3PDmBLBqTE08GRXrq\/VsyNMcyO2flPxMA\/Ko90+XJk+EtSAMf4TuLZ18oX\/6f\/74cf+jectPbf4RhbM\/e95Vy7O7P0HiGNx7wEvmpD4aimwgBQY5hdwXklToS44QYfIWv4eTY0VHFzcMzvxwyilCRbVVfRLLoOQzN+JUrjJZhpi7GKAE6w3hyfoEj9BIgN5hBORpljZyMmjBIAaVzXMV2BpVxJ1YsCaPVB\/2c8wVAUndX3Cn60pSNua7zElh\/jA3z1bPqNBTRfoJnGQ9aQ2XLooytMrccZwMEYL84e30cNBOn5mYYzADUZrtFc51gK3pV9pNg4DzJ1ne\/dtfyI+unXLJSkoFC9uLKRp2JAoSV0vrAYnBPUwKD9eZvLKZ\/OOvgPGF782fSWLNJKSr1jZ\/bLNMeAfOer\/PGDCvL1mGF+eEnniwnInsKvPE1lKvyVkeeoY+gC8A+DnZxaMfl7\/7O\/4L2HD16lDmqke1lu9SMkgul7J4eL9fvj9SZMY9WuSFe7UO3kXxiJnTQ3hku9A\/oPdyD8r05tZ53ArpeAc1eCSrYA4+MN3jB6MLrmmuuacb5ZSsS7xyIU1hXF0+VhSDGxRMJ4qGkRAV1Gr6t0IkLb7mZed\/3fvb+MnffMXrj1yMX\/Jm\/\/DbmiB9ZiDBfrGrvvH4gKeBDzADIX\/e61zGjEkA5VomGN55jjsDwR7pW3Ptrv\/ZrTLkKuYP0quPwoEJjQMnAQ6Tc2Cl8AaQQjxobYaEcliPWCx5Yeas0g6VsMlVa3APvEaFUCLrROGl17o6\/VPbe+cNhye4TwMPdCRZ7D1gF4XQUCTjBwMDkcAo5ebFyyrANwyrFqlAZTeqLgEPAjiqbxUrCjwX4mJ7eW\/bFqXOb11xbrr35dXxsMjzxiIGkEzXronJgfNxlVJnmenvl9\/5y0zlqa20Lv2Vd2TwVZEDS+mZasazaL\/QvWxZtBGQdi1WEydkby\/SROBjjpjeWlReOlcWHvlDWjj+i2L08ubM2uGuowZA82krdaVBF0ANgPAGgHWEaEeuHA6Ro6FF3amWH3n4aZs3CxMqClLwVrDyx7AqVsL2MusznI3YWvkSCIS7ZuoyqmkWHuN+GlWOIAWCTipVWNjSZIpNtGVTm3KiKU3gjdGkUm6Xnwjs\/Ie8ZPPFCdemZx25RelWxJ0EAaCOB0ICFDTpm3nmNuTjBEQeVW\/WjwAQbrvb7wDEDea2oCJDLa81tkTzAbWwJGWnCC7\/wQlAN4V2IhwbhNJe2sJkd8cgJQFk+y0r+6UEWw2\/sqU2AhzFmuEQDZJyvIUv2Tk+Wg3PT5YULS2m4xb2xTwV7PJ740ifK8w9+lSsZyxEKhlEEqMezWJW5au9s7MGI0xlRJw2Bbg6DJskfaK82vYpXGNpEXtsMGRXhgOkI0NBr3shzjW8SGgzHSVqzPKTF47hl+Ej8rv1BimN1+knl4k+QkqBRC0piQBlwMXroA56rvCDe5rBV8KO4eIJwA9A6Fmqrsn\/ZBY1xwqFvCvmCIWOZgXfyYJWL7h9i\/rfK7rWTwReRtq9cWzbGIwww+MK7eTxD1GDCf7Ee2s6EBvwmPuxArz3ZkjuSD7op2uzQtTQYicfjPhnlvpdb0QWmJWhF2HznJlW1JOVkFp+rHpq2Nkdxm561GLN8FBt0xkJOd8nRS+uoVyjLhuRyXMHq44XzF8rDTx0jOPUqUe9lVksv\/3o5975UWd\/u7\/YG4sh49AfZV\/o81rX8oMd9zy2Ue56dL2+5Zrb84TdOly88fpE0uu2q6fL\/+OEj5cSF9fLVpy4yZt6Bqj4o6Wd+5me4GRj0uv\/++5lbHie2fv7zn6+GEAAM2uDsHKAT2uKTXP39SsJgtqMLnkcdKA+56G+99VaejEmdkF7RbekJ1sTKdDgmkIHm6jt+lrfN7Lu2XBOfz594qJzBAU+YIXAU3vN4nDQf7d63q+z+6qOhT8JogM48HeE0cbjTwhuuLwc+dnec2BpJLZym7dsdyJ3nXzMUwDy48cYbyy\/90i\/xXASkVoVB+YEPfKB85CMfKV\/+8pd5GBpelv9\/82\/+zYI5BEMUh7Z96lOfIj7HfRFaEwwKsMRc1gAq2OCHxxXAAJnHVIRxcSY8ZghzWEY4BQRc\/DgeiljeUx88BIUeQHLvkbL77X+57LvtLeGxiAnAtEv2lBF9UpFXAN8PAeV5TLgEbAblFOxy3lJ41E1l+Wz18kABdSDAqwx9FRLy9gagHcidHhNtbrYqR2xAVZS76hxqYl5PoJU\/DqmRLKtBkj5UVIrHxZsWUpgNY8gbOKDJjDt7nINbrGyln6TUIuZ7PCodj3zFE3NvLBOHry0X7v1sWX3sSzEmq1Fs5qEmCEkFnkCO4Sc1ow8rEKjnpkeBS4YRTCJ2flxe0QD0FXjEbwpjECjwy+OkS6mkyQ1KF9kokhwIYADeZFiBnhGk0Hs2N40GfXfEl7FBBRAAAQA8AL\/p1SaYYt\/URgD8ON8kil4tM+HRHo9YyGWkMp3eF\/1RrDSzVmB1giE6mUUJyiA3QNGQANgiDZXfXwd5kRq1zT2YbMpd8GGQBxwOJW+8UmpqhcDtGYnsRhMB4mcWI5wizjEg72J8OZ9iH0CEyzkFojMGwYvrZeG2upS+2qSHjGqMdcsOAjoldq2nJ6JNKOtoAHLQ8MwCQHWuxmC\/C2RHAHjSG5u94DyIZ7CJGs\/sn4HC1mFgBIXJ53V1KPkbzbKh5rmCMw9mY28P7l2PTET0XHe8i+LsEODzyUF4HptnYRjwBdmSgJSGSvIDfuLKA8rBcmjew\/0VNDI1PkwPy0Or9JJxFQfkMCNOGqO4bmODFWqsvcKhtKyIp1EZFaCLK1Qu+kce07VKo+Rj8XM2InlybvUENzefm7shPPOxHwkb7DFmKVRh8HGO5xykh5\/MY4xsvsz5l3K6GUyuD3RsclMnAaufMqT0W0o6flAolZ6vkoLyP1cfs2i2pZPtlgNNIgwJRTW5vvqvkiCoHD\/7l\/bO0U\/DwHMRNAfI\/OLX7i7PnkBIheY0V1DysyvDmMDr63zPBrEAqq+mF\/gahy594QtfKADzeCFufDjMBk6YMxH\/\/tlHzpU3HJkpN8dJrn8SYTTLIWx\/6o4IOQ098PEHLpTjkdVmopP3oIPDVj7+8Y\/zhFWcuopDnrCnAJ5GHIiDzwh7gWfy7W9\/O78j\/zyANkAOTmXFSgZAD2j5rRpDmKeo861vfWs5fvw4VyEwJqjvcrHySBs5vedIhNjuCY\/8mfLCwx8v17zx58r+694WzrLYUxW69MyxuxiKyZDcxdWy93MPlNM\/886yfOPhMvtwHNgGJ0\/Exq8d2F32\/8U3ytTxsxFy\/OrihVcTX36\/tgVGJPj5H\/yDf8ADzP7rf\/2v3LcBgxZ8+ff\/\/t8v\/+pf\/Ssau\/0chNGLQ9F+\/\/d\/n3IFnnjMAXjpGZ7srAWQePLwSWlB3iqWWUu7ULyT8MICuOSyrhUWvTNYtsZhQpFxZs87f7rsvfXNAcahKOJ5Ah55paRgIND1bm+Z5a2EfXqbUsDiN8WgJniLciBY4JWqWjOFvL1uTSs0cNjuVTootoCoVCpBLv9OqPfyveMsNd3ldorCACQv9b3QJTaytlm08LJt\/pY06m6r9OC9XP5tzTQ4dKGisdWklagSJM5EbP\/Eu36yLBy6pix845MRPBsHTeDgJ2Ylydy7yQcccXqbBXugaw14CGYyfplghhmAVOdSrNwwRV8CDK\/gMKVkLtlL+YkiIJnj1rW5NDeWJrlwI9PyYVUgPcEom2kO8zfyKvx7dFRnfhhiBqINIjesCKEPFZgmDXkoGPgXv2eMNX5yW8ZXz5e5s8tlfe5wHDR2NGLnZ6Kc8Ghy74BOQa5GUHrnrdg3EugrdZRWNwTaQFGFTzSk0fhp8HJ60qNzCquB0ZxAPj6PRXaj8VAuk2uxzB\/x\/QrJsdHTAN1ogHpm5IkaEUon2qehiCeCRunoVxvpnVY5nAYJCLP0lBXJZxjP5Dt4LK8OYD4V76fm43C2WKZjbUFb0EDZfJRVbW94rQ6EB38uDqaD97vD7+RxAd70zme4lHnG\/GNDHWMgwBCb9bEvpws94d4NGxUJvDhGpIX6ICAupsAVZawBnZP+FA+Za16sK1pzpSPj83OPSDU0sryamtLPsVeSgZyr5F8yZxpoALe5eTllZNaoccs6uaPadEo+dKpprzTVeRYfJldPld0B4C\/uvrFsTOyKku2qaLzH+Z4ChmOd4845mzwjhWDhmDI5V+3Uzpa1BkzF+ZWedNzNse3GYdiIFYCXPESt9NwLdqv\/qSOyQWlpZMEWsZTPlsD5IJ9NmmdfejnEsa+VNL1BnYiVhNBvX4yDjT4VQF6Zl8Qb9uj2RiB48YMf\/CBBMQ40+oVf+IVy5syZghMaX20vAFkA5P2xMv2+972PYHoY1IIsSGDx0ImlcuzMSnnb9bvKu27aVU4trJe\/9Lo95eT8Wvna07GpkzQ0EXO8aGBrcx7qwFxFaAG89QgxwqmrADcIG8DBNzAoHnjgAYJtPIPwA3guAWZAV5ziOpDq8WUQFO2AJx4gCqEMbivqAqh\/6qmnBuLlAdKndh8p173lrzKcZj2yxl089XB5+p6lsueqN5Td8Xfmqa\/GNrRYbcA+NvBVOC\/Hl1bL3EPPlKWIk59+8gS974txSutYyMTpY3Eya5zPsvP6waKAV75\/9Ed\/tPzYj\/1Y+Wf\/7J\/FXsuZ8hu\/8RvlP\/yH\/1D++I\/\/uPztv\/23y4c\/\/OHyT\/\/pPx04kwJ8CwCPlSzoqj\/90z\/l+z\/6R\/8Ic0Gesl5IgrRKRZgb5\/LEVSk4bGyEIAzFG3IOIRUEdCkAcfz65NHbyq5rbw1PlSKGK2ijd0OKUcLYEMZgQoNKvdZjZOmJlP49sh4UFhUg95dbJYMc47jT2hBX4rqkZAdBlsBea1\/fyLw9FXf2hIUJJLoi0cNPUqnl94REUl59u1Mo9r9jxcEKyXGdtczUlHpMoF4ASUBhIgThntvfEYMcG7Pu\/mho1DiIKo0sPOHNqgTvABNcEhegdyxo\/16tEnheQoDht+VwaTPPNyiQwBqZUhBbDw8ohSfHWYacT+\/FNXj8ndaUgCo9Xb5XWVFEYdCBRqIZJ4DJeoS4qA\/yjPp4+MYWTdGwGUlfPKLx1YFSuAyMh1CJ0Tjufm7lRJkrK3HYzlVlZWJPrA7BAIKRivu0miGvq0Jt1G557AzoFXtM9MbrxJAJkARauhdZMg3dBHWMdUcGmcgXDgA\/vXK2TC6fjWw7oURYVp4XwGIdwqAyBKdlQNnS79PgcR2LqTfFA23fTPM6qoWiLQEWDLrcuGwjBT0A6DkU8e57AqgvBS8srsZBOWi3uhte+Imyf26KcfG4xn0xabx746MNLs0dhWAwXAsglqA\/ZwT5W31kiMxMZCqaXC9Ly+GZz3AvZEHygWI2XjzuDF\/hTmtxjGUPNygTRIovdNgVOVrzKcdHc0E8Z+NWAFgTkasyHOtsP+oDn+Voa5NuEiaHv4YCsW3iY70kl\/AsPf8ZliM+76QVeTnPnYi28dyJuIayJtZPlbmg38Lum8tGHB3PNVfSL97CmEemjVoPLnIu5IpCyhStVuRKQF5rciAbkszMUDWUIYHFsL7an6ShWo9XTgLeK54wiNdTzemhkB49Y7lsme17a5v8XBXeWRZlrSeeyqshQqZ3vMNohwF9V2yK\/OQXv8xqMK79q38OIPVd73pXwaa0u+66i8ewwxMNjxq8yfB+Q4G\/Wl5o7+HDhwmkAeix6rCdxxvhZzjNFZtZbwmP\/E\/ecaBcXI4MSZFt6mMPnilPnYlVQWyCG3o5vOav\/bW\/xtAAeB\/hAeeczQOcUB8APUIF4K3\/zGc+wzbhCHq8fu\/3fo8bU9\/5zncOjdHLpyJAEQwIePktO3DtPe95D\/uNk265hyrGHFlqrr7zZ8Pn9Xg5\/uBHytzB15WrbvtxhXnGSuPZZ75azr9wf9w\/CMw3I2x37oFnysqRfWUhNrxOnF8oS7dEpMLXH9Mc6FYtXn4Pdp54LVJAWHiEm6vvvvtu8jZWqf7lv\/yXNFxhRGNV6mMf+xhBe3\/gmfsLuQHHgFfPcJJxzEsBQnqrAFxCM1AxJTjHUrcUNeQlkVdqML2pYVIj4wF2Ipl6mb317czywnh4hm4AvCesSoWb8lflUXhmFazHwtSKOr9XIWww0X5nY+iNTeCcqsKAVwLdz13KAsp5TA3ZZH8+UtvWtysDZQeEfqckRCYrmEuBfKUlyZqgPCsfFqAViCe9Sa8ECaajvWVU8QDlWX810hKsSulhh3RkGLk1UgKee6GsP\/YVIlantUOf7IXjASsAAOyvw5kE3uTBThDTbWCbCgEGvlqItFzIOS89r8xIawzLypSPFaBjb4YMPIKJBJ3w7BpwcgNn8iE38+V9UKYwDpipJonB37I9TdmLX+VlFd\/IW5\/gG2UmINEChIALAUEu++PZ8c2LEXu+VBYmD5b56cNlPTZbgpiOcXYID0G6VzPicz3gKPmy98wbXHs+5RTQnQR9AmFQKmMRPjO1cr5Mx+nB4xsLEQoXXq74x\/MVYgyrEaZhE0CrwNNzIEmVjK385fLCKo7fdQJ8aT5xNYFgSK3znDB0VB3IAy\/APIEMSXEz8r3v34XNrOkcIMAVzRWGIoOP3ufkUW\/EZfN7CAvPOLZ\/RgE4nAy\/aozUCtKU4CrAKs6nmI774MVAVhus8uSYJDtWHmIOdq4CyeNuGjK+HfKND6hcLQAqRImefMyb+MV9MV+CjjKA1QswH9tJADwkichig04P3MVgxyS055AAdFJdbMzvjF5JeVNXFdDfeo+MLo5f9GV67WwZvbhZ5gvA\/J64ljmtk1fMNwqnklGnVwtDs6xl\/\/wz2pzjqLSd6j+NrrzOza4iZz7X5DlhOshFeUROq3sKsrC6WdV8aMOYzWBRyaXZd7eBLdFQ5C1pjNQ52Qt\/fVbftX\/s7vDefuqrX+PZE8PeYCtotxG0PnToUHnkkUdYBpbO4W0DuMdngNTv5Gu4PS9Wl9v6oQ99qAAUwNu93YZXl4HzIr7wxIXyQ9fNlTdfG4Zg9O\/Zcyvli09czFX3S2sDveBJ\/PSnP02PN4yZN7\/5zQwLgCccv8PjfuDAAfKxY+WxUnD69GnGswNkg6YIt\/l2XigTqyQwChDSgxcMDbxQzy233EIwpRW9rUg1GeA+Pj37jd8ve47cUa576y+V08e+VOZPPcqQmrVlhAvSu7lNs7bK1AvnyoV3315GQ86NnYuTrU9euMy9306vdp59rVAAcwvhYv\/iX\/yL8qu\/+qtcqfv6179e7rjjDvL4v\/23\/7b8xV\/8BcO9LNPRN28Wf+9731tOnDjBGHvtYZ1CjLwAFJa1odCZx5vABQIss3UkhQiVABbi9yVuehU\/yjMBlTtepm58U5m55pbQTAEwCK4U62kBa0Un4S+QMaAE4gkrLQleC2VPkiEwkm0b+LUK6hpmqjLZyoQjQ5Our8feJt3faSg1qGrhoV+yP0PsZGWWIFGdNThoxdFTVe9pZWznFdG1vN9AA1dYRvwBjAHM53eMWd1n4H7HOCMLz8zrf7jMn4yTTS88D1c4M1\/QA5Yeemd2YYqkPARKh700zyVa63bKC60eEgBG3Pxq8Ipjiqm7+awAkz3vDDXJzXBkifQKw5C0YSevbQNaLktd0mg4K4nK9Xjrd3tBcd37KzykPGEY3MrxStpm6JXj+8WtyE6yUXaHd3484tCXx+fiwJ1IKRapKjdjWXUD6R1jRYB954E\/ACUZQ8950nOqAJhYIsfMdZtfORXXylQs506uXwwAdrFMRPgMH2IIRILXHG\/ORdCIRpHGUaTJGPturAQAo21IZ5jeZ\/GMVjoUMqDxIgexrMb1MpaU7jN6S4PDBkxdbYjnsEEeWa9WkEc+X1iV2T0zwXMrRiJ2XykuZdBJJHSzy8grgSrAOQ0wrrWIF0VvbVZVeJTCxATCMPYtOwT7x2WUdGDkYUoIGTcf2XgmT3IuYIiap5H8Hk1MaExaQ8YBxCrTD9ql4ZaXXhuM8bKx5z0TKFvnJ0juckzxaHzHPc3x63Z4risUqm+zQ65QJ3chWAbEXaAP5of6Fo4XhIxdeDw88zeV9am9bCNeBOAE8NrfYVktkZ0pQJOXSZFtRXL6xLmKokPZvNmVTANDJ\/5xLa0L0akOldwYnqzbpo0I082j\/NghdN5CQ8CrBmI6jln14qcUhizyHKzcScnC\/3iac9zztTi99RN3fTFWGmPFORTsoNdeZfcx8uA9eLZ\/\/ud\/nmARittAFRvVXirVYW3Kt\/gBQFnOOcubFy8InnDEyX\/lK18Z6Md2T4GnViP96VeOXSxvvGZXmQoP\/NefWWBojcMr++dAF8S2w+MITyK8\/6APwowOHjzId4TMAJDcd999BPyPP\/442493AP9Tp04RYGOlAN7Mb3Wzq\/kAbbj33nsZWmP5gdWTr0XY1D333JO6U05NAPU9V90eXvmfCyB\/e4D4L5ZTj39OTgOuuPZyfYhimH+hN8cuLsY5HosS25AHVzYs3+Lo7zz2aqYA5iR4HfPhN3\/zN+mFv\/POO8lr\/+7f\/TvKjX6zucE85qavY3UP8wZ8jDCxcYMqMBgOzJEgt3CURWpvLxQaFAQ2u2ITGw9SSk8dF6BjA9Xk4YgBgyWROarFr6mcaTSkJ9efrbA7vV2Frp+l4mmy3JZvL38pr4bKqIOZAEAyLWeQNUQq5Crga1ym8c9goZ703sRZAcdQ3b2gT5VWDXaqlwRJuCjnvpWM2ueVEtO+L7553\/2cAJZOo0xlX4+bl5BRPKcMLjMGxmjqwOGycluk1Lr7T+n94go3T+QVbB2LjXBpdpgpEssJ8MlbK8CkpXyBWNQ5yd9Gy\/JYgLiIm6dXNNuIQgDSDbgJzPAbeQXt1SqAYu0FJnXwj8o3P6AmALXYYsv7Wmq7BHe4F\/\/iZ3h\/EREMPKoNhaKqjnCvnCoaoaxkqd7byfHKeyfXLoShEifuwhsTYTabY5GWbXxXWZ2cKxsB6jdjqXWLnhrQR2MqJhDI8Ms1o6Wsi\/XrbzJCZvaE93RqPcB7eH\/QqqCagAP+CPRspolO2sQrr7EBpee5wSUSpikjkYw8t8ZTnxka2AYZGDRhCORkhHFckocdwlONueTf5RjfU\/NL5XzEhi6HQScQae9z5J2PjV6H9swwTn4yPHLA+dw0XynDga\/GQ9V92ViZVWmwcsTUenkTtaqA5ydjhQj1OjSmGnmQKTkvfDKqcY+88c37rLrTyMnfWH5uDEXcv06+VZsV3qVN14hDx\/P1ELKg7WSUYa+uADxCZbAyEc9m4gFc1j6gXDHp6OIYfO9VMaAHL8tQyLMfIBryn+er5jbGIdoQqztzWwHm90SqvKl9iL0RJQnk05GDuZ1OHWQIYtpVjj02d4u3K+AmjcAjOVpkmhxRhPjQMIr+oMvEyHII2FixjLb8abInp06Og\/nQcrKRhhOorsgNGIQG9vVm9UFs4zlZlZ\/GK5655\/5vlk984a4yH0vdCN2y97ZnU5TD8ct57ZjzP\/qjP6KiffDBB5lWDl55bFKDIv9OvvqsLy9VD8YDHmjEhw9v2L3csyDbN48v8m\/P1Gi5Kzz04PWIrLzkhTLhRQcAB33M96ADwAjohpUL0BDABO8A9LgXz4DHsSkV9zh7zeXy3b9UX6vMjTr6+YfxwB88ozC4vCEZOvXs02HchDzfdeiWcvLxz5bzz31DsfAWFi9WadBp\/MwFhuGsHtlfdn01wmqAgZp1fqVN3rnv+4wCCCGDgfq7v\/u75D2nZHW2mp5XMScQE\/\/JT36SlzGnLEOQ5YYJX+0drXRKgEadlBfxDs\/qKpPXY4k5vZaSgdzoOhIe3jK7V26i6rxSCTohNesKZeGTRC2wB0A4ZbEE8oCw7C4I+Oo+KcLuzhTMuGL1buTXKwYCgRTk9ZEeMbP\/TbD3beR1\/tc90AGM7HT71cX0fXAD85oUbR8qMEiA+o20B9EFACqASiVCME2PZG5UDAXKjVrwurKQ9jwYYvrqm8vKwwfK1oUXGPOnjcyKC7WeY9YVejCxagPvIiGU4o7pVRP85aPxmd6\/uAJjby4OzpqZigwO4Un1GQE6BAHpSlt+aY1BA7kEP9gcGfcwpSBvECHdffYmScEb+FnQhTZJIlfGVTPWGEBJ\/Kt4dvGNcTX6pCwuBsU+18AGLdqcfEMkAjAXygfZgdaWwsN8oexaDVAfoSXrAPajM2VtDB77aYJ78ixCZAKsTYwGHWHchLcY38fC84583+HbxrmyTBs4HuFJI\/HHFYQE8OgnnUE59qCTN1PSI5tAzTnmG8hyuxP8pufXHExQL\/RYaSJ6yLDDWMnL2QgmuqnOCqrj\/tMLK+X5iAldDAPOxoVBG7JagYYXoq+LAfZ3L06Wa\/dF\/vjq3h2chLWf6Rmvzoes15szHToCsMUxxEF30Sfy7lSsloCPcr8PFx0BKsGz2KwNAIwDw8BzBMKD5it6KUOsGcI+88D07uUBVy9qBqYmm2T4iscA++WtFw0J5oM3GGqUcwGhicjexf4wDr+ZORwbrizAeNMGaI4hDC\/wVXz2QVLGHJ5fllswQMZiZWnX+UfLyty1ZWnmKq7MhUDnpACgV6owGdbc4C1BLscBJxn4SUYP6EOveu1yesYxrykh9B0rGaPpCu\/ncs5GvkGyVBnNsW501LxXmdxbQUGf8s0x7\/0DSQAZpDm\/G9lTlmoYWDZXd0bLvQHiPx4x7gsBMCd4hki2cLgxg03jfMWmzne84x1UuAjZQEwswlZebVlr3PQrBfG4H7HyF1Y2yn\/5Ypy5EZ9Px4ZXhNy82Gu7FQID9z6vPHkt9YLfAdyxyoDXtwvih9toAwKeeOilfnzA15sRXXDy8U+FJ\/4LsSq9GmGM2lB\/JS8A9onzi+Xgn3yZ1iryxu+A+Cuh3A\/GPUwSwlVPhc4Yy23Xe8wRz4Hh33kglOWjsjdIyTuTAxV4ADDkkF9FaEXcAdnNDYkpQJFPABvw4HmcnN7dvM0Qdom\/UvzFm7yEG0jtCDCXp1D2ytBhHd6cpmcbYOW3bYA8W1+BYKdKrMVYTgfMs9zWNsP+Cv8rShzwsHfgxQTVJVGyKuasjQqRPfArP1GfSKm4T\/Zm1z4OPMcODrS6fk9gih\/p8aIyRnpExY8zhR2Fo7yVrSUBFmd3l\/FD18dJsM8xHEqx3fZsKsRCABFlJ8hJhN\/zCRQq+MI0gJWImujZjHekqLQ3dzlO\/9zAicEMa5BhgHsFsBUmAa+ivH7YrAcArHZr6HW2gf6B0Om57+jFOP4EDwLmSeccF4Uf5eoH+kjjx\/TlD0ylSpAKcMdeoBDRwuOZET+8jrzt4zwgK9LORTjMNNsfwTgB6ldGsW8kPMRxT0SVlCme0LkmDzrbKeNBgEh01r4F9jrpWmG3aAnjyETJQfVG5PaUHndoiBU2aOP0lTYK\/YzLIIjnqalpBGRd2ggm2YHfuCrDMJ9STseJhsfi+HHSPwAm5Af64xSD+45eXybjkLWF0yfK2mIccx7AdS3ocHTPbGSvgcfTYVCSM3iBn5PlNOK5AZTjx5WF3DCb7WnzVYCMeykwFhObsTq0yrh5sg3\/l\/Hzsdei76f5jGPBNihbV5\/ZyHxrhvCGTq6DUT5niJKGVMYAmp\/ZbSouj8vYA+LNsnoOcpILZJwT\/GPYTitX\/XT4T5t7m+ECrEZdZXzxL8VyyjAxW2T72VouM0uRrWNzqcxPXVXWJ2ZxmgcNO9QhD3w0BGKlu8ZMUEl\/7U8IWuF3Tw72t8kbznGGFmizLh5RdqTc75B8RrvFazPc0ZvMTYHS5DznIb3+eQ+rUoabVqtmj7vciVz+wOahnRkqJqNpq9wXS98f+\/wXyvmFRSnZbEL\/1jse+utQugDxSCeH9HLYRIqNnlg2f7EY72akblPZd+BSr9c0FXqqpZ69TL2gB9JR4sXzQQYf3fapy5XfAxjfM\/zue4bLeCXIYrpvP54a+Y0A8Vp9JKVeXrWBn8iDiVte3sM7d\/+gUODFeFtOoG2WvII4DK2Rkk+FScUIQJbZJEKTYMOiN4sRPEDYIu0ZPbQCHmTr2N09wiT2gBby0uJlhSjviuri0ncob53IuMzNa3SE0iOdSoNgRgBB4DRTWPL5BMFZPr9VSZvwrTZMbegFTbvXD7WJeelkbt6gntA2guhhwh+9a9KSPoWSQJOLEb033LQxYFXWFYa+ZL88Hu1dtJRPy4JEyqr3jit3OfJiR40A5VR0dJrFc4CZGdNsAgQYG52YLBORjnLtyfA0ILyKYQIx\/lTQUR83tqJb6W7viDmwETqut6VujSFaWGOBQ9kmlJCXNAZ8fikOxEBMebQLgBU1yAOZsbkpMOH1wamZuI+GJkAZ2uQ9HXkduE+AaytywWsfB+Gmok0yjlqxAPRYp3AFaGZIRvzgcB5nnCGGYJvwQWOE8bVRQhMi2UcrTTI68Ts27E6OR+aDrUhVFuCeGUyyLrRxNcFwBYR4jrwsIOcMTyK551puas2TkwlEHWLDuZEcAkBlenksu7ETEO9i59G79L6L2+QZs+Ky0cnQDaanBW83+TEWsbLzcfDJ03HoCeLYN+B9in\/jk7EasbpMT++bf\/KXyr6rbyjrcaLrePDdg5\/9aDn95APlYq7Y3Xx4DzMfKWa8jXU16pOuTqOJewS8tJDA9JCZcau2G\/IjZQvunQyDkqm8cOYB+p+gmsPMXovRaiiMqKhVEYJrGY2SY8KY3irqQ5QkD7oVjLyfBg3BtNqsz+BFtFtedRsONuJwcrIO9AJIznEh7XOvCtgv6SBAkmA7xwbPoS2cMKRD\/OEelIcxx8FSpOt6mY4zCCYi3GZ+7rqyFKE2WFkSmEdsfCYuYMgN6hYP6GRpyT2EF3GNjoSE8eaYfMtXBRpxHrPdoJPlc5PBDYpLYlTc5K+cC\/bEg6bon+ZpezWdUA3k\/HFYF\/D3HHuM+8OPPV7+7HOfj7CwpdiwnSkFs07c1s+Tqjtzjpk3kHVCWZ10BDvSOQ4YxF1L8ZHyJO8d+uk78vVKAfGLeQlNbZ+L8B1p6Hex0JeiiVNWf8tN4uT8lp\/eeXCHAttSIPLIGzg3a9xCDb8hthl6S6BGipvgCEINygNimzophGZkrBkJwS8RTuSRSqkD3lAY8cB4lLcRQn8zQhKmIqXfzUdmIx0UjIAIyQgluxIeW6Ssw+YigPzV5QD84dhbYzoyaKJMYUjQI3BkME9Zn0qKSqsX7RlL0Tbu+VfPLms5OmQTeCo\/OdVuAg5uzot2MvwBf0yZiDy72CCWADiVipbk4YVL5U7whDjaABKBAJbjb4NhAACJ2rwo40UKVsvwuaxOIOa2qGPySCKXe6R2DM8R\/jA+Ac9TQQPYxn38n4mh\/groRbsPHC0jc\/vL5vnY9BohIAa52uymV33CAJgKPr2Z8MjiHijmBDF4wBtF2UYhDPIKlqmVcSZioxFqgdNh488x7hKoqpFkTADKq+yH6L3J\/zlkJIFfXiPYZ8MFaFka6JnjYT7nplsut2fbWbcW9vVI8+6ZW\/AO72kuEohACTLkocfJr1FGbOQEEMAfsus4jhY0aKBtULKzeWJiAr3hF9vQAz7yiLzOuNsgQ8vSLX5ej2V5Fcmkla8uJzjKDCc5vg7P8CP0DGR3bbCiYozfM2cuMof7Zszb8anZcv1b31umd++n531270G275t\/8Udwb0UatyPl+je\/O9K6PV9W4qCo+ci7fC7i6Y+EZx6rMBqxNAgxn9HH4DOFGWk+aIoJyBkI2Tlho1qbTIM\/E+TiCYB5\/A750lJGagjFHg4BSVLnOCjFpMApVo9IU8sJ8LuljXmOIjCBa\/debwOATy+\/vfTNYKosVY0mc4P5WVNKZWBfODf7EhAqlFEyJHnY4Bd9pOxNgwS8jPZm6NlE5LLZs\/BkhIodKguzRxgWxvAZjob95Dk+uSkWe2k281RYGLwMyUlakkbJxDZEJHdaGB3vseGRvKVxJVFFZFE7y4UcFNOa\/vyV9G739TybBWQZrbyabz8ajgMOH3\/iyfJnn\/1cOTu\/QPlkb63Kl8xz2\/2OOde\/IIOxOQ3x1rgHseDwzGPT5\/C9Aw9+l76gD0jteOTIkSYThupGuxHHjg2qLwbmv0tN3qlmhwKvWgrIIdHCHt1Q4bdB2fBKdGJg1T3qiBCd9KwlAHMmCjRsdW2VR57jZa8XFUj8T94pHYghOB+fEVbDz\/lqWjGFL0AuZW8ZidACCOC5iD+79ca95Y433MQNgxTUqIDno8eS+1pslFuY5072i5G\/dj7i8hDiI9CnZW4t4edScpRQNzJGMXGr4kSzUc73TMHUYyQqCykG\/ARleCEQdkSF6uAhguU8tTHqumr3eLn60ME49KaU6ciFjVNvkT93KmJxJyLlHo5yNsB2KANzdjOUAnsEwkiJmL+VlTicJfq1uBp9in6swnAKkIP9COgfNgiuA+RDKWeMu5WVvNIwCLBJcCSUBI6on2E8+lSkKFYMeNCc8bJRADbjpSIyQZQiLnq5+3CJrfll\/dTTca88b6ifMdN4wYiz5zKveemeg8qlfCl6MXUeZY8lVwDeuI54ebyoCNGu+IxwGwDczUnwWxhrDLfJFQArbQweEYvGxWAUBiGHVe6\/3OSnz\/h\/rpDX0BTDcccSm01JAXo3QZ92KBCMQfO9jTo1pTGOPiegS9CG1QPEaSMzCwAj\/lAONlt6oxxXLrpykshukvqTPGev+CWrM\/E8jEZvWmWr0GbQmAaLjEqOBzbiZekEH3aDusY6aRPM5vioboX+5OzQEx7DuI\/GSYww4uEvLK5x7AEMX\/fO95cD19xcnnng62X\/1dfGoSp7yn1\/9jtxIuI7y3Xx9\/X\/\/d\/DWz8TpyPeWo7f\/0V6as\/E5ti9sQl2Arvm0pCR6WcatzhwmBPkZzgX3DeMpXnErMtlfwMwsRJiEx2SMx8HuazlyiJDugC403gTJhR45eZi\/JbGrfPDg+YA916lqXMsQSXkibJ5ND6RnDMpJcNgUOBeLszBUPAKHZ0oRMccX9XT5DCKgZMAbbBMkDEDQQbZJephxaQqlfh9w0Vm7D0lOcqHFI+N1buW4+TNslwuTl9dVmMTN8ocA8\/hxkxLyaw+2RdutHXDwB+M38+5m0YP2sSmJT8lBUgbjXO7MjAZ\/IWNzHvyZuWlh5Cm+SUxnmZHA6C5ClJrEo3VdA0ENNfx48+Vj0eO9+fPnh0A8cNAtsqgnMNW5L6OeYNUioiT\/8AHPsBsE8ifjlSK222W3bav36GLbiNOV3W2jO2qgtGMDaYA89vFt\/fyazugP2zwvJzu+NmX+4zv71clyQ3mP07nLkzw5VSwc+8OBbahAPgJhvuuXbsuMXiBW7+dU4j76nqZgzMQELaHFzbRj6MB9hJiN\/WG45WjcUsBMgGYPRHk6UkgBRkIrzIVKTbmheKJXNYGOgY4ys6iGFbFQqaywIX4mxzfUw4e2hOaNTbK6lQUKSCskwcYngiv3kR49HbHtaMUuPmHXHEAIwAZ2OjldsUdiKdunnMt3VpDGOQ33NJUh8EA02tFuryvPHy6zG\/E0e9xAhuABeKnobYQN33b4Yly4y1Ho2B7rGkJVGOgV9SpduTBIxpSnbv5ls9B46IviCdOwIclf2wwREYN0LOeuJg6WpvaIj0WjZkwPML788iTJ8sz8xHCgfCBsVDs8TdGcKr4WglkjAFAfkLbeH4sjI8yuye841EPMoyk93PMXt0ENwQ1KQgNotaRyzxPmJReszKNL8jeEasuY9jgidNNEfZioyuVPoFTXJ+m13q8GmnMMpIrIdx0BN6MImvOePNfAgnmkzdYSk+dPZICSQIV5KBOAQMEEGglKPSGXDkB5aVzWjXziOcEyvQqAjZ7TSVwd257sifqyiXzGoqWoBDl0s4kfdGEjIWWW1PAjWC60bRXSvYIOoSBYCbLtoHD7wiFsQcWZRqADwF6GCBAkgBkPKSLc1K95rpQglKCWIfX4L4oZz5WzcQTsQdg976y98h15eSxh8uRG28pT979uXLq6ccUtocMKJAr6B7KAdCE8RNAcylW4RbCINhnB0PcJO9yo\/wwaABf+FwDGpJpcqAChzG1PR8NAGMOYKWEMi0cFhjuGr6XOFtTVfO10jVlXwvHEgxFNiHwDjas+qnhDYT02uRYOyuO3mMOQuSBPljRSyMGZplOMIZdo3Zo2mDvkuSDwSuu9WleIXsZBmmeonBOLz0NtYz3xTiAxPEzg60wnqBF1Dezdq5MxuFjFycPRez8oZApk3IMcNyUzQaGBfLM4wySmu0G7UI\/cJiaLBNRkXI\/Q9ty47B0Q6a9TZPN5xc0jzeexrM5LTwqOUckb+35skw1aAPR8KwMQnGSV+lkPOCI82eefbp8NGLinzl5qsbEX2ps8+GXfKHd0KtQ5HjHqaU\/\/dM\/zawoULyvhhfi+BH+Y8NiGPzC2MXv29EA13yYJFbQtwPHNhqHy32xvrscxwJv5+Xc7nkamZk9ze3BfW5jv5kW13qP5qthLHba8NqkgOcBDGIAeYTPWWaBz8CL2ES9nSH8cnsM\/kaZ2Dx\/9OjRmrUGc1TpJwmsJNrspULFCGlxrCoqHYiDs14FRoFHDCAGu7mNiy1L05VpL5c9S\/J4wacmQADEVj0y\/TJq5jbuO62lVAAOhPHEl3jrFy+05D0AufJxX3MjJdD16q5BWYS3fPfu8NQtBcCcCYAZKTUAcgDmNwBCoHVpMeTppexNX+5Ai7N8gYzt70ttjQOGkM0w+gATYftDnF1Ptj0V\/IEjB8vh\/XvLJ+5+qlwID\/9GxMnroKUoiPHD2uxKIAC\/Wyo+jnvcMrb7UFQ4XbZiFUT2BjyQiJU3nTpvJWNK0pcFIAD+yDjVSlEOg4C\/wH0AC4x7Aj8rCAJ8VJHhITOxzKFHM3SFIBYHBwG4yLOMMUCMs1C56m9\/Uvj2VDMGmvHyKo8GkMEeO+p4fnaatMHPHF7VRoCiCZrhCKRNhGgArEwGb0TbAeIB4FFGzY8ffMMSamo6AXIqehjAWM7PlRNSGQqJnniDNnjdZSw613gFN0lL09H9NxCjUiRr57iJVAOguP9OowTP4ATW\/Kyx03MGjNxDkGWyrwnqYxsp2wrcthk8tLJwocztO1TOn47jyIOJZvfuj9\/G43TEu8uJx75JoL\/3yLXloQe+GvNKJ0yDblyFAjhg07m+kKtq4h0ChMpXGRefxo75Ac+gPJSLeauyc0UIvI\/vGLsYxEiqxLh8OC3s1a6GE4Gj6MghSSBpMvL+pLEytnSx\/TRaHPYHEUfmy\/lgkJlGDFZOohx77s2feJcjQnOUVcU\/rjrgCb5f+mqnjorfnKKV+wgS2FtK4p3GcbRX+fwVoc45jVXXzeWyZyVOulxfiEPQjsaGYXnnPadpxHMRL9uDNoGHGfqktLSVBxkymPyEIvAF\/cnVBK0kpSxkkRpHsZy40LJBgyL+6I10PF7xPQcK4TcG8Wmx5ACKn+JAo0hv+Im7vlSeev4kVwldQDWUcx5sQ+ptL2HckdIRih0Za5BHHmE14OthQ\/RKy3yl7nOfcCgSvIVOY9ef9oy6ABBwwukwSMd35LFGaA7KgmGC1JXeE2BdD48\/0mDCewg6wLOveXUp6MYz9jKeO3eOKxkA3whJ6sF9dTpybmte43ecdomDtnyAFHLiIzc9aI9ncFIsUv1dd911vIaDr5DScvhgr1eKxjvl\/GBQALyH1bZ9+\/bxkLHnn48sTmkogidxyJMN4m+HIqgH4B3nLoCf4bTF3AD\/80AoW6qKr1X8KV4rIXCoP6CwKdAH4388gdw4et1DaQ6\/DDkTl0gMU\/iG\/4peUDnW+1cF9NsCY6KrfEmwb6fJevWmNnjpNgFSAurB+7K1nSKAtw8gEG1E3K4ADkJ2pLT0ci\/1bQCsU+tc+nulW31WAo7+or6LtYa2GC0aGmBYHceNMYZz+\/eVW46eL3c\/tSBMk2BUindoQTuVJMFAjC9WPkZjY+LWWhzPzbHHUOX4p4K3IPbJv8xUkWSoyrNDFn6+B6ZsUxcO4c2DPpQJ7VEu7IihBxhKxT5NXtHBQTAyuQE2rsG4Iv8lO6DFiBneQs7r+AfjAa+6MZdjn57yHEMDCVzXFl2BA36Pd9Ql775CMuxFbfszEujleBIowjBJEG4A2ud1J02yn+YQg2IbAhy3HEMerAMAywxRCXay\/Qz7SM8nVzy8cZLj2LyhAkVtA6JIkyFE6HcOosZf\/G5DgbydY8txAG1ylUWg2\/NntKzFBvbHv\/Lpcut7PlQOXHdz2X\/N9RpHgLY0FOBAOPb1z5a1hTilFqn9EsR574AqU4UYMQiwWkcCAs89gHUZajBc9Qw3WfehMgko2ePsl8A+DCeNKzfAxuPKha7y6CXn\/pV8riMEauKaBcLHYEx43iTtDDoxAlwdILAVuGbfQJNcLYJB12eB8jQyD9T6OW+b1DGV6vzL9jEDVY6Z9wGQz7k6k3Vnn7C3x7LCp3FX0Mz+bZbp9dNlbG0x4uaPlpU42Rj6Yixc+T5NV954eOGj\/DRGCeRzDDi+WI0h\/4lQmKHeVO78CJ340H1+dXtGcN2x7d0dvF90wAf9QhBvmYrLNPrwpxW+E2dOl09+8Svl2AsnQyljX1FXRl9435ScCD0o93zBbQDsALK\/+Iu\/WG666SbKgT\/8wz8k2H01vMBT0P2IkQcoR9gPgAj4AwcvISwIp0cCoONa7yGH5xHP4Ddk4EFGHlyDoYLyUK4BDZ4DuPYKDsAIvgPUA+TjOwA8Qo5QJ8A4Vi28UrB3716CFxgCAOJY2XAUAcqw9x3XUS8OkAK98RwMDYB11IN2oY\/oN0DQDoB\/NXDh908boJvA\/\/gzkLccuFwvhw3kKuYuI1tgMAC0Yx6A7ytWD2OcyLsuk0rsUWEyZVy8oFyoWAGKiJSkhAhMqKzk4RwLRSwgn8DSQhRXeH8u6bq18MygtEBiCOcwQhAWGwS+g4TY7leLfj0nwf1iZbQ6DINdqkC4lDZTasnvJTDFP3llEbeeneJ7+omy9R1gzqa5HtOn3Z+9qzeo3dmT7schurDO3mjAGMVfgNq9e+ei7UsatwQNFRLl2LHF9rSn0hufmSvj03GY0fIFGgVchkaoADaBAhym15MKiwA\/AY69\/aRNU8P4nWEpmZcczCLAI8PIinbA65XPA3wzGwaCZSLkAmABXnjGIqcRxTh0ADGE1Li9USiNToCJHDtv\/nOsuQ1F8zGIzOcZ+uUVhBYTrVSYmW2GB+3Ii4gO1I29+Jad8nxyWAXqw2eGrUR\/tLFQp66ilAoAsx2c4Nke8LGz1zB+n6EbsnwdqmaG0dzJOUpaKyRHL7W3GVTCkMyZnpuzyWEdcmpAvoFGAkjOeYVWDMyyBJi4uhljMn\/ymfKNj\/7\/yuEbbyu3Rrz8TMTIMwwvZMXxxx4oD0fGmvWlOKl2erZmyUJ5XPnCeCePZwfUCxsX+ELe1tyrJ3lS0IgS2iOSMy1Bdv\/MgBFPkBmrb7HHBRl3AOhZVBoXOodB\/MExA28lGCZPZzvgm7CRhXsZ6pJzG\/MAGZl40i8M2fzJBoxzl6tr6lsPaiWHfT097Rb6RPm1qgTJGife4l2m5pHsr5\/h3EyZrhVPDTRTYrItKnxiY7HsXXy6rMT7AtJUxqnGTlFJfiOAj\/mdoXswgHgt58wWzk7ImH85AUDPNAaiDp2WmYZ5ht5gfw+TF+AP7cjxtfxjw9DGHCtKRfKmqAdN01YLtZ8Ky5QI33nh1Ony6a99vTx14lSVU54yVrSX86APX++\/Q4fipFB4ggFS4Ql+17vexZNEAShfDS\/whsGBvYZoN8A3DqUBaKh7KrLBkFU4BRZec\/QL35FSE\/fi4CuAacTuUo6m\/KHRH+XecMMNBNj4jPtBB4BtgHa842VwgvvcPnsjAeAB0lEvnsdqAkCNvfnYlAvAjxfaj3rOxl4Hhm1lG3BKLIyFndcOBV5pCvR6n3KHMm\/7F\/gTPDkcPw9eB59jXsIo6ENyrBO8qgePPF5wGIRekYBEPHK6Mri0vbqGtcz4D4oglYc9U15uV75vHRS0haVxAhUgxdQoqeUHvCqp1AQDtbEKMeB0TlnjsZTBEJRhL33\/u9Q2XvmpxpfiWoMa9RPlvoGw6nV5boM8qlnkwFigob1n2zVnGMM242YjoSke39SeHdDY7kftVa\/O1Vr3a5veJRAiojCsszkiylLp4WPWn5prbHomcsoH2ELmGjraBYqrt1GIgIZM9T5FEUqpqLziApqKf04sIHCYfIYVDv5EptAYOzuPR5CTIO\/HZwF3LfkPAJwogryIA3QQo0sQIDZm2VDm1soGLqxb9eMneaAFHvG8DAUlyOPzSWmRqgF9AjZWk3yUoKtN5jyUCO1naM9gXm+DNvanA9zNvolyYTxDAWUaTStHKztMWdEOYA0dl0dYuK3nmeT35PsWu6r5zfkfNJR3ugtrSs9lBw+TBo1uorTGcTLj2gX8QOOxcvC6W8rew9fQxnz6\/q+TDgevuzFA\/X7S\/ujtP1QO3PD68tw3vlCWzp\/kPhusfpgu5pt+WhlgCdzlTEgg6nkN4879HAbENUUqI6gan4AGePHgn2gvwDwzE3EedEYQeVJx+5ZS8GjrmkMQU04kf5Bd4hJ5mDwhM1NzQ3PIRoY36zpbkEKCRFPxq2Q2DAO2LQ1b7j9IYcvVIILpHHs+KyqaLuYrPMJ2YWXABjo3xuf9ND6oDFRIAOuZjTNlOvbSXNg6VJZH52JPTch\/6INMvUqwDrkAhw1Xa9VmpWZNIxD8nfwHXkcGKty7yQ3cmVee\/cb1DqhHGTrcTjqkgnjQNUcEh645c9lGJFSgB57zSAB+MZTkCwEI737okfJUeOIdpqEprY4Pr0b1PIjPnofb3YtnATgBGlEeQkVwJDtA6+UMg+HyvxvfaWyGIIFH\/T3veY+MuRiTPs58u37bo80Vnrgf4B7gA9509BUecgARy2vcg1AXvOM67sV98PrD2AGwgecd4B77CmAMAMwjbAeGAgA87gf9AMbxGc9UfZBjZuOhb7Pb2PO+n\/tu0Hinjh8MCnjPiecU5khzpDUa9HMOV30KMz4DxIP3UZb13DD1MIfwO+YcZAmeR00ELjpyHZkNFI9bTzbkBJFgI7BL2AvdAQXCg4Z4gmEDDomjmuboWmLQ3DeOG2rhReUhRpcOuv1SiQ3VvsvxRhoKHdkuvbvWYYidwDKBqhGoctor5pV1OnYjPiN2VAHXQ4ApO3BJM2rH\/IufS2WU9HW7hw0ZX6\/4sUKI9oSoIgWPjZdaU0lqEeg1CmYQT39HeL5DGcfpvB5ytVTAf5CeTdmJL\/SdpScoltdeYTfyVio8q\/fqKytHG8lhoQxPMTP9ALG6JwAweCZDVlpGIgEjQu8EOm4DYFAkuCRYTWpU480UYQrK+BErUKRbfLeBgq9ekWC4WYIxzhGATgCLAAtoFgEUjQIBlzoZCW4bLe3pdf8dbmIljzAgYbtQtDiILUPbVEYzRmgIgSZp\/dMDnONFwyQ3qzYyi95eJenBCo0G\/qY4\/2qsaWQrAHGoEzcQK8EnDaHZqeAfXCEd4lOM37W33lkO3\/qmcio2vT70qT\/kPF95y7vLTe\/6ULnzJ\/5K2Xf02pA5k+XU4\/eV8yefK3MhfxBbzRNYWW7jj7ZCIOOnX5ngygWNsDQy0ziywWbBQp4moGy8SMMccjBpDAA8HnHSXMkJgQlHAzdZ07BLw5M9l9eRRmzlLMkJDYHkI1jSITNcweEQNZnJMcc8if8hpa152tLJoJWANUq1n4eOFPY7JWSCsH5s1V9ib+Jw84vTaHKjb7aTfBQ36QA5r8DK0CMds53sT\/wvIp8j5\/yzZWlktiyPzZWVyGyzNjolIyPBP4A6TySOkBtvsMeKJzZb21sP+nP1BKE52HWL+YTvWClKeiusEX1p+0dkW6S3he1NOU45lHxDmZNOKmRWCo\/t08+\/UJ547vny3KkzkWkpEgN0sdZ+7qVAfBVI3Yd+fgOo4iRXg3l8\/tjHPkal+2Keuu3K\/U5es7yiXEyaoR\/eODpcN64DbMMLeOONNzK0BqsN6CdeCLlBqAw8jbgXdACgAUDxHgGvSOC6Y+H37NlDkI77cS+eBa0A1hEWg9\/9XU42haj5eXv3MR9RLoyBQ4cOsZ2o1zIc5eHPGwe\/k7TdKfsHgwLgQ\/As5gNAuFMkg88wF4bBPPgXvG6DFatLAOYOQ8PcMc\/2FPT8xFzAfEMMvufCuPNAU6hCTaSyEDBQNhS\/pHu81AqlIE+V4ocbMGWqw07lGHgQYwCAQinwXcpiJYCKQg0QmqNnJYYFZylkWJv+6XttVX5IgAyFlcCjN0D6ZwZBcgJQFiul63vRL6NagVX\/ps1mAEljkSe8tVfKhi1P8JrfWLbq7cA0Q4Da96q4s7+NAv0KgFunxrS+DANiGWOt\/qw9wSRTtpFW+tMYRUhDAHmkJGVOe5av3y04h8Eo7hkOu+EqTXq4bX0yTCIKGjh8ZwjIe\/kTbfHhWgI5iVyzHTRUALaiDoe2uKe9t8sAhN79PF69enNNh1T+\/bKYTikWODZo3UKoWb9PJMij0BIUACNUqwH2iPbx3O5XXclKYORVDDNWBUzoJ+5J2nKMkrEMMNhetJEgBGOd70xjiLSpetVxM8DlXBXtPLYcU4BbvOd9rt\/PW2CQF+Jeet1p0IiPcJLodGwYnQswvxBnQHCDbvwdj42sJ598uFz7ph8uN77tfbF5\/GI5GKE2WMZD9ieexRAZq3SQ1mbZNRnpOjNlJjajCr1FBehvGit0PuAvwfr6eltdw63gj5rms84ByxESM1dI0oPOdKd1ctc88di4TKELMJ8x8ByH8B5r3sCIchNtpNlTnJIM4DpBqJMFMFNRyghNPoB4tUGLT5orZC02W6Cl7SmiIK1TG22gg8Wyq\/KKZJv3swCk19UYCeNqgFM6JD+7bvQSKStJr5RnXqWSPMR5IOHN3boQ3vk4P2B9pqwEoF8fm410lfHO3PNod8gVetwdjiUjHzJG8w5x82kUow3QCzjONsYVRHBWIxoH+OM9on\/dg0ODAU3VPKTExHxFRqPgsYuRE\/54hNEci\/CLp184Fal+4wTmkAkI\/TMxe8Pb\/DBgjJvklGVN3ublzvCVTMQGuDe+8Y0MOYGHG4r+wQcfHPDk+9nv9jvajzYi9ITnjsCR170gV\/DbwL6UlEMA1IiPh4cdwAVL\/PCqo48IkcEz8JoDcACYw3gCrXENoByedjyDPwBtgH+AGoBxrAwAAOEZxLKjfMTRA+igDs6RaKtDaOCVBPDBplwAIpQPkANPPu7HxlZcx8Zj9Alef6eeRV24b7ux\/G6Px059r00KgHfAf9hcDYPWXnLrXqw4bbfB3c+BlwH2MU\/wAl9fLl0leJWYI+rEHMF3zAcA+shaIwLycBUA98Ar8IbZs8WNYEo6QKXNiY0JDUCQwFffIUBzCZglJvikEm6Asqpc1qtvMBYQ2hMHPSa4bEKyU78U3AbyDcpLEw6C83af\/N1SCAbSLkdQSf+vJoPRTVyEDrMH1ILduBveSIQgORK7gvAkqL839rTmdTvijj47jzV6tsj9cdtIURhAVKj6JypfqlCYgh\/L0XlHo5VaIx2UQL5TSFS4ke5zFMqtAhspTz6R4SH1UCMog8zG0nuwzDs+CVKeTnitDcAEzGkIOX4++6dytAri3\/uNn9l03mPPH+OXCYJUD4wUGhep+L1RUTHqWiEwHW289lRUvHzLz46y6qZVAN00VBROYQCYIKMDmARoGRLUp3hjcAUeq8eBCpC4bRxzzLcMafNck+GQL4A3eKWD\/gRn2LiXY6owCU1agT8AR8WLa2On+neJUZYAySsRNXzEPI05kRvayQsATBl6gvmA1YzDu6fjkCWFpKBd509EtpOod3bfgfK69\/wELLlIKTtTnrr3K+XhL3y0HL7p9rL\/+jeUhfPnyuz0VDkwF3G59MInPcEP\/Cb+J39gDOK7VhxExGa4JK\/mGBOf2BjIZ9w\/pngkKLNRoHlhXsVjSIk5EQcigRdXA6hgzpNn0Ja82yE1HhynGE1EqTkKA4M0z\/kXl3D2g3Kgt76x9elyl8whI1Te0EpoF9qWfYIfBWPr3PNmE7yTgphv5KeWkYhguGN8hf3Ev3CsKGQyw2OiBBgBnjcsmw92EjXGeHIzTkGNE4wjD1BZufbmOBl2b1mO8d+MU33X4nh70gCrfl3YDT32YQzwJOlMVamSZZhYvvEchvhevfrg7QrszSsG+CggNsRHnfMLi+XJZ58rjz13olwMAIoxxMnX9aCnzGDEkaexNBjXasN\/GOgOe9msYE13AM+3v\/3tlBsAqACQH\/zgBwlmAVC\/1y\/MIwCMe++9l8B2O68h5hY8h8M0wXcAFAB99M8pKrHBFddAK4cZ2BHgcAAAlf4ZZI\/ps3o8+eSTnOM20kG7fnOfN99607A3sOJ+bHRFWagbZaAtBuq4H\/UC5DuufthI+V6PyU79rz0KmFeRlQpze\/jlZDLb9QzP4nfwcI+fLmdYgnfB0xK\/mdwiPuNaOJ1ziRgecUozxUsqNZ5SydEjQu9NKkzqJSkHqBpOOmifHmioulyOtfbK7iT2EfxGiDOW0iNryouOY4Pwvs1XBgF+tm2gLINetenFXhXQx33wDF7uJVoYnLe7Ll+61b6jatszKkX\/7wF632OBgVbfoOFiqNO1x8aTBxU1JH4kmCAzqA31KXwPIG+QwvYYxHf3iXkzv3c+bS9vDQHpSgYfoQ4AMCm8BNImVge0BukngGW+MuhxWRXgVUMRfZSXtYY7kEeR6UVgyKBYHmgsuYNHcyzQrvg4rLg4afAsVgAImu1lBQBPwtBIsWfXY91WK+pocwxEO\/APgXX8k9HTxqLP6oPKJ5BVhTHobc8C51e3dyAZiO1r2XRADIfeJKclyCXGt0EIUJQoE950A2V0zyCG4B8UMsNQJngsBYp3h0ceYP74+YiPRf\/C24e+PHf\/l8vJR+8l42EskNUG4PDUEw9GrvlHInXtWLlmf3jjcP4BgWrjPS7\/01HQwHNF0cmjBiIeO60SybPt4a1gK4UgnwGtACbTuz+wYpODBgNwajJoGGBgKc6X4IoHxhtyi8C+zSWNJWeXhiPRssNa8NVhLc3r20AksjQxLh\/tzzmDMQKX1Og4s6urSfEqQ0flt5eNH40Ts21lu6QMYBipufJ2pmwAZwA4p4GMe52jXqYB9sLk3gGPDbzrMYe4tLxrT5m66saydTA2My6Et\/7iubJ8\/gw\/42mkBcW+KgbpkPdkINdswznWbitP+k1gzzlsEI8+cA453SxS066VU+fOMpXkMxE+cy7APEPnchWvV5o9gPXqoWVe\/97LhOFnLqd4AVoRK46xhGcYoNkgsxug7+lHeP\/6GN2+MT1YGG4kxthJMfr77E0EvbxSi2cNmv2M5yLu8TPksaEwSjw7\/LvB03Bbh8uysYL7bFCgrH615XJj9z0dlJ3KX1MUsDwBbw2\/7Hy6XId6\/nspXuzn03B54\/W4cU88CvMQ0wBq3JgIJaoDc6gfwuIFCIEHnWcApeJAZgAs78v7hWqMGnUPrxBAptbJlkDnrcUSKjbXzqSgNkhllhw+o4pUjODbMKwXdGpg2IB8EAy37vfgv5WesCYRIve8JVAZFBoAN1i5SEScerO2u8IjP6U++5AX90EwKhV+9qkZEg2ANLXcAGLzxLuH7nvifaPcSi+Pg6k4bAok+JveA7QbzU0vur2xGPqMnUav1sOSRHYPYwYDIK8D4B4ZePnqyhHwaZ5+FCKPeoYlJLAXztJvoAZ4xSEfjNcl4EOIhjaSiscUgkB4nICKqRizLQwXSNBMhQA4DV7HgHrzaC5fuSyPHcqgaWfjJtsnQKdDUYSFBWodJ89Ry\/FQJiHzsfqmQ5JgIIhWBNJZhla6ZIAQdMa\/ZjAgx7zi4HuPocJ7omzEOyN8gbvR06hgQxpNhTPTO+8GZFutoKG0B+ZBNw6KyVe7nSXpYHjVcfn0wgqBI42VuLCytMhyyIGoN\/s5HV7va\/bOlt1xomvlAYDCpIXDiFARt6WAJjTwWIhoZv7CmCaIN+s5BroHZuY\/h07xN4wfygLtzba5soExd+wu+B6nMkNu8R\/5IMeORqr2SOjQLIxYzjnL1hwDPkTnhwC1YvDlILCxh3cc5KaNvdqzo5WZlBucq1oNUby4mK3xLmcOuIbjJCNB+0HMqzzoDt13rD05xKfVymjX\/JIesANHHv488yLKgDE6glCWODRqKw7zAzgfj2Xf6QhhKEeujrCqpbJ45kRZOnsqgP35sr66ouw2acw2RZbe+NQblP0558Sv9sBnaBloF+UshUw6ffFCOXH2XHn65JlyYSnS6Ma926Ua3E5pGuyZbzwHtwN+vnY5UAhe8UEwjsv+yEc+8qIx8r2B4TZ8p9+HnRYvp77tQEpf3nY0Hn5mu+99Gy73+5WUTTGTfNOP6UsBppdDg517dyhgPvtO89WLlR+hNQgbwOYSASJmr6HYT+1EfSlvGCepvZapueTRgTTXiZAEG1UAp16h0mhxhQm5KgegRuVlZ9VSUbg\/s8+0UhoIbZC2\/TogAFhKi53Vb\/1TnXePdw57ypWFo39ZWcO+AIZfy9AId7eB62HmFrBTC2yE2Bfa7h3u00Ddl7Tv0n7Law9lrY2CtbsElzYMtuupSR9ti7AHHQijFRmCWIx9Dqo9KQbUawkih5nMm\/zQJ4RqydOSfedQA2jCm5YgkR5RtVmkEqX4TAJfmBb0EKZnv3VK4RbiPbRVG9\/oxcz7DeQ9hqITfZ4CBvhEIBPt6ICCD7RR6kd59RWeIsBIg5ZhaQI4hGEJpHxKq643wNuPc\/WC1g2S6CPcoumprEaDwJnpTMgZ\/xnUy7ssnkC6UNyHU3kxL9U2GQPYHInb3MZqbKDPCMFhP6UA7VUjkIah3+0RgJ1H9udqnWGv2gPMeHj3VNkVJyKfXlwtiwy1wW85JrmKgQ3Z+3ZF9orZqVj9Uhw2i4QHPuvvD8cSc4i+MAKYGjdXDw3CtDnagTYGfXofBl2VZ6txkTOYoF78KNZTu3h4V27ck3ETx2+v6WcbKBou9wMg12FfCksk+E3jQHNJaW4NgPBkTZea9ao3kIcKi1F2GdHT\/K7QrzREvGqU5fNpHOwGWR914WA1noQLI4ENwDkJWFFN4xt8BWMo+dggnnUjmSM856QZjOXcq5FzBtl4NkZjbRUndSftuBIXDZ6OeOfZ3a8rG1dfV1aXFsrF0yfK\/InjZTM86BZWNkaqpCcp23iK5xOgYW7HydGQd6fOXSzHTsbSc8TCL0U2HRDIoXT9vFGT2jxSI91Ujduwx334mWZU2JjS+PUgFmONjDVvfvObGcOK8fnJn\/zJ8tu\/\/dv0yl\/u1WfPuexNOz\/sUGCHAjsU6CgQ8luC2CBK3kF5pSjkAdQhSuMGgzcqntjYVpEiQEhdTgZiSCFflRo+WDTrkwEthCL20zaPqlo3CIoTKBABGQYN3jEIy93DBuYpjC8pt6+H8CYfVFsRH+vn9AM1NgEbIZ+JVu9KwV7Beg\/cBz+7l4OwuutTxX5SOgReFcxLYQ\/TSb8bWOhXg0hGnHCFQ20cfpm0OBAKOGgUWVhiI2\/zhuoJg1kqQwAu8oXoVDfEQanbu8h265TUhJBqF0wFjDvSHpKyGh28uYW8InZS37Oe2vYEufjVXlQDP9aJ+H08R2+nAK08POiH263fDXY1yt3KAFvl+GKBacfiy\/MrcGUlXoEaygHIZB8aKG59zfHL3wiUM0zDhksOsNrNdiXI4LCmp57XFCfv50ndHAOUQSOKz2BcbLToukItcq53RgPHE\/SLaxzz2s6cx5mXHKVh6nNVIIEfnoXBtTtORN4d3vnFlY34ays4MrK2ymzIEGyQhWEkQ0T0lTc5PcxkAHW+8rxlFo0PPdevyFS2iMeUTjPnTwVwGbKVnNhvmBZdc1Uy21JTciZN0D\/w2UxsoosklToRFpltWLEZWGXYsIMxu8aVIf1OumH+wBuOuzrgjPK82ZuzBkZFlK0TqzXPzKP4XldUOCcz7CRXUEnX5HmscUAGILWj8sJjvsmr7hNttfJDpkpxJ6qjb9gTgmdkFEuC07dj\/UHGjfLCMRRpf\/i5zVkZMHhyPOg2GeB2bu+Bsnb9zRGTvy45g994JoRNeFl\/MlohwNKkwdyNe05HnPbXv\/qV8tzJU+XM\/FJZpQMChqA2fg\/HtbMj7Jp4zK9qHCd\/DHvb++fqQzlmpg2e6cNCwDOIGf\/CF77A6wixeetb3\/qSpzx+p716fft3Pu9QYIcC3x8UCKiWy8hdfO8EQEHEqhocOX4U7wZZCgWAAs2Y0BDe9thb6QoiCLQNauLmfaNQzeXepqoTTGVtVeRC0FZY0+4ZBsMU1hX0GgLpquDksPc9BXy2lN\/iMW9wZH+yEQk3eYtWLQRyBEL7X11mUxi6Yoq35ftt29WX1SkdFQEAYwYcBvUd4rmER5vyVptdcytrBDuOY2m8bCjeywrKS5xto6iesdeW90LBA\/CRFHlwU+IwhWYJNLSXvvSXSBWWgQflurV5Y68XPYL4l0v7NWyGgEV\/2pibcfEID0NKPYceEGAIhFhp13CVqL5mcMr+9+01PfqsOgSysWEPr+Ewl5ZpQ+2Cc7E3GhwjrxSC8LpmbSADQDf6Q9CXqwsJsFCUjCwdVMXwIq+OEXS3UA2nlmUu7zqnBCiV417AGRlKxpEPnMAsDchoEw0EzPW4B8fXo4waU24ASlrJ487\/uKFRnt7dU7H9McpeWY+46OzjZhiKXDGJutc5h7IAsbcAH\/uoNgOA+gCmdivaCDop1AZlkxbpwPWps5Wf6kBmDHrKM+FWgTuFlA2CPdKD42CMq0GCfJidiYNzAngvLq\/oNGFsYE0a07hgWIr2HNUQFZLeYBJhRyrXYL6tKGD8E1OTuDLEwG+sJXkdT3NBM+4ZZfOj7PSa4xv3lnC6e3Ur6ZrjnCwlAwHefo8hx0K9cfgXHS+5eioRwjUsNlLx9FFGyJARgHkRMuVjN4s4b2Fchpd+JjbXp5GgzbrNgeQ8+Awbon3RjJnxCF1ZjJWFR18IL\/y58wp7SpmWb7XCYaDeWuImditdyffmgf7Z\/rnLee376xhPeN8B5BGHDs\/8cPjOcFt2vu9QYIcCOxR4uRRgaA2VD5fyU2DH8vHYVqSvgfBMoU01ySVShS5QsCZgogKh8E4vvTAihfgAaKaE7bwhRHWD4E6PGmSmh7mqxk4ZdACvqdj2ew9YXKabla1wI5vAH6hXKxVK05jt9J2kC0BINjW9mtnpNBdaLRUAsM2tf25PNXQGRq\/daSoMKJKEv7jLfVXRAlL1ZVyfSpd9IRCmZhRo66A0wqxGJmfC0XixgjV7lKXEM7QhEYY9vzm0FRDJ6DMIVZgIQXBu1hRNRZmaEQa4hyEyCWIJ4uTtH\/ZUsSxsOmSO9US\/CHkBgI37DdrlTRZo9Uu3a+UJP\/Mej2XcB+A1micZO1OP2+vNtPb2eWyFZdSO\/sRV8w9+URpM7iZhGAOfwVs1OjAWaIDioDHPuJJQkUnQKvvBdiSYYwaOMcX52zBmf3mvPL\/aoGmj00BWY6ChFOjEwVoiuP6Aa+siGGie+d1xLw\/+Qr\/wj2lYxX4yLpSh5XR4Ss9FrPxSxKEpbK+N8dzUWNk7M1VmJxH20Qw6NDO6IwOfPwjos4l1M5xALeQWxA6oof6Dduqzwa7HBMT2gV\/MzJXj5b0f7HLyqfqSxlPSrWYRQh8JLiNuPioH\/eFJXosQopU8OlubMVNO0rHcVg3ULpffDomisVRlybBs1AoW+ElAW+OkOSVeJi9S5mpFxCBcIDjplzwi3pNsI9ZmmU2W6GC3xgs5ZdhugG3Fx6OQqJvzVWyzEXJxcyxS2OKAwGQIsm\/+4Ta3h9n32U41juONaxi\/YJVNHAoVD2JdjTIo\/nh+B24P3puPHOYAyKC\/VpXb6qVao5ev9wZq\/7s\/D8uY7bzjPX+YR7Z7R51IRYfwGqSXA5j\/gz\/4A+aHrg6irhFVnnT92K6NO9d2KLBDgR0KDFNgXGn2tLytVV+EHEjZQk4zgw3jgCWM6WFEsgHGXFLm8pRCPpnSvMNMFqV6mCCyQp\/WlksfGGinF1oplCvobA\/JWKA47erT90tBfg9bm+Li1WyagbHyF3f3p17LN3bHYMz1b1e6rw13s91rr7NLVj\/VDrem69sl4TE5OCJQo4E0dFWc+iE9jxyvnp5Jr\/Bsjc\/uLlsLJ1P5d95LKFLwQ7o864FJNOgSFKCGVKgAN1SGxB1JIYCxKNllAKhL4at1FbMmEPJmRIEcbEyNP+R0T8LTk5495tI2AEGgQOYxR3np0TVwGVTO8lxTOcc4Kz5c7+tbOFnN3lkfoKT7ieuysTUUIb8z1jhe9lijQ8YxCqXIdmVHuUm2AhWFLtC49j8bKUlXlC0jJcNRSDMAZ70zDhsBPSYKKxdxGUqTaUF6o0N7IUREGmCkveZrz+PyGGuDMYtN2sqYc6gIQiNGmUv+2TMXI2Z5mWUyE032wYBtaXU9QiJWy4FdU+Xo3ogjTi8y+uIDlHhAUq4WttAtrULQZCOYTAZIWoDGpHPSDs\/xgKlcPeA453T3kx5PGWEZTpS0Nt+1jcqik1ej0H\/mJEf8fLR3JWK0dWqqwHDvpRVTaki8ysJQtuTDmh4sG+a5oXmgslaxKZtlNPBK4yXHBSsr2sfhexRKJuCeoTmJ7Dmv0jhoBpDmsOltGSTDSg3T7zEvaoeSJ0CzOODLRoTutkkvmUO7uhOGDehD5jmcMc9wYF2pNvA55wre5yP3ODJF9OkTTet+nstY6ZgkaTt8jQ6pumqnPvavYSNv4MehLyjn5MmTzC194MABHpyEUJuaLra7H+VSrsb89OEwL1b2zm87FNihwA4FegrEAYbhgZVWoAiVZ0s50um9SiFohZ4RNVIM\/B1KArG0jpnviqdMlteGOD7Bae8txx2EJdI6eU8T\/xXQEgUMQvVW3uCgdrB2oLxe4wuoDIjpqvilaQVU2nbXQYjOnpEoNhW2D9fZjt0GjZFhBdPK9LPVECB9pAjxGqRjMwactaTWDbrVagwreyq1mrAkPja3p6yf1DXcxRM8WwGqN8lHkEWvdlo1\/fATrQhMGPTJwyagSn87FaeAPdMFol8qXu8OrSCjIIREvGnjDffVLCMATgAYAY4xbj6JU6BDKwRODWhFb8VN8IyDhRjCkQYsAA5Bh0I7xsDjRiDxDs8kDtGi2zpp4v0mdRUjARabTyO2IRjOG4cyxC+mJXPkw9ACcBoTsNbAy9stRNyARgMcjZdqXHs+Wu\/pQQ3mPDYFwqNJA2UQ8Agjp2eXRmF6kjk2AmeSD9HGWMFQyEeJfN2r5dipi4yLx4uA0KCIhWKc47m4GeN1aj7CUqLua\/bFwRg0\/pyfXzIGbcDptgRaAVCxB12rgumlTcMSZOJBZBmSheec0Yg80DkkFHoEo0NGjL3hSlnZoUyMG9IpIl+\/Jl32GR3L0K1EogbOM5EPH\/RfCQ898lf73AWX69K9B2lADjEkyastSefsJ0ZjDQYJ+Vyzk2UFb8KGHQ0+JBhH3D1oxY22MuBsUMDAqCs3lYfEUALmkWkGq0HpC9d0bvSwAc7Za95iO8QfyBO\/NaETBy99bSdzJHY1M\/SMVyz8fK7JDRQH+iK9I\/qGsBo7D3xTD8KHATopl\/w43M7+uRczBvr6hutC+c4j\/6Y3vYlx8jio6MMf\/nD5T\/\/pP217aiOeQX55HAyDP+R438742IaoO5d2KLBDgR9wCowbUClOXcvN9Nyl8B+mD0\/odFYISnIAnFAeYRBoOTsVPvULNHtq905QG4SlTg+Fo3hlKfjBl4U7gYsVVyfyjXAEYQQO6zNVBbnUFkZSBXlVHk3JsJ74it4gYkBghdBKCoOY1aAHSlfL+K196kM1Qtz3BAxtlWBQsVmN6enW1nqdCk9Kt9U3RDGMhb3Q2V7Du+Zgcr3NaGA6x7ifqQ8jcw1BJoBagpVKf5YPsCEwZbA0ZBWxB\/Japle+dhUATCCDQCxTzwVTBUm18dXAqvek0esZ8dubAXJQVA2xiAewjK97OwCEe9KjziINPIFWADwRM995tUEb7ftoz9E7n2EVyCSD00sdt679IMb1CTXs3We\/AXTSc0xAJX6xUabDsZQJx4bOVqCzftPmZoS3jaeBTK4G2IapnXH2LA1ZQrDh1nycbTI9FP7W+kE7AGFhOdcajdVWj5sBPPm8gvk0ajjHyS5660DlcnjZnzp9scwHmG8xywHwpmd4ejNLS7CMfN8IkUBBpxeW+X7DoT0FkfTiO91r4OlKyXMAqgD5AJ3pyVcETobD5OZb9igZX3HuAuoEq1yJbGccIMCcY4G5njFMBoF0cuQYivcEfDXRU+4ksPWG60nuM4JxoaxNANPKFpPANerC6bEE5p0hHKaK5jjHMpMR5FPYqDrA1zlfQC1Hh9XVMY6djGztk9B3kINf2fgcSH7Kf6xYtJBB0OTUVIDmyTj9eS2M5eXYF+DwJ84ftBkZa6Z2cVw87y6RzTnJCd7Zx06G5cf+Uq29E5drYSBd5MFKKR3zAct1j1v\/PUdr4O3lguVhcO\/CvIrl31Hu\/v37eXrpV7\/61XLLLbeU97znPTQ6Lnf8Oow+3I8TUXHf9sbQdr3YubZDgR0K\/CBTYJzeovTEYZkfQh+xnjU+sulBASx4KwH4Qk5D1yHmF36cUSRdpycsIQWl9KVCugIIacCqShJDpFwG2JKANvCRymnXGlg3gBaCUflWDD1gdQlDwDdHv4fUej69j0aW6LsVt5+hVuzranC2r6WC7grE1ZZLX4P96\/tr8N6olp7D7G+jE9qt1RW2N9tcgVmFEUMdrx6qANgT07nSYo+jQK7T5gnMOsQDPGHCNFDQFBw8mni2oh62jyc85vjWTalJY+3LEJjjhskA6s5lDpoAIG3laYR10yXokBssGaIR\/3DIGNOrdnHmBq4jQDJegsJosD8AcfLocl7AKxY\/KLQCMbvwPMuQIegl0wCgJwhKJhqOzxYX14EQX9OKFW08tgwJiW8+mZWGFMvOecK9LDmw8e65Sz5Jd7Fsa2365JPxKPYlkOPiElcVGHViUAc6IVSphQ\/Z6FE5mR4UPfCqDIAgQ2wGVzjQyhfOL5aLkXKS5GEY1ka56V0fLNfc\/hbSlVl+WOZmOf3sU+WhP\/+D8LavElhfXFlnLP2+yHYDj7OMnTSeE6gJ3IjHGZKAviVpeWgU6IexqzSQzKpOAhui5BVGaVdakE9yhQiEbyAPADXGPMrkcdueVr08gIFEA1obnm3E81C9SRiIkSM\/6IEc9HCGeK+FPbsM4QveMoD1GJgv6fOO55w5xm2rm65zwjGMKOof7bz6nbWl1SsWmisl4gyxcs4BhVMqtFL9UEgYVhpmYnMq7l9bmJfhkMYrATm+I6QJh8qhxGoIaKyqfK43Z6Nf5I2mRSWK6sD8uhje+BMRuuJUsC6iB9Lmkb743pOO69t9364523nut\/PYe1wAxO+++26mnLzqqqvKoUOHysc+9rGyEOFAffhOXxeuI1QIJzhe7p6XptjOHTsU2KHADxoFuEXNnkEBCIVSEJwk1pTwBGaVd4\/incpIEc70qvLobQnaXr\/hs9RrAoyhm1APDAIeNEJLoVVs8LM9gB9C1axgePgGwbKV6yWDjHbz2b6AbI9afulPV8Apg+2+ggfylmFDRN8HO9fukbLtX3FcL71omeY+Eb3f+n5t0yYAJGx45fK6QidMRW\/wY2wvHk1QSWBeY0udnk5GHHiD4IFxF\/LEKx40M6EwNMehNQKc9YWc5wBzAUroP8+QCXGUDRnEX3egiw5rASXHRIMW1SOeANaGggFpOzRIGw5tbABYY5mcz6MtBDby2PpEyRqlT\/5vY+WwIYUMtXh89G8zQlEcF6tNkW2yARxtYbMt\/qXn3p5i2h9pSNlAZEgO0h\/Gv\/7wI7Y17h\/nyboKS2EkcxonnpNsDy0V8E0aGRjeBL1tCgym2PO0EC4ciXzxG+VMeNZteODk3MnZveXqW+8sj33xk+XgDa9n\/vCZSDv47De\/Vl7\/3p8oe45cV84+95gMhvh3JmLqsfmVvAd5lAamPaw2gH2ugWlgnuFcICnF573H9RLPby\/kyFEKv9HKm4Cu6\/H8MzhkuZ14oYzMlZc2V7t5CRoF\/aeQEQriJJ73CdrsWxSmrDe52mBjOSsxgJWQzb0cXUiRuE7\/R7kIwWH70+BES\/r0oInl66qaSDFCI0D8IBpgn4sBPDewppGLPQc2jqQRUl9gdWxiipuVcwiqHuGomM9ZoVYy9RqU1eqN50RPaIVTzUe++JORdhJhYcMg2ysJVY50H4bB93bP+va+nO2848O\/e3XNz\/vEVKSdfPjhh6uBuV27+mswFhFes91BVi\/17M7vOxTYocAPHgWYR54yFWg63qFM7GkTToMnLpU6AEC6ehmnnIqCuiXCHrDZVY6XJngNa6hWAegoshvYURkG8jkAA7i0leDnVHp\/3Z4jQiwq5HZPUxIGGLjSjARpIesd\/ebS3ZCsS9ggFbGZpWmsVn7fa93X+u3vKrvRoltZ6J5oXVWZPf2EJdTj\/kXMLILzF\/5abyGK0HUA5W7ZXHWFoowMRGOZB5qbBAliiSCpRJ2NQ1424Ap5qW0o+URV\/MzVHmZCEfEEbgWwnKrRIFvViw8F1PURcc7cwAlncj2MSUCD7WV8t\/oI\/lX6vmbe1PI9doy7TvrAUGE9ESK2hVjxpGTe69WCnhMUbqP7yNPoI9qbm8aVCUq\/t+w5uWKQzzEyJ+dLYppoRAJPzifxg2P7McpeocCQbW5prqEdXoXyhsl6CiyNmmhLetI1L9vctDe7rWKZcdgz0rDWz3GPv+GwnAq4ImZ5eS2AoIwm2PvrESpw8Obr4yCgPWXPVdeW2f0Hy2SE2Ezt2lMOXHtjfJ4tB66\/pZx95pFoowDkxaXVMr80ESkr5cGudE+jQhsyG0CnrIJxyA2s4lOH4jiTSQ9g64E7ybuM7wc94zlsyOXYJruSXgg166aXjVkEpXuTqG7DSo7o1\/MEObnOtzQQM5xssM2YzLEyAoMs7q9pGNk\/las9GfEd8wGhOqSJGleNPn3RFc4xPJqGrKJrcjWVDMhntYlZK2A23BFiNxNgcmZ6OlbAwrDnAVjsTDVAzf9on9Ksgt+wWhbGCr6Tiyy3VFeD7o0P1YxOQpKnJVsoXzrpbMMMYSjz8\/O1\/fyQtHa7fG34t\/53l7cd+Pc167Nho9ByZTuQD+MfAP7aa68tu+Jk27k4DOvo0aM8EAqx\/du9UB4A\/L59+7jpdbvsNts+uHPxu0aB7cb6u1b5a6Sifp68Rpr8mm8m3ejy2oQgxZJ7\/FMGBIEU5wy28IOHkvGYqaydVg1A3iCsCnCUKVdPStn8aJST5MOvzfN1KU0NAzs0+qKEbyriyscncRsf2P550Kh2Ayoj\/6g+XqI9AmXbCu8KhKq6ubQFXb2DHqzty8T4YallTZpXBXsIGjEHm0M0q3uZf5vZVQRIEQ5Ag4tByBkbjiITSKNv3gQHgOoNmfI6hiGw1rJBMGQCJeeqj5oGHkRTpby1tyJBfbaSgDK90bhkb62MTsThZxvoxRWfKYVjAyvNCGux6Kw\/68JmwUh5I2APYIeMMgBhHZn90R56A2kTs8Z2E\/DgqkJT+vb2QBF09j4ErSSoBgFUjQnCfbrhETjKqWX6cWN2eEPrKgCJgH6IVq3MZmwrACvp1XFd8zoHYIzwJBtsprv6km1M4wztWw7UiNAPbAAmKIxx2XvVNeWxr32+LF44W6b3HSwvPPDVcvh1bwzP\/GJ55K5PlkM33BKAfi6aEaseyaRMMdimm4zVBIYOW\/Igy2uuxiMGX5um05NfrbI0dqIM7aNQmNhmZnmx8QcDUHTOPSgsO+ruQnA8LtgTZCOv7odIXmNzKB\/lOW+GpAzZGibG1I2QuzHf4n18M3iFRiLGUitQHgtyEowKyGTm\/pchUQ0PruJk\/HxOgCqP4zeFG2GOweAUPcFD4DmtDInvbLhNTcWmyzDovRdEfCmwLnCNZsrqBf1pTIP+47HRFVlrOvDdhA9J315ZluF+L3ddj24elMhoy\/LKclkNsMxfaERkn\/S1rqrVpzt5MgzA+2e71tU5gw89OOkdD\/39wwAG4\/Xss88y\/eRNN93E9z7DzvCzAPGHDx8miIdXfviAqVcC2Ovk47pWO9zdne8vQoGdU3evjD16fXdlT+zcdSUUqNnYtrl53J5Wx9s2z4yUEeQxc8cT3FMaUkiPIlwgY0K1hBsx8lB48P4YMSllSRPDqZwlfCEd1SIu+TtB9oACaGLc3t7mSZdi8fUq7wG8+IsquBTqqnW957ev5dLPjWpVMaIA0CNPOhyOk\/cTfe0dFQaGoS0fJzBOarl3qU1Iq7baIMU2XKZpMRG0xMG7iwGg+1cFods868GgAiVICcWMEys7FNsrMG3KzDCTVPCJHVPZt9YR1MWfPPV66VqAEXjPDVjJK0IJADICDgnqGO4ihSoeNejVdbdHG3HTc5mgSfUpjzrqo+JOPsFvaDc3BOJQJ9eBFaeM0W68orZXD3bei2e88ZeGSwIqxVyjnQLSNfSCQFEgTUIPcc0Re+25ku9sF6ZggjuODa8xYpr0GWgPrlQEJPerIiuSHqjVqBdzmEyluWdgRp4mo6DdoL03nqrvznqCe7g6EvO+z8ajTdOiEVZ15g4cLmvHn+bBP5NT02UM6U0j9GJqdi6OKjhTdu09WHZFvu2VhYvijwShzEWPujlOyWeUQQ3cKrtPe3HcIa+80TJ\/YnfiWgWscdN4rGggTSNXPeyJZ59befSyg5+yTwqdIJFZL8bXc4JjzPjDlD\/Jy\/KGe1zUtmYoJXjG+LJsyJQok2I2QTL3Y2RYWfIb2qD9FGKI3kvYz1HNnVwhyHkDXpLxq3H2uQ4a7yY5Kcsp\/vE\/AXj8wWgej7iZyUlsMMfm6\/wNHIlbJ8MoC4OSr6SbOLAGWCY\/9vBcfOj7SeJuXJNNs0jti7h4cb7MzMamWrZPKzFoPdKVIlED55ZX5pKfbWRX7WCDR9wuvmc\/JYf4NfswzGfUPZiHpK8a69VLfMb4HD9+vNx+++01q85nP\/vZF42Rhyd+OlZAHJJjEmCssEHW4B6\/2zjv+RP3w1CAQdDzhMtBe+3p9\/M9mXc+X54CoOe5c+c4NsPzDePS9hnFuRIvsVHZfPP9SG+vKuEMBeu378d+frf7BHmCVUj8bfcah9DDUi3FIJWgvEEjiIGsgsxCTkqJS9sMh5GSCe2ewFiKlHItAZgqlbCjtz+BWhUuuEYF0Vw1NgUMBbcHoFLwekkCG2AJ3uu3Huw26JOPDFFkEBjLw4XDVtwplSnlT8+W62U91S6pn5ox0dTApe3KK6Rb89wPfO7AhcusIK7SoPUVWIx4jM3M8JpUZr2KrK1K9GIwtxWKeBU8sRanu2JzZAIRHwbWf7fSc8YTj3cyTw6PwDonNtZz6rI5aCvQR2UM4MmYk6ZYqyLNxtaNoHxEQM+sZhgCMDo5iSxK8mRLoIyX9fDgrSNFH5+Dt1lhQ2LO5t2sWVKSLtXTluOg0zXboUdsb92ga0CEbgJgZG57s2nyHFIMMjtKtq+mTMxxQpgH6Ox85HV0SUPRqW247WjRed\/l+cXcQqEI19BmToBObASmZxeAO8uSlxeHvmku9gaLmp9zKicSvcsEpl5h0TiirRthmEzt3l8mZubK1W94a4D4mTKzZ28A1fGy5+BVcd8tZeG6m8tEZECZ3XuorC6cj3qRqQNZiJhfkvQZzXAje3kQYqW+Z4iWZUrSl\/PGm3tTpvSx9uTXjD2jgZT91FC3Wew6BowCesTN0qKpMxvJUy5+IlDmOJmGYnnTVfzqsLcEg6w+JRDnQgsrYhszvmcgzWtmtMHvDiuyjPMqglYGOgGSENnx3NVYzfpBe8bBe1WDzcqVBNAd541EeJXuE5A36Whgx0bXnmYC5c3g4L6qDhWb\/20oeL7zhGiPSPTdq3Sap1vlyNXXlp\/5+V8gT8LhgCw2prc8zpkhKDdD+0A0GdraCyYtIZ7VOMJbDbkgbzh0o3mJqw35HXLEQLgPo1uJVYJTsVEVLwDqp59+mhtcz549y8OhsIl1OI7e\/Ie5CgDotJOmg2npE2KRk\/5973tfOXjwIMuCYq9jGf146KGHyn333XfZenA\/jIUdkJWC+AreMAYYe4REKRRZ88kOABz6dccdd3DMH3\/88fLAAw\/w\/uEVlH4lyGO2ncF1BU2q9dspcKXPfDfu4yFtwctYgRpepfpu1P\/9VgflbM71y9FzvB4Nnx5mPDQxHgIiNq71MaD2FnIJnwpScJtKkgpRAIwvyu0UvnmJgMJakNLLtw7DdQl9\/ZxKrmaG2X6IfK9\/NaBrQH\/wF32rKi\/rk9ePvxBc6S7gM8Kaqgwh+LOPeX+nl1r3ax0NcrvHViHV69P5n1RW+7\/ggiFGAqkE\/IOGR\/YxcWld4BgA+i5aJfL\/6I7wdPdCNmmi6e4HxXizdXkzvaMEc\/aIO95W3myDmjEk\/k5DiyENXMo3fyVfZKEEpwT9HQg3gCQgt0deYQt+OeWmDiZKD3QaBQYSAJHjyLkEEE97gskc60ixbeA9GmkCMKZLjXVPoMt+EyjLuN0Mb76bo9UreRgVdyxQjtKrRxbfAzjA2MALzyC8waBTQKEBS883FmSmyDYqSw8YRc\/bS6jxahlsFFseVwhaMpYcn+HB7LzJaCM2OWq+ipYsnh0UENaps5rziYcZJ820pXHbaoCaw7fdUC6ePlkeiMw0N7\/jfeXwDbeVr\/\/J\/1Vu+5GfLFMBJh745B+Wm975Y2XX1TeWk8ceLBM8aU7x4c47X4Ez6MWd+ALHMAhrnvQYRwGqBGZpHFXm4Dja+EG\/NJ1lBNo7rTIJH8l\/uqmFjOWm7TQCTcc6PzlUKbtwD\/lIbVVZ4BGH7ojHG\/dqUpnnqrDu+iFpKyOFvBH3a9EqPec5niwjwYYMZ7WhvXLuJ68YXIDbsMVY96ZxnPMI85d9SDkh4xRMq1z8eAH0kj0mZ9nOQXkieg5cZ5PEXz0h3M\/h591+9+fQ4cgEc9VRPm8wrSY2RwDAv3quOW0qyHFgPuIHtb3bZ0GjJGUUSpCeE38B6KtM8SQeBR3OnT1d\/vN\/+g\/lfHhu0d+3vOUt5frrrycAfMc73lGeeeaZ8ru\/+7vMTDP8MiC7nLfW+fL\/+l\/\/6+VXfuVXCJKQqvI\/\/+f\/TPAI4IR7fuRHfoRt\/cY3vnHJZtlvBzRe0uAfwAvDnnjQ+V3veld597vfXe6\/\/34aYe9973sZRvWRj3yE49A7KPE8Mhhh5QUHhJ04cWJgA3TbT5UruDmPPX\/xezMgt7jnAqAZhuKrKeyn6osBufMDyDCvYJdfyiCKhBa5gTFEIDPHUIkJWAjlOBNGAjghBl53vB2Ubh\/6KIk5hA5TeSq8Im7INwpuK06Jx1QDKXY7AWxYkyov20FoUT+35329QSDR1eK8VxWpgF03Bb1+TygjJZS0UTHZh1Z13u\/nmuJoJan+pub6z33rWnCS22Ce6FXkpYaK7oa3DLHKVVfmmHGUNHSiNLuZJXJ8UonbQ+thSn0rAEFoyP7jfkBjLMNr8iZtxUasSDHBWIZ3HK74ywAC5Sl0QPdKx0q5CiTmBjwAF3ogwZZefcnbUAa1eK7FEIBhpYc7\/RLMqFz1MOs3T7LpUu7snUFLAjDOh9ygmHsysw85KqRFkpXgR7ynA9UUziPgJTopbEj0ce57zrv0QvN+0yHZtHrQSBr1k6DdNA4goU2dNk2GGNN95iqTQC\/5GUZYAnu2iPygcbThpvHIFue4WljT2xvlQXZMRqgKsqVsbOK02tGy5+j1ZWNttaxEvvHJmd3hOY0VkQD4GwFkJiKkBuBvdXEhNrzeGhusp8N5EPdFatERGlpaEdOqRpIr\/QWkaWAprDQotahoafplUiM+pAxE6LyYWIZgGgU5E2mUBRsj\/SNL6jz5Pq+Aq5T5PMslq8ioNP8i\/RbGhkZqZ8iKRig3nsn4ZNpAlCdYXRD\/YBXDAlt8kqE95Eq9zDs1Pj6v400b0UEHh+Ok4daNH+dAzl1vbCVlcu7AI422ad62eUnaofnBcwgh2YiMRKOMRCOzcy8FNt\/GhocE\/ZVxJTPqBBFf4VeqGw3dwEu8zkbpOj53CkbzN\/+Xh7HVW9No1mMWYCqqVuOb80ptQ1enrnUNy\/motoHOOUeyDBg7c7MzDGuxMY2Uk8glf801sU\/ksccI8PD7cOjMYO+3\/wb6wZP+tre9rcbQY7Pv5z\/\/eeapR8gMUlsiBz3i7O3F6w0EdWmI2FdS+c49l1AAcxxA+md\/9mfL\/\/gf\/4NAHq9vfvOb5dd\/\/de5NwLjgvHGC\/fjUDCMzQsvvMBxwgZogHB8xrhg\/PDC5mh8x\/jytOgM1UF4FX7D6\/z582Xv3r006FA2eArvO+P7g8OsvdE\/PoFlbAinjDE0UGToADBaAg\/DAucYtkfV4AeCzQKRcbIQ3lV0EjGmYEzwmgDd4LgH4x3aTOilRylnE2D3IHYQvFcRnmqa4itHlyUMjPQg3BbUs3JiH3w7CQAlKKCGcgajPlOp1dJ7uG413LejtcttGBaxglSGnqZQA\/+NZoNPChQ35a8mJQE7SvgEWJbDJqYCjWchPDYjPAXoAwqfy8r4h3eDlAgPodcBPJQgWLpQAIUAuIJ8A9gE4fEjl8AJhBDyQVMpvmbcvEYbRB8ESxyG9E4GzwFAapOnTiblkngcpESwshFACAbNAAi1MgNQERgU6NaSO9oNb3QNmajtEijQcmkzRtQ+xaOjw9ociUYSvZDaXLkIkKf0fQmaEnTjFnuGDbBscJiVxHrNuPN9ihdX3DLpzPt8sJM9lc7iozEBfdVPpH3FE9pTkM3n2LHc+OeYYvSCnzmN7cXWfDaPYjVhCnwT\/dyME3KnIn55Zs+Bsmv\/ofLDf+1vl\/1HruHqzw\/9H3+D1ybj97f+\/P8zMtpEnHPQamJub1k9fTzA0FQYBLnCA9kDL5Q9paBVyinOReY4RA\/SkKTYyX+O34j+YkAQkmO6sdsSJsnz6JhmmlcNbdQaWAvgdgd7pSFE+ZjAuYJw0Ct5TgA25yfrEJ\/CFGgrOjALZK3Yi9c7N3L25pkDajvnYZTHNJC+Ae3Haoo4NEE9utbkO7Etwaj73FKW1rhp0BF8n7zP4jsAiPFAaBYlfM4ZGocjEZs9PnWJnCeP9UiahDZ3D8pN19PCb5qc9bAxOg9zLsP+qqS7VLw3IWgRjGqH7kvRpQZZWLTmXfopaaiiLFza+QW4DgB27733lte\/\/vXlqaee4me8v1ge+Rer0nHyyE3\/5je\/mbwD8I7PAPioD8DwzjvvrN5g\/G5nmwwzrSDuvL59CoCOMNAAyh988MG6LwGrLghvAsivm9q7uYNrGBPwAuYbgD3+8ELoFUKfAPjxOslzEsaY+Qj1YDxxL8bSYwtDEeMPYI89GZdb0fn2e7xTwquJAtWRlhEO4xbqigeUd8kKHMqAMfPpoYLQ8vK\/NklJZhO31GXMFIYJPNj5FOISzlJqWoUG2nQsPqViBQZUEnlvYuj6vQLfRPfbgfpB6C7JPQh8h6X+ZQTcZS6jz8p937988+D13kgZLq5vu4GrSlQZBkrVS5rXXavK0\/9dTwXSwxqLcTRJ\/K6JPSVwGV7OichYsbUey7X4ER5G1xLftZiMDwEkMM4J8hhSYlDfbZKsaREp0AxwVYZ5DoDIgE2IVEAE9\/Pk3wQffUwyPIbIke54YLhpUR688eDh9fDItwNrNP4O3Rlj7JHCAiT8EPqQ4IfvuSplQJQA3EDeyFexzGlw0XUMFzf6ApqJ3gDxnkMOnWmpJ+FxdurDFtIjyGejSHTQ\/gKBLKy6tJzxWn1R6Iz6UL2uXtGQGZZGmLilZltJb7VhiQ0EGhkwjnj6qgwS5dIXqCXczzmN+mcCgR\/eNV2ejQPl1tdXyoOf\/uMyMxebnqKtT20gw0gooFA6zvEPXoFjYCW88svz56mc9s9F2j0Cb505wL6QbxtgMnYyKKmGXfbP8e2mdVNuuQqBdpNWGabVxbbjRNKGuzMsJvndQLIZBO6\/ZquNRpaLHiSaJ4nsgU9+wiWFbsgYdniS+RFjcSmob0awAYFWYDCulhCo2ZMVc0NjLQbPfSDklbaJ1yFYlCBpnGmeppGJNTB95Yse+QTwI1jxwB4M\/IdD2pi2FvVjAmW9+Zy4OAVPiiJ9JffyrgHJ6cfrRY2AVhXQpWxRL3a3F8GD4N0D6fdsn+SOvww3ZvA3yu3L1YVHg2AIn3jyyScJsgGw3\/jGN9JB8oUvfOFlA2rHaf+3\/\/bf6N2HFxehHPDaIlwDvwPQfeITn2CMNnjwp37qpwjwPvWpT5Vf\/MVfLM8\/\/3z50pe+tAP2uiH+dj7CC24jCuFSnlMInYFHvg+twXwFMMc1gG\/8AZxj7PDydYyRPe+4B2FZ+I6NtldffTXLQL2WcQivuhAnHMM7b5nw7fRp59lXNwWoW4KHbrjhhvLOd76z\/PEf\/zFX+sYJfLDpjRvftGy6EsesrwWCUwILSau2eUvAR15Z61eBkQEhmCJ3AJCmF6uRqvmbm\/zUpwpKOzAvkd\/9zo8N8Av8WOr35eg5gWI9ozp6bxCuZWgG7hXObE\/EZwhkTCBsPMJR6c7W0Ssf96gB8MFfW\/sG2+6+9b\/3\/VHrBtTcIC2SNs34MrhUR+SBAyiyTtM1llmVtGrUuArk8LMIwQerFxHtoffWy+DpDUyPNT2cCeY3NgR4bGA4ntlex+qtSxBaQwS6TZfywKkRCh9QfC4NB3bA8efyjgNDIUSDFkgiMwM0t5sxidmHGrve3QvvtuoTt\/T3dCv4rK+Bu2yHgRBWLOLfJpOVC7hhEMbCm9w2Qyk+nsZDGhPa4yCwrdhJedi9L6AeIoVilTskf8u4fGfPIeAAMRQOhZdCPdBmrdx4bETH3oDA3QJYfawnuaQaVi1MB23bPztZLi5PltNxMNT6qeNl4eRz4h80IZ5huEaCSPJYyp2xSFm4f29siI10S9yXAg9iZoWhJxwjEf3XvMIqkH73CoJDTjYy9kkrhn0IUUOi9jR7U+Sw4WNvhw08g1vWhXYkz5ivPFdCOpDM3LNAMF+nTeWPKk8ZgmVPtRGkfuW3lG1cCbM3Nb0vbEc6V6pnhjJZXn08ypSa4TUXvWWw+qX51+QkV2my4pquFQkMsMqFoQveZGgZVueiDqR9xFiPR45b10+gj4PkmHoyW1HlvfiuwnTLAjf2EodIu7s9mSA+V2cGZOGgWGxE7w0AOzHcDP82KJ6bJeGKe3R\/uXry3l6fAGQjDAbeVIAzbHaFwv36178+MBYv5wtoDY\/+o48+ypAKvKyTwA8AdACQ4Bl8R12\/8Au\/wDh9AM5Pf\/rTGgULwpdT+c69AxQAfZ944gkCcRhJH\/\/4xznH3\/SmN\/EaNjn33nF8npmZITAH+L711lsJ5jFWAOnAFBgXZy6CYeBxApB3uBY89gDyPiwMn3GvjYad1KLf34xqzIT9FZABv\/Zrv8Zwq9jsqo1iiecURhHXBCxCeIeQolKkchLA081SqWQ2gHp67VJhS1p0mqPJ8GEys4zuZysyynhUUwWqVaDl9KUA3sJdZQwrRwFWGxvDoNgSvN6SjXIvxiN2FwIZ\/YdwHt1cCW\/w5bRAMxxaf4e1gJsyHCqz3bODVBPclkZqppDv0YZD5sS+ZJOwaJB4uCktPmrQLu8A4nW14bBpvB4IM96b8Tu6p3rWAa7jRjyvFwxFfA4vMjfNuUwAgzQmKqZwvxJ7uq3ZV4Nplpp8is4Q0ANBAUQFsHf4hQE4QSDjrflg3ReAY+z5HDJwJGAGP3svgMGhBGoaOao850uq7my\/AZbCXDK0JcE4602+RDytPCp4ByjLtIb4vW5Q7WIPPNY0dLwRytRF3\/qDk1r4ByaPyC3A6NWMgewq8azGRXwhUBqkNDiBwRSbUBXW37z9HgPvYUDnbFAc3TPNxl1YAaCQfEgOI+24pZT9jqX+scjuEPLnyK4ZevOl\/DL\/fzzKsQWfMa2gVlsq\/yY97Z1CHTotNbPHhJe65kxn\/5TrnG0lIBQtnbVHFG0vgV1aIKzJBq3o1eYzjec0UNhPGGlxt7MKecOsaVbnGleaGJAebciMKaYVx0GGi9uId\/YVsjeNoWp0gAcS6Guk8D8Dbf1W54x+SkNdY8Pxh6FPEY55KYOzGt+ge7UHfL29S0dMMMytvpJGw7K2Ui7bNywZSfVkyCays535G3VDFejtrsEBTELkfB0c3aFnqp65hAt0YUAxmcA9sww+5wwmyCAD4Ibv8IYjk00P8IZru9x3P\/NX\/+pfLX\/jb\/wNgkLLXMRZ\/6\/\/9b+4eRKbauGVR3jHsWPHykc\/+lFe+4M\/+INy6tQprnrtvL59CgA8wyMK2gNQffjDH6buwQoJNjRjnB0fT\/YJHoQxdd111+UK3CYBPMpBuAzkKLztmEcYI\/wBwGP+gXcA4GHEwRjEvfDm42XZ1ztavv3e7ZTwaqaAw+x+\/\/d\/v\/zET\/yEVv0M3KHgDDTk1U1QBcAEXZZeG8hEebsM8ZRS0pCyEaCXfGJkpyisygdALp+kgQDBnooEknMYiPYKYUCNpkwe8NZLPaUETknMNg+3NIEoW5LALG9HDDHidZG5E0uizzzzbEyoFU6mrZiALTNMk\/ODSmvQ+Gj6YBAEDDONfm3gpyks3dme7lcg\/Iw8rd6n4CeERXB\/AsSKyillsgmEvPwD8MUj8p5mWAW9uPl7xt3aU0BKe6NffNHyewsvcNo6j4iyzCj+2d5sApf0wgsU53jQs98yutg7T2CCGGHwKj2U6ofCe3ANyDTBqS1CAtNcRWCbFToyCu87wXVSIGkiIAPjBnZC8mSCiMpvoFECHwlWjRDLRD9YX7YtfmdGmPSoelMkQW3OEX82XTQ4LSxChpPblRlbcgQRhmTgqcOSkpvgoeUmTK1Y8CpB9VZsUIUt0w7tUkRE9gHoDaRJ8MjUnczJT7gnwJd7JpzVYzL6d8P+uXJ6aa2cXYzctxk+0nuLsNoRx0qXuemJsi+8+PsjNp6ng5Lfho0YzxCDOa2s9THd6BDbiA\/oYoYAjcVhWgwFcugGDRqBeBte2LvAx\/K06npGAtgHdO4mnT0iPjfARodXV9ppueItyVLNIXn+RXdKnQSrZNNu9cftMs+gepTrFahk69p+8g3uQZk5rpwPKB\/8zX0tWtGqHnwCe9M1RUA8YqOjrUroHidFQBnaSA8vvYwx0SfKnggv8Vh45Dm3bUwMfUjhVX\/PJpAU+RnNCskQjVIftP9KdeLT6kqkXIzv4xP9Ey6oe3f\/LHR8e86n+jbcmG68K4X6qvryfF2iRsYe2h\/0R7y0P2MMHn744epBb5S\/sk94HuE0H\/rQh2q2EjwJsAgAiCX2e+65p\/zdv\/t36YF\/5JFH2Aa8I4Yb+qsHlldW685dwxTAXMNqy4\/+6I\/y73d+53eYNegNb3gDaYzPAPPDBhPGAgYdnoUHFWFX+AM4hzyC\/ACwxwveeVwDkHcaS8xHGGIOF4QBASOAe8KiTGfA2Vlt+cHgWRh34J3f+73f4zyXR56oPI8AD0EJTySWZvGy1W9l5vzGvSwTKCNialTMj1UJpqDjcwZJ8dnfUZsdPhUMuxKW2teYRoIvVfDv6geNiNYoSV2X3zzbuoPfqfz0HXHU2Ly3ksoXntTxzXEqVXjjx4Hk+z5Xt81g\/b3+GDRGpL0aPTqt4EZku0wBtbMH877SM3BH\/GENaXWZhlNfXsIgoCACNNFDIB60sBDTPol2eJL7pBzkWqbX5li90CvFb2u1p3rvufkS9+aqEDV4Ao76ZI4YSEUglGcWpEFGQwCrD\/C+4ve4XTmuE8CnxTkWgLTycpZT49XJPwo30MZAhXyg4eTs3P+hTbkNqLM\/qBswA+AzQbvamdlMoj3O\/d1vpBRIF20EXAWsvBGyASkbT41PBFj13eE2BhCGugTp+EtArjjs5rmv\/IQ6OW4KWWFbEnAqhp4NFNDlqlsLvbLxLUDf5j4+IvvMNXE6KAD6ucWVcmFpJUL20rhCrHxkuLlqzyyB\/JiNLII25+eXR1qyKf6DBz+AXQ0tSnmAum1MZkB43aRZ51rKh7pqw5VGcXszvOIbeVz8xP6wSxqn\/qWQLBkLmCugsY0uvHuVgqQjDXNDLDPfeN+BDKo6TjkvOC4d4Ob8S+97byR6laMqbj+T7zYG+uw2li5OmTggSXohNdjdlAHa\/wIeQJsA5rGXAZ5xrpIA2EcOeaX\/iX4NhcuQFoThWdHgW86DQUkp5tOrukSi7LFQYi0LwVBj8yvnbVvO3f6m7\/DV4cOXHA7jw4NeTvUYTwA8bJJ05hrwmvN1v+51ryOfIKwD3lqHWuB3\/PUvGpgdbV9OO36Q7\/Xcfvvb317e\/\/73c5UDYU4wkLwvAbS+3KoHxgd7FgDCGTrIsNBCEI6Xv2PlH68+BBGf7YmnPEnvv+UFeGPHK\/+DxZ39Sa+BR4MpQukSQ6XCnlwPsMpNTAIZ3qwIAY3EcgK7CRkIKuIacwsL\/PCXFBQEndDFCQ6G5QeXuwEm8ojwAcGtgmQk1JdDFKxodY\/vHHg+nybooRLpoaVLxjV5KPmpGhnwDiKzBxrXVW8FRAWrLyq7hblcqhMFhFo31I7ECd2zPSN2kH\/g2WaIuO5h9l0Pgq4TYAI4iE41aIWeYwGR4RfBCMYvs8kYkHKJXU5uvhxjrew4CCJIMBXlwgAk2Or4wwJGtoPAIT3s4Ka8j9+hYDIUfpPGgwCiFQ9DvRDixSPqFSIhL11izcyoQvdk8igBDSiRXkSXJ0+4+sN3srTyy3MTYpcrG\/5Oxa4bZAq84x9DjHI01QcZFSpSPATPs0jaVqV8SA\/vybLheZRxYSGusYNHmYqZ\/U+DhYBRhoRCSdSXut7UT5mO9cxK\/fA3\/3f2hEY8wKkNes85jR0VWoRLcZgrf3U0Z0PEG3PToxH3Ph6gfSaACKSHNokztWLep8OMIFdsEEjG+BAgjmGmf4wAG9LEqzVJemXnYGYajSN6UuPI6e1O+rBdMY7mxWyDDS+tu+BAIK3UiD8l78ByMGhbWkh59\/uDgyo\/kQQKabLSroo288lrI3EaWDmAPqOjGieCuDmylqNagcLMc5gUuTA3D\/NuyFv3Gd\/TGCD\/525YrVg1Y62fp+Ynenu4gqSQOYEZEo8rtQSl+Ip+RHw8wD7HLqUt+Q0NydAsc2mS\/VI5lPKhl3I+REqSWn136FdONBWbQ6WPQxOgZ\/i8bxjs8zuFVGWXgTJ5dRu5yf4P\/QBghVNdEX6BWGh4TwHi4I39yle+wiw2CI+5khfaBJ5DPPR\/+S\/\/hZ5dxNw7Fh5lI2QDK8WIkUc4j0FgX351LkCGeoCvpAE791QKAKgjOxBCmZBqEuEyeA2H0VyOZH0YoMdg+OCo4e9VD0eh\/m3YGOvv+V4P16DDbGgefq8b9xqtv8nm7Y1wBjTiJjOGvdQVvEMo5rIsBWSMCxQxVD0BODY\/RbaQkRBc04nfKCMAyoaEWwXx\/GCp28CapbFBkL\/r3RLUkLRCFpY1WFf\/vUKqgSE0+O5LbZ\/FfARqGbNcW4A+RsfhlFMM9XAvWzWtH\/a+qs1+Yri+y\/JYNxd6o6GWQ3SVygsgGSAkN0+yfWlHDJRvQwvgkkq\/VbIVIA1L2+SLBJr+VfI\/6ZNGHmOqqYCdsjBrIohRbDzplyAQQ+lsHeQ7347aKvhJD36CdikmKdkaGoEvwlhSTNEQjgnBv1iGQCTjrB3GA\/CLHx1qgr6PbtJq414Ph4Cwl+lthLeWoC1yoRtkEdDR2s3YbOTxjUcAZlAmoOpY5HDtwbfokICBxeOk2eZ9YZUwJgjcYQgED0Z4iAGhft8kKLaXvY4I+p3jije0rYafdFNI2WaSKZJvaBAlgBeIFyAWULcx5RNV5el3jnUKGRqIGmQCV65cpFyBMRNlGghKPCBkz1w1iI5E34yTT8OFBk4aamqrNmAyHAYGQBqPehNPwTnsVRC0jeWSZwSwSaoEnZ4bzqijtH224HtlpBWbGJIBr2Y1pEh3zaf6D\/TLNteTQNE\/Tgv0BbzV+KKFlGUbCS412\/HRcfVKI4o5o1AhjxWFU9KY3rsAH86D7wxEDtWxZ9bv3jdAduF5FLE\/IjfM2jhgX6K9MJxywUQ0ibMARpGz2O3teNH05WThf23Me++wruavOYdTvCWtLH2yxCZEU0X0F1qtg\/VrPIfBPr8PA\/Xh732R2T7KIErK1i\/IBnhekS4S2WqQb\/yuu+4iiIfH3JsVt2thf82edYB+GE2Ivf6t3\/qtbqO8+AYAE3wPUO\/UlNuVbcC5A+RfivLtd48BMsOAvhhDXHP+9ysv6fv\/Tq8SwcDZ4bFXZryNzUFT7JXYbjWNMfJbISAkpAWA1pldAwCvLQMbqNGjU9unz1TK6xFJnuE4FsYNoumBBthSGFsQZhm+S74kKa9Ll1CNSlPYDwja\/MIGts9u8eUht8S6n9F9AjNQ5XiHYl\/DH4yYWEob3QiCUmE2anSqKfs72ONKOWrkSwfZyqC1xjeqnGHF0w3DQH0ASJsZOjBYi\/rVv1oL2\/jDu6bwDRkqQnV6koAgNj+mrk7PKW5TvHvfL9zPcJRqwWlIuS8jY+g1zNmKeIPpINAOEOhTSlvogsfJQBGtgoJTLva+e9pI6DAI99kZcxjqA58mEZhCPrzSNDw0jBuOsiNZIkGX+45sH9ioiv0APFodqCaHlmAuY8UEGmUIGMTLs6nTVaF4DXTVTs3Dfq9yv8yqiS0jwG2tp8nG0\/3mSq14yVirscsJtkEfbw6t8IcFiiYEmBnfbmHiQ61EbHkHaPQj7CXrsccaJdFeSBbCB9LbjQagZhlOhagVDaBD7NEB0WUMtBUYeXpTNpC\/MswFcilDXVSvNvcC5Ov0UXmSESu\/hfAt8A3PC9OKDf7TCgc21fYgfnAGedyw+db9cBpPyQyF5XhlRV7T2GsTOdYRO6h9BIo80QpPpBHlzMIqQIb0AMjWOdM+U\/YKyXNOaq+CaNNWDyqnEw5zDuZ4W66NRGy5DDyVXfkT9bt9MMRybPvwI2+oRRp5GvkZD4+NrmVyToM9JNwGJc4gPV\/sm+nU7unl++WeFHNVPkl2tn7bVvBeaZMq37ICT5NLwX\/yJUImALABAL\/85S\/Ta4usJIhlv1Igj6b1jgNv5h9usg12hHVsp+grV5iHrrTPO\/eRAph3GD+M27A3fIdEgxSwA2cHyL9ynGEZYIN9uORwlupESB9HDcW+thrAJL3OVEqJcdP5KEEp3afgDfzA+FtLOnmgHGBQK7UcJnjyS8BooND+gbp5LyWylgGocJzFgrAjwTt03DhTQ6bHK0GhmpbSl6B0e++4qlaDVqOOC1vjZXb3rnLo8MFySxwAsfaNe8qe+75Rpm+7Jjq\/v5U5QNle4mfX1EHSxQwu4Nj0gFWQW9qge1NOgwN46aoHSoMjkee1eJCylYpxyjCDHNO2vpElAyQGmCH0AfBi6IY8kwJlUvzMIx1ljEesM\/dUIHYkHZjE06S7+taDV41TT5\/kmrykTYitLuA0e6iFtwDu4G3F4Uqin5Si6NoDkwHwnGEbFYQztMYpK51FBTG\/4d2K0pyLXowlUIh1KMK+DKnSRiPwnkI5BLAEnOoSaPbVY673Bp60UVzx51rlamPqeSHwq36z\/wDgGWLS8wPBPihRlbUMlPH0bhMDItY8veV1UBPksgt1RUPj7sO\/NGqNdwHoXI49tTAAORfZH6yOtA20pHvG4hvkAsjKMHTKTI0J+qrwDcz1zOzCfgc\/kgZaCalYF\/MKdAumHeO4Sv4oXMerP\/oM+rWQljREcD1oAu9+3duR46SBbS8bHdxDkbwtntTqB8vI+eKn8HUdYUUwdGBIIISKKVnVVox9kwlJ6TSKOY8yrEhtSSOBRkcYHDAimYgAPKIaN2Ekx71ejcB92NvDsBdxX9IvJyhK5VgL3JtHBAgV\/uO+ymgQj2muaaM3DoIaiRh5To1OpqUESFJkAzkF3BL1qcoltkD\/a+NrSir8TkMzPDCD42QJ054cvjJ4f\/2WclFNGFypHOaF+j2ZvhsCxrMjdzw2p8Ir\/8lPfpJ5wH\/lV36FXt3PfOYzl4TWyCi+NOzFvOHl9ReLhe5l7XY93AFXlxn3K7z8YrS\/wiJ+IG7b4bNXfpgHcONQ8RG+K6Q0gjhIKD6GQgSoCCQooaAMFVCqPHwHCiKlrLJ\/QLhGSAE9aU2RUzx3slMgIL1L3oSUAh\/Fr8dpkAgkZl5pCFHocCgNgKUIE1ld2yrLa3F4TACnNYD4+KOCpMtcoBMvKBJgEexDxWbU6ch1vCuOnJyJP6SQRFiQMjpIUEttNCXIQrKstXPz5dB9D5bdb7yzjM9em8\/EwTcRq7gvTq0sU3uiMYtsrLK8qA0yYrLcVAb+zeqHsp\/0GQy1aV751rZBldVpmq4uwWGpHtALdKE\/nXVIYdc29QC\/6fJkDfQFwEDL5gpHkYLvvcgCtuorPZ7ZXPJHjSUXoBJwS4CFMY97Bia6GYU\/KHRhk3HEMjpsQOADxy+NCRCQgIIeYcDslq4Pz7Fe8ET2rD2HPNtIrykA570ObicVKpvSRgtN1GbPqI983FZj5JFV2j3SmApZfWF2E4I18FiuNmA1IBAprhPwJz2qtxf9I3+ofns9cSPGg17jGGCxjyaRtj7E5wTpHB82xXtc4GFV2I\/pQGCJqRDXfUIo28A9AjbGYbiw21opsbGSdGsrBahfYy9DR6Ckf+e2AxtUZkv2FR3o5QXoqe9sBbOWaKyqkZJGqVeOJGrsyQc94rkwJGr4FGiNsQDYJtkaX8KYqBtcVQzbPQzcGDKUaSbpAU35ZhAtWbg9YMRqHo3fZGgbQQLxqlTA2Y4NrVR4\/nCzNuZFbkhGP+CFX4+wRslnjGMaQNkEhy6x3Kh\/zPyXgFGZpAzgMVFgIllG6118G0YImCB+X4PlSjrL6OP4o11TM2V0MmK+E+BjANkbi7GcHep+N4ezvkEZdwnp+bR4RED+8l5nSSX95efhwlVavaWX2\/5JP28\/lrVc9ylD\/jqxynmNmPg\/+7M\/4+ZHZDXBxsj\/\/t\/\/OwH8dhtQkWMcr4FwuL5BV\/BZc3q05pm\/gkd2btmhwA4FXuMUCId8S4VH4UWggANXtOkuQoJDiNMFw65SARlIQehAsOJQcCp7a+PLSU4BzV4+QuevbIyWx0+tlZlIxwRlv8ElfeWM5hJufF6PDYQOGaGIJtiSsk24o6FI2W0QgM2q45FJZSIA\/cTYapkK5TMzNVLmJkdDmI4we8ZE\/OVadwr4CJcIw2HlwafLRNDidDRq7Lnj5dGIT1yOZdKb3vG2cnBX+G2xXL50PpaUATLyYKJsQi\/sDVTcQCsIq5wX4yF7hbajqKG7ut3ugO7V3uHtFRHvtJ7rKqf6I5Bb1YZXetXtJQI4al5aKekE3Yynb16+Bu58aqXDDQQujXWU7cgHGak8e2gr6CbPaTnT3hABp\/RmAjiQB9UnwFvg2R6U40AdvwhOEnA1ICvaNZAgAMK9IMYEyd4CyNq0KqDsdnsfQHIjjQ4cWJWrFQBgNCIT3MPAiXnVe7ndRgBpDw+BPsN52qZIgO5qCCUQJnhO8ESDh57uHCPQEOOY3m+RT2PCPQTM\/S2vOL28CVLlmbXR0s858YTBlLyz+N1GgnriDDzul0CpVvgMfjd5KmiG1JCn1O6anYZgMlNFMpE5KCPZxP0DaZjge0tvKaFQVxPiN24izXAtckv814wtGIHp6dVkGnipb03uKUwJp9IqtIW8mpYsgeugiKtjxZaT5rhJqyfywGo88Jw9qjx8yXwOEI0soBm+JkNbtDSolc2bBuBQthbcS9pku+pJ3TkRLbbpjKBfhw3RXM15wY3Y4WxBCJmcIRhrzSs4TTbDG782GRv\/2CDOJk2OgRdKy7m4zT3D4Lx+92RI2aFS2orq9oD7xaRr\/pbNa46XoeZe0dcmYyUq9N1G+rve9S5uQkV866c+9SkeHAQaYsPk8MvpBL9dII8VSmfIuaIu7Ny0Q4EdCrymKSCPPBQMlTe8XzqAQB7ZUG8BcnVQiDzHXtIWoM94XLjApTslvJtsa4CRirfDj5Sl0CxwHY+X+bU4TGFdz7bHe4+sio4tPRKU+f8mrrsgkQRYvCUeiihVhkAshy67iH4s4WmmESkz41tl73QA+gls0JNkR8aX0V2HytPXvaGc3XeBWX12xb27Q\/iOhddkNjx9s5NYgbhQIu9UeOYDCL3x9rK1pqPs+xd1Wa4AJIFAxUqIujhB+m5Pw0EFJ\/foYK5tUyxKoLc3DBEoZWjYXiEnPKRetI5NJVmVIXhgY40Kicv6OUyoM2wpZYcMo8jY2EDfAKTvO4NRUF6iYSo6OffrZkg9l6ElGRbRg0RnxiFYoje4ZfpAXbIfG6Dxd8cOozJE3njJ2rSUp7q1tmWEwcZBxZQTpIEfUW2CW9ANhoVjt0kX9k8gzECUdAn6995H02hDaUMIQuURlSdXKTrxCyingWHfAOzxzp8EF9QPgSWslNFTnN5wg3x7rzUv1VcbON7AZSDq9mtT5Li8x908qp5wGiK5Mpexdt7A6XFgRYnjHGOvpneCgf2B0Si6oYGgl7O26OCwwVefv76WT+Dv1Z4WAqbwGe31Qd+5SgQPNFd8wljJ\/TzOhsMVxQHB1dctgNxCl0TP3tiUfISMk9d\/u7LEOzFWsfqJ1QHyQxoQ9qqj1hpeQRLkOJMPNfZeLRmmj1N1DndDc1jGEk5prWORQsAHiuE+NB0OFNFMbdGKG\/airOo3aALMjyiToB43x0bXkXGnObQks5DJlpKh8nP2begO\/ZhdbkIyL\/mZpJvYrOcpPJtzsY5ALawjV89baoHKQfsu5bthOntsL+fJx\/0A6zjlE7m\/8fnQoUPlzW9+M2PlkS98YC5U8ngV69Iar\/SKjOptqXqlRezct0OBHQq8xijQHcMnb5GEvD97I1t6elKJGAwghiVxR4ZjpIeRZchLVwV3TxiDEFwjWMwMFwQovjE3xlmuZ9taGxMRZnstgwG6HBtaFS2uUd2kduIziO0vZSG8TPMXAQRkyCBkYde+vWUmgP5CHP5EpQtgHML4+htvIch96thj5dDUNWUuHjm7+1DZfOCxcnH3vOS79UCCIAFdZL8JXcdQH+B+HDSlPPSMSc6QpQGCEUF2RKObXZ5ahQtk6kGEplNJ2wsfeWnPLevAFNAu6amhkCJt3nuhrdrkvHczl8\/rakBcNwZD+j2Dd2dsGRxaFVIPoUleyKrFDwl4ZQzKCITDEMZVD47IZwTw4g+Oq2NBstLqbUxwa2+rY2lpPA6AYDyY3kbweXpUYRF45UQ9SBCeiFFwQEC9ejTrNd2LV79BVwDf3lOBTHvb3E8CSYDjbEvd2Bn3KquJQ3Paxl8bBA7Kotec86gzHOKzgLLmZDNsbPgIuMh4aDHQOJkTISmj4fVfi7ANGLXZMd6PcRoJa258c4wrWvjHTaQcR9E1yZfPCfD6rAAbBOSnvFdedYM1hWox+UkaOKC8ViEyRIssBKYBPXFcWxoJuBbl+syCanxgFBBHzgwvfDi94AoR4WijftCxyr7sR5atqa1VQqwIeHXDeyEIbIOXeAhYjFuVkW4ru6tVRIQkou99yBmzF3XzoRoGlB+aI6CHzmFobWPf8WeAPviTaJPXegOvk56S1TnHxJ+SPaAXZRcdNXpXRh69uJqDtkGMBJDHoA1iSHConTFN6ojgHv4q8H2ZdNpKp4rBfF25Ao+ZcZKmdYVzW4A\/DNob43FOd3KWK3u9bqq01Owffm2\/EmDdN8IDoX7kR36EsvCtb31r+ZM\/+RMe4rITZ70Nk+5c2qHADgW+ZQqMazlaHk0rdG3YCj82vUaZNSKFpgS1wVoCAGuLitwFKFQmpLyeocJPr2ptMXUGgAY2g+GuJh69\/K470Ex73vK+TqOpHgl5RHE67rl5SQUyCHgQ4xztwMqDwKpqwPv4yFrZ9ejDZSHy\/Y7u2h3ZaQDwN8v5SCV26vmnytLqJk9km5k7WKbPL8f3mXLgTT8c6HyOJ+xJsaeyyL5B8VPxxd9YILbA8IzjByl8sBQ\/86hYatBskTxkBOkMM9I44XsNPcJyNz22WUs8e3EJFMhhGtD6KFub7aQMB5UoSUyXnLIYiS80fj3A1lAoXhfNlfLX\/Q51sJcVoBd\/aoaUoX+zYWEvEsajepW93wL1ACChDIAaA5sopwfFBm0ErDVMgShefYD3MA\/gEIASifDuXNz4Dr53\/nL+noADzwrwKE7dbWavGfZiII+CEa42CJ5ZNg2w9iz7FP\/wJPPBM1tKxkxj\/gQ4kxdWIT4AGko3qDYQGhI8Z90GYHGfPdCgsUNAaj8rDR0S09LP2htMMB9pd9YjPjonZqUl6IN9Kuwpx1bt1Im6dbaKwMkrBME19l7XhWfR\/makSOaI6JoG4nmukJhfc0zJf7ka4rHkc8HjNDZRDoGmVjx8yJd5gjIqV66wysCMSRmXbtjmTER1NYW8Lv4nr7P97g9gq3iEcpOGSI533MIRy7ZUviQhRAfNbRleTH2Zdbgc3KrQLo25AKGMi5Q4Gqt4ibcwnyXZnCo3G5\/7GDJcDbLIJ7RGOyAVWR7qScNZ+yMU9mS5TkdEXEO6201sdjWoF+5XVeRvPKTxRItZbvYbP1gO6Il8sR\/dhmbyVe1eu23goRyHbL\/lTVeoCzcZRPyUS4Mgvl2\/tBz9ZoOiGRIqHnIMcfDI544UlEhTCAB\/\/PjxKje2afbOpR0K7FBghwLfEgXG4Wm2cKbgDQG6FkBuNcJERnk6TxOe1IsdcKCHiUvtIcoI0CUTeyEuQXkpYLTIhXrj4TIIq0mBqt8kueWJad9ryj0o81RSidMEDGhAOIVhKrz0+hrUQ\/kA3Fy4cIFZHxyXvRWKeWppuYzFMcunI8PA4spymY2wmsnpuTL\/yCfL+8vHy2\/fN1sO\/ej\/u5TZg+XMxYVQuAH89+4u+2cmy4kwRqj3qPQcJpCxu9ku4A6eFMvsdQls3d\/sK42ZpGPtOkmY3i0PNa7FpfXIgb7GjXSiM8IHtie5zBbAje1GRakVwzBYiyX01TgpLsKNOL6EJw0guHrHVOfoVMDkFRGmKoSyp1c5N0IDrHDTqNjCoMTKXMDIoE2Ald5e2BfhVeWR1XJVC\/yYhniGINkbClWFPf6XGiICWOI5p+MzsOzKZUUJCtXkGmNvUFI9vzmRCMjS0997XQ0OTT8De8WNK8SmvWAImEZoJgyUBI1d+IDAEyYKwDSAolFllpQg0eUKHrV50i\/xux9tTDqYk0DKk5uGXIJNztw0QgW2bHC3d25ipyGSZWZXlUe\/GSTaRyB+sUCp+ezzSt1QGmUIO2YIEj6B9vGumdJALwA0avbqjP3KDGlKenCcCVZbiIM23zdji\/3mWIkf0V7T0AYV6EGjEWwbg8jUpGxO7gVgxpqOP8FT4OQ08i4Zh64OsmOWT1nHtuXG567PBNg5RrjPm6p1ErHnTkrnoX0JAu26i3Io6\/T+CRvi4E8c0MU0pWPYM2S5MyhdtpX+ZtOOXUmTZhVtK8MsMaUtPH9FS8+eZta45uGZ59ngKnRfNTqShy+rtgz8OzCfw8tsNQcOHCg\/\/\/M\/Xz772c8SyOOwJoTW4DAoZLDBPTuvHQrsUGCHAq8UBbCAnWqq85RE6cwvnd4KKra4powXPfiS5ydW2EOQN9+2JSpBWRWx24hzZnvBhto1ept9qwW0HKup\/BIcyeMKEJHeTa4c4McKNbHizs1Y8DIhvaazK2iZWIecQJieOnWyrK6syjNPpVjKXPw+ee3V5eTySrn47DNl39595cChiTK6fLLcfORCufXgrrI2NxvljJRzZ0+WUxHvuP70MXrFH8n0btwUGgpzdW2lHDp4qNx6220MDSDuznoMYnuVklijoSdpq2YYpbdNSqOFIQFwyyus0BuiXuuu9H5ZtSr6Wt4kQRu9\/B0PrsehAxgTZMqYwH6J8C4LADUwj+\/28Bq84edNZINBPwEGYumBWbJp5Alw0pCwdxv1dqCJ7UhDsb4nMFW8c3pDw1vMlJNJnwakO4AaZfkEUYYNEIwjS4dCXZRSL40tjEl6WhFaQq7raM12O\/Qg49XlFY\/7MnTFbdemSrXD4zQcZmFjE7+DT4bz72vAM\/44vZwKTc4RIMFBSYHdTXigAarjufEu5aN5y0AOBpAMY4+8Vg3YToxZxpu7L5g7Kl9G8\/AmPILtyNZjr614tV9TS97iGBN+ijbot+mddK0rOfGrQmNylaBHU+CNoTmA+7yy4b4REKf3GG2i6ZqhGjKyxMceYxpdMDhz8+bAHo3MaDMQEoUysx1cNUma1n0WaQyg6TBiITdtvCoLDOKTTPR4Olhmg+m32otjlm22USh7DaMeH4IP5dlGeB7mmLzzntScVxi3PAzNmY9w7oFWqEiAXCXFuQ5pSKJMOiG0mbX2Mw0SbnaNOYJ9xzhvJLYYRf0B4seUv7yX8jbK3dnBX9VXsXKuilZZB+PqUn1h+WMI3wz5HrCLsCZvJwhribUciKUqKN0e8Ubl4ypHk5dTfvIel9jZCcxWEzoBJ6ziECgcBnXs2LHyB3\/wB7Gd6oGqawYG+7v8ZTi8z9VXOQpZQH76wXv1q7PDNDDdGAL3A0ofc0QfqolrOzT53s0VzFvIYWhVKmtt\/EIWAnkgKcS9mYlyn+q+KgILwY0AevKoNthufSuROvhqcg+eKYSGrJfFhSWBPAjXdAM5lADwY5wx5UghORIbTcMhHllnpiamysTkRFybSMEtBYXTr5YCiC8ur5f5lY1IWwkvc+THD0\/YCjNfaCn58KEjilFPwQ1lOxGHPuw5erSsxel7ey6eYyz72tLF8sj6zeX\/e\/9queq2d5VrDx8o6ytLPNxjMpZND8YS6p7IaLP\/gx+MHbURnw5jI\/5gLExNxWlckTd4wGuXdCJl7IECBXt9lEQi6PZY+BpBNR5NSE5sEDHNjG1Pj\/egRk2Fmd7YHI7+lloP3WzhMUowmTAlAZieqACexkQrhffm0j\/us\/dypAs7kQEiD2xvDDQAT6LwP\/NXb0SYk5hGMI0JtMeGGDdXIl4YICrbJhAv+sKIIF8B7DF8hwHNaRhJ\/Tv0xvm0a50APvjLvQricfGc2+9Y\/gqQMVb51wP4pggQ6G3\/cJI9jY4+PIJtqKACHWmzyHTmLVEWeBtt9+Elork2e8JyBoh2CJLBK8OXgtf7NgLQTYxM0NAQTzvWXXUTlGpzg2Y55EBnwNhz24+jV\/QEFKUA7C1G\/+jtjnCxnp4o3HNKgFWrIpU345M3Cgvs4pyBPIgsDXyNgXjGK3kVCNMAytz0DItpXnbCteTFatxJSA2AQGcoIpiHJMuQGvIBVolQZhoQykYjqtEwSQzvqUS6iaDKNsMxxYXWLqQghaE96lOTzR4JpsWbeA40Vp\/wgqHJOPtkJp3HoRSWDNvBClxYFuqPVjYBtE1\/HRKm+TPKU1\/jOwzEyFijOjq+hOzSMhEZm9oj1YRMkPyX\/FllSSdTPPfE2zJa5Qzp6Z\/guwPZKSG7xykxs9+D7eydGHqgk4xD6qvD7OppKjo7rUAvZJ\/58z\/\/8\/LII4+Uhx56iB75d7\/73eVo6JXPf\/7zXXalvnff+c9U+OEAOXjwIN+xIo2Ul+Z3rBjs3r2b7b\/chlzoNK3iS75g7nKVNLNHfau9QJkyErH3RqfUoi7wHerBHz77ZEvc83LAtPXOi7UP91x11VX8QygUjDHLcRwGdU2cI4P3559\/nvTpdZ9YQSfrkoOCPkg7ij6YVt8qbVAu+o131A8agVYom45U4J+cM99qfVdCH\/cRdYBPQCe0BXx0+vRptmc4rWrf555vBhxl3yphXuK5Acz1Harj1VAs9ypBTnmpmso8M19QWCb4MShHo3sPHp\/FH2Kqw+Mc+LoKQfEVRJ3Av36CArOSqqiEnqdr92yV\/bugTEMBB+CAJxieHyiqyQhvmYh35oEPxqGS0RJB0wy98IXyTKDmUzfXwvO+FOEiS4tLIbyWyoWltdjMGp5nnJxCpYzY0IB14UWfvjBajkyvl5k9M+Wq\/bvLg8fOlY2JfeX6H\/v1cuTgnvB+rnBiod2z4Y2a2b+\/nA8lMxmgXQpQbcRhSWjH0tJSFTpKmdm0gwGLJz9tmE55VI8YlF1yTVUmvhmAFhN7NYF8Lp\/z9gQ2zVsmhdYNVX7DAr1UnTJ46GF579QoAtz0ZAsoy\/tMgQpMh5CZTJPnQ5OGJ5OVRn\/dQkQ5wdM7l2BTYyMh2QtOAuoE4GypAXO3sqMNr+lJBmCEJyXu5QY9KKBkxV45O1zI+zlaekOnvxTtekHk\/RYG8QO\/Z7sde+0VJTw\/GMYhcOFr\/bh7JaKNWQIX0Iu0bzRiitagAcAb6RMP6TRWz8UcWYNJsmMXSpJ07\/vXe6KYFtFjk3RwasORSPNK7kowaSCvQ5YUwiLl24CUxs1XMlyH5Woe1D066cFH6wn8qyGWrExZ1UC4ecVBJ5ZzXnmh1xlAmIaEjInhuSijTjzEGH2QOjeVtikkD7ZW\/rIMtB9GD9vcQsp6PiMXEZuLFj4xV\/H1GQKEqcfQxRbyQ3p59THJCNquV2OUxVGeNQDf9iBwBYhGsNOZmsbJHxleR10AvgFt0jPfG0KYpYyRj7ZFQGFkNwsgnyBeJgfNlEFMzH5pvJILdWcVeDnHOxGlnz3nOsboeKiV1nSKKNCbFZeuFPUt8eftVg0G7xvowED\/ahnpsX08QjSx4RUA+dprry37Q08wrDON3+3q\/05eQ70I+8EqwQvhqAIYde568BXAGX6HgwohQMMbc3EP+gEAh89Ph\/MKz8MwAJgziHy5fXC7brjhBmb5AYAGnZC2E+154oknmJMfKTXvuOMOglhcw\/uVgnm0F\/dfDmiiDUgR+r73vY\/33H777QUn887Pz3O+AMSjDaAZsg\/99m\/\/9oDxgnsA3PEc3kEPnBuAQ8BQ9pkzZy4B\/ldCJ+s9nEMAYwY8BTwBnsI4Yoyeeuqpqv\/QTswXGBtXShu0A228Eq86aHjrrbeWH\/\/xH2c9t0W0AfjhrrvuKr\/7u79LQL8djXHv4cOHySOgzctp25XQ6Qf1Hozb61\/\/eiQ2kbCl0IPyTEUC2allYPyYAjbxXxXG8Z0TBMv6UeBE3C4wZkdFCmAKVfssLKUVzoA65ibHyu3XX1P2HNwry8AKrlaUy8ZVYruMeKe3F6qsxYgr0wmW\/CNTTKz6wl8\/s7uUPbxVIF9BrojNhydAlj9aODo9VcafO1FGHj1WyvveHa7\/6TJ1GlkH3hKeqo1yMcJp9uzZzSw9y2F9x9G4Zeqdby0Xjj9VDmxeDHC4ER547DHYLBfWI+1lgAUYJBMA93mAivYVJAhLsDLUwwElJDKkAkngoz6L0HhfWVmLw7LkHUX37Lm0UpV2t2JtitHeP4VJCECMIb85wo0yFr2OGJgCyh1DBE9dghzUaWBkMNSDPQuIYQ+Gga\/bStCdhkM1Lg3QO+BbQXv2vfegUn3nZt7miXd\/xccAXON4J5LXb71RwPKCn7S5uPGawR43BqaX1X1AmfjcL1t71FCC6NG8\/Yo0arnxyX+50dNCjnVrMBn64XnlzDhseNJHvUiwkvNSZaoI99NlD4+FvztuvxeMFR5FYTqQS8aBDQyDXfaPgD1XP4TEybt1lmY\/OYYkPP4PJSLea+NANJo8aA+9Nj+iraxf3c\/ntJpHKlgGZSeoDGnEtXABOgQYRgXDIDfYcpzs3VdbBsYzx4+nDyeS15qOwLfLZ1\/QTswVzHWEAaJvufLpvjMkMI03G3DZA+1KAZ3R5uwzpzDpphFh+GPuN\/EYqP9acVSKWvCkONH0hdHPmtNakj0ug8QrNDAIEa41MhpGmMmG8UjeIqnpmIn7EOaGHPJZOcvOoWe5ljsch5RBOVZ6KOdYHT9d0XZdVsi2Ss0Er3BVzW6HXA1WD3W\/x71+F53bq\/+MscI8E+FM23avy2vPyNngMs3ZII7oiBf4BoAHShbA9C1veUt58sknKz91jXnJj54TXmHrva72ynoj\/0sVBpCFZA0AhABhaJeNNlzHKgIA4nB5kiUj5ed+7ufK9ddfz77g5FqsMLznPe\/hCgT6iRd4GZ5je9nxnL3GcIDhZS87xhObgX\/5l3+Z9wCk\/tEf\/RGB6i\/8wi\/Qw432\/M7v\/E55\/\/vfzzYDcN9zzz3lox\/96IDxvV3frSuQChSvr3\/96wMe7P4ZtBvGFtq4N86LwWoKEligjbiOPqGNMHR6RwfKwDjAyPn1X\/\/18uCDD\/KcALQPKzEwBnAQGF54DuX4GbyDPj29TD9cBw3f+c53ksa452tf+1r53Oc+Vz7wgQ+Qv7z6c\/\/99xMog2Zf+ML\/n73\/DLo0u+rD0aff0GmmJydNUE5IKCeSQBJBYMAGuzC2iyr\/\/\/b1Bxw++aPLVS7MF7sKV11fl8sUZbvs+vvisi0RDAguBoNEEkgISaA8SJoZTdT0hM79prt+ae\/9nPd0mJ6WNDLnjFrvOU\/YYe211\/qttdde+\/dpZMGguNQHfUNfQVeEfoEHLmTsoI947ru\/+7unD33oQ9wD8pM\/+ZM0rnAd\/f+pn\/opAnWdtq5PVlXQZmz4\/o3f+A3SB22nLPeqDvqNOtAmvD+2P7yEsQ\/Pg5aZC6FfjGSUiXahLx\/\/+MdZT97Ds1ntyXjgfngT71zufLoUfb8S9+NsRNux2od\/G1QEBswBRPRS0XMGRSEPEJUxPE8Ed5bo0iwS5mTILkz5PRfdmwhaXqYo1H9UzjlQiYHxuCBFLl954nhHYZrvXfTmmzb8+b7QQqtRXiJoLriOy+N\/sCbRIPwpjV9Uh3Xc98g0ffmJ6WRtUnryzM50TWWw+dTHP1KDfbYm1dumc8VwB8+dnF7xwhdPdz7v2PSSm+6i4gaREWN+toD16bNbFWlzdjp56uz0RIUOnTxfzMKNfQBBaJc2xPXc44txiQZAfFb9UXeyFo8Lio3fYg57EKwou1bLjutQrAID1IWgeNNxUniku5Ud6YK2AfBUPmiEMSnOuC\/nUyBjiRNK1V5WmlBU+OKZBhANythmsoi8msp8IeCTDkVRyZhSHwOgMhECQvAb7yrOOfHbjvslgBMXxMtKgI3nG4\/2utMG9pEgTfsudg0UU7f6oPbKKMGzKgf\/4I2VQYTvWNfpoIngwIDL08ye0r6pMl6XCLXRK6+woWzM1XzY5WZJ\/2ucodYOnO9xggKWt4UhEjGUDFJz8ivvx2hyOcnUQ6U13IsxgNOfpdAkGxhBQQYVb5HLMk1JB+TXRnvELwE9CBNBulQ8G49xOoM4725AdZAUnsoYxWghoCaAVj53Cj14l8Fb9pRi\/os\/elhd+DwZiAgcmUkIYQTag4LVvbZPY2AOlo+9Enta6sbBWKKlxoOhTvUFB4Bpw6gyE+W+5p74Nll79F39zbjQELA3PbyUZrCMhMn7PdFCAiD1Mh3p4ss04sHX4uMYkJj\/pAHCbxBS4Y3mBPkcY48znCbIWmO+4d+oCOqKAFz1pz038DCnT+MVzXF1Xi+Iy9DM0Cqc3sF3n\/2pIW91gK0iux6xklG\/h+vhzTQhM2u8PmvgwA\/4CuABLyq83AA4AEvwMH\/iE58g0LncD8bt9ttvJ7CBdx8fAFtcBxhHWkt4QR988MFLgg\/wJoDavffeS0\/xP\/7H\/7h5SQGa4OX+F\/\/iX\/A+9FYbAzcW8xDXf\/EXf5Fg7B\/+w39IwB0A9M3f\/M3TG9\/4Rrbl13\/912kk4EAsgCaccAtv9g\/90A8RuAOMwmONe\/Bioz\/\/+l\/\/a+4rAJ3wzMc+9rHpfe973\/TjP\/7jbC8MBZT79re\/neAWh2tFdl6InugDykYbv\/d7v5f1IZsQwNzYP9AGwBKGCYyKD3\/4wwTfeB514Dra8aIXvYhGxdzwFr+CPgDx\/+pf\/SvWBeAKLz5oBvCPvgHAghYApG94wxu44gDQjWuvf\/3rSS942AGSYdRgvqOvoDfoh7bhOoyof\/tv\/y15Ae9gBQVgHx56tOFiIS4jrdBuGBoAg+gbxhZ0WASyoAGuoY0YOwD5AHDQFjT+ju\/4Dhp4\/\/E\/\/sd944L3MScCtLGS8653vYvtBV9jzEErlAGD5DOf+QzbEt4CL+GZ9773vRx\/rJag7fiO+fSrv\/qrNJpi3IA3QG8Ynf\/yX\/5L8s9b3\/pWzhmM5Tve8Q7Wg3H55V\/+ZY4zDBTQG7TGitVzEcyDftg4j9UrrFCBjzFPNpC1BR\/Fz\/Z4ygCTJvZwD4I08tWKh8IPgn046a8xStNWVpi+0fCkxTpkM\/XNgnxdcsGQOyUYkO4TzvNpbV3QL7IeCXkKggbk1QB69N9eKSXXj067Bb43dh6rrBwFlqnMK46vhOoNxUh3P\/rF6c7Xv6BST4KA14I6\/B9+4ty+m1FHZbKp4HVmAQL4R4jPWYT4nBf4BqPS2qwle3icEhlCJQy6FGjEngWADoBohBoptEheSdhbuK\/TRuUT\/NLjZ6fPPCZQ0cdiGfGj8GZTmyFLUtTyKArUYFNxfbf3MkCyAewBHPDa8Fsx9TAwqjwDKr5f1QI0M31dC+dJWwSExk8ADcfIN8dnmrEQLjFQaCXiYXq4Bdwx\/vTuoR2I7x6zp\/jdEeA2b7bhcrxUO+5LQHHmTusj2AMjk8yk4BRPpJTR0lsutHmkc\/rcFBCnQc+ONOsnfqCvGD\/fYF0DwQi2+Xs+I5XnfDC2WI0MkhhiGtP5AEWZNYOAMc30m5POfcXC8858K6Sm8VbsO0eY\/8MwIW89Mtss8kJ+ix56K6s7TN\/o+U0jrci\/lhhwzK1xbgwFjwYjwS83M+vchhlDOi1oeFGecYUNJZ1mDE1hWRvOJHrkqGnscZwDC90DTRImxQAl02mkhejuMz1COj5nmoSX4UBAJrJhvAPGJW9cJ+WYZFn4k\/XCYLHXHvTjZmgcrgWnAQ6DCivNh6pf1wjNxfpsVIem0cpRG8QOWpXhPJlzwmIJjRdm\/LLw1uJL+z3xrhZGav3XuXLUFynFHEuW1XfQB2AAwBbhIgAPL37xi1t8+ZJGL70EHgQYAfAD8IUSBwCC9xT\/AAYBhgBwMlYXKhttAoCCzkE4BIwLGBray3WIvwEAAZJQ3yKQp3ytMgC88RzeQd0B0zA24MF+05veRDD5ghe8gDQA4Pie7\/kePgsAAuD4nbWfDOEfqAttwIZgtAMgFR\/0BQYB2oAyUd8HP\/hBAnx4WgEk0Q+081If8AwMKLQdQBHthAd77F++w2OPfmElJR54jAHSiaJtv\/mbv0ngtOxkXrQZwBx1AGhnvAKC0W949r\/1W7+VYP0lL3nJ9IEPfIB1IVwHoBRZjgAo0TcASrQZfYQxACCP7xg79AHAF6AbbQNQBciGEfZX\/+pf5bug2+gZX0YnlA\/8AQMJqy0Av1hJGMOB8R6eAdBHHwGylwF9tA1jD14EuL4YEEb\/MB8QcoR\/AOkA45gnP\/qjP0peQRvQftAfv2G0vv\/97+ezKB9hUPiAjt\/1Xd9FgxlzDXwEIxr0B41ABxgquIf5iFUB8DAMKNSB1RqMKeiLsjA+CJ0CXZ9rH9Af8wptg9EEusCQ32jeQAofKxsqUy8tE4wLaLc4ToIvxcNyKRYAzce8s+MWvoJqEoP4C50O\/dmFpkIYAlr3E60DdpUwLml2IRogPgfkC4p\/QSAPzayvC2AGfeYhKOcKXBdof6KY8vF7p3tq0mwjbu+666fpzKnpute8fJpuuWHaK6bk6bdDeE\/rS2X1KAReQqFWnwUZezdNW14jrgStc19L6qInvpPa3ZLi9QCY\/MVY1MaYvccKyB\/3yxo\/jgHAELvqgqMsFwhPDyRABAIlmufZoJ7ISooqvJPj5Tv4msevh74EA6jLMaLkjipnDGFoQAEgAZ\/BKIiHEpe5OduAM+8rx\/YcJMujrdFGHPEIjFk8qGp6AGzytw2X0dsTkonsAhQQbtmcqTJgJHietNUJrGJUH9flCV32L2Wi3Cz\/ZUgCLBeVKn8bOARUa7Wge9ZRRjIyMc1jABrJ6jlp5TyOZ7xN5CqPGeobgULzyhdNRwMLdeJe6K52CyTiE8CZsedqCbzmMQzEXuITszyj4RAuBTCHsuhxV853gd0OWtUPsBg2cPZNzB2wOqWq6SQW6ysoDFHhya\/Yd6IVmt4gj4r5qWXCIU+E73p7OHboF+YMPRWoS7HnoRPDWTxuXWLlWRk3MXDYBxvDaolDHjG7+ZxDtURy16fn6KgB3w7GAGnJcD8b7W2M\/W68Cixfcxf0QEgSVzM4N+vPwXJi5FA7Vj0AcHZUjQkup4OgI\/TeWPSPz+lvpLJEIznCH31PGQ1kk0dMuwG4j0A8JSy+u\/\/6YENcwggYGta+Yt5hSduoIRsAAP\/0SURBVB9\/AVQAHvB7cX4ve3fxWuZjACGUOMAcgEvijjMPLlXeKP8SrpBNpkyTaoNpUd6g3IRIAKyhfoA\/AAl80CaAVIBgAODEicMDGuMD7yS0h6mfa26AHgB12AhMVhkMbHj78QxAM\/7CIPjBH\/xBAnx46peB6WX9R19QL8JxEAICQwiGBp1TCwY92o17WF2AFxgn8eIDEAmjA2UsA3igG8rDmAAQw8j6uZ\/7uekf\/IN\/wDpAAxghaHP0FVZAUD76BVCLvQagBYwfGFxJU5p2om14N3H7oDPKBhiFMYD3\/vN\/\/s\/T3\/ybf5PAHjx3KSCPvuEZgFgAaYQGAShm1SL0RBvgvQaYh2GJ+\/HcY5wAmAGGASrRR\/xe9smYM3Kh+A0GSpyZeAdGHcKHfuEXfqGFQKGPAK0w5JDWFbyDPsNowveAWfzOnEMbsfqUzcfgPbQLYwCDAwYTnkUb4KnHqhfqxjMwaBedVJeaV1+t+6AFDBAYIuAPGCnoN4\/i0+SWUgSBz5cHGd7ieFUT0w3RlpCHDn2Vtsy6rYtagwzC9uS\/rrvtvWhq67iZUmQpEs\/dDNC1UQB3cY97Fv1U7BHCKUH39ntdBiNjKDuAFGniHvnSw9N9VfbdN9047Z45Pe1WjvUzNdlOfeM3TLfceZQuwyGBSKujKSoroOYdm6moKDyl5dMnX0bFlXvW6oOWRp9i3hCse02bq+zUgKI5S3PRUZbSmiMLOoYcNCSQlwKloeW4fl5zaE\/3+MlzyhzVBJjOduG+J7yBTYiS9j1mj2kAF8oC2RAQb2xgVMXh1FPZHIrhRZO1vM+HWgf2arwI3sINbLtuLx6kk7bj+XgiW2iUAZyAS6MehSY9gm3OdBNSo6UwI2QPwnMt5IblJPNLD22IguaboQGeJfgzXep3NjuORkAHsOrsOIyjEOLBUAyJc8wiFE6juejKQ7CGPjVgaeLFmMBKVMa+rU7kGc7zDIU9pwPA1hgkRE4KmxHcVqThK\/XR\/SE4Ls8vVqEcIsV+o8sAn+71aOzMvUDa\/C3e6TIBzzODAkCfF62gYJLvPRmRGr+yTv3HWvHaYGiGL1QXjBL0tcfFs705OsHAPdgwPI0x1vxB2fPMNzntN3Hw4enIbNLWcy6hNHS6cDVNbWLYXFWaMxgE+rOJVit8SclK\/qHI1IBitU+ZjhRCReCP0ni\/HjxSCQA8jgGA3YkTN454I\/O\/awLRc0EQkTwKpw\/tJf3HT+Z5u7ZPZMYcSPn9gbku6DI31\/ub+hbDmWM8a4XaGG5sEoF6aG\/6wz\/8wy43FuTiQjFLf1Ifl77JPAFwgVfy+77v++iZBlhBqAP4NzH0l1Mu+hPAje8AiWP2k2VlxHnxnve8Z\/qlX\/ol1gfQB3AEYIEQj9\/6rd8iqEx7USbqAaBCCAXqARBBnQBP6ANA7zvf+U6GjcBjjzATzEVcA7gFyIf3Hn2GRxWhEADkAK6XWoVIP0BDeKzhmYURsAzE41n0ESAanncAPIA9ADz0CYYLPovgP3yNfiKu\/qd\/+qcJjGMYAWhh5QQgEeFBoFfkbcYAHnoAeni74RUGOIVBAMAcwwL8hOewGgHg\/1f+yl8huMYzAO0wUHANdMUzy4yxZeMKWgCM\/8iP\/Ag9+jAwFkNz0Ge0Hd7wf\/7P\/zn5Gm1Fvf\/hP\/wH0gkG1rvf\/e593nzOGeMIjC+MInjHwbsYRxiAWWlBjD\/ojP7BcAINwWcYE3jYf+zHfmz6mZ\/5GfIS2gO+AA1Bb\/QjWX3CF+Ad1IkVD4Qf4Xton1VwlA\/egIEEnrpcul3OPLvaz2Ac0Ge0HasOmccVCu3DemhRyqpUzm4JL4gxbHBrCrekWN+Q6HzQ9c6mPSHChhLOTbzN5e\/+vl3q\/vBGF7TWzG3J3cCfOqgvhapoKyRfH8W7lME+DaAay6A5d\/b8tFXx8SfK8\/4gUiwVs2KiHSyP3+G2vD5\/v9epdnS4t6Sj7dV82a8mFpXLqBpjzIxGTXLVL0bch4ypoRkb44hg4Da0doCY2fYO0ulxXN27EaS5wEyeAOzFCREg2kAAHmxeP9XEZwA08W8G0oFI6n\/IaU8lqRCBRQAakIqyCEx8yO0YwtJBsFZCUNJscy03ubL4mWXOMAsrY5SflIeLqr15YumJ1Cgo\/r6vVIweNPWhGxvxfhKE4b+6SUNAqExA1iBLmEtzoRtWPcvJMlCOkJvRKGAKwsr\/z5N1m4dK819VihgZVwFyG2tol0GL5pUMS3x0irK+CxxiJU9gNWid9CR6LS9+A458uRmEbYzTNvKIwnZIa79HWQbDDEYUz4aQ8aDb6U9fFUEzMwcg9xqN0T0uNMJwlJGteHsB0XaAnMcic4R95lj1E3w5NJ4fAZ7sD1Fq5hIqVOiRaAPc3duZcQ34ppnL17s8UapeNFTtTltwQe3mlWo7vkguxUDkmGMM\/awLb+MG+hHIc6z0LGcf52DRvE611sbahY+qMj\/kPqiAtmbjcof0Mzr6Rwfc4aouH5dIU\/ahf5bJdRFYOiKf8blwcfSI6DZXEfNy24oASx7aZ7CcWp4pQMB4A6iBN+GBBEAD2IBnEgAIoQUIoQDAuZwwAPA3QCm8wwCKCGdBuQmtSRYaeHNxP5sRw0toDzzSAE0AfvHkon60CyEZKBsZTADwUEbCP\/Au4s6xYRXPAPilfAAyeK8R743y4cUHkAS4w4oDjAaUj394D+1DXwC6AhD3M1+\/AjCI8Il3vOMdNDQQZnOxkBzMB7QB4A\/AEeAQdYNeF4o9B7ACXQBw8UnI0m\/\/9m\/TS4\/y0AbQDBuK0XbQB7THb4BW0Ap1gnYAaxhvtAWG2zvLqEGbEYqDZ2GMfMu3fAs91QCooCUAMGLEwR8AupcTJw86wrhC6BPAcsJqFj35KAttgrf87\/\/9v0\/PPHjnJ37iJxjLDh6FIYB+wdicySbrBwB\/GG7oI9qNfiGuHQYOeAZlILQJtAPgxjiDV0AD0B5GDEJeYNjACAAtAMBBQ\/AQ2pzYedAS\/9A3tBPGITL6gAfB51gJgFce\/BP6oV0YExgkl7OScTGe+0rciwMq2ZxgdAGLgi\/KaQggLyGrjQgGngYGEEvwD0WZJ6UfnlcKQHkhEY5AgcfPMgEKb468qf22hKZiwedx9F3Fxg+zpGwr8F7vcvKNLdMTczGeK7O3qzrEtT99ugBO5b1ZL2bZAHBASkx4Ex1Prb50wyHlL9Kgg+b9rZkZJ404g5K2gk5NvZ37y7LmbGpq2UjM+jkUIcCEWO7yvBpQE8w1UC0lHHrHk63QCHmc6WEEfcg\/HVwyy8gIIFFKAzhz5Qeg0EAkVKONBsYKg+cYhoEQhQI\/5MExvGNunoyANTweEB0PscAXgAq6R3RHwCOeDO+rLwHdBDcG9gGKeD6gKzQJ9qRRQZA1BzxcESCAy8bEnrmH+NbAieWSDsM0I18I0MporrmEHOAA5JxTMsRG40P0qGVN73mQwBUHEhR7DNFc7M9gn8l4AjOhtXjIRgXaDilhABn+wnuRF6zH4FNt0Ptsv+ser8eJMCqE5H\/HQO0YxPexq7Ky6dh9aJmUPD8FdEVfrrSYAceML2w7QDx4EH3yuMBYqQ0e4g\/0yzyX+nG9beTGyo1loYyJbnSQO1G1JwhpTlArPkDxu7WvZpw7pHL9j3tkMLcwl9z\/iAsYDxhTylMfksWx9B4X7d\/wWQKkt9qB+rmfgPPcfEAdgEs6zIp8NxiSDM\/hszAy6\/bmkSb5M\/ZkGf\/oM5KlXkBcL8iyLv7EZyRI3tXNudwcOXJshb6Ly\/N9NApmFbUnUv4oTeZGwryOZZJ4fyv6ldGQX\/acxmWHgAYbJwHoAUYAfgLsAVAASJZ5iJeVCX6A1xdlIgzin\/yTfzIDXAEKANQAl+OG1\/A5gBa+BySiLYhrzpzIBkj8hdcVbUNoUVIkAmySfy33AJpghKBcgHRcB4gCOEuMOK4BTKPvMqS7g+lSfUefUB7aiw2QAPGXyuaCMuHBR\/9hBKB9ySl\/IYCHNgE4AkRncz7aDLAFEI92JKtP5HHSbALgol8Alng+aTWxKhBaAWBHt8DAAd2wMpKy0D944QFKszpzKdqQx6tdMMoA0uHZB5C9UPpIlIfwG8T\/Y2MtADdoCUMFqzH4i\/j41B8ejAzH+KKOtAv9RHmZC7g+xt8DeMOAwge0hYGAjEYYA4B\/0BWrB9HLMKTyCa1SPowj8BjahvFBf+MgAt3BYwD4wQSXYwRdbH5f7XvpD0A8wDvoiD6AR5maFEomaRGl56AkEDum2E46jhj\/LTHIkA16XyTEISG1RKumC+pZWeECZW8E76IM99PeVNlFbReLSUATuNHL6p5uVXNh4d6IutCXUbSPhFdZlWGmMmycrrORuJTskPU4wRrwoudMb8+FvuD9YrtHCoCmqinKJP0WXfK2CD2qoVC6q0o9rd9cQQGAaO+4d9aFbaA0TA2oSTHL24ZDYtIvjjuBh0JuOMKgpQE3acHbIwX03MwjOvRi7M+494KCGsAWDEUQaQoSeBlUG80GeOrUTN2bBUEQ\/xgEoG4DSJ6yS17vXlqNn0IHYox0ECkqjf3F8wLr2vQZwKT6WBnv0UBweA6BOUNcBp4ZaKgyBdoC2DmiBtgZzhjVaS\/MYwHTeRu74aHr7COf0aE66U9fNZjHlJtrWG1i3MmvGAfTc6RJ6ojRob73PSFsgelO2tVqCTahpkwpLe\/Nwd4GPO6QGoJJiR1OBxo4uOZGRhlwjLHCQDCs8W1Zb7j3g0eANSNF45ewJ8s4H4wXaQaDCO9gU3MzGjUsGsvQwnRifTyQSrMSGXMQMka6cK5oDHjX8lP5+QWORQOt4LC9TGGrdJmMTcfcc3mZA1xF9eoW97Z4YsP2iIEgGgGwO2xSzeGgaBXPexk0uW00KAMP6WieoRyo\/2g41KF8e4cKyHPuz43oxj9Vj\/SDedRSL\/cz\/mlLrnfhJFqLfE0izB7Tj74qMQLr8XvkqmeDR888PQq8QZ665ezdvKzUKnktSkYmt+bt+wKQkDjixewpjSaer1DUAS5JmReeXlxtu3CN\/Q4AKkI94M2FZxOe28wdeFmTQQYga\/GD5xaB7Di\/SKeiYRwT4\/uLsnZxIyQAYUB33gvgS53L6r5UnyOTYLjgcykQzzG0noHX953vfCeBNd7v+mB5ren3+BzGep+e8dgu9jOhHklPmfdGB1HKTrlpL\/7iPbzzTLKt4FkA2RggFwOwuAcDAikm3\/GOdzDMCR52GIfw5iPkCYD7QsbOYujXsj6MxgeMv+gPXE+Y1oVoEHot47vQdhlvps4L8e6leOyrcR9tA52xQoWN2lh5wHhjTwIM3A1NWKUdA6FBuHWnT1G+annamsIeWo0NZ1KcuI9jwgOBIXGlcMfPGJMqjUzRi+nvx\/J9eJFFjR7vPDu+0t8fBXSEaivVwI7Mz9c77NOvscG1abQ88mcq1d8hOgB0j\/2FwrPXTk2fGxWLA7uoevh77HZTD67DtaWNKW\/s+XKFomIJ5AHumn4J4NnfzvQ4dfHgogIuWp3pR1EL\/Do7BkHjgrfYij\/AQqBZoEwfg0mh3EZ\/3qmyGFPOQ8DkBW\/ect5Htg0AY4GzTgcB4qTNQ2zxbrVTJ1d6dFm96N3AhjutCdxBNd7hwT72kKcPLAl9gZIymMnG8DbWvN+6yroUl6\/3NNz1\/wWiAuTU985XbSxIS80KtcWQkhlUwom6xlOY6aXNDRkzSpnYjRisYuAzesg1p1VOeHQxl33rH9vvEIvBGz22P958XoMyzEoJChl5wXOGMeGQN\/akq68CsQLpSh0HugDQ42AiypX0i4030Q026TlmGTKyNA5e9UAvF2RZ5FrnBQgJj1lTuDaTyf8d2AbIJwwxbUG\/5DQMVTuYTgx7VpcS3iKeBxjXfGCvLCa63sd4emO8OQqe+Z1yvOAlPsd5GXkt\/tJJv2IoGReiIWnsimCEMyTJufVjCEROoWyGK8HDDz5wGOba4QrDq4w1o+TqBqK4J+1383xRPKo2d7k7YhzxlsaCPDo4izp1VVzmRTdyBdnH5yLfZS6NH8xvjdb4jmt16V1LLb4bEwbtPeoNdRcCjOFHeBoB0gNgZ83J+NRfhGPA0wm+A2jC5sikJVyWInKxnPE3ygA4RRmoF9+zGR50A6ADSAAoQ6jG5Xh0Nb7j+PXvMwr7mYuB4cV7l\/p9sb4u3numoRJ4HmEY8ORCjsBbezllLOtfrl3KELgYLS9W7jI6PxPaoOzL9UAHzP\/sz\/7s9Cu\/8is0CuHFx6ZLfC5Fo0uN6Xg\/Bs3F+nIp3rvU\/WdLu2dC52fzLOYiDHnMzxj3KC\/GPHfABXBFACNvsJZuI7wsJoWapFgt3gAad+ixxoLrCAtHWOz3nRve0rX168K+nKjCuZCNIKWgtQDuhUkL9tq72LU69qNzcbyPyNXXc5UmskFfAwYyBkFDYlH3+2B6PWMdgXJSFsvfGtsdCs9UZCd868X+shAGu160rsOhrbQ9WMs4yUNmbKUnaiyJv5mqTh8pyA4EGaPslJdRTnk2seN5h0qS2M6x23jQAAt06CBem+7QI2ZqNGDrxoFxm7QuuRCb9xJKgud2kD3DB97Ef5ZyFMdLGEMQIXAjXqc3cwjRkUEhMByvLZ6FkYA27zpkoXlBPdTpp6kmcu5TYt0wHmk74xaARhsUaC\/jvwFs6U019mGT4QFb8IIRo6m0tD8zMx5ftishPeBIM8DciJEM4EZIn2jKPTRehYiix7jKq612BJgLoxkeoRw+By+zxi78hFjrHKYUr0joqunWKaO6BNTjqcqJo0n+NHpYFg1Kbpod2hhgnj41Q7HRsO+LyLtiX228xngwfnw47Ikzt9oIw1Jj6LBBZFUJ2jYFGh+KUxp\/4sAy7RXpwFsGjsNdPNkEyNUenCStA506UJUn3+cc8B3xHsYCHnVtcBUvbDI0qodjsQ+QIaY\/ZH0kAg6z4uOVPx6heO3TQJ1lPpkwndVT4\/h3TuhF5FtGnRwEfcTVBc3q8bP4u7HXJUT8\/hpzZRGMRhabfjMKd1rD4Dhx4mkC4ovFYI\/69sJt0J0cSJR49IQGwPOJ5fVlnvMLlYlxx\/sIeUEbFvkZwB7hCZkfl2rb\/8n3QSsYW0lTeaGVk\/+TaXChvsXzn5NuR3n6F5EeX60+Z\/P0shWX0hcdVEhg6\/hubUDTPWZi8EYvxCS3g0ognwkacYx3fbfnREB1EORWHg2a2tMiZe70br45eugHO5+0Gj3s0Q7yrkhi874BiWrvIDj3e6s6sO6Kw+VIE08n6yCogBFkIrm7Uhqhj1iePHrYHmYDQ8Hpuadn3oY8oZbEc6S68+Rc8xiK8Xk9VWU4zKb7+lRCrx2HEpVSLn18pkKDEjbRxoMdakXOeJD1MUzKYABgHUf1NOCD2+WtrxQcCZtoXliXpHR2Ai+KqxUYkcdQ\/Q44C8BAVhL8Q8N2cMiQEVm84AkzkCHQvWcESgRLg7EDAGyvaQBIB6cAZQ5tcB8JPgnqTVHz8JiBB\/UrHj6jUH+ZpxxML17JGGU+jYQdAe8IMkO7tHOci7G0A8Q5xmwjQjUSpqH5F5rmHT5rICivq72a\/J4UnArl4Pytyau9MnpvDBlij9k9za20fwyZEQjubVF7DOj5cl\/1mMeWm9\/rT4u9d0FtQymNLvG+QDlCchQaQtoMY1N3qn1aRcQbAak63K63He8xDtXZYWJgahXK9GyGBkB60QhyD8aU5R\/rLk94DACGUQ1x+zm1legTnmePSZN5lImZKw7ZcRgWpgtlbPExjGXQHSE2NG5wGBky7uB+BKrHbeQZM+s+bylxP+ltlmXxKhurbrjHfrJ9+q4DrCRns9FWh1xV\/7ExHgdCcX53rh\/lbA+5U5tl3HGIOshvr6aQdE7jwZA+gviuIbq0zfzvbSAPungW7XkSQ2afNWDZHTnaJbIdJZRdlNwsTM9lCAYw75Wg8NIoB\/I983w0UBefC09i8yeW1PEPHuIYuohhhycUMcLPJJRCBt9geA0Vj\/JjWbv\/ol2LEfwXrd+X01\/w0eV68S+nvNUzl6bAMmyRt7jZtXu2pBwhoajQ6ylmmbBAhD7kKX+WgvE2rVWObHjVAMBm+qXhUilyxNZH2FOU20NFb4ukZDsZUnI+Bejv3IttpTDkDY6nuyuRLo7V4b5mkJKjNuYQXEDp1DmHk8ATVYr6lkqFBcAHIH8Qa+fcCNZbtljmoNfc9njP9WTXY91LP\/a59ZcDMC9t\/7A3YjPMwud79cegiFCMFTlLo3ITAHNHRGcoZi\/HU7gH8BhI4n4AZguBMYCmigvgRrhVgU5YeQ3UG1QKFKJugSyeOOm\/AkR9A60UjA0nd5NjTX4S7ZT\/W951gqZ6h20z4AuYFPCX15EhOACz9SwPtxlALMN47A3loUZkJYHZjj40V9rHtwPaehiG5pNCgORF73HZ8nFmkmq\/iVYm5L3VPX1kdODwKrjlCchwzTM0m5LRP4B+biK15zqAU15zAZ4+7orLSViLYvvVMYaCGHgpxKEbBmhAjKTWPrQfMgX9DIMbFOIZGW\/hwwrrs6xpBgTGw2dLqE31\/2Xk0XB0xpuWPQVtMR1SPwEqQ00kP3gQVeLscYuGhT4oT2SVpxxto2fd95vR5Vh\/GPMBoeyavdkxlDxEmhsG3qQxDGH\/K64zrfvmZp0gK6Mgxt2un4dRzpOUCaaRe1lzYwx5tM3ReKjxZNWdcSfPcwHKoUvkJcgwzwPUYUMGxMO4a57gVNc60K5WJ8kPSA1bPLjtNu+tVy5rlLPwCcdyfS18zJ474YEG3kzocaYCGPlSpUgnzd7kdRY7ygOAa4+vbnV3R08RrLJGWR2Zu+iKiT5JG+bgvXd41EuZ+33O7iPNZV8A\/2EZHZs+U15AO+KHEd\/OUNhh8+dlF756cEWBFQX+j6FAGefyhLZNXAbUCq\/pXo2AKYKHWmankKsfjNGlx6lp7UacGeYZSDZCUklkKfbxMwrRXJ8JVtQHXRAt5ofmgDxvdiDUr1hJDEhs9GoDuJ8rD5WAjMAUlWIBU1w6ehDAz4HMF2GH\/f1Y6KgQYmv9qB66lhop1p\/Xt67N8pTShVKlLGlZxqnfa0oPhhXewVI5gae8qgE0uiZvFN7Zqt9Z7omyIxgH73ADqlqog5vUVrVLIFSATp7AdhpmGGEgk5Sz88cz\/EXZOAC2K40Qy84mUbRDUKzTNCEf8eb3vOkClhlfUobAX2Ei2aQ6Z+g5SaVgDUQMvjEf4lEey4jXEoA5inmkg2ioySBAZ8MaNQBMk2BOQ8lrojAzBtUXhFMRdNe\/2m2wb2ag\/PnqRP+NXhBQZpOlx0FYVTwjG1\/zTp5p0UJ9GcJGzKLNu2mg3MqADLF82T\/xOamb7ME7u7VPpQFwypuSV0PYl1oohmGT3K6AZ6XY7bTsbVb7+3kZPuQsK0gcD28Zr+JnXtYRCYZEmXKeYpKS1RzSFQNkGjXDLHJPqS3VDoyfDNTeLxLcGZu0gqk9r5K9yYXfPPKsVzyUfsdBM25ATh75GISqu8sFhpEVP8KAQXkMY+Pqhp\/Bi5t1siaB5CDHxkEYuXAUc\/tEk2REBMPYjkWJOSteQ0hadNlveSNWfcaf6JSUN\/4NmE+hlO80dDNez7i6i74wGsojTdrqkFebrm6tq9JWFFhR4OuJAkBszRslZaklaS5Ol2zaYOy7PdkGX5D1yS6h2F14NqGJBEQiPOVrjXLS0mSUf+6gfjo8RyQPOTzkh4\/i6KC9B7IEKM91RNcSc\/Af2Ns984IgAcR96OD5Ordlz9cARAUpp+kwgbzCjlRbhPmoOsb6ouU76CD4Gd5WKfqMBsmo0umBpoGl8trYtH6ofW1pf4mCWTR+Zgzr5nMTnkFhwG5T9DDgsOTeQq9UgsCnewHghBaivQAUriSAVB59H4ADz18QLetFByrVHgEtjCeXY4CL9wjKyzONMJ9RwQnsjlQRGEPb4elOCAGrSDgJaGcDVpsQlQ6QdppBWQOq7o\/AVA8JUmrVADWH+xCTavci0wPao5uVgjFbD8jTN0Iqo4k89wJxSu0Io0pRzJkeMwOYXUdftSETTR9DWfBu+pPQFBW\/ZWNN4E\/56sWMXOVwO5KfnG2NUUceyV4DtVerNJ79BKAChOMcb3NuEAhtJafVr6dUnowlzg2PVVaFOrBUmzNWY\/\/zXozSbtCYTzMJONdHYCZ+UsV5qP+dhRo1Jp8\/28B0FZA5RUPIoU0ojX1H41W96IhnKF9jqHo1hd76xL6HJiSMV6H0PnsxrFq19uM5Pq5xYcgW488Vfw8Shg9wDbzL+cKVsQB5bbCdDlbGGqzYxdBsdFSfRvmvzhn4+vmIC9HYnd9PZjU9xXksZk4S3+sG8n74P96LHJ09xTK67lg0DmBYqyF6y6LGfN11ypLmX\/al8Mo+mbakhKvh9b\/shq0eXFFgRYHnLAUq\/aRP44wyQdwmhL+FO1qeGFN5+yxRLdPk4SlBv71Vh0IJdEQYKj2lYSiUEhQUczNLGFKJ1HcABeYy5lVcH7RBg7a+NwDYPDX3essbtQiQ1Wori2E4loh7KoytWko+s+XQgZTmdsMbdhBB6DFwZsPbFYEu97a03x2R8H6ASIefAhJzOCpN1UH8XK+pfyCw4p3lhZRCH3SPqTDvNVWQnyPAqIHi4UBQ6o4lB8wgcFLsQgt1YHugf7EK4NCpgJA2PgDd9A52Q4UeSnCDPfQI5WkgnB5R3DYwRnYkGwOzOGBWkJh+GVXxOJKCbnvYsgFjm0nJA88R4wKLYqvBf1yJmHnmcU2ApRzEpDVjKGGE1G\/1XaAIBM9qVoAe8p63fQXu1+awERHvcp6ZN+j9NaADpRLHr4ZiNcJArAHqeHHFI20TIwwP\/AuCx9gxPaEAOlLNojACyfAl+kMjTfsceP6Q47lpGOA\/zllc12bbAMaAC4JB8FQDlANAAiD0vCe9EUqEkTS4G+PvmyRgPx1K5XLjwW5zLHKF\/RX\/7DD3+7DysKScbDElN7HvzIovHoR8a5mHhj7gtmUl668XmwRjvvMO\/hvgsszkfHFdkRBoa\/rHuS\/rVaFI6G+1Y8thNdgjgTbNNgkjNrvGktLE+dY1N1FWj8UPENeJyprLMaB4zyA\/oW6oN4dBce+Uy6Q3H2FeBeTJk5zckuczR0HQLu7tk4UWfSiThrA\/M4MIPJQb87+sx3MEHW\/1simah73Irpf0kp6PR53PRuzwJcnllEmeh75ygZK1XZ4tb+EzvxoD45m\/qTcWV56utJzVeysKrCjw9UMBbnaNAGhKBSKM1+eSSp5egJW6A3BGoKhUZBXMV6GpUiRNDi4K4K4HG4UI5A0qOtlc9wIduxjtBc+9Jnphpkj2jUXeHQW1pXhXJZXq53wpxoALlZrPBoAugPzgvZkbE71S1bLwuzXftB81zvCs+rGsr\/EiLiGoxywbQNlyD+MiXaR752UQTCG0hqBSimEbwBogAeOU\/Qx1c8x4Ib6wAUJwF90u5Y79EfQyswwoRW2obgCYih5gKOBDz8loSKiJ2kvA49MtBVaUF53hYImZJuns0eZX1YkiO6DXdel8HKQjY0IU1\/9rCVupOEWq7lUlaBmAYQA9cZTDGjScAbqJvvYg813RoHk7AQhpXGO2ZbWh86zmXEImBKTBh0mrGG6LJ14HGxnqejwV6lT9qVCPGF183uCHBgvDs5B3HRNUxn42J9MgKYDM8WdIiKIrlDHFtG5dNLjzGKUnMhxiBAqsgjrZaDvKpcVTfJXzvOorgFqR5bNVBwySAKlxuFEgec2xxOTpIU92UkDSiE2cSr2vsxTU4sW5M4YosS8B3DAeQJdM\/GF6ZSUhY9RAF58ZHiRfdS835W42l7JoCV4Z6eKppFx1Yxuga4ZV5jnnvAy1XSTx76zIOYRmxxsfUElQHxHJOlU\/5URlrdFqURtZgeOZ1POcShvSVTIzO9u636jgL2jD+Uq7tlNjvblZebKH2dkpNtTfxeW+duyTlnyNk9+z1KsYJiIvt7Y2Us2+DNUtf+AKrj4bML8C8ldA8NUrKwp8nVOAHnkpKyjAxBdbsEEpwVtnBUiQ5djbAP2Awb3t84X1dIhEhO2oJeJtG4Uv5XcVcL48TOe396ZrlhDzQgB5OViXIO7guX9T0YE0vaK0dV7e3nT6zBYBn7cQtBfQX1zDJrT9H9U3etbHmi7PfxOlFEqlvH1qaFBUF1Inekc62ArYKnZ\/aRk5KTYCQIBexmQ7NCbeOYTE0Dva+aQF+zTPfI9LZo8MGvcQFoPXuCHSG2kBIFAHQIrjvAO80ZbmZSdI80iifQQe+k8pJAVqAq4JVhif7Jziuqk3bIUChJLvGeYAwJqNexoHtQMvogx7tglCDaI54iGEWCzebOwlgcdbwEjtTnrAMXSJQAhFsE+oFtSUp1p+XhlVwk\/dQymvel2rTC0EtvGijwYQaOPVj2wsZjtamIT2KHD\/R2dWVecViRg7nb4GgzA60B6AeYYiddQT+sbQorwgT3U+BPjV4V9yCsDDLDIkfCwNqpAoCRqFjfEdWYo79Rcx3DMvfj3KFRWXk\/5yHtR4KDuLekvjxOkZ48HmaJvnk9lnIA3HQqsvxeNOxan7Hr\/Zwxqz9jE\/C9TbaEOfsNGW4w4bSytq6Kfi8kVX5fzW+kGSFKRebELlU+ARjnnPTsTNzwatMcS7YWtDuIXMyJDWcIkvAw616VahV1whWz887R08KmZofVyUuWrU3JfNXjaS7FspjWDhmypv0eHgrjYQzvIjOtvNbk8NlS25OB+wjFZrIYdKcjGf8Zl8v5AUXmCHS\/6Mrrzkg0seoDEaIXklBazeWVFgRYGvOwpsMLwAaIDC0xlsAnTqCr2h3FgW4S5v0yhYmXO74mz3fJoiMVL+a14Xy0\/L28halLNDIK9l3i7gBbj2i9i5xxT35yphLoaXeYfGMrtHf6i72vz0WeRYrhAah0pAf0oZCsRLWPb2pRypKLVof\/t1b7xOob14clbrUdoUDZWejmZHb0P62unhNvNCV0R8A6AhHRrJjOv2+MrLW33l8CtEA15vvS8qdnAYhSvveDZjKd56v4qbgXh73Nl+eiIFVpWFpoMS1ScKo3xmhQFoMVhX+IfaRU+3Q1\/2KssQyuHG3IxLa9JIrQ5eaMSUxxLAT0AsAEf8xw2m9rzubSqbTD4ZTxknMgbQ7o06OAflCBzaEKnv8PzKANCegawcMFNHVjnQfqZa9MFOBlRoDIEV24P+K8995ifaCOCaTDUtx7vHSJgpXuzOmRoyE6kZD\/qNewmb0Zjo0U6nIWa68ZnuaxO0xweygOC\/8zfnVeQR2gi+wxM+vReVE6Q2XklolcYunvYYcwHM6iV4qvMmQQ\/GAaW53BgECiHSSx2Ii1e64ZY5pJFvqT0HoqSMRkpwLO1NCNEuD7J\/gu12WyRnw5MaU+zrAA26MaP7SP8bI4\/trcd0mJaN3Eo6k9HNc8nGpIRN4jVAbko2ZEZC6Ax5XPNxmzxXMgDjV7J+59D1tdm1YuQ9xpmb5G2RpH0aNvdwp1+azl2utRc46Jo7OCfiQHnks6KBtiyWL\/rPr7dWhL1Mdg2WalpWTsSlhcVCT0b5PpTBsVx9VhRYUWBFga8+BRwjH2+eRBEUPw4LSagyriU+mIp0UM7KE173t8\/ViwBMg3hcJlih8C30BNyUkI3hOS6XCqcJWrVpgBgzAazHJKkp+2dume7hDG7rgHuxXEt7Ianp9HnB4tFzKs1bXnoC3FE7qLljiUtUWZP6PXxWdfV3O6DprJC7cxAReoyGQZ7AGDTbDK8HlA1gs6MvAPS5EqJhR\/c4YuQdXlKFJFsfgQORg\/ttEKCQF30CXpHViIDBIQHJIBKALrCiBgAAJ04b7yDFXe9n97ImC07GuwF4Gw2NogaXOfE12UnIMeyDNvZhFQB0jOeSee\/xu\/rI+7WaAP7sXk5xG6pjWsDC4fGgCp8lhz6e0SoB6IDyURdo09INDmC\/dmY0gI93kkscjcCcZD57hjm553WdG3brvxamZONLg6AzADaYMtAhSfGaJ22r6b9Jb69Acweu6iP+j6EbDIfS5ksaLkUXzTgbpx7D4LKeV13A3piQTWMIDfLh423PuTY+aIdXChnaw+e1SkHATUsCVxF6JH4bNwrriiVCZI2nkUJUsjHbNGF9Gl+dBou3vfoSwWHOFthVKEv4PbwUz7WZivRqKwVoB+eChGJoJinTP1wpcafCY7bu9BxAMuex5h97aaCdcdNYqeEqIyFnak+MG9STrFSag+J3rraBzepHUmKCzxU+p\/ZzfA4dndYOVdaaQYJJKKis\/lFb4wwx+zahM3vUrVafVTSntQvzgp2eagXZoCJtVS\/lTygbGWMeaIU1PlFTONeHetrQq0CVh2aZtnrU\/RzaOHR89XVFgRUFVhT4ilOAJ0NAmFORlwDnxlUABCgsn+bI7AkB2VQaUOyQXFpmpdf+3Olp4\/Sp6ZABTmTdTBiOAj\/KzDEHDaBAWRBkROpSig4iMwpif8kzxWGFEC9NF9JdwQmCDMK4qVQc9pLS1I5R4RLgNe0zb8\/YqrlR4TtLve+Bnsv7NKrEZRyxaDS01H5UPDZmTI85ZDfKGQqlh7t5TQtUVBwRyidgrb9gmNwnTarJAB+bm8U\/AWWgmMMlkMZTud0d0uLMD8Ju9rhVOItAdKeYlogBphR2I6+j+iMPdEIOlBEmICc5lQNgmL\/ePKa4ZhsObHdGfyFPvUEHQStOTS2DJmAoyjvtl44PmNJfhuGwXhnE3Dw7HMJCwEyAYpQCevFa3\/RND3rFILMfxYxItZnwnHjz411vIJYrEgBb8l7K8DDux\/y1oUV8ZEBn2GNwqN5l0y3ezaqD0n2qndw\/yvGB4aYxkWEio2VNu9wVUlT\/1gvw9\/z1mjv6l5h6x2CbDzVm8ojH6JFh1Te7BpBKVskIYdudiYizejBctTriDdeWPQHiaWfzwnMaJkzPcsjvsH8EtNrbkE8Ae3ghczYhQA0gDrC9yyR9Gz3Z4iOtUCXZQCRiMt9ofCx\/294VEq0ZWz2ECiszHdSz6ZD3NIoE7plO2MYtrR3y4860xfz22gfB1LZV8Taex0ZXnOzKT5ekEY1NupIdUB67NMf4MUjEMo06eTd7ZlrCmBB8EJVd\/rkOE3\/UIEMT25gtfrmgrlr6xqWk8gWr+ZrfWIXefM2HYNWAFQX2UWAWHrqEPnMHwvyBjWwME+CTh+rQwYMlvPfqHw7Fsfw1WOEzAB30qAnQswLE2Z451QEKZPaCrGueoObFgFSXwsWyLV+mFogI7qI4amL00OJlw8MGyQOJE4CTJzpoBwG6ku5KIAqb2rEdFiOAKA9kFBQ88l0fS\/ynfemygL+1U+uR+taV+rwtTdktDKKeHzxMqD4e1fG63wuQV3vtVaXC7Mp0NgS8rP4zhpn52QH89Hz6wnEn+NVmQkKt0rDxRo\/AJkASG9UCxFMWX\/OqRoBGluXTdYbO1A\/Fl\/eMOQG8aD83WaJNoIFzXMvrqZAWxKczW4y94gKPBqMGn+gzzlJI9pl43RpfmCXVTrFoVhtamxluBOOvbwrUiaM6WAnvIQNOTkcmHUBnAG0AI5YNMAzgndAT5aIHzRHappCTObgjDesSvMwxclIuOqqVC8XzczzMCywL5WLOYTQdKhZQp0A6cTXnj1csEKMtA13vkbtQPp50PdxIXL\/HnOv0XnMO6UyCrGZlhSOA1SWqrR6zbHRWc5TLPAKtGwQyJvO+\/sowCh\/SEG1hTlilUKYc3feGWVtKzY9g5NnrEVXG8CT8jtdaQNQ0w\/yxTFVqXvEI6adhoUxp3nP+VvldYHeZnFC1znt9YzCNKBsp7Ln5HPWso5+mDcYPzyLLUPYP0Cj2nOB8G+SvMH4Zo+ET8Gk7AbjGseLjD6xvUgZ3mS2ZF9nD1SmP3WhYqaOiRZelpo0vcPWKY+bwKo9wBGiX3Sorsjc0SPlUK6NKEXvoE5WDS66nS0M1scleie+ma9KFNGusP9eeS3+j33NI2HOpbau2rCjwF50C0q9ywC37HD58eLrmmmU7ScufQl1vz6SURHlXayl+c8PHlROzBXpKkCV3upS6ZCIU786pJ6sRBf7hSaQW0E0psIAoA8MoNKf0Qoy8QE+Uwihtu4icA289M8LjmXCXZp3FoBP0xTvUqJX+EbX2q2mja+jAvPmaLOYHkD0WEE3RWpk+DfUNkKkBlJlKEn1FFb2n0JxlakPajM+2Z6xUqTBTrx9i1pCUo2vKLa087QHNAcYsG880UKLytPmt\/gEgeBPwLsdToQpkTAOVhGbEIGwAjKTvntnukYTZIC88wx6MplEz83D7QCcaHgZOUs7wmtabNBAFjph\/3vw+gjP2E3wRmpJ1ZcwFVHJFwCd\/wsueD8EiKqhqmBWFBlABHoACg\/8cvIN3MsYxbgRsZRjJ06uViYBFGgRcJdM4tgOmPGxJLYm\/HGKsYiT8RuyvvvNkUPWxbRx1\/D2v0WDCPLXl3vhS72sOa0Lg72Kf1pF7HwaLUzWSQwHuaTQY4FZ9OEGXp87C8DfQJlMh01GAr\/l3FGoNFFvoLIJr1Ie6JATNl+Y\/gXhSX\/MHbaSxDn4Kn\/OGxq89GVAsQytG55jdZTwQjRDez2XjKg\/YYpu7FG1hTuwv6MOkvOSfGB+h38gz6Z9OJJa8HMc1MeXkd9eo\/QRihITRpA7OJ4kMr+RobLfLiRO5gHLWYXBALnuO8X04NphD3jQzr4ltLDgHHmoS02Pc5qpGRLybSZUv6oRKGwclzw1\/44hQaeJZlur+tcItw8bri3J31CFsCuTDUE4re2zXMnG8pJ1fy0vgH5wUO2Zs+lq2Z1X3igIrCnQKQD4DrDdnpW9B3hw5cmS67bbbpkOHsgI6p9zG5iY24FHyWVpG3UlxB\/rxESgOL+Hie8JvYj\/snvxyxQuX0hzCCMbqCAJ7Ne0WGn6+nMCIiT7IYB\/H3Ebx7gOtURT5K1Uwb60ka8BHepVro7DupbhJXM5eojmsTRzOP+gGS3G+ovfmBsWF2XUGIBce29+nruzyXtcfvRdoH1Nn7jMqpHlovO1TPB5pDJA98gSsBsH0dBv8tDACjpTAf+LgcSFABUAbnk9m+jMAa15SvMuNe2Y\/wHiHa1F\/t3o7e4ZPCQJMK4F7hN2gnp41SbQTL\/UPPL3wjuu6ykG\/wOvwVHpDnesOSBJwVV7+ACKNsj2s9TcrNkrBKYMmoSzxQgssGyhzxaDep3FhImBcCCzttR5YEKXKkS6gTy+86Re7tG1aN+rgConnnMkvUIn+GGRnXNMXnTqrGGwZMQL3yrkvy1whKfGse06jbRXzDsZCGB7nQEJ9BvDGnrJ9aFsPiaLxg38xxur9nl1GhOd\/rEIbzcMjjafsyRg9\/uPKQIB4Ytd3YDAhfIoySWWTM0gbTxKD13Ap6s0qZI83l7E5Tip5vLUyFDAadhxXoRYNEsnYnlUnPDluwg2QR3kxhDn25vWMNcZUp1GLH8kPBNxatRK9kWJU5cTITiham\/suGaOwAwMdfIDzExBaY+NHIz6fbZ1mPQSpEYMPj46EYZp6bpFVQrT5bf4a68t8b2M4zvvMo0EUjFJhLquX9EJMK9k+f7GrFU\/hJc28apeawbFfeF9WHXh\/q1ZI8yF\/7vTfl1XI6qEVBVYUuGoUOICwUMjS+mBuArBT2kSIuyYA\/IB4Odytn7HaXbKboTXxnDIQ0oUAxG05TVtkFL1AVO5Sdm2DX67DI18bXqcDlZaMRoC9lfBOenke5S9iSMil5AA3NDQQXpSOcyGrux00RyB3cBw1EH\/N3PPavEQGfWwXhfXadBDHqceQoeAU8MNf5FVPHfAiN8Dd8ZhblhCeQcfHU9Tarj4EqHRjJNf63ZF7Og3zLX\/hUcNG0YATtx1jRsqDBtJsCoowxa2n6PkuhpLX2WDXscDJvx4Db4wVhm5HTm+2315leTEBOH2KqytL3vfGCWwOGLPnBO8GmJi68TXoxzjwUEMAD6Abn4RkRMs3sDUQD2VtwJNY45m4boxtQF+3iJ3Jw5UjzECHpalNAtfqYw9VUGw3Q3UcT5xQlgOgaf2P2WcYmqbYf4QzcPTq\/3TIVAcMo0d7dEuyHfjPm45BINTMVYSsgDCkYj7bQg9g7vWWN9\/zhMAboRg2cAz60WwcQKSyPA8sSAKC2fYSShwD9ssc7RUCrgrQGFBu9maMATTzn\/k1qwTVwADqGBYyiIr2DiPpKzBOi7iwJKnY9\/RNBBbwlfHGmTeImBEo0UjCXGG7efpW\/U5KVe8dqPtaObFtYiMkIU3YIM1VHK4MpB3pVzJfiapaMICnW0ZjC3uycSmj2sYL+mULrRmJVXw8\/+qYwLpWOXfKYKkQGOL4bt6zv1xFwebs4h2EcDHVsFcsqp5zZ+s8DfKTV8XAZzAO1ms31MZBJSMeDDVNswWYbNkfI0x24iJg9jsZD7FaW3XAPghQiTNF4mvujKB8yzioFU0\/DBu71brFl\/W8ClA72rsc3IFu1n3ke8hMCxpIg3FVwCVelT\/hwbZKUpW3vUD1vYeVXbq6yDbMobUav0O3vrxkyMH5RHAxnP4Daa7Qfrh0o1ZPrCjwF40CmEyQr0\/eN+2cO9HA\/KI3nrJoAO4hE\/QDnPD4h1W2jSxfZ2ldHruqA+nsrHxzjaLXclSeMykBKOEdALHzp6fd8+cMvFDOoCWHgVI59X4ThAbys8ebKB1UT4B45O6oMDpYn6sRQdYukiKmcy1PS7EQmFfbrjuMfkkBI2sJNR5BjE605EZggP2hX6NnR0A\/7YxEnIOqUeHl+W6M5O6oekdQv7iYnIYgdzrAot8n4NSz+X\/BNCPhZqzo\/T2AzLMn\/UN\/uPJC7xlJ0DQmQ1XoizTdzHQMsQEAAQ3AIwyHEdDQ5kcDIIc1RDkjNSA20RmjmIFNQ4MlKndZDfyQ8cmLADkOK+H3KHovi5v0aEs7QdXPkBZoIsAMvfPKlhMve+Ln0a4YDCk\/4JKpMEFrZGKxcm2HKqFLAJ\/grrbpUrThuNiq1riooRl1lgFQxhAJbUTlvHQICQ5FiqdVWtfmM\/ohi3uw7tG3eLJxy8CIdNQ8TkhPwucA7OJB1gFJ4bNuXCV8g6sQBnXhVLyAPO8JR8qqAWPm7YmAIYNWKw2iNz0D3NNLL4aTMNM74GgZbAHmfeWgb\/ROOy2z6mUaSRgn0I6n0UoGZLNr3kgMcTz\/zTj0HgWBbK2QMOwp\/xVfy7gdVyvsPSFTy\/ALjcIzCmfjICiMzEATrWuGl50lbLH3Icig9nroyMtNzPS64JSQ8MYc0bjPvfAqJ3PUdo73mKgPWs2SXN8tYL3Hja6Rc5Iwszh4tsMOg6BA8p90R5dw7WsL8+SbmG\/mV4oQWJ8qkqzeIgUzcOiemqGpQJJ6kom8frFfw6Rqz4JEKYtN8i\/KnnjBXMZYPp+NQ2mmxIbSruwrVhnx7y1vecv0qle9iv35whe+MP3O7\/wO42Vf+MIXTp\/97Gf5zOUCevJbpcK96VV\/Zbr27je5Yb3doDucVeDljaI7xh2ONjnvrqwfq7dWFFhRYKQAhNX6dOrhj02Pf\/w9hZtP1e\/Ln1zQUbfeeuv02te+dvqDP\/gDJiFpMFdKQ5UlG83MGwp1W\/d1GIk9c5BrABoQe7u1sfHcGYo0FmPwRaF7kVEUaAlSy4OSuk34zt5fKC0Cms\/EV56ezSvub6pV8YB3EC7gcOya8jatDUZJE\/cKW4GCAaQIGlMfRLwR0PfaVfNyWui98d68h72DI9BX2Xmy+4agkqmI45C10TWnRFNfupzKYaWcP6uSCUrAcFCQ0nh8zEqZSpaZSrQ605Z7CEz0npbr7YEdDLsA5ZzsivoAGpGnBcv3vVHzVi\/+GhUsAdZMj4o2wRBQdJvc\/CcvKcGjwaTgr2t1O5ltp4rAM+kHaeAH5TF2jDsxkkJ88uFY1bPw5GejpWhok8rskwYG2ySla2s76wuPKKykfTxuAZNKCymw1sY1bwyvEd+4I8pUojmb8BneY1+976GeZ7w3ZYT2DsRrTY6nPFBYFcrRpleF5LSzKobBiwMhlzSO8EQ7sxB4isaR6upyqcfAk5K8p39aLZwxQJsebfXQRJXRBmswxpvKaKEqKCsZvCxg20oCjSP1kbzFYa7v9IIrwxdutFUHLH3Wfy2Mxp1GJiL0mY+jD6Yd2+H3OfIGkXhQ4F2DPoblNBAXXgkzYV4ZwA9WWHuXZXmec8w4vgKlA9uJV0Zaw+DaQOrJzu3Djxl7djzcpRrJtkQptL6q41o2Jo3QzjnrX1SpXLAxKmNB+s27MbLQwnfNm8Eo8Px7xm1Z1r6Fa5hr119\/\/fTmN795+o7v+I7pAx\/4wPTkk09Of+kv\/SXGy95\/\/\/3TzTffzGsPPfTQZZToR2pObR69dbrmztdNG4evrzFHeI0GI\/Pn1XccnN7woqPTzddu8LDGzz10dvqje09PJ8\/hkMT9A7fFcyz2pkM48fyr8Ak+UVuWMNJXoQ2rKlYUuHIKQIisT8fufsv09L2\/VV71p7QydhkfgHh44SEfYMzDiGceeXwEwualdAUaaRVB4KlDZedTKyEckSKvvLlUNfaOlsNwjq2g8OwNJnBg5Vb89jKqltTZAZam7P5JG8XTF41VJkug\/J+3f3\/Jvd95FrFK6+vVl0YUg8IqbavauVVg8+ChsS2deDIl3DGpeOugZX3q5UpF5+ledr82p2VTtjMKu5SZApLmYisIFvB78IppaYREQ8zkgVpZwSZSHsRCvtCmOm0aBLiVV7siM6iMCWCH0zHnrew50wVuPLqhqwFlytDQC2Dhf8nq0ZaE\/V7qVTw5lCvK7qeTElTGo4s2guvQboYODONdD7b4\/oVJpDpGL7PKyapNPLzZwNmMuWp3cqgnLl7AxcC\/wKqDKRz64AwyWPlw10fPrUaGnSCwxXft4TCfE8AqHltAzzSmR54VO3zFZfi5TKV+8qtASsaPNPMEHo18l852ZKM8qmFfvWGZPIMQDII\/GxVuMjPxwObC9SCjvE\/wzM0A9UBAvCTFtjdQ5xWlo8QtGYoKezKoj0sZ3Xe8ux4FX6E8bcTuhmA8jhhfhbZ0HtPYgZhKieq+GvSGHgrN8kpLtZVx\/2gX2yBvC2sGbbRxxKFn6K\/OHqCEMIgfjRS8S7o1eaSDknoqSs3TSJD0cxyf8IUMDPFC+jUX0p1PxrMA0AauBDFGvmTD5sGs65njJHSbY4nfRbfFj5w9i9KcI9RFv4ZWr+evv2vch6LH72q+7rdOD8+PZaKNkUljS1M+ykF5iynYUjTv7eves76QsX\/b2942vetd75pOnUJGuL3pYGWUO3ny5PSmN71pesc73sGY2htuuGF6z3vec\/leecyXSkhBXYDkFA5LJG\/WvHnTi49M\/6\/vvGl66Z1lqFnOnDx1zfRrH9mY\/uvvPTk9eWq7yx\/Qodjh+bcema67ZmP6s88\/1VLAyjAWz1I2DrKpya\/MiaoX10YMEl5PNqfRSD9ycH06cnRjeupUnShPeatB4Aoe5aGGgHqA8kZyMZEEz3qAVgWsKPBsKcDT0BMjf3lCBDrm9ttvn+64447plltuoUH\/hje8oQP5APq0zRmiFQ9sfUtFRtAmQERI48l3oNbgeBrg+ZNU0rtQqCzM0rRtFIrUXGx4nu8SOl6uRWDoKbqEjFEYUAZdSSzK+7wfH7pq7F4oCGbkRT9cmO8kcy8bAFgy0Gl9bnu65tpaWh4cn6pd\/78I5vsdfUudozba\/36udEU4tlX9GNWheopwIEe4S1Hzn8lFd1JSaY4K1sZX7XE4sH1WIJ5hHMo+g7AKAb5O1xwihJL7si7FpQAFDJ4tLA1n816APDyOYo3mqabAddw3mywvHK4ApKef0c0B6i1WlEvBWokAQAzIJmQxgNapmD7xssWvyztfrWRYDJRJwle48dN9SfpChbRIYXTwGEApPuGGxea9FjDRZkO9A+DfNpCCTlZC9PASyUuhqd14R5sUEe4mFpRxwXtFG+WsVxaWhJw03mCdMrxgnBGIGuyCNhlferQJrnUKbAOt4CUrerYdKbIG459eaMgB9kHe7cgSlal5PjoKODegbweAp2cBrvGs7\/tajAhtUp1JFfSApSRbEmde0EB4DIoe9DGwDmDJc40\/PKYYv\/FaQJUANjmycOyG+CYbrFtWLtGuGwEGMAQXbnsANw2qgH+vWhFk65Py5Y122I7nMmTUmK4y9POrbTwO4HTilAnZje+Y12BKzBmHhCW0cjRcy3SSoePVtiaZ0ZyKr57wj2OZ\/qZ2S4kmXiyjIopspxHKm7dJteyjairCkvtCOi4N6tVK54hcY2PmoH8Uh6hXU3T2GV+f3UTZfrIZE65zoYhn\/RMyDPPtV37lV6YvfvGL07XXXktav\/e9752OHTs2\/dAP\/RDlHJ7B32eWjWY\/UaE3XnL7welvv+Pm6aX31Ka70n38V59rr1mffuitN0yPPLk9vfcPn7J8Mp8Wj9xz88b0gtuPTn\/y2S9XWw4zTA7yHPu1NhGfU8UcPqTEGhAf56EXMM\/qN9I5r5cn\/9z52suBOVj\/sIp37EgZivX9RIF1\/D1amTDw9+n6jbre\/PIbp1\/8vQemM+crFPbIBus6fba8kyVrN6pOrL6eqd8IC7r26Cbny6mzWzYsnvXwrApYUeDZU8B683ILwvzHPD9z5kzLQMUYecxIiksriplla0GZJWJlB9EmLUwWWrpEYzLc6YXfUjjKovAbgWQwfReWXhYfvGjo2H7QGnksCN4FqpRl8zJZRgWcj36fuQ+oA+rmTSVFkW1lYzpyaGN6ektZGhhIQ6UG8FMCoYD8jaTdCDLlZ7L68TfRVmTK02prvMy9n9EQ8gB13+pcJ+V50ahrM9XrzkeTNRfHTDWxQF2Zj9UushoUmOcmUBzDTpBY3niA8Xo6XsEAnQwC0\/BZMbPlAStUqgIhPPTLZbBmt03GhvqIr9kgKLAO2iU9Ivy9oA0YrseT0ajkuHisEJ5hUCalLuUg76NAX+oOjRmSUk6qeGiRcUeHYIE+ZG6l0oRx4fEk+IFVXX+z2TX545XHXh7l9kmTqzjw1+5erX70k8caxweky4C0Hea2C+yW0VFPJ0d44tnlYdOYaizMdw4RWoMGRS53PMdn\/YzHYmwqaQ9jCkU040VzH2cJ6PRb1cTQISMoGjHMVU5oJv4aecxjPYZUxWOfWHWB4Gws7fWMrgHULcNGfVB2HbUnE5C1kwS6J9OhA+rwA25yL4A6XVtf6hmceiWObECVnr7QgrwJwAARmk2lcHAIVMUjnj6pfZ0XtBla\/Ja2ZQVJsqhqDoDGWIFvh9h7tswbYcNf7Tf6U\/eS+lWsY\/6H3HZb4iEVnwmwc3WJwBwyFSCs2slNyqClV3ZgCGwekld38eO6VCMZq\/5mz4AnecgwQ9vzggbO0QQYdUpuir3bJxznajuYD0vkbxeZaiP4rQttlTcW7BrGRwL+W1ELbdlPmCu7Arn65S9\/eXrssccYQoMPxvX8+fPT448\/Pj3wwAPkwcuNj79QK8Kar3\/hkekVd5aDyiuD7Xls3D64Nr3pJUenX\/\/4ienk2frt4QT9kBjjbKWew6Uz57amt7zixulNr7h1+v\/++uem73zj86Y\/u\/fR6VXPPzq98ZW3l9zanP7f\/\/3j0xOnQfhpuv7I3vR3f+BV08\/80ienl9x53XRkc296\/Omt6U0vv46o\/95HtsiH3\/7aW6f7Hz4+feGxcjaVzPmmb7h5+tCnHqq5vz69+WXXFe9uTB\/4xJPTC+84Nr3irkqNWkby\/cd3pt\/92MPTt7\/m2HTDNZvTl57YmX7ro49Rh1+E\/a5ssFZvrSjwFaYA5vnx48enBx98cHrBC15A7\/xnPvOZaQNWrNzKmpXBVDxopyQX9Fa88HpCComH13jnSxNmSFt4pqx1Ljn7IJBBCFKReaku6jlCdwQRrkXtUY3+Hskxl7INxO8TwHm+FXRBMgf06wF5Ow9vYokdBxoZUbkYYK9T54swpAHQ31hsTIWAdnagtX8ZOB\/fbkCEdTWKXx57jJKJBO0Nk5dzoIfvzq\/UeG8ViN8urwWBOZSGNj1nYzKUOT4MGbCHm2cI2OueUJeAMXiCkYIy3t+2wQ5gov7jZlkrwZhA9Fzj9Fy0EeDJzEEPPZeHvMGTIFKhJgJzBs7QDygD\/xHAm49Qp2OjlcJPYBvPZaNmcuRTudOIsPGCLwYUShsJD77A0gaAq42DtrJF0gsM4ZNUliy3\/gtNY8xpgA1GuaKAk3LFcM0ghbHCdisEI8q2b\/wUlGGGFA99A78DeMPBTICGZZY0D7qyqmgp3JW2eiMb5A3XZvDkq+fYM0RFY8UmW3bA1sLYs2e87z0M6Zj7nPvMCkQDDXTrYVKNjTMNx2nNOI6A5MGsRX\/NWGH7rBBkZSEbSWNo6mAsHF+qlYQAYGZpQatswARXkha8rsPCuPF\/ANuK2U9+\/g7kmwFfBfVTdBP+JLkJYxVlgw8ymJnRrNOgmsabn23GLa4xNAj8okPJ1JfIbu0UjzzoRrnoh9\/y8Mogw0oVTSbUUw9gTHcOX1u55XFugtglny5jdIP1+n7o2Z9e+OayenGDvF8m+iNXF4XYvEnuayNjq9RTtM2zxmcUPBdsZbMrxieiz+aOoguX8UzuZHVxzFSDscCy+itf+crpgx\/8YMu49UzKXWw\/vOG3Xl9GQZ0j02JT8pCZ79iR9enoobXpxBmEhu3XJ8QMMABr1e\/aCj3drVDNaw7uTU8+dWL6n7\/z6HT90b0C4yemR584VaEx15HMjx4\/MT386JcLfB+dbjo2TQ9\/+eT02pfcMm1O56enT5+ZXv+SW6dHjp+ePn\/\/o9Ov\/cFnp7e\/8SXTJz9\/fPrgn25On\/7C8emOmw5N9z94fnrNS2+fXvY87NvYnr74wMN1\/4Hpu7\/1G6ajmzvTfV96bNq86\/rpjfXM73z8kencdt+QfqU0W723osDXggLQMQixg5H\/yCOPsAmOkZ9LraT3w8SmB9JgSEeFC2zQU0vg5GO7Ea8K5XvuFFNQ7m4eUVwalP8w36XsuzXcPIcomc0wGJhB+A5qo6pHD3q+d8+3ypkBYTbDiM7VzMH7MCQ2OK6rGLzdsv5naRehzIoOOMBqu5YHGSYxSH2ViU9WDUYtp+41Yd++93f09IJ2tMiMIlfpebLTS7Ga8t6ZygSfo0Mr+1+XCWHGJJ8\/I9oZCCNEGh5nQMfEicaDTmAN4OI6ld1IucF1+IxiwuMxp4fXgJLZGBCuw5R3jkMXjBDwJhiRwZjY\/AB6Zqihsdh5K570gBB5FhWSEoLQm13ABvlalQqx8\/3ajk5SlZcazZBxEN7NJlJc0kFRVSzbgOcU2iLvtADU6CELiG0pWM0S7De6wAqTntGQgHRS25XTPN+BjgcDgbEonjwAmljJsfEw9o8ZhtaqjQXYaWwY7CGbTOLByT3ud+Mv1t9XP3rMtABkwHDeZYPJfNUo9g3\/ENbDTOsKcWH9imvNtWEoDDr1fF\/Z0VjLaNNcDd+MgJws4QxGyunv+t2vZrhVmzR3Tf8YIRhD8C\/BuULLFF4VgxAV9LFS+RpveARzYBnbBxozDCreffU\/dEM\/NivOPOEu5Hn0OYYayqDX3nso1O22dyUx+JHJIzDHcxhbpAnfYlrX8FWP\/de+Fs9J9MPGj9mf\/VSomsKu9IERV\/08fExj2sSb5m4TXRr4uZgB6WJY871IqTyr591Sz88hk0OfrmlKpqd+L4rNkRXDi34uRcUTL75xGWM9uZaueE62bqvXkVwzXRCKPZu\/GNN44FMO5BfG5IknnmDGmnPnzu3b+\/NM6+Q8rDJPnIGDCoxnWvRhZyfPbu1M57b2O4XA65sM8ynjrmXuOjAdObzJlW3wzA+883XT5sHt6Xc\/+UD9vbZ0qMIItwuy\/9of3Dv9Xz\/w+umJp89Mv\/9nD0+veMGN5fXfnh4\/UaD80S9Ot910\/bR2zdFpe+N6zrGDFfo6rR2sEKNrpm957Z2V9eOMV0txIv1ehdCsTWd26\/kK13ndy26djtUiw\/lK4qA4fK2wrz4rCny9UgCrcFih+\/CHP6zNrtK7XTmiYwGu2RhCZQpnmnN78URBKmF4kfCGFB6WpA+cOTHtnqmNOYeV2F5yk9pAwKohq0EUWqEvukEkTwMTu5SOoB+9H\/w+CODum6Pq7+O1qAz80vg8Hy5hceyamv17J5Xj3sDKdsh0HsKihMT1OBOl5R4WTWSc9OsDIZbyTdRZv9nbG2NjNBAaTU2deaGue+izlJSp0JSr6TmgfJKmNiujB4o5htKGV6XaQ69kN1lQpjx944ZEjZZ4CBs55GUkOdumVG9+hacQIL3+Qz5zAn+CCiEGgmLmw0dsvnFhwFYDAeImecGlcbunsrNagJOOsle9s5AXlxFv+gjO6NWs\/3rYg05vbbzptlC\/t\/apzzFSgwUYMgQPrXODJr41AGJ9XR5r0rmF9qCkpJ8ULyP+cxepOh2fjTCNGD6Lc0hvO6YfI1tt3MYGN4NwjiGeyYFBgSQ00PQJuNcqgsfXqx8yUvScQKcAQQ4owrYZnNZcB1YwfCVlsdx6Lt58V2SgKyOqxb27fPDTBvPcK+Z2DC1JBppmiAzGlK4lnKoLgOTxz0oBQZP5DykxM4Y06hp\/qY8tE8zI3\/HGQ046Dz7j0cF3+GdC9T0E4l0aDQHxGBfKykb9Nifi7R9z13uEJHWG98iLcKSYDjRPXH+Ma4ZJBeCij26\/Vgy0Gqd3zMEoCzXV3+0CYpnb4bFQLG3qbbN+8VxJsgOzF2fKTEaT8J5jmTx52JOFrRqaprHyNTcoBnLa5wEVq+X\/RmC+qBv6EPRplWv79EjvzdX6Bt6A5w1ed2SniEcevHTjjTfyFEjcH43pK60bZMVWmI9+4fT0pePHprtuK892VtA4uetf8dOnv3SuwD7O05jr7zPnzk+31abb733zbdPxk1vTo19+ajp75vrpB77pzgqVmSqspcJyXnrt9MBDx6dve93d0xcerVXfWhlE\/PyZClM9fvyxMmi3K\/793HT\/o2enT33x8enVL7hpuvG6telc6Z+nT9f5NDhLoOh++vS56fhTpytDzoHpzhsLwmydLTpI+Jw5c76AfBmvRSPIixOnzvD7TddeX7pkbTp5+qycNVdKqNV7Kwp8DSiw6ByUiNQBb7i30aHZctaWQ11KggoaAKvFsgvIM2aZk6MAz4mnpsMnK7zmpltlEAydjtxtlyxE+yNzALufXiphUbY3ybxPuF58unblkRfnzyOV1kHkknc\/Gnyrx+BMOFvhNdc3RbfQ2qEtF\/T824W0vJXpqwyD9olOtcGwn0beFDfA7l5+jKKBzlD+KQQgswwxhNZICWYzpLzDbIX\/r4eiyDud1ZBWlL8I6KkOsok9kvK06h7BOsKUbGTQQEz8b6tUraRxOYDM5kZLeQTA5FJuuJrlhjdI04bFeVrD2DPhJW4OdRhYUm\/iICfwuXIqd69t+kwA5A17I6hSZL+WnGm8ACBh3tTz69x4CjrIWMAmY7SeGVDwjP6Pf9sKAermZnOU4SVi\/EDYdRW2XgorJ7Hm8K2kEaVHnuEw3Ussz3VHKCrX4Ivjbv6jDNB4C8h2jzH6R0Od3q6+oqPrMiC0giKALmXaVz9MBNIpPKONoKaTN9gnpz9lEMdT7Uwd+J7wHBUGwK++tTbUd4Bqedv1CX1jPOBZpEFFzxczXUQWZvNyCsHeBYbXcM+GK+c0ZgPzp4UvSThrfjfDcgTxlrmhgdoZw1VTUfs19D4Mk9An8fF8BnzlVZX87isHXSor1afmHsJqEIdNXifQFo3JOyD9oaNqjWlvMpqW\/deFM7qIn\/fJPjdHskHj1wrtAmisbn6\/s3Hn28VKLEPn5e4vct+VoezLePpZP4IxRSzsu9\/97ukbv\/Eb7bCYF\/v85z+faSmh0J9tnDxSOX7qwXPTe37\/yen\/ftfN5e32HgiwWM2FD3761PS\/Pg7HFg7U6+1AvZ++78mK2X+sDlKs1eq9ikWv2PT\/51f\/dLrx2s3KcrNVoSzr079\/7x\/yoMWz9f3222+eXveSGwrIH5gee\/Lc9JsfOTT9f\/77R4q31iuJxLHpo587MT30yJN10vva9OBTOPG9EriuH59Ob21UaMzDDO35+d\/6VDnU1qbP3X98uu16ybynzsIhpFXyszvr0+\/86aNlKOxMtxz7cjkBCuhv3V\/A\/qjCh2bo5FkP16qAFQW+YhTA\/E7mqmWVbHTPj\/WNpRscb0nlJE8NjHIt\/UL6BoQR05dkb4r09FPT5snjXRkDVDmU0j4TKc1MIwvHKO\/xGVS1aGjMTYN+P2ElvWB1dxmIzjWCrgEjz5+tZcHaZX9zeRIerdy58mDWXxwkA0BaFW0nFtmdiVoaTQ3ppbkmaQZBG5HlQmXpc8FUVq4jhTQ0Mq6wEQlRjBrOtGDooZs0toyhJ2dPE1RyjwOUtoF375vBI4mr+F\/BCzUsbc7mT3qW6z\/E2eIRxdzL88zUZMiqgXrp9fZpwUJBbrqBCrthT629QQQlqNOgkqAdoLkMkT0cHFS\/48Wkzw9gxiBaDNyqibMy5FKWGRsTipt3+Ay+u88BhoqlFyDn3AhoZWRPD4sADUhPVAwecnha5mCbAwZHyXEvvCQag97YcN4OHSI27qPIGQo3OMrHV4cXNcNoCaspJErLHgkpaekvWbl53\/1iuzM+5Ddn0SmacRPZdrzpvbJ4R5WPXwNHnhhkQWRI4yULGxwgphURbWrm\/ox6VXwkAwgfZdcxQBw9hpBb4NXwsoarcyvJBUIaHDfPtIgoNumzusm+ugo8wzGOscqxFY\/gubaBF10OmDajaEyU+UaHznnlxfM1BmsMYbYYcohpLjkh2qpE31SrQ9pgdOJaxp2Gt2kj49crJzYcaEzQQNVYhl4Kg5L8b3yChdyDtZmwUaXPIxmbg1QZfi57vk04TR1TWuOjcDX0cVFY2cgkhc1jGr6oj15QrqWJo8DL64vXNNz7yxrkRWtoyl2810lyRd\/igfvoRz\/KDa04wXH8xPDDX2x+G8f60hV6JAY5a3aikfb\/+9jJ6ekKsXnby45Od9ywWbnjd6dPPnB2+s0\/q1j2JxBOOhJMw31u9\/D0hSd0KjDDzDYPT09vH5qeOA7j8jCv3f80Ul1Kzjx28onpk5\/7Ega5ZPXmtLNxrHj2GOc2wmZ216+ZvlSeffTvYPUdET+R5ye2agW34vQfOQ3DuXhh\/ch0X2XTQbkIl4tcB8+f2qnMNwcPTA9XykzOo2rHZm22nQn\/SxNs9cSKAl8RCvQolWdXPIG8vIdSNHLwQBlJqXOzokGNZJuUOj0+fFdeIQG3+rddWWsquT3DF+B5w3\/Smk06ZiG1eXHr3R2ECgxewkhRigw2KiVIiLDcQcXquwAMFNYIyvW9l9iAtYFCSsx7LKHubRSQv75STD5UAqN7lSX98f84KINxH85NvmgIqMVqV5fzI6jWfV3p\/cqQ6kpanlL0u4vSRTNBKRTXGCfskgIypcobxzR960vc1FepJwWOfXqoAYr0s1KPGgOpX8Q63bvb2k7vrDIsaFVf8dTxBKuNAKQwjhTGoYPGDKDrN9\/FKbqoiTxp\/kt99RvGivKJo4H2erOBPUQnaS0zhvEEc7xsHIRHORJ1TaAvoS6qn\/s9wocZMtOFIMffOzDvHmy8n1D3BqQ8j5J9hqPt9mAQ2uZd1InfMFSwciHo2Dx0I0BMNhm2Rf83A\/pt8McvGEMoYDzrRqqOYR5RCSIowuNq0KyIchsM\/rteOZ773NYUoGHg2JtEQgWs4AH0TYadY\/jdPsS7630dQpc9GZRXMApsWDF7UJNHWk3J6dR7AMrDKoRCSwCiHefvMKGRJC21o0jfvMd9RUmrAdgkHGNRcqHvG1AITRNcilRAdzyB5DXXRuGscjLchyXLGOqGKPorcaN3nD0psof8p4kMvqFMRgpZtl1jBi8kTs7lp57X6k\/NoaKPwuQGGuN9h\/y0FRvQGnby2qFpDVlrLJYlo\/1vga86preQ0aaQGWrvEkllNH1BuTDclejtNOXvLlnHR9XH5W2aPTe8zncibv1uZGj62MhMoTR0dtaJkQhX\/j26+eGHHx506P7ynnHWGvBRnRWyXYkpNo\/eAo5tfQGvQ629\/7O704fuO82ED4g5P11gfnfv4HTwME7z3f9ZL7Bctt2MgJsLA6LjbkRgzA3pe8lgYIxNGxYYf9gKR9s5LeNA5nuF6w3nuCw\/SqeecRtmZpCN7CsfmdWbKwo8SwpYP2+derwSjNQBnKPzY0nRMOQRXnehT80fKM9FZS+P18FaP0N8mT721kBZYYMiwI6VCfLAoiEMw8H3M0+zcXubR2dgcmwEp2NkOxRw\/cNy7r5PBGu7IenZQbduNGXiiRsFMAOus8JVgjXHEvpI4SCf\/F6lCRSOtOSmEMfR805HuJS6Kjt+vPyV\/PdStRX\/+PrY3jyX+3NSXFhzIG0vDtir0EMTJ4pzQbN1majnAOSdPpSYdUHJ0WOOOG96KUUf5rNwxhOOfXSCLDwpoLq2VbvuEvsrsIoQBAEx400fcCPvakCvnt1pueg5DlwB0tBpw5\/eGYF5wDTBEv5r4F8b+Dg2AJc0Tvo6cfe295zleLZ5cwflRO91vYu\/4NxsCM6Gvq0K1lR4hgjZs+\/0YeEqQkJtMBcBwsAXuE6A6fCRihNtmW8YmdNj2GWg2POfMR2YhffapuHRqPSqG96u52NEZW4llWSKFLCrf6Xc13cV758ppDAJ8VkzLGjo2VAFMKQ3HqXlXAHVj6XwHQNxLprAfgNPMdOSjTQDp4SQkEdiDBoYEvhwbjkcDTKpwl0UZiQO4TjYU83XyEg6AMqTnM\/1w2fYIV2jkYF4977Hgg4MHowmXkJx4jf1nXmxswqh3C8cUwH6ODm0oTETIbJmD3G+rVw5TXaZzccTE3W3MsRfCXnqRhJ6J8OGJxST1ynM3F3sZSnDixmDbCgRTKtPyjqkyZYDvHbhjadXc\/h4fGbYbRBRLCGTVqJj9sktzkyMGyfp8NAoixZuzUta+LUgw4wj+0NjOxafHVvwFQDqF223b4IWi974y3nvos\/UfNs6\/fh0\/JP\/c7r2zjdqLBeEPUhxgkayxiqrYM+67hTQFbauLCqbq1bRqqAVBZ6DFMCkKj1w6qGP11x8rGTwxU91jSP0Qj2plSh4zxQLquVZSTPWAyWByVzfy3WP2cb5RmWBmFV4cfAsloitGbC0vnXi8enQudpFfvQaXpdiiuKS1z\/AliCsvLK7BQyOn9qZbqtctGuHqlNRDEF5atWsH9o0Za8XOyDtRGVnb1vqpiGC9yGYUCVBAIrUUl80SwPS1O\/YHV878a3EKWso2dQWbQq2HEL5JFqXVNE38bmn1+lHBx2UZKZJ72I3VtRveZIHTzuvdmDGp6pBWPrcJChshB8cV+qhFGt\/H7XvIiSldvYTzNo71wXsELfeyGXwwlEQ+IzCZt9MqjaUrpMHihVAoAeWAyLKjBtecfKlwhV8QFON0zbAHgEF+mUQ7lUkjoVY1GNsoI5wljK4FHOumGTFEbNkgdekjuSGXsctV2gRwhOUmaZ7rEAx+gkZshLwViWhP\/CWIu7ac0VTYkAHZt9Rhym8Bs9UGktkUaFn1H3kHNR4EdTbgEKbCJbJ6wKDAv4abzVNlTG0gsDU4NNKWR5YcYJW5PpqCCrMqad5jqkX67\/mfea0zaZTgfjR0B3bJL6FzJDsYPiNN4OahasZsDplnLA0nNJLupA5GqBVuQHKKpN9xlgwHarpQbKP3818uA96VhnwZGITLoA40zQSCAv0SnCamYxmIh+zWRU1KNZeaIf8TqGSd+u+VzW10RcrAaKV9imojYPQEGCqZ1RkQor6qa+eLi3cpGXB4Rh6znvcaQgVrydrVOYOx4BtVBYnVMYN0zZs0XdtpBY9uGEW7eEG+Hrv8FGtrnAO6dNWknwljvc+dn4QJXgCZKxJBU8TUU\/\/1VJdG\/9Go0ynCFdW7rLHa6x4mHskcwREb0v7NjyqDnlYxrJTFQ9CWXhh8f0lVTxXLkU2nH7oY9OpBz\/yXGnWqh0rCvyFowBWSA+s19pVdP4VUoBAPqfCCQcLDEBIQ0ExO039RjgrFLIdqBRp1Fn8GPDz1fKsn3p62j6LI6VvKqUr5dqEo98QdnbO5LoGpfrU+b3pocfPTM+7VcvCbMgoiwNmqhFIrQaP5\/lSOGcrHdaZc4jTq2VBx9JlUbvh7kE6o91JqYk9L4erqiO1A\/5QeRoB3LGTnsCs\/mLJj+B50BUCuloOp1cfytkGUFMqg35pnv\/ZIFkJGqixQIIM1TQCo0ZmkXpoie70\/5cmk1IdaC7LyU92bbeoe+CNnyo0ilCDoRDK0JKxinGnNgQoFp8QxMgYlOKGnSegnmwhbZPkEB6Bh+HNVngG+i\/+U2pTh28ldIKchf67\/RxD0YOZRjAkKkIwgNfkqQ+YEJDX2CL7iTCiGkxAg\/umFQAMeIOednrMVS8NQPwt3iBwsnc2mwk7wHaoGlI+BmAvDh9+EzBoJJKFpoVUaCR4T30yaOT6tzyzi2k0SQNGuzjcTXhLxkcOPUJ\/nXZyPsFE\/\/GfeNdlkr79PxEXWFqhNEkvCkOa4+3R0DwXcFSP9GzGhrGvaBsD5+1BrrSJOkDMRgDlUQ+XUgy3+Ktl0HDbm9FSbycOnRThvNA8U1liGvLrgTrIaeAVGVT25IMPkrXJgJk08bhpfC0bFyZV6AxnQA6dUhvAS5AhNtrY1r46xLmDawbLPJ3Vdbs6Gh8BZXlWk6AbMEwpibohqdBGh0Si\/ZhnPfORZATHqGiKjbttpQhjAkVTD7A\/G4drbtSYg3xuZ3h0lEjhj4yzWbnxNNuqgWmP5B320WKrkZRzxU\/41X11tAsLAyHhMWP32bse+\/0N2feUZEHE6Kw9qGRZw5aU8Ry4RABRqR9XnxUFVhT4+qGAQpTn0SsMIZOnz4rJgokeVQMAgHlkw5CytuytFwndpMMIvOjBgsAvEL996slSFHfba93BQT+GG0BRIF+xsfKt31871E9UCsSjdeRygBpj8uvfVqH0rQJO50vJn61+ALTDuxeQJYwXaS\/Pfz78SsVgaMJ+or36g5hytAApsBCacqg2nx0qJHeyKlrz0qMAjpVJ\/T1dBsTjT5+fDp0dwjBSvVElQKpWDlSXQIPi2OHg0l9cjIfXAAf0J8rDv3iEG6xyt5ZokyiZVMYne91NzyzoOVS1U974nfMF5tnOgFqBHx0UZD1IcKAP8BDykzNkmq01WHaWEQAprVwM4QRgxGrnOoA2vXwoyKkI6SUUCFQ4iIBwW5b3cGtsGSkuaDh4E9U4hQIou0n9ZFWOOSYPCCkQ5Lh\/zC1sSxXFt82m5HF4NwM45DEF2MFnDQfmEJhqPAid7D1vyGEIE5Hn3PMLhoznTgs9Mh1NUPadtCIQEx3Zb4NQ40kbXGpb4ptRv+alyUxSaFNY2swNtEkNacAXMN9S23luZT9CYtNRLoRKVlNmIBo04QGm4uPROB0NVvKb01qSnvUfNiuzlwbviQtvXno8R9bxqgRDcdTHxKbT2xHwjhZEdmHO8aRmgdkYb+IajzFo7njy9ClGm\/hRdbWPRN\/SD57fqjMn1mrsxFMSIrieU2D7yo284GiGMuBo1aNvLNfMy6pAC29yzfLo+2RZ9rkKooPD6WMto2OEhmiU98Vj2UQdmZvNxXiNzhPwX21kjHDmihHmhWXrIgFiaMwBeOSWnp6RzfKzyRc+0eV0e2EsYlEMLh+GobLUqBW\/OGYWx3PWsGV17LumcV19VhRYUWBFga8EBSCrECt\/7bXXNicO6mF+KQIFLusb+BjI4SCgDRw+Y5AWQJUQkiwHQBniQ0Be6aAO7J6fth9\/aNq5+xXTznrluTXSoJgzNqVab0oWyoARNhU+cWB69HQpnUpZ1YQ5gQ9riPamjFUqQnnUklMYOoWPxtMdLDwojJn8dSWpC22FZ\/8sgMF5vHxoOnbdZtEACh+FIB5a+wFO7WxMn36kjoueyrJAG1G3Cw8gCLiLgBdAVFYZxrLXP+QF36wLB4vWTHlZo3KwbiA+VXHYHCT2IFCylcuGS5EaR05bMHrorTR8yj2O0qA2mz5To89X2tCtyloDphjzBCt7jT2EzZOtsrhSg\/AWb9KbMS8boA2yQHT0tjOXu7yzBCHkLUE8eALHEJIe5qVBZSszngwlQYpJnxxqbiFvul8yuqRck388h0RlvJuB4mflvXRctkE+NuOSxFV2A1CcKwHVuKcVCTbPPJgc7Vx1AAg3gGePacwJqMUgwDWsAGETYtvk2FB6Xa\/7slsNnkBVnsCpOHB8smk0oBL7TjJvdeCVjSgf2MW0l56HiW3n2Di7UDNe2TcYEtpcjI6y\/x5LPEfvt1dQCEDrGYBhpVjs3Ms0nNyYI9BuXFsrK043Cb5ySBOnledVwn3wogwK8VRWPEQqGS7oV1al9D6u6z4+Wi3yyk3xZkKisjGaoobjLbCHw5629+ClVhvTLvG7Gc71zObA8CO8Q2ztFbxk8QjgZbkExpKPtEPtgclYaLOuVpSaQWWeikzW6oemFzNtmSEE2FG8eA8riaAIV5q4uVZ9yfyEwYP9CtiYuIX9AXi4AfneufC9qCHv\/ShDeBV9GviAKwwOY0q9GaGsDjdDIFWNsiwTbryXAvicHg7\/tLFqzg6aU10kRigMQ9p6GFmZ+gcxmj5faNxX11cUWFFgRYGrQQHowFtvvXV69atfTXkaBxBPdoXyYogNvKcGPgROXB4viVU5LKVstXw8xogqzlLeQXqaEd+JCh75XMXKv74OariFIGOnPNzUEXIsemMgBDlAXoCavKMAMx38W4ubClrilXLvYFlFUKBaYUmJC8yOHsvIaN6l0jRANGAgXDEgkFyv9sBDyEifrFzU1dKjlYQ\/ZGn5w9MOJ07bN3YAvjxnBf9ldaQOUxWALM\/m2jaBvjasIrRH8e6HK\/QHR14fqYMvNgvpE8gYYHZXozr7dKXaOrVlT7\/7sJSJhn7S4\/bEQ9NurabsIKyJ4ST2dgNwMQRGgEg0HldZsglWhmAP9yj64wA+e3vpAUVILp9B+EVTrQ0ZZVy1IuTxA1g0ALO95F9KOdhWWQi8FePMa\/aKc0MswTTq64Mmg7SobqCEfPYNYNtgEa914BywG3omXCT8mjAS1C88pncVydGRQlYB5BHsvJu2ItViTlLG+BLMFfNsEgyR+fkXXcBzWzgpl5vFNS45aCnjJRDYjQ1eJ+AynVmg6iGJDFhCN9STzaoc3zYCmnjZnEvPuVrB63pf9YzeerYH44OVCrcjgLwBevdRqznirdEbHo+2qspKSD3L+HqlOpVM0H158NVeszC\/Iz0qDX9mrlN7NC4A\/z12HuF\/eD2rFNn8G3mEsmIEWVy2OrtcEoimBLQRwhUvMT7vSTY54MzjJqHdw28kB\/EM6KJ5iRcjm5P9hsaf+8FxUu9JgDhw+D3XPRpujlZa69+2jTa2vTLWcLXA8zPYFmUPW7A7rTvZWUujf5PVAyo24UhjGtTtlQ64cy3TaXwmdWWutz6nOaPQGcoe30uHlv3NK2PdECNtPiyUufq5osCKAisKXCUKAKcji9VTTz01K9Enuzp0Bp5VKxdK9hLWmyWwkJ0FccjKawxlmo2ePeQhmUzofYOQO\/HYtFVHK2\/fcHPlhIXnrv4xhKaDaz4nXSvdYowF6R2FIKCh8IumZC24O5Cn6utKwuAkSiug3pCdJQUM5TsBfQNUKm+mH6il6hrok\/obGuiWUaduB1u6Nm9jv1LXkxGOITgKGULKrzrzgkRh\/D2BFIBqhfzU88cq3dchgHp488uTr7R8lTDo7Pnp3odrf0Kdgsf4fjlGg2YW2InmBDo27dTJfLuV\/\/8AT\/2Uh7JnGbHiN3BEt5MmMKsxGUMBSQA7p4\/EEHvFhgZc3cASfTbGRh+GRus45r4qUKyuxmAbvEeCdXUZsENe8WZVZIhBGsIxiw3Bj3sto07hKQTJdYHx+M37mzhuhYpxChhAgUw8JMp5incKLOKjtKswytI2c53bThZ3HRoGpT4UcBOPyPveDSP0U+Zqs28EjkETeE7bhkyypAwrAzPmJDcj63K84SqLbWW5PcYuHnn5UcWZ+BsDjO3m2Gtcyv+\/YNBpbqafKl+yYbs2UMcITFxfQvl6uFbvK+seAB6BNL3iArEKh2otYtm4IMN4oGFYnpuiRXfFnTfhIf5yn1p6zHpP+eg7KGd7fLjYuCopuosvEDJDAwr8h30RMSLZF7Uh+fab1zwbkNMqNy2x75SCbKPCtpBARmJI481VE6+IoL0wgMbxdsfF42WkkkYQJTAW6gvDobjXg92l0RKjqmX6ycqBHtG+mQLyeUmyRTIG\/ySj8ZzanKxDGbU+G11gk7IuxAaJDGYJ5eZ5cjvzpgUb6+EnwkQT19ci1NtbF\/+SOtSZXm6rG+0cpNbFNtBeZpUXewzjdO7cuZnzbHwetMHprmPmratQ7aqIFQVWFHgOUgDz\/ezZs3W68elZ6yppQ0CygALlYQmPLO3zgAUrE3mOJCOhqADIcCiSPJsSbsyiURJ2bbfSDT5+37R9\/tXT9nptjqqy16FUEYfJZXVJSoQk6P0oWGVIgJCeQ98FYL2PyAEhei9gRmUICEuL5cURQhIJNACRTCGj17EZA9Q3KcSlAyx6Sbo1C0VaN+la4CQpzCvN8+eXUuparV7wCf4fEYCUMGgO71gtkNRZGdPeSbjilHUCwAxA6uwW\/iltHJokgN814KiP0gpQbqdShq7X3oSDhw7RCGAL3K94DOEllndPmy0CghOPzTSCBloENwx\/sEfQAFrAp+rDgVOso49D9wvGMFG\/aRzG6xhakSwGOr7GMSCvgj9FugZyTUf2v43X4JGu9iozk8H5wEO8aP4gcLcXGXHrWY3a9GmCflCAiGBOoI40RB2eTwxja+ErAoOshiFDAKVIBaoYfB04JSMIhi9DchAzz1Ak8QrKp8e4PgmrCJiJh95k2veHZRAsw5st4LjutCPN4CU7qB+bQJS11CKvtVbkRhDPfgDUog8AjARj7h\/413sLDqCMAC62u4fWCJAKeIamCG\/JilyjC++OPNlDX8AAOZtAIXgClxr\/Ph8TUoKqkOGobaqNvCDYF6\/GoCGdvUrAeyAJDTJUUU9hAzz6YD5sJwUPcgZhKy3+nsYkJZfZTbOhtyV3FNefcR5XR0N3Ghs27DPf3XyPffrSVxc0r8FIeoThWjDmsRpJfqh6YWzWBsmpNrtmfDoz6UXxixwe9CIsfroo6uh\/fMbzaxDUo4iwUpDuEKFGmT4W5PujwMs7bmmnaC+ulZD3xvY2XlxSz\/6ePusrGBOknnzVq17FmNjotBQcpX7vvfdOJ0+enPH0s658VcCKAisKPCcpQLw16C80cmNROAQw4qYAmjZnMjNIoDX1gBRiX2a2xIOwg9IEiHnigWnr+MPT+ee9cFrHZi96kgzcrYwCcBqcMzCZicoG9gTWO\/QbvxnIC9UI3PKrveUxHIZNdbNRGgCF3h1ReOpRn\/elHrvAcI86IK2Wx2v5p9tDXpEY9CCMi0JEetf0wHeBMIxDgcoC82u1+nEQYJrGkmNf6cUVWdRNe+bYDIPNOmlv4\/yp6cDBQ8xUpFAOuNW7x1shDgJNepUmG8FpvJvr1caMaZqa9xTqr0agncltbmwl8IfwkMKjBLweg5YJht7BeBXRNy1lZCMky3WsVIwEeh1b+JYAjoyuAA+NDNnW7RvB5QgoshGQm5fRj\/JmYhN45oDAe4xhgGIXbJ5ssfIN+KoviiH3f6ZBDjSiIeNllQbQE0Pv8QcNYmzh1MKEbIRW+QtgPfaNY4Z+e2Ny4pXFXwKiAesJHZKB71SVnlvYxBlwHqOFYC7cBTDPcDGcyZCDm8wnnnfwAAu4ip5xJLR5Y0NIqUP7\/Gl9JW6EE8DGI2eweHdMrWiW74Y+jQxPDAJgOCG0VyOGJQ0M4kXJBM47hoZh\/PoqxlqtZLFpmHdcNQEIzqZkvRi5qXI0\/plTPYZeUkL7CLzi483ibL\/HhWlcvUIUYyYrBqFQW50xK2b8kxUqK7DYt0IywDitupANjKFJPMVTYJnG58aRaf1gbXbNDKLQwg\/xTMQmDELojR7NlPkmQ7t9CMR9wUBZbfY1y+0mNC2\/oooWFIJei4BNPUtlth8ahXEGL0yCv2NZY3npQCNPlylD7674awzht7zlLdOP\/MiPTEePHt3nlY9u++Vf\/uXp137t1\/YB\/SuufPXiigIrCjznKNCw7JKWbZw\/f17AqhQYFV5910l\/Uqbw7EKWJhYZvxEv2TM4CFcyTWVVQLBev3eRMQLhNX\/+x9OBYzdN6+VR0OEoVvBWgspYo5Rncy8PyjEYpzwNQLKMJ6YegL0xttDAoCfGTg8KJGql6YsR4FMfDcplrnmq4qEgKyLqnmZwoI2iw6hXpBcEMPgZ0lryXsAC781HSyBfgHxRTwlXyuhi3up6WKDAENWKn0ACCntmIACU1Hg\/+XBt7q2QHDZEqUepTNBihyygT0oX2cNl1p2GUUyWMBFvngZfeHOgQln6Mj4BSG0ywH2s7BAMN\/vAPSR4EMDlCcPYOOCPSK1VIX0XQOinUDoGH8DQBy7hKeQNH8EMXm7e5PCb+4kwH4WKDYCrgQyBjeCKFqtf9xOq0oxkMoHamro5TziYBo\/1G3NIfFDzAaAwg12PqY26fwB7Tip8gyTFb4xvQkc49o5HB01ZHlY1Ekvd+YpNaKsEzm4Dergd8Ma2fTPEW23WaI5jZDh3tRk0YUYBmgGXMgc092F84V+yraDIlgvffUG4R4wXbOxVLnuxcwPYxnqjI4J7fXASGh8VrRjLHULhumlDOpJhRB9cz\/PMtFP1Zq9H\/tKrjnHCBmKHu6kuhZplc23qZPlYxXL4y7gxOB3iKoHrJ5+yPNAKvDL3aItmuNcNUspN1A8+4hzMRnLxYTYWm1wyPDyOqKdtlg1fQybZiA9vRbQxPPLgUW52VRhW5FjnjdDDQZiW0OHRfrdxIXk3v8L\/XcZZKBrsR\/LpeZk7FrIpmpaE2hYe6LI0FQ0SdDEffLMQWMHyz6JQp0y2rL3AK1d6+XnPex6NtRMnTuxLOYcykcECm9+wGgddvuipu9J6V++tKLCiwHOHAlu1TxUYAPN80fmOVm7omGQD8NpQmSV+esaY8cKAkIobeYcTH424eW1+zYclGQxJrpaEe+DPpp1rb57WX\/m2BuRxJ2nXFDOPfzlIpyuFHh4jyWnMbKXra648GFqAtzdqbsV0pdFEeZQahbYABwHvkNmgpcZreiuecQt7g8oZwrain6seNzaai0vZXVuwR4OuiTKi4h30Ve+TjSLqLoUvIIYem\/Z2YSBR8RsdUytL4UQBZ\/Pj9tk6vOv4gx5rAYV8COa5ydDZSjzG+iPAqDO11HBsyKQyAcCr\/5o33M8HSGRTKF4m8IVXH69xnJVLXt5L\/d414EwubrS9GQAebxiiyBFPIxTWTbWbnt6AhQHoKIZXGyLhTZZXXfNAm1MDeOR9n3lSTVP1Wc8jzKZhIRhT9S99SPw0aY\/y6y1eI00SAxR6itbkRo87Q3DMXKpTB\/aoX85+w3g0t9W0i4HMAg3ExwPFwgdceYGh4EGXJ7jw2gF59\/tMy6ZMgySGO6GhYk6NqeWJVz2SuYSg3vsu2O4h\/AS8mwwx6njvO1ckuAekjwH367g\/AVsJQcG4txUXdtvg0AYhx5mGHSpRh+PVp6Hh1Y\/QNmlNKc18mBOHZQnIIzd4TFgv\/mcQn3MUNN6SNNnrkKUbbO5MCE9kneSZ2ilg3nmjxZ\/XMxh+rtr507rX8OUoE1VW6KQVLTae\/zAfMC8wd2MgcF6g7DrVddrQgX0JMUNv+PoM+Q5AX1T2wPb2t8bm\/tDZ1toldM57DajPC7IVQAYxrWcun+FpjdF+wD4YAsvuj0J96fuLDbqy36R\/8esf\/\/EfT5\/\/\/OcJ2tveoeobYmXvuOMO8cbCUvuV1bh6a0WBFQWeaxSATjl16tT02GOPTceOHWtYa2yn0k9CzJYk50Y5p\/MLiCS4sYzf2obUUtwuYy6j+asAeIEZDmDgJRxcb+5UKsp7PzSdPnbLNN3zMirzQ7sbFWdbYN7HfysVnP6lPSPApRpownOUor7h9\/BQwjwXnhr6PHqA5p4kqqKmONwWYehQSX9HsN3AgMqKAhdN5yzRgPmoOVpxiL3uWlvtkIIUmBKcmmudeCoxSAgJ0GCRBvV\/gqoNtsdMme2FwGFOW08+Mk1PPqjj26sI5tbGQTUGkgJWAmqhUbyraBXqw514olkG03WKnm1cm0de4Bz3Yji2YGKMITyC8F6j\/9kQiOerXPAXyu2bVA2OWRHRjHrMupQ7mwCLh1th9aFAIFaZbCTAk05PuUk7wo\/Ry8p1AYBdv6f+y0MrQ2TDXnPFhcsL7i3bpmOOuMeoyLurTYfk7\/qPud3jeScr4EA27UXIO5kreC3AeBfGG+avVzaYIjHtqnJYJuioikh3vs9y3X5fTKYXPMfUlUhd2OancomDnvKsY3zFZS0sBN89hq6uGQMtm5BBfU53pQcb4UIOOWKWq8TLVx3y9ueE2uob+2O+avNPdKQ5gtRQnmN4j\/xEsKpx4T3Et3Oz6LDSB4mFtvhsgxxwxYUR8JM3vShG0dOR\/VVYEMs2vbX52ZLDq41zIJ6sL9lzwaSnVUitJKGFA391YwrXxVdZHcgqSOZMDOXEUZL\/aVSpveQlTpPMC4whwpVkyFKGxjCvNtAortcz3rsF5MHrXU7OJVITn6Z\/M4giC9g3NUdtsmthuNblrR6J3OzvtOFt\/ZKg0fxnsSwvc6t\/H2q+AIhPkRbeadcoyyOK1bhUMyv6avzAGMHhhTGAIr\/77rv7oXHFA\/HSAeCPKy1Xo+5VGSsKrCjw3KBAHLdPPvnk9PTTTy9t1IZX9ynyBNMWxB+Vn4B6FDRCZKizLORQEcIesgwvrKPDm7Bxcjrz5HT+z36TBw5t3\/WSabsEz+FSrJsF6KOwAoqogmeSnhe6DLegHj3twiDxHBqlLMjXVsJi2S65g808GVAvigikmz4BEVYUlx5uUxXKrB7uXjVrAuggFqI6U0+nA5S9a+HS+pwewy9C\/\/4vCi3tzvK7FBv+26nTtXa+9Ok6xOskwS8awJR18CgzzWBAfGtkUxqzQ5jY\/LnWE3DqoEReIwGFdkAUm6KwjuSQT8x5K8+8xo2lKNPARBtPBUQFTMF4BTQJkuWlwkbL2F46rTahNaI1Ped8X5qaewnYF73HD+qsspHiMeBXudS1lyHGW5s58Po6VE1gsIDk6ImNAWAgTPzk+P+N2tyG+gCiAT7llRMAZT0ZI4NNcBT6kZjnMW88va7YVxEA6z6qUzKSwIxcDeFvbSwmr7tOGlTmOaaVNUnEg5q\/TA2ZdIoeR3YHtDQY5MoB6oCFWX\/bvgLIDqS+RZ7SEJxzwOPhdjElpb3qKliGYGtPBhkswHolE0YAn3AYzUGdahqSZE4lnzxXZTA\/bABE3gTo09MOyG3+ZkpVGB9ZpSBazv4DhQqR\/3B4GI0HzY3F1UM4NzQaPUwt40fIizFFCCSnm5nV+JUrVxjPYk2s93SZom9c3eCcybtxoCieP+GSlB8eNxRGz32VuYaNroeu0UEYkLfmlZA+fKW25f\/MMOa5Pqko7WayXVOt0yVjckHPe4pm90ak3VvS5mYXkuFgN2X\/e2OLTbgUaB61bODE7Wy7771ncSF9\/8QnPjG97GUvm2644YbptttuI30effTR6YEHHphuvvlmOjz+\/M\/\/nGE1+\/Tms6h\/9eqKAisKPLcokBW6Za3aOFRZSuTNweE68rAJMIyysbyFG4couE9XekNIaVgA6\/TG6VltPJSiwG+ekllfELqzVx6cvROPTtsf+7Xp9OOVxebFr5+2brqtDj7aqlzp68qwYvCVjXRorABVRP8Q88jLvYEUxQ1lW6Q3De1uN4HbJfoo+JZ9T4YMtcPGS+uywET0xzJ1MCMhixBYGo0G\/Y57bwDy9Wz6z96m2Ub0LTd5U2IGZqSFNTuVuVrWPb\/JjlFe7bqOFKHI+U9PM7sUr6X6TBBbtxheU2\/sMu2iwLOW29VL1AJPMP6iNwAkbd+DxyJx0coJrrh4pcbT0j73S4z1E7z6g\/qFJ1S\/wbBCtADiC\/jCkwuPOwCpkIQACYAxU+sBjDCPIO+l7E3HnRHI+jwF1KLYasMhGAgDT9L44GZAtElgvYUh0GDRWDNEy\/wpj61DTOo+wsr0XMKfsFlTbSf9avFrrcLd8BspYNGUhP7khNDEs3uQ+9i73crCkjYQdXrKom3qG8AfNikr1MLArfrVs9Fgj8JgTGZMzFc0NMoDTXA+8JuAmtpM\/jAP4ccu01+Kf5j9vpHJ8sRyiHPFgDfGDL28RuviQ21OjXGAtvSQGM07fjicTqHJsMGhI2538vi30D96qr1\/IPOdiwKZR+LHLj\/SEcmHGDrM7oU2e\/6zD+ERUI20I2e77eK\/8Hloq3pgaKm\/kSnNWLO8pCHF++h0n\/80BEwPloHSLNvIpjB+2F9lMAJL0PuPe3W434HD12jlYBS4HGdXTJJ6zkRuGfB2eZYn9Jf\/Mkb1Q4ZrXeNG25SXweqyMLzWPPZk725YN+dHihmHexH4k\/jul6sKbVt3+f4SSd8uRR7OKrriH+DBz372s9MnP\/nJ6Vu\/9Vs5Nl\/60pcI2rH5FYbo+973PoL5hNaMhuEVV7x6cUWBFQWekxS4UAhdxc5j6Q7AAzG3lsfcQCWBSWUCj10Jq82Dm0w9d75SHCIokwqUy+BYWpY0kzcP1\/Qbec6lCDdL4Jydpvv+eNp++pHp1F3fMJ296c5p49rrpkNHjjKInxkmoDwaqBdMXOppiOCfa2O1wuBTIyH1KLDZlUC8QVIuAc3DXyj8gDiCCQEMeNSsp7pMHzVUG\/7U6wt8f1SAY78cN+t2MAXgwEaLQJ+3EtYkqqt\/pIUUGcEhgTADnNx7bUomCK3nzlVGoe1P\/m6tmDxVvxlVrvcNLGWUGZAazMTwWNvM6aM9RCRpDNUWAXMBJ6cixAiEP5yaMAfORAXSg10bM9lFtrWPIk\/ERRy8s+TkGcX7uvVN92PMzI9DmkdsFN1Gu0xfeorBe6C5vyu7jHgn\/IQXkgFnBq5IS4VWNA8i6F5zYLsyNSmcxEAV88lAjqfFZrxMb4JHPOu+8ORNA1Y8mpzqAWICtOIr9B77CNZqXrbVKbNqVg1ipCvEQ7Rlu2GUO7sP5yquwaCwsRTjM6BalHE4DYAXjRgDafBbW3EQKJWhJloipab4UwMAFoP8WVuLweF9OsFU7J9DyAbAjPp2tuoANfBCxdAToGLcYCgZZJM+mcP1LtcNGgBuU1qrNBwje7HJ9uafgQ\/xFMv2yoBFgvik1SM+8VSaxdyzvwbn8a4kvEchTZCpmLdeucK+oQKzOB23wViE1tC7D94Y+6r5hhEd50fAaOZHUmbKOoJDRvJZ4yEaop\/8W32CXEZ5O0gnvFZAHqe6evJYOosZzNeeVuYQ3PAGdzWN\/\/i4xz500nuYNxQc3GwcuRZiZoxE60YRy71edspUM\/tq20yo9oZ2FZEy3b\/m0FIx+b+BcYZCBjk1Fn01vmc\/DDzxv\/qrv0oP\/dvf\/nZ65ZFjfhzvq1HfqowVBVYUeO5RYNRni63TUYUBWIxH7gAMeEICXRsRD5VQR3q7M2fPTWfqACFoYZ7kihIQJ+p4Wf02oLCCk3dzk7Wtn3xoOnBvHT700PXT+cM3FqC\/a1q74Y5p\/fDRSm12qAwGHHAhYC+vrhQr\/zZ8HGlrNNJAbPSKlr2lHrrfeFTsVJwG9yES7xsABOTwt+uNl9EFk3zyCC1qhkHwDw8HQArU6xMdEW9b1FRrK09YHVTX8G4vwaFFBkzd3ajMM1S09ZfAub5tnTkxbX3mD6cDx+8v3IAsInUdJ\/jWp3v61Di2j+Np1QhlbBARPBqgplSKAlDxZApYyYPJjEeO0yWpq+h4bHEPtIT3F+AaNGWoCLzpDlWhwWdDT4fhYJVAqyWkpRsUoBB+3oMB5odyIBGeJ\/\/WdQJZg1nxnDdyO4Ya7SJQxDtOe0laGbQHnDQwWPcYlsEz7TNKBqmgEXaNo73gLfyHa\/CsITTCJ5NmmOONZUncMKr4dHn4u6Gl\/qs8enjj5cU8dZx2WoMTYjOVWjpJrlZU\/V4pSV+yMZhjzPa5fDp7Ox8nLCXv0VhwHHqbXwD2M889jEsY\/gL1ojHmJYSP57LHQOXGUNXKxm4dApbxGwFmaBc5JF7Uqg0+ijMXAyb+PuFN8erK9ADYnWfCgZjbpXc9W5AtlwzosfqTQ6LEN5gP3buOXtG4RfgUV7G6oRJ53PY1FJscqKUZlIG9Akppmfh2hTNynGuVALysvnUDJgdGRZaoXHGBDtgSz6SN4qk+FgSJGLPzNUZ1orQy1ohv7RrZ52gR3RLCRqYlHfs86DJllIPtATJy3ut\/2ep23RIxE7+9nLrkxOBnFJ6zSvxjwTDg1W6lLXtj4Rop4n7ONcFlvHzRRzJvMC733Xcf4+K\/+MUvTi9\/+ct5EFSM5mdbz+r9FQVWFHjuUiCrs8wyueRTeeTtCSqFsI2TMR3ygBhgeeqhKAXweFBMPXf4EATIgfLMV3YDKJFSNgihSbaTHGqjdHlWGvSYRWGUlwfg9MwTdajRY9POw5+Zzm3Whp2jN0wHjl4\/rR09Nq0dvnZaq3zFa2U4rEGBVXwmNyl6qTiKQfJWXjIFqKJK\/EZsr5S8ML5DhhBfyrKqDyi3\/h5gHeXphQJEG618Ez4ixSZhndAh0sOb35qiiq6yUSGiiQRtGdievrHMjstlrAQetZUIGxbxjI7j2J4JSFVlrlf01y3RBrhyu3LGb3\/hY9NUdCcwIMmk4AkKrIu46Y9lZTk+mS4cRlPPxrPY3uEYFwXtlUx8N8FSARCF0vTlBLU\/Y6Rl\/M3y9gPIJ1Rlt3LZx+Mao47pUgu4KItSYo67ElWaze5pPoA0l4V22FcAwqpWKS0V541\/MjDqCWzw5DhllUPv8FN\/sxFzGF4aHAlPinE4W+b2mJDGBLcKZWHKVx8ehLK362TdAD15OXtoRFYe5EE2ECeeVDtTHzkV9OdKBMJiFL6m5huexoAQKlNfDZiZuQWP2+iCgZFPKAxyhM04NpzfXslAWSh\/IdwoKwngfW7IDZ9lBQLzzB5rglaPCenNeW6jhcC3g1WNR8JY1NIYSDJmTJ8WwWSPs+tthhQ7pfAqkAXiDxHrAbY8OZjhKJZrpKE+2oCt9+OpjvEn5KvntCKgsDJsHOa7NCrsZccqp+Pys4GVBo4NsazahHicPQbelIQsP955tVPDK2Aro0EGpea+BhKhkdxYic229SzK2MBqALIr+X3ISpzqmj6Lxv5EiKEtZimNQ\/8RA82i1Df5VOMFfE90v0fSFfS5rQviPonT3IuwJbP0MscGhWszn9mBsWwbiwH3Q9GtSPbRITxpy740liHMs\/8L\/jh+\/Dgz1Lz+9a\/nGOOIdqSkbPL\/2VezKmFFgRUFnqMUwDw\/c+ZMy1a32MyNc\/CslyAbl8ObtxUeHp4gKUVPIV9CBCD\/UHkDEN+O2F2ogzPlsTlfS90CE94YK9SkOoVHqCCkWgVGENIBD+Tauadrw+WT0\/Q4FFPtyAfAqY2yAttYWi6FSu+Qso9AuSh6Bx5EC256dKH0qnRmkhBYon5F3QA2AClrBdw3y+tf\/w4cKg9TGRHToTpwY\/PotHfk2rpWh56U52mtNh5iZQAKD8CSCpXKv4OICNJlIHtUONEVHZyjGMWgykDwX30RGLDCWAT0AnhNhS6MaQd0BGekkDPB1Gbj6ZF7pwMPfJJZaugZtTInaBY1XZ5ASTa7KfREXrYdb\/qced09zkjDGADWwWX1bwDM1NsjInSNAvFF8wLybIXHM6EPAhjwWhcPOhyGHOB+gp7yFgPE6zpXF7gaZKVPj7KBHp41ANb4IaxHYEsGSj+dNERu42z6gxtkLcNAARiuOhlLjU7CMDSGo0dVe0HghWWmGQL5Hu\/PtnKeqX3ibs0UkssgF1+RIrCFeIBbTM\/0h2ANoWr1LAAa+Jilsb8d\/AgQo5EGwvUUvcQB8TbwMv4ZuISvYD5hoztW6tg3GwNtgA1sueGXXK0x4ibjIfUtjMbQduRtrZQohK\/tsYAMqXryvsWTAKS90TzgyP31hNIKHzaboi02JHSqa881zzlA1vfGUGwWhqHEcJoePiTDUv1pRnqNN9+jAam9BgKaKm9rp8JTnJFHUlKrO6AdN0977vE7ebf4r0KOcFmHWsXLLf7SXhOtsrHNNmiTwlL7VAbvvMcioVUtw1jmkOtEuxASSeOPK1PiVQJ5OD6axCGjWk5ZZuFeQ+pkOY+6wW+VJ45Wb\/W6y3FftLN\/EaS3SocvoaIkl+RVU1ch52yM2DyMmGUrDRv3KOOYaywdMsLgX9c9nhbocOakrGUtvBrXIBOxoRWhNC1EqsYa3vn8vhr1rMpYUWBFgeceBYi5nJHuQrhvA55EyV4km5fCb4oRSoDhNQIlUYAJvZCS2JsOwoNaymfnoDyAULAA+AAkLR84lBGFYhf4iq0X0ACYyG8aFqU0Kxp\/WsNx7gQVUFZ4XrCGcbz0bInwErj0zWtZuw6GSZxnDtKJFwzyHl1KTD699fQ81b8C+Xu1sXe7PE\/Y3LUL5bV+iPmTAfwBSJGJB0eVJ9tHMHUgeJan0S56N7kcDrAkY6RQqAwShEgA4BKs6NpoUMX7H++i8ZYVp+Jo2ye6jBcEYAnkt89Pu2froKenH5vWvvzFafOJ+6a986dJYQx0DC+23YaFMpCodMR0C5AKnLB0AkRsMhX4o20DEEuaigphPHzXexp5ZjaC588bY6VEVQ7jcbHxGeOYDaB8CwDN4Kbe2wKPAczbqBqNqAZA2VDRR60G2TdwaOyg6XW9ebIJMmRlEMwS8MmDynIMpNIWXvRkIR0Y0646CbAMEmIACeDgFQH\/MYMOaZ\/yh5UsrTbI48u2uj+cZ15xEu+zIy2cJnNNIFWHuoklbOh57LXqEQ9uwFUHp83eYv8NxDEDh\/GhwURDACeNoh0a0xgmAZycvzBcYBBiJgcEUr64XSjL9OMc9UmuDKNhFiUBtrF+XFIqThg0ApbMIsMNyubbRr8YM441N9AN4Oambhi4HkfUR5oFMGPmJEymGkjeA79ClrmsGGzhLRQVfg4opNwjvQS2DS811vZ6yBjwKbOcm\/NsPz1MRnNLaTMd9kQaKtyR5UDGjQYcfkBGo68o12mFk6WHc6ue0UqTphLkIlZINV+74cFG82rcM8bQQeue++R9Y\/a8E54Wd\/vjH9EVy8D2+HhkS6xZ8ixpKu5dLKcD9t7ueXldsubZsaz2rGWkev6V+0SRnz59elbJaKR95WpflbyiwIoCzyUKCJsgAQ3RDD\/tGxQ6wDcENjwAiUOGkMqLPVRA1+gh5cEhWoJF9g8q2SqYAMTaMWBBntoc0qONl8k3ToELpejQFvyGAmoxz6gLSqeuJ6aaMaa8hnJ0cBGUDrycmwcLEFKxVshQtVXHjUuhEdgDJQDM0AMuv9pGxQjtbZ+rE05PssxE6zAcBMoY3kd4DtE\/4VsBhXhVcSeAgcqv+mOPojJroM+oE+EUlS0I6dyQl7lWA5DWba9CiRDmQ89XGREA+QT9XonACgXAfqyypFkEzQ8gSBZGD8BShWfsbVU\/Tj01HXjq4Wn9ROWJP3eqGl2hUKSpNnfKOwyAZIVOcCXQTDUNYEmdKK9eTtiUtxcnjCnzCD4NhLb+dw8vwQWRgMGdn89YkooAifSCI1Vjz\/ktrzqIL8NEYRYJ9SFcZP3hzQBfXnS7yUsBycM1tWvIdoJXUN8Axok1YYgFqNF4EE3S7wa2TTO2B2tNmAJ8OMawQ4tcVrz56TeeFR07LEjdqQt32DyybzZfZq4JYBnWd2OOMd4CNjlpN+1XX2n+csUg\/Jvn6fHjvATvexMn+68NmOAdZgriSofGsHuXK12nxz1zBvH3YC4A2ITPEIgbPONx8DLe40mt2MVT5cqDbrqAdxlD7zrZYwHqtrnYc7PLLIF7jYW8\/wppQUidDj5S+lOH46FvXpUIf2klQUbRyHMcG9yj80Dl4RnwLVdOhKAzVRr\/UDySvxUnn83lzPuu6cIx6xJK7Q+9dMiUCubqC+a25yPmibIReZ+R53JWNTi\/4XFnVk+1D+3YqnS0XPXygWWUgf6slXODA9I+DakP1\/zV9HdnxVcDWo9caR3Cg+DnjHGDxnMjZ7GiRaDd74fgnDGNddpBf2zL0LnW7Dg3wmtsmJ9NB1S21JtopztDB\/dT5FldWYH2Z0W+1csrCvwfQQHoQYTYIcwGeeUB5rEZvo5l6sIMSgGgVwpOyjvAQQonsc0SWFF6awUMAf4DtACwId2SRq\/HxkrNZPk9ZaZcbnB1aEmrC2CbypWi02ECArMB9rgPI4SAA0qeystAC54o15mDZhjrSlAjECcPqZTh3p48zQT+9Rd0wOFIyqmua9RJaBACzqmfAEAFOAjESBx58bCBoErWOgLAg72KBAVU9t7gCW8aNxVjdWCj9GuBbJTbVgoKONurv1GA4SC8yz5Qi4fEMOREb2Gl4gANkvLgQKGrOXCXG2jJ848PGCOGCtc0CMRMX74k7yf2T0SZxMiD\/y1x1el7gFOAfdRlPMEdWMl4wkd7J0S3eBkD\/APkpeDlHQ2QCo\/EIx8gOcvqwsEiYurQwOOEurkvBGVmzAz0sbEXKRnxIXzF+64Yz6Z\/bJ\/\/yTvbjQq1F15ilUOeJAjFDz2HSZixyGZbVQfeqnftMRWdeoYR8NQeQtIIflg8n0\/s85gpBmASvRhBbeuzmqLVKwNajTPXRcTT3mAsugbUqI0wMjm2bjMPdcL7RDcaV8XpZ1VBPJaYbxSnuGxZPU1WOJSFm5T9fFJ50lvM+Y8QIDVJXn5Bs\/BaaC48TN+6QZe916wbG0UlN\/iM6U6+JriV7BkPrWP5mLeWVZQJlJl9z4Vkk8oQXxjk+Tf5Bk3HxtiiYTYfs06ga\/MhV8NIAhjgaHDxLBwOLpN9Mi+hzoRQyUCpW55bAZnNzMM77ndkE2TcuQrXQIjkpk\/5Rr+5UgqjqpwOO\/TE52NAa94Of2d+ms1Fc3e\/3RseIm08Pl0bqY4YaI3FJXB9U1c9ez3+nmtNuuRhsy4bBceHr9NOndca3SF28Zx26eJscZp6X9\/QfHe2jfNApdXXFQVWFFhR4GpQAHjt1ltvnd71rndNP\/uzPzvdf\/\/90z333AMHc4U5QDsEow+gQMvBigUFwE3MsPSivBzNEyttSnAqICzvPoEie9A3SsYzJq8GAET3frUMGnWRABOHtoQCAVIA91QO8hQnq0Y8UABEiwDzILzQgCbw+PofPfXMz634ZWyyFEAAcLWnUcishQihLdwAZkMATZOyE6ALEEn8acJ7ZmBzUGyb3tTXUQg8uRVSVOUBmNMLXnVxI651GFKAMm1cgAmVtbKuyLtoLxuNAsQFK4Qp45YwgPzW2FA3NXoSsgFstLhVG0kYF2\/Sa96zAQDxPQBKGwMcO9M7NCAgVeUGkAjp6rH1eB5tDHAlcxIY9dWYhISRswx0aIAyHrzHBsfg6x5fK38rb7ZpBOIEnfKo4l21GZ5haHz5rsNbWpGqMcqKBsaK46T3MHLKNqKxwUenr4ajNekyHgH0zYuNNg4YI0aNoIvqEQAHYFO6wFzbAR+YZmZhzULPnVYwfnssAlCVmUZlZm5kg63ec\/887g34iIUqLaTSbgbosF+QDQZXIygLD7NtBGk9fCT8SZ5iEcNBSHi6hM0u8ryjn+mrQ3cST8VQK27ET2jYEDZU7U9qv6zyZewSQx\/+Gg3VGG9l4zcjLG2FJ5zygXzjeelQGfQDIUhc7UsID8dMDpSAQPGzssXomlYLDmw7vNGbZXGPoUeWtzt18vb2eoVI2ihrfMg5LF6zvaIwSczLYeM5+dOrnNgcDqLjeRhM6NPOwVo5HAE42q5SW38FyOdwlnVi7vJpSyKztu7ZkHI7mbPI9Yha4qRRhrHaLjT5a4Tjo4NKz\/oBllvtzZkALdl8HumlhK8bj3KuzEF\/\/4UOpa2txtWXFQVWFFhR4KpRAB54HBL3whe+cPr+7\/\/+6U\/+5E+mt73tbfDMI0ewhGm8nQo3kJdEYEoiVPmR8RyArr1wuEIgBAUCL6E2LDaPuZW9QH33fgC4JWMIHf0QkrNUdRDm9oIadDWvoVcGZEjA0YysHJXlhADJS9EGMgTuBJ4VboNNlAY7Sg9XoNRKF\/cI5BH6Uv9tbmjZOu8fsMef9orjdpHvPOEtaEsLsTCICbDqXtvef4ErpT1EXLgwueNvDQS3trHMLVAFMEgdZAVIL5LBAvvE8Bt5ixg2E901gJWECuCEUoLdeoYrDS6nacqB7Xo2EvFHaBI6juAS36OA5cUzqK3yaNh43BbB9gY3SnYAvLawsWO9wInS9FWXPZ7Mh89RFe9QTxsEik8EcvMhkPP9hIoR6OR9KmEZL+zH8K5SZyq2m9sBGs\/rWdTPfiP7jN+L4ZB2cT6Yn\/pqUzdM+BwMSJdNS5VdC3wRUCHoZxiSgbFXkwLkx\/HBvosGLtjMXlbirXNfh1PFOBZlFUoTqAZch9UxhzoNgIaAFWUb2GENSF5OzV\/dl1HQ9jCQV2CB4DXN9RiGMR6UjSX1D+FUJI3CiTwlGm8y6AarifVf22eBchJCZ3DcAKhhp4wpcUt4OgaW+KGxkuiE8CCD7cwLTkkAdG9kZjw4o5Ucu54MYdhRDSBN2hiOWoaK8gpj67n9E\/6mOY9Ox4uMPSx0nDDTDdddylio+VTlKKxHNAyfal+JDXSuNghEJxyKbGwDLofA0QSFHiggzzk9ksLYfLyq77OnBhCe6SpwvvhhCKKI0ProUdlnIOh6OGBfUcMFEHleH9ook2NuAIylzEA7mxrYrrdURj77+3KxFq3urSiwosCKAs+UAgqH3pl+\/ud\/fnr3u989\/Y2\/8Tem97znPdOGBLOAgQBLnfZZoHUdINVhKTqkCUoHSrI2g8I7VJ6wgBX9hfhFCEnFpCMfJWW\/QgGycbB7IiH04HGFspLSEsiseh17C70bz+oMeBEQxvMpQY46AOSl3KQc8cF78LjlsBUI3xzWEgWmzAz2slMqdwCVvPjyDks54S6UZpRfCKuNeK4X4fimWRpThBbwYNu0XA1iK1Z4zEihMgIslIpuWPmoAkKPKPoekqR9AqQHN892T1kPi1LZWTHhOFWbEgtNgwptMwAbgWmYbgSEBF3lrZ6FangAuEIB0GAA2w\/S6TRuGzZsyMhwgWddg5h2J\/Ybhx7BOz\/6xpIpBgYAwBFyUiJ1KkJjZkB4MERarLiBDccTAAajMwAfED8btmNIxkjFvRhHHFWOOXheIRW8X+EL24DnBuZ6bohLJv2JWpSO0KsnMoI0f\/hBm7wvBaFeMUBIdwJD0bnPN8EQpUUUb4InW1mgLdunPSa14AZhwGfG\/uvwIY+FN9m0jed+1oXOVgSS4z\/wKUaIQLJWJeBNT5gMn3N57UAlkJArUn3OxIDFFU3XTp+8r3t+jyBVKzQCvN5g79UbGVjZzGAOx7ykZx9ODgF88uGABXmWgK8nt35Ld+pN4X3M1QPs46Hcg2+aRl9f2RgQoRuhPsTHG\/kYYC5ZhFz0W35VjYszw2apDAYb0OzrQGc6Uiw\/M8ZwZuj54htVxv4zEcDByugVHjIfs7GLmLyzWVC755V+BvL2v\/qmoZTF1Pi+USOjmguaMykshkSfLzKIGp8MkD0AXIZ8APkI0lPHyL0d8s8hu2UZX1mB+dlwrX6sKLCiwFWnQPTjb\/\/2b08f\/vCHmYq2VmGzBE9fLmAXnRdSCFmOFaiQEMb\/KTuFAI283Qy7AcCFYuC73UeTA3YaSKa31IqV3lcrduJHhJQok0IEegyACGkqt3q2xWobwMx9RQY1FvZRWAnZaJ4+gC94zAwkRyUyAosenwwAorYFhMaDJ2NGCkaHMImEUaAAyALMAsr4wNBQbKtCQpoKAQhe8CjH8zc+G++zxkJebzy3Vbn\/AzwTygJvM\/vENog+pAN1lBfEcX1gvdB83Ck90qJ7TPVSwBWVcm2ulUlnFdfGVMAovLcDz6H72r2bakV+d4NTbU9mc\/YZzxEYCnjgnXWDbNLAoVbZoM2++rmkFVQbBWKZqxsdaECm8yp6yDAmz5uBVG4HNusq7j4wgIaTHwxglWdUdOeYgQ\/RVtNIMdeo1\/MzxpVpEm9xwnvIK+iTx7\/xEYwTg90YJAH8ZFHfIz3YTvCvjEzmU8eKF7wAyXDivqXtRrmuTpvTZdCAlgrHI2UZUiKJojMFVIcMEQNG3Bv4AIWyHNAa2YoqZCcGY0KYRl5sY6HiHFsP\/pZk0IKd+UUdaK+0Q6HMGwmFQrrK8D4OeuJ0scFBBwYKrWvKCmPgHf5yFXJ8iLeU6lObuSVL1YTwt\/rsPT7GjjknoMk31kd0XRvmNYbG6q0cvMNxMx9zTLx6EyMgqyjjOQTa1M0WqWmcJ9oMvVub8bHVtYH5MPgy\/Oqu6RZCWdLV3mdV4MEK7QT527joS7cURBJ70kM7lJ\/n2qujqT8vLxIuo98hfFYu1PtW5tCG1L\/YxlFmLjT+qv1cloJOq0UKKVx9VhRYUeAvBgUw3yEPnnjiCc7\/AvLwqGoJXZtG+xI3RCbj1OtfOX6mjQqZgfc4KcrwThQvhL9AqUJBAhL7oTwS6Pgow4I3yRFISGwG3KOcvJ\/QD7zHDDeD0IpipJKmp01KAoopKS0jwgMIEwtLEGHQo1AAGS0jeGZoD0ybaMlF9QLAaAGK9xCy0sNrumdJ9ejlHIaUmHCCGypPtTQe\/vS\/gW0osICMKHpfCyhOH5FfGB9uQOYYyducRmBjHT18OJQrgNZgSt5FgHwAH3lMR7CUlQTQJaERAhLik5y8qt8qB\/yVFY30tfONlCfGHJ+UFY95xjvtBJUCdAhCGSMto4ScRHCqDZcYAY6HGLKV3WjqayrHKwEehww1YQXGuD07H4esBAXEgd4bzC3dDSLeazwkUJNIjWwonxlERAtor8CE5oX3ELisvhpmMIznBk8w3mvGgvtP\/jPPhx\/TT4aBka\/MJqHD8C7kAd9HXbkPnvTKG\/uJWG8Cee9ToN3aN6tntSdGSwCQVrCcEYoAWUbxgVrtMZ5tKw6kLE8yxT2l1+SYe4wEtuUxjwdeoUcwJAItm53GvnDDor3\/3ciTUSxapRWiWJuzeM9EDB83gO4bOi\/A8oASpRvRMQCYocde\/lQlvswIuQ3ZqOnrwumqaFyRoAHlcz90H+k4UZ7mIucu+jFsvsecwyF\/3JyMFYM2H+s9pOCt9JPjvFj2fd81jsXYh8j74doSFNwBs55rcjzUHoYjM20E3zrKQQ\/NR27\/WI6GQlrFJqmprl9fhlk9gH09Rr7bZ4SMfX9232+44Ybp6NHap+BP5BgOhlpMTfnsalq9vaLAigLPNQpEzjcZWwIn+HMDnktlnpC3TEJ38EXQ42lpVmg+er2DIQk7ZoThximH5BB0FpjE4Uv4gtSJ8FMDMNRTAXJQHlSkzoGcsA8oIgBAhftY+DflJS+EvFiKBY1ilefJnpW6xzh4A000FN8RgoEyEzvfDQ+U2YEI\/L7MPUEjQZ94BNtmLJRnJS2vuHcNh1CMBNHytry\/hgQzEKn2dpBl+uMa6BhPfzViAznscc2jFPAeIN1CiUByZivBpxtN8dLn+XgiszIQWtBRBrzEGHqNVzx4CAFhX7Dbz0AinuyMS8J+OtPJIOieSWo9Agq2BX1toRvIpCOvOXOlw2iAZzob86wwGx0MwoRnQhvzmlBdAyXK8mLgLxetmV5ga2bIeVwZXlLAJrTOhBLQ6ohKAE6eV3zyN8\/HOMG9Fu5g3o6fmOtboHfxfjZPo5WNdiK554WZCasRuAZDFzTdR+e6aIOGfjvTQx4+GdAwSLCJGh7jWSx\/GVhbA0+LPvG4d5pgvMd9EIQ8kCnZ72AgbYZpXnjt\/YhDQN5fUK+vuMhwoLEKOWN6caQ5mZInXmcToE8E4pi3lEkqiXtisOmY90YJpzFjYWiv52HjSfNK52O1lWPL4VddlCcIg2P4TP8wdC5z1vsEIqPaZnGOCfqG0CqBRRkTXpHAvIeMZp9VPngNpwAn9C41JowxcyFIlO2lZdtpIeMTazA2MooXcEK3VpOUOYf2AOTf5hF4cjpM9bxqPdV0Nv\/7qvksdHI3dTNzhHNG\/fIQLAHeeqXTRfRe\/MwA\/ZDCdbyecgK5I5HZnAG4a3DnNYTyvTVNmnts9jXpqlzAmB46dGj6tm\/7NpZ37tw58geOa7\/lllu4tP7+97+fv9tqyVWpeVXIigIrCnytKQBZB51zsA5hxdxf9tlYv+n5014dEhTvaVs2HsBiW2TEUi69xx2UUVnDYw9vdJSMl80JxADO4DWt2plvOopXEpUKKYpcwlkHoIwAURhE90YgSPDLjbk95ptZW6BAKsafCpegw7HGBvk6pEnkyIEnQgWoSFlLCFigTJlnXTHyqk9L4igiYHgEsYhNj3dPB2kFyCtXO7ttOjVjqK6N\/WreZ9DKCi8ABe83w4AKV++ONKDCqf\/bqjRyKTd1hhZp8yj4ZQQYQkG\/ggYFTHjYDvY\/mCZMMTjE9xLP1qMAGzODykAYzRkBvpoX4NQ3FcdAaIxqxMWsSui393DIW93BWMDUzBsW2ggltJAP0osbHkm4rvhsVKSd49iifhgSAfIj2E8oSxuzhVnWeM\/jxL6bD5jBpneEY5nP2pZWN3jyrvlOBqpXGQyAwMYA\/TEMxhWMmVHiFTBuijZP4T69rwa5nI0GX6APgPG2jVDUjU3ZAt7aTJw+h4+ZSSlzzXyatuPwIYSbtbAetJt8gY3qXhF0CEo88wz1aXO7uROIAUeZkRUp5ron+OxnX5CeRTOmmkVf0XafeIr+NuMD\/GSnQTYOw\/jhZlIuZonhEtID2jA1JDzXGBevqtEQ8qrHDFRRJlX7fAYCVx2HjeYz4xB0ocfcoXocEzkotCJS\/xFhJ0wJfbQpyL6PnNT3iSBMCAe2JfxJ89KrTVWVQs90Zgb+D3RmNRiXg9d4lTMcanoY7Np0bWPD6cVHMVgBvDaa6lrDzAbQDOd00R0edyTdPOEYA86DsY\/jpBtDai52vUF4G2LzZ8U3rCws1FrXPf\/qY+fMyKSxrGf3HXxy2223TTfffPP09NNPTx\/5yEemU6dOTYcPH57e8Y53TI899hhXXvEvAP9KahzlXTNUr6Sg1TtfMwrQKWr5mzmC37m+MvK+ZkPzrCuGvAMeSIKYxQI3Dr\/2e6Zzn\/\/ItHvfR6e9OjRIgrs\/Js9TLijbAfxl8eJliZZAN240epQkcKFAtw28JPL6ITY6dMRl+w8Bpg9dQRlQStr46BhievYMbqw8Z6EWbnpPA5mwFSjbqgSeVbeD4T3QWd6oGmUtGd69\/gkLadCx7m1D0aFf9hzjHWXrsaKBHYC+KmFhi4En4LbRwy4DZFpBjwJUQAUgoW94zCoCjQ\/3HW0KIOPQDG6lEWgJpHUjAk82Q8ttGA0eAjmMO7zuBngoAM8oQ5AMqGx8BB2Y37qeJuhzyFEMiawEiJ+0Ybiddmn+CiCfMal1OeN7a9WmbZwd0ubp9a7041wTNbyiYtDePH8IGyqjCyA2oCCbInvferhVhGAzuNDPGCoDcMtY0miDccBNt4pfnXn0gREMA\/ZDEnFoW91x72hEGliERuSDrJZ4TFPPyA2pQzSWMYHvyDSl8xPk5Rz7Ljzn62jRDtbUwEe41o350CEbLdO20YjUyagxZNUyAXaHrrlfGcWWnYgAPNmhkKmnrw4F5DcgD\/60vAqdEvqEOc55jj04mNvDWRNojfKrd3CX+bHsb2SDQKqNimYgqQfj6ksfe61uNUPcNFBGHw4ex4BA0WPN0oxs2\/jY4BhPP74QrE37G9+yIm04VnkykNnmGFKmI3k5Y4aMNVxVjfGbWaYVGn6Gidf5lBIhLNE6o\/b4Z\/vTRp+F9V+9d03EDSUKWJtu0SfD\/W5SjM\/lgeWU601rM2dW4v63LzYCS1+9rIs33XTTdOedd05HjhzhITDIIf1d3\/Vd0+\/\/\/u9Pjz76aJPHl1XYBR4CH9x11100Fj73uc9p8xxO2V7F3T8bsn7V30Xo1dmzZ5t+xvjh9\/XXXz+dPHmypdr9qjdsVeGzpkBk\/+gYHAvd2Dh207T2qu+YpmtumnY++\/vTzhMP072aza3yREukQgxSQVHA60oOcCKY5MZXxxr7ePF4wrLRkl4we9pyoiVL8m6oANgOBOVJSypHPDsqMPzOITgzAGMAgvtSvADyHchC8DPCFtoEQMYeqABeGhTegJrNbkzRl4OhWLBIGSXpH\/KOoY8GRlH8GoSeRaIVsQSgBRypT1lxgGe5e6MCQHVYlbU9G1Hf+TPZcerQIXtSR3AfL34\/AXLhwC14ZB3uQronxMJ9FjgHGBA4J5sMRkFoH\/ow\/IJhND3jUZ4hsCPy9frPEKEUI0B8Ig\/yXmWk4QZMexC5+AFwoAK7a4w4o6\/6JKc+eBqn9CYzk3BUNxhZLg7Mcb9noNRAkCe32rgJbZgpid5aM0chzwbkDVo7nwaYa4WB\/XM78LulBq3ObeIcBCvWbHQhLRv4S\/sFvhNCxPHA2Kv49km7WaP5NF7dgHm1ab7pOgXQyDM\/ZL9Lws7IKyjTvEPZwFUNz0FPHB261MMkGqDthCDgVtJPx\/zHkPF7jZboJ+vp8zGhYOFJ7Lxm\/nSE4DgbVKqCp3odNPYcZbnubMYkfMiwsjEjEtmtyyh6vrMa6PZSEIMe5s84SGK8KtY\/+1gcGkTveze6IF\/HfPOZ5m3yLQ6yWJ+f7ozQPI5BMfYR\/JbVSLULm5J17t10uGKzOTclZ1ButykNo1Eo+z3wmZ9tQzr8ZlHB+KRhwHuvJyXlzlzOCW67RcNo5a0OrvuTeUPP6AnD9voxGsqjrM1T0oIjaF\/8fnUAfQy5u+++m0AMXniA69e85jXT93zP9\/BUx\/e9733TS1\/60unVr371QPFn9jXOoVe84hXTD\/\/wDxPIf+hDH5o++clPTsePH5+FGj6zkldPf7UoEF55+ctfPn3hC1+YbrzxRu6ZAN98\/vOfJ8989KMfJc+sjLOv1qhc\/Xrmjtl5+eVaLe96KfqjL37DtH7D7dPen35gOvfgJ0rCldYrj6U8rgbC9BRJ+VKo0zME5aNC49lThbqGdGajJ1Jl9QN7qDgZO57NkwLXPcd0CVlvfkU9Ea6z5T+DGdRH0OB89E2cuzHxwonxodAEuCPSuczsTzyrEewJoVAfpaoEpBVf3MCMy+Mm4Sju1ODnBdIF3uipxHeHHY1tzgRVHHP3mkqJCnSqHPn+qfQHzUxPJiMAalnGYDZjkQwICu2QZ440tZeZY4DNsjDamvddADw0SWaSOKZHJbh\/zLXEN\/7rrChajKCth4qIF8LEAX5o5+ZB8WdLJek+ZqUg+jm54VFfDLSZ8WWvdviAfMTNhwnJ0p2Adb5rUDOuBgEc9o3gPR93PMYJ6Qo9G7+CH1k+R5A0z+ZrGNVKAdk94DGmmxFBkMgoebJE4s7DPxzLDJKJzkw+BurYjzCL3yfQ1WoLec3QLGfn8LRQhJCMIDVzDKtI5sF4EdrcLqAMlzpXpMD3WMXxBnHRtIPZhKcQ3g2x5eF7GAbsf+b+YNAkXChhRKQDwmSwolMn+RKIjQcBeS4xdEseij6RBrpjpRA8zxJoOJgyFCYGlPVdqSszx6s8lMlyjH4hA23Uhieb0REYHFBJgCvjH\/1NysjIH\/AbQ3xcduadZITagH8Ja0RaVmWhMYT1plfJERmW+ue9ECgIK3CHkENeoYqSfg6P4Q9fxXuobQD5qsUGK2xGPt0\/YJuW0Yiys2dHa++6LtW0AN3RPtLI9aRds5pGo6zXnrboLxrd12RYl6ejuzuD72mJDLK0rFNn6OJV+Yr5iUNgcPgLxumtb33r9IEPfKAlCXi2laAfiMF9\/etfT1lx7733Ut4tyo1nW8\/q\/atPgejdj3\/84+QHrKiAR7Big99\/9Ed\/VGG2WysQf\/VJ\/zUpccRZaQDTm2uD2YHpyC13Txtv+f7p5Odun07\/+Yem3bNPA14DPRPoHcBBK1aYjKtFrGn9B89ovMPx9EgZCBzGCoxyzrNoBBVe6XcCxPxHpSTQNT7LMikzh5hUe764GsDr8mDnva6YoqCshtg+LLWTAALV\/isB1oUY2w1Q47jg0YigYZIyoGRYhoDRuOSvZnfPcFdp2tgZ0DN6n6marFxHQyGGVVRicqxDn4xedtZJUNHDknANzyTDEMfAXnDG\/WKg6cEFOBCbCBSo7R0oxJBgK\/HUjKmzipF+8wTNqoeAsdG6A4cc4CTaVhMYiiGAG3qybv9GnL5WTARWBDp7P9lHx\/vnndAShSYkjPTA4Du+MH0MrzK0xEfZB2RvGKhlQ28rF3iNIUAO\/xiMr9BBANqwAxiP4EWxy4mBBj8EPqP\/PXRFqV6Tbz4uUdFFPMxYY+xREeKZ8Vx4LDyQsXTUtZ4n\/TXWQUgN3nDcyvBHTDvOgOAznecANgGWEa4TY4cbKSk8FHLFnrXyfUiWxwk8l9j7GGPkdaxqwEDHdwNixrpXOTFEMwYs38\/FEGvjzxUAsWkyt4jvdNBd2+NDMCgZwlU7jndODJa8lDGgTcZabVQ3KbrwfwxZ6eAYlyI3wtfNWUEe1CbfzGH2R0zDEDDtJ4jh4jmBVQXyvg4J06ooVhyEbOX00LP4pOwoArbT8kWP6Dk5DkyP+r6+eXDaY8aa+Rxv8lgk9d3Brx55vV88tJIam1UDtmqzJupi9h6PUyvYvy0R3B90Lm1KaI3aMlaZd2KCuLnNKOje\/sw6vQ\/aUh7gr3\/nXfVX9BvpMjZ7fPbZfse4IvQFXlbEwiMUBic7ImMNAPi4WvpM6orMBOhDXupPfepTs\/CaZ1LW6tmvDQUi+170ohdNDz300HTttddy4\/M111zD3\/DUY6UFqzorw+xrM0Zf6Vo35ImQPNqrLCebR6+drv\/Gb582b7prOvmJ3562jt8v7yBBMmRWAF2XllGUyekdYBwn4HgQ0KhYcthMFMvMc2mwxZhWACJLZ3qKEPaA6qswqGCFVxhQm2Ij4GS6y8HbHMWWmGgW7WVsiG\/jEwvpQSETcEuhSgDqL4UoFK7BRrzOFPam1wjiM5lQD710lfKtgUH0h0vfQ2YeAmgDvniJXTbqSCw9vvPE3AKLXIJ3Rzpw8oqFVw1EUyhs4DIre\/ylIVOgsWKiuyGlvtOT6ljablBYrbk+9b97\/brXVIMTD3vow3Ggd7MbWwASaMei8UfwNvS9bYD1tR6SJUU85sgejVAaJzw3Qco6BtCiwaL++x89kmKLGJ4dRIt+IgGAudIJBjxnfBXK1Q8o6p5n8fOYyQSP0ogxEGb4GYAbw9vou2wYIgAic7EfUiRrbFxVyZgStOPeED61l8POvFIW0Bm4JOAFutoItgGRNLUg1bbPmMCjAvTdOIjhQnlCQoonBIe0KodLSnNq8Mmjp+uH30Hd614Fy8mmnU81CM1vjHlKpjMdcBtyww6GnAnA8eFqo1qzV55rSxnX7esID5IQC1f4lQA61Ux+rtVKml6mAeAgxkVedBk2LZRsBpJlAOA\/GRA9S04eyxzkeQOed+ElyqZB7rTNr+Avg35SCN2tdjKzV2RCgD2oEKNkvVbmNg7aoOdAqY\/G0RBh42cGmMHDbjTfmT\/afoF6GwcPNWfBMIKWQSpVVFYpy0FzB9aWaJqUw8NeO7lASyQ38ln2LOqPVFg0Di7UqgtWdhk3oC+wEvOZz3zGBxxKtiOEArHzf\/qnf0pwf6UgDe\/h2Hf8y4ZZpS5efb4eKBA9jzAaOMwQVgP5Ac88foNvAOyvlD++HmjwF72N5QuPlzsaVUu4R+962bR57U3Tic98cDr1+T+qEI3yqCIjixUYY6frPy3jx2uoJX76RiDsDUTkLVz+r4JSqGRHbyEu4YRX5l9G3mMocAhuKlAoeW+Qq2sKOTHgAXilkI2HW6B8vUBhlG8T0ECvxFQKpwl4kFcwihO5l+GNV\/nCuvC0S5PNYnrrwm558dOPHGKFiUSgilehYA0o5HHDfz1UhcrJyjb06jFthFxUXw3owyMdgOJlUE7qotumgQpAz5gppAFKhBlU+jpm2AFYjEeajYBXT\/jFzUbj63kB9AYwQY0C+\/GmN9qSVgr1iZBhf+w1R9pK8YdUuzxb6J29vMRsHdSrzRhrpyp0wwjMDUAInBD2YCOI7Q7icMMIcAyw9W7At3gGK0vNa+pyCYhYtkJcEn6BpcodGDvuYxeSQ3x0LFmMnI2SrLioHoSWyFgRZ2Vly0BF2LXNnYRXpZ\/ZK9JAFUsRGI6R2jZ9u35uMuamz5pbAHUGgfHMyfso2gMsb6OfeI7zoo9J3uNqEmjuPpA+dRYFSW9+10oDjI\/khI8sIMML3eEPPMh41rzC3hj5oR7KAcx3\/B14IHxHkOp74lVEB2qDZgxt0h3jYcCqIRIs4xhyLiCURak5w4e7FWq4U\/Oe\/xm5RhZqymhD7ngN1+lAsDBkrnuHLbFbqA+yhM9Jjmq8YWDmTA7LLoNXtE8rhFpxauNgY4wrFQb+IlFWCwJOYbBA5oK2BvzgbRo3aAOPBKPx0wxc5OQnkJ\/DcJTYtrH6VucnFNDnMX5EHrRS\/CUtizwIGB5B9LxmjfgcRKt8feKdtwlBnTXeT2ndi9+vxBBorWJ5owGhusM1keOqYVk7W7Ou4AvmMWLVoUdw+AvAmlhHvPbII4\/Q06pEC\/MV7GdSXeRmynkm766efW5QIEbYGCYJnsCG18W5+9xo8aoVV4sC0HISioh1tyhMLudDN9wyrb\/hu6aNm543nb33D6edpx7SJlfHXARAB3TKI28\/iF0WTbCjIq6yG+w69RoVKhWTlGbQY2KQuydT7cvmy3jvA4ISekIx7rJ4qAmyvtS1MXyCoLF53ySUUW68yFLXQlHZI2ANKzVhg0KAVOAm+dbb\/Uh7j1TqR1\/zzAiwUX7oOIJfAJIAK8POJrDjFW0gzO1iW\/2hN9Q0bzm2G1Dqvi2qIBtpiLnvB3vJC8\/uANy1bB89bh8U1PWcEqzOoxUBMhnHhAAEwKEu5M9m9K1pEDZgWJYVVk4lHQ1CgWH888mZHOfEOWNsEleesIZ+cmrao351sByPZaOfx1enYmrj5U7VhzjvbOQGrss+iQ4kd5XXmWhm4HsYXDQOBIHwPE8IJp4VDfrgyVsafmtGCheA9Bw25Mo72w0jGsZ1bwTxKTPGWcYa1xP+xlA5jP0YmgaAgMO60GYTK97eBg1boZgcgT19JYvmDmRD0U2bLh2qMIB40gj8N6wOkHQDnsJbLVQPc84x\/AG3GjufSzCsOsXgHo2ohOSM4IdGtP+xWogs03JMM4pUpIlpz\/4LrRSia5KANNwkIBkPr1WpzmcoHvXFsMDL9i2oXu6L0KqW5p\/OhOghXz63wyBVlfPF5gzQuR7+kA1tiHEMxD\/8fxreZEA6ZnRD\/eGej\/UC8fVvVhge6eh3FDl6jPt23EfOoVZZq3tomp9PgTKsO1y2ETBccSXtimR2NFhv6Qjux\/LS+6avGpkW2yC6SbP10jr9ck9cfbWgfPgSAB7hNABjx44dazyDLCQA9XAoPBPveQzgYTA13JZzi9dXv79+KDA6ZcZWr0D8188YXmh+XqoHOHF7kM8Ccw1QlxBfr0NArnvJG6bDN985nf5sbZp48M9Km5wvhVE2ABGQUq0hQ0s8p\/S+UAmU4o6n2PHRUkTWeQxV0bHnkdvMRV3PxEOcTXwCawI1BK5QjDQcuhcuXsPxGR1w0w+GGT15DQw5Rl3eNBsiVBGj4B7JNABlfx3zaqfcBjrqVSl2eTZR8r5QDoNt6tMGLBldoj4bECYunILedEJZVMAEiKL9WD5bbhCBr7onkBAo32J4GYdrPxvqHYBBA78edwF45ZefAyLRKuELobme62AkCoQ8VP+n+wpokNGAVRl4C\/U7hs8yb2zKIoQtUpDPhCqrXGQjaeaZIYxAP55TTm\/zlfui\/RCoV8Awn+ARjbEBKb5543fokD0SjRfRD4NM5GZn9pz0EWOJ\/iNDi1NBNtqwbHlhWztwuqfBBdtoNh33QrAdGGsD4zbWBt2jkYS6CHIx7iivvMTc40DwLUMBBgOfQ7nuC9uY9plv+T5BIFFt3zxKHsSKnQDjHBNJ7ugRd6ZPsUb78SUVAfkx3K6vne6eR+ADnlJq6Gb0OQKXtiKCecGN9eIN8qPj0gFsWZ9lBeRdd1IQhzZwn35knwi83ZmvMRYC4jfIWyaI5RqNPF\/igVpI+ol7dR2rRj1NZGWBQvCO7IUGpmEUI+Wv5MicPjEmYmBHRjHcpz6b2NiKcaIsBG\/V383a6Fqx6\/ksG5rAbj7TQHvgrtqx6L3XgOv\/xC39+XmrL\/Srg+5WVGtAGjK\/s6ykNpc8p\/ozXTHlmX6vy05dA+M\/0\/ZfvJcYc2w6Rczz4gcyC+koWXOzqC5dHkB\/TtG+PBqvnlpRYEWBrwYFktb7SuqqfXtejhMmFxiE8A5QoSY4MB2+6Y5p8\/XfPZ0p7\/z2fR+Z9k4\/Xpd1EA2UXsE5n7ooBULgVffOn98SSPByNL2YAzCKIMI7yurhXOEVN54j57v31BtirdS2oNSYMs0bOquMlM864tXi8n+PP0aXtFlXANRJ4SyODRECjhiu0RVtiBxAKvUkNdQ9fvJ8aeOjUi7mM4IybipDpoQBpCIZf3xLUqQKabDDjMXQ04ZY28FzCtBAzy53DQgQwVuT99gepwSl8sYhQg5FGhVB89qZF9CGWTgQ+AP3DHgFADvIFgCUhzhjHuMNwTNtA2IDQgJjoUvnFWW5yUZsAi+GIoDOXXmFtvHUu9kcD8aSg5r02iPcRIkM0X6MSIydAC5tnB2MCCvIlivfxBxXBYKUECKzs1Ob9Rz\/PgJFPN9CrNAP\/0t60\/QddS\/OjcY4GFmX3Tzz6JtXhfBcjKoYVpqbfdUoxiBxFsbP4FbgsgCvN0mOdCGoa2BTkItZYcACARAwSDgmmucCrV49g7ET2TJ0hrxoOqD+xGjb9uL4CdnNPa2pO84GGWxqC2WON5lrDmikeR0GJ36BHqYJZ6UBK8edP+MB1z0aHy6fe2DYf60qNoPSPLNW8w\/hXxnDyMAAJ70zjujutMU6VDnD5DAu7jfHwQbfpg1mbDTG4WwNWFYYk0xfzTeFga1PmwydU+ahrOqBluANHFonXsL5FkprundefZXMrcbgvexNOKhTXVtDJeC78TDg6ZhMNpuadTHHmu2uiY7VFUthh19Z\/XhU5nbfSMH9RoUMcNG5g22TlBbX3LeetmQVoHFCq8Ym5lDtUCtI4dUHseyC5TQ29gq+I1wC3vjFzyhfLrdYyDmcEJs0wJf73uq5FQVWFPjKUyAra1filadHvgM5aZTmGYFgovevPoiRL6\/M0Ze8edq68c7p7Oc+OG09+tm6fN4K014n6YP6dE85Y0MJhrvwt5zltXEz1+iRC5CDFy\/gM+5UeRQRJwpFBUVeHjR4k1iilTrCZ2pFmsrZPVN4iQ+igUK33A5Y7SfcWgdBSFMxCKxHEQvT9QNTqFit3A8kwwXqjFw3YMhG2JTDdtmw6ICurzp0YGvjwF7dxPDG6wwbSKsX3YhKOkNHxpRnW15GeO8ZMmCPd4BmvL4MUUA58U4DqNWz9HZyo2UPcVBIkzcjDkosnkcEKsf7Dx7YZj5MTQrQFad6Ni+2gSf2TWzUNmx84hWmkrQxhjoTAsBxG4Bg+mAMJqBgMDkD12yX\/sVQ1DzoseAEcR53cnS1LyCZaQhtn6X94h3tieDeEdNGwFjAFmAtYTgpi7xTgHy75thomLDl1e9xtUfXOojMfBlBfHgZvcn31u4KCxEOk9HSyqp6kgpyNFQabQaPI4F3Gdq79hzHmEtWJ44VQKIHutOn8yeE1pjN6kBWAAiyDYgwxwLQGT7k9JRiH83rgG3zKj3Nw7wMb4AW3BTa5mgHYwHwbYWEZyP0cK3sj4jBIwNYDJz2JVwKVcgg9GpSXciJxQKTYv68l\/GDiZlrAr3sfDd2iK17rno8kZOBKYu8L6KFspGTBfd5gB7HvB\/UhnrJG0bYnDcoqMX3iN9Jss3DWoFlmWLK3lYZWgM0lz4ZkbtXkPROv6VzH7ySS\/6yz57DFDMz4iK6qQPlGDPzJ6NjyIQG1jYGZ1YUR53\/Eg6j8vTJ92bszq53aA8QPxoGvS1+4Vn+uRLAfrEqs9IdufAsm7d6fUWBFQWuEgWuBMCnasTH6DuFXFdukmbUqO0DIAgFvVlhNutHyjv\/wJ3TmXtrI2x555Ebgmnp6tPDNiSQm0KghrfH3uVLsPfUaU3BuFaAJS2h788XvkzIUVkBHBZeBDBSKj93MX8dUyyB7X7WH4KdgvwwDkIKKT94txQHPxKkGyN42cACHkIoRSt5PN8AMoBHFCbrtvqj8lccLZWzQcQIGkdVKRCO8Aw1J3HnAVLGozaQFJ4zenoJvAgeHVOMOlEmjQ2MkTzWCYuKB1hhCxi\/IeUmgRHKx1\/n9jbIVRq70M8hVVamAlsAr\/LSt7Ew0IqnFd5TfPI7YykPrENBYNSBFHi3rhNgEwDLQyyl5ZWnPOd6updU\/cC5BzEOWIxBS7zUBPr07AeUqFzxov+mTraFcLruaSUqoQwBsW3yEpCqd9kPICwHvtOcyfvCrvtzPAcwi6UFMvPJHMPv5kmu+\/me\/jVDop7j4UDmeII1hycR8BtAB5yN5SpVqwyWrFJlDhD8ouy2uqBOE\/w6fr7tc3DzOQex+d1yQvO0G7ZxPTQ5gnnmeZR6D1SbzmWjdvrmzeIzUGqabHG3t739JiI82+M80ribcx32RxycdmPkQQeMocO3yIeAjqalppvkTfZNiBEsHQhu6wmsZPIqnoNHXkCVK6p1MZu4s3rHOQwHivmc41ON29rdsiHpTbj1IOY15iE+WyUzAWwVpoUN\/GWO1amuyAHauGlBTTQmc7ujSfLYhcBtB\/\/oS8kOvMhMT4slmsa8vL\/y4XFzK\/50D3sge3+3Q\/flHvQO7tOSGA1qwbwNMpi+Pj6jTPj6aPGqlSsK\/MWiwJUA+tIxEnPy6gwEM67gfUrmPIel6fI6HrlmuuZlb502rn\/edPozvzttPfbnpTwrHKY8NxsFhnpRexVeI08j5XQDrS1isgFRKpsoKyH8JrrZObejgY0hth3qB4+08BEAY3hwD2iTWIBccjGj7NHrJq+ilraZMcLer7aJsUoAyN5iqsioVNs\/aDfj9fOpNJ6o0eB41Ez0kudBdBFKs4gS0IN3GLM9ACWmyEN7A4IH0Efw4rAReWVLEaIO4iKpmF2fvkrgUe1KSsHQOuETAvLojBtoUEMwxFhdlckVFCh5PGdQN9spH3ZBXTSkVBM2H+OveMF0YFt7qk2OVD22A++0+9lAqUFgPKOkyRCqlUweOmHYQM9Zj6LA4m0eAVlGjQZY9TMG1GKMfw9VQNiWedN\/Y4BqpUgrHmzfsGLQgLwNF9LBhl0AJ40ljpOBiMmUfC\/h2QBh0oIhFD2DTlZNRsCOPibdq+rwBnOM45A5B+1O6keOBQAnVrzaJmdt7NU49VlOeho8SmbIg57nRm9wHwuRkf9g7Dj8DjH6CRcJT4rvsnrD4dU4mVfDy6gP+2xAd8yjcZO0GtONHG4CTwNsjNFIru\/r9W+n6JJVEm2iFV+NXu8YFTTYudrnPSpcpZLMU8pWBiU1vvRE0zynaEV9kGKaLm0VxpI0GZYaxHSHs6JFegx96crA848u+d5\/zUPIchmYCMOTh1+Gv1Yh6nlsdD10DS6o\/YtKYgZhVUcHzvPQlpFnrE4oBxiKd+7stF4G6x5yoiMNZfjfAqH3R6U3Jwif02e8Izp1\/lxQbay3l2Fjqj1vD76kVCuZOmSoS0OlgVhuEPjh59CfcR5ejWatDIOrQcVVGVeTAqPT92qW+2zLCva42JwZU6I\/k\/pK50HxlOBCikYKVQtEC2QuRVsKCuxHJEpxH779nmnjuh+cTn\/+49Opz7y\/gN1Zgvk9xzriSBV4OQP0FJuujbItNWIVlE1qPO0R+oOeXCtuK0PEtFN4DkqXypLtUjx6j9HVISnrTOUmwAwllPshUohLIF4eanygnJG+MR4+KTW1B5vBAhBICYJOAcB4SuHMQ0th0JB+iGc3eO16sHtDAWJIexoPa9MhKDN7FdPfeProoUVZAfUAt4xL7l5njilOcIQHkQprf\/x0DIDuTU5okNQTu0Z6CcB0I0X0B4CGBzprFDOg7L40kAKakvw9i8wYJjB6RFFvA6ZiMarJKKB4nftqhtqdA65EFytWGnoaacafGaQlnGbckMp46iKh0qoqewdP0YwxJs5r6TfNUb7vmGlQ2sAaPDxmp+knCDtkgeU6nMG0XpzgikHXSaHptwemGRuj9R5Q33mjpzUEL2x7JYqgMOEOSB+KHqMqrqSIYISd3Ish8LJpkD3OPfGG+h7jJ2dGJPtNQOLoTQ9Px1uvDcUyRMayyAs2PhMGkg3e6eMI4PF8NkirO\/IsOwKqG4a5B4PKcgjvhsYok7R3BhfON4P0lnXH8k3pd3PqsjNytRh69UcGokC9wKZkAuu2sbqbEEbzK4+iYtvkvd\/gJmiUJ7mpFRltcCfd6LSwsUAedHiex4j8Wt1FfDxliIUURh+yaxv7jVguDHQQ3mE1G4enA+WRx16eSH7JUlKMdY8Ol7ZvYrie5\/j0OGAug2PuMxL2KtMTHyswnzkmW6dD8d4SVd88I5CFg6Aa6d3augDwY3WMoD6lqof7PfsZw1BA9Vg3zSTlWNLX\/nvmm\/ZOdUJFDma18HJamvmMDbdjWZfz7uqZFQW+UhSAvkF2p+c973lznRlJYew4m+MlNzAn8AFOCD\/3VXg9Pc4P8P+ydy7ULzyPuZLc\/ou6Hr+BN1AmU1tzf5\/aMz5L7IkQXeOT1Aek0kWVdIu8C4PrgUJOaHlh0ta1IhwOkbr2FfDO3zqd+\/yHpp3HP19evAJEbeOX8s1TKdNj6QweAMv1PjMxJL+1W8bUcgbQCY1Ih+jx9MZN5WZWSAe9U\/F2oldQEPAeWtk1T5FDQKRkywvGWAw4lwH8lB4Qx5LzPXoHGfHPOggo422jxlc4jpa6+8ZAHl\/v0BLFJzhXO8pijmsZTvRCrlVGCNSNUlwHBSUHocpkpgoB\/Zar2gBHAyXQpfh\/H0zlPuXQHzVVqw45+RYGFcEtQj5sqAQMhkFk6OCXVF32EKBOgAve8XjivjYtRsEPWtVX2Yf6Hh5giImVCinA\/gsYbRvcEfTjfdMmBiCzgfg62pG86m0ycQgUm46xXDywaxEMhr84gdmxGgMDKa5tcOUjzbX6psddZxuQPqQXPLnKJMTwp3Zd\/cNYzg7gInuIf8jrXN0R3RVTjbrxkPYiMItPwio4\/gJ2BHMUAAZxPBEU40v2EkBDiAQ3OGpj5po3Ma6VAX5g69y0c\/5sPV9CDQCYAErzVY3RGIy8ITL1uTGGmIFmEjwJKdJG0aTy7O8KoEZ4tXE2TUa5k42mBJ3mcXrR0TXLJ3Kl28SVBBjaaLtXw8jj9Q+e++bFxvvuZzLSSO7YcHWnaZRTbuDEU69MoDoaZt6Izik5AN\/co6vbBVGk7kedihajEOaYkgd5EWMgQyEZZnQiU7UF\/bNMi9yOoc7xaoufwziF58hnklsJQ6TcxByEbCynzFSbXcd5RvI2MN\/YYeyanh\/A96Li6m+RXfU0ZWnRbbsUGfaXVO76kY7jO5oVC59BbY13Ohjf90aVP78mKbz\/uRHQjzVrBCWDn+sfjAE2zgaABBQgveXhw4enJ598cnr66ad5UmxW3S7UpwAP5LBfXN1MHP5Fx\/y5TqxV+74uKQDeAy\/jVNusrgrDaH6Cr5N8YNRb2FSODzaD53l8x9yIHkDKV5zlgPmRuYR3UN+ljFk8j8Pb8BzKWPygjmxsB3iHIYJ2PvDAA5yvmUu33XbbdNNNN01f\/vKXeX5Ers\/ST\/KiznjXX4inQT5xGdvKchRsOBEWCvHoXS+dNrER9vN\/PJ2774+n6cxTAjeCue2j7\/aO4yuRSXntAZ8GGRqPmg4ukWKM5y+5mbGpbG9dYA3\/kuoNXWHcrQEIDA4QhJ7zKglpNbGBa2\/9SOHosnrq916dYIicycjkALBDoAtDB14qKDyAAxgiAHSMXUH6tzIgQCfQJR5ggMZSQojVX6ssNFC0e3ulnAoo7WL5vBQkPXTYQFxID5sCpWsL5Hipm5kmGMKD8YBntMphGAuAEJ4H6PN1LolX3+xF2zEQJghgbCviuhFyU8oasdqOhyXwp\/dewCZMgb8gW7ytGnaDSZYG\/lC4hcajAx6OLJ\/V6o5+6\/8IqEF7AqgOADtPBSii3WhPDxchXGX\/ZKAhDCFZXy6kMPIskAxAEYwnAMCcrGmITBorll+H8ghUEGkpxz3jbcWa5GUDKmJuhpQIQMfQomFjKBN6cHRRN40tZ3fBNZdFD2r91omlDsdAf8GtyGRUKywIcyj0SN4FEMdmWvRNRga8swhPKb7G33puDWERm4e4QjaVZ3VtvUIW6jdCJdZr4zqMXPA9DYeaq3snHpvWTh2f1ur77vnT0+6504VMy3u3XXyLjDxFBPARslWBTgoxU8iOCacBB62KfjDQEw4W3qRh4dW\/jA+NNnsaFKrSYZHGVkKB9DE\/E3warONewHnozXlqj\/p2hQLywKOimYw975sAYM3Gbwu6ESBmdQCClRuj4VnneGO+2wnBrFPyXqtuGale2GgXwctrlKuCiQLk2lQu3o6EVEHkJcwx9iPSQYZQvPg8QIxedI0FnRguRu1BGb5m0I9NyvHMZp\/JdhlukE0Yg43iB6WyRR\/LK37NjeUWkqJC0d3jbtQ8dryNfphg4UIfyuGGjJH+kWZZKzC\/DZ4mbw9qIfUt1sXejqPX4fjlQOz5u53\/oqvG6vKsxq5DeQ\/2kpZdnUviia4gAx4uFzCT5+zswVjfcMMN02tf+9rpnnvumV72spfxRNDf\/d3fnf74j0t\/F7DJ\/FnW+oCggJzxmeuuu47vx2BY9v6VtH2xn5mfi6fRLqPTIt0ul2ZXZ+RWpXy1KJCxD3YBv0N+A3wDlOMfjFV4xnHOC3h0zOI0hrh+27d92\/TCF76QnvSU8Zu\/+ZvTn\/\/5n\/N3DNiOk+QQCUZFnzPfInOPHj1KgzlYBs+AF\/EbfIy\/r3\/966fv+Z7vYR1\/9Ed\/RNCOD959zWtew3S0X\/rSl6b\/8l\/+C2U2ysZRrVIu0szyRwBEWXArzlMCJEvUVMASsU1ic2IWQN08emRaf8Xbpo1b7pnOP\/jp6dyDn5j2ChwAXAKA8F2GscjzwU1xm6VYoWjtuWoi2UqPlpXbR0Vc\/0MMdbw1jF+FoqXHkpSRNxSKrQyEvbVaHr6mLKvDxwq8AMwcLUxUf+FpKiW1BnADkITTC\/G7FL61qBWJDREo1vTZ2mWkARWnQxAa49IaZDGibxQ2tS\/yl6M\/jruHkI1yJpDHu950h+8A7KXgsNoxwWta7+HfbinhvbpOI2Hr7LRTAGyHQOxMKf56BhvY8GwBK4bDUPlbgWacCWZhnjiGHfcZdkVt5eX9lodE5OGYCNjiE2Mg3nYBOTH2aBV7LaJtSMxmV6wOyA0soNWXuWRR45RRggmvAAgAYknMWXQMCCKk20ZA83dSk6ZPaDPa0lIX2lBgmkoANSvNgBivmQygVR7n0JLDXGXkVGLZL5pXpA83S\/Kh8hLLkNUwBGpgDhXgKwNQsc9F71qt2b32edPa9bcXDxeoIiAHiEf7wNvwmNe8QpgF\/hV\/A5xyVYN9cBsGMDRAgbDldOC6G6a921+ocQKdDeT3toqHzp7kvwnfT1ba2dNPVPsrh3UZj5z25FHxfjsN1fwweioEVuWVpnE8GGZ5jrzp6QKaybjikpamlHlj3COQdwNU8NgGliQhWxzPH6HLk0+9h4Hjzzk2\/0dZl2toA43VanSNdXhCsgp96GFnuEfeBPCmM12\/OcaQUVriaCGFWS1TmFmkK+5npUnSptEJ4g0OAMgGzgGH7sHYdKgPgt2yt4TysH2KNzbLgDt6XZ1IXMYbNvqSNtgjUQD+MNIEr08Ha3V1A8AdcvJgxcbX6d5nDl\/jg6EcyoM+YB5SPoub+P9mrIA88YR40IKZToj2oCcix8+y3oPMjfa7W+drr4Pa2PCrZTB\/k6fjWBg0khC2iwLxG+toLHoL+KA1ER\/q6yh6KXNl9NR38J6nl\/nwB9Jfha80VBdAwhjWtgxQX6hagAuA+B\/6oR+id\/BP\/uRPCFh+7Md+bPr+7\/\/+6b\/\/9\/8+\/czP\/EwDOZfb\/My\/v\/yX\/\/L04Q9\/ePqzP\/szzr946FFO+jD2Z2x75mnADe7lGt5J9rQ4AbDC8MY3vpGg7NOf\/jTncvTNCNDG6xxnP\/dM6Ha5dFg997WnQHjlRS96EcE7vNf4BwAPnoTxCq\/9iRMnpi984Qt2nPSIE\/AFDNLf+73fm774xS\/S6\/53\/s7fmX78x398+umf\/mme7zAajPiO8hDW8\/DDDzeMdcstt5AYAOPhtWVGZNMrJZdvvPHG6fd\/\/\/enF7zgBdNLXvIS1oM5AC89+P2XfumXph\/+4R\/m6kGMZXnkLUgpTC3lmrCLxByFGgQ0pdzoHdBPKBk0+MjtL5gO3nTndPDOV07nv\/TJ6fyXv1Ag4Mtcut9hyI0yWoQYmZhZehfgtxFRVSFOmPHz8KpDyANAUiGhnPIcHSyAc7hiOTcLnB+6tjbjHpsOHLluWj98bWH5AuiI8ywFdYBxz4q9bwYM+2bEamCVNHFhSZKIfR5AF\/WPtEZI2Kwdk1XKJq9RCw1ar9p\/kD7XBqhC0+4D7qpEBOaA+U\/azEbLSACwKC8qNh4D3CMvPUIl4M3H2HBzagGyPaQNLdAPwAbgj+9rO7W8VP\/WygDYK+OAKUdtSJQlJsCWWHw0hUaLmD+HANEa9d4GAGLE3pJsEOID0G7jay8nwy1CR3rsiyaOY2Ev6YnsXu0GJEyegPuAnvCWLOyEDzj0yHzbloQNdmdeGwt7VKrniD453gHnyX1OpWDATlCI52O8ONZNYFOAhPRipIQNKocQwZDcLSNz7eiN04FjN9e\/Au\/HbpvWC8CvHapDeUBXTjsWMpOWAUsNJ5E3xRdiljnY0PPiXbNwi5XfqxWq6dAN03TdjXUfc1RAfQ+GGXgHIP98\/T1TAL+A\/Y49+BOubZUXv4zGA3VoHJLBglPpOffcYWpyBarpP3vgA8x7itPePazOjHIiABlPSBZoRQlTK2k4M24dTA9hbzAu8TRkTBvfzlspt4E3A1IogBgNDWgMvEQ+dfzi6JXpqFIhcPHoZvWBK50wYnGHTg71HXwbHssqFpp9tLKGHbv9+dPBa0rOlcFy6No6+fPEkyXfjlaqSCwNHyhxKGfF2fO1ClQFbhXdT5+pMKcCxgHwsY+uqXEo7pIAp2yU44RSvmh1uMbzTI190gZw7rXhGUNRzN8DZ6qvfprsOILyKh9Gi1mZJVFe6tpm0UUL3nGG6PlmOnFKal5mPwn5jBmBOFFYjnz8+z+ckZapAecLs2R4z4JGU4afebmDnF5S17O5BB6HF+5Vr3rV9PGPf5yec\/Dit3zLt0wvfvGLpz\/4gz8gsLhcUIo59va3v306fvz49PM\/\/\/P0BH77t387gQ68fj\/6oz9Kj9973\/venna42gCvZlbOACKWfTA\/AJICqkFftDEe0Ntvv531vfKVr+Rceuihh6Y\/\/dM\/bSEPAC8AJ7j+ile8gu\/hOTwPo+Ozn\/0sywdAwlyHsfB93\/d9LPP+++\/nygLuPfrooyz35S9\/+XTXXXfRq4rfCEsAOMLvT37yk\/TOXi7dns0Yrt796lIAPAN+vfXWWxme8vjjjxMEJ74cwBy88PznP5\/AG7yPdxC6Al6D1x18GAMA3z\/2sY+RV77hG75hevDBB8k7o7MP977pm76JcxGe9Je+9KXTG97whulDH\/pQ0xuXogLmOsr+a3\/tr7H9\/+bf\/Bue4Ix6EJrzt\/\/2357+0T\/6R5zz6A\/ajLbNT3aVdLLLIoIrIFMCW955NadhCQI5NzFg057Fw7fdMx0sxbN14onp7AOfnLYf+sS0feLRaavAYxQ5PacsT0vXWiKG4gVuLGBYAGejwgLWyuLZKK8SvEV7BwuoH72prl0\/rRfIgVd9DTGV9MRJGRFcWqgru8UAwoG48bOWuztoVyf4\/3nU9GjdG0ciF62A5i9JLzbgRtDglw3GQ8Tu1QrousBwh7bSXVKRQnbKE600E\/WvwnoIDEbAp44QiLT6iYwFkrHCUeB+B2EUlUFi58yJGqfj03T26QJtxeQF3vCvBo5hFjAUuDKAcWK2IoXZ7B0o+hNEYh+DvGkEYWgrxzjgUsRoJ9FypUXgDmAIJ1MyrID9aKPS2JMgmIAf4STymIoUAtoBWqgPxkQHYMBM9pzaI84QLngoHYoh8ghEyeslXslmakLRut43y7pzoL7pQFoQZCp2nZk52EK6VctIqmvgz+Lrqbyk69fePK3dcNe0Ucbv+tEbCriX0VnhMUD8DCsj3WQUEfy0CdfBSKOSNw6yPj83PN7oKd60YZKrZJOMESvrMGizaFTzbqo5J3rWP4QUMewLK0K1MlQG4e7Zipt9+pFp6\/EvTutPPTqtFf+kJH6BUWAATS4NzRQgPqwYiV+S7hJ9xmbzjC\/Hy2A8oCx7ZPp4gzfM962PdiD4t7qrE36ztJq5mkOWME9gLPS0mTYgbKilTyhSewKacHCX3WdYMg7jykqQ3tFmeYJPUbZ+55pogvG\/+UWvnu54zdumL3\/u49Pxez\/GE7dvedU3T498\/BMlD4t3ynGBcu58wd3TNdcdmz7\/6XsZ4nfLLTezHQ\/d\/4A27tqAMgm63Bd8HxQP5Mn6dHhT+z7OVTuwHbUD497PZTIyvWm8yLnZah34cwTCosBGjcmsrn1oXPqIbNjke5d5lAeoqv5vpDX5IU1wjPxi7Zw6gzi29BxA\/NAH1iEdODcEFp65wp8AqW95y1uo3AHg\/\/f\/\/t\/0\/AHAAiTDGw1lPy7XX6gq8BmALsAtQDzmCQBCZB\/qggfzB37gB6Zf\/\/VfnxAXDPCNeuGZhLcQ4AhAP3NssS60J\/MIcvCbv\/mbp0984hP0Sn7Xd33X9Cu\/8it85d3vfvf0W7\/1W1wRyEa\/O++8k316\/\/vfP\/3gD\/4g+4oQB4D47\/iO7+B10ALADGAMbUUbAWrgEf3Gb\/xGlv3Od76TYP5d73oX76NcADcYQWg\/QBY8rr\/6q7\/a5MkVDs\/qtecoBaAnAHJhsAKQg8eyQovf+IC3R12KuQDeAvh\/9atf3TaV4hnwKkD56173Ohq8MDLzAZ8D2MODDzCPeQKjAMYjgPml9pxQhFQdmIcwGPA8VppQR85cwdzEPxiz\/+2\/\/TfqDKyscU+LNlQJOEvYEoVJAKp0\/9FSOCTgLO6y7o7LjpSQVJy4oaVdNPDg9TdPm9d927R9d3noH\/nctPXUI44Rp+busZ\/4TmUH0FAAvRTTZgEHeNnXjtTf8rSv4bhwKP+m8gJm0DjUmyVPhKAsKA73TCsAAb9zpTvyZcPOwyPsIvttRaFeLrDzoOCsTeZefoOsBqqjdkZttViL+7eoZax8G0DHa\/HyihxtKKPYfKX2BICKZfhwt\/YR5rzOmGsMaywRtlTe1t3ywO6dP8lVFXpkyxjDX37HZslzNTnOPc3vXFnZqzFkefJ+ztJcGswJRAmYAij0EAG0UP0luPcznS2T67rHZ9MTbn6VIlHe7xHEx5BJRhnUT4MBQN5GA97ZBlAnsFPIiNhKAD6hFs0773lCUIp+ok7ErnlucCWEPImkilXSkZsqlOWOaf3YrfWvADy87uVVxcZTbdvUNFRmGR2gJWHjucj2mDfGuWri7AP55s85mCdhZSAslDG+Hz7RX3vG6RPVmOFQMYRp7BX\/bByoUAy3cffOl08Hz7xx2n7iS9PO8fun7fq3e0Jz3niV9GTsOfa22BjTaciIMXcsumk+W+UwQzdDzwaYeMUtxXv0vGf1rU9PUtLE4AoK908gc0tPk9vmB1a54Ioe5CDqbfHyrcd9dQAAXOFZMpJYR9pF34JWG7npOUYoeC\/8q0khXkLse\/1ESN3RW+6YbnvlG6aHP\/YH0\/EvPzFNN7xgWrvppdPOtXdMWzch1KnoeK5W2tAXblw+PJ2rOQvb8cyJp6fnv\/iF09333Dk98IX7uP+m5bKPJOtC3+DGuLXqP1T9ObRRoK\/6sVXz9Hy1bwt0U1PlUPA8iFzU\/NA09gJIHvJ19zP8HTlJcF4jV\/TYqNWA82XQNkcMBbJ4dibYyJ64jnfNA6Y9fjv4T2DbSxGcRZxjamecAZE54ZjeNX2LPM2cyDUOW2ezq\/ItyvpNb3oTAThAMcAB4mx\/4zd+g55DeOnHkJWLVQxgAxAPQwBlc98YVxyVIQMAAkAGgBdABCAI9QIQ\/9zP\/Rzrx3vwfl\/Mkz2WzfnieY46YBDcfffd9FyiDwAiqf9Tn\/rU9N3f\/d0E6WgD\/gF0\/8\/\/+T85PgDfAEz\/63\/9L\/YBXvv77ruPgAfPAqAl0weeRV9gDMAIgPcV8f8A\/egzwNjKG39V2PQ5Vwh4BTwH4AteCnBvc7ru43qyxDQ5XZMY78AYxScOO3zHs+BVGIUA04uGLMoAb2NVCZ7z\/\/E\/\/sf00Y9+tPH35RIJPAk+hSHx5je\/mfwL3XTHHXcwnAYgHu0DZkEffuRHfgRAHtLHmwjp+QtAoFSm0GvLjoNiGjC0nmlgEYqxC\/AIdXkkK3b1uloSK\/ByuLy\/TVkTbAko4Xk+yxCNEuCMdXdsJtoZT7r\/BmjDJd2hDpruX5bCyzwlATb6q36nvSS6lUUUUgOEfpZgwApXuiWCHj9GUDHqnWg2DWvq7vXac9\/e77+blhgVnrmDjBhwhXJBywC0BYAjg80Amu+D+ITL0lIcy75kfqDyv69V7Ox07XXpuYA1VlDskeWmyPMFHhCff+LxafeJ+6bd2huxd66ABDy1HG8BWoXniGG4JG4AHc+9NouCD7TZdORBAS+9q+PoHWcOHsI73PgrwN1CZ0yjjFEOktImzT7OBCRsi8C\/jAePkz2Y9LKj3d4kKeO2q++WNhThTSi8Vo+Y9aP2Zxy47s5p48a7y3N6A2OV1yocDLxN8E7A5k2TAxMKXGi8Gg8PvCEeCtQITw0zYRj7MNzs6QGgmkwLf0ZoojfFftUat1Mcnf+XEU8\/7tFrKvzjldPuHS+Ztiv8ZvvxB6fdOg16+8kHp52zJ4plSliCrli9EJwygMSqjID4OIbJ859rCaNB\/xNKFYMvKynZgL7D7FSdb5CGMYYZuiOB7Zhy0MyCRcaGPOxZAWB2nQGE47vCxiwPUB5CaJw2lMYweMbOhxiXoBj7gH9Ckk0Gqk+gsd5FSMzNL3\/zdGbzpun4kRdPm6+7q9B10bfADDYscz+s5a5ORZUMlqEgFn34gS9Nz7vnrumaY9dOp53xQJl+wl8cyC432CPca8K9DHPl6Qegx\/rQ+aLbFo0SdT\/TSUwSflS5nXk6g0cv8N28w\/YIZNeWsjIYOg+Sy9Ih8+EM0Ft2ZSx6pSpDeiZ7B3q\/UjVlCkQUaMcxschqiia9iq6YB0HOZ2KnwZV8i6GLUBB4qQFAAaoBJBAaAmX\/O7\/zO1pa916QS9UDfgA4R3jAP\/2n\/5Qb5uB9BE\/DKAC4RpkAEQALAMUIQQGI+Ht\/7+8RwPzCL\/yCZeP+3sbDnw208IbjA8AdIIINe1hdQKwvgBGAeTJWwUBAWA1CfxCnD88\/jBaAK3xHGARihZkKGmFlBWwAcuBlx8ZdeOSxYRfXIx\/wHfSBRx6rAH\/4h3\/I+Y66L7SqcCk6ru4\/9ykA\/gX\/wctOB1wcPtV0\/MZ1GH\/JWNPllfRQsseARzBvEuIGvlnEFpItewztwvz8T\/\/pP9FwBBCHof1MPjF84d1HLPxHPvIRri5hJQrefcxXGKH4PPbYYxM24NbqJaQW1KhDGKSle72DHKfbpclUCeOLToQmmFGHi2R4QNVWXvXxtjCkhW2rXd4oqoxx35akeQu9bBtQUbKbuN+rOJDSCofEb6OnH6NoitJoQp5Kr4NvvtqA0HyoZuUsgKWsF1xI6C\/gsq7gFm5oVbibKOkz2z0bxf5rGejrHmu1qBtlw\/hC+TWgE6PJ4IZKpLwqR4+V4i1T69Z7Cry\/qjz1FaJz+qlppwD99hOPTFOFVO2deaLCdUq4750nrdcTs4t9EwAtzv6SE24JrjGmoL2zAkkZCzAK\/Cc0S4AqAK33A8Mkz\/0Gwb94vaU7NJgkcPQBUzkXQPhUXttwB6gZwCh6OtQFXqfynO4hyPloedpvesF0oA5MW6sNg+tHazUJ+zgQ\/sWS2HiunMyHVcwpDOHvAckLDLPc865mhiaKdB4YnobBfC40vndfyOPqlduqMtFvJfMx7FasFMsPz7EsvkYqgcoV2lGG2XW1InfNzdPe815WYXaPVdjN\/bUy9+cF6h8gn3AFiTnOwUECWxlHjqlBOLIu5TN6IZtTwKPUcDX2aIDUfaZTluCwJ\/F6B4kjWdp1vDsjWCOOgAL4Uszk1J+pS\/waCbO4Bz51BaxhH8GYEYahbjBOD143TTe\/eDp024unw698y3TqbHmpn1crN5hz3r+C5sk0jtFnIM\/rGnvsMdo6vzWdPXN22ixFtHYKoY0yZNMH8kr64wZKnmrwLW7aF8x6nC+AvFsYIyY+rRcSww66LaeuCwftMQ4eA\/Is+KkJMLRQiRB2xw3PS8eMjDkogEZ6fRnB\/zjQYoLWThiQ7cMxcTn4jhucm91p4kuN2y\/a38V6L\/E7YBPgFIobwARL+wgn+c7v\/E6CC4BbAIXIo0tVAXACIABA\/rf+1t8iYIc3G952xN4CKMP7j82vjzzySMvO8du\/\/dsEDagPGwTjRd9Pyj0aBIgzhmcS3kRsfP3e7\/1egmvEziOcAYYIYv4hg9GebOrDxsNf+7VfI\/DGygOMDoTiAKQD0CNEB+UDgOGDdxGyg3AGGBwwRFAv6kG\/0F7UBQCUEBysBuAe6lp55C\/FMV+f9+ORxzjDqERoFsY\/6ScRhgWjGHyRzDKjLsB38BbAOAzQOPbA97iOskbewVzFvEQ4DFaV4IkHH+I3+BPvXGjOLKMw2gk+xx6Qv\/7X\/zr5FXPq3\/27fzcrB\/3kHhOFDkj5UFFDVkHoEbdEK3cgoHt4Eg8IIEb4jsCJjYtUM3hwQhKDmAAC\/R1lcxeeEpwpqgGXABV7imZAgu13Hyiju1dVJRmiDOgpenrm+SVoD5QJqeUlutQnS7T0HAlFtE9TUq0lutV91As3epPVeusrvsM27m+NFG5HHwPU98N6KfSMN7Nf07juL0egppPAlZvGDCGpzhI8lMJYw1JtefGn6fnT3gsq1rli77effqzipx+St\/50heFUOM7a9qlaRkdcZS3Xg70IiJENRrRgLDk97PPOJjwh4GOciGOfEr8\/\/sXEy8EoicJnKFjVQe+sQ3JEX60y4UPwhiu4j7ZWO\/Ee9gPsHrp+2ruhVpxuuHNau\/mF0+YNt8rjDJpk4Bzn3rx9Hl\/ybDyRRAvmPY8jedzeQjYJxkjAlT23GlQNcQs7w2oW2+\/VhoFhGjBrEw7VlucB0M2oha030MHznas6\/6Reth9ljePkeYS0qgR2pcwPHb5nOlTG3tY9r5vOP1qbir78xWnriYem7ZPFG5UNB6sUSBUaAMaxHCZR2gOeaLHl5mwBz04I8kSTQ5E5AmLjh2Q2QJs5Ddxn2lzgc4darcE4gZee9EVTi28YcgN+wEvDHKMYFeW42sQ2dXAZny6fKP7ARv7tI7eWEVgx77e9fFq\/8a7pELKBHbmWRvE6Nne28CaNSaY764G81R\/F6jsDE8LcKJu8R0QHyYFZRgkRzsmeDjl5KMlszDYac97rLqiA06zxQcgQ8m810rsetol9xEPYeF8mAIzzUVZZV+yRfhVeg1UqzLVaChh5T8TEYC8IwPwOfT02SwXlIgOMZbHDGvM2vsPz6os6lH0e+\/XFWMEz\/47yAAYAYrNsD6WN3wChn\/vc57hJFR947S7HK58QAizPwyuPeF94qiELEWcPr99b3\/pWgmelI0U63Aqdq7Ygdjee8GW9QdkA6\/\/+3\/97Po95G+8lVg+0sq3Vs1\/8xV9s+6oQCw\/PJT4wNOCp\/6mf+inGvKM8xMUjPjleUoQvJKMZDBJcR5w9rqGN+ECG410AqOwriBc1oAzXL7Rp95mP1uqN5xoFwKsw\/hCvjk3P4BuAavA75hWMQRiKyYSU9gdHYOXmgx\/8YOM7GKBYLcJ98M4I5MGDmC9YDUIdCHnBs1jdCu54JvSJIQL+xZzEihNCyGBML6aFZUgchTMOPaqc5EwJR12MWGMIsi46hen9m38EUCDtIhzU0MGLO0je0WMwW8rlG\/4\/y0wp1Vx0qTMEkWujcLdSwi3rSJYQjTZcG+HITDlALo+bnxYUjAbYCnlBh+zTKSzLfVjQQEOxpqGeW2zLbOATx0B6d9poI9\/QI9+zn3CBd3r7eWP4uejdlR5LeE0eFEiXks3HGo+0zviTC2TDWBHi1ubhQ5XerkD9HS\/Q5sgKxWHmnAq\/2T395DQVmFtHTPXJJyr9XMXeM4TB4TgLajyezJGpmRIQ7bZhEQ9fC38ZlDKANFKUKqe8NlRSydS\/pNFEf+i3Ne7CV7RpFxl\/CoAgph0bsadKDzk97xvqQLTbag8HNl9X4AHGn2E3gDT4JA1f+Md\/cccM0VKXDiAhXCE+HgFbI\/hsXvIgnwZlHToE3uK7A4elDs8RjaiBmRkqBg7fM5jnCA\/lNI90GAqP0jDodeWbTgLuxDxYXsbNF79u2r3nlQVQn57O1fifqw3xO8fvK0Kf8X4BAAJkpxrSomIcSNs5e7PfLbxEfZnNyybDxLPZ64CyAjJowGWumQ50chDJCxgj8AsAnjzokEHRRWOpIC\/RSdlmtArUZZGpbbCJ1LActVqN2D58W+1UfU1l\/LqnQrBqEzT2roA3mY62i0U5C8SvHFsulaBdEOfeAI621kZXtUX8x30FeJN7QsRQXVZkhwYhdEa0jySSCDSag752P0TWmdg4FbtaTenB+Qjjx0PF9JNB+MTq1a5RLHnuZmzZS24YFw1nKygzEJ+GdXl0SfA+ss8+g0Dz4UKfZqTAgMNDtZKHPT4N+F\/wzcu7kX7Ce4xYcCjreMjhZQZYwHI7PNSIIYcXMPnUL1YDykVZMAJ+8id\/cvq7f\/fvEijAOPhn\/+yfMXwHG0BhKIyGQUD05bQ+y\/6jrODJ2oPsGL2T73vf+wje8YmhMJ5omQN3InfGduV7nh9P5sTzuT\/qiaaTRnl4OR1bPfN1RYHgUni2sd8D8wQAHjwBgIzVpxiW6Rh4A3tIwHN5H9fwG5mj8E72NY3EwLMwDOCpD6\/hL8LG8BnfmckwF7LsGiVQ1Z3TYBdXAcb6mUeeChAHzggryBlP5d+F4yhrm6ikEtnvue6NghA2IPSkiaNEfy3eRxlsdNkU8EzRDOCguVGH7gzgJGCzwWMDmZlBkboosnsIwgLcbRU0oDq0cc7ZAtnRCa17C\/pgBi4WAOqFZ0qDQ2xt\/wwGzIjMl5aL9g2rHwuCjDUMerCDsQYnL3B\/xtIG9BzgBhKEiRA6A8AsoLF2pNLlHcEGyVvk7bvzGxhjv1mgbgepSivWfufpRwvkPT6df7oORai4c7qKAaJKsfOgMPNvWqhsIQbNYOvmWRfNEnrDrpuMjf3MzwGnOPI+AJa5u7G5DysDm7Xx+sY76t\/d0\/rN90zr19Wm1fKWsr\/0WsqzL\/5Oyxz44GFsnCwsJcJ7\/mVeLAXei89kzIaxnL2Hkn2v1cN3+lxKEb0NudcBKecEx7MbZxn1GG0pk\/zdjAmMk2hN3CYu8CSpvzWmiFdfx2b4+nfkeS+pjfAKveEm2QL3e+dPUPgqll71J45wcZUGbRrsbVHfPJ95TUCLTbUOsRoFdsaM487numMiPMMNqNxEr8nOsBJulgWQG2dmgHcbNNKPh2pxLmwV+Do\/bW8WYC+v+9pNLyx+en6tYt0oUrIebA52oWKnNrPbELo\/Glb0y4YJZXiCbvooo4DYWhrpzgsjX\/KOprHHTo+SjjGYzN+9LSlBvKLFnqyAGNCHRgnVdL9UMH5o0zshMtqPTcj1d72MuQspPHXDdV8Yf\/fBmQu64Xrn6osB+Ua2oa7LqnZJTcsuBWAgXAQeaYAQAHlch9MB1yHb4KnLwTaXKjpgPIfgYNn+J37iJxhGAy8lQlAQmgKv3+XGjy\/bizS2Y3G8lo0fEw0M8ct55nLefaZ1Xez5S9Fvdf+5T4HF\/VNZmQdPg+8B6PEdoTbUKdH5drTgOsJtsgqVHmOzLOZfDMPRy7747Eil8DXqQf0A4yMGxbPj6tUYr493sYqA1SasTuHvhTa1a7MrP4LvPeJVSLkL9lHxd+8xATCVXQS+TsmkV9PKOx0LWF5c1h6VU2qMN03vWt0McnpRAakMPzB+X+C90SvG0zCHzDpNhAd5pOomoVNrr2fE1HPA1CuWvk\/8aQdHGURWI0xwmZ9B8Y7vDYqsfV0oUyDH2niobax\/BLntkWH4BWB8h9ej3S\/Uh7lRyDfp0jItMsJ15P2BjeumjcpSNFXaUtBst5h\/q8Jxzj9877T1ZIVf4HCxirvHqaM4FRcGWzsACeWAzt6YigNxWIMBKJqpTDYaC3pkGVYA\/tVGUylQG6f4W8qSRzqv1yE511S2mcrtfvDWl04Hb3uBDhVj2Zg1SjMpchjkhUQsWPzZYI4HKHWKzX2\/8S+8kI0rB+w9Gm9q8ygcVDQRVCir4j3RZlfHaR282OZZWqzJvdh2Pk6+jud\/nPAG\/aCNN1N2nukOADUTzzi3fO0jWK+wm8P1b6digs9\/uY6ofvgz0+6T908TTp3Fc9ioSnJ1Lz36H7\/vTFKJwOY3AcvM03jix7SjjZ0dYoV6mJ4UhqeBfxsR051k0PC1edHNNwtqYlI5TXAWBk+krlCsnTroa+PO106HbrnT5wSAhorrNzOZL1UrqhDvqpfcEIv\/zGNUXEN60iax0Nb5pE03esHjFdcfOTKjqRuiR3InvL8oA9yC+aAMNYG33IT2TOM0zudDOFQIh6PJG0DDQJ+mdLqiGj1FbaDyzigMlwjbCwrhNDDVDu\/O3rlsAT6n\/QV+YSzhef+v\/\/W\/0hsIOYQ4XHjQv\/Vbv5VKHQAcMegACaM3elmRibkP\/+dAGcSTR4agTqwALDoDlpWHZwEwLmpcXVZPVw+tKHB1KBBQjJCaUS\/iOrzjAMYB7+N96vj6wJiFt36R\/8PjAe0B5ngn+dwv1gM8j7Kxv2QRyFOSeaUs31M\/5jU2veKD+YYNuss+zloD2Th4EFtMowCDDpaxQjQYaDAhoI7eFZkB8KQoBIMtlLCnju+Crsu\/Xu9iA6NEuqS37K4\/ASs9\/GN4e9SoF6JuK5yoCSWqcGnu+e\/8JJVVoP5YkfSnB7U2rzgDM\/rHODgDGGhKM9cGYNBL63W2JiTAvg3K0C72zeM3Nqn1fz4mjQ6NLF1VsyQbJBzSfA\/5xvFVsIAp0x7oYMdAZHSfagEI\/6c2oelrdTjR+q13M6YaoTg7p56sWOonpq36d\/74lyo7zgPlsTtJrkOIAuNtk8HG4I7hEM6sxE2RwyeTml5DAkqEwlQZCCOoibO7eWzauw5p\/u4qr3GliUSOd5y6moOySGqDKoDdzrQNeAtAey65Z+NYz97x\/MrL4xxY\/r3XT5rN6h\/Q0zD\/ArHDP0NDzb8GX8NY9I2YAmpJ2zdYFxqxNuf90yCe89Se2camjOALwOx10sar1zcOVX7cu15SWW9eZC\/9fXUOxadr0\/RD9Rb2JdSBY\/UcVklyIBDqkddCkzbjS6DPTToafK3UMLJDwHjwCOJ+7dIwf0uAblYGrZSdeRDhDxrwfc4H8VcD1o5PBzjHRuit8trvVCjWZq0+bdZeiqO1moO9JG3japM1o7HmVKswKLySEKNC4UHD6gINv75cGWWlXmvFcIiP4bXGB7OZ4VumV5wMA3sZxGc+ZaVlzoOSkb3gLmp9fZBDchCMMoOE5MFiAPTUKs3bMbTbPNd4cdEjkiL34Wzwa2Qj\/u6XrTPizN5PW9O3UUksEvLKf2dJHiAAH3gTEbuLzBjgacTkIsViQlcuVhOex8rRGJqyCP4vB8CnDswhhNE8k3eunBKrN1cUuDwKgC8RAvNc\/DS8sdA4zE3oE+iRCxkRF5tnlRk4QDtSCku+ADK+Q1AvISWHFFSv0sXNwNxMCCZ+vsHCLjAHcCobYPTpqPRRWQRbq7qgy1ExSIHM4GaMi1HGLugrNSNGhECprBaUFe\/e0Fh1ViWmLQuKYdBXo+5SuYMmXNwvqywqRi\/RnwDzra5h1Pf1zVoqlXOoSNjWiwawuKs5jW5wagm\/jz2Z374gUDRhFseOXWjaO+C\/wYd9TJs9CnhP4VEC1\/hsHKwDHQ7dNh288Xb2g6cEV55sbADcqQOI9k7WBtozT1ZqwwrNKdCPuOJ1Am4cWlQb6xiW44Oequj\/f3t\/9nTZddyHghs1AAWgME8EOALgPIkSZ0q0SdGkRMktOdphOeSQFOFrx42O6Oh+6Oh\/wE\/3pSPsiH6QX\/zgK19ZatqWriTKokiRmjiKEzjPAEES8zxVoVBDrxx+mb\/Mvc73fVUAiSrwHLLwnbP3GnJamb+Va+21dQ++Zi\/HA6zjjcD7xzaf8y4YwP3QOGbzwiuWU4fHg6vjrx4VKWe8i1hlT728uVRtBbZaJzt2K2Wog7fYtWX92YoDv8d1vw+TR3uqPugcduUATRu0ezC5okmMATyICQIY+IjdyWQnhpq1sM74F+pzytbGtA4bGzIxbrQt+W37LkTRNmXQiRdwn4\/DcU22VOy\/6nmq96euf\/nI0H9nOXH3OMby4fHQ9HhvgdTAqSbahgJqezfAPnkYVXQ9eDp+yvQGwCgrNgDBWIKNoyEFQMoDTWozxmscX+ljU8uO\/8l+eWmT90GazuVlaU+NvdPD5saE8OQ4uWff1S9bLrr25vG23vE+DBn3Yp\/6kDiSJlWuokgRk7atMpKVH9szLrKy03pskiIHo+4b1\/NFZhYcbAzJ6oWcrOOnxGg9Z2w13HFBZJk+UDmCC9Qi7ADtu1uL2jvj53ABsN80b\/JT0oD1Z7dtXOlzAGz36DfGBPXkhq8TmCBRbIxpBU9me4hDpuTOV+qjfiNBaOww3lei3FT9NK734C9gXvbHy0fsYi8PuXJ3s6PzcP90suu6YirPqmw\/WwmcZRLoq6dnGXlTcpB02TQGdxqbBxiCIBmiQNYdmj5k5EHmpDh+BSmWtbSH89xhEmll5hAgFuDCt5jAD4rndIfcnSDcbWAiaouBb+mvnhVHVDnAaSJk9x7OTH2505VxrAJyLSzC8CDizrzENi0y4QpIftJ5ZqUABiXYOGWzKKGAwclVXeQSd4SVREcWYAmkwTggQwZsfI+NiIPyTH6QY+olS4EFGC34DRId+GkbUc2tVGQcD48OoDWOgtp\/wdXjxTjj3\/Uv1TfMnpKTccYZ5cfH20UX\/ffweKBWXlo1jisb59kvY0uOnJRz3vh+3jj6UgD7vosHYB9bHM67fOx7Hy8eGw3bS44UuMgDviJfvNRJB4ABQqgF8qRrAGZmAjZOih0XoO+2xLZJQEf1qAIiRbqNsr2YIVg5G79xIYBGiJSa4lY3OQvDV6Rtpc9+A3Yx+QXRKM4xhmLy7OMLZFqm1XyNrg5S9l5ryZuiRxPnX3zpeED2Z5eTz3\/l8uS9ty9Hbr9FT705MR6Y1jP55UVyA4DLG2DVmevEZLQnT\/GPD44ak++8RxJJAqmjW26EGt83CcCiANqZ5PcfyCU96cjf8iqyktOMnhp9PrX\/orGidPNy\/gtevRy6bGTf5d0BKggB0vnArtSBScC2+O2rcu\/8sULxvBfcsFx2xXh5mJ9GJBnVCw9fvFz3guuNT2365HLp5ZfqiRzX3vC8AJgC+i8+fMny4NiuYR\/4LjOVHPs8quv3cEHdJ2lTMSLWpjC5BYtAYRSxpmW8mO+T8acPvOqzLzMn6LxoRbdJnnE4rQHug3VlutnvTh7NeaRxgBFWJwqF\/Wf8x+kC92ecAG9wm4n\/cUl22+5WAqcnAdtaQwBgBUTdORr4E68KYG9\/zeHiHxIaHpWk6anfdSetbteBqMWS8gGWdr+e4NqDvgb8vGl1HSSnO7ZgACZLRkmv51J4yAJUMHDBlgwAgygjzdvzBXDmAfEAdgr+YjAEwUeksdCKbJJJNwVDuCx15hKYFYP8nWaISrXmwl474wScO2ffjWW8sMbaM9BE0nYpYe8Pdex8OsOmR9DkKgPYT6MQGcsvytzSfmI9W\/vA4fGW1EuWsXtd1WEgTFaZ5LQZOSHnyMjWDzA\/3nypQH7se993aDxwq9lRz25qcBcw6X8VoMPeIbu1nNKSTYcK+MEn\/TUBQW9gOg0qpwhkZMY2\/hO2xtvVdE6sdoh6BjwBwnW0kE1Hc1oFI4nWt6yi\/R827H9j37t25eDJv8bkIng0emKsBlFGL2rj4XrJAgPwmz2NUkqDPcegDzmPl03tf9GrxrMKL1mevOdW\/Xfinu8u+556VAG8lJWHT6U2su26z53GlmxL2T\/22+M+jBBv+BWa8TCf2afJzzLxDoPjmq36CL1jt\/KYXL5k2TcA\/IXjPQIHL79unD4zVgb0pJ3MYKJNjEW8oAxAPh7GFR70xXhG\/37Z2uUPscrk4d47xmlPes0lLKclPPiQ0qP1IHxf+TA1wS+6QvGngVRYktZxXmHXpHqfEvi4lKbdrOHPUFabgC34+EAUsDHjk7hw1BZ39iNOqUnCLuHgmEr\/zoHHv8ewKIGF6oaRO4E83lCMY0JYvt00b7H9bCWwlcBWAj9ZCcg7PSjwE5iGE3OHHCcPCChS8C4+F2Bl\/NbslUcMeOsCKpIxBn1o3jIjESvXUojIAFdJ4CGQBjtgA3EJBquLNZCXgDZOv2ixAbVCDO7IrW3ro3wigCFQNnAVDKNWgqsQmytlDehakErh4UaAJZWxxzsF3Nz4igbSDVTolzKWpSzrigsBtKY1bLAyMpzP\/GNcFlqAEuWGQaWwKQrs0lY+FpANWD+2zQAYVNqR87NPjbWn\/QfGKTmHLhp7bscpOaDHt93I9gYOwwYwRynf6oJeoJN4vb3IVmUWd0wK8puAT5nRatlqx3rF7VXlQt9NUAEdnctESoxZOpToNgoZuYkZrQRYFPg6WDLgbP2EO4jfdlytsZpl9BtAF+nMhbJhYm\/yUkmG3m0iZm0PrkTOY0UQWWc9634UODge\/jnw4teM025eNl4udc9y7I6vLcfv+9448eiBodLx0rGxt13a1uNGR\/Za2rMXTPnbo9WRuRhobOPtwHZOvZ2So3Ul8+5HX+qOuGFrx8dxpOPJ5+XEmESed+WLlvOvf\/VycGwDkq1a9gyMbZ+x1Qb3ByJnN2Jk3jkhYmBe\/KoRJ\/0fG2+3FID+2KP2MpIyiS6Oyn\/QcFLax4rVlddel9shRA5qIJ7MgCBUqa4KE43p2UeI9etCw8AgN1hIwRjwNkriRvsvHaihaX2pR9s25EVuurmo+1vvLP2867OVK9l42KhzVdE3UW+mt\/Nnt\/u7VN\/e3kpgK4GtBJ6uBDQjH8DMHb\/5QIAhIFvcFCeLpXv9GpkIgK7MRprD5+PnLE0qmauJl5z56QDW3j9yP92hw+M63gmYpEEKICkdc\/jfxNshy1XTXm0FGUvw8mVtlwdn0jPsEYNAmq0NmkolPTZ1oqCSlRgSGnDnyKisB57vxjKNUwE0rA\/jA7LPLHS2VaXSkVrcpVlTPOeqYCypQJC3jh3YEdFrrGI1+Fx75M0BaC3Auwx8K4PRBMX7Tb0EcAJ+K0jPCYzIgcooqVZ3tcIBlA0iGHWDN6WRJ51+A7YL2KRdhmWv7BXjL8BO2AOkMUMdzQqcFpWP3wq5d4NxcfFkVklU8DazEJ+gOAgMq+JxrwDWP9qflcqu7a4eRKmPfNj4lvPW942Hog9cce146djrlifvGnvox4Oxpx6\/dxST13OP7VLOm4Jg30KDPb44lUZaN6CeG4aEPwD6YGuA4qeOjSMn910w9r7fuFxw\/SuWC68a\/V9y5diZdYHWV9qoHTMT588nF8KDXLEXhNnkD89P8KqOrTCMF\/QMPnXvvxwY745KJQK\/U4Z\/KkG3p+jZ8P4SLZ\/IMDCebatKbQg\/MXLc\/rU5+6jKfQy4j9brsPsohPEG4+IxB8Xb2GRr1WNddRWiMGiMazfsSP272yEmIGGRZXIxGxNe0m0vupwFhjImOm3R41nzZad9tmcNkVtCthLYSuC0JOAZeXGu7qQ18NiJI8iIpf9qTk+cLXyXvmoeQcr3phIpPdiTy4aLb9kPCWweoKLbBDGReQQagNPVKhYFejZeaAhevPk495mdu\/Lk6IIcdZARINOveBBlEGs0kGPX5jjDLIHJAU+JZZlTjW\/lJT8VJMUWBOc5Jg0MkAEenWed2HiwBauubFML06ny5LWBGqzq9heUWwfHyNoWYOOTPFd06cUVlTInDCs0KS8iC9\/WVMzewZ+qACsnCqNM5KDBmde5pU9cJRMrL\/yB+tUSXH44GYWvmfFigpOySV3DDmOImVGboG0i4hOMqKNbIOxUFXv4GkDFbbIN8TBdTA5pcMWEBr06iSYDMm4MN5K7AUkCSfo7dSvAjuclrGOtGG0mwZYZtTYwCTXN4D8ECKUYnW6ESZlJTsayZeVDf\/Jb3kR55fXjhUrPW5664ZXL8bHd5uR4wdSp8V6Ck8ce1wc+BRDai5RU05qh15NuBEQPkCx7kBW4exb+hDx7Mcocf0qOLh2nzwg+PzROLxpHpB4cb\/A9NFYDzh9bfRTVCjHqC6FvA+fBXgPymHyVU3Z0+6LJA5MiuXLBeCZE9t6bvZgtpAYBaE06MDHoR0aJPOgavIncNOMdTsFBt9PqTeSEWI0wcDQSMTxmcwLpdhoxxfQfm6hgp9WV5KRAaFM24F81HWS60obgAz1ulRjgP2zQaL+26uByCU1453FGskuyGrS3QfyApk7DaoJhPJ9tH30LpGxB3H62EthK4DkjAR3Rhhcc2mmgJXDkzpv9F56WVPADvyngIxynnXphXtT\/FqAMx5hleP+l1XOgu4OoY3IQ2MIdt9Llb1i0KE8BiMG3OW8DUw18+m\/EAwMdGViMLAJC0hI3ofyvLngZClAREFhUFvJChNowgrYHL8hF79npE\/6OQesVcUpvJB2QUJDPZHI57YYnc1azZ5xZbng4jUGw1QGxGbkxAbArxkORptihni1uzLD8UzZCpBwFmZMf5VX3u4+\/IwFpuk1eMvPNKAITLBkHlB3vAIyAcrzVciIT45a4AYhoJmack27UVlND2kI8D2k2wJKEHJAJVV0Q2OplmymUvhVmCTDU8Z9BTEuJAAC\/9klEQVSDV98HQewEBQLixwlAggXlfkzowu6EFkzUYDeYSOcqYA6T1CqbC8snbQlTEN\/+pHZqgNQm6\/Y23YMjO39gPGB68shrxslGDy\/HHrp7nHbzrXEe\/f3jGMijy3kDoMsJRGp9Y6\/8OJrIHljVk2HkJBm5I3vT5dz6\/eOdeePh1fPG3vznvWy5eID3A5eME400+y5bZ57KsSGkhO3YZCd+47pes+2IuaUmB20AZB\/uJwaAPz6Orzx\/vGHQZi5yQ8C4axmOCkpvdiSXJYsvE5WTx227kM31M49uQ9HsLG3ATDlcQxqAji05KUf14vIPA9WmYDs81qgExgWGir6PQHjzMog96s\/9oh9zHK24zSrpMebQgNlEcczwt2HikzJNhjyhYP5yiNexWcqcRT8ExOONlWcRWVtSthLYSuBpSiCn5g60+95c87XkGMPJmYPPnw6IEQK8SgYAZEbhWxmUOJB2xx8ABU4aDl+ddftkYQe\/EnUEQ4z\/aIxBdsfJLQ0ANElQJD4pkw76tRUgGgeOBW4nIjECuR8PHhkeM2BXIGwRM+IYWPXioMWAkwXKdWe45Pc4w3SaxsK620tVxpDzblkoaQ9l1uHAxcB3noetgENBpkJOx6smGJkEMvgzWv2etmOSj9rRloEGA1kR2ctkBVejb6cJmdSVOZKt8thYyw8DhO4QuDITAsIhcNM0DgsuplJsHHnQlVHm6gRNsnklIYd9H1Nmf2njPn79Wu5HTvmmX6k2MLUrGouh2eJrXL8E4nScu+3YpEROGh2AdRC676Jx1OM4QvTAVc9fTrzw1QPUPzK239zr\/+5aTj5633JqnG607DumZ5WfOn+8uffwZct5h0a9Cy+3v+NY0gPjWNKLz79wnDxzoZ6QIzDWzn+3jhm8w5yEbN4qo\/z44NDrbrtY\/QjLLfIV2z+1HHn8ieWicUKNvAkXk9xMLog+qmx1rLjpnBjg\/YprrtaTbO57bLyaXIr7i6OsWjGaYn0keh9\/prXoG8agTWByhfGXU4JMD6EvK4ORKQ471vQQC2RMSHGVsa9EoBb5wOABjqc7ozQO53VlUBNTLEqA03Xmyb8WuU8t+mlflPHzlG5JtaaEzQPDF8lEWz4H7GzojR+pj1OatttrnrY6tg1sJXBWSUAigmdcHCiJ4yfH3kGOnj1scT32xysYkrdgejD1u+FwzHFYcEXA1ZtyQf9vNOh30OMBz06CMJlpMsaa8HDhTk2y734mtL3wx6OXUaDtGzbwfrwNw+vu0P2tnKAR2A5VtKyt61qnDrpO+dnseXK+04T+pIacouGykb84jULfMCr3aeuM8ifL\/MaFN5YgIfom4Cnbg+JIbm0PdFrGjt8OiiaVBU+nWnHr0eTrGVPNuko551oLOlWhiAwgEfYiTht8hjqM16RNvzFK0N\/WymoioC90ArS1s7X1I3t9vbBlGS2zL5dEvvtG1lhtYPAgJxDiBVx+mN3oCqsxDvYV1OqjlN4HtjkY3NhpRcIIctuDMII\/nkwI3UrWKO0pd94K5QavbPkJKUaW2y8LR0EOadXBTWzJ0EkMPgRMOJsrcjNyjAMFpdYu9pLrcKStNLoFybOwlpNNu8i93T6+3bbioU4iGfoOI5U+hQfnMYCdasTHsndlPsfkYifPuDzlyFxlZuSLVbxCqxnxvgsOLQfHv1NXjoc+R4UT8ubgB0em\/r7bxolGj4wX+I53CFwyjiG95OoB4MfLbuQYUvgl6U0e9ldAZVl\/pd+3wkDOOiJEXgzuFbDrRavjtggg7w7K7ofGrEVbnNy3PD4ecr3k0kvGcZMXLo89\/Gi83ZX9XY6RGITKv5xqc\/Elh5fHHnl07O1\/Up8pcMaKnzGl25g1reZqpfnfQR\/cq29bs+SDjU87\/Mltzsei2DjqCB\/mq9kv23MBNl716YewEFivvrE5jNSM08KKS0tFyiurzgP7lwLmEXKQUHC\/42MhR1SMCpNXGXu2UqC26jrNes\/ct+Ojj4NDbi+99LLlsrECNJ6QWI6O1aTvPfLgcun4feHYKvPDxx4NUP\/M9Zwt2UqX+b\/uA3frrycHdyu\/vb+VwFYCpycBeyFULEujct1aEyGBgEcF+OJXM3AgBJg\/JkdI4HMNPhJIOJp0x8nOJPy77CC22JfhxiKe9knIxiMIYoC91MVp0mJYm7a2cFeLJTbRYhZ8TDbat0Z4q68PzXHQkLLemCzTZ2ZRQKWfRy0FJHDpvl0OQg5kEDjciUo\/2q+Xze6cKgQ1loHyD36BgNCSgDNhTWzA5RDqMgGUB9xctKzROPEC9Eegs4CPD4vG2sVkIdXhystKrmETQzbGb8P1t5RpHQ0y0Mv4K+BArUSqDkCvwNNZ368A3vvWOQzqSnHZQ52UZ+xuXBjCAyJA0wqcBPDZbIKEoJJ2LrWugwe95JYchmd2EqbqgFRxFjdJ0uKvAehKWafJEG98cgEqNYshFLarVQS0mACVNSXbhAjgH\/AIDYhOYFs4ttH1lPpm8OoK8pGISbhJyMc8GaB8tYmyYyk52UZfZicV5Fx5n2b4VjuTnelNau07OF4ydt14a7C8OXiAo\/M02y33LdNuoN114\/Zi42813HWM2957RZUO3M0ulSs\/uheOS0+kmYBDkwt8mf1SzzP2uD\/68CPLtc+\/Xk+wefKJI\/5G2qSP11+kbX1l1fh7xVVX6d\/7775bz9lPwG9+zCZ+bhTgVztOWzHp09GbGEMqbfdhM3v3Jqw29OF9qWhki5aNP5zh71pS3rENSG2P6YzvJu\/VsDBnsALf1ijcYk7kqw+2sblqtcQWlzZfM3U9Y5\/jY8xccvD85f\/ykpcu11988fKh229dHhrvwLj6gguXf3HzK5dj4\/6n7v7RckLsucWQ0yEC71eYvUjHJmj2grVjx8aq1eizvwl5p75OF\/ifDt3bslsJbCUwVuTCYYozh0TgIDn7ENKyUsgOcjbUohe8tnlWzgfqBfhHd5HuxwsGjqU\/LesVKvYo1GgfCNAVa7kvzm0ZhYBmAQgEAfBCOFYwM\/qWDQpgYTfHfxwMAqhSdMHJKvaiGylqfNkDZ17faS+ZJQpEITpHEUYvM5xZKpZzjXCIYIRENADoTCVAYgRFD1K2B9pIxdQnwRtkkWBA821uR\/oHlNb47erAxZnyksMwRwqcuFbjq9soWIQJoXknxui3Hw6FLLEG4AWc5bbqBm3qCpvzsQBbEvDn91QGhQYATKx+IZedEMQAVg4S\/K7jiAwXRTtvQbOVDcl20IHJj9s361nrrFRi4Mb2pKcFEgfO8+C+AakCGE3QyYjwzW+7VbVAFsQvk+R2FeNH6TXp+egS9BwAVTbDmBzt+Rno2R50HVf1JJjjmhm2pnTzjOvDdA47xjewYJNIA\/G5ImGEBJAZ9\/jFvX2MATTCZnjrnPY7Kj\/28MPj5JpxgOp11ywP3Xf\/8vjIsON8ebVLMjjUv3JsqTl06MLl\/rvuroJ0t2k6r6tNoE3dOXwQA3yMAW9Rx7hn4mOVJYa1yb37AHWPND7MpORCNTrxkbaFBNdNu\/pfxCrECaobo6j7UG0rNQn+3THHgCl+mCcQkOKPEcBLF8KzbJ953wtvXP7RDS9anhjPSbz6ymuWT9z1w+VT99yxHB3Pd7zssiuX+48e1bL2MP7pfwSkv\/CFL1zuvPPO5ckxQWSQLiclXTUmgW9961v1+ZEjR44sn\/\/855dHHx12J\/YcD4TbYRd4oZq0oeNq3H\/Zy162PPjgg9o+18EEQdqNdzkM8s\/Ft3KevtS3NbYSeOYk4HvkMwxb03CmnA8TzyK+FJ7XS+oyqblVg0MOorD\/0h1uOGHqKrBHgMXAVRmI4YQdFFhRCZYboE1nBRTB6QJVNhmujsPkuOHfLdNKgXmiB+4+AR0AhANeoQGZKz+VxB4MxISDpKnBzvaO4qr8ynPUJdJKBHRwKdo7KcfrOXFCssoQEzXPnirYdI0FcgCU8ABLIESzYpAlAga2ekDn3g6FWbMmlmWbeEyQovXCAX0Sn4yERAKhVravDXENqyOW6bM2oj3Yv4vPrRnGTplYSZEHVAjB2YqPjRMcqGPDxn6jPWFPR5d2nwICAE0QYmzqBNCBs\/XgIBd1A3kFqVbPRnNwhd8qA5dPAsZq0EqV04mGbPLjJud92\/agKmy1lnFJt5ypsa4Bmg9po0P+YYYYtutjwjsPQJwYLAiOFS\/pKgDNGCcid8mEm8B1e5X8tWS4NaQrN+O7bstzMGLakXcQ2JYRSNzAqvkf9AnwzoA9SSDwXsXrAwMXaRW0rDeSQfvXB++5dznvumtHZv75y0Pn3ze2yzw8TtSxh3Yx25Y3v15w0UWaiT94\/sHlztt\/MLbUHNM3wk5cpPGn42DDoAkbSj8SVqUTAWYOvsLky4cn6Pn9Ut5ty+RqHxsL7j0woGEbzb4w4dzgzsPeI4PPPgg8Qq9BPMau2zjoctl09ZXfal+bJLtjzY03xW9LFv6myy5fHjp2dLlkbKN507XXL99+6IHl1qHzL953z7h\/eHndAPd\/P8D9mXzUB45\/L3rRi5abb755+du\/\/dvlqbHdDGBegPw111yz3HTTTcuf\/\/mfL\/\/4H\/\/j5eJB04c\/\/OHliiuu0LKPP\/74cvXVVy9PPPGEZuzlOQy5dv44ZUn+yUfake8yKXjssce0nvyWicFFw07ltzyMK3qVa7vZ4Znwuq2zlcC5KgGO0Zpg8kkyfLYcx+AB3ZcYOfK7G0YQt0ChLtccrwM3+C9zzgKOrEwGQK+IGNH9HQAFpGwx1\/uJH\/rbfLBnnlGeY48DM8YNEdjdaRUygpa1E55lQyN7432X6YQHQsMHLiMHDAEehXaf5CgnAeIcaPg2hHgDpbPv8MHBnMjWgqF1ZYXy5Ag5dYOEA5AE2YWcDbhAr7Es72jNYhNvm3CQ5BMLzOvqSRMGMfW\/oRcRAnSKbLRrmIADT3eMVI6+INp5Vv59ghNgVoSQ9olOAyh4k6wzo9QpTgO3zgLA2Xe7nbXtDHNTAiZtwSVIcQBpNPDE2K9gC07YUzTpjPrvMi5Nb\/apA7ZMSDFRUxv0ovFHiOY27AbbYwmmLkS0o70Kj7HPZ6Ir7WL8B5N62Voz6NZJKYDwaEjHlPwNv6IXFQKqffoEN4FSDng2MagMkyMD6A7i5eL4P\/b1W5bZdCnjUTSJTCBkEGuUyjvWSbA9Sk6cMZ6RjceZ8HMsnPKB84XtBZLNQetGBctlf2fjSrbIHBlgSfa9X\/eCF+hpNE8OACT0yH74AwcODlA1tt+MbO19d93lIN6ebzLduR1j\/Ku8oX83LaPCrQwG4A3wdKCN0xIPYmsOWqpWy647YxHGgDuN0aDoJ7LvSqf5pVgtUOUn3TFxdNpQNoqoPfjAYIX5eDWmjbqo0\/0DlVF7nSueiNr7V+lKXmT3wsOXLn93xw+WGy+9fLl6vPzsL39w6\/LNBx\/Qh1vlfQd3DFD8ggHmL5RtLzJJ2nsXzuJ5mmn\/zGc+s7ztbW9b3vKWtyyf+9znFJAzP\/fff\/\/yla98RbPrAsbf9773LS9+8YuXv\/7rv15eMOxPQL2A\/29+85s6IfjQhz60vPzlL483I1955ZWa1ZdJgJT72te+pvVvueWW5T3vec\/ysY99TFcF7rvvvuXLX\/6yTga2n60EthIwCVx66aUx+T06fPrll4\/J\/UMPLYcPH14eeeQR21oTSA7f4avZL\/r3cG0alywTY9jJApWHNm8UIMPdSzjC5m6Kg8x7vLRsPjMnB0XB5MCR8VHQ5AGYPTyClTqp6qFLHMFEwIJuYDoDbK1zxuJxSy9W4MbxLpbAG\/7JbLG1VGKTbWhXAJF0BPwOMFkDigdDacsbi60jes0BtxRDIIoJCfEOtUTG2ahTsOM8WBHoXC7WYzF5MgM5YbKkrZEscjLU5O3NW8ZX7MFBrT6gamZYMswI9h7i+J627HvS0xRItn4xZOS8m7kmXT2jjftWoik4focyHBEbVDR5Gm9aV\/\/fbc5kriAZRdPwyDqdAlR3U0j7aO1qWzQBdzvIBp0X0JSqtyJQfaMgAaLxlvy4fcDehHvvv4B77dZlY1+JbzfM5lLYxgOQCX+0UqViVTO1zL2pNf0GQGLoV\/iW7TeepLA+eDsNxJDA20gNQ9Jfeq08hNP1AMJgZjGliLb2DyD3xABxR0cW9KBnPs8f4Ecyn7LV5tiTR5enjj6pzl\/sircroLf0a6bXtZ05P+T\/0iO579+AHHfEtG5GZheBl92ArM\/udz3KOPjWEl63xQQbfKYX\/4ayYaDh+00SUc7tLIZbjPFRQvkkPZGvjAAhvBj5z8xnNHb+WEG57+gTy9cfvH9504HnLZePB7Vfc9U1y2MDaN\/6yEPL8eH31PM9jUmE2IZk0D\/+8Y8vv\/3bv70IUPjsZz8b581L9u\/6669ffumXfmm54YYblr\/5m79Z3vve9y7f\/va3NbsugPzrX\/\/6cuONNy4C2MUGX\/KSl2iW\/gc\/+IH+FXAvIF6A\/qte9arlsssu0wy8fH\/lK1+5fOtb39K63O8zI8RtK1sJnPsSwLMp8hdb3GRcylgVXxnHTyLja17Ugw+cg2cNw0lFXJo7EANnDvPgAOEk0UFxeRlIrI8a2AIaumPdCOhdXxVY1bYiWxSXI6w5yEifmGB+F0Mg742+e3YmQPSKuwo895LV8TiYRHHjEpB93z23hYxngiqrzrtDNB5AhgE+3BZ6Zn4FLkEOqJNAmw\/QBqBBECWxMzhAKxqGHZyDqmJKSnxmyRGsGySKphNMOd9aHaVh0GH8IYXEYNkyQ54O4gOorUwm5WJl3NL7hIABQrRRNR4ADDOflUGkFPtYcrGpFVZAv6aHNSrfdwUpZUzNSpN2xMdIpt0vaUY8ALIDWMPJ9tHv2FzmfsfrGrA3sMW9si3od7ppqwKbeHKPgyw1HYOaoF4qZ4O2971DYeZ3ZZluiN0GU5lr20qjknsKzsffY8OZHztytDFvMlrtNy5kwLOujDUuGItZLs2zDGDlfQ8Wsupok02Zbea4POmTpsy0u\/i4xaiCL64jGmNavAB08iGcsentlt\/im4hfTAI3ToU2y3fTHeHgxOjiziceX24ep9X8+e3fG4D+yPJbL3\/N8oLDlyzfffjB5f\/75c8tN1x0eDk6jhY9Mt4xcGCAfk4w7LVXsSXJkgugvnus9Nx6660ruxE7EtD+p3\/6p8v3vve95Zd\/+Zc1Iyh6EnAh3wXMS0ZdAMav\/Mqv6LVPfvKTCuSlvmyZkWuS2b\/jjju0vXe+852agX\/pS1+qmUW5L1tttp+tBLYSSAnINjQZZzL5lfElK1byPAuuH1hlLwlkZArXg1QETnK\/AabEj5tzQ1w1n1nLUigiPWUws28ErDQTx5\/heGNvdsaP7qutb6fHScjsL0ExARTafO5R5bZyq0HKYIa1SoIffasg6r5TLGkbUK2masXrxQxoWd6b9cpoX5FRyi5oMH3gtI4ObqAdhCU7DSj78s0Hw2H78X7gp6TS0LeqPyZxEdy5LAdRU1IAIp1MQvURVI0n7KvFFpYGf0IWNgll6FFl3Ewp67HsyfzMHD2LvMJiyCDjJA6yXa2oks\/gykMBvHfyyuTC7LSDnTQRE7b+pkluinVFcOEXXZd9yUKxy96a5Wyw3CMAp6rjjKjd6zbbqcBY4Rd5mZYx+t2Ovf1oU9n1rV7uFwKQe6N8lOsUrBP5iT1Twth7zXKPMQJ+XXDYWlgnlHZTNRe+JfWjXIZAUMD5juuxLy6siKtkBpjkzcDXBNYtq+ke9GFSObcVozXv2XD1bU9uH6nz7BI8VjKgZeNb7WRm3MWmzAblVJYT4zQiWYko9l+45MZsxaB+MF75qvu6AuLhR2GH3lBx\/HB07HM3yXyDKna5LK39cLzz4GWXX6H74G954J7llvvu1n3x3374geWFF1+yHBonEH3m7jtsXBRN7a1PxJs3vOENuk9esu0PPPBA7G2Hbn\/4w\/GA7ac+pYBcwIOACfkrgPyee+5ZXvva1+rqjzzQeu+99yp4l+\/ykKu8hOq73\/2u7rX\/mZ\/5GQUgMlmQ7Tpytv1HPvKR5Td+4zc0e386p+HsjcNtqa0Ezn0JqM\/1f7Zaab4Gf8u7mjGobdsCIDl5B\/dTyN7X\/JPsRXWnz6g2kNkkZxN+D18clbBTJW9c\/DL\/aA4bgB1Mlu0Upb1a0bqdBbR6zdisQWE2aejA2qsR0FFVhJVtCKURgOW+OusoSPtEtSkP7GS3u4WZMmlBwI5tUgjyDLNcx0qH3Dcr4H4AghyeGDUMoHCBGNKvQwH6JtESVBPkYJ2ntLdhjKK7ajPeofPHgueMfc3eewvREIiGHgyUQJPVfLpGs+zqDEkfOyymOv9x3ZYxQ+3BSkDLBkxhEAwyTfqwQmA2OrF3ah\/WkOPFwTXpImlPeamM2hA3LOc0mRFMs4qxyqfOTFqyt6LaXqrxxbfM6IPhet8nQdwcgCPMoMy+q8D6NjDlRyWHiY00QvKHzNhcbIaVZhZGqY0VPrN9HiyoSkIzBSl\/tY2mM9LhfJVv81aaDUOK+Cgj0YYjBZdeP56zKU5AJhI1yQGW1gKzB\/b1dBN\/Gy7e5GvOR+TjciEDMxG37VpmGuF18z5TzQPar9OMBJO9ktk\/Ixi9s6SFigvHsw4Xjmce3nb9DXpe\/A8GsP\/At7+u58i\/9brn69GT946tNwclG3+GH2T55EFXyYjjAVVpTjJ\/koG\/\/fbbNVMuQF708F\/+y39R4C7\/PvrRjy6XXHKJXpcsu\/z9D\/\/hP2gGUYC5TA5kC4C0JXt68YDsw+MEpt\/93d\/VE3D+03\/6T5FhPEM2ttW2EnjOSgCrX\/JAufifu8ZzTzIWZVzJ3wLkixQ0RjF4cGcZTrCDlKwd9Txd6K205inzS2Dfo0KWbXE9ASMAQvtLwWHj0jSjzuhph\/33HRQpQy4Pqm\/ZtjWCWmenSHYWwa29TBG279bJDJsx5tp8fxd0twfzz35mOWJpAOCQQD0CrIrKrUC36FRZhzQ6gJxOqjYIovEQ8BGIss5YojTbamyLCm7IDIsdIqtKII0A20Zx8pApwyeopbxaA5YrfLtp\/FlbsfrUjKJv\/tiD6tPC5xjbh2xObBUvB\/CpBDS865g0ATFKz7iLka5DxtaOQr04MlJGCd6OhlHDLgLcAACWMed2TJlXoUcnl2wT0mkB6RMHoQw4F2mM3k7yy\/KfajRNo01w+MbOWiyAGZ04Q3vZyjdrfSbSzVR0WjfY7pCpexGyH\/d9+w4MUCjhage+aWIWGlFfI0OCfI58nxG7YRKJ1UBePUSiy9Tsvs1H7+mMqZ3Kytz0kgHkb7nvXgXrN11y+XLpwQuWY+MdB2LuH\/nRyGqPQP50QLzwJnvaZbuLZNklQ84fuS\/AHMv42NIl22AEQMgkQO7JHntk6+Uv35ctNQAdAvQF3GPyICBeJg4o3\/t\/pmS5bWcrgXNZAtgiCX+NlavIyJuTNxYtKHZAmZlHu8WZnJLayEMwwku609V6cNEuToqMCqCiqBMD0IDsEwFFbaG06Tx4VF8BMg+qhSw0kbkZb5IjHclFQ0h1\/\/JrjTXdqZfYbswFiCnN0NK2FqObGtjW8DyTQ40e\/5krEZZFRBOcnVIRUpaJjdzoNJnm1qK0k8gImjnAcOo0RLt1gphM1ytWfapICeRPY39tL1eG5kM09U3bpvgUDTII1SVnW9FVNxpkenXSRv1WVUwIKlBQe4NiMDJsS5MIzsrGUIScU9TR91yFICZpVCvaoG\/Ttm9rijLrcbDCpUGPcxAyizcNlAR76T4mvKDRMu0AzXON2huSjV4ZKv4dmXaVqMjQ\/yrP\/N1XsNz2cVSo4n72gTruaMwCYHYAT8BTaaIB3ier2ly0Y\/3xtiXwG24NwooxuJZIbhXESkH6GJUD1Q0wH3xCZ1gBSxnUnmjMNdswCVEMiIpWJzLXwjybE+RUDWJFgGvAdDHAoZ5ZruOu2WaYu48d6S6Hl1HlFwpWd71r9T48vU7qMQub73Lvho5E1mZ6z9hH+r798UeVXznF7PNjWw1\/5JqcbPNMfTZtawFA5344ay+gXP7xh0+dwT0A+LD1QTvKcXvPFD\/bdrYS+GmRgL0Qyr0PA7sE+Onhci8tiad5zDVcEYAwcTbibHsmXmnhwIF+6Fq7FD64oGTrT9tqjo7pC0jgTj\/iQfj1BNlTB62AgWKU47DNxtOji5XkuLaOcdzz6TltAPGdtk3sZug8ycs1AaIJqiHW1pOb7AXBWaUWEZTvr9vOuUx2koAO1wpSYJycWVufMK5AlmkhJyTME+4FiWLPDj5d+bMsNyYZYa7+WnrvqUzPArzFpKsBcFQC+N8JLZA4+EjHyXxwpXqtyspr5ta75SG3CU9stgXXP\/UxYysmn0qtHTfKLkB\/uV7NnNSxBOBXqCmnPIWPkzI2YYRh2IOU+LTnZ7Tt9jZSL6pNNgbJWxpQF8C3UQiYOpqfkfZ2Uu0GhW0cwpHQmNCAhI3NTZAuYDlMxiH3pMZiNFeNZKFMqHiJDWB57aOxomRtQS5T2ZQ23TqUX\/LN2j3x5nMP05\/\/x20gJx9xcy7fidN2qL9RH2dyQ4G603amL3xCv5vtcHNS50xo3tbZSmArgZ+sBAaQTwDEA32Tc66xC1laIJ+6ZOm+PoIqtrPC9xrAJwC2KdMSgZNBW6vLKTXPmMz220Yw6MGVztSu4ayFjxq5SuDdCMINIQUXqeLq+jP7HRijWYO1Ef148O8gquox9x\/3DHwpV0AbJkLWfYJ5ysp7iLXA55VdNiXr5fRmMm+2rhGhRvLCEXJTVzxhgq1xbHZQ6DSF0Oiy8WoEyj5qC\/QW0ZHZVDDFD1I771Z1AiP4EkC9lwOAU1moEHOSmnqo+izAwqeIuakDCvJc8Qw5s22GSqwPe6NwEsyAmDFOYSkJSkNwhOStGpVBmteeTJ6r33CbKjYnyiLA50pcrRqVicZ6i4TddurUNvlFS65GtQtcV0NIqwvQ59Iqek+Dsm5SWq7JkHBkwFd+xumDUeBnyAL2PbG3MGzr27Z82IhR213R4+PGr\/MKAFqHF1XTWTsw1ztESgOqOskYeap6tkOn2VZ8Bo16UlFRPDRN3JFcx1eZvsVkS9Tl9hWq1j71RuByIaK8U8EHYhmLAMk2m3HfQGMkJkAca3wwwzfoT\/eXYXmsqNP7LjoK2zm9qjuWFpnJ3nTdT9u2zzyD3Wyb2kpgK4FnQQLj1Br31SWQJPizp8jwonIUhjNLZ9kzT+wjwZeCkogFHijDR1Lgou0lHSNIA3W5U37XbQ68TaBk5d3Zr+QMkMX+ukQ6DxKRYUuOADG56dwnnxEtt00wECd5RlGSg5+PF9ldju0qSgR9BBKHwRQnLUBn4knbomxkcCIshlorXR1SGK+QOQi3Uh4P\/XsSAvlsUoHWdbp6f3qPlNZFlVJmbEVXSxxOOKvfhBf9wyfPZGfaL4CQyNJ\/ohXl0AoVswKo4skZxN4zY33iYw2hvf7Xu4HqFci54gDeB7367GcBGI2+qFfILoA2dRUNG0bT\/+igsSMcHZi5BYSMQEI1W888qw3VvsGzibs+yG0qdOCqziX10lsxcSSwXcu7Wdj4aTvupU1lKCZ3Bgi9B4w5KRgHy9jNQo7IxXVo4z5PoYnRwgNC+8WY66DRWg97c5n7PK9k\/LVmq17GRjUdp7BKz\/TrymGa4CPTrKI19TomtvxoE0Z3mUD2Mz8nE1KfqlL7Ziu2TdD14fVy7JAxuSPDNAcrNlBS+kP4S\/hP1yRNiHJ\/PGwgx4LaqOpDDaO7gKlZ7nZx5xWc3WqLGZntzj44f3oL5HeX47bEVgLnkgToyRZzkAnm4LjqUWgZyN1xsV9rnJeMSNzj0ALn18INZWwMM3iUAHgJR4VwuRY5Z59KNtWDLNy+tgC\/p6xyQK2BKSNfi1hBl5XPI\/oorukkgIGm9bTCMtyl1LF04eRjOdWe355IYsLE3EQhi7CBojP7MXuYdxXBShzJHwBos96t79kTAZPSo7DZhavL42hi6RbInLFVeIPemhzzxBKyDScj2oi6O2sRWyZS27V8AkC0LFecsR2ajskdi8floqKcWswOWMP74v3HBmyztVmbOhdyEzWqzVjDZJmtlT1BcX6D2I7nVeMEpYZQkVCnOrXfScfNVwFDwp2Y20khrsbWuIU9+HxvhZtooGu5QjpNDGYCLY2hYh0X3T7zmZiknbts3mo++GdXfTLU3U+fjPP9iCGh0roSNDOBTQSpLYr4Bh0HxgOSp8aJNfIMBd7Eay7DDNdE7kbsgwovuEsw7pIo+jG\/o7YDg9AJSPXVoDHkSmVh8JM5yd5l\/RMqqc8ZDEI3PR\/1EyJj281WAlsJPIMSUCAPMBH+TUGnw0R1pNYjMiUW2935ATLQLKCDEwDDANeeVQHgtcAwCzdJw5xnoKnMvlm22endkJlokMAxljOqdXmPJpbvrdEpcPYGuyOvfNm+TUgyvyW9PWDaAsaoRLsDEsC1zHK03B5aRMbI76\/6CMiXdzQcIiga04SaLVgaLwJKaJMGmvB4OoeNCWQM5HIgdmNUWquWZpgHpOGhRdhsyDYyis7D3IjKUrbmD4N31znGABHBmcAyaYw+YC\/gg7Y+ENpZ88WdEMEhU+gjbRE9qdTUCBXV+Bh1pbiZJTWt7YmeXTNlUoCxXLcamVXmykXZuFNMPoCtsOET1bBpxlnea2zDCJ8BwOY2QmAPLGCbhU4Mc3gZKPQpxnQc+9jvE242G60Xtm93UB7mj5cfpyPKFtLmndogEAqe+cGsb2MzLDzmWeh7Pb43GP2Gy2Ef4d+hJ8QB2Bbod\/X2CQh8VzEzT0ywLedgTU8UIFmNZHS8f\/x\/\/Bs\/98n2HHkPlvxvCFpkjeEUmXEoxUaCjWcHr9K1qRlBze9RubIEI5atE5omMPGrpZ058D896Vvp1Uu8TrORTSBdMvFypvsWxJ+mQLfFtxI4yyWQD7sW3MRgi4JGAfijgv6fvLJHGWyhidgu5RD8\/KI52MyCABgiu+LhIf\/E2d++ckDOtQBodeyYiKT0I0wGuAPwgEO3wNTx0gqMtiDkMSK3CUyDlEUUo4toshiyJtJlw8l4E1\/box59AXLNoTOeTQhNUpDO3KkDFNWpg0EPekxjACEHRWV7fBOe7oddLSfItTx9BAqO1ZvYJ10jJ+xFwZi90HIcl9bk5yCrx9xQqoI+s9v+ya0wfue80Xg0xEqrnZZho1W9UtS1Lw51rXtC0z5kgiaMg8yyWm3sgTYgXRmwX\/ZfgGO71BkFFZB6TpeiJI+PIqRq2NpSN2aIzvlF9U378SGXsEuSXe6D9n59TPP8MvkmWO4AKzmv1hDywfB3MUH\/tmXMD6WHPENhSSkkV0QA\/n1rDuwO1K3GwhodNomT3j1L3GXGFLmhOcCkpuCkzEDcNHxiCUHp0MD6EW3lMctLgwndWhY80TdskMrCZxfTIR+78pXVF8MNnRgDXTLxBnBtdUJlOZZt9kOPovfxT4C9Zu3dUNSd+EwLW\/fKHnsTqD+eUY3C2PNraAM0Z3bLhxnoKio8a36IPATIiww3bb05a4jdErKVwFYCpyUBfbNrZKAMJbRgks5fYbuXxx5pfTYwUkTm9FbwgRw2QDaCW3UqACPuXZ0aA7Hyn3xAjWOgteGAiYKLZWLs1mrvITIqXo9jUs\/WcfCnWOhuHgERvCPzyrzIRMbp8ziXACCBRvLpgaoyqdKw+CSRh8sIOnQJICiRHpBFxFJzprAyyKnSI+CBpgys2EPOxtGfWWP6tZxfUJJ14mW2YfLVnFr06Urye6HO6A4biSD\/EE2quK14NCtEYHewj4a7ra6BuDGCrL+xZPIPFoMnb9XtPcAhjwivqlBJ22DwQiDfZQcYlTZJwMIJwJaQDl6nKwXYqgJgDHkEUETWFOOJwY1PSHQVBgZHFqFmSFspMO5ijHkdDDYeq+W5GCuXPCMrajRhUgNVmNninku0jbdit2EDziNPXNWezKisCYDCNiZ1kmp2ilbSJjDI7T7otf3rGFs6KMyGdFy49lBGQLUPsE37ptlngb8ck26EzDh9rykLH4ZGbvw32ixt+OQCxYrsc2QX+yC+wwcJv2wHrtccKqaAGGp4CH3Clolx9DiAvUJ90YmDeSkuwB7jTPqHBmT71nnjRUoRg3QC5jpxvZg1uPfB6gmaC38mDeF5gA0CPwsubzPxZ4EStiRsJfBjkEA5flJx72zbCzr2yJV73xGI3E06wKzHSrYyFrlW4SLcZ4tO5vgD\/TglXCjhizY9HH7NFFqVzLhmkKVcUw1gFGvNZzs4oesR5AhRWtBB1rwW5nYQtDGBAgdaxn\/wZCJAcJeNhhiPqLxReYOhWDxVJXstk6s1iy05Jm6XWk4QVA5xNUDMDM+luazlFjxCpWQL8ZCds8QdJkSQeUwKIqUMwTlDBNhRxne+hg1psFeZ07YXYr3ogMRieW2yO5owru3CBIcVKdhS0g1IhXESKKFJm+1JQA6EJH8TfATba5xUJ03gR82BZJfNubK5X1MasvGYKIOn1ck4Dm7SHL0tP0HHZMLjF5Y4G2hZNIAXmnNZ1IfgrddIUpim14sUKka5V63EiycI19asTBF9oneVi\/bptp18b7AxL5D+KtvXhyjDmJyX6NvL9RUXGtugvwkhBRJmZuPFKTchw55VNBhPpivWFprAxUIvraBa426QzlNMMnUVAPdScLyvfd\/BEaYkG19omZiOK0doFFAftuWECaDXf\/QslIhwv+4bN+FCA7plZ\/wHv8PNmxMd\/7x9VTakt15\/ZBs4l7\/LW1rlxU9yJrxsz9npIy+WkpdAydnw8m+7AnAua35L+7kggdWbXeGwOHGUjMBVZ6ANcCiOcxJ\/+WLWtnDAuFSDQkQJCxEWMNcZ\/nToWCGwTHXiESIEPrf5\/Wwf3t\/p50iFoOPALTL\/yMwA\/0jbnfcIlBxPIiy4WJBntsnHpGuloOoiwqfdC+UIEK9QG\/GzyzoaJPpL0INiWEGI7xuJbArV8kwdfS\/XeYIgWUgDikbzhB\/leWZokC1sBvazln9DYlXA3fDdsEqPKuc45yR0lNQm\/fKNs8Uls174YK7WxsSqML3TuKgmkRZBY2JiSGQ5KyOLe+VLI8vAlq+sBE0uBR1OkENzDbA7oQ\/GiY428eJjUMEWbdliU10hX\/Eh5kSKTPADw1hum+9AuRwYtmqU8ql24C0Rr7W3KsbwlQCumEh6z5uGVhfRVDlwgDwxVmJmY4VacL9jYoIgmJJmy6OY3A17bCKzlrl+2kMXL\/OBlVqrjom1Wbkmc2xXTbbdQf1UKFWw8jopOYsde+yrvYw+7P8K0mXLznJAFWsW7nzq95NGX7FuLbchBG6i7Sy+Hivng0857ealL33p8sY3vnH57ne\/u3zuc5\/Tt7PioVlOkknZw4cPL+9+97uX733ve1petvRwWbSNiTfqP91nA85icW5J20rgxyqBAzJ7xieDqjlfDW4KyPy3B1lzarSIDtC2MWZQe+4YI4iic3eEGQgo+EbKB9e4MDnZCNqUYSUExOQxuNI+4ZgRt\/1ayV431GFtGG8FhhGZWGJGFlO9PeKc9BlCXgPUVaYOkxoCAJRyrPETUUpjcwbG1BwmH04s88aCgvygeweQYL1MHor+GyxBJGT05JEzb1WYW1duXOcOqowcA5JuXSWM5nL5LLp6LYD0NrEo4Kdlq0O1nlWGPGNDCQEb0AYwmVubhHggA\/ur\/PiyfwA+yrhiJUUlpDplv2DX2LS8wTKZWi2td5Dn6euu\/pkH6qsV4CH04T4C1\/mvUJorEzmWgyUaV4wJsQUFKzK8tSukGP6FBr4zkFu7AERRBoAfYC51ktlXgDSsoBBo4yHkNmldpm8KGbqvRNaeqSz+KSqYVrNX9x9yuYNZ0qcBUjeUomfqhUB\/6ljqwCAhOJs8wcC0BZiv2y3NlYxvMprVNizUdeAcoNHrxHn2rks5rSbP1SzCnplmYaVu5LdbGtbE1sPn9cGTfKuLkq1kHguB9gHubQvPmCCMRFZfINmZuLPnroBvnGaDLUkC1OW7nD1\/ww03LO95z3uWRx99dPm5n\/s5zcx\/9atf1ey8lMG+e6kjGfi3vvWty6tf\/WoF8XLtwgsvXI4ePTpWQsYbAYaQLrrookUy\/MePH1chSIZf7sm1LZg\/e+xiS8nZIwFOiuYOjUxkDyB\/wp2bZD7MaQnIEOdr+999A4oGILhB8uT4CkfHHhyO2V17xhMHvwJM3fsFCNEvvZFJiKNyCagn21om9Mxab7CzBYMMXA0u8Y0SumrY38kgCDSEvHKfcclUhZCovciirfKJUWiWwV7x6\/K0LvzuRHYKGKmyATdcIFhS6jJ4aLJgVGCzRgu19FVr4Dpk0Jq0\/Lv3j3sATYwGoymgicpkgX8E4rG7v2bxjJcEr01BDkRihjXTX4gj9+4GRVS+jA+vQ2zu7HEgFhpvpUKkG30vOuTtEwu2rATbzdw3UsDyTbuK7XeregWyrox6NoFwJdSWaJKWWzdaxjRmkGwwaxgak36dELvO+wBSXZs18KfYE2xvZ23B0baJuVfuGZDVOOjjq9KDydCe1MVjrdtuYWxuiSjiISWt1sdVn1iufbB3Ovaxx+RiRvgO4yrJBHDvOgrFZcsgZGK6WkibAnA3mzi4f9\/4Z1nqc+Uj4PmFL3yhZswley4gWkD9S17yEgXgt956qwLsSy+9VAH6X\/3VXy2PP\/748sQTTyz\/8l\/+y+Wb3\/zmct999y0vfvGLFeS\/5S1v0bZe9rKXLffee68C9l\/7tV9bbr755uXzn\/\/88tGPfnR5xzvesbzzne9cbr\/99uVP\/\/RPlxe96EXLu971Lm33wx\/+8HL33Xdr39vPVgJbCaQEZPzJWMQYld8y8ZXxJpPtAyfHwFXQTvk8fRU0llzVL5lzCiflPjHO6SWgpLDfHWDgIA5uDtwCl3E2dNxjEImQHq6xOVgkpMxZS8OWHalg28OrtK0EIRKbkLAHn5NW+kCUX9AuOXOlQWOD8+9oK+KbU+i85wt0eDuMK03AJyBBoAa+Z99LuGDiI6vbUCBsQkj3\/asrLOJVcv9qG0p8RI3KBZnhoLhkxxkH1G0y3G6CAIZw8d1l5toynZmqTU6wxSiX0TfFN9EXE+fkWBMUvSXbFqTimzNNxaxau2DWaLpS9RuhaVeq6KrJIv8EvVIwspp8uanHVZK2ETS53ZNdY3xbnZyMFT4U+BOuBMko781iLMMeMLdcrZbw+KUJG1zPesLJuiBrhQxI5rk+aDehy7iuppIT5Mxym26Mz9QX+zDIoMomenEtkG9pZsS2C5VZTymh8FkxMSebDR8s11wmpJiwM+XPPinq+jzHagNfJXttUWuzLnMVzCuqL8k+u\/\/k3zk4VpZr0hF2NRb5\/ngdH82Hy0+2K5aVtmE+oq6yVQkF08wrt8vto6q6Ab\/hiadI8q+leMZXJEhL5npTplqCOzLhp9uJyEay6294wxuWCy64YLnlllv0u2yj+fSnP63NCWAQkP\/Zz352+Sf\/5J8oiP+Lv\/iL5aqrrtJMugAJAexC32OPPbb80R\/90fLe9753ufPOO5c77rhjueaaa5YHHnhAs\/TyW9r+gz\/4A61\/\/fXXL7\/6q7+qIP66665bfv7nf375wAc+sAXyp6vIbfnnvARkrIkvkFUwWd2S7WuPPPKIjj0ZdwdOjJsa1CmTIEuZtpQIt28gJMv4dfdc5s78v+HNkPYXH5rZC\/PQXjzAcoYBBZnlrep1eRp+uSRfCWwgyvS3vVpgqFFJyQBI9wBqgcYJ0FgqpQDeAmkFG8Y5beUhcJYxhUFgAjwTBYEo+a5bNlyaiFmxDYNEh4AGEII6POkIpE1AEPIPmGmx0diXL6BKiINOMU6CslBix68djAXnxANa6+8OMLHnaSCMGJys9Up56MhaneBpMrhgPiYDqr9k29tAZpr4DYBlndR+JoCfTS1szGgs9gJhsIjdLuotb9BxCd8zfINBICtrrCe3cUbkLqgyGioSi+YZN9qEwjhQ3UQDEGDKPydRQpsVjAkiER\/gGQ9rY4h5X+EqaErl8zenw\/6EBjB2fRRhS4huhZA23c8VO4U+XQZGu\/m4U9Jeir5OoMnv4GmBZM0aW23h8\/FuTZLQYeCkm7g7M+p2zddNS6uYDPdRa3oEs0ZxtZiUZwH+bDDwTbAGd5Hgf0NRNtsqKp9k4rkLa348mDrOkI89KxaGXB1kgytw773DAXvQ4Ikc2q8Ckw42KLs7ZdW9a9ETX0Wfc073fBVbXF73utctr3rVqzT71j9SRrat3HbbbZrx5m2ye+lIJgB33XXX8slPfnJ585vfrKD7yiuvVNAuQBxbZy6++GLdSiPg\/l\/\/63+9vP\/979eHWbFaLO3IhEAy+ALahVYB59KW\/JOJiICPq6++WsHI97\/\/\/eUHP\/jBcuONN+oEQOiXv9LnubSisRcZb8tsJfBMSEDGl4xv+SerZjKhlr\/YsnbguOxbC+9r3lh+Y0DZsjQcnAF+225jXtXiotbw\/7u3jd\/WFnbiJ1j0PjwIl+sKjBFeEFJTHKvARFEjs2d7F18AfAno4K2gnNpW9A+fzyc0RFEPo7wPBYJG2xGY+IFeBKEM8lR8EnQJVNJkjCleZeE2iqYzbZwyhtXwGkF7k5ASfmXoBepBKMbkB5O8Cidi32xhvq+4ACAaQwYYCRyFtMLAp5zPcVKCgdhbrQXXxraDqcz74zZaCQOPEzaonMpfT+VIcBzANGwsQYY2N5\/huOB4bDnYbUx1QF9\/dzYrA9F1UU3XExiHiH1Cy2NmUsUmFGlTQQmA4cqkyTYJ1JcVDxMY5rTu5OxUp6yN1TS3wTBft3M\/\/WtmAFojBtHaenhyv3GobrAsG68xQDdUnwpyBeaDpY1MpK1ucD1lhhC9RoKoGbXbs03M7HNKtlmgcfXPs9GWY7WSCrswm+LT1Gbt9An9im23CwgqHtaMgqfrCXbX7pve9CYFxl\/\/+tc1+80fuf7yl79cs+hyX7a3nO4ec2lTtrPIA6yveMUrlk984hMKqCUTLx\/pQ7LnAt6\/8Y1v6HUB\/wLkX\/Oa1+g2GgETspVGJhUC\/kGDZNllW47QJd8FsMtWGsnCX3bZZcs\/\/MM\/LN\/5zndMz0O30s4WyO9uE9sSP30SkHGFjLyAeVlBw2\/dWnPh1dcup06MjTWnTgy0L95O\/o198xIcRzZKg8L4h0VpZAp89Nlxj+JgJcvTM7jisKW+PghkL1nJ5UifDOhFgHrz4BkUzPXDwcbkIYC+1TVa+A8HKgYVPZOaeTTPvymvvCAA16w8wpGr4yFjssicFyjYKBxQnig6gWSqol85gFEHAOIx4cgUusk9RGC8WvhCFj5zj2snaeXR1RqcUctNt8AKYH0dyFtQC34iRCfVYF7FmPQyHsnVlFo\/n4+Qqn2mxHqqCssHgKE2CvqkWrN9kycp2PTtPK1qsslVyyi2qj8apgoQ722UttGuYkXTb\/AhNgYCV3iiEcT8OQngT1eEwNcEna3nA3jgmCnt363DuErjJbuYyFfNYYLk1UaE97QF+2b\/1X6c0C4KLlf153V9RSzVbeOXHUzsMJtNjtRP0DhUI65N9Aedmzp8BOfVlTpDz1C6b6nRbv1aG2+zlyGVIy6lqtLpiRzn2KSffrP7ZojdFlRA6drXFTP3MR7+yEWMtrUsxC7nvCtbc01W2enAcGNro3JlkuvxHttwVhl+NyruTOlL+0uCuzaf3m8AZAHEeABVbXzQKJluycpJGfl7piBYQMI999yj7YgMAOKlH7knmfa\/+Zu\/0UmDgO\/PfOYzi2TpZb+70CR75RVMjEmB\/JPfAt6lnoB62Rbwl3\/5l7qfXvbJy156mRR8+9vf1mvSjoB42Td\/uhORpyfdbe2tBM4NCcgKl3ywMvfggw\/qbxl38jlwwWWXZ5YJQUf++j92ogriccqNf9cX5WjwOmH3pIJPABRs6O1xT9rDubwSazRjxcHTfot7zT3ktlpgGf3xdDwionp62vajSNkV4hl1BiMBUsjPW2nLPgZQi2DBe2mtrwgjHqQVSjigjji\/xpHaS4AtimbG56BAA6CJrSabvLCDNjY3Ayoe3CJmUobQG0y+PRxTMMyVFA6QKAdxklxdAhxPlQZdrXFgSZOV6Hs2TjiqWyNqM9pQjfg0yaBtHV0mEbyzs6RTJesS9vtqkwj4iP0kB8ivt6tFsq0CLcIIso\/KehoHKOJMYymLDLPbB0CNthDZZwMSlkmmLSM+hiBL64v072ipqwD91wmLcViwkVk0LNbGbBgkyxnfU0rr51fcjomYaC8EEtJyQnTk6GDJLXtz8I75ro+uGHB53VlRJu0\/Nh59\/AfpsZ5o4M2HhbsCo9TJDFYcrMY9VvDKYTAo9P5XgDQGdTWr3kExSioaAyJBeSlqZmQyELH4UMwJtF3LT\/MbJpZWxkXjQ7wSDp9a9\/CDHelXvf8A8loyOm8MKk1ka9AfiGGHBQL0HgjGRfgeuUn3Cs\/eD5l58e2l7ERNp3EJ7cp2lte\/\/vUKjJGxhk4kK3fJJZcsX\/rSl3SpnYH+aXSlRXHyTAfSuP6FL3xBQbwAdQHmstQve+WFFs7CyyRAsuw4nvJjH\/tYPKQn9SSb\/9\/+23\/T+\/L74Ycf1n31wq\/83j7oerqa25bfSmAA+VVqefgwBcy+dF+RlTtRzi4HEEY0cz+oDtRhgQL98Zvfzie\/Gbwp+PfeHNzJxADgfrxY2kkdQXX8XzI0J0edOHdcJhFeXl07gezYGmHH8AQyWWdl3SRWDtkBjbMYCRvhy38Ay4RRJW4zgfAkxONEN0AGBrRTvqAdA3PWnodcQlrZIuKeitlD3bo\/zuaLaBAkeeJi1+MIUgY6qwYdXLJ9qDJcBCivNFlfs20\/mzLC0EIeedkaBqMOSJK8DP41rvOeb2KmYQWaxUUh6yLlZTcQ6P35EDNEB4mkG4gjQLfdM+xh9hk62wmQFJKtRppuGplSWVFYsrTBNrpq15nYGWpxDcm4bP319tgq66RrXTLAZUop9TADan63q3G9BUdklIASjTJ4hV5SQ\/6NG8f3Pq4De6et20TFJyPQuXccEy7STqQUfMK05mkmr83XdhBXqRT9BKAnG10NaLuXKu9U5qpfztUxCZWKdRxl3\/K8R3Gkbq2t\/Zj0gMZxH66BgX4Mz3WiJkxLGZkMCviUZvYx8V0p5vT0MiuN\/bDyQJtkr+Xvb\/7mb+rf\/\/E\/\/odup7npppsU\/Ep2\/umC4E1jVq5Lnzw+BNALgJ+NGZlg4COZey4jQB\/3ZSxIOzIZ0XG2V+N8+qLdtrCVwHNKArrpDovjAO2a6dMAN9tWwNmvBB0sFfN1CSrOk7fyyWe\/OFh6MNRhB\/tagLVsD60haYagCHy0jqLYDqSJFZks6ErBAP5j+RHfbcXBritwslf5WaM6qZDvtn\/bAH8697Js793b64FWXt4cFP5L8SW9m8nKRRbZQJvL2OQFWVdESpYRLzmDxJU\/BDAk8qwMAXZWYA+MHsRmKwvsfBHUVtdcRpHppL6Q4bRLFQlhAtZHnNVRRRl6oFg\/DQbef2abUYG3FaVyaiaX9OPystoZuetmLLnlGnKgDgygLdHED3xBbzYZhH0b6rC63FfaP8aS6sUbIzOtYot2fUIcJlcQT6nDdhQm4c8hmH2aHGBLujKwYQyYfTOVVYa1Y\/\/lNKIv7tMFQ9XAB7WbYqv6KgMEkyag7pRP+jHSRSe79NE06uacw65rKUeyjg2iCzY404H1EqNdBFt1vddfjJE7H\/TbXUWYIa\/aMPhjWkG\/+c8cLZ3SwOkFsEPeXrkPFOaPxaDJknA2JBYvROPS7FHEKH2gDgzOfG7ZR8+yku\/MyBmKfy9qwjnsAoBlD7rsVxdQLf8EEGNf+l7aejplZn51L8B7L\/X20s7ToX1bdyuB57oE\/OkZc2b5ivWasZgF59hTHuAmFvodfmCJFs4V4GYWCdPTM6zQFr36pjgDkI3987qSQICCM79yOm2GbV8lUDw4YLiDfQX1A\/CfGufrK7iXv8fHP5oERLY70j4WsdXx4ybvFIk4kYFiGnsVcBNow2bcOElBVgAQfKppaqhywM5th1yk2gR0cBae07QFEEawhA6xrQiQwgEcYyngIp8MKugMAO5yoAAYQCYCpslSe2yE8\/PDSoHoKQJzwN+YFOkt7GHS5qRtNQb\/+BfRof9LMJ\/2WrZSeTC3+UROUVJuBkKMdNIp+GGkU0rYjwIiAEAI7OgUm9jICYAwS6DQ67BYw3LUbFN2FY8QJ4SPOj\/alhmf\/CfGF+Op2D4WekyPorWKLoj3ICEJMNXRvnwMKZdF2IHTBcmbuItVW1GyU4BjbVJlY3zhd4LnZjch0PRedWufiQe0dBkaC+7rGt3RdNSuHlJljkma651NKyc\/1kux6zRL72Ytn+AZZhKGZFXK5AqJGbIXK8PjU8ZFchU\/siEX\/rDM8qCrmpfdw0d\/uzz0D\/XTQT3Zudkr5EjtwS9EL8RIN9IwAeEnrOyM51Qskf4dL1KS017+3b\/7d3pbMvCXX365blvZAuGdpLe9t5XAc18CBwLoxrGHLUvbgqy50nR+mnGxiNfuWMDVj\/rDfIgKAd+CSvZXgYRVrcE3HWa44QBKXltB3SpClWsGA6yMPoQrKwb6zpG8Fll3gHwF8pK5N9AvQF9AvoJIv6bZfvQN8OWSMbnhI4znjZ6JK8EpZKDEOngzVGCAhjpA8xRXEpGwMVM0doCh2f9m7wBN0azTzNlD3g6QW16U6AQuQmJJ19l97rBkywNor\/WoV\/hpZJE5Un4ztTvxlTvpmwERC9EamU16ykqDPORdgHUTXiJBuoEtN2TpsAOyBxtKfKG33RTdJzoBaHK6vWqBZaXYCpl1xyJBImXcJyxWUIZGbWJno4xW5lxeYK2Q3fxMYCoVQ9deVXRZIUOPal5Ex2r210At8VZar2a6qVSbsGULlTa1rNWA7f2ZAXZh55jFRCAnJ8JLzeizDTNGThvu9t+dx9zmctLgq6wyzsUXxVgwnz3dphExpve19vwnpV1tk3wVQPvMv7XJgXLHWD3ue8DqoD\/8tnUZ0YzGgVKtv73h0BHo3Ggsmwbwnq5L1v2KK66w7l3OeFGTZOZ338a2p262hbYS2ErgHJVAPc8qmDAPZVs67GIGxeQUgK5vmSg7dSlaWwgzzzjbG42WM8SEO406COmdHg7aaCdCZgEJHbB6Zt6BhzErG2UMBCid8sa+\/SYqwxU+EQBYkL8K+AXoj+z9eJJY\/tk2nty+o9hO9\/VL5PPGNGpkFDKQ4\/KfAVPCAcFJBLZ1QFzbZUNMFYntbMbefGS0vXSCNmzFYhupmATyC1m2HmM7jcfEHsanBLoe+j1bAUj7TXAkdm06MNABakgtpTETeufbDKIqaQ2P+D6+pxLVzuLhVkcQ0TfKBbJIAlvRqeaFfc0o724XwUaKZmdbiLHQoKmTnFwrEcQRFGKSKgCwwH7qngYyewTTL\/NmbW\/OULLt077t6GpP1pa8iAntLtqJHGPAQoow0g0yp0G\/q1bmk9D1zAAAnGlZ1+WxUbt2H+X2Uu9Vf9ZlBKCfEwy2AxKoJFjKgJo5ROpZx4RPIFVkGDdej8b5WoxStvmLtUNxIJ\/l1tvF9qCgPRaRsSEPuMq2mt\/4jd8oxzOKDOXhULkvL4bZgvk9CnVbbCuB56AEfI98LokzjyVLaiHSQcHEQaqvHG7UHW8PPQXcoy3P0gcUALAqwMNrtns1\/GSOnScV6rdxNIyHTKfSKbAJSkZRz2AqDxZQCtCKki4HSUpJ9bGdZ9\/4H7JHp4aDtdN6PHs\/jvfULToyAZBjwvy4T93OI98l26+yNeoCfCKmAbQBbSl+idKUWmzZsYg3pg1wlMvKdfUlMakEVs+4uQw4QxhBI9KmaTU9y8rSRSlkFGPrTBtYDAIdLpguuPF2eosXcFl4gyrKSfCniZSqelWkXgh6zSDiUzL0\/R7xxFsdgCVAV1qZThVo4mEN2HhyvdrMI3j0IVdhOu2dwNfoq2wPIISEFLnzAOCVkxwwV0Fz2SCDbGs067xs0AFPQlMWvmVGWIT8nImc4PqdcDCZdTcbgNDsR\/bDYM4L7oiPm1GUsm6Vro5qvqCHr6Ky\/c2sdv0d+nabTD0YvatJA0xBfc3EzrW3DuEhPxpl+jXBdDybE77cvnD\/nNCGjZrS3KILOdAmtkqmYwtz5iy+JlJkj\/oIT05bGcYlyFQOo1sMtCQpBSH3ohopcbQbqxxBshdMFnxghoGahKXjuQqqeZzGL9kfL+e1yykveCCUq4sflrc6yok2fGTkaXSxLbqVwFYCzwEJHEjgaw6LgVP6LruK\/1qm3nLWWoez7nC8WsMz2uErLXBZQFgvBRewWKhRNBDZFm1VPa5pgEKSxXGDRHonj7KE\/\/VAg\/sJbwPfxpZ0VzDHcPh\/vaadgDnpUw5My+0MAobPOzDO21Epg1ahyQKvAn3Zj69A\/7j91f35+YCuBQmCoxHYSCejceMZQRRAIwOmScM5CX1tCv7gadTwJXtTGWQeLc0BRCLI0E\/W9z4JcLpoQB1+0l\/nP1N4LpO2AiD39f9kGPHVg20EcLYaXGygAKSSjdUSfsMvqnQh8qA+M78MfpCVtF1C1Sa1qoAK17XZmugCCUHSm7MV3ZGxln3zQiqN09hKxQDKtZVnt\/u8gRoPHqVfOi8VK1iws9hmBXp4ELFmQ6fpRzjJztv2+AH8MKzxpbwIWnWBsZGrEaDPVnwgSJMJ\/EXHbhix0FCZ0E2s1C6l72Gd1ISBt4yxrOp2f0j6ZGzeh8vEjBtFJnBYSrZVx3yZG6stZDNQTcjF\/Z09V8PjWLvyj\/se7dv1QDJnGUqV6eqt2Po4dnLZj4y8c+txoyLm0Qf8nxLshkZ2FY4lnXCllxhU2yvlSF7sJoJd6z\/+bbSLM7sBsC5Z99lH7j\/d02rOjLJtra0EthI4WyQw3Voz9ZdOMWe81ykIOD3zeBG7wxeuUE648hpeEBLbfn2S2joAZ+Awusy7VvzQ0UTSQ\/E\/\/HiCNoYpHLCy\/pp+BBQpz3fF8ctExDL4+3zLjk2Ixn+xz15++Ek6CsAkuHkG30D\/yOwD4OukADBeurNAa+dsc1QiATqWScrGBf9Rdys0zrKYNgaJFskyOmBLp+ugt0gW\/GjDHiBBkyH0+OhEKFSRVOi1AHL83evLHxeJ\/fEscIBp5tcLgu4GBOKygDC3uDguz9Sc9Cowt4tJN2jpfZq+bbLrTbgxdjtbTxwqeCXEwppwziFS1l4do8hQ7ml7TtNRMu\/fuJsiBBfexD2USVm7n825rHQqy36AJnU2Ior9hPnEdei7iqqOclhNbc\/kbDamVMxc3UogXAggWgaY0FlG1Ep33Q5WBcqFLnjnAV31yqVxPNfhloSTtCZDA0NWcxtTiidCmclJGjogDy0NH1lEwYXTO+uQl4Kx4oTed5FSFT8YdNljQNfxtx5EGwbmzgo5rbtylvv2RUmnJbJt4a0EfqokkA+7RuiowcxcIbLM1THW7TJ1L251pVkvT5nhdhluVGAVvjn8ad6PjA+CqFNas19cPnXbfbiHXwq1CH4ZMDIcJhK0bZWQT5049FAcMtEvHrg9+lm2dAB73RdatzrJGfoBFKyqZ1cF3I8f+rDtcQMA+u4a27KTx2l6NJRyWt9Avy5gA\/TqZAHdaAeBRAFAC6qkYI028fZIJ7HkJgFIGye6KjE9wk4Uj\/fwKMs20ZlBBLtq0tXJTkFRBJyFadCNh5ZFTsUYXEvehmpfRWGFoEPO6obRaJFsLL5xW16472ld7XEV4J\/mqisj1ryjr+Cx\/3aCLU0ZFCvdesnsmbPuZhI+0hsCtcvrCXWxbT7CT2mGrNh7+GUXoE3g3OQgZOIXOozR13iZeSQF8XhXBbfVvk8nB2r+ouhClANz2ESTJ+sn5OfyDz5RqHsDvi7yh7Z9rEbbVm+z7bOVQPduJ9EGlyF\/Vvp0PcPAvW5\/WFcP5iIday1vsppO2pM9W8L8+UBMcRZbFT0eefLYsu\/gIT1nPEcdfJS35WNittqRegxzTG3FOCUlhd75mgwYEkhhgX9M+tjB\/na6ZSu1\/MzAGTa0rXZOSED8\/vb5hnNCVT92IjH2z6Sj3PShPmsGehmgw4VbOQ5NmQmrZcw\/0taSme\/kgOiBITLuHEMRYwPi0DYWysRxVg79W5jKbB2WsnUgAeVYIQtTdMJCAnXjGD4fNGaYdDBJfWXdDIB9G4IdXwiZjtY8I1dAjGegFcdF9BzAf2jQ4qG8nINCrAcE40YCoIF+lMYDu3mypZWx4hzNva5e8ut+3KOdtV8jv9FnkxFHnmYn4zkCDlBwXtp\/vHwsAbO8lozPZ9cd+y4QVpdry\/4onwS2NdC3rQ4uQDte1Lc1SU84eWisdJwcR7udOjH+uQyxIpJvJm5ox3uPP8p6Au+wD4AZv8+gHNgCbyvls+HR7o5gn1BU78\/aNsMBgNaTYJyNfaobqN5AROqKR7mrwC+l6iF0y0QbcEuFFeCsaoQVprmFrfv93AaUgCns3vlQhnxik95IbsL2zJYxamfrarHyIV6K+FbbBi3uwXIVEPqvVNsEKSwxDTZMs29dscKmOsg52+ZnFOrzCi4\/9xPZRo65bpJMFU9M6\/hBrarz0laow+mEuyIfj6Eoag49BnukG7SlYkxd6lapkZEXn+GzT5cPREp9r4ijsZkDwV1H01sfxmlq3morAB6Y3ug\/OpuLfo9XZ6cP7bGqib34\/dOpuS37bEhAnoF4Sg7G2H5+qiUg4xYvSzuTid2BAEfqs2pWvftITk7MpM4BOl1g5s4Amtk9WijMfuEj0T6HSrm2q7uMCtTvTrWIGA35Gk+ylz5dKb7cw0vnIWWT7TDdMaEwZOISwEQjOQ+5BI0OUsxlW8EANQ5Znf8APRJgJaBKT\/JCLv2YbBJOrelMWGEyKfpQGVnmiO9JgwDO+tf3q0a8jhjO8gVFM4uqgALJ6HI1HmbmadqsLbpGNlJOqlB+ZMJjqxn206\/Fg8v20LKuggjol\/IK\/PHuATvXGW8ljlOLVA\/Ot2dh7GfNyBQAz1n58j11qLIQAMrslQmD4FrZomAvO4uyZJDyrHVMtVU2sAzXbxn41ZJhhMab8G2GhQxyrGRQljEzqLCXtDYz6eQG36Gy1fiP2cTEM7BQQj4J7NPycixp\/zQ5ndOKxqYdQCQ2OE1V6w\/dynmPXTRMy23ndW1u4ohNgihX6YJu5qOiWE7SPC+ceDsmNzYR0TSE0L2bh5ayJXUPG0PXNn0\/\/8LxJtGx7dAmVE2AK3nGgN7A4qCt1NlBb9CXFKnuZ7MS485M0RsEucPlpwPm2XZPv+efrhqSvBEQLfKWt9TuBKBErnJ2v5SxVaKn95F2nnjiCX1YWejAh\/1l7wH3hA6Af3k+ArSz7qXsieHY5d\/svvkRKyP1hKet7Tw9nT7d2seOHdPnXQTQn64uhvay++qE8yEwLRGxzrxbz8B7CNGi2U7dIsIZ7AqQM3j3QNCzaCB3Bie0rsYFLlWda0w2EKwD+JIgPLaYZNYTgtq++\/tIlVcgYqJLrhJGrDlYZwzX24hiwAcMN7qjNQYI2rMDA6WjlQ3VY5uDRy5CTdMHf+W+Aks5g1\/alSM1RwbdQTUAxcag7llSNvy0n5QLwUkzwHKMISSboDEE0eI05Bp9xP1BYbH\/0ZacQCQP2i17dNawNwXv8m+Ae\/k3AsSJY+MY0hPjn4J+e\/cAXjwmf8WJCvoJjodM98VKhmvVQY+JnGwG12XxI+KAoiRqDxbsBRxsJ2j39hSImdJtAsaa0ZsxEgxmMS3Qkm2RQmIVLQR3MjR9zGmNyKSjfRpVzGf4HTPymDwmWdoVA27lg\/Ah30911xpaxhG1rsY1sBylAe5WIM+tS8CsuaH8YEwq\/XbfxR3ltEh1QcaXyqz6MAD\/8A5+m+Yf3jetJZJfgDzwXKj143RFX8wP+jdaArCn6pRE2JD\/4EZNP9KHQf6wp9KdECTzzZGNP7VPTqypA5ljjlkrlAwj0Q7IVr0fneg2p6A2GP+pwnfp2aTX6Zbvs202rjeolNV+pt814VUmO3tvabstZ2+yEvAsb8a9+eab9QjPO+64Q8dalzsDqhe+8IUKoO+77z6zMdJR+Da\/1n\/PqJK2hA5+\/kFtfMQRuTazWWn3mmuuWa6\/\/noF6PIQ9O233x6TDEwCpZy8MExOO7rzzjuDtz5RuPTSS1UO999\/f\/DTy5ypLe5NE9tSkIDYAk\/qTkcyY488HB\/iSH1YrjveNdA2f2j+0yBczXnVIGR+z4MEOfS8ls4etDFwdiziVHtgIahcQVvghRYKjVYNBun7i9zWPt6ilgU823pQIDoJMk\/KmaxwiJNG3LFo5DG9TpxSagmwEPxDhkKSb4cK4r1NhErjFJ8MtXGdQADr1nEWdZnBN0GHASazEQHzDi2chpVANSaazhIa2G9YYdDqsq6Ud1s1xFRgRovXLAfVV+iu1ot+on6fam4eVtr\/cLx2Yud+ebfYMt6d7hMPyVQK47J9R14glu8bOOlvDD55St49cHw58dSxsa1nOHd5kFm3LyEbWWWWCpWADzxik2v9fwQY\/x3MYZRC3P5bAQtpoA1ZtMuixbWukWiFFVmN0PETFJw0si\/KZSTqIcZKjpuuFZUU8WO2qoPWijo4jIeSlTanxbfkYFtNadttF8kCA7SpHw52J1V3KWt4O4DgGThnFQV+1YqiY8t2xwd+SMVQDR7l9AXXuA\/2lQfIAUAYNmCyCR0UG2DNODc6YcxBmjyqkN0WQSg3VuML+wLFzFLlwAW23a4xnWOZUhJDNhyjYC0RB5QnNhzXtxmDixT6Illq91ZvI5ApBputdZvc\/j67JIAM9C\/90i8tF1988XLllVcuX\/ziF5e\/+7u\/U11LVlSSLPId4OpVr3rV8o53vGP527\/92+Wuu+7SMgDhePOuuZc+Hg2U7+Vz4qkTyyOPj9OJDo3STy7LxRdcvJx\/6Pyoim1TQsfLX\/7y5bbbbtNJhbzxF7QI3UKbTE6kzGte85rlv\/\/3\/65t6ORAxsP4J98lsy8vGrvhhhuUJ5kYdPohg+3JSHvR4LNXJtKOmQ1eRfE4whGuj0twfCzX3U0aRKhL\/51dDkbSRrjp7svZ94qDbW9r3DSD3ZgZLm68Zm2U6urXE\/S3oLpK9hgTOQBVAnapSTfKBAjzeqUsUnzVR0QfmWG15nbqh0EFTwxmJriJVi67U1\/EXKWV5WM4LolWsGHXgK9WtGn92TawtOLWpDbBIMza3mErWdcVhEH0gS6zlWp9ZjsJPZb9I0DsG8u3Skjbty8l8TIxmZXrkaT2T78Ph3tSQCM9oGtvFhanPMpL8ADw94d9Qa6CEM\/whT4DnADERWmleQ1cTEl1GgiA48pUYOcfnSyBfZ88kRLrJKBqN1cE2iBSsVU\/ol14Fg3ixlBZ27NTF826bsjI9Yq80iFVF7YJVxPgDsViYtABpRmKtmlKd+CfcpzAR+va8KPPP2QCWOchvEpmMjBiMkE4AEgHweE78sBT7d\/T8hnATSBWvY3uIMzuZdJEJvQYyFV+1JgRuJNTGe2fENBzcICX4uu64yPtMonctsh+h77W1sX6S5sGIevY4rxA\/z5tWtvd9srZJgEBvZKpFgD7Z3\/2ZwpoDx8+rIBegO2PfvSj5Wd+5mcUJL\/kJS9ZZMvDa1\/7Wq0jAPlnf\/Znl2uvvXa5++67l6985SuaHX\/d616n4P8LX\/iClpH6skVC7ks7u23HOXl8jMurluV1\/7fXLZffdPly5P4jy61\/dOvy+JcfXy665KIA2OIDhVZp9wMf+ID28dKXvlT7e\/LJJzVDL7R985vfVLpl686LXvSiRSYiQp9MWK677rrlpptuWn74wx8qgJc6cu1tb3ubTgg+8YlPaB3hS7L1X\/3qV5fvfe9722NOzzZDJnr8UcnqN3dwm4WVCN3F6ZtnjTbgE\/VabRn1eamVg5vFjbU31gDiD6PuJNvORwtLq6pJT95KetCagx\/w4wVKZp86nsmS+e3hklcfNDhvilkASzsIoNNumav6QZmVlL1gcE0IyXFJJsxKVPQW+VqTB+oD5eSWi6RCW2nEhv5a1mOvNpD63yXKb5A597PJlqq+jAEsl8o93ZhCKVfYnC6nj0yK7AveL88tO0yKDLJOOnySK+RLGwLix5YdA\/4joy9beY4fM8CvmRcB\/6OcA361LSEJoN\/Hrelj\/Fd+69HdbuM+CUBGuwN8\/l0mXQ7qw\/6kaRnLkZkSmmDcDgdppUS3Fymv9oEphWzjgq+M0SSim0ZOcu0ZAXz0FCAyAza1PuYKMaQ+lGMgHTzrRcmmO\/MYyfrTe3ORM2C2Z2yxvcn0pQfxQKauQhWR6FjxpIxrCNltR+oku0WIyPDnpi5a+QkGXAOyGqBt2+\/q81meTlhK2HTnky+lRW0Sek\/6TBpq1Mup\/RfEy+5MEhu2xZBdcLnqwyEE6CC0T6bgulBbYCtwmpSyfh33TL+x3Yvlvf1+1kpAstECcGXLyXvf+97llltuWb70pS8pAJYstgD0t771rcvXvva15Rd+4ReWP\/zDP1QgK9n7hx56SK\/dc889y1ve8hb9\/cY3vlFf3CVZawHIAoAFGMvWGWlTAPduW56OHD2y3PjeG5eb33ezYpt9r9q3nH\/4\/OWL\/9sXl5NHxmo3DrXwjLr08853vnP5wQ9+oNuDXvaylyl4f\/e73718+tOfXn7t135NQfsrX\/lKnYTI5EIy9zJ5+dVf\/dXlW9\/6lk5aZBLzghe8QOuLXC677LLln\/7Tf6qTFrFt2XIkAF9Av\/Cz19WFs1b5z1HC6kZgDzIRGMz3mpM1t5xi8GDKSzHp8DK7kUkcc6rWHuf2sAxrAQ5gE3\/J74dL5e0RTBcyfVi6thja9mQ6NwwZlRUPiGDQ9th6qHOQw4DCw7Q5+Qh+EZkjcAKSZIAnS8p4bk2oiAIeUKhKHiKUhl5ip2zIL5fisR7CesMkyIOq94dgqnIPNASOTWclnDHtrlMIogAbjtxsQagfddPMLOgjgLIE0YMEUJNjTKBEf7E1ooKY5IKW5Ls9O4c9Rw8JgnnGOfjOUoo1ARhVjJxoiQwgM\/OZZbWXigW4AXhqWXXoQkA\/92+iG\/\/TB3YF69vJPAbq7U3DIjQ9pUf36PtDvX5da9Nef2lbJgtStwBDpzDHa7IlQDxsRStZzX36BmPXYQwm6NfmEgpcpQZ8hY7L9okB64XcGLocrGevjU3zaIpnHpnKrh2hTExiZYDWPsGQ6n3SjgF58qBOpNoOSHOZZOeVE\/iaLgblz+Wbj4SytVuNIEsaagmQMqZdVWGLyq61ZzTIxMF16XLVA21dJthAYPqzcvYiM32axvyKj1PQnVsURe+jB3mQkHRTkzygFjRZe5z8iPIA2JAxfseEhyG\/+1cM6ClwD8MhbXmEEHqVoZWlzlS2vfYsS0BsU7LTsuVEMs8CVK+66ioFt3iQVPyjAPNvf\/vby5e\/\/OVF9pILWH\/88cc1842tKVJPMt8f+tCHIrP9rne9S4G\/TBQkY35ovOldgPSm7SliiU8ee3I5\/PzD6iieOvLUcuDkgeXwdYeXi66\/aHnyG0+utr1cOLZuCk3yV2iW\/iRzLtc++clP6jYguScZ9Y985CO6xUZolQmLZNxlwiK8CE\/Pe97zVB5\/9Ed\/pED+X\/2rf6W0\/uVf\/qUCeZm4CA\/C5\/ZzdkpAgXwskTYgmaDSoilnnWOGqeuXNdQokDA3rv9FGOCERwAelPGgwdsdSgBCRPIZKUC7ti\/XXL5Gs1OuF3lPpvnbumXGkQLFiATxDpIdbHLQqy7bgjUjKp6B65GCoX8P+B7cuZ0I7noPd7zt5KpYEoVYmgTkRCm1Y9VyJYMnUyanBOsehLVykw\/xgfIAYMhycpHKuQMaj\/0AOCEDtbGIpmRBQppv10DjHYEUeYbFKVepGqbGGqrQYBaKaaLkKlY5xn+yEbvm+iIeU2HdTgFec3wlBUlZ4gu7lmPH6I+SULaSIXv2xwXJ8sfJpEYb3uqqopbJ87isWzHkno4lnwj4aQq259v29itEl\/8L2Jd9KHrAj5\/kI3WljEwOQJX3wTIo03gf93ifgfKnjsYVaiQWjxKqx\/7oULB9CXsk6fRnScrL1AA0YRGgWeWZ1sOTRuPHxwnpQIGq\/odHNr47fa5DlNHynl03E7LJdMgJtu\/NZMvI3NsVWD2bJpEZKjD55RSsviDNmIFbN99lTlPruTxOqOzpM8qdpAvQEZIC2LFkR0paEkFWaFLv49rBsTdegHx7F4BRGlonabNcnTa\/VOwPzxjoPbYrIcJ5CDfHqZQYeazhdCiwl\/KXhbL9fjZKQIDv1Vdfvbz97W\/XrPuDDz6o21Vk3MmDpK9\/\/es1Wy1gHUcCCpCVPeTywKtk4gX0ym\/J7AvoFeAsAP\/RRx\/Vh08F9Ap4l201cjrNTltrxFYvuuCi5f6v3L\/c8OYblvMvtX3x937l3uWx2x5bDl1wKJJrQqO0Je1KBl7AOGgU0M7fha6LLrpI6ZP99ELjm9\/8Zs3My5Ya4VPof\/jhh5VXWYUQOUAe0pb8k\/62D7yejZacNLWjOdhxMQAyz14cdwli9Y41nwEwM4y4Q3lPi2FWQ\/3qrC0nuN2PxLHe9mDWgCBYtS4kgLQeKDhaoMrwjLDLIcRb0f6SUuc1AMdmHixoO7nUMGGwlcUkXJgbU6nr8qyhHb8qUOXAX1s2AgNMNAFwUrLoAHrUaUhERms6iCQb82sMTLWo8kBtOHEhVWK4S7o\/rBN8GRaBFSh9O8m82g1Jhys1\/YUNB1\/JOsuXm2D6Z+MrLTvB7LwtB0fOFcBh2GtMuDHOqsb3DeCPOZvSoU\/slrmpy67ypDYkcsDg8a\/gUSGYGwkkbhAQ51QaX33cW7sJZm2rEOFjH2vaT4w70GYeh\/eJR99Bi08YZHXC+TT9yURE6o6reqSondIjf8\/T7+5JdHJjvOs33HM5hB16kgG6Nbv2D3gAcA\/wb2MHWWtMTmzbDTL\/MmExmYSNxMAElX4vNvg7oxhfSogzQNq2F7sRkSg2rpteRUZexMvqGRsxvqQf9lqA1SMzb\/uErPE4dk8flV9G+nCA+3GQmq7+8Cpk98CgzQlTtiZbcLSbySgH36yI0Ky1nT0SU6jH3ZfvO9G5sdL2xk9YAgJsBaw+8MADy3ve8x4F2h\/+8If1t4BbyVZLdl4y6gLIBcRin7tsZfn7v\/\/75cUvfrFuwZEtJwLYf\/EXf1Gz29LOBz\/4Qd2yI1nwv\/mbv9HVz92A8AUXXrDc9Vd3LecdPG+57g3XLY\/+8NHlu\/\/tu8vBpw4u+w7ZQ6o2ZE7qHn4B5b\/zO7+jYF5okr4xiZAtMJKdl2y68CoTl1e\/+tVKq2Tr5busRPzDP\/yDAnzhX3j59V\/\/dS37x3\/8x7rnXrYNyT1pH8d0\/oRVte1ujxLQU2vgBCuo8F8KgNipunPEBlP3kxGo1Ie7uxefTYBfMSxdo9jvrrNu30CwqAAnHW1et8yUATWjFcHIslsMzh02eDBT4B6srnuCa07+aNuQ8ma8RoADgFUg3LTgjej1oAkAzTKJDHq4OgeWnBiljrgnxK\/Qmz\/QhphddEUV83pmNXPW0bA4JiSYHLkdGJ1glBonHWig9N+Qntmh26LbCOwDGdZoVidjLBEDNwjZeWpQTlzSBtwmWdZa0aC9tZqrJsYJ2X88QddWetTqvCxsCp16HUxuzC4AELxPr2O3attFNpBuMJt2j1atH7E\/A0R9Io0RhLGp7buxdlDtptoMOcF3jBiRp\/TkeoAVGO2QDI9Y2WxRx1tKMOUN3zRytwT4e8kUBolFt3NssnXmE\/IlrYR+ov4olHVscmKg30TDJxKpbmXrkv51i\/ItTOYUbHVD7+l1+y76wrMPemSpX1MayJmET+vuimRfFWb2EB\/5qVToIxHxgRez45dsDPDEWH+XdkYrDsY1467tmrZzVUSGFiYvXj8drlmGzFDkHG97OCSUlvaJsQ5vAfsgHyC68JfOmU\/nMkJY13K3DFWw9l2ty\/1e+FCSC\/i1meTKnqsOzuyXvqfCfQOPLbU5uofnSs6sl5+uWiJHAcQf\/ehHFXjLRzLukpX+r\/\/1v9q4HmVwiovck8y9XJdrsiUHZWT7yq233rr87u\/+brQjX37\/939fy0hdyZTv9tm3f99y6Pih5Qd\/+IPltj+8bdk3jnOWPfkHDuX57kKT0ChbXuQhXfmObLn0JaBdQLfQ+Hu\/93v6WyYd8vdTn\/qUkiD3ZMVA6st1+ScZemn73\/\/7fx9lZLKA+9gitN0fv5sWn737+giFJevMsSFYhdtzX9kBOW+5YKetbTgQMbdLQdy8tgV8d3vpomdBncNyFRIDCHXc6dNtIoHf\/hfBJU66kToe5gGsGDDyyRDJB0ARB4VKl7NoW3iEDO3HydHvVNdvJB01M8n9Si8IY8ZSlWudsCT81sDqICB1bTSj3\/V3VaLqKftFnZx49Hrotcor5RO61gK1fWLJ+ayyUKmFjimAgw+IFTGVwHjlwSdiK\/1jImFcsN7MVh39RLyvU4mQJuMDr4eVD73VxlPqMm22AGyIz20J44ftez0BFCJzRSN5ydHG0q0T5gqiITsFODTGgLb6SJi+wCd4yKytKTmE4V8zA69AMsA7BKdT9LBd\/Oq5W6hg5X9IhjWDO5u+kH\/wsZdXRu12pNw+LGHQ5MSSC+ADqodDgh3qLnMbD\/JFM9bjuwBkeqZBeZVnFfzFZPKAc04EcJ2y4goubTVBG+aJgP406QkVKlOoQp3gOHpPFU8+GRNl\/WtaD7+mRZuvCN8WwlNSTkp9BdnWPHS0X46cHKACW+swZtKR00Ao48otVHXrthEgHnVguKmLsA1yLAn+rU3YWvE2OkxFR2hBHYkPhzJA0PkZ\/xV+rr\/s0PL8Ky5Ynnzq5PK9e8cLhJ60YxHPHytmL7328HLxAHr3PnJsuf2BI218nnG3PxUVBZQKUO4fechz9mEw3ssImO5gXQDz6XwUM42TzS694tII3kgWcDui+z454Gw\/+pUtNfyRLTI2pG2cYiLCZVC3rx5sj548HU0+vbIbdxTs0qxuremA0eoU+EFXOqhJSNAwDGJ9+mJ27rsQFhOHMLyMKwDenj6h0Okwp01KuKsI2R7U3azduK1kAdtemYEc2kMgS0CcgQ\/gacUmTzJmMqDoiECSOsoKDEQoFqWeQgamYIDg1cEMrmkG9R7FY\/YRGo5gyQHenQKd9WZB2lckiJ+opfGOrSW1QC0HVsWXhKHVpAJRaEzN\/K\/hkwzeLG7uBxOu1Gvexdiok54qU6GLaYt+wt7bSpOXr73UCdIuw4NaECbJ7pQ0648Bml2tdGySB673SXjXTYAt0jHbarvMuD26ThqZhzqJ65MI5gO1mDYfxK6Uesd+9dKpZZYJJincR0xcHDQWkMeGGEQnIKxWItlpIUXWGqx\/+VY+IUB8cY0Y8o9sv0wFdM+\/2r\/8lYmAAXmdWMVvu1cmA3oPkwK57+WlC10RcOuOyUBOtrS\/6gpcti4l2D8JUK1Qf4\/\/yAlJwr+AnkPjvQs+EFO\/c2DMfjEnFDnx22nswN7WJ9TwlKFbLrUYBuDX4vfKAncfwjuUMBd53vK8yy5Yjg4Q\/\/1xHOFjR8cbPV3HMo+77b4jywuuPLRcffjgcufDTy5PjiMMn1kqnhYL28o76XcMHgH\/smVFXwwIc8KE+zTmhKcD\/rjspnqn095Wyc+cBGRCeKaTprG1RtGOBRP9\/\/gP\/UaGxHyvuwlyZjx7Y9tDrMns4jrkYeoZzgfNRxYraVPXqnTB32dGSMEaAeQMwA2SOwmgzcOhBRX7v34YhJfVBvSPklKH23TQmO12yADKYhHbgziMwSkQFZgnb44ZMnQ4omCZr2WIi9UFaYWAntFW5QXdR4JUxO7yQFbeBEMUeawDnSsdiA5dJwymESJTrin4OslwHq3bWKqPYYNqwBnIEqpOTM4FaJKdF3pC1gW2emvWW1paAmFgEbOVDJ+U+Cxb0rBNISaozghDhmjHL4asik1aX2lJq1FEIsrtKMFdGScEmKFP8Bu\/MzeagDrX1FT8Lu8YPzaiWFVOc\/aXk3GTcLX2pJvHPcrxZNxWdqgN1af5jdqmTzi9r2jDqUx5st2mnE3msCtoACyqVyKO630jpXvHMLxyr5SN53mybsp4fBsZPPmf7E8Hr3m\/r2hlmdBoOEKRl93XNwsquPcTjuR4Uwf3uo0GKwYO7OPlWWoIXlfGhK8GhC4wXsX+xjaC88Yxq7qqceDgsv\/8kY2Ps+N54uPc0IzBdrisxwAknAkO1ofpjX0P21DKHHJmeWPMm03FdqPIjFirs+RPM4jT\/iktP\/7k8eWekXF\/3qUXLO9\/3bXLCd+qtX\/I4Pv3P7F87Y7HluWy0256W+EskIBkyWVVYHsazFmgjLOABJnYzV7KtRfSxtaaBFKINQF0HFBHuCqxyEv5tQz3LZvmlTFB4IBowc\/bIeCAMj2DiNIAlAzIDKfVIKzBraAhc+dZLx08x1kGVAnq4e4pQCiIY1Dl90SkjiVQ2uiwLDUALh3MkboKAEKXZI+pBPUAxg4LtH\/Xn9artLUrBRBj+1P04rysdW0y5cmN6sfLZ49URvkXoGKtBXhNlBFCi\/qmCuqnrvQEWFQ5mjyUDmfffovQRb+slQRwijWqlKi\/lCObeTSlxJllRsfeFrfJLDLvVm0e7leQo48psOPKIat1e3aS\/L5LRuWQsnf6qe0EPS7I4Mfky2BX+wwbaVsjos3UNcF\/B8CgsVBF5tc1UydNOfqcp\/AXsDFvH2NCNQWQjz4ZJAKYg2byC2VyHCSG76hWnXwlWDQNhL+KJljTKJHt0zTc7azmnpkSs0H7T\/aTMsS1vAersO021aTE9i1TLlsO7HmE9omxCRmS0tGgZ\/CtbQH1UjbP7w9fZR2F77LYkLpK6twH0FYZG\/ZJfaez+nYv6w9QoSzGT5duGQ8u35K51yHUHKV7lPQ5XXBn9huWcvvIxD\/0xPHl\/a+\/bvnttz9fgb3Qf+jg\/uWLtz+yfPp73xiZ+HF+1Jg4rV6Ge2Zdb2v9hCQgcVXA21720P+ESNp2c45KYKRFjPLYM9WCcs9c9WCiTlExUGaH07kin9sDmPnizF72IM7SFMcJEJVAwVw02q3tI+gD2KrzpQCfWdEJXRqE1pOR3Fu2DnAl6lGELADN2egREnGJM7kl0kK2piTvnFpmEfhtzsaD2uCJ5OCxiuH\/3Iw30N7rB1WuTp4sGObwiRbgtKkl1Cv1Z7QXa9CGSPNkOpknBtxGyG56rigmm4f8mhQ2WSdrgwHF3KoYnswnu9bPDmMBDXf0ojZbP30S3CdiGBsJXpKbssJgQ9V7mHBGMpOveOgcXExILa3xfR63U1Z5W1preN2OycPayazqCqzRiJrRaqaySV9VZsq\/95nfc\/IAs6u8WRtdX02dG36ubaUkN5zydeWUCjhTemkltCc7Er+upRR8DSRptiP\/5Ngj2S4kfzFJMj71qQD4Mv\/b7WWTnoyXLrNK0xqg1\/HB9s2yWU0CNg3klUA3WfnetLhTqaMDpB8fEyQ5AvbxYyd0j7x85HGJ4+M\/J0bXsqVmLHJsP+egBPp+9HOQhS3JZ4EExiPR7ndBjABHzaRQRHLXuQOOCFZ2CkjalbefvCeqqkFob9KBC4Vr38nH9vZ3Ao3a3vhPD74QS+8nxLgZDWgV3lOaMGDCq8Q60KCCz4anetiEZLQmQ6Tsi7OmuNppKkGPOp7KbhNAZvYm8kG2XYv5fV4VqcaoM5sSmWeToH5ueJWwtRFbeXp7PCQavZtAwFqqFQXkqUpEyVRegM0GsdgOV2h9YjZlS1UZt2vQt2mEZcnGQwO0sRWLp4KwW2\/cWHSpOb\/Rvv62X6uJh+ugjD9tm+RiI6qZA1NP26toDADe83SPqIxWTxeeVXXmSKo2U6Vb+9gJOfK9rIWxjT54FaLrF7ro1zfl\/VEOfOWEZmJLkVGvvqpOX3FvbVfWV73OPKV9nI5WyO5KFp9WaNoMd936bJDOru19fG0ad7PrKhEXiyXMqqTk905Wczp9bctuJbCVwLkpATpHfrgD92IMSusRZA0AOVDAFsbcp1730BYXjT7G33BAnGkLOSJsJF2zELGzmwUnFUiEc3TQ0UNkBxV6Pzx8C2fCBwEU8MpuPWKF9CciDLDqXnjSRg9rHUDGNiKnzZqsICdBUG6FYDC4AqUeKAqwdn2sMrrMg4unbCdS\/aZk7Rv+i44Q5h2MQQ6Qd1NuBvYcbCpnUqBmFeOZgA7ywEwdrDwRQFPRLo0J1IL9lJOSIINJWNUmIC\/lyXtxYJpySbp6VrzbVcLEFsjbGIZtrmxahlXokLackC1D\/Az0GDjCxjuEsXo1C64iaGNoNqaQvc0suskkvUGCcx7HqbcOa9LmknaeEAhRyUHyhBGF\/k3OmSnOOr3H1E3e4fEJLVsLdbuPyY4la5rPoYBadVLT27ffffylIeI+pIM+Q0bNJ6ctJPXVf9S+InkQq3CQIw\/qMIigFfEm7yTvTOsM2HPLdfykX4S8axKDR31KhmmoOX0afbF\/v1tB9TFn+uvg2Py6\/ykTj+yL3z+ei5CP\/N03VkBkO42UwVGUZ9rPtt5WAlsJnLsSMCDvACoBnIVNDQVyL1ICHvNW\/AoiYUdO3+Fdx99ypCMDCQc06XwzWEU8IhCQ3cO1Z9Y5QBHQXfe5Xrnv8WZgZFEzA3kFpLPgmP13HlSGFGFWp8agY4rdPDHg8KBFWY70DIOW473sKl\/a3+40lG0CFL+0bedZg5330zN+Zi6uH9fhbtthirlwzPQbUJXKhmM7K4XlQ9ejTtgT7d9Wu8qcoIsvL7BeWteKY0woK\/tPWbH91WZ9WDn4IyKc9mTBBdL14787PKDhFGJdZ2WJFh9bPK1ytsqUI+yW5e9kY0xV1TA4qmoLOXeZYuwR5Wa2ImzOj3fwZlpIbabM8mjV3JSUK1CuH9Iz26\/xg75yutJ1w54ANdKufDTo2GODBT3kS318lvEQFLD98PMB9j1lnx6mT87qlI6Z3rRhiy0HlparQMkruK2Uhy9xf5kgmcrxLFsvc1v1e9plnaxB\/qyXPqE0r5RS4u8d1KfW1ficKvYUvB0K92dWPeqM+lyi6\/ZMf4Oam665eLnjoaPLLbc\/vFxywf54yZmA+G\/e+fhy8bj2wnFyzW33H9XTbbq\/ONP+t\/W2EthK4NyRQGTkLQaZ8+\/ZwHAOLci3nyuu1dGvjsabC6eDZQ5eOQGY9Bjxqrowzv7xGceU2jJCgAkCSJSo6RmzlvVkFgJTTB4Q06bwwFZtFyFN5T1dkaA+nW3tiuNNqsyCEYFE1pnFWQYZmw00HsRtRSpEmW35sKBWgDiRW5pzWQc0m+OEHYg0XsukiGVENXtg067YjEaBkCv3iPYCfAnR6xwkhk1pg2xKGlfRC71dCGSAm1Y8UIVFxO0YmQxs68TR7s5tc7OAg\/miT\/S7adwnJJqvhDSxc0J+qrF1f6aseLdP+KysXreJ5ES2DNkCuiG\/CnxngIgnwbifE6A+vlKG4b9oDzpPrAptG5TSZVGHTPaNlbp8kJ5TC11zdRKzqeR8wpBt7XZcXZZkGcMu14Mfck5onvXqCkau+nSxZbm0yihDXeLrpjFSJTaz\/Gxh83g6szvS8kXjodabrr5Iwfz\/\/okfLsdkc\/wYBLIn\/vKLDi4vGfcuPF\/e\/HlmfWxrbSWwlcC5LwE7frJAd84GOUZoTsJ+MkDFw0w9lNN1ICiAIQI2GSDdKRK4QtccRDPjluAqsthagcGxg0uPhLES6ntzZ8AT4CcwknRDUaAcdYl4DTgVIA6gw2WCbDdl5YxmyeT5FCoy6BXcF4jQEEY9fSYnYdYmA7jxi2UAfnoA8N95pGDrEMC02X5ftUFGvwOiDlgDoLg+XCQB1gwEu8XRlpQENikr429Yh56YUydQemtFTGUCcCH+Oq\/2u4JT\/SX\/F9twm4vMNfGCbrUI4RjWDauArzO5vELA47XwFcZtfGWdGes57rsJgDezrbR96Bjy4EkqvfgyxGz0d59ghMWDlanIUIa1n7Zc1JYOwcpwNh\/G46NV6W3MaRFXxrrrpDgnBMl1zfkaa25yxYuyR80HSI099reAgP16J7rYuo7p9MCwTMr7R3XYEvo0bbA+at6aZZ4WU6dGfSPQpiw4lMm57aQVHAstfdRBTn1s9u1fKRWAdgb5zHPlgPVQ7TN7TKNh+w9ban7E2se\/SveZ\/pIu5KTJHz10ZLluHD155cUH9Rz5o2Objbx4V+z+qovO1201d40z5OXB1+2pNWcq7W29rQTObQkciKemFaziISBiyq9HEAjPRlnZCKDVfVvQIK+Xh5OvQI3VdGctIFQCtAMl8\/UeNR2gdv9fwe46gIufDfdMIDeoQ19Nn7k9BcCwtt18OqOeACvgLUGEBxMH8Aa4fKtCm2BYsEeoGBJlPsoErAU+11MBKy6AFc3Sh9Lgd1QWGfChw9gCU6KbsYyJVLQ9+IjtWYwoCfKgHiYdkVgm8GXtMfgwO0AGiicQ2l5kzWk7gRMVEyZvsQLoJj8xOVrF0CZggh0wE41GKtkIjau0QQDQhHIQURsxQVRm3GxCFltKynaNZvduX2hkDdhhmSu86xxVS6lAz0ChydzrO0BmSYJDTA70HsYw1d3INyqQH4E1sJz1WjCY21FquzPLbwOem\/G+Ycc8gdLunO8yxsJa0S4nOXIkg9Rsu7jE0kqC\/9xyYq3DOyQPAK01I41JaPIfuqOxZJ7G7dfbBs9pOzz4sb0KWq7brVglGMdpQ7zdZ50IqhaZEtBvbRun0hZDKT1Gn4wluOeRkH6KJy9sFcExxnZ01kfU2paezhUB5nc\/8uRy76PHopkDvkdeTrH5zr2PmxV4Aujp9LWtu5XAVgLnrgR0a0152xeyXO4cwy06eLDzzJ3hAioTlIQ4WoTbLYzu5BZroCaBZ0QsWqgZ\/DKdmGqrZ4rRLLJ6kYWfoT+6Fl8dkAPoAOgiTG4yGZ5YaVmVOwfPHvClkAeyQMI5MQj8s0m4tekUFAV4FEnwTNTHzR0GgYL69WejTmFeXontBoF8aksNWJltW2N9q+5MjdCN6kz5ol7862obQZcfDYMOfJuB1mmYgNsm800SzdWWhF0+XLNKG3td\/pl1n0zC0JjTk02Nb8GvMVr1kKNmRQ\/rojGGJg0npRAgv4SJO9jYzL66bprZ4icXm1epfNV6CZ1xnUvz8NjN\/62VBzjbaxbv5BPbronqGKulJKXwLfEm5lXaGUCXt1ymlLqfBVjO6zUuVIvJe3w9JhliMyEUBvMpqbgvZrMn85CBViWdstmthZ00KPf2ruE9kToK7esruFRRqVW\/8cz3u1f6tuV+shKAzn8MpvaTZWTb20oCT2cUH4hsKDsIZIU1rgo6Mi85A7OZifUgL3UcuLELDyiHiYD7zHWWpE4UavbVfaWQ5MAH3lvzO+7QsHQOQNZewqec8sOcHTwnWDGhaFDCC3J8Kd9vxH2AmgDsXI5ky\/gw9vqqnGt2s+Ily8RHoldjkZVoGH\/8xjrIur2NoJ4BG\/TicSkCrF+fgc0AYv4lIB7dsLetKqORxQ3Zkt70awOLEB8He2vNe0LTrivYQd9Db0DRm3ePGOBR6lKMj++MxLS6Dbd+Rj4GIS1qOCNWhzOlckW717ZpC5AzGmJzDpP\/TDyGjGUseFNuEWQo\/jX4whcbz5nl58khjVqSR5iw9kdbuIhm5SsxXjE3l1pk8cE+82bfTZmQmfaFsSS6c12DYsghLjttJlreGhQjJiiuOskWASSTjoRoaXdGY27rAOVJf8gsDLoYN9mH9QQeUoTQReWDZccT27AJspuwS23dSgQP4ivgq90Y1lMzpialDGnlhDBplX4qGJ9P5I2WNdeQW6zoucWZdTANKWF2KkaxyRpjotsJ5FJl2a1ReuP+at\/hC6LMBtqIzDP5ugmnw5+dSZvbOmeHBE5nEiaPRxw7zttlzw4etlQ8MxLYP4Lbwf0S706\/vbHDLgMQnDKDtw6YowsFfwRwxSlTMOAMtNUx6vS\/K3\/H2Z56n3cx9P4UjCBoECgqcvAy2jcvyToN\/eFOdfgEYCI4KgDMvb0KqglUBL+4RnEtgq0LmwEmA0LQHX8DRDpB8qdEIANk2GqB1YMIjegvo3mxkA7kCt4gGZTwBhqYT9dr2opn8SBjysh3\/fMkanUvoCA6MEryCM90agkHTCbVTklGbgNkjTEpzEmpAwYIOwdJ2Bsfy8qgJXgQe2l2HuVCrwCssHneqiA8+wTOBw5PNOr4ymxlglADwKxjbZ3GzHo8JgCD\/AD6DLJiJPtWCKYP91TXHQ46hHR6SJxrGFdk5u0ozSKj5NNo10HZtkDlAKmAPM2iUsd7znMCwSCtc8MTs6ADvo3AKWelWS+QYoX+oQ0yXeOFt9+wXuRu0smTMauF\/zL96ZZgW9CG\/Z0Da3Yg1ZmYbxNTTf9v\/ablGM05QvN72rv1nqMy6aj2BNta0alVIS8be\/JW1vDfRFOVaRuk7gSTnn4\/NWB3TAuYJIXytl+2EthFAhL7jxw5sjz55JO7yuroU+ctP3fjqeX\/\/u7HlosvHA9KnGAgsGv1bYGzWQIOGj745SuWv\/j65eMleg3n7YF2Okc+\/GBmu9NnmStG9tD9cj9tpQS8Tf6vEcXBdiO9iD6TAuizBqsKJVYZd28nmmVkAd+8gf4I4gp0aZ9np1F+A8h6OQZiJkLqZCcaNo1ZgG0PpBBPAMiM2plSbP1E0y0W7eQmOh9uDjFJ25NOQ5eKxHY11VKE+Zrpq8uytT4zJ54wapNtWswUzqBqwBsfI+sVowQpCnyIboaeik199ceAq9dDnR3GwOoW1Vmbp13h\/64BK0OupLmriyEa2Gquw356QUA8HUGu\/hmc2tUoos3ZxCEhXxo\/ryQkDGOwt6c+w3+gDd7vDVZ3tmk2UQbj8AuVo7QDAEbA7uTN+l27Ec56M3dmHHguZjZk4OvynlE1y4rXY0Ar72T5AaxhAyg5W+VJjqpWGMRvHurrSelOuu066HKtdVM7u3uu07GobdmzTQInTpxY5N++ffuWAwcqXNKxOpzhyZPjzbr75Q3Ge\/9IfBEQ\/+ijj+6p0hNHz1suPnhqefuNjy0HDg\/gvwXye5LbOVNooPeXXXN0ueuRg8s\/\/OCS5dABOZ1q7x+1TMvuOZxgz+SgYtVcB4O8XcIDc+JCD5OEDGOXhTds3XtQVBBjEYkz43FRb9WHo7SZUUl7qhHSbjlPDFrjzHzUI1qY38BzAUJ2cN2trd7OTnh1BY6pmwLCVt17CPS+PUmZXWekrGBeZLWBlb4KYupoYGVDBA1QBzugcvpV8EOpm7AOtqj8EtNdbqrHRrvpqaNCKbTPrEX7lftWjO0ihFUETX2Q7RadukziWudr9nC3kuiAciJ\/2AGyzZ1P7h\/fQ+blJoh2gVNfqkt6arpn0GHzWkWqYyIq04pY0XBZzggiVfjXuYjUHlLoG8ScPfi2sTxRyQhcg7BNRLnuV2MrezZq8nf1NZv3icOoUD8z0i2p4L7LSEhYjNEVrnjlb7jGGkxX2c0soq4xVPtPw+VS6BF5bUiVLGslaNThKSKGZefYR2FpI3LoGKuqYV5xgp+3FYDktFmPx6Q6RrhMGgHzzHpcORlvrIeY1MwOdre9dc5J4Pjx48vll1++PO95z1sefPDB5d5771VAz89JXXDBBcuFF164PPTQQ+njYquoW8aGvRJPPfWUtiVthp0O\/3rihFyTF365Ax5\/5LecYvT4sX3LZU+OScMWyJ9z9rQjwcOpXHLJU8vzLju+LLef\/vpevBAqwim8FMWC+jCselYLoA66V3uR3V\/adfsx20JirdgWAHWm3ucKjOM6SWIj0KE+DdxTaCbeeDVhFZgc+xjhVfzcL8tsNVmgqgCevR8GID3EAJcqkGIaClhkGEM5JMez0YbzMVsRWK1WKHDLzwwkgR8WD29LKRIjncbpCondUuduC+Ws9q73KYIQJc+hhW0lgTNNhQDDhp25vJQsxkANCxtffpFpK2Om7mGMseN2KUV5UsTdaf\/elg+xkmEtZVdjwoU66se55a4I65MmuspnnZiVcTIdb2ZroKGsSlCf0pNtt0jhYQTWsWjjvefSYRpp8sl16A0+hWdlTlmuBqF\/9z+QAY0ljGUeuyYnAt+sjwLwTR6wCGm2DtPciw6ekqIcYbN1Az2SNnhDFjx1uB6dCewhT0xA3PoxulTexhIbrfQHOaFG\/Q3ucpsPWuFyeQ3tp19n64XnYE+DHpy+MnuHVpI282Usx2454C\/1VHtIullvdWLI9KH9jCl1OtUtoMaN7a9zSwLHjh1bbr755uX973\/\/8sgjjywXXXTR8vGPf3z54he\/uAh4F\/AtGfXnP\/\/5y2tf+9rlgx\/8YGTtZQKArWbI4q8OSWjikPLHjh0fbT48JgZPLY8\/vm85ePDy5dCh85tnObfkuKV2jxJQ92GTtdlHVn3k32xVSMrTWpFkLbtzlsbXQc3cMDk5CeRalDKNHEcdxOQDppwc9oLMQPuOvEs5M1rBiLGMwKstOaioWST\/xU8ipl9W\/16D8HzsRKjoQEeCiuASbwd0KFABexp47FPDV5ZB7Nb70lbvR\/pobaCtYGdiCJnl9c6DEWoQhPV4uIFmGJvpxDPeLjajKSFVGqb112lNVbghsS1l5bU8tJu0n2jHYzjCvxZrume5WcMo7fCgy5HpdpqYj9BL6Du3NBTA0XQatqD7zVOOAUPcnhnRF9Js4BmocRus9mX75OVa2FXXqVZNW+ChQeI3rRJ\/ca+Nn4BYQU9aRAwAsrOe8a19oi7ZDfRbngGwciab9FmcFGCfFc8P0LhkOsLn6P1cJYQRMgBf+Q6lIEdqH6NMo95THXf9gZ9sqef2LVPt8lFZc16fR2DfUhTWFXaPEWvEmC\/Hp048sWXFFMiTHmu1buVh353+jHXFE5TadgLv6p+5T5gRJi6wvZRa2kOfrKSd5TacOrFkb8t3ku+kRXe29uHyjP8+dWoE9OO2p3r\/wUM\/kT6fcSbO8gYFMJ1\/\/vnL61\/\/+uXb3\/728ud\/\/ufLm970ppExvWS59NJLl7e85S2ahf\/KV76i4P3iiy9W4P6GN7xhue6665Yf\/ehHy2233ba89a1vHeD82HLLLbfoZGCn7TdPjbfyXn31Y8tv\/dYFy8tffuly333Hl9\/\/\/UdH3YtHv6Ln7eenVQJij2JnMoE8evTo1I7Kpi8GD4hDPWPGzk+dJkWpciY9AiRHuQZitK2Z7+M4I0XKWn+C5qjPWxg4MHoBduqWLQyooSU0GKBP\/oubznQntQdwBGU0CuAENhHAQ25owP8yMCyiAU0dXPr1nYGQy5j7avJdDZCO5Hq\/pYIruukWJ4Zw0SI\/AnKpR1eGV1rJlxERGiZa4\/YmO5PrU3sEsPAWNshnY5g27JNb\/WH7tD2gmVKKJXSbhBXx7yh7ku6EuM2wYg3Cup4KDQrsupUkhKniopobaFeQqDIzCuuqzybjS254ZYn7ZvMI6trYCpIabbxaYBSspVff4WDymJmKNQ3eVqMrLsS4xRAKIcMebbWStx+V1ti+4riguiK0aagn8K30wT\/Wftq4aTqroHnO72rroBZLXaeLS+ntZPp2L+tDZ9VntIlG+MtO4\/o5gvSpuXaBWrAt9GW\/9zpQN9vDbndOnRyZ3n0Hlitf8IblwPkXLw\/e8eUB6scZ8xu2buzW3vb+Jls9tRw+fFjH3Ze+9CX9+7nPfU4L\/\/Iv\/\/Jy5ZVXLt\/\/\/veXd7zjHcs3v\/lNzcy\/6EUvWl796lcruH\/729++XHXVVcu73vWu5Y\/+6I9Gdv3x1TNXtWfZL\/\/E8r737Vve+c5L1Nc+\/\/kXDMB23vLDHx5dHnvsgl3qbzX5XJUAJpW\/8iu\/srzsZS9TexKbO3jwYGF5vNnVHGJZkpXA4uCEfGWAIHWaDaSEX\/XmNRQJAIh09wZYscn\/EXiYbS2B48c++pK9hn8ffyMoa3s1M5X7fSlQSR3hfQe\/DN5CNlKW+jSJUpCiaIrMqYrJeSySQb8cgZ0P1OH945HN8\/ZKyt7pCj+f0dKzgGkLSm0DPdCp6TtllJzRqkFDDJu2Rxm9xnv5OJgx2c2BlJlSKqbLMief3r4WzQz7LEsKGgpJYTfcDhk23xd6xa4kow4b80xxkecGmwLAQf9sW2Hj2kcTGaFWBWUhlszSNglHvM\/suw\/yZutd3zbxNb1Edp+y4QxsynMIWg+gNKkJkNxsnaFvmkfW32SDJIo1fPabOZ6z02qyRCf01wXoA5CHEYad2W3kn6MmuwXWpyjDdMb0EK+wXJchShW\/wn6h0cYyYTZqXpnhZwez2IKTOp+tWNAIo+w8bw1KuzUemrE5cTXLnpKc+QMex+CtuUu1O5SLsV26Tv5YB2srTUvsNBpn1vNeJjNTc9rjxVOnTiwHL7x8eelbfnu5\/hW\/uNzxzb9aHvjhF4cNyUNx4zmgLZjfoyR3L2bbXOwlXJKFl60ysk\/+iiuu0L9\/9md\/tnzjG99Y\/u2\/\/bfLZZddtshe9+uvv3751re+pdl7AfUveMELlrvvvnv5whe+oA\/LduBVqThvtHFstC3baM4bp9icVN9w9dUHlmuv3Tf25w8d64O287GzO0fbEueqBMS2brzxxuWf\/bN\/pn9lteerX\/3qGsgbcBAE4qx6bGebCQDMYI6BRbevEuk8dMwiSwN\/ASDce3Mz4U6pr3SxBHI4coI1RSAWcsLxtyw\/QLWWmo0XJ2YVFLhs3CQg6n1HMRG1yA4Ag8jqzxqA3JIN3URbi2ibQHlMHlo7DJIYcCD4yrJ90Mw6MPS69jFdLk5fAFdnSqwjtOIdm02azrgZC5ukdbHVHXTFGjfbQnaTc3lGGNtSMSG2c\/IGZSXKZqzejn2f2iaPH2qLzMYmMcG3TRC0vT5WfDsQ+iHLLrJjOkBj549NB99zgpE0xD2nkWWgMuxC7PIifSbkzb36UGW1P5aOKaqcysR9mMlUXa50kUQGMGt2FOPT6TW7W9vJ2mbsyooGF3yaatqIlS1aygnharbbLTVp4j5Nfpa0gCxZ57ifFst0N1pIvvbV4XwbS+A6dZhtZhN9sM7KVGsMakRkWj0llkA9LSZ5M61VbpJj7iWpGi2GINcTm+QjpYptR3qPDWUlt6dzYdA1Ns++4DW\/srzkZ\/+vy4++\/pHle\/\/wf2g2XpJO+ajk0+ljWzdsYti2ZNEffvhhzbrLloZXvepVy1133TUy5D9c\/tE\/+kfLi1\/8Yt1+I6fOCHAXgCVlfumXfmkA8KuXO++8c7nhhht0C84TTzyxi3BPjb3wF41tNEeWN7\/5xHjA9sAA\/yfHasCR5dZbT43+9y9Pjgdgt5+fPgnIdix5yPpTn\/qU\/pXJ4myLVjzsChHNlkBXgcbdaUSJmXwb8IgifH1mmwW8YWk5g2PPdE8zlQ0RBGbn\/uCwydN3YBLOOePH5kx951f5sA4LWHV\/T03OrXMSgQDmNEj3E1E22Lg2w\/Kg\/oO\/PfiIIpuCtFrljm4Q4LiY1kcQrzt\/u02hOVTvIKnrSO9v4sevY+6xEpnzhT6nPDMhzFsn1BsPUhqg3OSSom9Sm5Zlxom\/Ig8FO24be6BtKtsmg+h7RvAOdtNMjiY664aKOa3shQxq0l8d6ikNu95sa6Lwbi\/RQpFx9sL6QXPwSZ3npCYljb35M4DJamaACHzY2WdfmEAaPPceUDqvI2tdHkwFU1N7Tk2tt1r1CjMOrT6v0qxtsN43magzLR\/1gbQqxDczXlV7SBe9g10E2dnhbFWpUuOVpMoefOmmsb\/puozp\/QcvXK584RuWo4\/dv3z3s7+\/PP7Qj0ZAP3+5+sVvWg4dvma56zt\/t5w6IVnkTZZ1ur3+9JYXu5I9yZ\/4xCc0G\/+6171OQdRnP\/tZtbl3vetdYx\/7y\/W3XL\/mmmsUuAtol+018kDsrbfeqnXx4OvO0hQgf\/7yt387JmanHlpe+cr9o70Ty4c\/fGoA+kvHvWU5Og4z2X5++iQgD7c+9thjy3\/+z\/9ZJ5TyrMVsdedAT0Was5uAK7nevTfAZEa0lDR8KFIcm8CH+z4BTeqCop7nUxgASZkAgMjQdJdKR+u5\/2dgNltd0BbSy1uD+L1CJOuyAQZaGz17rLyhvRkwo\/oxQXHiWTbx4CbJilWgZfEf1hn1qV9XCCplif6smfFfpzsmEa6rJIFshnlTu1lnNCPc8GoQ9EWxCE2FDslEglrQNhA8v\/SLLSPr2ze2iaITvsnych4aa1Wf6BBxvdkuB\/nQ0abAT7YOYqscbcDE\/ukUqA0htkXCQXKZxBtlo22hmeyiyrNtTfOWYhuD+4MuWzbTIEtWeNhoXe56H3LzwjGBxc2omdowMSbh0HIfvrPhvPJ3ZDjWIigl7avsrWBw4tdW8mfFN5uIN0ZTH7r6tdITOKzbYXwYKg08oUj1bwKt\/DB2Cj+O9nRWq73XXyUbzYONLIxtjRfvOn\/Gx3owWI\/eSti70cvb0qB7lEdLTDFvyWGbRA91lShpydWN+gC7bajBysePMS8+GD158qnlxLEjy8FDly7XvOSty2P33bpces1Ny2v\/yf97bLH5wnLHtz7qA4clXpSy\/XEaEpCsp4DwD3\/4w7p1RgAV9s1\/4AMf0BNEDg2ELaBK9i3Ld8nK\/9Vf\/ZVm6uXfn\/zJn2gdPl5yEwmyH\/7EiUuW\/\/P\/fHy0JxOy\/WPbzuHRLo673Or1NNR3bhaVkD5RM05IkpUd+T7bRneAl5EZGIRTI6BVHmbtQZhBDPlj3ku\/AkFex+KzB6rRXz+NZqUVwzAlS8lbATgDrW05PSVM9JjBv7VxC4VBM7VRjiiUkrinf+kEBI+m2gYjiAAAjbNxHf31ALgXy+TgZP0l\/Z29aH\/mHyRgkm4qAM2gqkWCF1cKR1AX4ypDzsQ0wqq+NmfOyoQCtOLUjkQxlQ\/GY2y\/BMqU5JkSXDMJFXfQCGTCsm3GXzLnNHYCHBabWq\/au3oT5IQcXWakfwUqYYs5zsrY5+EEOwyb9zoKFu3Dk1Rjze95XTWN8V0BWwAwE8hqm5DWrxM+jBl2bGZHuRWnbAl0uvDYIUS\/4psAb44BB4UwYVnVcL9XxkHUNX6zbR8I9NbgTHrU9TieNORDrEaJ8ixZZvmfg3k2G8i8mjH5mzJFw4SN5ZXjFToEGPVZYZkQCEHhCnVc8Gkt1UewXfThHfRSUiF9FayH97Qz1wSvw9eYsqtuMtcPGWMCNpsghLy1HS7hdkxxKOOiG5nLGTafMsT9Z\/KvgPjjy+HLX7Acuuiq5eD5Fy6vePv\/srzwVe9bzr\/oymXfwQuWO7\/9t8uJp44uB0bWfrdjDp9Jyp7rbQmYl1Nq+kfOlueP7JOXj2RM+SNgfq8fO09+GQ\/JHtYq4ltksrDV514leI6X00A5PMmG90DtNhmsryrzQFlEwl6Zbszw30yUs606pRyBrl6fMzE9WcMPrhagLsEHbW6g3UaKenBEO\/3OP\/UXl2lBRNuoFfzCHgyq00f97LQtBMvJ6BpsrOU2p2El6p3kQ6LZA0dWhNqLQM36mDUUAJMA9IyuDoq7DqEfZlKA2S48QsczjM\/krh7udvA\/HQdMAwTBHShg3GkEeaVOP7XLAIvtX9v1cjv2AblM5MO3CpVEz8r02TdMxjSDHqO3UrdTVnzqV3zCjHvMRtC8Gr+4sz7Zpejas724lluxfJK0m7HQQOhgc+NY3eCzupXUqbncJWJ4dat1pHS4S8NgRS6ZZZdZfbuqWmo2EmObVsA2kL9S3eYs\/lrLxllKAHCbM+fGVhJotGXNlP\/6ZJrQb0xQ2YFZS5vsfDe3MrPZM7l2YjwEecnVNy6vfc\/\/a7ny+a9bnjr2+PLk4w8shy69bjny8F3Ldz7zfyz33\/65Zf+BCiLPpK9tnZ+cBAS\/SBYf22\/Cj42HmmefgemX\/WO8XXrhuC\/\/ti+E+skp68fdk5\/Y8vXvHl6+duehMaHLNeC9dj2AfHVVARDo3O1IpCAQUHSJpdiwxPS9BcQTCJiBkAjrM885QRa9PD\/cqaDcaWQgF+5dYhN4oUgbIZEychoomG+iT6+X+hn0EPz79pXpxGYDcor2wQvtCQ0VbABiCVlMMciKIpBq4GVgFuDLtqd0ABcG5fwjm1uWgoiWwBQbIp5dtr4KkPAfClGY35VdZBY1tzhok5mp47gs7XEbbgPrrKOPCG6HgKlNplx4LhQFEs5wyIPqOKuuCK+k\/dNWlQBFnA0m4Cj0YNUK2iHbUx07zTmGc3SnKDyTjGEaN1w4TjfBw8xOO5t9AmyaJF5Ih9oq\/QYwS5Nf7+nu24IMSxp9ahdm0aHo0ndqP8WuneXmE63LOnU98FYN3Na+MP5J7iH6GEMYpKInHj1Gd6qqjKy0Ce2DtWRc2SdlmysFJgupAcmYeVgb4Ha1HhB8W9s89opviJ6R8W96UhHWrSZKvxuf0gLZuK3zpCN06PosOfENE5KS2BHaXW+4vrYDyGg2cbMeK1cbVpyULb7nwnEJmp5Yknz\/zL9LJv7iy29YXv2u\/8fYTvOW5fiTjy+33\/In42HXD40TbC5dnhj75OXf9jz5M5fxs1lTtuXIGfSydWe3z1h4We585NTy\/\/nw1cuFB+1Um+3nuSEB8R7yIqiPf+\/S5Xv3H1ouPP\/0lTuAvAVE97vmmghgZBAjV5VRyd1wEyhhgnLHwRNnuCgs10aYJkYVPfo0elE0wmX3sQRUShawyw4C4esb5KtFZ\/UbrVqO6dnF\/8\/KFr64fUYeEzpnA39HsLLDGCmToK6b\/lv1w3k1MxkD1V5Y7k9kMXVWzlsAZuIVKiv3El+ZnaM+99n6DrlMaGLQkNBrXHV7xUDis7\/1ngIfj\/esxLBHstwNdpZ9N3n2MTGpX+zT75dhPNE3+wS5HWRPxmBO\/XqtnZ0tryBEyaZTw0jWO5sNZJ3PzbStWNSO1maAOJORE5D+aSfaHeCyrwwCXeFKdZFa+Nnue\/qKRCXPjcftV1o0ftKmZu7KyMnJoNo+TdJndXIc1okCbB1DIifP0Atv6XK5eQdWNq2XZZLfrWW2cUifJahNbRgfXVshIx2bRkz6PLbYvIfG+Uq2O9vqt4sT39n8d7hryr56APhrb3z7cnxsnfne5\/9\/y3c+\/XvLU0cf0cm1nCkvD8FuP+emBESH2E+\/GwcyLh8Y7wH73z99KZ2stFut7f1zQgLuJy8aAP5MQLzweIBBTwb2fHCKnWgHTz1TXYBBOHFy8BJ4xr8SBPx31CU8IwVPicNix82dxPUWLLWO3yzt1SDQ9\/xnUQ9OyMyzNWgwtAs1UORvvTnKNFaskgYV\/0gZFMLFzRG52qS3E4EX\/eEvtct6Zbr0e8QhdAzGkkamWUEE07xDUF0FYGpae\/MutRxkSpWiG78He+sTnJJpJ\/2wvDncQm+EqlK2XpBpwupDKE5l7NRRwwEScF9t25hc0ehyLJMiFr2MFaxWsGwm9s+mnkAlWSLNkuFWYB5gmPSZ8reLyjN01vQefdB4tSJ2p5tJ0Fn8QQyR5ifyekk5dKXqmCCwJTIk22I5sUyUNm5LL5DQJ7xCevPJVYfvK\/MKmTBwTmnRUAddQQNl6mkSwb4ryaXB5DaJ1SPew58eyfVL3VdwDanlvnxcWQNwTHTSzsiKSg+kdZN6W3nKPe8kR5VL8le31+Qqgvm7dFiQDa92sHWlXhnSp4R4QgBqbNWDvd2EvdO+NFo8b9\/ywI++vNz2xf+xHHn0ruX2L\/3pcvzYE+NlUBeddmvbCmenBE7n\/P+DI+16hb\/55+zkZkvVsyWBAx2UIvZOlysR24Ja8ZK5xYGjdeCNHiARXHuAwnW0HdHVL6QvZr+fWEwdtjtcTgFLcG9gK7ow8u0zARQBXPx+URLzxTeccQ1w5NsDyHGfm7TOwEFjq3WGSVDp2vnjrUXRLfHO4tPvTf6cGe1bOHJfLol+Bm5Ehx7ZV9t2SK8l057YICL+dKXE6Q27KnZiimdwRrE7Jlw7ZfJgI5vCcbRNgix4j8w028ptMhhX8pcwGY+klXn1jCuDaJbRplUeFm2hvwuRZIekNQ+hcv4+dEw2FPbYxoTZGZ8uYlSAXr3vhNUVrcEdPTjKginAmRVOgI2fJalDjACejSgb+k6jypuFxrpSyn0koDw1znZTtjhxG7J9yidDNpaFTzRSLc\/ISDlg5PXDA3IYpFLJpSWF5N\/KiuvaFXgda28+HlxuRbiu29XEDZx4YXmgix3yVIbr\/ey8Lx6cljEQk8WE6OHifNsag32euIlOpE12aV2a2b+Vy7bYyW8UWDXDPf46b9\/+5fEHb1+++rH\/MB6COzky8OeNvfB7f4Byj91siz2LEjgdIG\/+ogXeZ5H2bdfPvAROxx64d53fMfCTmy2WRfkAgOGTEQjtQnf6OGUibs48JeoxEJOG1AvbHuqSLWuyAxgowatEVWNoFpACSKA70EKAJOTTx08TUrTvX5T3ncYcg6nZdxIob9vgbHgA+x36wbaOQgv4Y+DldCMcQ2B1WdxtYwO96+cR3C6gW8im97+Spek898BWWRawRQBlZYTN3sqWiUQDYV9sD32IBslN1gVEx7iwLzh5xMYU7XOGbonvbp+RPfaxELQx3RirNIitnhh8rmQFoBH73mkMNvp53EbGsTgMGzB9VcEpsOrUX5ksoi8uHHLp2zrqlgtps\/ss6Mu6s8mDfmOchVmKlqAbKMs+CCCfbN34FIa7dVT98gQsaFB\/4L5MAbq11Uy\/WEoXtTbhKzzWrtGSGWstYUrxbyFS8FjuYWIz845oqTtTazkmQS4Ktm7owPpue8sji56rvjalyn564iCljbZsMmBtszLk94QXP20nrUbiClrl8qA85bfe8gRK6fkAUYMOMjegtXmc8RXJyuuJJuMElU3TqjNufFvxWZfA0aNH97RHXk6wkf30cmIOJ1aedQa2BDxjEhBbkDcKnwmYPwA3NsvwBc7rwIsBIPlRDSEAa82nheOsfteEQNEswpCWy+POQlrevgZCb2vVJAU3BDKtz3R38XMjXj\/C\/U71ehzoxDA4AF30gOdqb\/1Uth6eUlm+3TczvpCbFtmBXgY2nHVFPOzAFL\/BVrlPvIaJsH4YRBHG0ADMaUvGH2QLbNCFVtYdAArJJqEMFSzIrz38JrbEcb3brjPHYpXvWof1TaYcYM7LAMSuQC\/Zx2xoRPsCFpgdV2SMgaKLBmbGT4ibZZNVZnt\/044iG4nJgdDsbZbx5fRFHyS3GObRqX1Z9ey6SDOAgqWw2Ttk2EFWmj5xWcY1ACicVBKcEnOQjYEiWbAA71aKaYNe1aZBatgPtpfYDZRZgds2ZEFL366xAq7uT9J0mQuGrUYxu3G2pno9W7NhmbJkq6LhZryJfZKq0FnWz00pnF233taAHHKe85a80JBwzaBFBvVtIriaNGDCsd4gk7AdNCYfZXKrvLdxV4k7419nEtjPuLOfgooCis1mZXXwmdcZH6W9SZzSrwA3eTMs6NlJ9FJGXjh10UUX6Vni52pmHqsKOE6RVxm6PnCPr8+u\/bj1+ZMaEnJ86UMPPaQTu9O1y3r85ITiaHAGDulaOOwVimqhekM7JYPmQMESi+NwVV5OasCpuE8CkZ2VDgzCCVMUY2DGJ6Ygy8lnS0dZ8gMgjV0DgxoFIJQV3KuBCOi1DH8FElF\/JtOMgDuuDHRxroJ6KWDReqVi72vmE43nFm6BxHpn6AtACMAAeuVQ6feYGtBVukMfdDNoSqNYqaIDlaiuIiAJePsTs1\/HddA86pRMNekvaO9G1BXFHVJ72LWwmvi0PgtAY5tkmbQ+dYUk9t6QyJr9BagT3Xsxbkq7CKDcRE+AMO\/IxdofZ7TDBzgdPfPfzA9ILxqc2XPKL2vPhxkDuyTTyorQRddTCip7sPUAtVa3ryYyhO3Z52YSZRWoSFnbFRAzUc5qdFfajUy\/RgJhFy0l6va8njevxm0RYr2dxqirRrje0pJE5ARJnWWsBnBvnZvQUzPDzV4uqUrx9cG5cifbC2eJBOS4RwFMcmLMkSNHFESfOHFCX\/h0uuCJWRJ7Rzty\/vxetsE8+eSTWqefES40dVAL2tDuuQjkhS\/hVWQtfKsnGU5IjuGU65KNBogFf3JPrqO81IXusDIhDwzLd5HnbuetnyVmOCVDeJN\/eznFqDcQQL7svSS\/tMoYF+vljI0HBvOh6e6RQeOgocF6nQWMrSIMOjL9tlkHrW3LGmew4b44yEecQCxAOxxAg5YEEz0sAxjOAmNksAmkIhQKQI\/lek5puQiDrAYEtH8FScljAcsOhKMc80eAtugWZRx8FbFDBp7W5Sy9ORjvEDxKedcW69QCPAH7JhMO20XGBAib+aUMNsRSBhi2JcNb7qjHGw4ApzaKi9Qr2vD72OZT9kWjLsYBM4PxwTbrtKgkUYd16AYDfebgWtMHnWpZ7oMFp\/okolgW0i9swJuAzATclAl3yCz3nmcGsw5XsxJTvsqq6VRJULlVv1ABf2bjp86g2T3ajLJ8Ygv7OOhSafBxTrLLocGZ3VRargyu7xd+XMEMwDXf73Stst+bbNqt2OiigatgGB+mL\/eAs431yZEN42o06xy1ta+tNzupKyTQOBsX4kVqzyB8\/W08gBNev0DmXC2RamYLKQ18W80Bqa7V45K5ZcgmFkY9yhWvRFRaifXdqZVuLz5LEhAw+IpXvGJ5\/etfr35Gsp+f+cxnluc\/\/\/nLHXfcsTz88MN6vQNxgEOpD4At1wAuBaDKS6Guv\/765atf\/ery\/ve\/f7nzzjuXW265RU+l2Qu4lHYFwEmWHkBXAKtMOs5F0N5VLLK6+uqrl3e+8506gfrIRz6i\/L7tbW9TYC4yvPXWW1VuIi\/RwRvf+MbliiuuUDl\/+tOf1r9vfvObdVVCdPXxj398ueGGG5bXvOY12sY3v\/nN5Vvf+tbTnpQ9S+a5Y7d9JaMXHtNQv+R+c70n0B0mgl0LtnCzAVjRAwfH6pcThHIw9TIWaBrIT5\/uEcT8fFzeEPA4PGT08avw3k6nOnTIwPDGNAsIxw+WNJi5DAPkoOMgUABIDZHm+L1iBPhsK\/bFc6ThSME8h+4oKPEkwUNVgCfE1s4j6Q5dBdgnfSL6ITtYMtyk65k8tF3WXRfzpmhI\/AKgoa0QY7cD4o9ZjS4mdsOTsdX3JvMYOmoDAlBTEXoPtkVYJujoNp24i5FFmvBEZ7OVBchGxexAa2WOQlgxMFeC0GtkG9hpq0dTUOe8l4kl8ctgkTNeMzVzlj3mh42HEIgLsk+eud0y4STbDl8AXrkP6MVtFG1Yu7zf28Fx8xXwnykrq6ki0X5yX7yRRHutCTBWEbLhZctZJizR26cJhfvSmVxcyz4g6zZGtLAeUtielEmc6paMqi4vOFOeFJKrCAMMntz25HfSUAcBy8jaQm6\/81KnO1WPOblAkkfs0PpM3TEVVYdWEqA\/7HP75aySAIDQL\/zCLyw\/+tGPlo9+9KPLz\/7szy7XXXfd8r73vW\/52Mc+tnz9619fbr75Zt3u8sgjjyhIFID5wx\/+UAH1tddeqz7xrrvuWh577LHlxhtv1GyylBUQ\/6Y3vWn5wQ9+oPWuueYazRDfd999CjoFmO70wSTh13\/915dXv\/rVCmj\/5E\/+RGmRPs7lDyYil1xyicpD9vqLPGR1ROT\/xS9+cbn77rt1EiPXReYC+p\/3vOctf\/zHf7y8+93vXm666abl8ccfX5544onl7\/\/+75d\/8S\/+xfLtb39b9fWNb3xDwfsb3vAGnZBJmd3kfS7JE6s9mDzOeNOMfF0GnbAIvLkJZHEVKjMt3iNDr+vBbkUFI7Gd2lB+KBnZgQDqZuxbLzFPUUbDV4KFEIm8TQYVNcg4iN8APhAzOEM+Y1FxItqAgAiVaiACLbwi4Xm2vajPo9Ie7ZzDnYMVp6\/wv+eOKWqzvlv9+ZaABKEgvi\/3l2a4\/c4tgbldBYF2emezNneTQ1P6ajIJe+O2ATrczsMmW\/\/ctG2RmXBGY2XXLWCk4PXkPyfFpZc1KqyTZSkM+wl5JqFFZR3FzRTlstlN7Bh\/GDsJCDc0qmZKrdK4bKqJUuRuppnb1UqhDwWmveamN2eAO1jeZMPpCtFLTjKy37Wgdxo6PNmbbU\/h1rA03l2Z0kUTEBYv+u79rHPic613t1IBuxiM1cNUIGVXJ1AM\/3f1EdsCz7oEYGuf\/\/znl3e84x2631yywpdeeukiAFPuC3D85V\/+5eUv\/uIvtIyAaAHwAsol4\/uiF71Ir\/3Mz\/yMZo8lsy8gX0CmAFTJvgvoFlAuGfqf+7mfU4Aq\/Uh\/O30kS\/2Lv\/iLy8\/\/\/M9rRlomDfL3D\/7gDxTwPp1tP8+28IV2AZ\/f+c53lnvuuUez8DbEbTvSa1\/7WpXl5z73OZ1kCd8iR5kwCXgXGYueBKzLBOqBBx7QCZNk60Uvck308pa3vGU5fPiw\/n6uAHlsZxXbeMlLXqK2JLx3\/g4gC4ZgxmDQHFqCw3S47iQZVE7AT8HMG7y\/OumZd+XIp1q33sti58aIkuEi3PncgxPiV2bRiX3PqFG3FEjzM1BCEWkKqDYE\/EiDthGnbUx4nPKkWVYrH2xIMOS9sH5DMZKANvBI8oUdZDo5ZbIKjeCHzCHtyGXU9eg8YUsKWLSBnQKYTcZCq132ALNdfpvso19nGrltLwdg1yGN\/nbwOzUHv5cyrfpxg65UgxYZdqg\/4wP6o79lLIkdMMFMS5NT0k4rYZ0hqDNkguxyrtjBjPqEtNsN67GY0IrPNKzpPGlC42q80BhmeWNslVUql0sBiT57TrWsRkFOrmlbTs5DkilasAkNWGsYmBNT0Op2H6skvNJVdDf65wftYvtU0Zkp0uSOLTfWSqywEU1WJrdOpUnZZDCz15mHBxcxocCWPJrCaLsO1ps5hhaSt0oDMuqsCZ5MYs0gJ1sp5T6Gq8mlBFiuoK8+kwDbxNaoUZf96ZypM7p68sRxVZq8AOpcBnRnxPwzWEmA4Kc+9SkF3QLU\/\/k\/\/+cKjARg3n777QrEv\/zlL2um9zd\/8zc1ay9ZddnKIUD7s5\/9rALzf\/Nv\/o1mkr\/whS8s\/\/N\/\/s\/lt37rtxRcylad2267TSmWrLFk6mUrj4DNeL5owg\/2d8sWHwGx0qfUkd8yiRBwK7Sd6x\/hU3QgH8m6i0xke4yA8Pe+9726bUYy6rLlRu5hi438lfLyD\/vIsf0JkwT5\/VwcG\/J8gEwUf\/u3f3t56Utfqnb4e7\/3e2sgHz57l8C9KjeJZ+nwJtkieNDWjzaDazOkZBEmM82cSpwF8mbtAW74+iYAECGEaKJ6U5YZBHpgU5IJkLHspmCQ4njsue7CnNE8k+kGOfMkZZqNXXkJR37ab0dY7bfTVt5euou8lcxGq2WBASqygSL33vX4XWxoNz0\/DW\/YM+RBl9AA\/Xihsq2lIo45Bc2OotBOop+NWVEb13HQNm2vjCuxeYATsn8u08cWI1OtatuL2MZ3Y73olvixDJp3GNfbljvQ1mU0G7Mbxg\/rUKs58XOwnK5qSjfZc6pTgJ4RlGTCxnmrzgbD3MnHud1xkb79Se\/5UO7+a+YqMptv9FgZq9lXBHoyI+nYsDWysYhJQvaAR1ltUPOzB6ClD2+hDO2AH8BxlO18W1upgyjX7Ahcz\/rmtsNjyZed9LVBxTtdPnXyxHLwwksGqDmob3St+6UHFyclWztAzDhzfvvZLAGRm4DA3\/md31m+8pWvKID\/jd\/4Dc38SrZctnJI9le+CyjEfnn5KwBdgLvcw7YQuSYZfNkGI9n3Bx98UI+GlCyx9CPgXzLpAsh3A5hCm9AhmVbJTEsfAl5lz7dMHKSN58JH5HfVVVepjCTDLjKULPN3v\/vd2A4jZWTSIroQ+co2Jdk+8\/3vf1+33rz4xS\/WOi984Qv1GQSZ6IhuZNIjW2pk8rSXZxLOFXkKLzLRkRUgkYvYw8ye7PhJjrwtGCkgIU8YmY\/0muHx9RIcMP6SY8OslIMkolvgoB682bky2Jlogh050zLLbOJ+CQwUcD1yBW\/RNZdhIOENQVaRbWqOnR+KDOArKvBgW9bdifdQUQhqLYCQqxfGakro0OuuQGYPPj3CczpUaZosmjdQ4bguiRwXmI4wqdEXhW9aTiD+SO\/dHmG\/BZB1GfFvBFuXrbK6KfiSHHmIrCRf6tsP3jYwbX9my13ujBY2oAntrdtkI7AD+7LyJLR6G8XGYHtNNrCdIu+o77yrAJwIqs+XYvxNZF\/3pXsmOpbIKpgG\/2xPwX4bP0wWr7ZphhoyFDuV7Gfs0XYYS23NtjwVv7iBf+uzPxBblbwaWdEvBi8mBEJ0StQy3DTcdFytp+B1KNRNRGzj5PLbgmF9AJSpzztc24RhbFgP\/S4ozQdN+wir21o4JET\/sRqB1lM2sEq5ki7b7jPPuUKQ1DIltUX\/Rasl8hbyCXOdmT3\/FpB++Oqbl1f8wv+6HLr4quU7n\/695e7v\/t0AKpLVHA9lHrxwueSqm5Yjj439xY\/cPfoeJ7xtP1MJIOst++Dl4ciXv\/zlCgQlEy8gSUC4gHHJCAuI\/OAHP6gZUAHVksGXLSGyDUTAojzQ+slPflL32L\/uda9TgC8ZeQHwAjAFmN5\/\/\/2aPZVtIXv5CJCXDL+AdgGwAkjlQVzJTsukAA\/W7qWts60Mnk8Q8C7AXFYc5JkCkbeAc9kSI\/oRmYoMJQMtW6BkZUS2J8lWGZGpyEBAu2xtkskYQK1szRGQKw\/ESlnZDvVc+Yg9yITnP\/7H\/6gTRpnszVZnbI+8ODgOqBoEbOm0H53GGZsOUKZgiiRallM5qms\/xctGtOYAG15Xgu0or03AnyJE+A1tjwFOeHz7otWKF5\/4YI56XU4a8D0wCC0tuqzCFfFb9nhzVGOZSH9Ef2ne40WZEClXtM2BaA9eXQYlkFLAL0EocUOVs\/Natm2QPgoAYB3hO+RIBcOmuAxswmkukw\/oro\/WLksoKOgzwaltg++M7Kuxr\/IlmtJw7HqImPpNu6TnIjbRS\/ZbUpDQk9LNMKSRCNxQ0VkWQn3VmZ\/4Qjam1VzOMRTY0JpNg9wKfnLcxHgU2RDdRU4uT702k2Efc1q+WGxmtif2orQ53+K7WnMpG+m78w65t1Oi7PhXo0FF4mAcfVknub9cAaufRFPHg0sudND3XVs7kCPszzpWw7WP0p3bTbSGXmPNGEV2xQ0FQlfRy1U+5QaiyYdZQ44xqaFJiDt\/yAX9gMSckGBbTuqRdZLbe4I1YzNmJW6EcLDBt5WPh3LJxm3Q2uoQ64UFuNNzENB0lWaaDjgxPrKU9gfmuPgZfR8UjvauefGblufd\/AsjS3xweeTGty2P3Pe95bJrbl5Onjq5HDx0yXLdje9Y7hrg\/o6H\/9JpOaPOfioqCUgUgCj\/xB\/KVg0BRZKdx55jAewCBAWsf+1rX\/OhJ9um3CrG3w984AP6oKsAUsm6C9AXwC5bbwTUy8QAWWEAr92y8thSI\/vzsZVE6BAQf66fWoOTfgR4i5xkcoIjQL\/0pS\/pBEZ4xAk\/IkfRlfzFJAAP\/P71X\/912KrI5t57710+9KEP6TWp81wC8WBU7EH4FPltOiZ14znyFk7MiSIL2kHFytHVeFudg9\/jicEKpGQUQNcJkHdxkBZXPLJz2QkY2dFrdR6orX4rtsFsoo1AU\/j8jJdJhsUdK+JtoWrZooN7O9CkOmF6Nkej6D8AWI1L7sS82KZ2NHZ5sHZgtJIv0bNaqSD9sHzj+w7624Gk9cSQFBCyZUK7zbj1b7QVpisIEYfvDXlMjwlPtwW2A73XlCo\/1ZzXgyq6QxWnpa+8dNpLS47tUGY6dDfYdddT0UPU2XngrfpzeQk9syG4k2vhOhDldIuJtD0KpJyM8tL2hI6+17zIbLexCOLamOQ93TMb4+x6OgY4iU1WCSfr5sTgP\/yKlXHzyklRDHOxYfdDoJnHr+tnneCpeZGUkfUXPqa1Na9lWsFKHYhMO0seeCwXmWk\/1LdTgTaM\/7YFKEZhDqw2xIrgw5ZCdpv0cibXjfYHfvSl5eG7vrGcf\/Hly0N3f3156siDy8N3f2Owtk8z80cevms58qhk4w1snuug70wkdTp1BBDiBUIA23jBEv6KHGflsKNA7knWXgC8TADk1BTJLguwlLq8teN09m5LWcm68n7655I+BYQKjwDlIieZ+PRz88G\/yLPfkxUS3BdZC\/jH1qPdJkunYyfPRtmd6Be57fQA74Fp3I3IZncjOCIwCAiYBPl1htgrd5AEkOIolbOtUVS\/WFSNUEvYIDLgBUWEJw40sDGTuwOwiialzAyP8DUKdp0UFR4Hw46A5Lby5+VErlSGVxVUD42WCI5udSW4zmiEdQIPSN+b5BCKJ5PewGtmBEEIgSWWgYpTmCS58Ijp1wvCopDvguZtStEM5Nn6TdZbsONIjTrdtmHvXf4rGVvn3Z7LcPI6020QaI\/tjmQwHV+k024vRgeUjYFsFXJynsBZxTrTcdND1E91V52Gf7CKpTrz6Lpyd1DAXlELyXnT9UiMmsuIPivpkpTwbR6QDdPj+o86rN+iV7Nh04f1FgnjZuOQqdHNW0zS8LVMa09Ll7GZnIC\/MgVxwdhqgPcU8uXtPCabPuz5lJbqM5vyMTOdjJE6F2V6vf+o4zIj6wBPkRSIe\/yMgbXJ+g0pqq7AZz03H2Wyj9X0LbQTkwe2be2TGfbVF5Z5qvMZ+7ZvZOEfuvPryy0f+t+W\/RdcvBx56I7lsmtfvjxwx1eWE8ceX84b9x974PaB6fcNW9luq9mr4PseamSMbcyl3c7KSRkBpLJvWR6MxUOZe9kL3+mTOvyyI9zHagGX58nHufxmV8iYJyg77Wl\/Lu13380+ZaXiTF4GpTY52+ZRAAP7cTguDxCnkzqbBT145Yil3ldOEixgemyKhHtx3mH9\/oW9tVqNe36PAKsgwBGNyyJidOmjfAvyq+hC6CQAUjh+a1Sbov4jU4i+\/R6DfQR9lYmLB\/LhSUCRUSu7MqiCjhygNFmA1rIFimMbXinqjRdaGhbgmFiyyKScnl1eNSE2CPNwg91pIpNAyytCqIZ76ME60kuN3aG01eSQBerNq2qdH9g+T0inW3uKPNM2QhYxFiiTyIJxMDi1AxkG1L7jnlWmtA+fMl7YTryvGGLsE5gPGoPmvFsGXHTY+M6fECCDN79G\/fMwwqxYJQTdkn6KHXWj8oZipdBPfFKyiy7XkzUMaG1S+nV5mMqSbxu\/QnzyBNu0v0ZUtIMxTn4CbfLWmByuVpD1hkxtbGEjtxN9SUbXBQ\/541mB0Btn+GFrLts6ec0tfphMVp22yR3Rg0x8Wknd\/gPu2JK0bZd3ZtnXYwRbbWZqN\/psO1w1x\/wFHxi2oGM89TVrl0zvDL+Ot3zuHwvnYyvN0ZF5v+Sam5Zrb3z7cu9tn15OHn9SQXzJ\/pxhL9tqpyeB3TKku7UmY0q2gcjY3Mv+d2ShZe\/8duVlN+mem\/exVetMVhZsa0167ggi4b5KJDcBhcPie+JIuxfsvxHEW3\/8gNcmZxjXKaCFutCP\/OUGEARJr7s62xXNG4yCQY1\/n7YNuaAZoWlSVxPVAAytS8tiW+Rv7IXuik6or2iKoxMFvhl3ABGlMwIzagMrPRBxsItmHyviO00EDma2xGBhlq0sptrbZkZHQ1oWeiOdR7CeCKZMtHjcsP01OWUzc8vDViPkamc2XYBeHYEVsbEKkJ2cjZfOmwsu9E7DCCCpVGl2GLY7Y5GulT3ZKx8AgSYwqsf9GVEqJ5fxqjsdIvmgatDlLo6nEKoy8NEailUjLUOA0IZgaMC+e6tsfDTG7XIFozmhsrs8UYec0VyZOM8GK11j1xV23HwKs1qGJ+nU2vG7ep1efmUsz31RyMZ7oTHY3WoZq7OxRjZoAFuVT\/4uOcnLrovWGc3ZSXesGR7APLBJvy4TXuHiodXEvIumTu\/2gYOHxoOtY0vIiaeW+2\/\/\/HLVi964XPOStyiYP37syNjKsT215vQkenaUlmzzXt\/cCsAvp+hsP89NCeC4zTPhzs+RX0UnvRDZjQng8gLZJ7wafLgEAA98cincLvnMyFoh0+P9cLCM1BLRUAIw1cng3CIpqCTP2zO+LQ5XxNz5X8lDwAUx22gq0b\/TwpGbNchRokfzHgU5Ovfo4oFXLyM2U9Bm+U5XYjbx3vS9sgeIoygzaShigLyELqafC4HmBrqUPbepILUjGkRZKqfNFBl7Z2iE+Xa5QYadBAb4wa7z3ydfsIVUIQ2YDhags24XqMxyW8kK7doNrdIIX2WshWYaOgyEmQT93rCPkuL0oJ94KBTX19WStmi0ZrBxmSe52pzTiS0PAFgB9H1IdjXz7zATAet9m18xpuSeTWtlQt0XaQETagyXYqsE8L0cqxHfVyspJKtQRegtB1wZz6TA2ZBc6beUtxoxIcE4pTGS9pwVm5m6DFwSIQdu22ogK5+n2FidXOVIQ2Zeggb3FX0lhI02VydsWxSv5vGEz1wHHg3GyUDM7YzznaR5pvcGVQOwnzp1Yrn\/+59Zrnrxm5frX\/7u5cg4reaxB74\/9s4\/vM3Mn6lon8V6vK1nNzJwBvtu5bb3f\/okYBn5jkwQFACwe\/Qip8oglV1aZFQbyMrg2bqd9MEZmJVquHygFJwUAhRFAAYen0DF1AVTcIo+GfD1+9qIRzaOuC1wBriR4jMAqZGKdNGJq2vXu1tqk2fJZqM2ynhfZaUA9HBP3U7CeHhNJSust3ikMQR7ROc6y57C5iDNJEH8KzNGVx7UUaftAKqrUV0vjERY7w3EIkNM4vDssfVaMvlkfys+gki3Ax1\/DS1xGWk7AJzfcNPvJK4MZmbnm6yK5YJuIFfYDsy32Aj9iK9GWYDMmcybQ2LbVT17HeN9apSRMe5slpUel12UWRXOZET063yvfMfEfyllRB9slc3KLcQVmTrk4cccVhcBgsVONikPbiVb0W9eZfask\/Fq5U1PuV7k2nNXJQJ0xXubViH70l9UpqyYNJLLpivSzfSEGW8z6albtkwczoNx4lzkaT9RoslOvZnblomhyreo2uncYIWblbKHO6eWsa1m3\/nLRZc9f7n4ihcsD42HXo+Nh11FxPIA7Kvf\/f9cDl0yXhj01Q8tP\/rah8b1k0X2e+hiW2Qrga0EngMSyHPk4dXEZ7UgvVpP3hDM+h5Ly3SYlMKZS10O3i5EzpCvnCLFq8hw8jVpv6efOh\/my0sWFj5a6ZN7PcJ6H3w5aIvKKNQKU1cW0O1CfIfxjOsR7FAOsQOyi4jjlVrwXGXeyn0TRNA9ASsrO95UhliETm3vXuo52nL5oxyybGYM67ljqCb06oJxmbC4WV4szwC1RH\/RF+yaZG+CcWKbTWmxbhNsRhP98MOiEPpeZK8q07HhpbXtroiVpmLVK\/WRsi327YLPk6KaPYKXWZdr064JeaqzGse4BztXQOWDg+SnYmZ5EquYz4Tb2FAOtsXjAXVWOsAYUVsU\/bs8WN+9H7pn1a2A5pD93my+DZX2sZ\/68f5DzsgAVzn1FZKArjTe+dpqC5+b+YwO6ZofNGWAb\/KPERp7\/NVCWUaqYyOmQH8aygyKrUXTTDe7ctxnn9hFhZR\/DFWnlV8oZj1kP7zVKfUID2UrAkIQhiDr2vrJSYMtxIKO9fh8Olf0rdz7xjGJY0vNyZGJ1y00wsnYknHi+NFxos2Xl0vHnvkjj90zKBigfyhqQy7JZLzTzadD6LbuVgJbCTyrEshz5CPSOT0UHFYUetlN2ZwpR7tjEqsW0XrSCtpg2jK+ZAUE5Q08lAwfgxTCUF0c0TgHQ88srjPPk8g0E8omGffOAYLQd7u\/kVZz37Xn3WTnpVeZXmqFJ2Ilw7mDKa+CyMweZteCuYmwoHvcWqGBBjQ20kcrCjNhNrvbWd5khqOelmXSu\/zp\/l5luQMbuziTtuu8y28y9mbDC+O0yIFlT\/a6h7nIfL5CcuoZeTAJ2vTvRClMO4Nuvd5shUHbTkJc5wtqx1MdFkInvoFpUb79VJTuj8hXFbOCnW0ifIPv7UMrtydlQ1qmy2pDf7N1OeujO267ypLro7vbXT3NhttjpsXwpCV67mAik8rO2sL7sLAmksKZjqWOd73LGDyN2wrMT+lLoM67dYD3p+ThVn+sbbws6kdf+4vlrgMXLMefesITAJsCiiUI5IQU2Yf703QSyGlIe1t0K4FzVgJ6\/GQkAd3DwVHFHvnucTc5dy9XspK7BRfUgQ9CXxzIvY1NW1JmwHwKIJyxmSPma+sAZ34cWfsIbnKN+WMg1MEbyjXAUwJaA3nanF9jsayiYJcxBfw1fc4IwBaXpf4bPJkj4q6rFkeiDe8reG3AZgbU1ttRUnBFP2SLIS8KvExDAdQt\/pe6HYiCL5AwwRHYb97VHDCh20YvSPZftp3MQNimeA173ADcypjoPDF9Akrc9FY2OC6objr4xPhwJfMKVzQNubL\/aD4n1EJ2ieJhbiQrrNDNsvCVxLTokuHn\/id+LegB3y4bY5NGSR0waYEsZx7L\/n21miay9b5SX6aNPAIR+e71Q6Bhmk0\/2s+GsT7zQWsTMgbzVBjyiS4k3neubSojTVJxLX0bFsTSBHOAMYDPeIR2q+PjYREyVDrcZqPLGJVNi7PtOZxvd7mTcJDdV9pJxpWyp\/frxDidRldVR0Y+P5KpPzZOrjk6+BvXp9mk2q8cYShvJt3pPOqnR+m29lYCWwk8GxLQ4yfVrUkAAQXu5\/TtgR5Y3IuvaeTg1IN7jwYdPMD5dWDi\/esfBgjiKxud7JILqkYbpXwjiH9m7DBWwfcmwANJcJTgQAnC3LkHnY1X8LgSLAGrKLOOrjXZxY2w3rwtk13mzRikFf02oLRxvbbGw3XizWK4fnbafz\/BQOu4RPIINtE\/yzRk1ITFnXR768IXmwv9Npuj6ywzxHDUK7JtthUoGfJpdrjSS99bwvR23uW3X8O4juIsw5ktUbvaBMYO0w+7Yt2XQSgVqSGqyyrgFR8DaPsIqKb8Z7YR7fcx3vTKP0sSgMfpxK5i+1E4R5IFbIPaCDMf17ooNq5aen3uPr5D7i7GeKukb\/lIE7QasevF6xVbdCGs2JzoaGUvYUrJVYG61MbUFej93GxT\/IDdsg\/RbbJ0vpo04\/pKdmlk02HO+vb2c4LAvAU5+sXaAi15D+NT3zrJJTH2yPyfia96RvxkINj10zs\/Hi\/lOZMj7p4JXrZtbCWwlcAzL4ED6kS790OKBH6sBfIpGbuBo020l2jbnCU7++7IdgIiFCBW3aK\/XeidLpHP6pbNpBSc0LHTvcpgtmDEdPYMtTaxE7+72YXGKjmdwZGGN8ftrvjtemGZMlBk1JhxLylCnEQd2NsEQPG2qiIDljvbJF\/fpM+ClIhwUAj6GrBxkVGY9gozulk9TMdMZ5OAHMLqfIY8GxLZi75N5XVA9WYmMgu+2S9M+OB3GOxGzgyEcB3bk5x752Mr7y5jnsHjpnG+Sdyc9WYTsPJrwWxKeEb73sgKuJexQlS28aU\/d\/AJqxlCqBZKtdNXlHoMcxDX2OlmsR6sa412iewoe5egtCLletmS1d8gkk3ubr59B4znQEQixmRhKxfaJjFidNWjQbOI3V2vgviQKkYqpbLkruPhWSogLyCS4w63W2ueJQVsu91K4Mckgf8\/Cs\/imoTkAvoAAAAASUVORK5CYII=\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>4. Modelo 3D: Regalo<\/strong><\/h2>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>4.1 Modelado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Para el modelado del regalo, iniciamos a\u00f1adiendo un <strong>cubo<\/strong>. En <strong>Modo Edici\u00f3n<\/strong>, seleccionamos la <strong>cara superior<\/strong> y, presionando <strong>G<\/strong>, la desplazamos ligeramente hacia abajo sobre el eje <strong>Z<\/strong> para definir la separaci\u00f3n de la tapa.<br>Duplicamos esa cara con <strong>Shift + D<\/strong>, luego presionamos <strong>P<\/strong> para <strong>separar la selecci\u00f3n<\/strong> y convertirla en un objeto independiente.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">En el nuevo objeto, seleccionamos <strong>todos los bordes<\/strong> y presionamos <strong>E<\/strong> para <strong>extruir<\/strong>, moviendo la extrusi\u00f3n hacia abajo en el eje <strong>Z<\/strong> para dar forma a la tapa del regalo. Posteriormente, aplicamos el proceso est\u00e1ndar: <strong>Convertir a curva<\/strong>, <strong>aumentar la profundidad<\/strong> para generar grosor y asignar los modificadores <strong>Subdivision Surface<\/strong>, <strong>Shade Smooth<\/strong> y <strong>Auto Smooth<\/strong>, logrando un acabado m\u00e1s pulido y definido.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"785\" height=\"521\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-135.png\" alt=\"\" class=\"wp-image-73186\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-135.png 785w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-135-300x199.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-135-768x510.png 768w\" sizes=\"auto, (max-width: 785px) 100vw, 785px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"580\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-133.png\" alt=\"\" class=\"wp-image-73184\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-133.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-133-300x197.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-133-768x504.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"288\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-223-1024x288.png\" alt=\"\" class=\"wp-image-73329\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-223-1024x288.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-223-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-223-768x216.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-223.png 1319w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Se realiza un duplicado de la <strong>tapa del regalo<\/strong> con <strong>Shift + D<\/strong> y, posteriormente, se <strong>separa la selecci\u00f3n<\/strong> con <strong>P<\/strong>. Luego, dividimos el cuadrado aplicando <strong>Ctrl + R<\/strong>, generando dos cortes y formando una <strong>cruz<\/strong> al unir las l\u00edneas resultantes; este procedimiento se repite en ambos lados para mantener la simetr\u00eda.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A continuaci\u00f3n, seleccionamos \u00fanicamente las <strong>caras que conforman la cruz<\/strong> y utilizamos nuevamente <strong>P<\/strong> para <strong>separarlas<\/strong> como un nuevo objeto. Finalmente, aplicamos <strong>Shade Smooth<\/strong>, el modificador <strong>Subdivision Surface<\/strong> y los ajustes necesarios para refinar el volumen y suavizar la geometr\u00eda.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"319\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-224-1024x319.png\" alt=\"\" class=\"wp-image-73330\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-224-1024x319.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-224-300x93.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-224-768x239.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-224.png 1455w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"585\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-145.png\" alt=\"\" class=\"wp-image-73197\" style=\"width:353px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-145.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-145-300x199.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-145-768x508.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"575\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-146.png\" alt=\"\" class=\"wp-image-73198\" style=\"width:368px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-146.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-146-300x195.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-146-768x499.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">A continuaci\u00f3n, a\u00f1adimos un <strong>plano<\/strong> y lo escalamos utilizando <strong>G<\/strong> para ajustarlo al ancho del regalo, creando as\u00ed la base del <strong>mo\u00f1o<\/strong>. Con el objeto seleccionado, entramos en <strong>Modo Edici\u00f3n<\/strong> y presionamos <strong>E<\/strong> para <strong>extruir los bordes<\/strong> hacia arriba en el eje <strong>Z<\/strong>. Luego seleccionamos los dos <strong>bordes superiores<\/strong> del mo\u00f1o y presionamos <strong>F<\/strong> para unirlos, generando la superficie que forma la parte superior de la cinta.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Realizamos <strong>dos cortes centrales<\/strong> mediante <strong>Ctrl + R<\/strong> y eliminamos la <strong>cara intermedia<\/strong> presionando <strong>X<\/strong> \u2192 <em>Only Faces<\/em>. Despu\u00e9s, movemos ligeramente los bordes resultantes hacia abajo en el eje <strong>Z<\/strong> usando <strong>G<\/strong>, comenzando a cerrar la tira del mo\u00f1o para definir su volumen y curvatura, finalmente presionamos <strong>Ctrl + B<\/strong> para darle curvatura a los laterales del mo\u00f1o.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"339\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-225-1024x339.png\" alt=\"\" class=\"wp-image-73331\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-225-1024x339.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-225-300x99.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-225-768x254.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-225.png 1164w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"330\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-226-1024x330.png\" alt=\"\" class=\"wp-image-73332\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-226-1024x330.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-226-300x97.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-226-768x247.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-226.png 1329w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"344\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-227-1024x344.png\" alt=\"\" class=\"wp-image-73333\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-227-1024x344.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-227-300x101.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-227-768x258.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-227.png 1113w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"326\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-228-1024x326.png\" alt=\"\" class=\"wp-image-73334\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-228-1024x326.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-228-300x95.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-228-768x244.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-228.png 1301w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Para finalizar, realizamos <strong>dos cortes<\/strong> con <strong>Ctrl + R<\/strong>, uno en cada tira del mo\u00f1o, con el fin de generar una ligera <strong>curvatura<\/strong> bajando esos segmentos mediante <strong>G<\/strong> en el eje <strong>Z<\/strong>. Posteriormente, aplicamos los modificadores de <strong>sombreado suave (Shade Smooth)<\/strong> y <strong>Solidify<\/strong> para otorgar <strong>grosor<\/strong> a las tiras.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Luego, seleccionamos los <strong>v\u00e9rtices de las puntas del mo\u00f1o<\/strong>, utilizamos <strong>S<\/strong> en el eje <strong>X<\/strong> para acercarlos entre s\u00ed y despu\u00e9s <strong>G<\/strong> para ajustarlos hacia la parte inferior del mo\u00f1o, logrando una uni\u00f3n m\u00e1s natural. Finalmente, a\u00f1adimos una <strong>UV Sphere<\/strong>, la ubicamos en el centro entre ambas puntas del mo\u00f1o y aplicamos un suavizado final para completar el acabado.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"573\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-172.png\" alt=\"\" class=\"wp-image-73233\" style=\"width:407px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-172.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-172-300x194.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-172-768x498.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"709\" height=\"459\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-176.png\" alt=\"\" class=\"wp-image-73237\" style=\"width:408px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-176.png 709w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-176-300x194.png 300w\" sizes=\"auto, (max-width: 709px) 100vw, 709px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"573\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-177.png\" alt=\"\" class=\"wp-image-73238\" style=\"width:406px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-177.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-177-300x194.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-177-768x497.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"588\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-179.png\" alt=\"\" class=\"wp-image-73240\" style=\"width:389px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-179.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-179-300x199.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-179-768x510.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>5. Modelo 3D: Caja de hamburguesa de McDonald\u2019s<\/strong><\/h2>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>5.1. Modelado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Para el <strong>modelado de la caja de hamburguesa<\/strong>, comenzamos a\u00f1adiendo un <strong>cubo<\/strong> y eliminando la <strong>cara superior<\/strong> y las <strong>dos caras laterales<\/strong> presionando <strong>X<\/strong>, para abrir la geometr\u00eda.<br>Luego seleccionamos los <strong>dos bordes inferiores<\/strong> del cubo y los <strong>extruimos en el eje Z<\/strong>, generando las paredes internas.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A continuaci\u00f3n, con la <strong>cara inferior<\/strong> seleccionada, presionamos <strong>S<\/strong> para <strong>escalar ligeramente<\/strong> la base, estrech\u00e1ndola. Repetimos el mismo ajuste de escala en los bordes extruidos para mantener una proporci\u00f3n coherente en la estructura.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Posteriormente, duplicamos la parte inferior con <strong>Shift + D<\/strong>, la <strong>rotamos<\/strong> y la <strong>escalamos<\/strong> con <strong>S<\/strong> para formar la <strong>tapa<\/strong>, asegur\u00e1ndonos de que quede un poco m\u00e1s grande que la base. Como detalle final, ajustamos la silueta alargando los bordes con <strong>G<\/strong> en el eje <strong>Z<\/strong>, lo que refina la forma caracter\u00edstica de una caja de hamburguesa.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"704\" height=\"224\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-200.png\" alt=\"\" class=\"wp-image-73288\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-200.png 704w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-200-300x95.png 300w\" sizes=\"auto, (max-width: 704px) 100vw, 704px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"579\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-187.png\" alt=\"\" class=\"wp-image-73260\" style=\"width:330px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-187.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-187-300x196.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-187-768x503.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"578\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-188.png\" alt=\"\" class=\"wp-image-73261\" style=\"width:320px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-188.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-188-300x196.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-188-768x502.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>5.2. Texturizado<\/strong><\/h3>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"460\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-194.png\" alt=\"\" class=\"wp-image-73281\" style=\"width:444px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-194.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-194-300x156.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-194-768x399.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"886\" height=\"886\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-195.png\" alt=\"\" class=\"wp-image-73283\" style=\"width:268px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-195.png 886w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-195-300x300.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-195-150x150.png 150w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-195-768x768.png 768w\" sizes=\"auto, (max-width: 886px) 100vw, 886px\" \/><\/figure>\n<\/div>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"884\" height=\"473\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-196.png\" alt=\"\" class=\"wp-image-73284\" style=\"width:418px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-196.png 884w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-196-300x161.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-196-768x411.png 768w\" sizes=\"auto, (max-width: 884px) 100vw, 884px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"471\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-193.png\" alt=\"\" class=\"wp-image-73280\" style=\"width:357px;height:auto\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-193.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-193-300x160.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-193-768x409.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>6. Modelado 3D:<\/strong> <strong>Logo de McDonald\u2019s<\/strong><\/h2>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>6.1. Modelado <\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Para la creaci\u00f3n del <strong>logo<\/strong>, iniciamos subdividiendo el plano base con un n\u00famero de <strong>100 cortes<\/strong>, y luego duplicamos nuevamente esa cantidad para obtener una <strong>malla altamente densa<\/strong>, adecuada para trabajar detalles finos. Despu\u00e9s, proyectamos o colocamos la <strong>imagen de referencia<\/strong> del logo sobre la cuadr\u00edcula.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A continuaci\u00f3n, pasamos al <strong>Modo Edici\u00f3n<\/strong>. En la barra superior seleccionamos <strong>Select \u2192 Sharp Edges (Aristas n\u00edtidas)<\/strong> para aislar las aristas m\u00e1s marcadas y facilitar la definici\u00f3n precisa del contorno. Luego, en el <strong>modo de selecci\u00f3n por v\u00e9rtices<\/strong>, aislamos \u00fanicamente la <strong>l\u00ednea frontal de v\u00e9rtices<\/strong> que define el borde del logo y eliminamos los v\u00e9rtices sobrantes con <strong>X<\/strong>, dejando solo la estructura necesaria para continuar el modelado detallado.<\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-7387b849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"313\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-205-1024x313.png\" alt=\"\" class=\"wp-image-73301\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-205-1024x313.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-205-300x92.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-205-768x235.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-205.png 1468w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>6.2 Texturizado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Pintamos el logo de color amarillo.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"886\" height=\"405\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-206.png\" alt=\"\" class=\"wp-image-73302\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-206.png 886w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-206-300x137.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-206-768x351.png 768w\" sizes=\"auto, (max-width: 886px) 100vw, 886px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>7. Modelado 3D:<\/strong> <strong>Galletas arboles<\/strong><\/h2>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>7.1. Modelado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Para modelar el \u00e1rbol, iniciamos a\u00f1adiendo un <strong>plano<\/strong> y lo alargamos en el eje <strong>Z<\/strong> utilizando <strong>G<\/strong>. A continuaci\u00f3n, realizamos <strong>tres cortes<\/strong> con <strong>Ctrl + R<\/strong>. En cada corte, seleccionamos los <strong>v\u00e9rtices laterales<\/strong> y aplicamos un <strong>escalado (S)<\/strong> para ir formando la silueta triangular del \u00e1rbol. Luego extruimos hacia abajo con <strong>E<\/strong> para generar el <strong>tallo<\/strong>.<br>Posteriormente, aplicamos <strong>Ctrl + B<\/strong> para redondear los bordes y obtener un contorno m\u00e1s org\u00e1nico. Para finalizar, agregamos el modificador <strong>Bevel<\/strong> y activamos <strong>Shade Auto Smooth<\/strong>, logrando un modelo de \u00e1rbol m\u00e1s suave y visualmente consistente.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"297\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-207-1024x297.png\" alt=\"\" class=\"wp-image-73312\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-207-1024x297.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-207-300x87.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-207-768x222.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-207.png 1471w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"316\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-208-1024x316.png\" alt=\"\" class=\"wp-image-73313\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-208-1024x316.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-208-300x93.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-208-768x237.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-208.png 1469w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"272\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-209-1024x272.png\" alt=\"\" class=\"wp-image-73314\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-209-1024x272.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-209-300x80.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-209-768x204.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-209-1536x407.png 1536w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-209.png 1659w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Duplicamos el \u00e1rbol con <strong>Shift + D<\/strong> y, sobre la copia, lo <strong>comprimimos<\/strong> ligeramente usando <strong>G<\/strong> para ajustar su proporci\u00f3n. Luego presionamos <strong>I<\/strong> para insertar una cara adicional en el centro y eliminamos esa cara con <strong>X<\/strong>, dejando \u00fanicamente el <strong>borde exterior<\/strong>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Con ese borde seleccionado, lo convertimos en <strong>curva<\/strong> mediante <em>Convert to Curve<\/em>, lo que nos permite <strong>aumentar la profundidad<\/strong> y generar grosor. Finalmente, aplicamos el modificador <strong>Subdivision Surface<\/strong> para mejorar la suavidad del contorno y activamos el <strong>Shade Smooth<\/strong> para un sombreado uniforme y limpio.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Para texturizar usamos los colores de los bastones y distribuimos a todos los \u00e1rboles los diferentes colores.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"310\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-210-1024x310.png\" alt=\"\" class=\"wp-image-73315\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-210-1024x310.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-210-300x91.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-210-768x232.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-210.png 1295w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"442\" height=\"263\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-212.png\" alt=\"\" class=\"wp-image-73318\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-212.png 442w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-212-300x179.png 300w\" sizes=\"auto, (max-width: 442px) 100vw, 442px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>8. Modelado 3D:<\/strong> <strong>Galletas estrella<\/strong><\/h2>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>8.1. Modelado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Para crear la estrella, comenzamos a\u00f1adiendo un <strong>c\u00edrculo de 10 v\u00e9rtices<\/strong>. Luego, al pasar al <strong>Modo Edici\u00f3n<\/strong> con <strong>Tab<\/strong>, seleccionamos \u00fanicamente los <strong>v\u00e9rtices intermedios<\/strong> y, usando la tecla <strong>S<\/strong>, los escalamos hacia el centro para formar las puntas.<br>Una vez definida la silueta, unimos los puntos centrales formando un <strong>pol\u00edgono de 5 lados<\/strong> utilizando <strong>J<\/strong> para conectar v\u00e9rtice con v\u00e9rtice.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Posteriormente, aplicamos los modificadores necesarios para dar <strong>grosor<\/strong>, <strong>profundidad<\/strong> y <strong>suavizado de sombreado<\/strong>, obteniendo una estrella m\u00e1s s\u00f3lida y definida.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A continuaci\u00f3n, duplicamos el objeto (Shift + D), aumentamos la cantidad de v\u00e9rtices y eliminamos la cara central, dejando \u00fanicamente el borde. Este borde lo <strong>convertimos a curva<\/strong>, incrementamos su <strong>profundidad<\/strong>, y a\u00f1adimos nuevamente <strong>Subdivision Surface<\/strong> junto con el <strong>Shade Smooth<\/strong> para lograr una apariencia m\u00e1s estilizada.<br>Finalmente, unimos ambas formas para completar el dise\u00f1o de la estrella.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">En el proceso de texturizado, reutilizamos la misma <strong>paleta de colores empleada en los bastones de dulce<\/strong>, garantizando coherencia visual dentro de la escena.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"303\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-213-1024x303.png\" alt=\"\" class=\"wp-image-73319\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-213-1024x303.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-213-300x89.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-213-768x227.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-213-1536x454.png 1536w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-213.png 1654w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"312\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-214-1024x312.png\" alt=\"\" class=\"wp-image-73320\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-214-1024x312.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-214-300x91.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-214-768x234.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-214.png 1482w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>9. Modelo 3D: Mu\u00f1eco de nieve<\/strong><\/h2>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>9.1. Modelar<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Para el modelado del <strong>mu\u00f1eco de nieve<\/strong>, iniciamos a\u00f1adiendo un <strong>cubo<\/strong> y aplicando el atajo <strong>Ctrl + 3<\/strong> para convertirlo en una <strong>malla suavizada<\/strong> mediante el modificador <em>Subdivision Surface<\/em>, obteniendo as\u00ed una forma esf\u00e9rica. Luego, utilizamos <strong>S<\/strong> para escalar la parte superior hacia el centro y definir el volumen general del cuerpo.<br>Posteriormente, realizamos un <strong>corte con Ctrl + R<\/strong> y desplazamos el <em>loop<\/em> en el eje <strong>Z<\/strong> para comprimir ligeramente la parte inferior de la esfera, ajustando la silueta y d\u00e1ndole una forma m\u00e1s anat\u00f3mica al cuerpo principal del mu\u00f1eco de nieve.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"312\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-229-1024x312.png\" alt=\"\" class=\"wp-image-73335\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-229-1024x312.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-229-300x91.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-229-768x234.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-229.png 1363w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"285\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-230-1024x285.png\" alt=\"\" class=\"wp-image-73336\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-230-1024x285.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-230-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-230-768x214.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-230.png 1363w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"285\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-231-1024x285.png\" alt=\"\" class=\"wp-image-73337\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-231-1024x285.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-231-300x83.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-231-768x213.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-231.png 1371w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Despu\u00e9s a\u00f1adimos un nuevo <strong>cubo<\/strong> y aplicamos <strong>Ctrl + 4<\/strong> para darle una forma esf\u00e9rica m\u00e1s definida. A continuaci\u00f3n, procedemos a modelar la <strong>nariz del mu\u00f1eco<\/strong> utilizando el mismo m\u00e9todo aplicado en el cuerpo y la cabeza: realizamos <strong>dos cortes<\/strong> con <strong>Ctrl + R<\/strong> y deslizamos los segmentos para generar una forma puntiaguda. Luego escalamos con <strong>S<\/strong> para reducir su tama\u00f1o y la colocamos en posici\u00f3n. Posteriormente, ejecutamos una <strong>extrusi\u00f3n<\/strong> y, con <strong>R<\/strong>, rotamos la pieza para darle la curvatura caracter\u00edstica de la zanahoria.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Despu\u00e9s, duplicamos la cabeza del mu\u00f1eco con <strong>Shift + D<\/strong>, escalamos con <strong>S<\/strong> para hacerla m\u00e1s peque\u00f1a y empleamos estas esferas como <strong>ojos<\/strong> y <strong>botones<\/strong> del cuerpo.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"288\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-232-1024x288.png\" alt=\"\" class=\"wp-image-73338\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-232-1024x288.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-232-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-232-768x216.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-232-1536x431.png 1536w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-232.png 1599w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"286\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-233-1024x286.png\" alt=\"\" class=\"wp-image-73339\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-233-1024x286.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-233-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-233-768x215.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-233.png 1248w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"498\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-234.png\" alt=\"\" class=\"wp-image-73340\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-234.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-234-300x169.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-234-768x432.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"287\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-235-1024x287.png\" alt=\"\" class=\"wp-image-73341\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-235-1024x287.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-235-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-235-768x216.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-235-1536x431.png 1536w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-235.png 1689w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Para <strong>modelar la bufanda<\/strong>, colocamos un <strong>cubo<\/strong> y eliminamos sus <strong>caras superior e inferior<\/strong>. Luego aplicamos <strong>Ctrl + 4<\/strong> para redondear la malla y obtener una base con forma tubular. Con <strong>G<\/strong> en el eje <strong>Z<\/strong>, reducimos su altura para darle proporci\u00f3n. Posteriormente, realizamos un corte central con <strong>Ctrl + R<\/strong> y utilizamos <strong>S<\/strong> para escalar hacia adentro, generando la curvatura caracter\u00edstica de la bufanda alrededor del cuello.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Para crear la <strong>tira colgante<\/strong> de la bufanda, a\u00f1adimos un <strong>plano<\/strong>, lo extruimos con <strong>E<\/strong> y lo rotamos con <strong>R<\/strong> para orientar la pieza. Ajustamos su forma siguiendo el flujo del dise\u00f1o y, finalmente, aplicamos <strong>Shade Smooth<\/strong> para suavizar la superficie.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"284\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-236-1024x284.png\" alt=\"\" class=\"wp-image-73342\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-236-1024x284.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-236-300x83.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-236-768x213.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-236.png 1229w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"278\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-237-1024x278.png\" alt=\"\" class=\"wp-image-73343\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-237-1024x278.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-237-300x81.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-237-768x208.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-237.png 1386w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"287\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-238-1024x287.png\" alt=\"\" class=\"wp-image-73344\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-238-1024x287.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-238-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-238-768x215.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-238.png 1461w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"287\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-239-1024x287.png\" alt=\"\" class=\"wp-image-73345\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-239-1024x287.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-239-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-239-768x215.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-239-1536x430.png 1536w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-239.png 1735w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Para modelar los brazos del mu\u00f1eco utilizamos el mismo principio aplicado en la tira de la bufanda. Iniciamos colocando un <strong>cubo<\/strong> y, a partir de \u00e9l, vamos <strong>extruyendo<\/strong> segmentos con <strong>E<\/strong>, ajustando su orientaci\u00f3n mediante <strong>R<\/strong> para definir la inclinaci\u00f3n y los \u00e1ngulos deseados. Una vez obtenida la silueta ramificada, aplicamos <strong>Ctrl + 2<\/strong> para a\u00f1adir un modificador de <strong>Subdivision Surface<\/strong>, lo que suaviza la malla y le da una apariencia m\u00e1s <strong>org\u00e1nica<\/strong>, similar a la textura y forma de una rama de madera.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"285\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-240-1024x285.png\" alt=\"\" class=\"wp-image-73346\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-240-1024x285.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-240-300x83.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-240-768x213.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-240-1536x427.png 1536w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-240.png 1587w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"285\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-241-1024x285.png\" alt=\"\" class=\"wp-image-73347\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-241-1024x285.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-241-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-241-768x214.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-241-1536x428.png 1536w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-241.png 1669w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Para finalizar, creamos el <strong>sombrero<\/strong> del mu\u00f1eco utilizando una combinaci\u00f3n de las t\u00e9cnicas ya aplicadas en el cuerpo y en la bufanda. Iniciamos colocando un <strong>cubo<\/strong> para la base y lo transformamos mediante subdivisiones y suavizado, tal como hicimos con las formas esf\u00e9ricas del mu\u00f1eco. Luego a\u00f1adimos un <strong>c\u00edrculo<\/strong> o un plano extruido para formar el <strong>ala del sombrero<\/strong>, ajustando su escala y extrusiones para darle volumen.<br>Finalmente, creamos la <strong>tira decorativa<\/strong> utilizando el mismo enfoque usado en la bufanda: partimos de un cubo o plano, extruimos, rotamos y ajustamos con <strong>G<\/strong>, <strong>E<\/strong> y <strong>R<\/strong> hasta obtener la curvatura deseada. Se aplican los modificadores de <strong>Subdivision Surface<\/strong> y <strong>Shade Smooth<\/strong> para obtener un acabado pulido y cohesivo con el resto del modelo.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"286\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-242-1024x286.png\" alt=\"\" class=\"wp-image-73348\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-242-1024x286.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-242-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-242-768x214.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-242-1536x429.png 1536w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-242.png 1597w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"286\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-243-1024x286.png\" alt=\"\" class=\"wp-image-73349\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-243-1024x286.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-243-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-243-768x215.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-243.png 1444w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"285\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-244-1024x285.png\" alt=\"\" class=\"wp-image-73350\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-244-1024x285.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-244-300x83.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-244-768x213.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-244.png 1036w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"885\" height=\"498\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-245.png\" alt=\"\" class=\"wp-image-73351\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-245.png 885w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-245-300x169.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-245-768x432.png 768w\" sizes=\"auto, (max-width: 885px) 100vw, 885px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>9.2. Texturizado<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Aplicamos el <strong>texturizado<\/strong> a todas las partes del mu\u00f1eco de nieve. El <strong>sombrero<\/strong> se pinta en color <strong>negro<\/strong>, al igual que los <strong>ojos<\/strong>, mientras que los <strong>brazos<\/strong> y la <strong>nariz<\/strong> se colorean en tonos <strong>caf\u00e9<\/strong> para simular madera y zanahoria, respectivamente. La <strong>bufanda<\/strong> se pinta en un <strong>rojo intenso<\/strong>. Finalmente, activamos el <strong>suavizado de sombras (Shade Smooth)<\/strong> para mejorar el acabado general y aportar un aspecto m\u00e1s realista al modelo.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"284\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-246-1024x284.png\" alt=\"\" class=\"wp-image-73352\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-246-1024x284.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-246-300x83.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-246-768x213.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-246.png 1519w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"284\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-247-1024x284.png\" alt=\"\" class=\"wp-image-73353\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-247-1024x284.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-247-300x83.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-247-768x213.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-247.png 1529w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>9.3. Esqueleto<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">En la fase de <strong>rigging<\/strong>, agregamos el esqueleto presionando <strong>Shift + A<\/strong>, colocando un <strong>armature<\/strong> dentro del mu\u00f1eco de nieve desde la parte superior del sombrero hasta la base. Posteriormente, dividimos la estructura en <strong>tres secciones principales<\/strong> y, utilizando la tecla <strong>E<\/strong>, extruimos los huesos para crear las articulaciones necesarias.<br>A partir de esta extrusi\u00f3n, ubicamos los <strong>puntos de rotaci\u00f3n<\/strong> en las zonas clave: hombro, codo, mu\u00f1eca y nudillos, garantizando que los movimientos posteriores sean anat\u00f3micos y realistas.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Finalmente, realizamos el proceso de <strong>asignaci\u00f3n autom\u00e1tica de pesos<\/strong>. Para ello, seleccionamos primero el cuerpo del mu\u00f1eco y luego el esqueleto, presionamos <strong>Ctrl + P<\/strong> y elegimos <em>With Automatic Weights<\/em>. Con esto, el personaje queda correctamente vinculado a su armature y est\u00e1 listo para iniciar el proceso de <strong>animaci\u00f3n<\/strong>.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"285\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-248-1024x285.png\" alt=\"\" class=\"wp-image-73354\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-248-1024x285.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-248-300x84.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-248-768x214.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-248.png 1382w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"285\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-249-1024x285.png\" alt=\"\" class=\"wp-image-73355\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-249-1024x285.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-249-300x83.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-249-768x213.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-249-1400x390.png 1400w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-249.png 1403w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>10. Modelo 3D: Avatar<\/strong><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">Para crear un personaje con mi propio rostro, utilic\u00e9 <strong>Avaturn<\/strong>, una herramienta que permite generar un <a href=\"https:\/\/niixer.com\/index.php\/2025\/09\/01\/modelado-3d-de-rostros-transforma-tu-cara-en-un-avatar-digital\/\">avatar <\/a>3D a partir de fotograf\u00edas tomadas con el tel\u00e9fono: una frontal y dos laterales (derecha e izquierda). El sistema procesa estas im\u00e1genes, reconstruye los rasgos faciales y los adapta a un personaje completo.<br>Una vez generado, el avatar puede descargarse en formato <strong>.glb<\/strong>, lo que facilita su <strong>importaci\u00f3n directa en <\/strong><a href=\"https:\/\/niixer.com\/index.php\/2025\/10\/22\/modelos-texturas-y-animacion-con-blender\/\"><strong>Blender<\/strong> <\/a>para continuar con el proceso de modelado, rigging o animaci\u00f3n.<br>Adem\u00e1s, Avaturn permite <strong>agregar animaciones predefinidas<\/strong> antes de la descarga, obteniendo as\u00ed un personaje listo para integrarse en escenas animadas sin necesidad de animar manualmente desde cero.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"541\" height=\"276\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-250.png\" alt=\"\" class=\"wp-image-73356\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-250.png 541w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-250-300x153.png 300w\" sizes=\"auto, (max-width: 541px) 100vw, 541px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"241\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-251-1024x241.png\" alt=\"\" class=\"wp-image-73357\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-251-1024x241.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-251-300x71.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-251-768x181.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-251.png 1426w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"231\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-252-1024x231.png\" alt=\"\" class=\"wp-image-73358\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-252-1024x231.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-252-300x68.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-252-768x174.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-252-1400x317.png 1400w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-252.png 1403w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"263\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-253-1024x263.png\" alt=\"\" class=\"wp-image-73359\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-253-1024x263.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-253-300x77.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-253-768x197.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-253.png 1341w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Animaci\u00f3n<\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">Se importaron las animaciones desde <strong>Mixamo <\/strong>junto con el avatar creado en <strong>Avaturn<\/strong>. Para sincronizar los movimientos, se establecieron <strong>keyframes <\/strong>de inicio y fin que permitieron definir el posicionamiento inicial de cada acci\u00f3n. Este proceso se realiz\u00f3 desde el modo Animar, seleccionando el esqueleto del avatar, o en el caso del mu\u00f1eco de nieve, el esqueleto correspondiente a este modelo.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Para insertar un <strong>keyframe<\/strong>, se presion\u00f3 la <strong>tecla I<\/strong>, seleccionando el tipo de transformaci\u00f3n requerida dentro de la barra de tiempo. En el Editor de Acciones, se avanzaba hasta el siguiente frame deseado y con clic derecho se establec\u00eda el nuevo <strong>keyframe<\/strong>.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"740\" height=\"332\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1075.png\" alt=\"\" class=\"wp-image-74910\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1075.png 740w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1075-300x135.png 300w\" sizes=\"auto, (max-width: 740px) 100vw, 740px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"273\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1072-1024x273.png\" alt=\"\" class=\"wp-image-74893\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1072-1024x273.png 1024w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1072-300x80.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1072-768x205.png 768w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1072.png 1201w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Finalmente, todas las animaciones fueron vinculadas a un mismo esqueleto, integrando los movimientos en un solo registro. Esto permiti\u00f3 unificar el control del personaje y otorgarle una secuencia coherente de acciones que dieron vida a la escena.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"886\" height=\"562\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1077.png\" alt=\"\" class=\"wp-image-74912\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1077.png 886w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1077-300x190.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1077-768x487.png 768w\" sizes=\"auto, (max-width: 886px) 100vw, 886px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>C\u00e1maras<\/strong><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">Del mismo modo, se anim\u00f3 la c\u00e1mara para capturar diferentes situaciones dentro de la escena. Se modificaba su posici\u00f3n durante los <strong>frames <\/strong>necesarios y posteriormente se insertaba el <strong>keyframe <\/strong>correspondiente.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"886\" height=\"525\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1081.png\" alt=\"\" class=\"wp-image-74916\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1081.png 886w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1081-300x178.png 300w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1081-768x455.png 768w\" sizes=\"auto, (max-width: 886px) 100vw, 886px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>Iluminaci\u00f3n<\/strong><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">Se emplearon luces tipo <em>Point<\/em> en las cercan\u00edas de la casa para simular la iluminaci\u00f3n ambiental. Adem\u00e1s, se distribuyeron varias luces <em>Point<\/em> alrededor de la escena con el objetivo de resaltar detalles espec\u00edficos y aportar mayor profundidad visual a la composici\u00f3n.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"486\" height=\"502\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1078.png\" alt=\"\" class=\"wp-image-74913\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1078.png 486w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1078-290x300.png 290w\" sizes=\"auto, (max-width: 486px) 100vw, 486px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>Renderizado<\/strong><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">Una vez concluida la etapa de animaci\u00f3n, se procede a la configuraci\u00f3n del render. Primero, en la parte superior izquierda, se accede al men\u00fa <em>Render<\/em> y se elige la opci\u00f3n <em>Render Properties<\/em>. En la secci\u00f3n <em>Salida<\/em>, ubicada en la parte inferior derecha, se establece el formato de exportaci\u00f3n, seleccionando <em>Video FFmpeg<\/em>, y se define la carpeta donde ser\u00e1 almacenado el archivo final. Finalmente, se ejecuta el proceso de renderizado mediante la opci\u00f3n <em>Render Animation<\/em>. Esto abrir\u00e1 una ventana que mostrar\u00e1 el progreso del render, cuyo tiempo de espera depender\u00e1 de la complejidad de la escena. Al finalizar, el video quedar\u00e1 guardado autom\u00e1ticamente en la ruta previamente configurada.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>Sonido<\/strong><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">La m\u00fasica del proyecto se incorpor\u00f3 utilizando la aplicaci\u00f3n m\u00f3vil <strong>InShot<\/strong>, desde la cual se descargaron y editaron las pistas obtenidas previamente de YouTube. A trav\u00e9s de esta herramienta se ajustaron los tiempos, se sincronizaron los sonidos con la animaci\u00f3n y se realiz\u00f3 la mezcla final del audio.<br>Adicionalmente, los cr\u00e9ditos fueron dise\u00f1ados e integrados en un <strong>fondo de color rojo<\/strong>, a modo de cierre visual del video, manteniendo la est\u00e9tica elegida para el proyecto.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"165\" height=\"357\" src=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1266.png\" alt=\"\" class=\"wp-image-75310\" srcset=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1266.png 165w, https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/image-1266-139x300.png 139w\" sizes=\"auto, (max-width: 165px) 100vw, 165px\" \/><\/figure>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>Conclusiones<\/strong><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">El desarrollo del mundo navide\u00f1o inspirado en McDonald\u2019s permiti\u00f3 integrar de manera pr\u00e1ctica los procesos fundamentales del modelado y la animaci\u00f3n 3D en Blender, demostrando c\u00f3mo la construcci\u00f3n de una escena puede partir desde formas simples hasta un ambiente complejo y coherente. La etapa de <strong>modelado<\/strong> evidenci\u00f3 la importancia de la geometr\u00eda base, el uso de curvas y subdivisiones, as\u00ed como la aplicaci\u00f3n estrat\u00e9gica de modificadores para obtener detalles precisos sin sacrificar eficiencia. Gracias a ello fue posible crear elementos variados como la casa, las decoraciones, el mu\u00f1eco de nieve, los \u00e1rboles, los regalos y objetos representativos de la marca, manteniendo una est\u00e9tica unificada.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Posteriormente, el <strong>texturizado<\/strong> permiti\u00f3 dotar a los modelos de identidad visual mediante el uso de nodos, materiales personalizados y paletas coherentes con el concepto navide\u00f1o y con la identidad crom\u00e1tica de McDonald\u2019s. Esta etapa aport\u00f3 realismo, profundidad y estilo propio, convirtiendo objetos simples en elementos visualmente significativos dentro de la escena.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">En cuanto a la <strong>animaci\u00f3n<\/strong>, la integraci\u00f3n de movimientos desde Mixamo y Avaturn permiti\u00f3 trabajar con esqueletos complejos y aplicar keyframes personalizados, logrando secuencias coherentes tanto en el avatar principal como en el mu\u00f1eco de nieve. Unificar todos los movimientos en un \u00fanico rig garantiz\u00f3 mayor control, fluidez y expresividad del personaje. De igual manera, la <strong>animaci\u00f3n de c\u00e1mara<\/strong> fue clave para narrar visualmente la escena, seleccionando \u00e1ngulos y recorridos que complementan la intenci\u00f3n emocional del proyecto.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">La <strong>iluminaci\u00f3n<\/strong> jug\u00f3 un papel determinante en la ambientaci\u00f3n, utilizando luces <em>Point<\/em> para generar calidez, resaltar detalles y otorgar profundidad espacial. Gracias a ello, la atm\u00f3sfera navide\u00f1a se percibe acogedora, m\u00e1gica y visualmente atractiva. Finalmente, el <strong>proceso de renderizado<\/strong> permiti\u00f3 materializar el proyecto en un video, configurando formatos adecuados y optimizando la calidad de salida seg\u00fan la complejidad de la escena.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Como valor agregado, la incorporaci\u00f3n de <strong>sonido ambiente navide\u00f1o, efectos sincronizados con los movimientos del personaje y m\u00fasica festiva<\/strong> complementa la experiencia audiovisual, potenciando la inmersi\u00f3n del espectador y reforzando el concepto de corto animado. El sonido permite cerrar el proyecto como una pieza narrativa completa, en la que imagen, ritmo, iluminaci\u00f3n y audio trabajan de manera conjunta.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">En conclusi\u00f3n, este proyecto no solo integra distintas etapas del dise\u00f1o 3D profesional, sino que demuestra c\u00f3mo el modelado, texturizado, animaci\u00f3n, iluminaci\u00f3n, audio y renderizaci\u00f3n forman parte de un flujo creativo que, aplicado correctamente, permite construir una experiencia visual s\u00f3lida, coherente y atractiva, capaz de transmitir identidad y emoci\u00f3n dentro de un mundo digital.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>Video<\/strong><\/h2>\n\n\n\n<figure class=\"wp-block-embed is-type-video is-provider-youtube wp-block-embed-youtube wp-embed-aspect-16-9 wp-has-aspect-ratio\"><div class=\"wp-block-embed__wrapper\">\n<iframe loading=\"lazy\" title=\"La Magia Navide\u00f1a en McDonald&#039;s\" width=\"800\" height=\"450\" src=\"https:\/\/www.youtube.com\/embed\/ARTAIeGZCaQ?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe>\n<\/div><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>Video explicativo<\/strong><\/h2>\n\n\n\n<figure class=\"wp-block-embed is-type-video is-provider-youtube wp-block-embed-youtube wp-embed-aspect-16-9 wp-has-aspect-ratio\"><div class=\"wp-block-embed__wrapper\">\n<iframe loading=\"lazy\" title=\"Video Explicativo: La Magia navide\u00f1a en McDonald&#039;s\" width=\"800\" height=\"450\" src=\"https:\/\/www.youtube.com\/embed\/FYAz1q78JdQ?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe>\n<\/div><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<h2 class=\"wp-block-heading\"><strong>Cr\u00e9ditos<\/strong><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>Autor:<\/strong>&nbsp;<a href=\"https:\/\/niixer.com\/?s=Camilo+grimaldo\">Andres Camilo Grimaldo Beltran<\/a><br><strong>Editor:<\/strong>&nbsp;<a href=\"https:\/\/niixer.com\/?s=Carlos+Iv%C3%A1n+Pinz%C3%B3n+Romero\" target=\"_blank\" rel=\"noreferrer noopener\">Carlos Iv\u00e1n Pinz\u00f3n Romero<\/a><br><strong>C\u00f3digo:<\/strong>&nbsp;<em><a href=\"https:\/\/niixer.com\/?s=CG-2025S2\">CG-2025S2<\/a><\/em><br><strong>Universidad:<\/strong>&nbsp;<a href=\"https:\/\/niixer.com\/?s=Universidad+Central\" target=\"_blank\" rel=\"noreferrer noopener\">Universidad Central<\/a><\/p>\n\n\n\n<pre class=\"wp-block-preformatted\"><br>KRITZ STUDIO 3D. (2023, 16 julio). \ud83d\udd34Combinar animaciones de MIXAMO en BLENDER \ud83d\udd34 Tutorial b\u00e1sico y simplificado [V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=SyCU7xqivBE<br><\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">OnlyRJ 3D. (2024, 6 julio). Create Realistic 3D Characters with Avaturn &amp; Mixamo .[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=wQp3VV1J3MU<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">Aurum Graphics (2) Tutoriales Blender. (2023, 12 Octubre). \u00a1Poner una textura HDRI de fondo Blender 3.6!.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=Gvo_u3xxsUs<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\"><br>Thewaytofun (2) Tutoriales Blender. (2024, 6 julio). C\u00f3mo ANIMAR un PERSONAJE en 3D - TUTORIAL para PRINCIPIANTES - BLENDER + \ud83c\udf81.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=VpcljaZwJyY&amp;t=303s<br><\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">MinerDesign. (2023, 28 noviembre). Como hacer un mu\u00f1eco de nieve en Blender + EVENTO COMUNITARIO.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=rxocvEXBoUg&amp;t=80s<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\"><br>Heber Villalta. (2023, 1 diciembre).Tutorial Casa de Dulces Navide\u00f1a en Blender- Heber Villalta.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=90PKwalch94&amp;t=6550s<br><\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">McDonald\u00b4s. (s.f.). MyMcDonald's App. McDonald\u00b4s. https:\/\/www.mcdonalds.com\/us\/es-us.html<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">kjpargeter. (s. f.). \u00c1rbol silueteado contra un cielo nocturno con nebula.[Imagen]. FREEP!K. https:\/\/www.freepik.es\/foto-gratis\/arbol-silueteado-contra-cielo-nocturno-nebula_1220148.htm#fromView=keyword&amp;page=1&amp;position=3&amp;uuid=ee9352bb-7df3-4a04-831d-c71dcb5b77bb&amp;query=Fondo+cielo+nocturno+blender<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">Sketchfab. (s. f.). Burguer - Download Free3D model by Katydid. https:\/\/sketchfab.com\/3d-models\/burger-164de479109741aeab133196b57b189.<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">Ok anima. (2018, 12 octubre). renos Navidad, campanas Navide\u00f1as.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=uqj3AMD6Xfs<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">Mini Booster Music. (2021, 1 diciembre). Navidad, Navidad Dulce Navidad Remix Fiestero | Mix 2023 \u2744\u26c4.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=vPZnQ3CWLa8<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">JYGA. (2015, 20 junio). comiendo | Efecto de sonido.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=rtZgspywweQ<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">FreeSoundEffects. (2023, 1 febrero). Sonido Grito Hombre Asustado | Terror | Efectos de Sonido para Videos de Youtube | SIN COPYRIGHT.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=du1hyUzyEPU<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">Sonidos. (2020, 2 marzo). Respiraci\u00f3n hombre aterrado - efecto de sonido - Terrified man breathing - sound effect.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=gVp6_MAqXIM<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">JOSICRACK CEV. (2021, 8 agosto). Sonido de correr y flash.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=JBX7O0ZqGBY<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">classmusic Molano. (2021, 13 diciembre). Asombro efecto de sonido para tus v\u00eddeos playback.[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=nES3FuxNIkQ<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">Sound Library. (2019, 28 diciembre). Surprise (Dramatic Shock Moment) - Sound Effect for EditingV\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=Bv5NTE4ihdU<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">Saidaxyor. (2021, 17  enero). McDonalds Logo Sound effects (HD).[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=TFtDqSJF2xU<\/pre>\n\n\n\n<pre class=\"wp-block-preformatted\">The Schemgloos. (2015, 17  agosto). Mcdonald's Intro).[V\u00eddeo]. YouTube. https:\/\/www.youtube.com\/watch?v=JzDmV0_Uzq4<\/pre>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Introducci\u00f3n El proyecto \u201cModelado 3D y Animaci\u00f3n : Creaci\u00f3n de un Mundo Navide\u00f1o Tem\u00e1tico Inspirado en McDonald\u2019s\u201d tiene como objetivo desarrollar un entorno festivo completamente dise\u00f1ado en Blender, integrando elementos ic\u00f3nicos de la temporada navide\u00f1a con la identidad visual de la marca McDonald\u2019s. A trav\u00e9s de un proceso detallado deSeguir Leyendo<\/p>\n","protected":false},"author":1948,"featured_media":73549,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"colormag_page_container_layout":"default_layout","colormag_page_sidebar_layout":"default_layout","footnotes":""},"categories":[1938],"tags":[1759,473,1757,326,228],"class_list":["post-73033","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-blender","tag-animacion-3d-2","tag-blender","tag-computacion-grafica-2","tag-modelado","tag-tecnologia-2"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.7 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Modelado 3D y animaci\u00f3n: Mundo navide\u00f1o de McDonald\u2019s.<\/title>\n<meta name=\"description\" content=\"Modelado 3D y animaci\u00f3n de una escena navide\u00f1a fant\u00e1stica en Blender con elementos representativos de McDonald\u2019s.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Modelado 3D y animaci\u00f3n: Mundo navide\u00f1o de McDonald\u2019s.\" \/>\n<meta property=\"og:description\" content=\"Modelado 3D y animaci\u00f3n de una escena navide\u00f1a fant\u00e1stica en Blender con elementos representativos de McDonald\u2019s.\" \/>\n<meta property=\"og:url\" content=\"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/\" \/>\n<meta property=\"og:site_name\" content=\"Portal de noticias de tecnolog\u00eda, Realidad Virtual, Aumentada y Mixta, Videojuegos\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/niixer\/\" \/>\n<meta property=\"article:published_time\" content=\"2025-11-26T21:41:22+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2025-11-27T01:01:04+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/Casa-Navidena-de-Mc-Donald\u00b4s.webp\" \/>\n\t<meta property=\"og:image:width\" content=\"1200\" \/>\n\t<meta property=\"og:image:height\" content=\"726\" \/>\n\t<meta property=\"og:image:type\" content=\"image\/webp\" \/>\n<meta name=\"author\" content=\"Camilo Grimaldo\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Escrito por\" \/>\n\t<meta name=\"twitter:data1\" content=\"Camilo Grimaldo\" \/>\n\t<meta name=\"twitter:label2\" content=\"Tiempo de lectura\" \/>\n\t<meta name=\"twitter:data2\" content=\"46 minutos\" \/>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Modelado 3D y animaci\u00f3n: Mundo navide\u00f1o de McDonald\u2019s.","description":"Modelado 3D y animaci\u00f3n de una escena navide\u00f1a fant\u00e1stica en Blender con elementos representativos de McDonald\u2019s.","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/","og_locale":"es_ES","og_type":"article","og_title":"Modelado 3D y animaci\u00f3n: Mundo navide\u00f1o de McDonald\u2019s.","og_description":"Modelado 3D y animaci\u00f3n de una escena navide\u00f1a fant\u00e1stica en Blender con elementos representativos de McDonald\u2019s.","og_url":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/","og_site_name":"Portal de noticias de tecnolog\u00eda, Realidad Virtual, Aumentada y Mixta, Videojuegos","article_publisher":"https:\/\/www.facebook.com\/niixer\/","article_published_time":"2025-11-26T21:41:22+00:00","article_modified_time":"2025-11-27T01:01:04+00:00","og_image":[{"width":1200,"height":726,"url":"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/Casa-Navidena-de-Mc-Donald\u00b4s.webp","type":"image\/webp"}],"author":"Camilo Grimaldo","twitter_card":"summary_large_image","twitter_misc":{"Escrito por":"Camilo Grimaldo","Tiempo de lectura":"46 minutos"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/#article","isPartOf":{"@id":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/"},"author":{"name":"Camilo Grimaldo","@id":"https:\/\/niixer.com\/#\/schema\/person\/021b40fa68d072e7d3dbd637b244e7ea"},"headline":"Modelado 3D y Animaci\u00f3n : Creaci\u00f3n mundo Navide\u00f1o Tem\u00e1tico Inspirado en McDonald\u2019s","datePublished":"2025-11-26T21:41:22+00:00","dateModified":"2025-11-27T01:01:04+00:00","mainEntityOfPage":{"@id":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/"},"wordCount":5235,"publisher":{"@id":"https:\/\/niixer.com\/#organization"},"image":{"@id":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/#primaryimage"},"thumbnailUrl":"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/Casa-Navidena-de-Mc-Donald\u00b4s.webp","keywords":["Animacion 3D","Blender","Computacion Grafica","Modelado","Tecnologia"],"articleSection":["Blender"],"inLanguage":"es"},{"@type":"WebPage","@id":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/","url":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/","name":"Modelado 3D y animaci\u00f3n: Mundo navide\u00f1o de McDonald\u2019s.","isPartOf":{"@id":"https:\/\/niixer.com\/#website"},"primaryImageOfPage":{"@id":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/#primaryimage"},"image":{"@id":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/#primaryimage"},"thumbnailUrl":"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/Casa-Navidena-de-Mc-Donald\u00b4s.webp","datePublished":"2025-11-26T21:41:22+00:00","dateModified":"2025-11-27T01:01:04+00:00","description":"Modelado 3D y animaci\u00f3n de una escena navide\u00f1a fant\u00e1stica en Blender con elementos representativos de McDonald\u2019s.","breadcrumb":{"@id":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/#breadcrumb"},"inLanguage":"es","potentialAction":[{"@type":"ReadAction","target":["https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/"]}]},{"@type":"ImageObject","inLanguage":"es","@id":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/#primaryimage","url":"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/Casa-Navidena-de-Mc-Donald\u00b4s.webp","contentUrl":"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/Casa-Navidena-de-Mc-Donald\u00b4s.webp","width":1200,"height":726},{"@type":"BreadcrumbList","@id":"https:\/\/niixer.com\/index.php\/2025\/11\/26\/modelado-3d-y-animacion-creacion-mundo-navideno-tematico-inspirado-en-mcdonalds\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Portada","item":"https:\/\/niixer.com\/"},{"@type":"ListItem","position":2,"name":"Modelado 3D y Animaci\u00f3n : Creaci\u00f3n mundo Navide\u00f1o Tem\u00e1tico Inspirado en McDonald\u2019s"}]},{"@type":"WebSite","@id":"https:\/\/niixer.com\/#website","url":"https:\/\/niixer.com\/","name":"Portal de noticias de tecnolog\u00eda, ciencia, Android, iOS, Realidad Virtual, Aumentada y Mixta, Videojuegos, computadores, todo lo mas reciente en tecnolog\u00eda","description":"Portal de noticias de tecnolog\u00eda","publisher":{"@id":"https:\/\/niixer.com\/#organization"},"alternateName":"Niixer","potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/niixer.com\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"es"},{"@type":"Organization","@id":"https:\/\/niixer.com\/#organization","name":"Niixer","alternateName":"Niixer.com","url":"https:\/\/niixer.com\/","logo":{"@type":"ImageObject","inLanguage":"es","@id":"https:\/\/niixer.com\/#\/schema\/logo\/image\/","url":"https:\/\/niixer.com\/wp-content\/uploads\/2022\/08\/logo-niixer-sin-fondo-1.png","contentUrl":"https:\/\/niixer.com\/wp-content\/uploads\/2022\/08\/logo-niixer-sin-fondo-1.png","width":140,"height":140,"caption":"Niixer"},"image":{"@id":"https:\/\/niixer.com\/#\/schema\/logo\/image\/"},"sameAs":["https:\/\/www.facebook.com\/niixer\/","https:\/\/www.instagram.com\/niixer.tecnologia\/"]},{"@type":"Person","@id":"https:\/\/niixer.com\/#\/schema\/person\/021b40fa68d072e7d3dbd637b244e7ea","name":"Camilo Grimaldo","image":{"@type":"ImageObject","inLanguage":"es","@id":"https:\/\/secure.gravatar.com\/avatar\/44d9290c8e2f8bc225a78fd507895ff267a684f20d5c5e42485c88af7b85a6cf?s=96&d=mm&r=g","url":"https:\/\/secure.gravatar.com\/avatar\/44d9290c8e2f8bc225a78fd507895ff267a684f20d5c5e42485c88af7b85a6cf?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/44d9290c8e2f8bc225a78fd507895ff267a684f20d5c5e42485c88af7b85a6cf?s=96&d=mm&r=g","caption":"Camilo Grimaldo"},"url":"https:\/\/niixer.com\/index.php\/author\/camilo-grimaldo\/"}]}},"jetpack_featured_media_url":"https:\/\/niixer.com\/wp-content\/uploads\/2025\/11\/Casa-Navidena-de-Mc-Donald\u00b4s.webp","_links":{"self":[{"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/posts\/73033","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/users\/1948"}],"replies":[{"embeddable":true,"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/comments?post=73033"}],"version-history":[{"count":14,"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/posts\/73033\/revisions"}],"predecessor-version":[{"id":76013,"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/posts\/73033\/revisions\/76013"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/media\/73549"}],"wp:attachment":[{"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/media?parent=73033"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/categories?post=73033"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/niixer.com\/index.php\/wp-json\/wp\/v2\/tags?post=73033"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}