tag:blogger.com,1999:blog-34948496313741289402024-02-19T04:39:42.491-08:00Vuelta por el UniversoAnonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.comBlogger12125tag:blogger.com,1999:blog-3494849631374128940.post-17122169971409202232017-07-21T15:32:00.001-07:002017-07-21T15:32:23.246-07:00Ultima vuelta<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"> </span><span style="font-family: "verdana" , sans-serif;">Una de las materias que cursé en el año 2016 en el</span><span style="font-family: "verdana" , sans-serif;"> </span><a href="http://isfd41.bue.infd.edu.ar/sitio/" style="font-family: verdana, sans-serif;" target="_blank">I.S.F.D n° 41</a><span style="font-family: "verdana" , sans-serif;"> es Computación,materia a cargo de la Profesora</span><span style="font-family: "verdana" , sans-serif;"> </span><a href="http://webconectada.blogspot.com.ar/search/label/formaci%C3%B3n_docente" style="font-family: verdana, sans-serif;" target="_blank">Alejandra Redin</a><span style="font-family: "verdana" , sans-serif;">, al tener mis recuerdos de la escuela secundaria, con pocas esperanzas esperaba una materia de esa índole, aunque tenia una breve ilusión que podamos salir de allí, de ese mundo, con herramientas y estrategias para poder plantearlas en su debido momento en un aula con nuestros alumnos, ya que, la tecnología avanza en todos los ámbitos, y nosotros como educadores tenemos que sumergirnos en ella y poder implementarlas a la hora de dar una clase. </span><br />
<span style="font-family: "verdana" , sans-serif;">Afortunadamente, fue una materia extensa, pero muy productiva, me llevo mucho aprendizaje, y en ésta entrada les mostraré citando los blogs de algunos de mis compañeros, lo transitado durante el año siguiendo el orden en el que nos lo brindó la profesora, ya que, por algo fue planificado de esa manera.</span><br />
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<li><span style="font-family: "verdana" , sans-serif;">La primer entrada que tuvimos que realizar en nuestro blog es la creación de nuestro propio <a href="https://eportafolioparatodos.wordpress.com/2012/02/13/262/">APA ( Ambiente personal de aprendizaje)</a>, ¿Qué es esto?</span><span style="font-family: "verdana" , sans-serif;"> refiere a una forma concreta de entender cómo se aprende y en qué contextos, donde cada uno de nosotros lo completará con los medios que esta crea apropiada a su entorno personal, en este caso, les quiero mostrar la entrada realizada por mi compañero <a href="http://marcoslobo41.blogspot.com.ar/2016/04/" target="_blank">Marcos Lobo</a>, y ¿Por qué la elegí? Porque es muy similar a <a href="https://marcelaarretino.blogspot.com.ar/2016/04/ambiente-personal-de-aprendizaje.html">mi APA</a>, y, por lo que he visto el de la mayoría de mis compañeros también, lo cuál muestra lo reducido que era nuestro entorno personal antes de comenzar a cursar Computación.</span></li>
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<li><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">La segunda entrada consistía en realizar un análisis de redes educativas; en esta instancia me resultó interesante la red <a href="http://educ.ar/">Educ.ar</a> que nos muestra </span><a href="http://blogdeevaluaciondel41.blogspot.com.ar/" target="_blank">Angela Leiva</a>, no solo me interesa muchísimo la página, ya que es demasiado completa, y yo la he utilizado más adelante como fuente para otras actividades personales, sino que me impactó la forma en que mi compañera nos explica el mundo de utilidades que posee. En comienzo, nos comenta que Educar es un Sitio web auspiciado por el<span style="background-color: white; color: #333333; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13px;"> </span></span><span style="font-family: "verdana" , sans-serif;">ministerio de educación y deportes de la presidencia de la nación, que brinda ayuda a los diferentes agentes del ambiente educativo (Docentes, Familias, Estudiantes), que da la opción de registrarse como usuario o navegar libremente por el mismo. Lo más importante, o por lo menos lo que me resultó más interesante a mi, es que tiene un abanico de cursos muy amplio.</span></li>
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<span style="font-family: "verdana" , sans-serif;">si quieren saber más sobre el sitio <a href="http://blogdeevaluaciondel41.blogspot.com.ar/2016/04/educar-cursos.html">Educar cursos</a> los invito a seguir leyendo.</span></div>
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<li><span style="font-family: "verdana" , sans-serif;">Como tercera entrada propuesta, el tema a tratar era el <a href="http://karinae73.blogspot.com.ar/2016/05/aprender-en-red-ii-conectivismo.html" target="_blank">Conectivismo</a>, mi compañera <a href="http://karinae73.blogspot.com.ar/" target="_blank">Karina Graziadio</a>, realiza una entrada en donde lo define en base a un vídeo de <a href="http://elbonia.cent.uji.es/jordi/inicio/" target="_blank">Jordi Adell</a>, allí nos muestra la importancia de la inserción de las nuevas tecnologías en el sistema educativo. Nos menciona diferentes sitios en los que es aplicada esta teoría de aprendizaje en la era digital, por ejemplo, una de las menciones esta destinada a la</span><span style="font-family: "verdana" , sans-serif;"> <a href="https://plus.google.com/u/0/s/educacion%203.0">Revista Educación 3.0</a>, en donde <a href="http://www.educaciontrespuntocero.com/noticias/educa-tab-una-nueva-experiencia-aprendizaje-digital-integral/35535.html">Educa-Tab</a> es una nueva forma de aprendizaje digital para experimentar la clase invertida.</span></li>
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<li><span style="font-family: "verdana" , sans-serif;">Continúo visitando los blogs de mis compañeros y me detuve en la entrada de <a href="http://clasedecomputaciondel41.blogspot.com.ar/">Gabriela Piriz</a> donde nos comenta que </span><span style="font-family: "verdana" , sans-serif;">la web ha ido cambiando según las necesidades crecientes de los usuarios, día a día la demanda de nuevas tecnologías crece de manera potencial, lo cual genera cierta evolución, habiendo pasado por distiintas etapas como ser <a href="http://clasedecomputaciondel41.blogspot.com.ar/2016/05/">Web 1.0, 2.0 y 3.0</a>, y, como dice Gabi aún queda mucho camino por recorrer, la tecnología avanza a pasos agigantados y nosotros somos parte de este nuevo mundo al que le exigimos nuevos desafíos. Les muestro la ilustración que ella misma realizó embebiendo en ella todas las cuestiones trascendentales de esta "Evolución en la Web".</span></li>
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PTV15HTVTP/YbMD8YsZAa2GP9wlB/7re3Y6QU5WV1OtqaNV3eNiLrqpJSmo0oE2buiU2pouWXRzCyGrb/6ocNVpVoCQlWZBORwVoALZpQAerLxv7q9l4MLPRyELrtTuGT+WYSu+2eOB0H5OFso6DDLHox2481lpWf2GLVjqPkwaD2+uX/pMj9cTVaP1rbWy7/bzAyFL62j5VYSHkwUHa971pYme1vavrTEf5vi5X2siZCWlIA+iAt0VIGTxjqACVCCvFFCHCrWu0AA+7caJqjDJ7nCg4GThNTTXwVIR4HrhWIzTWdcUASvTv8SECAFV5dNP7JE4j/FaDcwBxFzwSkbYsJBVOGikHPb9/4ueAi7U1i2dsnFDh4UsfD9ufL/o+1u3dPXIz0L+1tLFrbY/+q5cbkKNM4uE4cJkrhyPoQI9FSBk8a6gAlQg7xR4b/yCaEHRXVNujIb28PXw1TdIUN5V47LnZd8Vv5aq66ZHc7jgUAUBGV5HAVM3DInXcExXbVPMXYxBoiMUuOva4yPn9KmThfcb1z0k/cef1a0aPCBq2X2t5qNNZl1SbD5KolAFeIJDhde1AcLgfC25q3/0NYWr2Rc2yZwrShLO5cq7G4kLogIpKkDISlFAHk4FqED2KQBYal7zhlSbZPfdZrfg4RtutpOES3Xklp/a/Co4W2XGldKGsOLumT+W6utmSKcJJyJRXiEKrlZQ2QcAVtHooT3eB9AhpBivLpefeju/HnlOYiIV33UcrwuFECDgC9B1xeVNcvMt/S18AaQW3hr5WhtyuuBqpZrblX13BGdEBQ6NAoSsQ6M7z0oFqECGFYCbVTbjROlXVRYFJuRWIam9beN22b/gYQtaACSE+ppW/Nm6X0iE3znlBzJi9XctICF/a6/J6UIoUIEJ7pUYNikaNcQeW7doRdQtA6y1b9snNfMeMjlf30oKst7/3t8l/FidIMiCs4UdhiuXm89Ti6zTtfDWUt+QIOBq+sxiG3Ksri6woUM2KkAFkleAkJW8djySClCBLFYAsNNgHC0kvLtuFfKz4GDB7Wq0Yb1G+z2AS/OpcGyRASz9Hk4W8rLwOko39Ksus5/RB58BXQ3LnouWiACoueMlKpMmtyfjZM29rLlbCHD+tS0yxRQWrTG7BhEuRIhw3PhC2bq10wLXDANSXabaA+AKOV0IK44+ql8UxhKdO/tTASrwgQKELN4NVIAKUIFeUgD5VK1vPW/PVnKcgTqfMgx4LwiykBSPQqWDLv1l4LEID1YP/GBB+B7OlF8Fd+RxAawAXXqMJsh7E+d7SSKehgrklQKErLy6nFwMFaACQQp07N1qAaVt+0YZYB66XDr+7F4VC/Wv6p/8kcA26m/OXXnOt7slrruT0YKkXidr13eOk67mA0nlavXqYnkyKkAFrAKELN4IVIAK5L0CAKw9t3zaAs4wU/YgyEHKhBA49/67vyz4XGngruKMy+KeJgiyEg0jBhUtjTsBdqACVCAtChCy0iIjB6ECVCCbFdiz6FMGcrbJkKv/W4pGjk1oqgjRlRw3KaFjtDMgZ+9t/2S+7TIhvl8FOlfewfff9UVp2fhbGfBP3+8GZQpZ8Z5piPPWPfo9aXrhIame/VMpm3hRUvPnQVSACqSmACErNf14NBWgAlmugD6mZuh1TycFWKi+XnbK56X6C7cnvNLae6+SphfNI3iuejQhUNPdhV6Y0vFiQVbLhiel5r6rpaupTkrHnSkDzbx707lLWCQeQAXyWAFCVh5fXC6NCvR1BeDo7P6XT0jZqRdK1fk/6CZH+/ZN0rzxKQtQhUNG+0qlUBPWDYIDhfNgPIQH3//XU6ToyI/J0HnPhr4UsYqRahgxCLLqHv2uNP7xbinoP8DCVW/nnYVeJDtSgT6iACGrj1xoLpMK9EUFAEnNxtnx5mE1rXtQau+/xkpSUFYlcLn8QEvDc4f964uhQn0oIqohPgUib8gv3nVw5+aFqViQpUAIqENYlO5VPKX5PhXIvAKErMxrzDNQASpwCBRQJ8nrQqm71a9/lQkfnmBzn4LCgbqbb8TPdoZaASCr5NjTZLCBnEST1PUEmo+F73UsfQ+hQCTRe+FLwSweYMHpKjX5ZaXmkTxsVIAKZF4BQlbmNeYZqAAVOAQKwNlpfeu5bg9RxjTU8VF3SkFq+K1v9HB/Enm8jUIdzgEo07wqv3GD5EAIE7sgEe5DqQYvZOnDo5FrNeiyX9thFBqRgxUv7wzj773tH6V41DiTJ/Zfh+Cq8JRUoG8pQMjqW9ebq6UCfUIBzWvyhuoUYlznKlbeVdjdfBDVDfMBshTQwrpguhOxfcerNuR44L++FwhZRUeeYPK8nrHXUs8bNjlf+8fbodgnbhQukgpkWAFCVoYF5vBUgAr0vgK6o9CbSwVoajNujpujpQ6U6w7pjBXAkLc17N9eCsxzAiDtWfRp6di3LRp6TCRciOOxI7Blw1NSOGikDJ3/jOy69niTNP8BTOmcvPCmye6JQBNKWrTveE0Scdl6/yryjFQg9xUgZOX+NeQKqAAV8CiggOO6SJrP5JeIHpTgrs4Xhi//5KU9dijidQAS8qQQmkTTcg0uoA0xobmg+lwIAdbed40FNPf4oDlpGFIBUp2pkuNODx0CVMhKtLQEbzQqQAUSU4CQlZhe7E0FqEAOKKC78NSpAcgAhJDjpLlM7jI0Vwk7DPHInYKyAVI4eJTdUahOEfpHSkF8P+poAdwOPPEj4wq9aodz3STNn8LrcMJwbLn5KBwyStpMfxRHheOmx3rLLuh54WYNufq/ouf0VoO31ewXTbM5XCgfARgMam6RUpwPIceg8hU5cJk5RSqQ9QoQsrL+EnGCVIAKJKqAAg4ABVCDMFy8nXe2bpaBJrRiUxUezpCWQVBXSoEJ76tzpXPzy4lyAS3WGgB/1Zfc1g14XHhy4U3Dm+753HwwwGHZRANz5jMaHDIAHT7rnBGSHHTZrxIuzprodWB/KtDXFSBk9fU7gOunAnmqgFsKAUBSdcEPUqodBQcJzhMcI7cBWDB2UOFPAFC9cbs69m/voTTywPAsw6DH9ij44YHSbrgRYwLg3McEASyb1j1kK8z7NcwTJSswFh+zk6c3PZeVdQoQsrLuknBCVIAKpEsBgAdcp3QW5sSYUUfIuEX9J5wdanyE6pB0ry3Z5yGG0QZzdFsmzxVmPuxDBfqqAoSsvnrluW4qQAWoABWgAlQgowoQsjIqLwenAlSACvS+Alu3dMnK5W0y58qS3j85z0gFqEBUAUIWbwYqQAWoQJ4pMPeyZtm6tVNWPFWeZyvjcqhAbilAyMqt68XZUgEqkEMKrFzeLncuae0248lTiqS6WuScGcUy+qiCjKxm9oVN8uTKdtlXPyCh8WtrRB64v1Uunl0i1QMTOpSdqQAV8FGAkMXbggpQASqQAQUAWF+4uEnOnl4k48b363EGvL/w1v4yeWph2s++6KYWuXVha0KQBcCacMIBqasVuePO/jLrkuK0z4sDUoG+pgAhq69dca6XClCBXlFAQWfz9gG97golA1l6DMQBGN7/UFmv6MSTUIF8VoCQlc9Xl2ujAlTgkCmQDOikMlk4UQhNXj63RJYuTtzJmjKxQV7d1GmncPrkQuZzpXIxeCwVOKgAIYu3AhWgAlQgAwosvaNVrp/XIr3lZGFH4ewLG2XJXWV2Z2Gi4cKjjzChwrqIEISsDNwQHLJPKkDI6pOXnYumAn1PAU3qXrmiXdau7ogKMGp0gUlA754zNW58oUlOL7AJ6vh61Oh+CSepr1nVIeee0yiPP1GekbyrWFdQz51I4vuMsxrluTURXQhZfe/ngyvOjAKErMzoylGpABXIIgUAWDPPbpBNGyPhsGTapCmFMueKErMrsCjU4TjnmJEH0p5EDoC6ZWGL1OzvMiG9Ct98r1Qhq8rA5bs7EtuZGEoUdqICfUwBQlYfu+BcLhXoiwpMPS01wHI1Gzuunyx/0h9u0G/jhk55wrhlkw2Uzb6o0eZIzbqkRLaZulUbN3RIlXHI/HbuYbch3LNYuw3nX9siD9zXKtctKO1RaBS1sXAsxlbISiRU6TpZWEciLlhfvKe4ZioQRgFCVhiV2IcKUIGcVQDQ8/enN0TnX1UlsvjnZQaCTL0qTy0o9K2t6eoGOnCkAEf4WHZfm00Ov2hWscl96h+oCfrhY5M5BnlOI0cV2LAjnDA/iEJfgFGsMZFIf+fiVllu3Cu/khCAJIDdvOtLo5CVSKhSa2vpoghZOXvLc+JZpAAhK4suBqdCBahA+hVwSxNg9JsW9XSBEjkrEsxra7t8Qcc7DpwnwFmsyuuasL56XUXgNNDnxBPq5d4HymT6TP9wJSAJ8AXIUrBMBLK8OhGyErkr2JcK+CtAyOKdQQWoQF4r4A2DJQIeqQoDcHng/jZZ/1pl4FCYH4qSApAAR5eYECNctsU//8ApA6ytWdUusUAM50IDZKENrkwsH4yQlerV5vFUoKcChCzeFVSACuS1AocSsuIloON9hAo1TIi5IqR4xdeauoUF8TrCjQtvjQCUXwMk1Zpq7dpn/EfrbX6WQle8i0zIiqcQ36cCiStAyEpcMx5BBahADingzTXqTSdLw3ZBoTfMDRAEF8vNy4JzhabABMgabcpIhMkD09Ckm6PlXi7kmG3aGEnAd3O7CFk5dFNzqjmjACErZy4VJ0oFqEAyCnjhoTchC/NF2C4IsvQ9gM+MsxrMo2zKbT0u5GDh+9XPV9rkfH0O4s23lHZ7eDMgrs7kh6G8BL6eaY5592+R0gsohopQ5arnu+d6uZXd3WcU6jlUY+ZkJXO38Rgq0F0BQhbvCCpABfJagUMNWYCaoFwqOFlHHd3P5luhLIOb1A7o2bql0+xGjDxgWteBGlZwtVDzC0VDNZ8LFxEhQtTOUlBDsvwrr1Z2K6QKsNPmFh3V0CYhK69/HLi4XlaAkNXLgvN0VIAK9K4CXniItUMvEzODS+UtFaHngWO1zNS9Qh0tgFG8hrFWrmiz8DV9ZnGPHY4YLwJmhXYorB3V7N2xXeh0tSBkxVOf71OBxBUgZCWuGY+gAlQghxTQyus65Wvnl4ROBs+hZSY0VcAYmgtfhKyEJGRnKhBKAUJWKJnYiQpQgVxWwH348ddMBfZYu/RyeZ2pzF1rcekYvZ27lsrceSwVyFYFCFnZemU4LypABdKmQL4//BiAhMf2eHcMJiqgm69FyEpUPfanAj0VIGTxrqACVCDvFUBJhJ8vabXrHDW6IGZx0FwRA2B1y80tNkerztTHQnN3CyazDkJWMqrxGCoQrAAhi3cHFaACea8AyhlcPy9Sewotl8sToFTDguuaZe3qjuh69HmMQY/cCXuBCVlhlWI/KhBOAUJWOJ3YiwpQgRxWwJvU/b/P+T9k2V0iEua3mhCc38OYD5UUgMVbFrZEnSvMAzlm80z5h6AdjO5cURbiiRWRchF+uxkJWYfqyvK8+aoAIStfryzXRQX6oAKAkCdWtttH0Iw2YUF81jyleAChldBXGghB3SqUQlhuak4lA1mo3r5ta2QH3+UGgsIAULzLNfeyZnlwWVu0m7dGVrzjXdAM2mEZT6N45+D7VIAKdFeAkMU7ggpQgbxSwAsjfotDhXQ8hHnjhg7zvL+ubqE39L9oVrEt8pkoHAHULrm40Y53wth+0QruqQrsXVMyOyTdkGkQZLnV4FnqItWrxuOpgAghi3cBFaACeacAXJtFJin8uTUf5C2FWSTcIYTetJhnmGO0DwBr5tkNthI7AAuV1xOFNL/zeSvWJ5vc7jpZbqV395zuLkxCViJXn32pgL8ChCzeGVSACuStAkgSR+jPfl7dLtu3RUJ4SBQfa0KJaBpa1MfXJCuGPog6nYDlzSVLBXwShayzpxcZJ64sWTl4HBWgAkYBQhZvAypABfqEAq4jFOTkJCuEPlx55KiC6EOdkx3LPQ7PIlQwTAf0aM5VGCcr3RqlQw+OQQVyTQFCVq5dMc6XClCBpBTI1GNjECacenq9TXRPZ1JfTYgAACAASURBVAFPFwrhvK1/bUDK4cd4kOXmfhGykrrNeBAV6KYAIYs3BBWgAn1CgUxBlsJQLKcJ515r8sNQNuHi2cWh9HZdrJsWlcqcK0tCHRerkz5eKAigvPlfuVxPLGWxOAAVSIMChKw0iMghqAAVyA0F3BIFYWplxVuVPu8PTtOq5yt9a0+hnMOVlzdHhwJkLf55/5hDI4fs709viPbZvD11FwuDaWL72HH9zHwreswhn4q2xrt2fJ8K9IYChKzeUJnnoAJUICsUcB8UnY7Qnia7ByWka66Wd/Hxzu0+BiidYTt396CfS5Upty8rLj4nQQUOgQKErEMgOk9JBajAoVHAhYx7HyiTVB5Do24Tkt03vF7puyAN+aHuFs51xdeapK5OBHW6lj9ZHihCpkopuDlXfpClzpxOLB4MHpqryLNSgdxRgJCVO9eKM6UCVCBFBVzISKUcAqahYwXlS2l+kwthrkP1yqv+4UWMnU4YdCVzc66CQpDpdvtSvGQ8nArktAKErJy+fJw8FaACiSjgQkYqkOXmYvnt+sOOwwknHLDPGHQdMzfXKlYyuwtZ6XST3PUHjZupcydyndiXCuSLAoSsfLmSXAcVoAJxFQjz/L64g5gOCitBj7fRXC2/fKp4yeeuS4avk3mETtAa3ByxeA4cxkgFRMPoyD5UIN8VIGTl+xXm+qgAFYgq4DpJqQCEhtT83CAX5Pzed3cbBoUMvTsSk32UjvfSh4FMF8TSCXi8DalAX1SAkNUXrzrXTAX6sAJaxiEVyNIx/CBKnSokuy+5y79UgybEB0GMDTd+zIQbTZK8tnSBVryCpDj3mJEH7GmDSj304duHS6cCCSlAyEpILnamAlQg1xVQCEoHZHmTxzWMGO/5hVqPqqpazC7DCvP8xH49ZPW6WeiAGlv48HuANVy6TRs77HMaN26IPBj78rklPXZQasJ+LICaMrFBXt3UaceIlaCf6/cC508FMq0AISvTCnN8KkAFskoB3eGXCmQpqKkTBfdnwXXN8sD9bfbh08uf8gcnVwh3pyOABw+o3vJuZ7eHMnsrsOvxo0YXmMKnH4DZ2tURqNKGOdx8a3+ZdUnP6vJuODCoort73liOXFZdWE6GCmShAoSsLLwonBIVoAKZU0AhI5U6WW5ldADSpo0R1wctkbAeXKfami57HKAJj93xNuRRzTX1tfRB0bGUiQVX7nEargwCTTdcCaBb/5p/HbDMXSWOTAXyQwFCVn5cR66CClCBkAoAIKacVi+rzWNwqgeGPMinmxtSw9uoh7Xk52W+obzkzxI5EnNeuaJNAHcaxnPHBFxdfkWJzLmiNNSaAG6XXNQoYphu1XP+9boAgDPParB5YXyGYapXkMf3VQUIWX31ynPdVIAKpKQAwGfp4hY7xrjxhSlVj09kIqjRtXVLp2zd2inV1QX2wy9HK96YmP+y+1rNvIt9HTSFO6xx3vWl8Ybj+1SACvgoQMjibUEFqAAVoAJUgApQgQwoQMjKgKgckgpQASpABagAFaAChCzeA1SAClCBkAo073nS9uw/9OyQR2R3t65289wf0wqKTC0JNipABdKuACEr7ZJyQCpABfJVgQPv/kg6DZhUH/uDvFhizV+ulpKBp0v5iAvzYj1cBBXINgUIWdl2RTgfKkAF0qoAQGLgR25Ly5iArJaa52Toif+VlvEO9SC1b39X+hkXa8DR3z7UU+H5qUBeKkDIysvLykVRASqgCvztfw+XI/7+vbQIkm+QhfWgEbLScntwECrQQwFCFm8KKkAF8lqB3f83TQYZJ6u4cmyodcLdQfjMr3/jzocEH3Cy8Bmtt0JtHc3bBFCULlcOcydkhbol2IkKJK0AIStp6XggFaACuaAAQKJfUZVUjLzMd7qtJvxXYN4PA2HoC7hKJ+gkoiES1dOZpE7ISkR99qUCiStAyEpcMx5BBahADimAHYEAo8Fjf9Vt1p3GGdr76pelpPo06WqvswntlSO/ZiBmQDfgAlgVV55g4QZfIycL4TV8jaRxbXCaCvuPEjhhjbselmEnP22/d9/H62il5pzusUFyYsz6HXdL+fDP2y7In3LHTPUyELJSVZDHU4HYChCyeIdQASqQtwoAhJr2PiXN7z9p4QQgVWrACB8AmE4DV5qPBJeo6f0VBpAeteFAfF/79veMA3ZpFLr0NThZu9Z9QoZPfMlqh/MA2DCudHUZWLtM2uo3Rd0zC0vb77Kvw1Xbu+nL9hzoU2Tm1W7eb9jxC+k/5ExbHgLn2W8S9gFVen4AEcZXOEOftvpXo98r9AEqm/f+Vqo/9G9R10vnXX3s97s5YVYf0z9fdkvm7Y3MheWsAoSsnL10nDgVoALxFADEACTqt99tnKxfdnOo9m36kgUsb5hwzyv/ZAEIuxL9oKTOwA7e134NBp4Aa/2HnmXBDZCkjhegCC5Y7V//xX4GFBUUDojmfGleFwAKxzfveSq6c3Gvmd8Q476pc+VClrpzgCN9H+sBxOE45InhXLoLEsfiNQCeF8x0PfG05PtUgAokrgAhK3HNeAQVoAI5pgCACRDjFhEFJFUZyPKG7RSe9LO7VIwD18mFLMANQMfrBin0APSaDDz5nUuT2eGwIZwJ6EJ/jKXv4fyAPYQpAXMAN4QkNfyJ/uiLD/TBGgFUen7AHcZFThpewxgYD3CJY+HW5UtJihy7LTndPqAAIasPXGQukQr0dQVceFEtgiALuxGH/d0z3cKBOEZ3FsINAuAAdMoM0CDcBgdKQ4c6PhwuwBegB05SUJkElJgYcNS3ou/j/IcZp0wT3G34z4wPcAJEoblhQ3yPuZRWnSz7Xp8jQyc8asER0IWQY9lBuMT3AEQci9ClQqGut6/fI1w/FciEAoSsTKjKMakAFcgqBQAYCKMBnrR5c5z0dQ0TIozWWvu8hSSATmHpSFsKAq/b3CvT4Aop5Bw++c3ANQPQMIfSQZNsHzhIaBVHXiqAHMCaQpg6Uwjr9SuuNnliyJmKOE8a4gQ8VY35js3ZAni17F8rA4+9UXa/PC0KWRjfhjLbakzGfKG0HdgYdb/wOsYDjGG9bt5ZVl04ToYK5LgChKwcv4CcPhWgAuEUACi54ULv7kAdBUnigCe4UAAe7DwMKvGA9zXsFq8EhI6F82BszaVS4PIe701sx3G6g1Hfw2vu3ABPcLzcMg9+47iK8fmF4e4f9qICyShAyEpGNR5DBagAFaACVIAKUIE4ChCyeItQASpABagAFaACVCADChCyMiAqh6QCVCA3FOjcskVan3hCumpr7YQLx42TkunTc2PyCc4Sa2154IHoUUWTJknxlCkJjsLuVIAKJKIAISsRtdiXClCBrFSgbfVqab7zTmnfuFG6amqkesUKKRw/PuZcm5cskcZbbokClnbuN3q09J81S/pffrkUDByYletNdFKNCxdKk1mrt2Gt5fPmSalZLxsVoALpV4CQlX5NOSIVoAK9pADgqv6KK6Rz61Z7xn6jRkmlgad4Dk3L/ffb42K1gmpTbd3ASTIAgnkVFBREhy8cO/aQAVv9nDndHCy/NRO2eumG5Wn6nAKErD53yblgKpAfCjQYBwbuFVpBVZX0NzBRPn9+3MW1GpfrwCWX2H6AnyoDXP2OOsp+DzgCsLWuXGnDiBbcjNszcNWquJAEB61hwQJ7rIYf3ckgDFlx883Rc8WdaBo6uA5W6cUXW9fKXWuHcf5azHzb166N6GHCpdXLl8ddaxqmxiGoQJ9QgJDVJy4zF0kF8ksB151BbtEA414pPMRaKUBo/4QJFoIAWAgrBoUEkcPUtHSptCxbZsceaAAsqHVs2CB1BtwAaAA+ABU+4IahYQzkQ4UFNj2PghvgD45amQHJsCFMzL9m6tToWgeuWRM4f/RtXLTIAiJcwAEGPNmoABVIXQFCVuoacgQqQAV6UQEXsODOVBoQCttcZwfuVLy8LYwL0AF8AJD8wpB4v3bmTIErVHbddb4gBEiqM33QBr/7bihQciEp7FxdHVydwp4TawFYlhpADKNNWN3Zjwr0VQUIWX31ynPdVCAHFUCyOkJyaCXnnCMDjEOUSKs18IDQGNyvagNO6WgatqwyYbYgCEP+lwU1kzM2yMBYmFYzebJ0bNoklYsXS+ns2WEO6dZnn4HCrjrzrMMEQTThE/EAKkAFAhUgZPHmoAJUICcUcEN9gBWE78KGznSBew/uFkwWXLxC6Zxs6NEDbVoyAc4QwpMII4bZ9YhzqOOW7DxxboRF0ZJxwXLihuAkqUAOKEDIyoGLxClSASog4oa/glyjWDq5IbtB69eHyuGKp7vuUtT5IDerzThlcK3aDuZAaY4WdiqGgUINExYj1yxBp07n6651iAkBslEBKnBoFCBkHRrdeVYqQAUSVEDDX8mG+pIFD7vjcNs2KTThN7d1GneqwexmRLJ7sQntKVRpH4QzownwCdTbOmAS3DEWnDpvMj+gTsOl2AUYlDfllqggZCV4o7E7FUijAoSsNIrJoagAFciMAnCIsFMOLdkQWrKQhTwwlDlAYjtynIKaOlYALruzMAGw8jpQSKD3lqNwS0+gP3YuwpHzO4+b4E/Iysw9yVGpQBgFCFlhVGIfKkAFDqkCLjQkEyrE5NMRLkQor8M4V3Cv4DahLEPQjsJkBENiPmBukIFKF54090u6umyxVZRbQFK8H4zhvISsZNTnMVQg/QoQstKvKUekAlQgzQqkAxpcyEoW1Nxl6XjpGMuFQD9w8ibCq6uFshIAMm9Lh15pvoQcjgr0SQUIWX3ysnPRVCC3FHChIdmk9WyHLE3s99a00lCpt/yD5qj5QZ5b6oLhwty61znb/FKAkJVf15OroQJ5qYCbk4XK5wiZJdoyBVkD7rtPSmbMSHQ63fpryQW/2l9a28sLUwqeeJB1hQkf+rlseC1sIdKUFsCDqQAV8FWAkMUbgwpQgZxQYL95rh52+aElA1pu7ah0hPiQJ7Xv6KPTUuxTAdAbKtTX/XZU6vn9EuDTDZQ5cYNwklQgCxUgZGXhReGUqAAV6KmA62bhXTzMGM/yg/ujSeLo024SwttN8jgSyNEALlqJXYuRpgOyMDbKLeBB0qm6Wbo215XSelnYtRhUeFWrzQM68fBp6KDJ+foYn3StlfckFaACiStAyEpcMx5BBajAIVIACd/1c+fGLKWgU4P7U2kKgLq1pNINWRaEzAOVpaAg8gBnE7rz1rZCH3Xg3Fpa9lmIZo7aHzlWGAehUOxexA5CVIqPV7FdQQvrRS0vW5vLhC/TvdZDdMl5WiqQ0woQsnL68nHyVKDvKYAwGYqAoqq6X90qwEb5vHm+zxHUZPF44JKIqnChDhjwQ0mFMA3OFFy4IvOBUB/cODhQbnI/xkE/VIlP5rmFOF4hi4nvYa4K+1CBzChAyMqMrhyVClCBDCsA2IIzhNCgtlLj4gRVQUcfrUM12DhF6W5w2bzzQWFSNAUqvwdIu/OAK4X1YB1wxpIpaKrjASjhlg08+HifdK+X41EBKhBfAUJWfI3YgwpQgSxRoK6h086kqqJflsyI06ACVIAKBCtAyOLdQQWoQM4osG5jo53rxHHl0Tnva++UwUWErpy5iJwoFehDChCy+tDF5lKpQK4r4IWs1i6RB3cdkI+Wl8gnqkpzfXmcPxWgAnmmACErzy4ol0MF8kUBAJXrWGFdXsja2tIuf9zfJMNLCuXMwR+4W9miQeeWXXJgxnyTGzU8OqXCccdI+aJLs2WKnAcVoAIZVICQlUFxOTQVoAI9Ffjdunqpa+iQC6ZVd3sT+Vb3PL5PJo4tt3ClkLV9d5uMHFZs++I1fK/HvlTXIq83tmYtZDUtXGbnXTZ/Fm8FKkAF+qAChKw+eNG5ZCpwqBR47Z0WWbepUb5y7iA7hXse3y+fnVhpIer7v9gt11w8NJrU/tMH9ph+g+V36w5Y6EIfANYjz9TafmjL9zTIfpOTNaq0SM4YVHaolhV43tb7n5aOrbuzBrLgrDUvfZxOWtbdKZxQvipAyMrXK8t1UYEsVQBu1O9eqLfQBEcKOwXhbgG+vvfVYdFZA8Dw3mcnDrBgha/RH/AFyNJ8LBwwobLEfGQmJwtg0vbEC1Jy8TRTUqEiIVXbV2+UpkXLZMDKhQkdBwesfe0mU8ZhmpSYj1QaQA8hysLxxyQ0DNbd76gPwpwJHczOVIAKWAUIWbwRqAAV6FUF4FihISwIZ6q6slBefadZPjamVF7b3GJhCg4WQodoVRWF1vkCiMH1Anzh+52tHfK7fZHdhpmCLIWkiiXXhAKOrpoGU6W93vZtW7HOFCjdbIqmPi/955wnHQZaAE0uuACmumob7BqKJ4+T4hkTBVDUtmajlC+8TNrN5/aN79jjAXh4r33jZlPENAJ7bhjSPTfew/f1s2+MgNrsT9v+LUsekyJzHgUujKfv6U2ANbeuXGfXUbH0G716b/BkVCDfFCBk5dsV5XqoQB9R4PWGVnnpQItd7SdNqHC0CRmm0tbWNstfm9pkkCkHceaQCik28IOk9QErFvZwsAArAB0FlMZ5d5vH2UyUhrk/sdBUveEee0zHhncs6FQs+YZ1k1wnDICDhHj0VxAD/ByYPl8q77+hxznhLLUse8aeB5+Lxo2x58e5+885V+qmXm3IqsvOF+M0zPmJAaxPS9GUcVFZAHWAObwGCMQa3Pc1Ub9q9c8Sdu1S0Z7HUoF8VYCQla9XluuiAnmuwPr6Fllf32pX+Vmzs3CE2WGYSvvPnQeihwPahv/Hym4gpW8CahRwACVoCAmiAWrQWpY9HXWBvNAE8IJTBJcK4KUOlo6P/m540YYrTX+4W4Ai23/6aVEIAjh1bt1lX8d4jfPvtsfXTb5Kqtbc3k0SwCH6AKywDuxyBIwVVFdG87QAX5g/3DMXwFLRlsdSgb6qACGrr155rpsK5LgC6YYsuFhws9TJ6jDg1M9ATenc86JKIQTXOP+ubmG0+lk3WnBpvuUBGVSz3PbFa3Cv4Fypy+UFFsCR365DL2TpyYP6I7wHBw0OFkKRgKaS8yZL04339oAs9O0w4UfrYBkoA+jBTQNUITypTpuuE6CVaC5Xjt9WnD4VSKsChKy0ysnBqAAV6C0FNLyH86XDyfLOG6CBcCHgqJ9xerpMKA7QgfBffwNecH+Qt9Riwn54/cDMBVHIglsFmEE4z5sH5UJTkQnrYRxtBVXlUSfKOx8AEtys4inju73Vb9RhUjvhqzJg+c12rrqDEJ0wB/TvrKmP5IMZoILrBsgqNEDWbuYJN0vdshLjxLUa4AKsNRvXK2wuWm9dc56HCuSaAoSsXLtinC8VyAMF9m9tkUGj/XcDvmd2HzbXdcjhJjG+f3UkBNhc2yE45nDncTq/NUnvu0zye6YgS2UG3FgoObg7D/AFB8gmuBtoUYcKMOW6Xno8+gftSlQYwzj9Rg+LJswjAd6vAYbUfXLnFHRu9O80JSTcfDC8BrADgPmFA/UYhgrz4AeNSzjkChCyDvkl4ASoQP4qsHbpTpk0Z4Tgc//qIgtW721sMLBUYaEJ3x8zeYAVAHD1N/NxwvRB0lTbLi8v2yOfnnekfe/pRTvkCANYHzPvaestyIp3dfDsxG3N7bKvrcOUleiSSdVlUllYEO8wvk8FqEAfUICQ1QcuMpdIBXpTgddW7reOEwAKoAQ4giOlzhXeRwN0KWB55wcoO2ZylR0H8NVknCy3L8bdc1Z5rzhZQdrhkT7Y4ahuWrHhqlOq+suHyiLV6dmoABWgAoQs3gNUgAqkRYF31hywQPWqgSi4VJONgwVnCl8DkPC+gtag0SX2e7hWGhJ0JwGIKjNgBucqclxJt/AiQG3baaVpg6z6ji5bvuGjFSVSEseEQhHUtTVNss1AljaA1ScMYMU7Ni1CcxAqQAVyRgFCVs5cKk6UCmS3AgAjQBTgCA4U3Cg0uFAa9oMr9c6aOhtCxNeuw+VdHUKEOA6QBtA6eVbkUTrIz8IY6YIsQNOjuw9Im/kcL4EeocE/7G+UBgNlaBUmLIjwYKrlI9JxZbGObc1tAmDEA7OzYU7pWBfHoAK5rAAhK5evHudOBbJIAUAWgEiBCmD02sp9Nv+q2eRYoSEECLDCe3C3/JLfAV/7t7VIU00kRFhmwoqAKtuMy4TXAVzpyskKWzkeELN8T30UsOBeTarunxVXwIU/zIkhy6y4LJwEFeBjdXgPUAEq0LsKAMQATn5hQu9M3F2IcLDQ9Lh0QRbG1EKkQY/nAWD9dm/kYdRo2QZYmBucOAJW797LPBsViKcAnax4CvF9KkAF0q4AQlrYiTfYPMIm2RYGspCYDkBCG1zcT0YFPHonHmS9VNcirzdGqssnC1iYx36zAxGhvHS25Xsi8EfASqeqHIsKpEcBQlZ6dOQoVIAKJKCAAtInBpTaZPNkWhjIwg7A9eb5hupAIYfq2LIS+0Bptz36fiQM6OdkIRS3woAMGo6fObQyqQR3rVAP0DvDPLYnHU3HzNQDstMxR45BBfqyAoSsvnz1uXYqcAgUgIv1XwZq0GYMrQjtZgF24ARpvlEij9XBOZGwrrDldX0U2PwA6A/7P9hJGC8xPpacCnKJgCXmva2lzay5565HvIccsZJ+BXL+YR9UjXfnAM1ScQsPwe3BU1KBvFKAkJVXl5OLoQLZrwBCeC8Zdwl1pS4eHilEGqbpswUVzBKBLIzv5lXh3HCktGioQhZCeWeah01rwzEP7oo8OBrPNJxpoDCZ5rphiYIlXDQ/MNPHCvmBH+YNqEQNL6z1zCHhYTaZ9fEYKkAF/BUgZPHOoAJUoFcVUDjyAk28SeguQM2JCrsr0B3XhR03xKY5V945KdhhjFRCcu5c/3lEeLDEeZEv5gU8HS8o9Kh5Wrr2VMKc8a4L36cCVCBYAUIW7w4qQAV6VQEFmkSdIYUz97h4Cet+C9NjXHcoCPwSdcuChHRh7SLj3oUtWurCmXucOm//ZMKE3kf4uGtBvhsKp2LnYSJhyl69IXgyKpDHChCy8vjicmlUIBsVcHfqJeLq+B0XFOYLWndQPpiCCRwfN79JQ3IYLxE48p7fhaxE8rqQuP9HkxOGpsfpGvx2OWphVfQ/f1gE5pKF2my8dzgnKpBrChCycu2Kcb5UIMcV0JwsLOOTZpfd6ICyCt5luiEwhTOFo7D5XZrE7g0LBoXz3KR3P9co7KVwx/9oeYl5BE9pqENdsFTIUvDzy+3S99zQphsiTWUNoSbMTlSACnRTgJDFG4IKUIFeVcAFjrB5We4xbh6S60zFc4j8gEUX7o7vjuM6UMnWx9JzaJgSQKguUyzhdfcgQn0KkZqI7xdq1TX4jZ+Okhm9epPwZFQgTxQgZOXJheQyqEAuKaDlDMK4WXBitKI5+nthSgEC4IFddH75TvES2N1dhK675kIczp1KXpPrisVLovdWmNf+Gj70Az7Vwa8oqa4/0Ty4XLqnOFcqkI0KELKy8apwTlQgzxVwQ4axSgx4H8js53y5LhQg4oxB5dFkcMDKS3XNAshAi+VGaTjSC0CuA4YxJlSW2nG8CeeuK9bQ0Wkf1Dyqf1G0TpUbtkPfoArtXsBynSmFJe8c9fVYhU4VbOM5fnl+63F5VKBXFSBk9arcPBkVoAKqgFuxHSDxsYpSWyYBkLGtuU0ATwpHOCZWGQK/kgUlBQXR4qM4Pl4uVCxQceeq8wfQDC6OPCJnnymSWm/ASoud6vkmmIr2rrPmBTbA2ieq+ts+cKl2tXTI202tdjcgmhdA1VlzE/QVWOOVaXAdwQgk9rNzzpaHXPMngwrkowKErHy8qlwTFcgBBbyOTawpAyDgUAVVL481Fo4FyMRLsHd35rmFSnVebjmHWHMFwMDtCnK63B2LscYBYJ1i5q0V7rWvOlJw7fD8RzwOKGzBUUDartZ2A6yRZ0aOSPNzFHPgtuMUqUCvKkDI6lW5eTIqQAW8CgBeXjNV4NW98b4Pd+ujxuUKU1sKbtC25nbr0AAgBhmnKR5cueeDm/WiCS+OKPF/viAg5a/GaXrb9APcuC0eXLl9MU+EMb1jaB+4ZABDP1Dzhh0RQp1UXRYIdbzjqAAVOHQKELIOnfY8MxWgAo4CGi7b195hXx1cVGgfHh3kCGVKPDhagLQwz/wD8ETmGnGGEm04XkOjOBYhPMBaPIcJsAedoFFv65PoGtmfCvRlBQhZffnqc+1UIAsVaFq4TIonj5OC6gopHH9MFs6QU6ICVIAKhFOAkBVOJ/aiAlSglxRoWfKYlM49L+WzdWx4J2lIa73/aWlc8Avpqm2w8+g3epj5GC79Lz9XimdMTHluHIAKUIG+oQAhq29cZ66SCmSFAgCf1pXrpP+c86RgYIV01UQgBq2rtt5+bpj7UymbN0uKpoyz77ev2Whfh7Ol0APQaVuxzh5TPP206PH9jhoucMJKZ02zfeGEdW7ZJXgdY7Uue9r0n2i/j9VqRl9o5+CFPZyTkJUVtxInQQVyQgFCVk5cJk6SCuSHAgCgsvmz7GLgWJXM+rR0vPqutNz3u4hTZOCrbeXzUjL707aPhg4Lxx3T7XUFLLyO1rz0MXt8v6HVUvK5T1qAQx+AGVrn1l0WxsJC1v6BM2XA8pst6OVKsxD5wDNSOufcXJky50kF8l4BQlbeX2IukApkjwIIw3Vs3W2dppZlz0jxlPHSseGv0mbcqool35COje90y8VqX/2BiwUHTAEN7lSnGUdMLayiyWOlftaN9vi2/1kjHe/ttTldACspKpJ+RwyxAiDkB1esoLoyrhtVN/kqA3znRmEvexQMngk0gaaqUS7MmXOkAvmuACEr368w10cF+ogCgIzWB56VUpM3BScrldYw5yfWGUsFWOCkNd/5uIW7susujhuiTHS+AFBAaTry1xI9N/tTASoQTgFCVjid2IsKUIGQCqxc3i7TZxaF7J2ebggrthmnq3zhpSmF+JAz1lXXKC33/95OrGKpcdfMa4AZDWHqaEUZ4gAAIABJREFUjBGea1xwt0km64q4Y8Y903wtAFbj/LvMfC6zeWNw6tCnfNGl0QWjT4vJEUPIE/ljyAELA4c4b8MVPzU5ZvXGvbsmCm9wCYvMHNx8M4Anzus3LtYFCMTnqjW3p+dCcBQqQAW6KUDI4g1BBahAVIGld7RKXV3k28lTTJFL85Fom3FWo6x4qrzbYU2Nf5O62jdl+OGfTHS4uP0BWAgDVt5/gy9MAEranlhn8r+mdQMcTZ4HaJRe/CkLUZocj7Abwo0AIICLJuq7k0GIEq8jb8u6ViYvbMDKhbYLwo1e4HOBBy4UAAsQhnZg5nypWHyNTdQHLGEugJ+mWx6wThjG0nZg+nz7GgDQbXhdNwzgdT2Ht58938ExSk1OXC7lncW9GdiBCmSZAoSsLLsgnA4VOFQKLLuvTeBCzbmiJDqF2tquhF0pQNb9D5ZL9cAPVvLCmq/Zb06d/PO0Lg/gUjflKqnecE+gW4Pdil7gAQTBBTowY75Nvm8xoFW9/hdRFwiAUz/7RqneeI/vfBWA4F61rd5g88gATOoYYXfiwK0PBa4V4ciSGadZhwtjAdbUBcN7+B5zw05IACS+R1gQAAYAVJhzT6CbBHRXZsPcn0jlshssOFpgdGqOYX6AUgJWWm9HDkYFeihAyOJNQQWogFVg0U0t9vO860uTUmTrli7ZuKFDli5ulXkLSmXy1A9csCcfO8WOefZ5LyY1dtBB2KHYbkJ5fm4N4KVx/t3dHC5ACnYZAqAARoAkwIvfONhhOKhmefTU1hEzOx+RuB/ZpXhatxChO0fvsXhPy1cAeJC0X2IAyq+chM6lY+NmG8bDcQAuQBvcMxznDV1ifEBWoXG48J4LXDgG53NBE3DatGiZfd11v9J6cTgYFaACQsjiTUAFqIBVYM2qDlmzuj1hyNq4oVPGjY88VgagBVibdUlxxiDrrb/cJSNHz5Cy8iMsTCCfyc110stp3SKAkFM8FCE07FIEYMEhcutx1Y7/ilStvj3qZtWO+0qgk+WWovC7ffwgy+0X63jMEXAIANPEe6wFQIi5I8TnV6tLd27iGIAVXCyEMQGhADOEM70wCoCD0wdXj9X1+YuACqRfAUJW+jXliFQg5xQAYG3b1in339smC2/tL7U1Xd0gyQUpXRxCiwgxov/oowospMG9AmRNnlKUMcj6/coz5LiPXCZHf+hiW2gU4cL+c//B7ipEgnrntt1SOHaMDasBptwdggoVKM/QcMVt3Wphed0s5C35heWwfgAN4C5oZ188yMLYsXLIao6+SPqbHYluyYr62TdZKEQYsHzRZVJ8zkTp2LQ5kpR/8TQbEoQ7hT62lMPBvoAtNICX5nbBwdIaY24+WM7duJwwFchyBQhZWX6BOD0q0FsKAJgWXNss15lQ3/SZxRac0ABTyM2CO6UN0AWYuv+hsuhr+B7HrVze1gOy/vC7c6W5aWfK4UIkz6/94yVy6qSlMnjoyfbcNj/KwAVgA+Cgyeh295/Z4YewW8HASrsLEAnjNondwFfthK9K1arbujk47qN44lV3b5x3tz0nanUB6rCLsMicHw4UwntB+VzunLGTsaCq3JaLwPHqvCFnzHWycIwmzsOBQ9I8zo2kfMCU7iiE4wW3ChBnAdO8pw4V9LDHHEzUbzWhTwuKAc5Yb913PA8VyGcFCFn5fHW5NiqQoAJ+OwMBT8jTmntZs02Cxwe+xmsKYjiNOlgIOY4+ql83KEPi+769f04Zst796wPy+qafdIOsBJcY7Q7oCFMyIdnxUzkum+eWyrp4LBXoawoQsvraFed6qUAMBWZf2NTNnYK7hdDfsvtaDTSV2KT2hbeWCvot+XlZtx2EcLyqqyPulze3K12QhXyst9/4hXzmnGekqHhAXl7L7VtXyMY/f19OOuXWjJS8yEvRuCgqkKUKELKy9MJwWlTgUCigrpWeG3WzTDRMRo3uZx0sQNdo83X1wALjZjXJjHOLZcu7nTLnyhILWAphcLqW3NU/uoR0QdbLL3xbdu9clbIjdii0DXvOfXtelvV/+jeZcNK/REOiYY9lPypABbJLAUJWdl0PzoYKZJUCtTVmx+DWD3YPeieHZPdx4wujjhZ2FyKEiOO8dbLSES5MF6zFExm5X1XVH47Xje9TASpABWIqQMjiDUIFqECgAqjUvmPbStlr3JWPjv1m0uChYb5U62RlGrJ2vfdHm/PV1Pie1WT44X8vRx9zUdodJbhV242uba11cvKpP+IdSAWoQJ4qQMjK0wvLZVGBVBVQMOpfNkI+Nu6bKeUH6VjursBk5pdJyAJg/enFawXrRR2u9rZ6C5cH6t4ykHVSSpCpa4VDtsHkWx0wn4eNmGpDgt7cMuRkjTBwl685Z8lcdx5DBXJVAUJWrl45zpsKZFCBDSYnCA7WkaOmW8BK9Q9+GMhCH4DNcR8xD3kOSGrPFGS1tx2QP/z+PCkrO1wmTr6z2/nh5r371wdlp4GwKWfc3+09ABFcqTAaAbBeWHu5LSUB90pLULiX0a9ERQYvM4emAlQgwwoQsjIsMIenArmmwOsbfyzvvvOgcW6+YQt+hm2ADTQ/eFDICtoxB6gDYHgBx3vuVCALsLR3z5+sS+VtYUpDAMTQFABxDCAr3pxxDM69xtT3Kiqq7AFq7lyg4Qtr58TcWRjkdHn1hzP3ltmJCdcM4Hrs8R88ZDrsNWU/KkAFUlOAkJWafjyaCuSVAvpHHqGssLlCgA+EwPa+/3/y0XHfigkxxx7/VVut3W0WBv5ydyhY8YMsG4IzkNbeXm9zqI4zMOF1whTykF/1UePMeRt2LWKcMz77eKjraaHpD7NlsnG28HifeE3nPemT98XMa4OWv39imgGinjphfn968TvGCOuyWnnPizWiD66bhj7deY37+Pd8r028ufN9KkAFkleAkJW8djySCuSdAloiIWwdKv3DX2bymMab/KIg4FB488IDoAIOz3gDAOqAYczdO//X5Cz9fQ8g0TCmXwK91pc60jhVGA8N479swKSu5o3AEB36AYLQTp3881DXFP2HH/7JqNOH88D9G1B1XI/cNQ0BBgGe94R4mLZXJ10bxggKp6LP65t+bGqIPWvXg/MCeouLKy2EohbHGZ95LOXQbyiB2IkKUAGrACGLNwIVoAJRIIGLEtbF0jym4QaGAFhug9NTbPKq1FEKAg24L9jJp8frmMjNKis/XCYb58d1pTSsF+QIaahTIQyw0WbG8ob0cJ4286FQmAhkqfMGF0sbXC0kyKN98jP/0w021UWL52LpWF7IUsDyc6LcUhNuPhdCji7UqbPl55Dx9qcCVCBzChCyMqctR6YCOaVAkNsUtAgNsXmTwdEfELPagAdCg5oDBXgYPOTjUbdIgQogpbBjHRfTkEgO4POCRbzEcEDW9q3L5TPT/2CS1SOP4AmCG8y/uKTKul6JQBaACm4SnCw0nAcQAxcMz2gcYV53Q5KJ5pGhf1X18XYM1WjkqBm+YU5cM6wD50ZdL2iMzQrYtODdyWndLQOCcLrYqAAV6B0FCFm9ozPPQgWyXgG4T3/8/T90c0CCJq19YyXHKxAp5ABOELrSkBwcGsCJ5n4p5KkTBOCC2+TNDfv9yjMMuM3sAR26ey8SUrvMAg/AIyi3TEFwjEnuxzzQ4oULtRq75m4pBJ18yg9tuBOuFQDnkyYsp01DnGFDsC7wqYvldcfc64Jz7jJV8AGr6tzBVfOGVFVf5mZl/Y8iJ5hHChCy8uhicilUIFUFACbNTTt7OEh+48I1ibcDEUCEHYqAHsDGLpNrpU4KgABgoonw3u8VCrxwAqhA/tOpk+6M5mwB+l42Na5QHkHDeBZWTB4S+gU1u6vRAElxUUUoyPKGN3E8zq1wpvDpukgKSgMM8E2ctDRuThTcOOgEUNMwXyzIUp1wzs3GVcNjh9D8HDxo0mSurwuBqd4zPJ4KUIFgBQhZvDuoABWIKmDdIPOHuL29we7Uwwca8qZQmLOt9YAN5QGONPykLo4rI2AD5QN2GLdKyzYoMCiAAFCQt4WwmJZwcPOcMJ6FmKb3LKgVm/IHOK/u7ANAacgOY3trXGkuFMaHu+U2OFCouA6gwXuNZr54LZ6ThTHhEp1knCuECfE9XC03b0ydpTEfusjOCXNWNwt5ZhFdP2nrazUaXbEelHZQx011ghOlay2rOFJONg+M9m4s0OKmTQ07LFwC6PAAbTS/wq96fYN2gfJHgQpQgfQqQMhKr54cjQrkvAL4w/6agQ91RLCgIuP0AHQQWlOgAJSsW3O5hQ64NAgFou0ztajQsNMOx7h1qRAyHGKgA+DjlhlA36B6U4ARwIkLGFq2AedGhXbMy6+mlws3GAMNxyKx3l0THCCcJx5kuYAH10xzobwXHedAc59/CCjDeeAUakOOGpw8b20x6GTLUZj3oBOuB45D5Xk0JPOj/hUaNiqgH86lThpeD3K/cN0wP796Zjl/83IBVCDLFCBkZdkF4XSoQLYogD/Y+gw//AEPqsKOP9j4QH+AULmBmXj9FT4ANsi7UkcqE2sHVMCFU/AB5HmhLZF5aF+Mk0wlfC0aimODHkKNOcPlct/HcViHwhtcwKDCr4BIv3pgmdCXY1IBKhCsACGLdwcVoAJUgApQASpABTKgACErA6JySCpABXpPgd17X5QGk7c1ZuR5vXdSnokKUAEqEEIBQlYIkdiFClCB7FTghVeul83bI+USTp1wo4wZ9Q/ZOVHOigpQgT6pACGrT152LpoK5L4Cm7f9j7yw/oboQg4b/Hcy7fRfpbyw/VtbZNDo0m7jvLxsj5w8a2jMsV9buV/e29TYo8/h48rlmElV0r+6MPTcmms75LUn9ss7a+oE89GGeZ108WFyzOQBMcfCfJ+7c6c99tr1JyZ07tCTZEcqQAXiKkDIiisRO1ABKpCNCix/5rMmTPi3blO7aMamlKe6dulOaTKQ8+l5R0bHenrRDgM2VfLayn09QOpj0wfJpMtHyL8d9bJ84f4P9zg/QAkAdtXqsXHnBih65pYdsn9Li5w06zA5wYytcPbOmgOydul78voTNfKd9RN6gKAODsBaMX+LnUuZATucf9KcEXHPzQ5UgAqkXwFCVvo15YhUIKsVwB9yOCVwWNDwx/sI87Wf0+LnzkTclNiuDsbFH/vNa+ukf1WhdVQKTF0rHAco8TbMZ8WCLfLO6jq5YMmH4jo1yMN69vmv9BgnHZCFud4+ZZNct+EDB0ghC8CiLaJZkYGdEgs8j8x9x67Nuz6Md+/st+JCFvR6ZtH2uOtfMOhF+eryj/pq9N7GRnOuNy1g6fXFa/q1Kxg0T8Rdy+qbmpOjAlmqACErSy8Mp0UFMqkAIEKdFUCWdVDMH/iaba0ycFSJ/aP86XkjjXOyU2YsPKrbH2MFjqCQFd5/b2ODcU8O7wYCOM8vZr4uN+8/pcfSAChjjFOEkBzAzg/E3IM2vblYNr25tMc4M6f9VirKPnCgktUQ+sDJ0nnge+gQK0yHdaO5Dhj0w4cLPUFzAgwB1mKBj453rQFAv3b3jNetju4cgs4HnXE+PwBLVjceRwWoQHcFCFm8I6hAH1QAUIMQEv7A4g/34eMqfAECf4jh1ihcaMjqc8Zt8oMBgAKAzQ+S1GXxAgLOgY8LlhwTeCVwXhdwgiDrU6fdI8OG9IQ478BwcdCCgAauEkARYIW+t4x/Rf5ly8kx7xRAFqAFoIjj/7TsfQs8k43O6XCMcJ1wjstWfNQXjKD7DyesjxlKdBcATRH+xBrZqAAVyIwChKw06Lpp8wYZO2Z80iM99If75cIzZid9PA+kAkEKeEOD2g9Q8zcDRHA8EF4Kgib8IdYGaACUJZPf4xfG0nFxfrhmsRwV5Bi5MBAWsoJCYrcaaIJrN8YkkH/hvg/3gCCsG87epQZobNjThAljQSDWopD1zC3bbf7WBYuDoTHROxZQ/Kq5ZkGAhfEw50fm/lWCXC4/0IT2WCMbFaACmVEgZyGr9f6npXHBL6SrtsEqUzhujBRURx7rga/7X36u9DtqeGZU84x694olcumMuZIsbP3ooYXy7Qvn98pceZL8VsCbf4MwF9oR48t7/NFXuPL+oQWYWQCZNMCCAxog4+TZh9nXvDvv4imKP/73XfKmXGJgxi/cBuCJBwaYBxwiPXdYyIL744VCQBMcHIAl4A07Ai81OU5etwm5TwhtQp+PTR8c3V0IfbDzb7NZ1982NERzqDSMihwtrBmaofnlacXTzH0f50MYUArEzOEwm2Tv54ype5YINGHcRPonMm/2pQJUwPzYdpmWa0K0r94oB2YukMKxY6R4+kTf6betXCflCy+VoinjMr48hSQXlrbt3iKjhoWz4QFpnz9jlp1ndcXAjM+XJ8hPBfDHGJCloTrXrfLLF8IfWACIOlroAzCwie3mjzmAyM2/wviAh+ba9oTcLLhJcGEAPCfPHmohwW0KM7GuijcPLCxk+UGErlt1gksEgPE6Tzov7BpE/hp0AZRpOQe4VW5Y1C9XzSb0m2NSBS1og2v79MG8uUvuO863zATcxkSgiZCVn78LuKrsUSAnIatp4TJpvuUBqbzveime4Q9ZmZAY4PTUi08Yx2q93Pb1O6OnAFxdOmOOfO+eeRaszjplun0PIUSEAp/btNo6VVUV1ebrNVLXWGvDg0++sELOPnWGfX/b+1vta/j69LFTMjF9jpnnCgCAsPtNk54jf9wHR90jODJuMjr+wCJEB3dEc7O8ro8fOHhDd2FlBXDcPmVjj91zYf7QA4TcBPxEIAthPtd9Azx5SyDA8cPa3VpY6Pf1VWPlN+bc7iaBoJ2YWMc0E/b0unWRTQU74oYbw+qIuWIO3vClDRdeYcKFpi5WmKb5dX5lJ8Iczz5UgArEVyCnIWvA8pt7xalSGRWmtu3eKr996Qn51ufn2RDhky8sl+9cdL3AkTrthMkWrtAXDcCF7x/53wfl3Z2b5XTz/qhhowVjnDBmnHWuvnfPdVE4w+vPvbombvgQbh5aJp26uoZOefTZWvnMqZUyclhx/LuJPQ6pAuqa6B9f/NHHH1ANLeH9u8xryOtBA3Sh+TkfmsvkDdPpccn+YYYLBOjw1qDShHE/ATGX35hcI/ecb2z+T/nzq7f26O5NfPeCJdwgaOBNYgdwoK86VppEPv3m0dZBipePhYkEQRbGhsMUZowwN1CsXZqu6xZvLIBrsjl28cbm+1SACkQUyEnIQj5WwxW3SW9DFmDo+1+5xQr39MtPyd66vRaWJo+bKpVlA6LOFRwpdbDU8YILVttQK3XmA/WCBpRXycPG5YLzhddPPPYk2W7crLLScgtieC1WMn3d5KvsPKrW3J6RexmANf2ad2X77jb5zCmVctf1qW+Lz8hEOWg3BbQ0gwKVtwCmhg0R6sIffsCE1+kBVCC8BxDy5ngF1YIKexn8IMuFP2+uEd4D/MDFchPjg+pkeSEL60V4U5PmEUJ92azbDxJt2NA06AGQ0TCfe7x3na6rp/N0XTOdv1fjsHoFQef3j37ZtxQG1ltz8JrGOodCpVsLLJU58VgqQAX8FchJyNKcrP7XXSxl8yO5TNnSahtqeiWvqqumwST912csuf+nD+yR2x7cG5V182PHZ4vEnEcMBRSiAAYoveBXLwkgNvioUvnoOZGioHj8iuYW2ce4mGrj3rpOgAXkA3nzkOJdDPcRNbrDEM6Z32NrkA/mhgR1hx/CeN6SEGEhS50rhQm4TbZCu08FdC1CirVDB5RwQCgVRVK9ITi3MntQDlQQIMbTLN77yG0DrPpVkNdyE1hDUE2vWDs9452b71MBKpCYAmmFrI4N70jbEy9IQVW5lM49L7GZJNh7/8CZUmp2EJYvujTBI8N1R95Xy52Pmx2LFVI0eZyUGaDrrd2K7gzh2rVv2tyruyVx/vEXvyUHGjujU3ngxlEy8WCF8HAKstehUkCLgQaVZQAg4I+0ApjmcmG+yPVxgUartjfVRNygRHcWag0sOFQAAIUou2POFCa9atW4aDgTfQEQSEIXsx1HC6L67aQLgqyxH54jYz98RTfptUAn5v7oFe/I9949ObBuFc6Px9qgTbvuSAtjgFJjPltdAChNBmCxsxA7Lb0Om55YnbDPGVcslWKfXicxXq0snF9dKi9oQfM/mX+eXr4focv4VfUP1f3L81KBfFIgLZAFV6Xhip8KdvQBfMrmzZKCgRUZ1al23Fek3+jhMmBlJPdJW+eWXYEwhHm2PvCMdGzdJZ1bd0vRuGOk5OJP9ejfMOcndi0lsz5tIat9zUZpX7vJfD9Nym++tMfadNz2jZFwQ2TcaSlp0LZindUUwFqx5Bvdcq9wvg5zrlTzsXTezUsfs5sICsdH6vqsM39ILr5hWzddCVkZvZ375OB+D2IOK0RD0w5Z/syZPbr7QZY6SpvXHpDzTe2qeA961pCbAiGOR4gREIgGaHI3FOgkFBD/ZAD28LHlPSrlh12b2w/hSEBT2cDIo4kGjSrtBnaAsEcMOE6/uXs1eq2ZVTawyAIl1rDPOJSAxnQVR01mPX39mJr6AzKwMvbDvfu6Rvm2/pQhC3+oD8w0NZ7Mf54VS66J/qFOVSiM22lgSP/wYzy4Ok2LlhkoGmEhAwBUakCo04TNOjZujgKJH+DpPAuqcMw0C2htBp7gVg3c8mB0ukH5XjgeMILmhigBdSgnUTRprJRMP83OCf1Qv8sLgK4mOA51vfzmqnMIcurgsgEWqzf8Rw+Z8R7O3X9OcJ0whFtbzPEASZTBgB4lsz8dHYuQlerdmzvHd9U2mvsw8gzDdLemdZGfq7KJF6V7aDvegyt6PnDZD7IycnKfQQEyCDP25qNqNH8uCJwizlukun2sRwL1lkbpPs/+ur/Ijp3P9HAv032edI134y//Q2748v9L13AcJwcUSBmyDkyfb4GnesM9oZwbQID9xevJpYJ7VL7wMjuGlmhAP7hHgDdtgBPAQav5sO4SnCgDTMUmpBfL2Wmcd7cUjh4WDWOq+9ax4a9SvfGe6PhYD0CpctkNoS4f+vefc160lATmV3/JTdJv1LDoGAijtix7xoY28T6S9uGO4TxI3ndBMky+WcuSx2wh1kE1y7vNEa/jPANWLAy8FnDIMD8AXBCIvfZOi0z/xrvdxv7hVSPkgmnVoTRhp9xQoHHZ87J/wcNy5Ls/yciE65/4oR238pzvZGT8bIOsjCySg8ZUAGHj3XtfyhnIunThTXL3/Ou7relnv3lYvv65z/NK56kCKUFWIrv8ABqR8FeFhSZvfhNgRR0mOEP9Rh1mnZ4Ok4/kVw9LQWPguw/GhTsAVd2Ur0vV6p8ZMNtoAQ2gVnzOqVGw0+tbM/pCW8TUdXaCrj3W1Dj/brseAB+csVYDOd6QKcAJa4fzVD/rRpu3BufLunEDK7s5Utg1aOHLEwZ156Ag5kKWu8ZYoVq9ZlWrbovpOo45741uy776oiFyzcVD8/THoG8uq27Rcqm7ZaUctvybUjr5w2kXAU5Wx75thKy0K5veAW36gfk9i4b0BPefvvSeKb2jtbWZTRrGyfKDLLyHVlxcldRJ17/9lkw49ri4x676859k/HHHhQ4BwsmaeuLHZerHT+ox9pad78mqP/9ZvnD2OXHPyw65o0BKkAVgQG5TvDICgBGAE5LHgxLi4TRhtxzAqm3l81F3CfDVuW13j9CYgoZfGQecDyG7zm3v2yuBcRFOtD90Bqzgetl8K5+8MSTUB5WG8I6LcCbWj19MSI4vMdXnixEyDBgXYFM39WqT1/VVqwPGw/e6S1K/j1dk1Q+y4ATadR0M++H71geelYrFV/cARnUK4RIGJfQTsnLnhzjZmQKymlaul4pZp0nlnGnJDhN4XOtba6X1recsZMHVCuto4Q/nn1+9xf7xrCg7Qo4/5gvy4TFf6HGeR5+aKG3t9d1eP5ThQncif3p1kQljPSsNTX+TI0d8Sk464Tqzluwsg4Lfscij1YZ/8nIBtFArbVDVR6KQ5YYOkbO3v/YvMnJEuPsagHPUiMMFcHXvk09YwFLYgdN01IgRcscjD8vvbrvDyvTtn91mS/FUV1RItcmxghOFY9EUzjAm2vI1q+XKCz4v+B5jox/ysgBbQ6qrTPmfcqkeMMC+d8OXvxIFtsdXrzIw9vFuAId/XGrvv0YG/NP3peKMy0L9zDbW1Eu5+Wc+Vrvj8zfIlQ/fGGo8dkpMgZQgC0ASpowC3BlAiHcnIFwVuD8IEwKsmrGbzzhddjffwXAiwmu1E77aAxb09Vi1sjRBvGXZ090AJJZEWJMfmLjH6LhwsfDLKUzVeWjQz4Qr4WK57htgCC4YXC51meK5c7p27WdDlLNvisIuQoKATEBfk6mM7+ac6TpwDPLbAGJ+Cf2ErMR+kHKxNyDrwFITXjaAVTVvZtqX4EJW2MHhQDxuEtrb2j94MDWO9YOnZ577kry/7/+yDrL8qtEXFw2Qc6f9NmlnJax+yfQDZMVyzpMZM9YxiEKka/e5hgsBsICsk06Y53tqvFdpgN3P2QL0fMdAEwAKYLNl504DWGdbV2n1+lcET54bWFlpoQsgBvdq1St/lplTplqg0nAfPgOKtrz3npxr3oNrhbHGmz61JuH9SgNiG956S35mYO03Ny2y88RYaI8bEHMBCwnyy1evtnBXU19vx0Pbde2Hpasp4tId9q8vSuGQ0TEvz9b1b8u2DW/LpC+cFbPfPZctkq/c5a9d2OuPc+3dulM+PnNy2EMy0u/7vzDGT0W/rIm8pARZCK3BEYpVRkHdmSBwgIOFBiDQBHKAi5tfBcesq67R5Brd3O2ihIU8ODfxcrZ04LBjor/+Bxhml59dg0lIB1C5YT4XIjEm8rXiQRb6uY6b62LZsOHUq6K7BbELExAbBIJwxQCLAEA3D23yV/8qO95vj+rNcGFGfh8c0kE1XFh13fS4kNW+fZN0NtVKyXGTYs4Z/2kXjxwrReYqCc2AAAAgAElEQVQDDQ5WyXGnR37GDx7bZcYpKPPP78Mfw9+uuqDHOQ4b/Hcy7fRfdXs9U5CFP9ybtz0m240TBdgbNuQT8qnTfhn6WvnNCwd7C6WGHjDBjvidAuc+zD9/9neOkw/rnkrDiEWTI9fSpkeYXFD8LkVKhDr2eB15sbHSFABWQdED7/IwnuukwZVyXUB8b/5wyTvbH7O5WHA04VideuJN0aFWv/R1mfKJn5lr+Iy5lv8jw4Z+Qo4Z+Q++kIU8KbhM6lIBcPAaQAgQ5A3tAZ7QNIEdcNXR0S5fmjFT7jBfw9kCpOnXcLncXKzPXT8vClkAPIAXoM3N1YKrNXPKFONuPWkBDefCPy37bj8/usYwbhZcrAevvSMuQD1206/kvOu/JG+sekWGmI1lQ81Hom3Plp3y9B2PyEU/vDLRQ9PWH8Wzp1z6jpx6Qpk8aJ7WkA0tJciKFZLSxWloq3r9L3xLK2giNsCi5uiLbD5SxeJruv2CCAoNAnJc1ytIUPyAdxrACVO4NBHI8oboYl1QN5nfm7COcTT3DK5d4bgxJmQZnLyO8wCeAKMIDwJ2q1bfbvXV3YUKvvgeYc2Kpd+ITs9b5gKgi/ww97/ZixZslRdebYoeQ8jKhh/X9M6hZc2b8v7MH0s8yAIUNa57SMonXigde7dZgPJCF75v3vCklJ16YfS/a30NkOWGDQsHj4q54/DxZz4jjU2RUIu2I4efYf9oui3dkAUXbd36G2yYz20Dq46Xs6Y+Glp8/FF/wYzjbWdOfcSGtzLZNKXB/Xl3d2rjffyOhYMNUMLPvd2xbf7Jwu5o/D4FLOkGI8ATStPgdyd+T2Fct4QMfreiT6uJROA9jI8Gx77/vIvt1/gHE7+rAE74XY5/NgGA+N2v50M/OPkdJv0C/3C7kAVn0K19BggGjNfUvmHB6qlV5/e4PnoMYAvh5mFDTgmU/bNXXykb/vq27FzxlA3lLTduFhrABsB14y/vkUEmnDd6+AjrLK1/++2os6WDArQAanCj0OCC2c8Gnn709asPhggrrROGvucagMLXaBqOvPepJ2xoEGPgeIwH9wtuWO2BAzKxsqkbZJWOO1MGXfbruLdTUCgQQFVm0nNGTzhWFLI0tOi+554gHoSFOVfcCafQQXfG5w1k2bIIM8zuQpM0CTDADyl+IPGDi911SCDHD4t9BIwp5mdDa+YHCA0/bDgOP+DIk8IPKGABjpVfCBI/zAgtum4Lfuhxznj/sWlSeNn82TY0pg2/EHA+NE34DAtuOAbH18++0Th5xik6uC5dm61e6IyrMInXvJCF+WEcJP6jwVnC8Riz8GCpiU7zXwL+E1RQVAcQMIU5l8w4zR7bYn5RubsLdWz8MlM3D+DVz8ToC009L4RS21Y8b49xf7ERslL4ST+Eh+446hqTY3W6DFwYf7dSWMhq+MNdFrDwGZBVdcEP7NeAJ3Wn4Fh1mjBG1fk/iK4er6F/5TnflqYXHrKv6zEde7da8PIr7+B1s4qLKk2o7Xc9XIh0QhbO+exzX+4RpsScJ//dbaFze3Tx+OO+Y9cfolp8/IRr5fgx/5zxOwNA4/6OdHc2axkaCznm94HCkws+6IPUjRakEZjfy/aaHcxfxe8N/f2DcbGBCP/AoS4gflfhnzzNrdW/BdjRjTxb/R0NeMMOaPyu0zxZ5Mzin0WFLOzWdl0x15UCAI89fq51p3btecm6m3Cyjj/mn63jiA80QNaYUf9gHTD0haN10th5vnlxgCyEBf/y4G+i4BPvQkXyqiLQ1FvN62SVHHuaDL76v7udHm4SwoNvrF4vF916hay99yl5/KZfmxDeJFNrzQDV+GNtOA+vjzJfP3ffU9Z5AmR9ZMqJ8pfVr8jHZ0w2x78in7myu6OMPnjv6cWPWGcMwNVorp2e6/fGxXr6jkd7nAuvH2/G1nNlWi+kuuQNZKlY+OHADw4a/kvCD4kbQsMPbuP8u2zZAk1GR30mgJmbrK1uT7ydb3pegAvGCFOJHT/cgBfMAWCF89sET/MLAp8xD/w31zD3p91KMsS7IfALCvlP+M8NTccF1PQ7OL49h/nvEBCJ//ribRTQfCkk1aNhLO8vHluCYu5P7C9UBTgLq6ZwabxCsLor0v4Ctcn6kV+QbiNkxbvy2fk+QoClk48PtVuwY+teeW/C9XGdLABV8cgTbC4IXKgWA0clo8ZL/bNL7X/SCBG27XhVuhprDTRdaMOFDX+8WzrN93it+gu327ChApqGCmvvvcq+59fgKr2z/X/sW0FhHr/cp2QS32MB1qkTbrR/rJNpmi8U+eMf7KQkM3bQMd78KkCPutr26REHNwDhNbyHf3wBSgAm1+l3gUrP5X0Nv/v0d5vbB7/3kHOF8QtKS6Tk/Cnd/oGz/+SZPoC3VvNPnhtl0N99rhP3wivXW8cKmwmgZY0BYrSGxr/Z1wFhAKiGxkilfn2vovwIqSg/0oIVIAthRj/QhZN07eLb5dYrrgpdSqHsk5NNWLDSul+91RSyAFdtxjnuaj4gI35mnpDgNIDQXgNaACgA1fFTT7RAhfAfvgaErTVg1WTCiAgLArjwnvYBZKEhdIiG/jtef1def+b/LFABlnAMEukBTwAtjKvnwmv6tfdcky45K24Cfjq01HzibHkUXErhwnQI4h3DG4/PxDlijQl4iQcpyc4Jv0DQwkBhsudI13GErHQpmd3jbB90uQxe/EUpNzsMgxogql95tZSOP9t2gQuFhNsWEx5sPJiDhZ1OgCrAlcIWXC6EDAvKqqTdQBhcrANP/CjyM2Bec0OLyaiUDsiCy/Ens5PRm2hfXna4DU9mOryXzLpjHYN/uOBO4585/AMFgEIIDjvhkMBdPHWCNC/+b/vPmRtGxHFuRADfw+nSfxTxDyj+kXZBzD4xwpzL/acVLpmGDiM5Xe8ad/13NkSI+cCxAmTB4cK8MJ6GGNFHi0y7JXRwjbDTdMyo8yysArYQAsTuweEGunZhF6qBKfdaAdKRU4dcrDfeude8b3apBjiJCMt95KLPyZQJJ0bzsuJdF+RMAbI0IT1e/3S8r5BVefa3jDNs8sBMeRQvZAFyAEOApAe/c4d1qRR2FJwwF0CVmwyvCfJ7TOI6YEhBDACFBmiDQ+YmtQPo0DCuJs6HOVc6tIg1BiEr0wrn4PiPPFNrk8xHDiuW8z+VXF2XdC8bOzR+uTzyGBE05mSlW+H0jde00uyAqm2KCUpBZwNkxauT1bZxm3TWRfLzSielv55WskqkCllBuVPIwZpmEt2TrbGU7Hp43KFTYPj0M6WuoUGa/rgmrZNI52N0XCer9e3n7Ty9Oww1hAcYcks3AL7c8N+fl6+x72uCO2AKoAWHqtyEd92SD25S/FYDWnCqkMuFnYToqw6ZjuU9F+YE+HLPFfj7yCSu//6FevnyzMjD65NphKwEVEMeFh6OjLwkm5jp5FMlMExWd/XCDG6u7311WHrnXF8jnbu3Sr9jxoce96fmQbK3Pbg32j8j8wo9G3aMpcCe2UulZNxIE3ZpMh+NMnjJl7p1R+5V/Z3GhTjnxB4g9v6Mf7c7C/2KkSKcuOeSpdJZ0yhl0yP/0TYse06GrfiWFI8bdcgvSiqQ9ebme62D5W0ErA8UgcMDtybTz9rDeW76VeSpG7deeVXGz+d342pe1rpf/DJUEdJYNz92JN7x6G9sfay7rluQtuKifpA1+KpH4+74TfYHFdDVZFwxTY5PdpxEjrvsph3y+xfr5efzj5TPToxd2yto3HOuNuHNd1uE4cIQyrv5BbCe0TIVygsxnYx08YblUN9j/bL4lYYTmUzHhlXS+thiKftuJPk4TPNCVjYlEoaZf1/qg2T3QQsvlFbjOMF1OsxAkLaa+Q9Lu4GlQSYRvnD0kB6yALKQKO8XLtw15UYDYDOigIXnHO44+psy5L7Lo695B8SjemKFHtN5XfycqDA5Wcjx2Wy2/3vbmJHndSsDkM655tJYqBV132+ftJBw/Re/HPisPbg0195xu91Bhx1waDMnT5Hrv/SVQFDBMatfecX2Q0MC+ZnXfN2UKYgUlb3i/M/Z3XhBDcejb7oTzlGW4aZf/zJmXhbOvdHsLHxt82Z5v2a/ry4oUrrYANa4Dx0rPzLA6FfZ3bu2sGvCLt9d1x7f7fBMQhYcKDhX3gT4TN7LdQ2dgsjOV85N3snSv6mErBBXqjeL5CFfConmYWpehZh66C6/W1cvX1v4QcJmJhwjQFbL/TdL+S3hkzQJWaEv4SHtCKjaNfUmGb7qelO9/RWBa6WQBeCB8+RCl3eyADS/YqQ4tnnNG9YVg6PV8MDztnBp2TkTejhlGBPz2HPJnVI8dqQMWfLFjD102p0/EsuffT6yZV5bLMhCns7q/7va5vd4W18HLPyhX/zIbwRlBABMl5x5tgWhoJwj9AccVVeYIp1nnWNrOsHxcssh+P1gKMzA4UHhToyx35QnQI0q1Iv6jklA90smx/kuvGGBLaPww68n5nZ5K7H7zQtgeeF3F9i8rL83j7zBMYA5uGzQo8pUdj938lRbpR0aoWldLR0PtbAAp7HA1D13Mmva+fXu9asyCVmZ/MUGmHp9c4ucOrYs7afps5Cl24ftdl9TIyVec+u9eOs6YZeMTaQ8uLVYyxnozka4XTjelpIwocYgcNLkTuzcQ4KoljDwc83QFyHLTDxuAqAFeh85vNhWqYWblc7W+c4Gaf75tRay8HWYsOE9j++XH/xHZHcjGp2sdF6R5MYCRDU9sd4mqmvDbsIGA0SHb7hZ8LULWe+NX2BLOWioz3tWBTTUyUL4r23T9mgXnAsNIUiTMW3HAIz5uWH2QdPzH7LwFXSu5FYc+yg/yPKrp4VRsLNs9UtXmZ1p3Z/Jifd6q7xCJjTAzsiS4gEpP7LnlP/3pUidpy/9P1tIM16IEECB5hbQxPGAJrg4WtHcu2bkPqEh/0mbhtQQZjvzG1f55kUB3uBeeR+u7B0f/dBHH5Fz4Q3zoy6bN3SH5PXla1dbmIIb5zZAlX3G4IknWRh0n2OIc6C5kKXwGBawcHzYNbnzOhSQlU4gwt865Pqu29QoP7xqhFwwzb8ocSo/K30WstyCdCqg+3gFrZGC2lkoRqpF8lC+wD44+mCJAfTDa9jpgt0qgC0Aku5G0R18KNWA+ixaCwaQhDpbeA5i5f3XR+p0GQjTxztgx4sWwfM+9gH1uABimQCsVG6mRI5tvM5snzWQ1fb0fVL86UviHqpF3bQjISuuZBnvoCUX3N2ACOkhnwowBcCqWfCwcbXMzrGDob3D19/kC0aYLEKJ9Xc+Gy3hgONtkrs5Fq4VoKnEwJcfWOli0X+3KWg69L453fK6cP7aRSuk2oQbC6rLM6KNH2T5VYYPKtGA+lt4DEuyJRoysqiQg2Ltm95cGnXlUgVFwM+Jx31YfvvT7gVf/aYDB+b4Cy+QNx56xL6N8B/cHYQX4QQ9fNPCbpAGmAGo4PEw/5+9P4GTqrr29+EN9EDTQDMJqIAzJgpoEgdUIInEGTQ3aJxv1Fw1juTmRoNT7vsmojjc+wuOiSZqojjG5EZA0YhJABXnIKhxiANgFGTqppumJ/ivZxer2LX7jFXVTaNsPv2hu86ezj6n6jz1XWuvNfI/zjRP/r+bLPg8Nm+OuUhy+qlJTSHLj1eFynS1+Gy9+Jt7YlcHWERZI8r6nidOMIuXLbMqlEIdY+t4mksQwML37HVRr6gf55eFSXDugtfMC7/OzCff3Ymk10lyTlsKsoiefrd82f79M9WyfhvMzP+3s9lr1/LYaxBUgfaXTJWo+uLUzrPkxh9ubzd6uYXxLpn6qfnV5TuGCg3U+Xh5c6QC9oWELMBn/e2P5aTfAWqAJ0AISNI4W4COwo/WAbA0VQTbk91EzMASRdUq/ibmC6qWGznYTd+jcWHcoH3aD8dI8kxcLw10qoqXC3t53WlFaNQgilSXEaNNyUGbc82hTjUvnGtKR8oDbcBO2VE2Lvso+7dClvta1HS2QVYRLlYbdIEPFdDSb9p51oxHnCtMhShRGlx00Opf5vweNA2FozIx72l/bj3GiTIzat1V52ceNL6zPa8lMVf6c8sk+X3G4IAel9w3CWQRH+mFv0ssOS8XIoB1qASyLHaIBhs6QIKQErNpz11OK+oORe377fd/F6jIjZfciPkmoQaEfnzLVLPz9tubGyRelOtLhEpDCAgtQAW59oh+/rr4KKFcofoANkG+Uig248XUts/uu5sTRFlaNvPJwHcG8Lb9uKMshOn4vAaYZcyLX7XtgC7iWtHnDeL35BZS1lCI1k47zJ4oW5j/mEcUSKq5zx0/aKKqWulORPXDioMz7SvtOblzWDX134zuLLTvuzZwfEdtmvrgCvE9azA7blci/lF9rBO6D0VpPt4UfKLUK6w5l9z0qXng6sFm5PDWX8zYJMZz6Y4rdoyci24mKwQK05xbXN12iZOlwUjJoUchwq8LXTZonUARxU3fANzwumvu81UmH7LoA7ULUHKd5BmjhKj0EqcFZYpSLuZG+qYPxkEVQ+0ihouqZcxHzYeAlxskL2hx33y/waxdt8Hs2L+koJsyp2/ZHVh70UGmy677iAp1qphC55ryc6+3VZqfn27/7yI7B9ffcWnGuV3q44NVethpWdPg+v89x3T90R0GSLNtpU6jqFplqFrde7U6lW2QFffW2TLHFaR2/PB/rZkQxQlTYeZ9lXFMB7pKxMmd34NiYKn/VMngPqa7mABrrpth1S+3YGrUfqPOFBgD8MIizCcJEaH9+47sE454LhJSgI5Hn8zkRdTiKllRIRpG739T3kASth7MZ5bkXayr/5etMlQgKyxhcZq7B/B8R2I9aS7FoLZA45Fff7SgcwKeAIYZz86TpMa7Z2GL1xeIvxRKjypQQJX1URKFKs4JHXgBLKiP4uX7MrnnAwjRt+YF1CTLaiZkLgcKPI0/ZLT1f/KByA0sCoh9MuOJrKqmcBQGUeqXFWfy8yGLOQNxYfDoX6+05+S2TwpZOMmvnPqdbHy63mffHZov1O1ffYQPO6C7dT4Pgh23PgrVzwV+qmtbLPwEFYWeq77fP9KhXZ85QZAFgOHCQj7COHca9ScOg7U0771i1G0XyGKimoYBgAF0AChUI+AGvykAh4K/lkINMIbS5cIS/WAKzLSptRGHKa4pT4Pk0Tft8aXCqV2BjeMWqCR9BNGGVaHSOdG3zoMxaIu6FpTgFPly6gMrrY2Z3yk9unU2j0/duSiQhdO6Db/Qf4jpLCoVShWg1Hm3EWajvN4swNVlF8k3NmBIFpga/+8WUypKV1bVEqBa9/OTrLlQFS3qAFiAVsmIMa38tLZBVjHeXm3Th5oI8c+qPHlkTnJnd0cgANTw7LsCUodaX6mmhUtF4XpbHOQXSLyrPawahs8VapgPY5gSiY3l+n/p2aCgda6qsApYrUBetUCaby6kzloJG1E37TkzcO5VkSZH+sVnavrsjL+OliQJlR+ckUlerKW0pIeZcOTzYkq7zf74BQgbI4DVFjGw/F2LQabLpHeEqlYaiDOqHaofkc+LpcphtsM8R6qZ0488ytwx6Yqc4YGKK2UHYZKdczREJZv827usqoRpLgqyqIvzOyZD/MIwY2JSU5BDqeJ1oAvTIL5Srp+WmhwZC/BxzXFq5gTignzGVEmLC0qqYyjAYZZkflHn5S5g2nNy25Ilof7Fh7Mv+XGy9AAZFmqf+J9svSTJpKmsalIcEFGXZwSbtnbcrtTcOHH7QFNimoTNYZAFyI0++5+icA1JZK5UyCokDETS92mSeu0GWUkmQx11svvyLuWxxJq0z7aoxw1BHCngyi3Iq3dcPijRzZBkXpgCG6ZNNmXHXSAgOcY2wa8K6OJvjpWfmvshqCCl/VMH9QvIsorWOdebpvkzbB8A3IZ/vp5VxrQNitwx//lhdorbfLKSXK32qWNNfQJQJUP6ScyqH+X4POGwjsIFQKFsEUML0NLC7j8c2N0wC5j1mhevyIE16mMKpL+yEXKfSF9AGnAGXBGXC3BDxcLhHkWNfJsoaNTrIioZvmJVEoMryqdL5xVk+kviZ+RDFv2xU3BLhGjwcylWVuxgxkvOxTQF8ybm0ijViv6ISL+rpPvR/HxpxkhaV81gvo8UkHWh+FIljXYO7GC6IzwDalgcjCg86U4+rQ/cYG7EFwzQUiBzdyO6oMR5+mOpChWWp5CxF0qy6KigpApZqogBfgAp/myug3zQOjNnV81Lck5uPz48+RHftS5ZGVZMGWtT71DSmBV/LL5Tjz5TYw4/sLu5SmI2BpkJFcbiglSnMd3x7N/nlHdbmQuZT8/KLtn4kdQ795qPragBSPl+YknnlvR9UGi9DgNZLBgX9q7HVlnQQhKc+YviqEGFLpLb3nXg8/vlhsN+HSdnpp3P2hN2MD0eyZggtKhvlSpSvN7ygZg9K6tE3Zojyts8ay5s+vN9ovaNMhuXLc7+XXLQOFt346cfWbjC5Eg7hTgdQyPn8vc2yEp71dq2PgCVxqEcMAOA0rTJfmCLKpUElFCvgLF8ApWmDcegcwuCrKCVb48QDUEJq08atyjRjRCW3sdvzHloeplEHaeohLnMBSfMfDin+2Yw39yVZAhy/aEQUeIgC5PgnNeIvfWJdZbXuFmuU7uOiSp044UTcwJ+MhYlSJFSNQvTZdBOxST+VQpyultRzYz4qD109bWtQAuQqurRw77O2uVzTnq+5BFd+4efZpc8DLKoQEqr9ZL6ilyimhIrybWiDiICcEMmkuMPrTITT+6bhS1VnILULp7jmBzZNchzEF8sfLtefyBZ7EeeOS640R/BRef9erfsc5WApRSOVXXvYh6YnBsYWecXB4BJ16LQelscslgQ4IodDH7pKHKfzgt1B3lUzYL6ethuibiLg40ZB0O+KQCUYSUy7IKYAlGlgCQLSkR1Fx8rwGmDOL5nzYZSj7KxLrPOLaKQlQyXgIAB/lg6DxeymOPcOzOm2W1l2wqkXQE3RtWOAw81o/drnRjaB6YkgUUfm32YWVf/SeR0kihiac8nqH5QBPokkBUWHFXHQLUiV19YouxizJ0+AJZfX3alDWmA2oJpLyhiuYLKxSecaE4Tc6Ka8oAJHOSBCBSrEQIVo/fd16pOqD0oRJjx1N8qbt5qZrxTzJWYL9kl6Jv5UMkuET+yTLgF+RHneI3eHmb2ow0A+YjsgvT9yVR1i0sWzfnQVgFQ4Yxzwp+Nc2ad2BjAPG6QAKtAVr7npGulUd/17yjIilvfJMdRhTC/4WcMVAFPgBMF/6igQn1S4zwweYgZ9R//NHuJVSqsrt9+xMnvWr8tQhlRAD2ePfo3vHCOqFhAl5oreS65apsqYm0RczLJmvl1tghksQiPClQBGT6wMEF8mriYRU8vk88KbWqjEqTbBfPEFp1P+H/f58m/UdJOVfMf0i+m1mKsnQtZzKejRNBNuzbb6m9eAWDn7Q/uM41Nsg1/19MKcpROs66+UhXkb5UPZAWpR+68Dtzn6nYL0ZAPZAW10fm3pWoVdO0ABeCIArCcftTRoU7tqExX332XVbo0PMKQAQNsfeCql4REoI+dZLcir6naE7dzz50XkHL4xIusokVYhivPPCs2fhftAZlzrrsmu7MwzX1K3aA4WH4fwNh3BbRQ5VzIvHfWE9YXjDnbHZdOiAr6yPecdPz2hizG5Xl99MQPLMgAS77aFLS+qE88F3kekeImqT+VC3AKS+6zEWiDDRS6+BvrkR8hntd1vmmvf7HrtytkAQIQLrEyggo7Grgwh4/sUXSTWyEL50dlpy/UqzuuGJT3PP1gn/nuhPDVtSQOi0nXYhtkJV2prafe3JcuMh9LiAFKWODOtjgbfydg/777m0MlCbNbZs2ZkBOaIImJLwqy2hOwOI+g3YxRSha7Bp+U3Yhu0dhdg0Ttawvn/La4th2xT1S1EXsAez1ST88qULKbMqljf+oBCmjgp9ZpCyVLhQ9Vh4CdY374ofnyzuV2ByEAM3hAWSsznXtaCjkAENYfTIdYpvzdirobXyO/o1wRCR7LjgoR+uWeZyYMwaYyLahmWMJ8Kwv9wBrFTlGXz6VrF8gKM7PZD3pxFIdM+SkkDkc+J5+kDXM/+crFlua1TDi0p1WwCim+kpUPZPlzK3YEXaRbZGIt+cyxkDXa1rbwFTj/nPXmvAvLzPARmSwCvlqUxJxV+CwyPfimPV/N8oEpye68MMhK0rZY56X9BPmVRe2QLCTBdbHnvq2/rWcFNOp72e4HmT4T/1j0iQMuLyyqt2oRG7vwk5akD9kd8yoQ4BgPRAFIGiT0zQ/WWxDCD0vdfdT5nYliOsSJnULfPP95lip86YYrhSMc4TlO/7/50yrzoJggfUd3fLR6du8sfXfN+oKp5anYz8R8FrvNIcvfpaaTRLUCrPIxtcWdqMbugJ7ZHZFv4cJC8MUGLHuDiYx68pVLslNL63+m3y70W0db3Ex+8uptkJXvnZSsXbW4zV13bYNZ+HqLbTBkSGcLRyefWmaqWocyS9TpuCPXmUmXl5tRYzIfbD5kJQmTkGigBJVcFY3qvpJWTMhqz/PKF7LyTXCdYKm3Vfkcr8BnP93PtKxeaqIgC8Vrw7pq06VvsN9U1PLwTPnxLzb7OWJZUkd2badxqzAFugULz167drXmO1c04XmH3zX/40yPKkadoLQ6QBltOa6ARv2wMBFh50JbGEBNi1vqlmhzyEI2ZFG1YM4qNHps2GIBHuRF0h2K1EsLL27fEPKfX9xs2uRCJwmGlvRiuua4tDsh3Lm1BWBxDj5ktdU4Sdfr817v/vuazO23NJoZszKBeQGrha9nlERVotKugQ9ZPsi0p0nNV240ppWek388iRoVpAbhKH7s2D+nXaqC6wcFR42CvaDYYKzJoQffXbSYVwWf1FbYAbvqSmRHXUcvhFmo++udNmBolz6DTcWB3zVlexwSO6Mzw8QAACAASURBVG0NSBoGWQ2yo3D1nWdK8NGeZsD178T2V2gFoKwjWqEKPa9itW9TyFLHNZ1sW4YBQDG75KZPrEypRW3I+dwAvtKEk7u7jbQYFyBfyHLnlhbO0szbh6y2HCvNvD6vdQGsmTOaBbIKz/U3b05GDZtyTUOOkuXvZEuyg69Y6x1kTjtizO+zQFEsyCI455FjHi3WtFP1k1YpDIJEQIvdhMOGnp9q7C9yZcCi5tGfmpZVS0zFAd81PY//eaII51tizVCZ1j5+o1kngEXp1LWH6TriKNP96B8nUp7iIMuNCp8mPtaWWIsvwphtClksoKtkId0l3WWQZvF9J3LaFgoEQQqcv4MhzRyD6ro+T2nmq3MDIl0nwELn47f3lbw0cyz2XL4I/QFGQFExIGvxR+JEIeX2WxvNMeNKsubCtz/4nXntjUxKJkoS5/JirX2Q0uMqaf7c8lWymG9SX7P3560166ubzb/EjDFsXG+zbk2L/XvXUT1N16ouZvXiBvlptEvw/rwa861JO5pPpC71v3ZKZpu5W9JCFm19h3/tj2Cmw/a8wF6jra0Qly2feGn5nGf9/AdN9bQf2qZVp/7CVIw8KZ9u2qVN/QsPCQxeZTbW11hzX+U3z0kdw8oNSBrk+L4NstrlUiYepM0hywcgQOuGi/MLe+CfVVBg0Hxst36/friGtlLgXKUoKcBoygDmHJcAU6Pno8Llkz3dHYvx8KMLy0+V+I77HFSsbckATPcum5PmFuO08MkafZDEGHqre+rupkxuMIDVtdd3tWZGfh+yUyfD66NGb4YsX01KAjKpJxPR4NFZIyVZ82YTvJvfL5+5ESF93ssTW40YBVlAUn11i4BUDwGnDGRtLwlpK6pKzCv3fyZwVdIKoN6cudq+Tht+3+uY3nZM2vOaFt8cm9Q3LCqUw9YGW+TXXHXBb832CyYX89YJ7GurAiwHBrsf9V+iXF2S1/q4EBUEWavv+J5pWJhJwp2PkoUZk5Q8PSf8rMOqgXkt3BZq1OaQxXlpmH73HEcO62bVprgElGHrAkCcfEUmmqyWpKASt9a+glOIX1fUWGkhS3M48X9coDXCTmA+Vad9dnUQHC5NNHofstoKNuOuR0c7/lJNgymTzXr7dC8v2tRmTm82+GQ9MbNZHN1L7W6eY8aX2B8tl13aYE45rbSVf9bokXV2ByHHtIz4cgbWgKyqqk72OMVXk9obsqKc233I8n22ghY7yARJvTC4UVjaQaAKNWrpa7Vmj29U2a4BLaCJ4oKTjvv0lI+tkuVClvs79fzzG7XfVDNo4NhE9wk+WvNfu8J8turlwPpbC2wBWeS+HDA3N+l4okVIUQkY+Oz/d4BtUSwFiz6bP35TfKMOKipgFBMGSZeDHxclCLJcpStpzkL6woyJyRW1jYLZter01kGDU1yibVVlBdoFslhpHvrAlhsSgNfzhS0fhIrplO2a8VCBkqYESHtHufCZJCyE1o/zDwuK68XckozhnsO2JNHBV3T6ijozpGtJUSFLR8JRHTXKd3QHlo4ZX2p3HFZXZ1QqCq9TJl2RC3z0g9kx6Lhr0ioUsoC25StftgmeMWvFxXbydxi64wc5gicx+wWl1glzIAeKULEw9QFUK96rNzWfNpneQ8otWK2XYxSAyy3UxXSodejDPojEpOjW9c8vH583dh0ufOfW0Ej2HR222kvJUsWm2zfOFtXl52k/fgPra58lO+5l+k16pih9ujBYiIKlk9EQDvwdlCDahayk4xHkFGd5zJgUzr/32fck8hGLWqQNH31kNixZYroMG2Y69crdIr1xzRrT8MADpnHmTFM6apQpP/lk03mnnYqy5vl00jBtmml8/HHJhDLclBxyiCkdLRlRilDaDbKYK6oK6gg7AP2SBrZ8ZSwNYAEOxOkIM5/5gNKWJjJXKYpTidxQGFHn66pdQfdHmjAMfvgNVLCOENytCPd9QV387tO1AlhlbQJZxLVCkdKQC0wU09/M6U1WjTr1xHoLWeq3hYrFbkQ/xINCFgoZISFcCCsGZLlpcnQxAZvR+081/ftm1IWgEufcnk8cL98E6Y4L+A3b8/zEke2BLHyxwkrccf/88oEsxs5E5r/XLHrn9tC5AFsH7nt15HoXdKPn2RjI+mz8/5pBq3+ZZw/xzTTyeZfeg0y/y2YXRXVyYSgfFQclqGWl5Aj1djZW33uxqX/xYevg3v9nLxc0Vz/ie5A50FXNkkAWPmLqhM/KJ2kTd4VaXn/d1F1+uWmaN89U/OQnpttll+U0AbCqx4+XHLsLc14vP+UU003qR8FW09y5Nn0TpUTgrBil9rzzLPC5BfBj7oXCVrtClp4AD++f/XqZeeGN+lbrA2zdMHFg6JZQ38crbYRzTRHARSKY2plePA/fRFYsE2TQjZAGshQsCd7GLsew4gZ+03AZP7tzeTYURVpo3Bb1PXelVzVvMDNEyTq8TzczsCz8YUyrv6yuN582NpsJ/XuYsoTuW74PFf3w2nkXlJt5c5stYGkBxjALTnuoWyvlS4OQUveyS9fnONO7IMODevzYp1J9ThGp/JnnzhTfqoxpLeeDSUDryK//PhRq0kLWhCOei1XH4lLrMD/yJe65y2ltDiT++bk+Z6kWeVNl1L1Fb99mPlj6p9DmQ3c53Qwfel7sOuUzflAbnNpXnf/bSHPg0t4/aFPI0lhRvc++O9BxXHfwNbw+S9SYwabnd34WG9bBTb4c1m/UGioAuZBSKLj547kqFceCIMsFsShgYo1WTv1O1vSIetXrtJti1ynuPkIRqr3gAqsG9bjttkBgWiswBYBVzZhhuoyQfLtSALP622+3r/eUPvR1HU/7RRUDgJoF0FDJqqZPD4Uy+qQ/4M1X0rTfdddea+qvu850v/VWU37qqfZlFLj1999vGuSn26RJ2dfjzj3o+BaBLJ0IqpKNLuvBlgYQw+/ILX5w0Dj1J2xBgLyTxJ8L0yVjEcJfwzz4kJVG+Ul7AVxzHD5TYUmiOe/RZ79vu49Ssdx6Lkz5ihRqVFLfLHJQuQHntrb8hYtbWkxV586matM3n7TXyK//aWOLeWrVukSQBZAta5DAe5UZf6gkRUMvuEoWvlijJZjoXNl9eO31GbOgmg9RqQj9MO7YjD/WRnHmAshmzpAM9eKLhU8Xatfc+ZnYW5R81CJty0N/1t+ODwQsrROUMkePxUGWv9MuiU/Tq29MMe9IPsYkBbWNlDX9+x0gwLVfYoUrSd/U8R3xCzXHuuseBVuErThw38kdJr5WW0KWgkZUMM4VUw61vlVaiBnV////UqSK5ALMgOvfTq04ZdU1iXm1nYxFcfssht+Y649F/4VAlips9JOPchf0nmgUaFp72mnW9NddgCmoAD5rxozJgRq3HioXYFQ2blz2ZfpdN2WKqRQgUmWJeqt23tn0FMgKUptoU3v++TkgFzSfVUOGmLJjjgmdL/24c0n6WZC99+RDefNX47Sti1Qf2ECpcYOW0vXxh1ZZVUuLaybEL4nwBfnEwKI/FzxcwNlSkMWcwgBG1ak4Fct1pPd3HrohKdKof75pNm5HY5FuiaJ0A2CNXb7cHFxebn7bp09R+kwDWUkGpD9XEWOHIcU1//Ha/fc1ihkxOPI75kRULvy1XDgD2PibgKauj1chkOXH2WKuBP9skoTT7q7BsCCncZDlq1JJzG1hOwyTrD9KHlAIdPF7ZTf5qdgxSdPAOkGO+En8ypIOGOUcz/yPlLhjcX5xSccKqrfi1NtN1aRxpmRIX9OparPfGibCsuGDsq99MuJys/3r1+R0sbF6nal7YL7ZIP/TvtvJB6WeCurL8v/e3/oOBfkj0aGv9uggcSDh7srLJyegqyD1+8nTVhFyTXH6WuqT3tTAVcW0jyDHdje/YZiSlQ9gEYusZMe9Q/20gJ7V++xj/a+qxM8qrKwXdQtg6rN4ceKlWC1+UqhemBEZB98p+ug8WFRKUb2C/L3WiE9VkCLmDorpsUbMlr0XLGgzf7AtqmT5K+wDDsfdh7oLCmmduIOupjuemgX9OaTx90p8x2yq6CtMQaqZ62MVZbp0fcmC1sY1s0apZv45FCuRddq1KUb9i+TN+PC6dbarZTvsUIwuxfyXXMkKG5AQEAtqG8w/65vMl7uVmf17Fm+XYpKT9CEriUmOfoMc0zXOFj5Es58/M5vgGcXo2LFPtnrgx0GW7zieJI5X0LxQkMpKe2STYSdZl6R1gLJS6XuA/I8Z0oWyIMhKur5Jx6cezvEoeC7Y8nohEfwXNTWZq6qrzR/7tY7/Rd+AVN39z5mWxStNz0njTfmooQbT4drbZ5uKY/a1P1o+G/c/ZrsZ/5X9G8BaKSbGylMOsvVWnX+P/H6w7cMt9N1FACz0vfP4DTa8QBgwASIrrvuWhTBVjtyQB1EKlVsvHyByIUvhJy7cQppr7vtO0TYMotQ5PmidNCI87dM4+BNJn7UlOj3hHcolgKpbgCf8sOKABfOcNRWGgBimuo1yH6q5EDPhOjHndd1kYrQq19FHW/VJzXv+OtaJia9TVVXWFwz1DDDr+oMf5ACZzrmvPCvaqnQoyOIk/R1tLli4/kHFMuO54EYm75payTj+nx9m1zuf0AdpLpZ7TkGhIlzIYX5hyp1/Hn49P/p+VF/u/IuRyDrNehSz7oB//SvbXXtDFiA1fUWtOXnA5hhKTAZI+8vqdRJjq7M5pFeF6VOSSdxcSGGsJeubzG4CbEl8v+ISNYfNJS6QqQ8YQSqUb9rz8xfGQVjY3Hznd9dMhw/Zmup/WEhctuIla+pcU/N2IUtu22Kiw/Q4bOgFOX3lE5A0n8lwXk/OOT6naRIoDRvre6tWmVnr15t3tt8+a14HjlSxIiwDClSzgBCgBCABU/2mnZejatH/xzv90Oz40S+yQ627//nM7+KbWCe/lw4bZHpd+93scWCN/rufNzYH1vy5LrtkD7Nx/dpQFUsVGteU6EJFlMnOBaJ8fLJcny6Fn2WXDrXAlwZmgq6PC4+cW+N7mfUMgyxdJ5SnfpNmZ7t0lUBeTAuTrlO9b6qsFugBjnoJBEWVOMhCXQKk+NkgapfuTmTXH75YwFWYfxXjAmnVYmrsvcmpnr8xT3bq2dN0ESWspyhiWtQf6wsFWZx8WPwoF0iKpTD5juJEdXdDODAfnPEfmDw4n8/B2DYuHAUpVboWUabCIEUuaGDX9JfGZJhv+p/Yk2/jCrt/IiFDNlnD2xuyVPE6SSBLwQcfrSdXEv6h1BxS1bUoZ48a9ndRxcb3654IsBg034CZrsoUlh/QB7jxoma5Sk+cOdAHuSSxsjinqNAQYQsNdNWt+9g0iqlzjQAL/68WGAsqvau+ZJUxzgWTYtQOSh/4ClGX4m6SJEm1q+U9kMQn8dsrVpjnGxvNH0TJOqQs40eI2W+gxLsCtJaNvtoCFWpW+ag97XF+73PbGTnTBJiWjZls+j10gWn+53JrHgSsgLKu0q7imH1yoAz1CmVLYQ2wA+T8iPH6gC8ffoTpfc5vWy2NqyT5ABAGHW4nrpkxzrQYdF1cc6PCjypKUf5jcdeY464vFqCoEe7DICtMQXOBM59zZC6qqKFo9Zv0dNZ3baWEaEApqhQzXlSJgyy/LU7yXWX3X9JdfuwUtCEhNjmx83dn8btCCcOc6SptnyvIQkmpqWuJ9aHyTWiuuuMCSbHAx423pY70QcFTff+wJG+MJHXc8YPMfAp8YU7+rjkREHt86i6hTu2uY3wak6ELvWl3JyZZg6g6qFE/E9n33MrNjttJ+9SHBvWTQNZicVJf3dQSGZohyFwIPD27pt70Ke1indxRp4LqPfpZrYBQJwGi8HNhDnXSXxJn+UbxpkQt+2bvbqkUMR9IvrL3pbLz7t8jl9UPYhrmK+UrUZjTRu+3OaDh9NmHi6K0WWH0g4bm69Pkj5vPrsmk91VcvTiQjGuf5ri/USDoulwp6gKbPy7pkauq+uMEQRbwAxgBSPhjEWC0Zors5hLoAoIa5r1tTYduQd2iqEnRPpiljV9P2zCGb25E1VK1TOvF7ShUZ/cgeHBNbWG+XK5Kw5hh9YKuj5rS9JgqYTongESd4dNcX+pW3zcxGyCUkBXbSRgI7TcsRpgLWe555BNDy58vatiKa8ealtVLjTv+GgGbzgJarlIUdK6ADeESeosJL0lBIWOHXxLIsqqV+GKpvxeq2FqBLcZC/aKvcvnpKg7xlM+VuRC15c8v1IbuoOOEgYBzr/k4G8XdV29c1Yn6hapZfkwshRwN8+A74gN2KF2HSeiHuIKZjV15GnGd+ihVfnFT+ASBlIJlGGS5kJbEKd0FpqTr5/uppdmdGLdOUceflW/V35Fv1wfJt+r/C/ETiWrvQtZLAwaYIV2iQy48KbsG+5R0CfSRAqQAsEox84XtLny2er1ZLGY7DdlAPC0N9YDixPG40A/MAUf4oGjyzKG2ZYMZUp6JAk9/AJ0CmQU0OY6fV1TJxySHD9ALCzZH8A7zMwryj1KQCspdGOQU7itBSVLTtJcvVJL72VfjfJNoWB9sKvjq3hKXp7RnkmEkCOyL5pnnz8qpG7Qb85uy+ePoiopYyLph7Vpzo/y4SpaqTEAWYIU5D6UKZQr/quXWXHi+hTB8tmquky35g/uIE3xG+ac+BWjCYd51lteJA1nU17q8Xit+XihgCmYuxAT5VbmAFARHrtN4WBR037E8qdLjh0JQEOI8XHUrTfR12tLvGgEswlBoUYVOIco3B2o9FypdVa9Yux21f3ZtDrj+HTusqkKES6i85pock54GJSWuVVr1CBBqEbNhnELGHIAqHOLV3wvwA9B0d6D6dyngqeP758JcqA/3IDMVIEKA0rseW5UDJb6PEhBGSAE3avxP/6O/TTGTtvjg4O9WdMM8+H3j70SMrcNHZr4ZotCR3mfpsib5f31Oqh+OA4s3Ttw+NIWQqlVBwT5VVWNM/KiybyJZs0tkR+ZTAq6UpOY/1hpw0zVEoTt8ZHcboJW5H7h3t1aBWqP85NKue5r6fAO/s67OfLdbN3OzFy04ST8uZLkPjrC2KE37Sqqc3So2p6fRuihTL9WstyoU8LR/j/JAtckNVOpCFjGzAKQoFYux3Db+PN058DvO80dIvC6K+nrx+16ipkWl/MkHSFzFJM7vx1dy8F06csyj1lnbBTV93T9PfwdjkjAO9OH7QiVR6JLcR2nr+KCZJIyDXpO4tdW5UH/uSxNzQmkErSemwqFiNv+xqFhxSlYQZDEegARA9Z/xoywkAUaYCYGhalGpNsp7Az+rngJSKFCY/FZLOzUl6t9AG6DFTsQN1fW2Lr/jFE8diTIpvjMVAnQVprf4bCmUuaZAf+efVVamfMu0rFoSGUhT/bWiVCV31x3nHuez5AMWbVy/L3+nY9IwDpxv9X0/tOekxVWN4pQ5FzpduHPNhYWoa26IDHeNcDhf/8tMEFpMdhTiWeEPRfgFYCctZLGbEHWqqyhShIbAob1l0SLb9wZ5RhDQlNdKJS4X/1MXICPGFbsP/VASzBHfMeaHGZHdhX0+/DDSzyvtZ4Bbv90c3xWyAImzju1j/ZyAE9Skp15YmwNXTDBMZQnagQiA/PDkfubAYRWB5kggAVUKSOP3+YsyO87cEuR0DmgBOW6cqDSLDVwxr+PHZnKjhRXXPOmrUa7SBdixdsAQDvGcDyWtCc8PBktSbdaQPJIodUHFNdX6wJdmTdLU5Rv4m83NiR4QQf2qIy/HkkDWA8vWhgKKKlH/PrCHCVO8MN89KH2MExBDYaK/A3p2tdBGG4pCUdg6REWTf6uu0by0tsEwB1SswZLaR1UtUv3sL2M1ykMV06XvcO+Pl8ZvyA+REKcsBUEcZsPlm5zOdS5hQOE7dCcJ40CfPtx1JJNhXBgHV130/djcaxcVnDTouqgafLeEMDm6a7QfYBhkpXnPtlVdV2XylSxVi+L8nqzzuOT9w3E+zMzm1uFcUGoIZFox8qRWpwYIketP8whSwZ+Db0akDmN3O/DEVkE/Abb1olrVPn5jDlzRxlfVXIhCzeo78Q+t4nqpH5rvt6Wv029adY02Loi6qp0uEOoQgIP6RMEXyt0FiJpEoM+oMA/+YqOEoVDhDG93HooTPMWCkoAVf+MYj0nQmiOlfxs93os07/fLrkOc5NOEk0h7j7cbZPmhAMImilnsp/8xIDTtDe2CfKbc/vA3orjJo6PGA4SiElUHgV3UQqOK0WcYsPhtXT8039fMV578tgDSg9ekS/yc9iahvq9mJTFN5jOOttFv4Pw9Vd44J4malbboQ4N2SSALtWlVc4uZsF1rczCQhBLFMWDnzXWNrer5IOWa/rTvOAd1dxz/fAEpCj5YT66qy44PAL4nPwpwwB07FxXAgtbNNxmigow96O5WpipMfI/NPiKrmIQ5vPtjBMXT8uscITGdevf8UuBldR3ok6o7vpmOjtvS6TzqfvRVuyhwoh/3enAtRu9/U6vQEB8s+VNo5Pew81TISnL/d2TIYo18aHAhJ2nKGuAEFQjQopTtcTARfG3uQ02H4/tmab3uR//Ytlm/4AlrwnNVJl5nB2HfiX9sBTthcbtQkohGTyEdj98fr3NezM2HPDcWls6vz8V/yLklFYZ8k6Kfmqd8xJGmUsCvbI9DAm9pwBP/q8Z3nzP18x/KmWec0hf1HvmiHGs3yGJBw+AIUEDtATDCcgr6F4SHPj5a+ahMjKeqTdJgpqhGqEr8+L5aOjfgCrBCbUoaUV3buoqVr+L5gEMbHQuYa6/CHFlzTI3FCqERNnd9OHA8yQMiqJ+0kIVP018FtFCedPcf6hRmQkDmG70z4MJrjy5fa3cJYpZDPaJO44aN5oi+ldldfi/VNFgw+6a0U0f43qJwoThpAFLCL+BHRT3G1Tm48bP8OeA8r6bCIOd3jq1qyowbVoCnJ+ZMyElCnEk9c7oNzsnxpcv+Iildbs1xVE9qgstEhp/QKo6TzifOhOZDYBSQaZ9BPl9hJsm2fs9k4PTw7Pn7GwD88X0o4zhzLxP/LHY8BqUwok5pSXcb6X3QwIzvk1/SgNODElNuophm8n2/tfWaBsWJYkxABLjxcwaGzQdAaZKYTxnIGRJYLQi0os4PBav3OfcERonPmBT/LScCfZK1Qr0C7MLmiOlvjeRFVGD0zaiuiubvtnTDTehcUO1KvbyLgFVQ4XyZWxiYJTm/L0qddoUsFhVl5s3319v1jUrUnPQCqAlQ/w9qB1ABU3vt0jUxxEWNj/Kkfli6Y1LNbUnnHVSPc8B8ihLnK2u8js8aa8YxoDQtyBUyN23LHFH2gLukgJrPuFsCspgnZjiAasCmvISrxNm9SaDKDxqq5kM9t8ECX6hHbpwqHNWJiaXqFQCFKY/+3AJcAV7aNmwOmpRaIW+vynLzZl1D1iTp9onaRuktOx7DcixmchCeEQpC/nVDxTpKfKuSOmYHgYP2Gacw+ZCSFJaCFLQ4U10+92eSNj4oRvmW+ecb1z9wteeup1sojroeaSArjeoVNz/7XpKNK8NKSxOFj0jSXxCs8LCvOm1qKIgk6TesDpAC2GlMqqB6AF73oy8xld88J3YowM2aAkUViipxcOW2ZY7rBbYAxiCTpsJikIM8ihbKFMmrkxSUutIdh8k4J26DqyQLtqlOu0NW0rnhaOlHA07a9otar7pujVmyfLEZtksm4WahZdEHrwtMVpuDh40utKvU7bcUZDFRVCcgCnUJ1Yjde0GgAuwAYQQW7d4lOAM0YMWORT1OGwKH0jdlt4qywLZxc6DfJeubrfoVl6g6avEzDtQXJwKtJGqSP1ZQZPKk5j8fAuPAjLGBlTlyPp+tejk7lXzmnfqGDWngQl+cjxjXYr7sMFxX/0lgb0DugL4H2CjzYcqV3zAfyErivxW1Pox5R22tGSS7ef9vu+0SQ9bjEgj1+YYG83PxsQkrmK7qX3jIKkZdxcwVpvIU6/rRD2PiK4VyZM16AkkAR1eJeF4hvlVp5wDcqHlwgwQqpXQWFQnTZVsoQ8ApipQfoV3XSI+j7vlFTZptMa9iXqM0fc157VWzkwTc3Wng9mma5V23w0JWWyYYzXu1OnjD5xbNNc+9Mc/8+MTLzBMvzDBHHbg5wWY+U6e/JZ8tNid+M5OZvD2La+pzI1CnmQMf2mdKFGtKRzWBpDmftqoLzLy6aEoOmLhjxZmk4uaF6RDneRzfCerpR0iPam/Nlp8+Y96XnYm7Dv622UV+khQ3snyco36S/gqpw/q+8/69plYCn449+J7YrtwI9b3EZ40gqPiuJVUQ3QHygawkOxHDTkI3myTtg/yiRJkHypbI70eKc/5NvXsnBrPYxdxW4Qu5Ah99+kkoRK2pXWumi3P+6UcdbddmwXvvmn1238NEtSlkETs0ZG2/YHJkHqtCTrwt22LuQV0ICgXQluOiPM16caaFrJ/e9RPzs7Ouyw730F+mpYYlhbaD9x5lBvcfIj87teX0c/p2IStJINGgiRVDDWu3E+4AA/FwR3nSqOc83Pv329/sOujbeT3gt/QpAXecT5xJrVjzbHn9fdlCXimJZgcUq8uC+yk2ZLEhpXqDxGoLiDmnYyXdqKIhWlC8zune3W5uSRKZvuBFKWIHzZIloETeJ5/nsrG52nQqid4h397nf+8Tj5sRe+xh4YjfAaQLT/iuhSd+r+reQyDqKFMt8I5ixWsL3n3XKlgfSUiTe2c9bo4dNcZ0LSuVuJcjpY8nbP1e0k6hq1jn1KEha7vpP9oqTYbs7iL6d9x2/UIu4pLlH9nmPvjc+NC1FrIm3vwDM/WiTLwSvwSZFekvCKK0v0Lmmk/brRmy+Ha+VH56iqkRn5RtpX1WgA/HajFVjfnKV9tnQGcUAKt53kLZSr6rxN7pXxBobVxTJ1vR02c4CDrpIMji/iQRNAbuo0Q5OnHTzl1e33/ZMqsm/VZCPvgFZXji6tW2/tUBJj3SWB0lGAXUHAAAIABJREFUQU+TxLRTlTkpkLX7BU044Lv/uMPs8aXN/lj16/5lKiTt0tZUWtYvMV26hqeNW7/iCdO1X24y6ELPr3HNc6asl+zsTFBQnoAftzw2d46prV9nWsTtYqeBA+17nvf/nNdeMxcJbHG8l4D7GoEsQMstKFg3P/KwrYfpcMG775gxX/2aBTb9DJnz99fMlWd+P8Hs4qtsMcgiKF2jRA52M7e708VcuDVCFs7OM2Srve8oHX8pktUAhgCfqsoqC0VHHnBMDhxxjNd+etckqz7hT4UShRkRs9+ZU04Wh/kq67d19rjzDcB154zbxfdqjfmuHKcNalhGvdrJjkUB3FC29t5luIzdK9lkC6i1NUIWytmNNTXmOfmfUqwHiJpUzskjtVABl2Cra8oHKx+oagbgBHhtzFe+0upDOp+TA6S6jNgcENjtg2Mbq+tMyehM/B63AE2ND8w2ZSePjYQn7X/DR8sKgjR37Kgdg7+SQL8/FdhyTXuksQrKsHCR7Dp8or7eXCJBJYNSXC1qajJjP/sssVmee/pQiYM3XL6ETBXzYFw2hnyuV9o2mLRRPkfvf3Pipj5kLV08wwwaktxNAyWsSX62JJjVLb3DVA7Kddx3wQsgAsKiQCznfk+gfCWFLGCoWiDLBx7giIKa9booVBRAC1VL3/+89/eR44DW2nV1siO/0gIZBRg7dvQY+/u81/9u/vrKK1bx4niVBO4F0CjF8NvaYpBFdN/14tweBlkkI3UjDCe+67dwRbbPL6htlK390VG385mmApYqVHfOuM12AyxR+BuTIcd9fypgifaAFuCF+bBPjz5mxvN/sn/vvfNwC170of2p+RHwAtyAL8rg7TLw1pal2JCVb/7DpOeopg/q9xAFC7+SuOCPcX0DbQ/Jtnp+KEn9XOL6/bwe5xvvJTffZO687IrsKbp+Fvye7wdn47SnTekxB1lIAoY6DxkgUFVrmmbOt+oVpeH+pyWR7XEWxJpmzJfAiQslIOJYq3CVn3+cbUfhb0rpMSNt+5JRw82GxcutqRFIa5670KphQJv2ZeuPG5n60in8hAG/3rdqkkeNQn1101gpYPGaq8y6iafVNJ/GtM/cGJ+k1Khj3N9bErYIZksJ85tb9slfxWzew/Tp9zWjZsJVK14xPauG2naYDYEuIAtoUlXrw38+YOt067a9rcOP9sXvHNO6/N/UVJvtM/UFz6NB9XtXmdLuw+Rnb6NA1VnMg51KJKSDvM5r/E5pqn3DlAhwUbdBXqcevzeLGsbrvEYbgAwzI2VDc43U25wqCtNjUnXs8IkXmjH7fqVoqlIey1Nwky0CWfUz/x4KV3pGJBndbsZ/tTpBdh2ScsHP0F7wShSpA4JJLpPdacRZSuuTxY6yqJ1qTHHP0webt+/NpFoAmn731F3muEMmmOdFqUKhekMgS32xXFMf8AR4AVAAkpoM2Y148LBRWXWKegBXtewqfP6NuVmVjNfon/pLxRneV9CKtHzZbooBWWr+oNO2BBQ3sjzj4F+Sr28JD65Zohhw/jgCa8GEw66rLfkQKsY15hsoUvx4+RaJPA8Y4Q/BN0eV/dV/gnr8/sjkKXZo2vqmwIz/RfesUnXCFZPM6UcebRb+8z0zep99Rf5/z5oFXL8NNT3wTVe/zcadW/2195uKy04xqEzAD5DV8MvHJF1INwtHZad+y4IVIAQktSx835Sd8i0LZfwNPKlJEbjCbwtwo7QIYFHon8LrGYjLBJ8FwhoF4LRd3Fz944DTubJGQWl1uM9+Jd/03xNfFQqpqN4Q+Hl309+qhM2WXYK+6Zv31/dWrrTqFvclSlbYJhXqkheRLwz+7kXGYB6Y2Jkj76HQIrsPNwqUdYpJdp12jaifBLIGbP8NA1gBR6Wl3c3KFa9aeLLXSV4DkoCmFZ+9aKp67WVfB8gAM9q59bQvfY3/ATLqDtz+66G+Xi1vvmnq77nHNP75z2ajrBul6xlnmG4XX2zT16QtqFb8AFIbBYgw4wFBClC1S+805fIaANVj5x+bhpVPmeb6Dy1MUVchrUz+bl4vgUsblplOXSpMRb8jTf1nMySQWSbXKhDWVLvIdBt4oln36UOt1LOgefN+puhnQNi5BX02pF2Htqrf7pCFgkU2d3JSkZuqy5C+NuEo4FW+Kds7J0udftPOy5437chv1U1yXZE41E0emu/i8EDjTV9MM4xCVlwiYH/OGqyS178jUcXDQgIASr6KhCrVs1uV3U2I+qQhHNzfw3y4GE/bY4LEHIhipf3RDrgilMOiDxYWvGMx6bUqBmQxFuYPytliagvyI0k6n7B67jwLMQ/yEMJ084T4vWjZmh2Cw9aLD02UJsx6iz/91Dw2b66FqzXysMBxFekfMKLss/vu9nccUnkdGT/z+h4WuD6y7edkP4Svvvs3FuAuPP67WXjiNcwHQJZrcnBNCfQXVwClDYuXCfCMsABli4TmMJIhAAhC1aKo0zv1KQAYKpWqUEBay8IP7Oumc2ezcbU4Tkv75hfeNBv++a9NfdVtArmMmoWqhfqlSlrcXP3jfAmg+H5WfP6NFZMdKpICmK9skdpqmCRoD/OzQsECtF6Ra8j/+HnxZQAgo3+ADYjicxYz5OCSzAM3qD81X4apzhvEX6zm7LPNBoHGbhddZLpKHjshnbTLEVp/7ksX2cC75NkMKkDSunWfZJUn6qBYAVEVAlr1ckxBS5UsrQN4oV5lVKuMokpfwNTy5aKGds6cByoWSlhN9Ts5ataGpRJx/emnTf3dd5sNH38cOL/y73zHdL/++rzWQ5UlIAh44v/1K2ZZRQqligKI4ZuFQoU6pSZF4Atwog2Q1rmkl4DWxwJa+BV2suBFH6hggBeql8Jc3GQxF156602m/q/zQqviRzXyP8408399t/1s6Gil3SELmAKqmsUnq/IUiQsiyUHdRKK6QChZvQTCVLEiSWkPyeje8Ow7pm7acznH8O+iD44nja3FQ40PmBr5ICimypEvZGnkbuIyxSUR7mg3UVvMp9iQFeRnEjZvnHIflocCviJRihQPkf3kQc89VAjEuf0wJxJis9PqEHkobW2l+YUXTOcddzSdBw0KnDrKEx+cx47KmJsVolRdAp6uvucu89TUW+xx6uM/QcH/gt9RvcZLEtg9TzzevPibe+xrqoIBUyhbqlABWew0AthcFYx6tAHKMEdsCWf59rq26mTuhjHhnvs3Ua02yv9uLCtVrl4aMMCqU3GQxTmoUoaCC2hh/nML9zMQR3+8r58VNQrTo2tu1PqMd0h5easvRM2vvmpqfvADs3ETMFK/y267maqHH7ZJgYtRNHjslgpe65/DRvHvbPjDH8z6Rx81LW+9legUe9x+uyk77LBEdbeGSrz/v3TSCebJ/3fTVvsebRfIIlN7Z1Guup1ykCF7O35YgBbKFf+jZrm+WahWH+/8I9PvgfPNBsnR1rx4hShdCyxAUc8FKVW4+t72PauOAVyYEzV7e9iNhJ8BD1LK3vJt6BmRw4tR2FlIRO+0SlYxxv489REHWW54Bq4fzrhHys4mH4pUyUoCWYA3u6dwXMevyvdB8ddXv3mjOL0iD6V8SzFiguU7djHb1V56qX0oYMrpNnGiNWH4BbjpJGvLwx2FSZUmtlXz+nCBoQO/f4Z5+6HNagIftFfffZeFItQoIA11C8haNvNJOwT9cEwh7saLJtrXf3zzVGsuPPvayRa8qiq7W0f4x2SrN4Vj2p+/gynooec/7DbIgzDf17R/1qtkr4xpSUvpgQfaX/X/kk1/53u9gBfMcTZMgihowBT3+G/79s0xQauJXb94qrIVFGcOSGKjxx3iQO+aAOnjOQEpjrN70TVxc69TgC7mQB3eu66SG2SaXP2tb5kNH37Y6vRL5FpWSTLgfBUtTUZOwNqPxfF90Tu3Gx+ycIanaIw2t01Y7s18rxPtUK3qJk+25sC0hXup99/+Fmo2xDyPAlwsxYcvRdOfnWdN80lN72nPacAxR5iLRJ1Ou9uPud3y6CNmyICBRj8P0o5djPrtAlmAD+a/AXOvNOprVTNlulWpFLZccALE8L3qc9sZWaCifs9J41uds/ajkKbQ5Zoa/Uaur44eS+OwGbXwv/s08yHSlpCF6rVaIo2TzJiI4W4ql2LcFB2hDxc8gj50mSPXEfPaDfJBv1Y+rAcL7Mzu3z8HtPiWrcdejgAh3Z6OKgWQ4bge5/+kvliFOtWresA5FWJy9K9bzamnmmbx3+CbbYUATxfvQV7s67x6zBizYZN5lr67X3edKZ8wIWeYIOdzd6cQoBMUFDAodk2YH4bbnoeKFkyOqljF+XCgIqwXv5cGedAlVRGKvZ5B/QFdXb78ZQtf/CT1wdGwDQT+5EsBsBXmOwhY4ZSuzu96n/NlRr/EcJz3yl5i/sMnK+kmD77c8r4CsvSLEqFO6Au/Q173fb9Qr1YdcEDo8pZ/V3L8XXNN3svPrkIi6AcpWUTs5/ihEkTWBSpeGyA5PvMJEBs10fqbbjLr5KeQEmQ25P1z6+8ftub5Cyec0ApYeJ9cestN5m/4Pe6bCYcA2Lg7dZkT9W79/SPmijPOsnWO+OFFZvwho0URfjXni5HO36rWojoXsksP53cK6jbvbdwMKKjQPeVL07JVK80Be+2dA3l8qWJON1w4MRT+1B9U42MVsuZRbdsFspgA4FQiihUFWFI/rJIh/czaX87OAtS6+2UnQ88Ka0qse+B50+fW79k2QJqqVfwNTKFWoZI1L1lpel3zXVvPBbqwE3cjgWudrQGySCbM7sXFkpYFtawtdjC21Y2Wtt80gUT5wMdhF5jim/M9TowfXlfzRdg1VlWTb/ZhW9SD5v818RFBHShGNHmUhjebm+0wxdhphXPsmmOPzU6bb7hV06YlAi3XjINaF7RlP2g96n7+c7P+t7/NHsJsyLfqrbGsGT++Q8FV2BoW4vAcdV2AMvdLBn/zPsPHii8z+Fblk5eQ+9yFMvplg0eUabxx9myz9txzQ6fbZehQ0+vxxwu+zVzIItPA/AVXmjqi9B90d9FhKmiyqgQXeiK+mgWkEMaADSFhQIGvJHCFsktBGQaifIdzXp/827utiZ3jpx1xlFWJGENN/Dp/XsuMmYms7hY3tQ3q9n1PPmFGiD/VDRdebKsBQAvFHxOQAvxel40sGu8K1cya+DeZ+f0diKjXtHtq6s2hoVvoH8X8YdlUUyxVL+y6tRtkAUXVU2aYqknjsqY83WW47v7nzTrx1cLMB1ypquXuQgSe1gJU8j9+XJgfUcKoq+05SY7RBybIsOI+wLXOloYs4ImdhWE7Et3kwiQvJqFwn5LOhb4fO2x7V21MAjEuOLvKl7vzL+gaq4qUxDzoL5aaIvNN++P3pzu9gEVKIbDVNH++qTnttJwh+PDtNX16qL+UVmZNUDoozCloV1rQjRM0ZpCa1WFvOmdiK8VsubUUYLan+OK0tVJZ6HoA70NFWVZ/r6T9Nc6YYdb+8Ieh1UuGS+y+P/4xaXc59VCkSPVUWbGjIXfkM8+fZSYc8ZyZ/fyZprSkhxmz/02tAMtt43ZG+w+W/Mm+dOC+k1PNp0H8rmp/8pNEbUpE1VMlk92FqNXrxSF+oxN0U9936tMU5RQOLN0iitOVZ55l5v797zYaOub8GwSeFEA0/hRAw8YSIAbfSDXh8fqVom6pUhwW30pPUH0lcQE48arLzfDddrc7gq/43pnZPukDNQq4mrvg7+aOn1weCGxAlc4FeDviPy+OdYIHKlHq2sMXs90gK9Hd41XiQUuJM9uk7TsIssJMUmn7zsdcqDsLgaegKPEkKyZVD2X/HuU2YXFbF6DvPRl33+7lqUNRFGtuqhQl3Zig0ONeS9fs6H+4h4FZ0PxRu3qJ0nW2fLDo/aimyDSAzj19J1GI5UOMXVi+D5lr1tF5AFtBdePWOQgU+HDuKYpWVHHBKgiyXJXDd15eM26cafnHP7Ld80CwPjMJC2Y63zzXIrup8FPxi/or6evABuazpCa0qCmFQVbnHXbIQmqJmO0KGYtzbY5xaEaRdB+eYXNOo1QmvBQFV+PeIICpAruGakjrv4hv0trzNu809ydWst9+purBB1PNF78qzH+z5kwQX6vjJPXSv2chq1fPPe2xMFAi1MMASTelOTjf/uB3kpvyPrNR/u256+nW9Ai0JS1c42ox7Ws4hrB2mAEJ0xC0qcT2ccop2XulTHzYevwyk/EDQPrxLVPNceKTiJkP050CTI0o1YAYflqADhtSNLyKOw8gCujif/WDdI9jnhsvbfHLQiU6fOJFdlMKhWMoVa7zOnNiZ7D6QbLjmNfOue4a848HH8kxL9Lf9uOOCoUsgI0C8DEWxY2V568nIHbvrCdsHfrG5Mn5M26cX2bSa+rW69CQpaaeQrPC+wsTBFlJ1JIkC5wPZGEG/MNntSYIslCw/rq63g7dln5e7rm9VANgNZoj+lZuUbVMzXhJdu5p0EUUKY35wzlFJYlOA3E8MIhQjXlQIU5VsiT3Du1JZaKBRZkbu66itsbja6amTvxW7hEn5TQ7DsPMDz3vu8+UjgwPbAlYYXbtKQ7S+LxhLuQ9w9iYDzXHHGtLYTeYwiIf9M0vvpi9ncJMhkATgAFQ8T/A0SQ7E4tZGLvLpl2O+DHxO2CUxIk8CLIArF6iqhQCVvmen93CL7CBj5i7vm5/nCNKZUcp3B8kftadhH64iKTzbBKTc833w1OclI4aZXqK/5wWzcH51b0zMZaCyoMzhpnxY58081+7IgtMqmTtOOCbkVHfXcgCsN6W5N8jRbnq3zfcbyxsHtz3AFaU31+XL33J9JDQDHFK5bqpU039zZuj1ffdFAqFsYEJ1CpMfShOwJaWA75/RqRpjXoKMjeLX1cQZAEuHMO8SF1ADjOhvo7ZEIVMzY+AHeOilLkKWFjwUV7HnBjkwM54QBLQlCR4KXWoyxxVUVM/TjWXJr03k9TrsJCl0jInkWRnWJKT1TpBju9BD0oUptXiXE6KnKQlDLJIt/NSTeahNKRrSSuHddr5kIWD+6PLM7sV0wQ3RYUa3LU0L0BSVe0bvSvMkPJMTJstVXT3XpLdnwrkvuoVZnZ0QTupEqW+X0PEH4XdqNoHPircP0GKq8ZiA5hw7gUCidcFyNRIol0N+hi2xoxxsex4BO4oaUwtQeY7+ojzlVJzIf/jLwNsAVZLxGeMNSA/HQrFcIGuebKLzN1B5kMW47kf9vyNaYPdU1uyRKkCzGuthAsgLpFb0qpy2pb4S18dNimVuhG1NsBW7SWXBCpcHWkLv37xualXLwvnfriIpNc/7D7W9mVjx5oev/pVtjtgae5LE82EI58PHQJQGrT9oWbpJ8+0gqxDD7orEphwhq+U+FgoWQpmX937J2boLqcnPaVsPRS6qF2EFRIPjJ26ScuqfffN3hf++44+gsyHQMfDk6+NVHFU/aG973ulc1NTIiFYVMUCpB6RvgEadgm+/dDvs+NUfGOU3ZXoQhbjnHDlZTn16B8Ymv7sXPPCr+9ptRRu2BfMgOxSfvjqTDo4v6hpFMjiXE644jI7V15HBdN5J13vJPU6LGS5CkSxIYuFUdOSLlIQZE2XHIS1koDy5AHRWdYBKPWPelQUqTpRpoJUJ+otEad10u6UStS+8f02Bx0Fsiq7dDITJBCpFhSlt9Y1msECO98U6ElS1LQYB2UAXOOGja2CnjL/3StKxam+PMlwbVoHQPmafEPBRynKnOs6rhMU0TfBqVnP3bmnAMfuqL/IjsSkRbe0645CN53OwV5cKw3GSN/AFVG3dUeXQmESwHO/cKRVdYOgh/lUXnGF6XrmmYGnzXsPuAKsiGkEDOLoDGQBWDw8Kb0Evj6S13CAVsAMGs9XzlbJtvs400jS61FovTBVL8hHJg5Ow+bCA334nufnpXSE9embh7SeayYqdG2K0V7vcz7DCReRTyaEZomDVn3CCaHTKTvmGNNDVBy3oFS5oRhwZF++8mW5BvtZHysFJW2jpj/a7TLouEifKhzkKdoG5ezVRVPMOglkOmzPC2z7JCXuy0Y+/ozu5pNejz1m1S8NvKtmwqvv+U0OxGA6pESpOChh3xUgoYRBFnXwn1Jw8f2yAKXFyz41F4gvFAoWAIYflh8DK0iNUl+rT2aQHSL3eayqGAqb1sN0ic8VBaf/13HSP/IoQ6gYdliiiPl+WYyLuZO2heyG9K99h4Us9+EVlhU+yY0cVicJZAE+SQDnL2LOw2l9/57lJkkwUgWh3uK4roFHAbrVAmH/PnDzDaQxt8b1S262Yy5LxMR4koBhVGgHFKu/rF6XA5DqhwX8aVtg7Nk1mT5xygfe2rMoQKFm/VHUIv9DWu+TKMd1Neu5Zkd3+zhhH5L6/el4LvgDJZgCVW1y14ft8jiOq1+KHguCLH9Hl9Z1ISuJadIdP8yhNi6eTtQ11jhI/jnRJglkdRSncpSpnuK3EmT+w4yz6qtfbbUM+uBK8h7gwd7YvNaapIIgS/2CkvQVVMffzal1ghSMfMcoRruw+zpp3y1vvGHWHBcOLkEhC3zIwveqUa5H76ovm9H73WTDNWipk1Q46n/12OzDBJY+sU7vgwYeavr3O0AUyB2ydftL2Abarq7+RyuTIqrWfFG5uncbZA6VHYlRxd/969fNB7DoA7Py6m98w3anXyCArLOnTDa95XMIvyt8l/wddbojjzpaem5KSK/1gRDgI8rfibbUq66rNSN226NVXSCIzA2Mz5i3Shwr3weLPoJSXu154oTQkAz0hT8ZjuyqbOEsT3HVMt1ViNp1xffOynGk5xhhXnaSlFJfCMg6VPJgsV2YktTxOemblnpxkKVmsyRhEgAbYlahQmmC6DgHdVW8FKoUzvRvHd9Xt+LO0e8nrL72r4qbmiYPkF2L7g5H9c8q69wpVKGLm1Mhx11zH6DFgx3lBFUFcxaBQylR8aVUtcKv6WVH6VKFyw/7EDZfwOwMiWgdFuEd2OKe1YcK8w2LHxQEWcznGQ/46OsMiRNEv/kquq4JwT23fD/IUbIwIQaaRz2fLPfDXsfekpCFXxX+aDyYo/zSmGuQT1vX733PVF51VaJbGshatvIls0aUDh7O+Oy8+sYU+zvO0YXGWgozoyWBrE8WrjPbD8/sIHV/1xN7c+Zq88miTLBmSu8h5earJ/cLPe9X7l9h1lc3m/rqFumvznztlO3MXsf0zqm/Xo49PWWpjFspx8P78gdpEd+iNUceGTo26XUqJXyIW9TnCgd0VZpI/AxsYdpjFyAmP46/L8FGNSk0pl12GxJ4lPANy+X6aSE5NNeN119947rA9Dtc80efPNgQ3DQsUCkAT4iQsPQ4+b4vdZ4ary7O99JfUIUMMisU4gCuilYcqFCPbA1Jg5hi0svkOM3kisy3+PlO8+0nabsOqWS539w5kUKDPQYtRlLICtvx5/bpgk1SOPNNkWGQlWT8oLnEKVnqUK8QqSqWa67EvDlDFDbUK3y8HpRo9kmUvaQ3X9J6CklB9VGKyMnmBzB067qg5sKYa5LGrwrF6SBx4lZ4AKowlQE4gIXmFcTE6KYiSXoebj2Aisjb7k4r7knAjHkwLuO5Y94sAVKjzjNsHmEO8G3hKJ1EyQozYeazjm4blCm3dJadhpwjhYjqXXCETxGQNQhi0pgMeeBimkL56CW71YgcjjlJH7519R9n/bQUyHiIJy1hu+6SQNa9p75jTp821A719JSPzQfzauzvu4zqaXaVnzdnrjLjrt0pOxUgCtDadVSuqQYYe1/aHnLeQHucAkzdMe4tc/HcYTmnwpjfmjTIgpjfT9Q5b1iyxKz+5jdDq2D2xvztFmCJtQSWMA0CtvzONVj0zm226oH7Xi2gtaOZPvuIrGkRR3YALCx/Ie0UpNQcSf+AG6ol8AWERbWP8sMqFLCYnyqcSe6DpPfatnr5r0CHhCw/WGhaE0mS5XCDVFLfHwNlB6jAd2pC/3DTm9ajD1Qo/TsKjt6qazQvrW3ICSaqCpgqSwpBaSFLzYVxPlmEhMBsqZCFadJXsQA//LbUpKlt4gAuyfqnrQNoPSg/GrAT0MHHCR+hJH4eGg/LV0Xplx1QQaY+f45hpr+050J9gMo3g7sxvbRPzvNoOceksaqC5hLlONz7r3+NjZuV5vySQJZ9EIvze8umHYZhu+V0XIUndgfavIgePLXlbj8/ij1z8k2GLizpnDEdoYLwcOd/1JLR+9+co24AAuxK48GMSsL2/6Rb/8PUkKQ+WTMu+8iCEUCkkORe5/fnSdLjqi4WnF65/zMLRt+a1DoswerFDVm40vYoY8/e/qk5/rZds10CaZQgBYuxeg8pa9WPNt4gu3pXH3xw6G1YIc7j3f7rv3KOo16xvmUCuRQXelATuSb6GhDMugNhANQTonb518of3G0DmOFAT8GZftdB3w4NXhrlh5XWyT1sQRS+v6iQhUJWiBKX5vMuSd0OCVlubCNOYktAFuOqSS/KZKjg4cKQvhbkS6XqEP5YhEhQ3yeFLN3V58JbHDC5F1oBLsrMqHOg3XfExLmssdnG4XLhSSHPdeBXlS7NfJLchO1VB2UKM2OQL5Ga+nD01mIjWovadLCoWyhdSf224s5Hd10FmcE5hpJLKeaYQbDAGFEO8HHnEXQ8yKk9jdkCIKRYoApJMp3PvPJtE/RQ9E2GPGRRp9wt/KgbFV37moHbjcqanNRRWueCQzzBLvHjAbCShgAAsAhcGbQrTXcXuiZAgAeQQkVSEyFgAyBh4sOs56pQzA+w6lpVYj4Vk+HYn+wov3dJtITAFKoYKpjbRqFOx3E7Yx7MJ8yEuFH8HVd97Wuh43eTQKUVF2ZSr7gFYFK/tzTpb1SBTHTCKSpF+WFhxu49Z06K3qKr8mUnTXy6Yg08ZXKDOWZ8qRk+YnOgbM6b93Jbfhly5695TIt1ToX2s1VAVrEChbqLFadkUVcd1FGzgmKOYSqpAAAgAElEQVRGKdBQNwhG/Hb09+KmMA5+fwo+LtCpKkX/ONUHhZKgXZOoTZXieN9ddie6YR+oTzu3UP/JlXU2LIQ6sivgqT8YfUxfUWsGlpW0cnRH3WLHpWtWLPQm/KK1V/Nn2p2C/jpV162RhMe9si/7f7v1w5yk05i/klynIH+rYqtlSeZRrDpBD0Z/zVCtKECSmqlQt0pLuwt8ZcyVc1+6WEDq362yRektAS8XitmKWE481N/+4F4xM212wA6bvw3fIIm4g3ZnEk+JOF6oU/8SNQmTnPpBAVhqIgR+eH2ewNcaARwUJ4WjXqJcjRKFi2MoVwpAwBjKV1wBll4VQKMfV/m6U8yHZ8/IrEVQwWQZpJTZuhIuZKVEdQ8r3QQ4K84+O25qW/R4nB9Wmi8iSU4EB/gkX1Juv6XRPDuvRaAoA9FDdupkjj5Gvlxu/lhJMly2zrgj15lJl8s9NGYzlGsssPaK4YYTPNHrVc0KcqJPdVIFVu6QkOWbTZJsc0+7Dj5khfl9qa8UwLRXZbmARxfr5P6mmPwI1UAJUrpUzeI4qhJmN8AGBeuQXhWBMaxQzvqUdMmGawB2ACJ2HVKYwxDxjaKvRlE7lskOQQqwRJodVcXcCPEobERtB4xQojhGcZU01wmeYxrPy1XadH0V0nCEJ9RD71JReLZwPK20196v397yst7faWJeuXMGppZ+tsT8/d1XzJh9NvuqLFm+2Oy9i6QYccBL20V9i06zYy5qrcPG2NrNFnHgiFqyRnabYfKjYIpqalprdh3yb2bZihckmvjp1iTIDjYXyFC7eI323WUHm9YJWuMo9Yr6ncR0DmDxYEXFArJQhoAeHNHVNPjI+f+0vljAkzqrozr5zu8+9ERCUMCEUa7w7VLnd9oznyAlC78uzJFRzvBRmyUq//u/TdfT08eoSvS5UbtGMp3nSRzOAFF5CZOaeBPNN0WleXNazPnn1pvbfpUbHqi6eqOoUfnFSDz1xHpz3gVlOZDFlMgEQYaGoE0jOLSzq09zHBL5vUru5zES6gVQ4jiFYKq6szEoibyeOlCFg7x9X8hmJ+KzseuQfik6TlQfKZYxtmqHhCwfgNoCsjQ0gK5Q2A5GN4SBv5pADwATlOaGdsCKJnMGaoCS3URdCgutoCY638yoTukKdToPAOoQyfeIguUXVc0AO7/gvA7oufPQEBLUjQLB2DtqK6xAELq4bcnFOi1MgftJ7C9256VNL+LOYcnyjyQDvaTl2QRUUSqWtgszGabZMRe1DkGmNR7+fSQfWkcrJ12+2Pz0PwaYvXaNjweXxM/MjZ2EMrX002esjw87CHHAxqRI6ha3KFzpDkTqB/lkRalX2p/vMP3789+3ChWmQmBHzYTqGwXsLPrTKtOtb0mOgqSwRTtVrlQNcx3h464ncJcxUWb8uPy/3fYobCfctlukSXKlqHRmUwJ1f+zu11xjyr+biYlU7FJ75pdN5ZRZptOAzZsA0o7hhlXw27pwnLbfQusDWVOuaTAzZmV2mRZSFr6+wVSv2Wjmzc0kuZ90Re77SpV0X7Ej3AJ5EDUHIiAEGH34yb/MhZKsmkjuwBU5DkkITXgFYl3xP0Vjf02XFD0cpw31bZ+bciliPswktH4vGwsMwFogYLeP7KQsdLdi3Lp9YSHL9/uKCxOBgvPPdU1WxaIQF4uAnUGAE7foUcdRlSgoZn7hGAoWBcUrbmxAj+Cni9c323ZlcvPu1k0CRwYoT6T2+aek0olKUl3IeXXktgSlC4odU8iWYd3R6JsE1QE/SaqgYq9ZmMmwWLsMixklvdjn7ve3y3FvmweuHmxGbgpjEDVeEshqi/nGqVeMyUOaHHV+OAoFF/73zXSY7nYYUWm+fHRvg+I0fkoGIICi9+fW5NQHsKjj+1jFnS+Q91UJ4+DuIuQ1wE2BT+GNcA/6Wli/q/bZx2yUTSpBpfv//q8pP/bYuCnldXztCTuYblc9aLqMGJNXexpFqVjFcnbPZ3KA0fnn1Ju58yvzaZ7TJg6yNF4fpnbMhq5/loIWOROBLNfUx98EEyVQqoZ8IOAphc9nN6goYIVKBTS5X5zd3IY6afoF3AhMSt9tCVodErL2EFIlFhGFHV2FfOMPu3vSQlZQPys++tSsW1Nrhuyze8E36bYOttwK8Ibjm41+m9KZqEztB+5LMlPdIevCO07t/7Zihb238zEVtixeaTZUrzOlwwcnmUKrOlEmw2L4TQU5vW8pU0jcAgFZN1w80Bw/tiquaqIAq7GdpKyQRL3CWZpgqkFhKTAHzhYTHSEZfDMcapXuKOT3N8RcR0Hd0rq8jvM7ryXxxaI96hdmP/y8MBPy45oCFar4v158vCrEsT4pvK2S8BwbJV5cUOlx662m7IgjUq5wsurrfnKkKT/18rwhK0rFKraze7Izyq3Vp/tas6o2OqNJUL8zpzcbfq69vmuO/xaO7xRfyXLXwVfOXQgCuIAqElcP3313G0drH/kfcx+Fz+mr777LnC7R21GzqItyxd/E99K4W/hlaZ5DIs9/Zc+h5rczZ1qwAuaoh0kRKGtrn60OCVluDKt8AzDG3XBJIWvxgvfkA6HW7Dlm31ZdAlh/vvX35rgrzogbLuf4a9Pnma+MH5WqzRelMm8i3jgu2PDaYpGNh8gbJOgbBzB0qyQnvf7Ci/Paukv7S+RN6aeLcH21+P3W3z+SyVQvb9K4ohHlVbHCTAhgEXMrKjF0VL8N894xDfPeNj0njY8bPvR4mMmw0Jx3YWEituQ39ahFOnrih+bwkd3NDyMCbGr79lSykqhXzIsHFTnt2mvHVr43HECVdGdi1BirJQn0BvkMCCo9f/MbU/r1r+c7xch2LmRteP9103nXEanGKZaKhQmakmaXZNREMRXefitO783iQ1VuPvpwg/WjOuW00mwznOLZKYgzvFvOPyeTg9cFLBzeMTuGQRb13c+eYjr6B/nUtrefbdRaf2Ehyw9wGWYuRK16e87fzSGnB0cc/tPke8yXRu8bCGFhC0+btGCW6p29FVbWbO3AlUq+nIaqTNjUSTzqgpDmmvqdKFFkeddvJrTj25HbD6/xxqPcN+uJbH4qXlsotvrjxWRIH+TSGnfIaPvtScfTvF1uIlNd4qBx9NjXli2z8bdOlCj1JFRGwSokkCmQtfb22abftPPyvsJhcXqCUpOkGWSd5I6rv/nmVk2K+WEaN5+7HlttwWlQ/80PirA2+GRhKswXsoqh/PlzS6JesYOwx/XXpwqqGrduHeU4D/XHZzab6U+09hFaLUmgN3z0UeBU2/IecyGr4VeXmrJvX5DYPytKxeJE+rz6amJIDgoTkvS6WR/BZX8JzKmIozpO7i5c0S8qFcV3gOf1++9rMtMeynWWV8ji+MLXW1opWfTluhMEmQ2Tns/WVu8LC1mqNOgFcyELhertuX83ewo8AVmPTb7HQla3qu5m8IjdDUrUOlG3DrvweAMw9Rsy0HTr1d0eV8ULMKPQHtVqyevviTye2fFAf7zWb6eBtj51F8tx+osrmkbGT0Yc166jH/eTdep8sa1/XaTiv4mMTOJOVCRVu5CJRwiUHTt6tFW/psuuEkx+ursE+Rj7PeoXbZCN+Z+CQyUZ19Uf4N5Zj5sLjz8xJ0kqEAfUMQcd213HoHHc4+p/pa+hYF1dJc7q4hsXVTaKSXC9AFXFMbnqKZBVM2W62W5GbuDFNNc27IO/0FAOpAlpeeutVlNJ8yBJcx5BdX/26+Xm+EOrEjmzFwpZxdwx2fCHP5h6grMGrJ+eJ75XKFdhSb0LXbuO0H7nHdYaCQEWaL5ac9RRpkUclYNK1SOPmBLZieaXjcs+Ej+u6tTqk9tPw7TJpmT46LzMhVGBR9N+qXF3paa9VoQV+Vgg69CD7moViw3lifANPkxddmmDKFXlVpkCnGbMqrRmQaAMU6AbB4v5oG6hbAFYYc70/hexjqpyp13fuPodDrL8lDpB5kLABUDRAqQEmfP8eu5iREHWn2/5va0KSKE4qfJEf0/LMQCpr4zPHPy6zGV9bb156y+v2DlR99l7Z1nIoo2CGf3SH8Cm8Bbm2/WQ5OhDedNcjm3lpxZ3s7T1cVQhTHcTTzzJrKquMdPFKZGtvChSrvkQMLpX1CgAy80cr86OGoyOv4Gqhydfa82IgJzCFXWAL93O6//NuVL/kclTzIBjjjBkePdL2DhuPUBriahZ5EdMkxKnaeGSVr5X+GShZPW6trCdVGynbvnHP1qdT77qTFgyZY3b1Bb3zZvvN5g/v1hrJp7UN6/uOwJkAVc8eMJy2OmJ8UDudvHFieIeBS3G4o82miWLM2FgKD2rOrV6SOa1iEVshOP01w/OOLYH+QhVf/vbpnnRosARcaTW9EmAVfPCuaaLmPXW/fxE07n/TqbiR7/KUZ9QpDZKGBTdMVh+6uaUPE1P32fHKP3WafZ/hazOsruQfvV1jlHX/dufXNBGEK2TxjzPDtXOnTqbkpJKG/SWmGoEtgW84gLYagogxg2CLFSpxR9tyFGeeE3jZs2c3iTmwkxgUdQuFCtgyocsYGzU6BLb7tSTMqZDv/jJ6gv9YlfE269Nu+pwkOXDjwtZKEyAjwUWUY+AHP7+eNEHpveg7awDOpCD2sTrLnwBMqhNWqIgS02A9IGapT5UtKdPXu/Wq4cZPHy3DCTJ68wH9QuoWinwZMsmxWLdmrXWQV5BkN/VzwvQ4nzor++QATnwiPP0TyXaMQ9pt0QlQy723QIkzJJ5UFD70oBCmrmoDV1NcyhIABfbdYN8oA74/hnmRvHBUodIxsK0uHptjdl3j6FW2dKCmgVMAU3AFuEaGOfwiRdZNYui4OaGcgCicJJUeHNBT1WsoHHSnLdft36mKKANTaZsv11NlyF9DapWs8CVOrujZKlPFsfqHphvugzuY0qkblKH+LBv2PnmTfM/PPWckkST//3savPoMzXmqu/3T6RA1dRtMJdM/cQsWdYkIRj6Z3cHAl01dS2BuwWXLm9qZULcUpAFkKpyFQdXpBMCruISWUfdbygMD96fiY0XVHqK3z8PRx6gR4/LLzZSIfe72xYnbEogZJ14oml+5ZXAoXpJgNYuu+xijwFQLeI7xU/ldbPMRuJcSdHdgYBR5/5DLIQ13H+tBDHsKY7tGciibelhp+UoXwpZHG/8062m4qqHMnVF4So9aHyoShb2xYO2acOaENiWfIiEBaEMH3q+9c3SaPYcX77iJRsyxC/UeXJOxkIybOh5Fs7cgm8WYRdcR3UFJmBL/a64j7hHiKF12aXrzWVXltuQDWvkB58u+uCYgti0B7u1Cmga5LdZrBh9xboH26KfrQ6yAJl+O29vKnpWZnf2LVn4T7NRAnR2kgCZ/A/AYJpTkMF53VeJ4syFLpCx8ICR/5p/QRSYALO49lH9oeZdJXCFguUW/HnyTRKc5uZhfMYmp58LeH6uvTR9xtUFqDD/UYh1okAD4Oy8KSYKx0bvs6/dRQIg+ZDFce0HBUx3lwBfBLZTcyHqFAWwqhJw1LEAN4UuPY7yxXjMo7fUJbDdhcfLll+ZE/MNGqeQ7cCrzr/HlMnuQYAJcPKVK473ue0MO/9aUbUqTznI1M9cICC2IgtfmBXZheibG/UahJkM05owtL+whM9RH6CY9p6aL6A7skegiQ8w6lnZRX42p+cAsE6+YrH58i7l5saJmTg5Wn7xgOzalOOAlxYAbr6khfHrcjyoftg9GnR+ac2FPGCAK37iCteh4owzCva7wsfpikmZ3V4nndLagVnngdL1+Iwmc/JpZdZEtKWKQtYHS3u0ekDXSBLoprlzA6fWW17vLO/H9f97jtmwbLHpJnClpeX1Oab55adM5yFfMhslWG/jn+8TwBpuFS4XqHBqb5Jj5edenzMGPlnUKx05TpSxk2zf9LlB+kLFYkwAzle0wpJ303nU+0zjqukkSGgNRJEp4O3377U5FbUQm01zYxLwNswp/sEZmUTdQZDF61x/17m9Wrj09lsbLDwFRX6n/v33NZoqUURPkXtG62BWxOyIKskx32E+CLK+CCbDrQqyot78qnK5ZsSo+lGKWb4fMgpZhewcdHeh6Tx6iCKGL09Qzr185xrUjhADd4hZ0oc7rdueCpo7v2JF5kW9Uh+toPMv1jhprwmmQdQqoOizcf+ThSVULdc0yN8ZsDrYQhUwBYwBWqpirbv/eTt8N3kN8yJqWFAJMhnmI9+HfWOP2p6O6nTMf35oFty/Rw5E6TxxYAfAbvzh9jkKFGA0X0ILPHjNkFan9NT8WnPXY6uyx4C0n9253NxxReukxjSO6svv3IcsFKakeeF4sLAhoOmFFyJvC9arQkCifMKExM7QcfcZpp3nJGXKuecngycejr4ZKG6MYh5XyHrs8W6tIoavPfdc0zh7duBwCln1mAdFoXLNfzTg9awCJWqVD1LUAZxQv8q+vTkHIuCFyRGAok+AC8gCrLr+6A7T+H+3ZBSxadfkgB39Re0qjFKMASfUJhQoDWpbRvJwgajZz59pMwRgMqRQl9ffX/p/9m8/2K0uVhxkFfMaRvUV9FmxDbLaa/WdcdoCfoJOQ4NF6rG2ChWRdgnZ5q/O7bQtZDdakrFZB8yBmAXV58tth/8X/kTniDJUrATJSea1NdQh7lTj00/nTJXUEZ1E8QqKXRR1TitOvd1UTRqXBSfAC6hiJ2Gnqm7WbEid8lFDcyDMV6uoo7sP6QMQ637e2FZDh+0GTOuXFWYqjIsiD+QARt8/ro+ZcGjP7Px+LKZASpD6NOLkd82Dk4cEmhWBL/pUAKMfdg6y05DfX1hUb2b+Yucs1LU1ZKEW1k2eHJjE2b0YxBHrKqpVISbBsPtKIevSy8oCd3t1tPdYJGSJ2bTx8UxaFL+4ShZ+Vj5kAVD4VHFMAcnvgzrr7/yJqbz2CZtGp/n56Wb9HZearudcb38HquouHGkqbxFFElCT2Fn2uANbbsDS1RJSIswcHKXwolz177e/4X/SNJHPEsgCvEjDtMvg4+zUUa0+Fl8tXkfpov6OkllAAcw9v44CWczJT4+U5gtLR7tfk87nc6NkJT1ht54bj6unqEXvOmapfPortM2VYiK804lq3JaABVxNXL06B+jc+bMTDuXskLKyQk/rc9k+aueQnnDZYYdZ0wD/xxUUqLr7n8tC1ZrLHrZAZf8fvadpen2JmAm/J3WezypX+GeVjhhiFSuxY9r61qdL7uXOAmbNH62wpkdULb+EmTPSOOTSZ9g39iTb6lGbFHbuuHyQ4W9XjaJ/TIDnTF5q/vucAYbYVh/8ac/ApUQd+9mvl1nI4venXlhrIQv4euqFWgtXmB/POra3bc/rP//NcgtecSWNkgVcrbvppkizID457BLsKqpVkiS+cfMLO97RIQufn8dnNJufSEJhFDSdb5CSVXvJJabhj38MPFWFLGCo5fW5gUqVNkSdQoHasHyJ+HFJ0unuVdndg8BTozq+HzTOwhpgplDVNH+GVa7WS73OA4ZYANO8hi7IBcGEjp/EH4twDTi0k89S/a4am9ea1ZIfkxRNWoCrspIeVsmifhBgUbcjQ1axsk3k+x5pj3bbIMtZ5UJzJGLqmyXxkI6sqIjdpu9fXF9Za0vAciOPu/NAtUKxAq7iwgy0x80ZNgay85YMwhgWeDNsvpjhcGDGFJRPiTL7oXChdLmF1yj+626dML+stPJ9UJT3JA8Sdy6AFmCkeQT92FX4VgFgUx9cGRmlnSjuQBjK1Vnj+9j+ADPAC6f4cyZ/bB6fmoEq4G2fU94NhTZ3fr4qEfTtm3ty/T33WMAKK7QDrPK9D9LeO2y3f0LiTnVUJUvnN3lKuTnvwrJoyLryStPw4IOBS6CQlXZ92qp+1OdDeyg3qFqV3XbI7jyc/dwZ5rNVL4f6ZCVZB3Yy1tV/EhhrK0l7rVMM/8Y043WEuh0OsvIx4wENauoaLM7he5eWJoIEV8niYhQCWUSQx1GcgJP5RPR2VSx8sP6vX78228mnQTI5Z8Y6SqBwa1KtMHURM2hLlbCYUHHzwSxUKQ+LjlJ86Z55pXkIhD1MkjjQA1Z77dLVbsDl94kn9bPLghqFqZBAoYDQWx9kFKoJEv8KNeqSmz61jvKDBpSamtoWUy3wpGZBdgzeccUgW5867Fo87MDuNkApRZ3dUbMwIwJgukNxY3O16VQSnGLHXycfRKOCiAKcZYcfXlAIhnzvF3aJXX9to3V6v+2Orvl202btcLBmV5rGaIpSssLybjK5LQlZ3HO+j2CU03vaLzFpFx8Yeub5s2yzI8b83qpbSSAL/68Plv7Jthsqfl5uQTGbPjuTtugre18a6vuVZK5BkNWesfSSzLHYdTocZHGCadLqAGXfW7nSvOllaCdY59nyAXe0+BOFFR+y/iBgk9Y8BuCdITm13F14+UCWm68xLll1ITdB1K7KQvptz7Y1p55qek6b1p5DZscK82VKOhnk8Z63357YTNSyXswaXXNzFTauec6U9To46ZCmqXaRKe2e2WHklrBdgUl3zoU9+JKEglCTHvMhf6BGaceMh+M7yhMF2Bo5TH42JXJG0ULZoj3w5OYe1DAOmAUBrbOO7ZMFrKDFov6bH6w3EyQjS8v6j01J971sNR+4wiArKgUOcFV51VXWVLylVFd2e51+cr05eFSXwLhFiW+gAiuyG43dZkE71dyuoyBrnUS5r7/jjsCZbEnIUvXUnVjUZ0SS90Yhyw0szXnpYtMk5sWxB91tfbfiIAuT5DPPye5NaTN0l9PMV/ee1GoK+IOx8/HIrz9qKiuCN5MkmXeQe0ES14IkfXfUOh0esli4OIUJMx2O26Queb6xMWetga17+vYNVLa+LU7mbv20kOXnP0QVuql370iwC7oRALWxn32WPfSO+Ia1lbnOH0tz63XUG9Sfl+5QSQoCxTwvxsZ0tFFUy0IKjvFVAolJnOPXr3jCQtbG5lr5P/Ph1ljziintNtRsaF5jj20QFaazqDD8X7IJyDY018hrPa06EwZlYcESk8auCXPu/bx9Mw2DLGA/atcgQM1GCH5K5Pe29L8Kuh+Bm333rjWDh3QyC97cHCOwkHs3aVvGvu6aBvPAtCaz97DO2YjhUe01pleQT1YUuHQ0yIoKQrolgCIKsjAtvvrGdRawwkI8JL3mSeoFXce2Bs8k82rLOh0Ssr65fHmOMhUHWe4CBSlbgNYfRaXyiw9Zd/fpkwiQgLozRD1zdwGyOxHAymcHnpt+pT12OfrnfYk89FHPtoaiJqo4yKqXXTkV4pdQzFKoiuXOJQ1oqZqFIrVR4GljS634ubeYclGzmmrfsKoWIGVMZ4kTV2dKBMDqP5thuvYeswnAemVVGncOheQbDPPpYrdcj1/+spjLvkX7iortw+7S2quvNs0vvphojvjmWegaOdKUin9WW0CXH/MoKsAngSiJ0B2nMCU6OaeSmil7yqbRH1wQvLORef7ytkZzzXWb43JpuyDIqpd7at2NNwZOpS0gC1M1xY3TFjR4kJIV5U4Q97mVdq2T1EeFwhToQxSA9cKCjPvCgftcHRjMNEn/aeoEfea0tQk1zfzaom6HhCwfAtJAFosEBH1blCHXhBikUn1PzHwazZx2Scx0QNxYgUB8ryioV5fIp8m5lZV5Xx9XEUsyh7wH2tSQczhUzmHtpnPg5cHi9D5VIDGtubTQuaRtr2/SsG+EzU1rTYlseV614hXTp9/XbPcKXBxrkh/gi98p1E1SolQsYhzhI8ZDlEIOOnLRbfjXvyK7TgNaSeaYtk6Y70iSD72w3ZVJorynnWfa+pwXChPXYYOojwBhyV572esD4OAzlrQEQZZ/79E/YzbIT1LgYvy2gC527F34g/XmkNFd7CmSMmXJ4o0WZmTzso3KTX65hQtazDWSHsVPDOyuC3GzLji33kaCDwtM6a+jqlGoV9Me6tYqIKXWV6D623OV2dhc+po6wrt9R+3mbQvIIrwIgWzd4LZB9wyQ5cd7C/J11LZbArKIp7XondtzIEtfKy3pbmNvubsWk743wuphfiTsRJBZMegz5/P2xcxflw4JWX4og5cGDEitEGEWA9YUJIKilfvmvjjA8QOFFstB3Z3HzyToaCHAlvQNAmgRVd6FTNqyaYDxT5Qdhh2xqE0/DLKWffJX01fgqqbmPXGu2SB52oaalQJcgFXd2g9Mrz7DTU21BPHcBFcc/3jpk6Z3nxG2blgJU32inLytQ7RsPd/opPhp9QZMYTos9vUoxHE9nyjvxZ6/9gcAE6+M82HN48y5acwTSSDLPS/mAuDRzoJeQI7IsHUAuvDhUhNjvr5cqEQAC07lS5dkvgxqAX5wNI+DJgBr/FF1AmfRIOb2rZCUxDwYpFrpa0G7Idc/8ICpEx+3oFIMyNJNFgcOq0h1m+L4zsYL9RmkcRhkRQXoTTVoRGWNr+VCkwKV+lupsgVgHXrwPaGhH3QYfLH4chqUtsedCvXe+eA+yan4kunVc09z5JhHW8006P2UZrNNsdapPfvpkJBFzr4zRWXSktZXSttdtGaNedhJTeMrYq6ZjjZx/kmuGTMtYAF9YXn/XMjK91zzvWlYa2BrqZcfEWULM2JHgy2V4sPUFlWrWA/ZuGa6blKt+JDgb1+50tepF1WCQhUkSYDMQ7fmBz+IVDi2pKKVzw7DfKK853t/hrVTsAKq+Ela+NbcXZyokwJMULDVtH41ClxAVxqly/XpShJrLWgNotShqDUb8eVaq3K5Oe2i6qv/FybCBW+2Tovjt9WUP65pUOcaFKGedER8wUoKWShRjz5Tba6SNEu6qSJs/my0YDOFmwuTv91NFbRlU4YLU7yWBrLaGiY0T+F2ffYzYwWetChkAT5l4givEKSO8XHvHY2zddK41gm6M4FQ/2SDodbVZ5T7HQd80+y56+mByau3QVbcarfTcRSjoZIYWEu+6VxceCHu1F/6b85rRt9posu7wONX9nIAACAASURBVJYWsBgL0yRhJoiezq5H13fL7bsYkIVKdaM4Zy+RHZdVnTtbM2CUIz3rTfgJ2vilo5kRFQqSmLSKdbuGRTVPE7gzKs0G8+SBijN80od/sc4tCLKAvj6vvRY6RNh6JAndkO+8Mck1ie9Ts/hBqSkwTV+oCLrbL027IAUzLWT54+UDXahcNu2OmDrT3CNqPkwTKwvYYWfi3PmbXSAIt7BoYYsZNjzYh0tjXt3yy2TKF/5gxx69zriQFbUbsnHmTLM2JGyLq2SxY5Q4abrz1AUsdqYulcTiLigBWMATKZxc/ys/NAO5NgkLorHc9JpuachCPaKgXMVBls4Z2EoKWLQJgix2Mc4Xf66PNyWt7laxvQWrXQd9OzSHoo7vf+bEfd6keb92xLodUslioVzVKM6MF7awrtkxLLlxknARPozlY9Lz/cRcmHIVtXzPlTVQuPJzD2ICfGa77WLvP9oDpq76p43OERPij+VralvteoydnFTA0XjNscfaqm39rdCdT9gusrS76MLgRMfCTNTeoSmCchgynyjfkTBgTGOGS3K91beK/8NSlMT1o/5y+QYAbQvIKgS60qqeCjNHHVMiPlLxpjBgap+915r7HticPxCVaszBEgNQfLqGDe9s5jzf2v8UB/tBgzuZ199KtosxCLL0taCQE1Gxp1zIQoH6s0T4v0FirbnQxOuoWz89e7OyBXQBSY9P3aWVg7sLWbSjAG4A2V67ds3Wp54bKiRM5Y37zAJaHpNYVMP2PC9VHKq5L10kytTL5tixT1q4AYhKJQr8hCMzOUwpbuystIBF+0dnjZTdh7XGVbJUHUM1G77n+YGqVdh7M+iL3ZbwVYv77CjW8Q4LWa66k8+OO6Bmv08/zTqohylELsyFwYjriJ/PXPRiMaevyZzwEyONz8sDB1pocZU79/WkF5n2d4oSBSC5hQjuagacLZAVZq70xwmDLdaHXZpbCrTcD9r2giwX7Nx1SmIqDLp+gBbxpcL8tOJy/iW9J5LWC/OtigLIINMp46XNexg0R1QeTENJfKuizlHjVOULV9p3e0CWex7q02Ud6WUdggqgRVDbJOcGNO0yaG3iWFmXXdpgqtdszAleikqFAz3mwysmNRhfrUoLcpyTmhddhU3nGgRyTXPmmJqzMkE2/eL7ZAFCKE9HHNTDnDm+twUjIEuThQNXGlMN5/agPJlkByBoLaoXyhh16IP6FG1DgFuKZimIivYepb5rwE9MbaP3vznp29cmicapXYOEBqlOLmQdetBdqYCIiWgICBey1K8rLK5W1Alsg6zEl7dtK7rqTj55BS8WfyxVdKLAKM5vyzddJg3zELY6riqG6fAeCRtBcVU3Qk5g4ksSDoJzBK7cYKj0h9pGFHc1u+ajvjHXK2Ud3V2a+QRaLdad4j/w2uPbT1jAzUJMY4AbcBMGWsVWhKLWPwyywkxiYdBZqFMvQMGOTHYEFlI0dU2xgoAGrU+h5sKk5wdwAeXc90H3SlJzNSpTmALlziVIxVKA+vsb4uKwUyeDrxZhH1xVTOukMUkyLvPy29A/zvqranN3/eLLxrVIAllaRwEIoHIVLI4DTkOHlJtX3qo3v7q8dXBN2hIEFyAjuK2FrV98YkGNTAGanklTPhUKWcwJQPL9qeLuFQUohbPHZh9m1kn6GxeIXMgaL4pX2mCiClkuoAGFs/42wSpcOw48VAKYSnLthEFKgyArrVUgbl060vEOq2S5qg8LlsZX6VeSZPmn7FfeVKLa+jsMfed431SYNpxE0MV2wc6FNj8+GBCm6lNP8a2q2ZCJ3YLShL+VG6eL1zVFDg7rCmhqDs3XDOmbOfHRell2e26J4j/w2gOywgJuFgpCYbDCuqY1CRVyLdJCVrH9sfjmXzd5ckFwhTM7UFUssMoBD3mw+87q7QVZOg/ulbXi9O3vVMRPq/ff/hZ7+TWSug8ufkOc0fHhcn2xRo+ss1ClaXnUYf2DpZud21WBIujpnOe6J467tfMOAn/S94xZm3cyq29XK8hasMBUh+T+9JUsAOnwA3tIrssVNh0TUf07icUAVQsToiYH/9Ep/cz/TFthBkuKpsNH9rBAVS2pmjSxOO0ALNq8Kemd1CdLwztQz8+JGRY/jrWO8yMFZtbUvJ1j6ou7uJgZH33yYAGcHcz4sU8Fqk5ah77ySYvz6htT7K5BXwUDtF5dNMV8vOwvdpq7DDpOzJ3nR8JW2Pq0x2d53Fq21fH/j73zANOrqtbwnl6TSYMESAEFQUgCFmooCqgBAqKodAW8hA5XLkgAwUILxUJvCiodRelEBdEQulISWugpQAJpk+n9rnf/s/7s/8ypf5nMaPbzzDMz5+x29mnf+da31hqwIIsDdgFQXF1RUo9BL4jymtW8+/MRjd31nnSZIcDTyStX9olaH3XywxI75wqyvOeBsf69lkCWF/DEjUwetX5B+8Oo/3yYxsI0Wv0lhE8KsoL0WHFZFV1rWBqSKZNUOWmBNbOhDiTmVbZed3HHXJtMljtH1ou5eIFWHLBP7KqFC7sjU+t46wGoiNo+++kUi0WxbNeWDX2CjCqQgzG79U7/+FiEhSC9jvYFoEJM70ajVxB3yx1V6ZyGjMtxox/0K16QpewSQEuF6qrJGlpbbL0N3VROWl+36xiAKRgsQJuf6N2tp/kx2RYUwiEOyCKRs58Xnys09wYOdU2EfqY95qR10GshUN9c0ueg4YpT1CQZZGqEKXtGAp7CoFHIfTjpM8f59h/0TF0HsuKciQLU8SaLJpzAFcOGBY7kBVhBYndvB6743evJmC9PR3dMl2nzM4UCLq8XjZUbLNTvoAE8sFaYBYNKGMgCQMKURWmsXE1a3DUtwOXQ5+FVaEYhCFCg9xnx0kt5OcSwKPK5mCTjTi4oBUjQCyFfqXQajjsudugFTbKs8aMKESk9aL389GeFvu6C5gILANBwTYdx2CyAy0MPdkaCLOoRhR026vZb263+yi/6unosHnxomTVDHndiuQVf06Y2mVdfSbHtBDCFAUPLRfDTV+Z1W13YNddXpUGW9uOyYqrV8ia17nrvPbNKgHUckBX32i9UvSCQFRV0MwggMU81A+qcNfmzC6AAZ0Gsk/btHvP6I7cVfVbqZ7h4HAaBLq/uK2jdCOMwTzRigC2Ytd13urkPq7UOZBXqqsuhX69mCr3SeaI3ckXcfl51hGy4V8TeUQCCqbmR3/1S8Lj7AUWPSSiIOHopv8MmXtY3JEiqRowP04vBeKG5qhczoeZYxCQ4paLCTJcXfVR0dhcg+pkLMU/uXVVlgVpQ8QaGTWK2zeG0+zb1PrwKHV08SOAd9bBMetxhuc6SMkRJxw4CeX4gK4jqT+oEEOaB5c4ffVX1ySdbxiqbwnOB+y0sSXxUv34vzLUFsphrNrnfYJAAUGryCzpm60W4o3gRrpZ0MkJyREWE9+uH8A/XXd1u+9ACuJpxVoXZeddUFHq3YI4kOKobjwvx/R23tZv3P1jzXOqWkD4rd9nFd+r5CEYadR0k2b9yV0ln5ZPtIcpZJwhkEaZhzr9OseY4orMDuGqrx4r57mY7LVgqQijst8ff0kJ4L9ul4Is+htVtblbVzzeNzR+IefINq6vyFgKVkiiaAKSq6YqT2xDGjVyIfml8GCOIvV/HZCW5wvJc15vQWLsH7AC0EHx7Rd8Al98FJIX2m16UhstrMmRskk5HgRzvWIxzGcEpnXQ2Sbz+ki6tO28/kKUsl98cYAVtrC0nSOnaZLE49qBEvUnXJU79MM1UvsEdoAOGwu/BjD5r2AMPFCTPHeuQBGQFPSCzWY+w1COYAwkYmhRc8axAu6gfQFz/T7W1hX5ERF0L2YCsrrnvmuLxo03RsPBUWz2rmiLreOfnd63kk/EEaBEpfp9pwnAHGw2ilk3Yq27rpTh+gpyPXlNjUCPqTppcnLHbu61HZBQrtt22X0FW59MPmNId9408Vm+FIBN8FMgKYqHw5FsqJjlAFGX+e783L756ic03uP6obc0DEvpBhe8KyLyASLcHeQMSYwuARFl/5HYZhxQUf4tKtPEyYJoT0Q+U+TkS5dMykPhk9UODAa3J0uP3mgHD1iUbgbdXZO/nQedl1JgDrBeMEmJwl1njYQ+Q4jcCdX57Req0z8bjL8k14YIsPwZKQRbzx+SI7o2Aqay3F7iuTa9CPWbvCy/fjJK7tqG50v7xj7yDnjBQV8j4WUlAVpD5NBt9WtDXfpRuJez65yOG+1A/fvoDZAGUuhcuNUV1NfJTazrnzLNTLJ4w2nQvWGpMWYkpqqmWOktM6ZSJdn/JpE9ZENZTn2IQuua9Z8qmxWfrvC+qOCbDJM+NAVlXnknLJ0/uV5DVfMZUU3HoWaZk8q6JliSImY4KuqngxAVCGj9r808dJrkHT7DzSG37qo3eDtP0ypvXpAXtKnL3hoLQEBEqkE90QFIZ9ozx3FQ5ADeCkcKuaYH1euL5U4QdaxAhfl9PRj+5QRT4TDrXgVZ/UIAsFo0XP6arIJ0SIICce3FjQXlPhCuyDzLh+QGtbE4ocwXUJGXCko7lHpNf/kdvgmy//tF9XTFAEkd7QVYhb87+0GN51ztMn5UL+Ai7bpJosvwekElNhToX61V4/vlW0EwfJHDGNJiL3orrnY8elQjkCrKCzKOuuVBBVk+9gK2lK03x6OECoNa3IAtGi1Iy+VOGehRAVtGIIZIcepQEWF1mimqrBGw1mdJdJsW+vf0Cc2YDdGMPOEAqBrGfhTIXZguywu7jKLPYrNkHmKbmD80OAlww6z370o9sGhwvYFE2S0+Nux/mizZTd/1jBstE33gv7vzFyxMnhNbx3HHWgMLDbUJoQBf9u6ZG99IJup8K9WwbIJetGTQgSxcMndIj8kM4AwAVLMxeoiuKo72KWnS+hC8V0w1ALihUAw9uUtB4EyuH9Y2OirkyT8IyZKvnipq/d7+rp/I7Hhg86ngjvAMy0X25ISSSjl2I+t6HLB54mNIKUTRHorfvQgI7xgqKwM6+QnhTBpk2vF5rQQ/IbEyFhThf9AnI8uoL/bZRF3aZe9lNxs79MKulxewo1z73aJBId21qspi7n6bNz8uwp7PeFJXW+S53V+siu72kclzeTkf7qqdM+bCdcuqPRM2ERfDLN7h8882F9uvq03+hQFbrL6absj0PMyWfmmx6mmQtR0+IdWxhXslR9zCmOaK4q6ceAwZpoTAvAnRgs9BPadE+Ul6E383Y/ncJE8F2ZcViHZBUgiGb/fzJogXbKM1cWY9HAXSEcABYDRu6hRm7we6BqXWCrAOF1p3GPcZC1Rt0IKtQC6H9IpYFxLkPX78xeSBbM6BoPihP9v4GnGjZSf6O471XqGNSr8BcotQXam7Z9NufkYKDvpoLHZE9zGxYiLAOcUM4BOmxBhKDooCKe5j7ErYYtvZ3EvCX+xU2XO9rWOkrHU9l7mX2w4TpR9BABVncO14w7scGNC+5y1SPOTDjVgNcKbACFBWVDjVltRNj3Y5uW78G+QBZ5BIEZGlwT3ecFVtvLWAnxQi6pVAgq+22C0zppF0syOqc90QifVa2YRw4LsDLu4vvld8NKeAieQmzKX56KcyGTSJ49+qu4vbv12fctkEfrlHAM27/A7XeOpA1UM9MHualmquBoKfKw+H4xp+Jot+zGTcsoGB/MDdh5oZ8g7wgD0ovWzMYBKuALGVfYaUxx8PU4gTD7/PFKxlPXQpeu8p6AbDqhLm6s/cFrtsHMsjygmM/kNXw/mWmYvgUU1xSZzpbF0iU2zJTUbet/L3IAitAEYCrWxivjsZXTYWwUMUCuvi7rHYry4LBhnV3rrZ1iuV/l/lSpkzBF/1pu2zuO9p409RkgCzxNu0R0BwbZDVKXInaYWK2nW3a77vGVP3gOvu/LbKv/TFJyF4zTNiqQ9d0KduVtWq/9yoLsIqFwYrLYmlHQR8vhWTfs13z/mgX9Ez9Txe9s7brQFYOV1hPS73pWr7IlI6N9yWYw1CJm7qi90IK7KH3KW4y1sSTjdkgG0+vmF1nVAuj+/vLVBRmNsznHIK+uL1j+H2FFtLxIM55I3I3wSK1qAkQBgtQBVPFb8z0gCsN5QAY0wwKbK8Tj0RlnZWdBmgNJpDlPRcAoNUCsoZufJqB0aoZO90AhtpWzjZV66WCerYsmyW2x055C5RagNXZ9Lppb5hrgVLlqL1M/dvnmFIBYcp0Ac4oVaOmmvb650wrfUk9CvuoS8nFZBgGsgjhQCgHbwlistqu/6EAplWilVtoBewUFbHDUpWLKdD+3v9EUyxgquPRW22dsh1kfQSM4V1YVCMAVVisMvEypA7bAF38HVaC0nHRJkkKmXdaOsynq8ri3A6J63QtX2hKRo5P3C6bBvnOFJHNHNZWm3UgK4eVb3r8BtP+1pNm+PTf5dBLYZq6ovdChonQHF/uy64wR+QfSTkrwNH7hRs0zzDPwiQPyFzWIcxsiDcZWrQighnlUMLGcM2AQXGt1rZgdZOvzzfv3Sc6Hadw3QOcTpe1QaeJhnOSMFrKUgGu0HG6sbP4IKE8InqscRJfD5BG24EMsrxOCH4MJ6AKBqpHmCgFPq3LHxVg1WHZKUBRT1ej6epYac2K1FetFmbEVgFhtWOPtu1be1kqWC7atTfOE2A2RfY1CPM1z4IyWK4wk2GcZ0UoyNpjD/HYFEbOU4Y/9ZQpltiFboGFgpECSMFCdb8713S99rTMV479vXkS0HWVBUrWHNjrPQgoqzjmknQ3/F+647SUqVDqAa70b5ixiukXB959fs4JWjlOlH6t+/jKFvPl4VXpcdp7jFnR0WXGlPeNOZbkUdC5+BWz/IpvmtGXvJmkWdZ1Vx96qOl49tk+7bN6fmc9i7XTcB3IymHdGx++1DJZdYdfkUMvxpBeYuddSmzk5HyV3T/5xIZjQHT/9gYb5KvbPv3EeXDma3A/Cj6bFz0PXB6yQa7ZQea6XJMgJ12HIA9H+smH2TCMsXPNsAMVbPiBrKRrjFYLRxa/gLwD9bj9wHGSF7d3jWD70I6GZY5Iuq5+9UnUPFbyBIax3rCTPFPuvLAvw7Jqn31M1/z5fboe8fzzpkg8oN0CQ0WpOPTs9GaE7JWn3mDZK3c7FXqWLjDtwmSlt8vzofGkHe3/sFn8dMlzA9aLfnh2sC0sjtaKbbbxTeydhAH+y4pm87URmRk9Grt6TG1JKs3Ris5uM6I0M8ZYnHMFObDiigPMiJPvMeWbTYnTJOs6QfdRfz9Psz6AHBuuA1k5LCAXauPDl5kRp/w56140tQRRkd1EqWEd3iDaEeJvEfner7imwnzosUicunhpR4ZpRsdd2yArm0CMaDQoQVqLoLAGhfYs9J5LGCTiSblpVNw6uX4FxnU1D6rXX6xe0L2QK8hS71qE7n4gK4iNKIQOMMkDxM8Ula14WIM9x3WOAQRt+anKSHkAz4zL71hutp9YZfMExi1hIKv+m980nXPn9gVZkuIKbY9bLJOFmdBhpgBSsFrc/xYwCcvVJawWpWSTSaZpxlQBUSeZno8XmM6XxRR66vVpQNYhZkL6KxozwdYFZDEGfaR1Xp6ZBZkMiZdFYu84TLQXZC1s6xRQVWLKi4vM86tbrSkxiNUKY736E2QFsVj5+FCMe12tzXrrQFYOq++CLOjXrhWLTMXklEYhbtHEqkPlOeSmkQhq70bADzIDHiHiUDwkKd5cjHHnRT0elLhSh7lV4w205SYVvgAsyVhx6voxO32EpPIF2v3xQnkYz7ZfncpaWUAlX56YELrlYWuaG0zxJhPtNu9DMki0GsWaqSdbnGOJWycMCOVqNgx6CXhjXwXVKxTY4Lo779cfm+vP2ih0mXIFWVHnIGjtC3XcUfNhvx+LlW2sMvrTD7IokMV9TiJlZAF4/oWxUTBWp13+kbnslA3SCZp5hky/YHEGQ2UTLwsAc8M1hIKsgw82ncJaecvIV14Rarcyc7MjYPdbV54LPAe4/9MfW9Km45kHMxmqXmkBAI3C8yNKj6XjhTnQBD1LAFHjK0ptF4Ckx1emmCwYq6WyD3BVU1JsFrV2ms/WlKcZLVe7pUzXy41tZuvaCuMyXzo39Fif/GS7gjNZYWz5QPJMjnPvZVtnUIIsUi48LAlP/QopHMaPLzZDJdu7N1VDtosU1A5gtfqecyyThQi+/a2nsgZZjLGiMTiHoM7BjX7vF8Xd3R9kKuQh+Me/15uj9hvuG4+G/TwAeZiSxZ5s9Jpl3it056HISzHJ12q25yEOo6Ju14xRhHhVwBa/EbOqG7YVtBYJxV6dWm8enC7tHyQG98ZzwYPNDfVByAy0QPkOMhsUHZ25RwG/sLWOm/4jqF4hwQbXINdeWNn7lPczXuTUBYSUSGDTfJSBCLL8HBD8TIVfWLrU/HnUqMiYfHFAFvc/AOuGszNBL8+Cn/16qfnq9kMyng97n/KeueGssX3O30FnLUyDrKCPszCQtfqII0zHnDl9Tu1ITIjCRg7EEnTvBEV/V2DEsfB3u/gVbTs0dR88v7rNjKtMATD2uWZE9mk99o0uLxUABhjrsCBL97lrtOSkMWmQBWHQ07I68fsras2DWKxsLBBRYw3U/YMOZJHolOzwcQuZ4vnxS04at4+weisu/0ZO5sLjp7eaO2/vsEMkBVler0Fv8mm/FEM83ABF5/7PGqEo23aYWG0fijw4T/uVfIX+7wbpr9WfCaug9RV86ZrwUHzmlWbfuDb5WF+3jyAPFfcl03LegabqnLtsM74+MQvwpaoMFoALPZZltVZ9bHraWjLctMOSF7tfXn7RxIm9VIhI/mEiWo4z2y/CoPANXho/G5DFNca1EQW+ud5ufmClefWd1vQ1F9djlZc2HwKu0wVzLRk71uY+zLX4gaz+Nhm7xxA3jIYCpzjJ3OOALM4H9z2SgXOPXj/NbrP+ylYp6w0Ye+29toznix6Dgiztj2cKz56b7l9hHr58E/u8Yd/Wh7zVx6GBPoLM+IUE+3GuoTmzuwLfL0HPLPr1A8cKpNpFK6hs1etN7WZEWbEpF30t4Glpe6dZKEzWeAFcACkhvOw2/i4Tpov6m4oZcbikdGrs6rbtmuS310vRC7LQF1ftcFCcQ45VZx2LlVqmQQWyuJj327vZThzHqr0liambfJTkpnXDioxKlWC85s3tMosX9Zhb7qiy2d7d0vLMnaZMwi/EDcFA/Y4PXjVD9j7NFFWldAYKsrIFW2Stv+SilHdTHJBFoMVt5SuVcrSkESL2D8ULsLYUL6l711uvTyR8HmI81ChH7TfC/s2XKACLl6KaBt2XowIrHqBf3WGIbUM9HpIwDn99tqFfQFaQN1zUV5FqMThm92+/J0XQg8EbzwWvNVz/XdYKzzZCAeSbyWKeQUCHfeVf+YqBZUtSkpgykoAsWA9A00brl5pv7V6XAYC4ZlwzE/8ffPZCc4DUg1XVAqj/6va16bZcYwB5tw51/UCWAhHyPbImcXQvQevmB7KirrUk5yBJ3SCg7RctWz2L3xSHl6hMGCo/IG/p3+V5EVYAUnyA8WzgfHgZLFgtNf35BROFeXz48o0tYNPni2o6GVe3TT74LTP3js36TKXhlFNM+0MPZW6XeY98/fUkS5nXurxzttmqMfTZHcREB+WcxPTX3t1jzYEUTIUAJa/YfUl7l5gUJQl3r3lR2326utyCK/oI80LknVUr77JCCN9tIvN995XUUR/0We+1dQ/l9cQn6GxQgawzf9hmrr8mBUj8QFPQcSvYOuSwNfFGoEc7Fr9qar48PaNZ29xHTMmIcRnAS02BnYL03fpsX3nDEZbJ4oIdPv23FnxhRmwQz8OhB5wXGYckKchisl/++GPzmgjfKdMFaCHgxf2cpNQUzIT3iqkgKI8jL7fX3m21D0qAlXry8PespxvNsCHFGaAJcMXDky9UGC8etq+915rWU6j+IsF1l3VVP1NeEiFp1MBBJiKvR5AfoAoDWZwjUja5EcWZC6CZFE2cx7ASFm6BdklF8EligQWZT/0YBF6kmJW8aVFgLLhmYD60BLnru84UapJy22l7P5Dlnr9chbV+wKY/gtF6rwPOfb24wPcIiHdLEKummR6CUoN5+9egxWH11XyrTBVR2b0gevoFH8jzocr86s7lYi7cyIJk2lH4iGM/DDlgjPPJc+Pc/xlt9wPe1BxJPWXM3Ln6ettKDLSR81LidbfUSxzSs85oNQsXpuL4USZNLhEpSZFYNsrlYzz0dou9Uz/831s8JLDPpGxW2OC8t7IBRWiwWp6729TudVq6e95ZvKMgGZC98He+SpCZkP6zZd7zNbf+7mdQgSwVibNIYRd1nEXUiwp2KuUh+CcLiOpvkfxMgu7dIG3UBTh5vQht20d+btb76fPSx6Vy8UvEZAFZ1HcBV8nIcWnmyzu3bECWq7vy9hfEYLn1YApgFGCy/vpMgwVNQ2tK7G/YAh6kuo3/2QcA4yVJ4SuVlx/mA1yyqe9lGeKcg2zqBAXpzMWFPePhLOamzuee6zM178vVBVSwWqRTIhSAMlmAKlItaTwmTImwji6zoEExNS5T1HqEhXSAuRl6221RXaT3hwnqvZ5qQWvu97DkpcpLdMfJNebIfbl2iu3LFHCuTIWalmAs5vz6031E1C7I4lpNXW9d9iWNNlBZEr2OXdbE+0JLCj7dBfQCUdjM4bNF4xcSn2yReKaNWz84x13Ufu8JhBEAYHV52BrmMuzBB30TautHWD5BFudEmUieG5yPn934sf1dJB91MJcAa84FzwqVJQCu2MY+Zcp5jnCdqOaTY3Y9mGFD9VnkrkfTueea1ttvz1gizgVert7CB/lDD3SYiy6pFMtGKtwBBdAFMLrmBo9QPvadk1lRmaz7H64OlaQkZbP8puOCoiTTJZ4jhAAEgVpgaO8yWZgOx1y5JKNb3m/ZmA/Dni1hLBbvtXzlIU6yPoWuO2hBVhzTWtDiA6C4fwAAIABJREFU8TWA/bly673M6j+eYy++5mfvskgegFQhYEm9BKnLRUpxg44qi9UtF++oGX9PgyzqugwW9RgjKJaWqzFLckz6teoeYxyAVegLqtD9B3rE5SFZdJgeyws80LJgakH4zm9N48Lx86DQNC78D7Dy5srT/Hq09bJbQWuYz5AOYYDNy1AFmQvDErsCvHkx3/ijseanNyzN8CrTl+h5v/nYV3vDfl7EvMzpA7O0sh6wV5icKH557rzAKMgkE+c69fYVx8ngqVeeENBYJ0BrvKmTlC3ewv6tJASA3z5v3SCARb2wtYeZ4lnwuCdAZ9Axx2Gy4qxXoes0/+pXpuWqqzKGKZK8lCN8Por4IKfEDYuTy9xH1DaYKJAVBjzisKP6EQ+L5Y3Uru8nr5WFY+oQcqDlmbt83z/LZu5u31X06YIs+2678UhTvumOQjicnmhpwhhy9yOF5x9F84Tyd6EchxIdQAEqDyqQ5ZoLc2GyuCjLxm5lWufOMjVfOtqyVitv+J6p3uFgMRWOtSbAusMvF/TfYFbderIZfvTN9kLtbl1tARkArenx66XtdOtRCFijYE4kjEOp9Fct/VIwP2I6BIhBYW+9VYNZXb/G3OnqzJIcExcpTAjxsohSzcs+yDxYgOtmrXWZS4b7qEknCUKq5j/YKYASITNgsTRhOMAJcKWxmBgbVmu1RCOfJ/XZTtoX7Qc2K875C3tYJ8mLFphbbYstLEPiliBg6wc6NOCkMk8//8EGFmTdcPbYNGOl3qtDa4tNgzCipxyUYqo++ETc0jeuMGwHQKHLUhG8y7I2NHdbHRdMKiDM9XrzM/F5Gbe4ARzday3oC7xe0ra8KrGWPl65xOy/y7cNIGrRJwvNVhtPkrnXm3r5mSigapGEFQF48RuQxb4wxov1bzjuOMPxeEsUawtoigrJ4PY5WEBW6623mqaf/CRjOYpHjzbDn3yyzxoR4Lm+vqdgIIv4hlgh5r5ea+KArLAPJOQOZHAoFocNvwKowtrChzof/RABSFr0o593F+8l14xIPd5vPc31wkYd2MfE6A3hoJpiJQ/UjGjfawLUwqwxOmd0nuiwvGZt3e9et7BWvLdc/SohcHhuFkLTGvXsL+T+QQWyXNNa1JdD2KJxITXIRVu9/YG+oneXvdKLlzbNArQATZgFq6Qt4MzNX6j7qEcf7OdmqJaLHJrWgqwtBWStNuaHZ5abGWdXWOpaxfy5HFMuF8n8935vNt/ku7l00a9tgyIp5yqo9KYq0YMK0vbAVi0WsDtW3MfVAQHGiiTFgK29hdECgAGqAFSwXwAvwJQmMyYq/xzZ7jUlhi1oWEiHqBew9huks/KLRh0E7Pw0QSqOxox81L4j0iFArK5PtqmJWcOHAKYwWWOSZpt6CgKeYLLQ6qjJSefuhndwPV8BJDB03oe8d00QDCMIxrWdQuyh8l6LErGJ9G9eGoDRigMOMNUiuvYrgCxYqdfen2e6BTgrkJq4yWQBWHLD9xbqKMuFea2nt24QoxXENMY5v0lBVlINV5yb3b3W49SPU6d91izTcOKJmSBLgAkg2lt4V8x5oqtgIIvx0PoSJigOyKJ+2AdSmLkfFkvfNwCqYQK2lqMBPvq3aYKgUuIzuqY93kXKcLmASdeJfjpFkwwAg61SU2SbkAYQBa4+SzXGYenjwlhXxvQ+m5NqWuNcHwO1zqACWQMBkOR6IrHhoxXQFDpr+5hWrn7D/GX2t8xB0ySg3yApQS+gXATwYeLUMNOMd8lgpgBSMI2L5AdA5efhxUPGL8p4nFMQFtIhzhok8SxkPmFrM1BErK2//a1pOv983+VTxg0AhdfVkjYBWRUlpl68tshOgncWwKtT9pfK/7jCqydXnPOR7zq5ACzmsjZBFmbzy+QrEvh6haS6cXNERq0T98xleOhKrkm/FD8EIq2XgKRuKd54YzP8UcnH6Cn6XE0iwQiaH6wVcRmPPb7cV3cVF2TRfzYx7wBEABzXLIheCjAEQFJt8KgZj9qPeT78l1/+TWulwdIiojlTd9jl9vAsKyY64o7F8yyQgu1yZTKYFyleM6FrWvSuUxTAIlhunWjpXC1jNiCLZyuWmziMf9S11p/7BxXIUpEhC3TBzIq85vrrz0V3x1rbIOvj5c+Zvz991KACWflKvuqeB78gj+z3hm7I9TqBJqd4qfKk/YaFdIjSDoWZXP0AZVj9XNnDpMftVz9MX2ZfGBdfbNkoChG1x0isIcAWOd/UPZ7/a0lXIiAL1/e1BbKCjiXJOq8tkAWLe7dc31OFySXll6u3CTvPOI7cKE4jTwmji2c0AX3dIL/atuu998wqCVfilpLNNjPDHnkkvUkDVRPZ5qwz2swDj6Ty/sFqTZxU3CeMD89fSlAcReIYEgbomhuqMoJb77JDk7ntrmobQoi/EdjHicUYFfPOLz0SIMtaTcT052p7AV2l4lSFfhiHrfa3n7ZmPYASzBfgySaCFtaruHqYALChplNCECFlIQwRhX3DDkvl3rV64m+dZ5ZdtIcp/8wU2xel9eVHTNlGW/nquvB8bTjjjD6OGXpCeH4CsLwBgv30V1He2SevXGk/TF2QxbWD1UAlM/l4nuS7j0EFsjh4vhooam7L94Jk2x8A8I7bxPTzhCDtSSVy04VHq9ZxXOC4NsyFCrK+tusfzfChW2R7+P3eLuiLMIkuSSfdnyCCL310WdmyWDpnq3+YNi0wr2FYLrvWm282TRekEuh6ix8zFSW4X1tsFmuwWnRLXs877zHl4mHYnxd20HlJArCYb7YgKyhNV5w10NhcSXKl0gaPXELPoCGDvQpLUo0ZmAC6buHlzbXuFoDTQ8I8Ee5nq4nFAn5KzT7TSvuAoIce6BSrQmegpyEaYACWn3jeBVaI7OlfrRNR6xX2geT3/HIlKWF9A6gw9+G45cZ+pL0yVMSFdD0M3f6op/uQu2gJChkRFFrE7TPIvI3UAgchABMfnuiw0LWOE+kF14A6EyGzoFDf6yBEHa6h34nzw0Augw5kaRiHJAmVC3kCAEnEY9E0P8zrtjurE8VhUeDYnyCro2O1aWz50AKrOx+caHbf8Saz/sjtfJeKuitXz5f92xZyKRP1nS/zHoOGxXRJYipMdAB5qBwGlsLAZpCQnSkFRc8OY4uSgoBcD52He4uYB9v+9KfIrvLNREYOmGWFliuuMM3y4y3ZrK0fyOKFdJe8zAigCxDyenU9LSxSUIR4zDTnyEuO9kEBTjf96CP7wiQ+X5yikeaTsl7LxfRkemMEMk7p5MmmLuA6CGOY0Mcef0yLsFFVdroAM+JoafwsGLF9pzaZl1/zj3/Fe2jGWRUWuPH3zruUWI1tnBJmrqd9FBMdZ4xC1+HDFMeMIJE744fpB/nY5HpRkbsyW7BSB8r1CfhWnSvXCv+7YErDPRAmB3BWiEwb+VrDAQ2yADCLJK4JzJBe/OphGASylC7eW74s4uYutJHiJZZK0gB1fAWdcKwEARVvQULnXCiUsRvw1HuSmPuTwnTNfjoz8GRskCXpYFp+eazk2Ztmysj+nkNZvOQx88qb15ipu97TB2S5+xiiqeUD89hTR5i9pG5ZmRzoAChh7EqSxMlhQT4Hwws6KIZV0MParttuu/k+HMNSxkQFQ40jyM71sgFUAa47nn02dldx3ONjd1aAirxwG8Xc4ndM2QAsphjEZGFaASgR/NZNuaUs1M3CCHg1VLzgjli+3AwVcIbGys/zSwGTX/ugJdM2vFCv6GUr4izvyl12Md0C6LSUfv7zpu7uu32bhoEfhPE775Jit/ibZzkgS+NnsY33QlA8LRdkYVLEbBgXZDHZMBF8FECJs06FrBP2gavjRj0P0N9xLcLoA5i4vgBdgCk+BNzMGbBYXxSm6zEBVPinwHZpfdW84pk4UBmtAQ2yOGG44j7yUCq6+RT5Wli4oFuAV8or6Az5kqCwjSBzULtDhxaZa66vimUfV2/FbEyPiCFPPDYVnPOgQ8pSQe9Cogjz5bTJ2JSp0yvGVJB11XXhII3kx+23X2T7qL3pVVMkOfnyUVwm671F95oXXp1pdt/ptwPefBj2oIrzNRiW+oF1zfYll49zErePMFMnfXhNZUFhAagbFSE9zMyB4J58gaT4yWdR1gotS9hXs9+YA/38BXlD5nrtkRwak/RbklbHr/BCAmipeVBBljfXqQY9hvkK836FlThXXoRx0vi489FxeWnysgVwRZX6b3xDEr2vifAe5pXH853iBT8uiwWQgtHCJDj5s43miadFQyTPcdrKIQXKPtjPhzkmQmIdovlSVizqGHR/2P1kn/GOljBun4WsF/ZB4I4bd95cN2QqwQyo4F7NgjCnkwR08aavR14hLIbrQARIp8DQcq2TFiqJk0Uh18nb94AHWUwYKnfmhW3mqTkpkaJfGTuuyLJIcb8mNDFzFLDxG8tSyXuJtkZuQgBW3OjBCqaCQFYU2Gs+Y6rpeiWVhb7i6JmmfP9Md+YkFw5eharBUpC1eMnfzcfLnzd77HhzBmMFk1VeOqQPiwUgKysbYsaO2SPJ0Hmrm0vsGSYRJZgeyKZCdxHDzH/UA/iUSrDWVmGB/HKJaV9RxxvnC5axAGtlO+yQ6DzzANe5dQvbBrMDCAmbb9gAUYAx0eQKUBlPSDwi/UqcD4SwKakAPSjiu5d5guE6UoCXC7I0F+pU0c2oLsYd0zX3KMiKijAPaEN/5aaQYhxerJgrAVskvQ97WcL6cR1qKdt5ZzM0YB35EOYD3PtO4H2CdpbtfMTzG6sHwGn8hGL7HrFWCgFft4r0QwXtgLNX5nXZj32AFXG4NAwPkhGvhSLqsonSOtI+LmCJGivX/ZizW0TLGfahA/Nfc44E8+51Msl1zLD2AHSNRVjIcfLR96AAWe6BcvEffnCL3YSHIRSva0uPsyjaRzYAi/754iHp9F77lCb6egkyC2p/SUBW+X7Hm4pjLolzuBl1AEw1VRuZe2btkGarZs1OeV6VCZDaddsr+oApTIWTNj/earZoP//dW83iJY9acLX5pw63/a2tEsZmhSVOjvLyKd5wQ5tCJZuybMESM2rCmGyaZtUmzsM6TsdBeiy3bVCMMm//mGxLJIYRTAOlywFRfv/HmV+cOpw3GLWkIC9O3/moEybW5yVVe6mk58qRDVQGKkjIrqDoeQnkiTZLk0S7Cedhu9j+d4ka7xeCBHPP7pJDFYaBuHAkrQ/SdAHqThHPMEKa4D0IK+YVuFPnR+KdSE7WMBNi2x/+YBrPPDN9Ksq+9CUz9Ne/9j01fAzPmd3ZR5AOe3Xogc1mwsbFBlmJSjwAUddenWlGvO5qiW03LBVEbdz44rQOi7qHHtScFsXzDMfbMK5ERSccxURTb20CLeaHk0yUcwlhGoZed11gQNV83Dv0oeDeq9HKV/+F6GfQgSwWIbaGyWfFuDl23anR6ryS0rt0pyZGNFhBosigE6Wifa/APa6YP81kVQ81JZ+abKovnuU71LMvnW2238bfe0wB07z516SBE9soe4iJ0K888fxJZv1R29qApQCysWN2NxM/c0IhrsfEfVqTn3jZdUuUa7/i51kWFZk47MEWB0Ddd8FvzdfPTq1ptmXhy2+b8VtvGrt5HJYprDO/IKR+9eO8FGJPOo8VASiVRx5pquQnLLdgHodM3BWaMlhHPzYgny8pABCgx2v+Y8JBDJVXx8X/LujyO1jAHGadxwSI8dJDY2PzcIqmRgssGQF3MTkSlgHWijyfQd61ysIFATZvGIewDynmwPPeT8YBAKNEgSLaI0MBaHnrAtbQYuk4/E6q66VNnHu3+uSTTeURR/Tbtc1HKNerX8YB77XQn6wxThhca4OFxWKtBiXIisv8+D0YAEl8ncwW27veINTjprtYTJKUq6+rCrxZdOxs4nTlA2TpMXVJKo8hd3/g+6B3mSdvhVfevNpuWrrs+QyQNVpAVBBw0jbs52/Mip/f6oxAb8TEb58cG4S9+P1y14V5EzKVMBbrpukzzVE3zAidcT5AVjZ9RGk8wiYdZSp020aZJ3M8nYmbo73iJRSUliRxh3luwMsKxjXI9FmIlxRgZZboXf4s3n4aV0gBFhkK7l1vvQyGCu8ushf8S9gtCrouWC7aBxU1M6rgHZaBFyD9UGCtAF2u6z3jKMjihYnexvV0VJ1WWDiJFV/8oumR46OU7723GeLjlZnnU1jw7uIALZ5lZB7gei9E4eOTazVKVqBj82EzRNirgcoaF2KNsulzUIIsBStR5jXvgvDlAYtF5F7XTq/b0VhRsLlrEDu3D4DYbjs12U1J8gxqH6oD8zJZUR6T2t4yWQKuSiT3GdqsIQ81+p5zL8gCGLV3NFpgRAqdjo4Gs7L+DWvqwwQI82WB08QZkvrky33MhS7IYkBia8GEkR7kc9LnQIivFfbi15cwrFfzlVdGfp2FAY6/XfVHs/ku24SyTAqQ5s9+yWy+6zbZ3Jfmqu/8yJx4t38E86AObdwaSQPTIy+6JCUb02iUni3J+NnU5QFf/tWvDmpwlS/zoN/6qTmvQYAMEdQpBPsMSiKvJkRlkBTsoJ86zSM6pu+nxdOLOqsEJP17zJgMwKbZDvw8EV2QhYmQIKSXi9ciYIto77BhUbG2XOeNiv32M7W/+EU2l9CAaxMHaDFpwrPgNZsvcJOEtdJF45la86Mf9WHW2m67zZROmmRKJLQGBTDcKkCsa+FCUyHR+svEOzQfxe23fJ99DD8DtQxKkKWgJKkmCpCD4JGknm5h+8MPdpirxSvxWmG5ENj/86maPvSwmgoR2Xv7iHOCtb0XZCGiPHtGikULSwOh5sKSiTuHgiy8AzHpAaAQuAOiiHFVU72hHQOQpQV2CuA1/91brMYK8FVbvZForz40w4ZubjYZt79ZJdsQxHtNkOqJeMDUZ+IcfsHr5MLkuA8PND1BBeD04gNzzOf228VUDa2xYKt5VaPd1lzfaKYcNtX87eo/2t/LRZs1bvKm5v4Lfmv2PPFbGTqtJ2+ZZesHATYYM/ogJYaOgwlx/hMv2X4+t+/OvlPMBmhlG6yTl4I1fyUEdblcCP1lFoQdRVOWDTsWxVzZF2U/aFhgmmCWEJVHBfuEVdr/k09svk015WHawyQIUFO3eUx/FFgqgklSN25kd9rBkBENHnG7CwTZBwA8RsBzWEBS6rX+5jem6aKUl3UhPUgBH/x0vv66dRxhrHwBm6B7wHqcnn56rHsKvSPm0rLttusTUT3sHoOxapdUROpckuR+JMxLrYArbwT3rrlzTcPxx5tK+cirlN9a6gX84JwA8OqYM8d0C9iqvUY+0HvDdrRLMvo2IsLLfkq1o7fj/+4FC+z24gmZnvSNEqOrSK4jwFX7Qw/16TfJMRW67qAEWQpWkgQktcmZt2owZ5yZmY5H09ooK6aieD+vwWzGdU9gUMgIN7VOGMhqu/6Hpv3+a9JdBjFZylYBoABcAKXaqg3NI6KnGi3Aa1jd5uItONQCsM9vNSMNxIiZ5VcQuz/z4tlWs8XfTc0fWADHOIs/+nuglqvQF6+3f5tDS27yrjfeyGpovxxbsFIvPvCkgJop5isnfMs8eess8+hV94jJ8AzLUgGw2FYzbIhpWtVggRH/jxdw9YYAouo6ySov26qHpYA9mq5Fc982yxcutUmCAUsANOr97ep7zMGXpLRuMGbjBMBZoMXDR/bff+HvzLhJn7b/Tzk8td2vWHH1scfGWodcRbWsOZ5ycQKDZnVSehv1F7jSOapuD41XlZgio0qneEO29b6UozwiMQ9i9hmI2jGAjwuaAF+YGW3qEjEfkr6E30mAla4dfX1GYlx5TYH0nyQfXefLL5v6Xg+2igMlwXFA9oKocxa0n2saL0Y/PRKghnsmm3PnRlQPm1uS+9ftB9ClP+52QCLHhPMJwCrq+vSbG89GmCs/kAkQqhdd7FBhsZTBoo+OJ54wrddea4YIiNKiZl5AFvsBXgAr7WO4E54D4NYqbWtmzsyYEttxfqgTcOUW+vCCsWyvgXy2G5QgS0FJEpClAMdr5iMqMK64Gh+Fxd14Q2F6RM/4/gdDMtZaY2ONG19kZj+ViqeSpIQBuKDwDm7/bpwstgeBLCK0z37+ZGvO40WugnaYp3liOtSgopgVdR+CdpiqINMf4nfMiZQnpO8aAW3lEpgUE+RACVCqa5WNKcsPYNEfZruvCAsFYALwwCLdefpV5qBLU+EzYJdefHCOBWAKpGC7KAqyYKtahLVaKOBq/U3Hmo/fXmzBlXogUv++C35nfviXXxrVfAHGAF+MTaEO28LAlXutRIGffLtbM54GCoUFypXdYn480PWl4f1yTnLfZVtXUzehheHF6r5gOF7LBsixxo3hFfaiSjLH99+5w2z86cxEyUnar626quGKCvUQOT/xQFyOOUoYusrDDjM1P/lJZJO4FeKkigmLzRU2jiZ6jjuXqIClcfvJpR5SAqsDCwnLAKsEW1Vx6KEZQzX3so0uOwUQ6l60yNZrEQBGu04BTZTqGTMyQBL91vT20XbHHaZS/qe0ChPWLSyrl/XK5TgL2XZQgizN95cEZAGm8BBx81ApaPKGclBAdssdVRkJRd08gwcfWibmxcpE5yYMHDK/V1/pNmGpdeKCLJ0U2qmgVDl+EwecDTTAlGiBncq8+DBlBXkduv0GASzqALL2E09BABGgB5ADy+SCJLbbIqC2WkyIMFzUoQDMMPGNHJ8K6QDYwkwIAzZq4w3Msvc/svVvmn6xBVmAqZEylhfM0ZY+x2+9mWXCtpk2JVaYCL6KSdfCVywvEMBKhXyN89DM5ms87vlgXL6gASH81mLjYXk8QVl/5lIsP2sTVHmPzQvW0cKwdrABSaLOKwvHyyof5dk5x5jtd76+T1dLP/qHGb3Bl/IxRF768DJUiPEJHJmPyNyrBVxxbeFxB8OSjxInVYyOEyfcSZ/r6eFLbeJmkj3HLXr/Fpop9s4nDrjSNivGjzfDBSipCVC3+4EsmCyCycJgdclvgJOfTguWC9MiwK1BrBOUCvldLoyZX79x13Nt1BuUIIuFgm2aKDGy/JJ3+i0kXoEEmtP6aj6csnPfWFd235YNZtLWfQXwqgdjDGKsEHXe69qLQJ50QPz2Zn4PYsm032NElB+UXLr93qtM241rPNuCmKy1cSEN1DHJ78cXoR+zwsuPFx+u/0EFMKQMlVsnaHtYPwrS/Or49Zd0jIF6DgbrvPIRf4zAovkOK/HvZ08zX9j+sj7L+tYbN5jNtpiel+VesezfZsSoL+TUF2EgVEivsbguFzNRlOYqzqBoeRr+939N1dFHm2ox7eWjxI0Bx1jZgqzavU83bXMfMRWT90o05f4AW+pMklR7tlL0VF5TIQcXBYaahLnymgJ1UXQf57lHWCsYryYxEWJ6XMdkJbp0sq+MhyElLsiy4vaHOsRrsMZGASZCr1jSMsyE7mw04i/sF0CMqL8atM5N9UMbzIcAOMqTkl5BC4CJJKKuWVHBlNdsqSzX0Lq+Zkrtr2vubNN85t7p/v1AVve7c03zeQfZOtXn3GmKJZ7Wf3vhZdkpLI7qETD/lAqjg5g1G2FzNuupzJaa/7LpY223mf3iC2bXz32+4NPApIB5APd81Xigw2gWk50+cCtFc+b9cs5mYnxZN55wQsr7SUS03n6jgtYGjZmPsBIwUyMF6JRKVgW3BIGpIPClbWmHhGDjTx3Up0/qtDR/KD8f5QyudDySRpPvEL3VERLcFOnC4xJTK19l1de/bsolD2f1qafm3GWS+G9+MeXC9Fadi18xpWMnmqbHbzA1X55uupYvTMRmuQdnzdS92r98meXx0kVrlm0QXDwKAUCwTsUiRu+S+xfWCaYqzKwHkEK4DpPFfdj1yiv2UEsmylpJf7BW9K2aLkAbAnojmsDOl0Tv6hHJ53wRFKiDQctkuWkN4qyNKy6nPh6C2UTo1bEAYWf+sNVGfvcWRPOEiHDjcGkdGy5ix0Zhwfqm4wkK8aBt44As16SIF2JQwNI4a7auzroV0BV4+e23zFV/uNvceObZBV0UHqpoNdBiqBmBB/CqXXc1NRdeaD2KMCPgUeR6KfHAZjteSpgivKJYvoh5QHuFsavkC7lKTBbFYvIAwOHpxNhuvSQsQj7AFQs894WfCit1tKnq9QgGAFH4X0HW6vo3Tad4CivjpCCL7UPrPmPr69+LFz5ot/EDS1VVvYF4GTem6wHoAFiq9XLHoA3j4JW89KN/2vG0/7CLQQOLUgfPwd+NHJmVYD5ojM4XXjDtYlbKlxk2DpMF21OHN5x8pFEAV+1vPZVmptrfetKUbzYlPWWAVeXkqRZUtTxzp6ncei8LtmC0+L9qh9QHcbZFAZfKAaK0kHgHUvjArBTJQL60jnwYIVIHZAGw+ADiw4iPF8CSX+G+5n4DiFFK5B7kPuQ+xaQISNO+3PZR/Wa7loVqN2hBFiY9ShLxOcCIRJ6Y95SVynVhNXUD4nkShu6zb5kvuHLHAWjdfmu7b55FdGJkh/cDaPTRsM+a8BN+TFbP0gWmacZU0/PxIlP1oztM6Y775nqI69qvWwGzYMlH5qunnGjm39XXA/X8m39jDt9rbzNhjH9C4rjLhw6jUdy/h8lvl6UCeAGcagV8+RX2W3fu3i9fQNowqa+Ffq3+w3EtZx/becgH9esdy7q+97r081LToumDYALyoXMDBAFoVF+l/8Nqsf21eb+w5kKAU7WAJYAU4EiBkdYHEG056VTbhrquKRHxPGCJurR9Xfr8rNTVQl8AKXKTUg+Qx7jMiTaTP//jyNOKNyFhIGCybCR4YdHyXbreftuUbBo/M0LY+FFsFjolUse4wASgVL7ZTmb1PeeYoQecZ1rniqexsFUUwBQgDEBFQfjOvo7Fr9r/K6RdychxwmwtskxXvgrXqXt9onUs/sxGpqhUzCTrSr+vwKAFWf2+UgNkwDTIktQ6Q/7gn0qDHeyaAAAgAElEQVRmgEx1rU5j1RunmGFbXL5W5tC67BFTOSqZ5mKtTDThoNt9/wjzhwsu6gOmYLm23nSzhL31rY7A1U8Iq2YC94vYCmPFSwlw1Swu3nwFY//XwIQuSMNLCSDFF3CLvCRhwChRmpGcDyjLDgBNMEuAIvdvugMcAZpGrretHG+33Y85ccwGu1kgBTACXI2S/d09XRYU0dcnHz9tJm6dyvkHK0W7ZmGuKCNHfV76vVPAVopVAVi9J+N0CtOlwAvQRRvAHSCLkqtmS5en/u1zTN2m52W5Wrk1a15yl6kec2C6E0A0iZA7n3vOblMvVwC0n4cdIKu7ZbUFT2it7PoKaFLPbpitmt2PMa0viw5LQBX7KICvStFldctvgBkALZfS01lvujtXm5LKcb7dNC0WU+XY/Oj1dIAkzzlvkFLuPcyDBCgNYrqi1gMmrOmss2y1KpEPuOEjotr25/51IKs/VzsPYzUe+VnLUv23mQKTPiSWvfRNM2qbP+VhxZN30fD+ZWbIxqdlNOx+b4lpPFI0RR8sSz28R0ryy95SNLzWFK83zJTtt5Mp/9ZuoQOuamwwDwpLM1Qice+3y67purc88rBZuHSJBUCHTV0D8Kg/rHaIAQhNn3mBOft7R2W0S3J0R190gdl1m89Z1koL/S9YsiQNspjH/XNmmx8d+f3EwGu5mBhG9qZLcefFAxkzhJeJUk+lMDaKhzsmCEyPgDg1R6AfGaggi2MHyCyXn7Hjp1nQA4CiAGxgr9R0x37VbAGelgjAAnCxjTZlZbXWLEgbFxQBmjYRBsttS33+p08AFW2XL3vBsli6Tdk1xvJqxbJ5+dJmbd6rK145woyY+Nskt0FGXfRVxdV1pqhqDUuEBosCOwWY6pD/y+RvraP6LQAYRc2Ljzz7oNlre3/TWtQEu1oXmY7GVzI+7timoKt91VOmrHar1LMnJqPltvcbnz7Lh+1kbnzwGvPUK0+Ym2fc0aea1TwKg6yegVTgnsSMiJkehhozvYZ/wOzPhxPMs2u25wOJ4gIpPp7olw8s5ANIBfIVUT5qvZPs/+8CWY1iY6xNGNwqyWr2Q1036vt/k94K4MIXp9+XGg8XSlntGsqd+rVjjzZt8iDIhVXiCzFpH34sWv1mh5nuT+rlJT9aHrapNCfe0r34E3mIfMoMeeRi3/2Y5QA0++68SwZQYvtkYZIAXZj00E2p6e7bZ8tDS8w0L7/1pnn2N781AKU/XJAK7gcgmrzZZhlgSMXt9FkvueguPfFko8Du9488ZM2GdQLaJkgqlf123tVUlpeZ+fLABFTR3+yXXuyj26L9+TffZC47KTyEAV5KxMqJE2/HXSBlqvwWTfcBqDTyNA/9weil1A+Pl7wMEcZM6cvefdEDsoYL68xLnZd2toV7taPx1UR9+H0QZTt+Lu0WfbzAbH/cZPPHnz5odpqYPPUMa6fPSObRLWthuttMxYgv22mxLkUSgJpnJAwUzzTYQ56d7KsaNdUyYcVSp1P60lIqzBjnirVlO+1po/3wbL3srovML+6eaT68pzcvnbMQrrhdNxMF3quZZB9egwAlGGqYakAWjDRADbba64kY1E8u56EQbf/jQRbedq0Snbtr3hN2/cr2PNRU/qBvjJlCLG4h+vxvBVk8nLnJldrnRm9dNss+FCqGSdqG2pQQVYuCLPdhzsMFkKZgzA+cuX2wXx8ySc6l98u8/Y//NE3/c5mwVXWm7q1bQ7tqufA2U3VWZlA/bXDalZebjTfYwJz4re9Y4DNP9CiU0666XBimz1vvrf0EgOEBCHNVL7ngrvzj3WlwA/ACZAHC2D/7xReFldrL3DrrEct+wXgBygBPsFEUzIAAKOrPfestc8ush81fL78q4xhoA3DDnPicADlvYd4/OvIo236VpHlxGTi3Ll+rRI4u1bxncjyArjheSsXyMAZEURDN8nWMdyL6LGs6lL70Ic2XNKVoxIhB5aWU5BoMqxvFUOQ6Dqwz95gCJu4jzHJs42XuZVLyca/6gbc4xzFQQBZM0Ld+PK0PyHrlvRSDM3GTaC9xNX3qMfG8KxaAxHlgX3FxhSkuT3l38hzsaJpvulretR+hXBMKrnjmUdhfVFJtGTCetZYJKyozxbINEEcbTJCArLsev808f13qY9ctfkDIu03DNHCvkpYHk7/reAL4grGCsW4TxopwEdzTMNNuNPk453tt1PmPBlkArKaT+n4ZVf5AMofveVji9UZU3vHYbRKh9gnT07TKdL87T0IkTDJFNcNMiYRKKP/68aZodGaOpcSDRDRQ78Egc2HHo7ea4vXHCyOyxpSU7zn0d398Ra0WZoqvryp5IHCz65cY+xoXXmWGfOpsw8OdBwYPEB40Fc5XMe0BaNTnwcBDmQcFDw+0WzwweBDRlnqwUTXChPXI1x2FMfUrWb/+OppeNXWf/pnts0X6UQDofXC3XfuAhN64wZRsPs4MfXZNWqRs1vH+J2abqwQ4AbS2Fhbqfvnio5z07e9kdKfs0TDxhgIkaQHwUPdK8RSEWYKxosBOsZ3/lY0ClHmB0+YHHtBH/A579qMjjhJg9kQftkrB2b5irjv9yissE+YFad514CvWrnlvMtmg/GVuOwAapge+hDEtqlmBtpgm/MwI7AOMDVQtRzbXR1QbrvH6d841G0yZH1U1q/16r3I/Aaq4B1vkZQ9r4t6rzEMBF/cLBeaZ+0jNUHxAcT/zPywM9ypmeP6nT+1fwQW/2e9lXVL3+mq7z2tW8wNZ3N/Uy4UBz2bxNjygrg/I2vbYiebyE6+NxW6pRkqZJo5BwRPPr55OMpkUm5KKDTPMiKwtYIxnKueL5yLPPbZ1ti60a0fh+da6/FFpP8bu0/LL+261TNbrv19g6uRd6Ba8d+vEs9fVSAYxULDNfmEZ2A74UpOgBildx2Rlc5Vl0UbjQpVO3iWDoQIQNQKwmlIUZtkeh5jupQttYuWSSbuY6pkpkWLcAniBEdP+itYfJ2BmggVXnfNmm+73BMXX1Jlq8ehLAnDot+22C0VntVCu4qGm9qqnQ4FaGMjS3IZJ9VrMgfFpl2TucdcuX/VcM4T7cARc8bXGgyH1u97Uv31uClR1NZqWTx5Ki+C1btPiG+UhOtU+VPiyZjuFBwrteODQj7Je/K8PaQVjfPHxQKINDzH6BLAVCmSpvorfavYDtKQYqTU6KV1vAJUXZNH2AQExtKMNJj5AmLJRmAunX3yheePOVMR69lO0f8Y9XFgvN14WbWHHtv/+ERZAAc4Yp15YK+1f2SzGrhPgF8Rmrf7S/1q92pB7fpavy2bA9UM4GeLurY3Ctdmw4OdmvS/8LcO8nu+5BN2r+vGjpivuseWvHGkBVlFRqWldOTstgldGDEDFfaqghw8g7l3uyaECnLgfKXwglQuwa5B7GVAHuAJwwNBwr/Js4EMJ8KYfaX6mfXRa3NP9ren0A1ls+80Pb8taq5Xv8+rXX5i5EJYKUx9MM/GvAEt+eQfpF4YZFrpEkkHbjx+pTzgHYmah01LzIfVgrUlI7Wd27I9jTjLGoGey1HzGQVccPdOU73+iAWA1n3+QZZrc7UY0WY0n7WiF40mipacjrQsIKttxmh3DG+Sz6cQdLNCKC3AAhy2/PMbOkTZlXzlMcqOJ6DFCM9b59AOm5fyDfcdJbEqU9Wg6UzxcZA66dkkunv6uG/Tgtg/S5rdN24rHTeV6e5m2lU/aL62qUXvLA1aSlwrgGr3D83a66oWTYsVSOgSAUsrcMNGCJTVt0G/FsCmmrf45092x3L4ImpfeLZanbvtVCOjiRcBDnJcA7flypD/XLNk55xXTMO3MnJksWCFAC+DlRGGd1KMPVqpeQA3aq5ViIgTkYAYkrlXq774ADGCEeVDjXql5cYKYI7c46Num5R9rQiC4QUj5G6bLZccYfz9hnRZI8Mnzf3uTNS0ePnVvayIEAGJi5H8FVhwDzBbje0v95P+xm+rm/rq/L69+GY8QLQRCdvOiepnQQk4EkKPgJBf9U9Qcg+5V7q3SygnCRD1kKoZPMa2fpEz4mPzlE8fee+oVrIyMsl5qzkqZF6fbdioBgOWCee5oeNl0tX1k79XGD+Qa6pbg0MLe6L3KvPmoSskAhtr7no8qr0aMemsDZP30yIvM0dOOTy8vTNZe2+1jfnaUv06Tipga7/7H7eZXwnitjYLw/cc3n5nWZGHihNm66Yw1iaHdeYUlckZ/BcCKk+h5oCaE9p6DQQ2y/MyBsFSqv+JgvaBHgUjNlU/FioauYxRvInqCU28IbKNef6U77GOqzkl9WQUVy4r98ljLXFWden2iWFZhTFbrLyQGy2NyYQujNuTuD8LvNws4hfURBitb82l/39C8jPQh6dWV8D/FK54Nc23mAUtR9kv75rerx9I+dEy+hF13aX0ZuOvhnd/KYal4ZcNXPdDfy5b38ZRRy3vHa6lDYu5dd027xNDrtDOYJOm6iHknH8/m4EPLE8XiizoEgiifPaPNrGhcAzAB6mrOimqf635AyYpXjzKjtr4nkUA86bjuPcH944IYNecp86x96z3sdW5RQbuyX9TjHtQ+3XvVfQ7QD/W897XrIMM+7/zQVFLWBsg69TszzGkHpkJtUM696Qwz67mHzXPXpQgDvwKo+bnoovy8+5Ket2zqq55Mhe86n1+ddG0f82E2/Q/2NoMaZLnRzQFB1mTnFLbVzJyVwQ4pyKq+6OFYpjGtX3uTeGf46K2Iwt52u8T86BXWRwUAVSYKc2PtlU9HMlfeCyx9zD5Ayl2PKKau5bwDTeczDw0agJWvG63lh9eZ7iUrTfEW4wMF5vkay+1n9fbHm675i0zdizea4k1SyaILVQgX0XTaNabrmVRi5uLNxpqKA3c3FccNjMC0iPu73xDX934+B0HrTaqrOyQ48LEn9PX6JHDwRZdU5g1oaeYJF2TB+gAOcgklEPda4sNi2csHFBxkxZ3PQKyHCRHWrL9BFqzVgV8+NANkEdbh+5cc6qt3Gihr5wVZA2VeA2UegwpkwSoVCbhQsKNAAb1VpbBMaZAhDFH5/ieYiq+f0AfEKGiKYx6zuq6jtrJ6Lvp3C2Cp/T55kfWCq1islMMexQV53gvFNY96gVRckKXpeeKwbgPlQs11Hs3H/tK0P9DLXO27k6m+7ge5dpmofcM3f2w6//6Cqb5oelZgB5Njh8y/+6PlKeAUAlDQNXW99I41T1J6VohJVMJHlEibiu+JDi0AbAHO2u54zAIgHaPi4D3yBgoBV+03z5K5rDJlcg5qb1nzxc54jN8tccRKd85j9GuO6br7Tcc/XzbVlx3n23fSPKiJTrynsh/IgslaLTqpXMToMFSty/9ihm3+q9DpeUEW4G7l/P81w6VdUCDLXI4317YcFyb6EVvdnGtXsdurSTUXkIVO6dcPXmu+8+WDQ0197qS+ec7eVuDuMlka2iFMlwVzFOZ9yH7Mea++N8/87edPmHGiJfaWenHkevrVJ82r788z49Ybb7623d6xWSjafva7E9LmQubsN0bsE/AfVnFQgSyinbvAQE10LssEMArz8FOQUn4ICS3D87CpkJz+u6VfRPNd78wVBigVGNCWXkBXLt6KUZ6FCoIsw3bVM1ldSmFpdZQlo+MwJsuuW2O9GXLza75MGiCsSLRh/ynJpRv2OsN0Pv2aKdnm06b25hl5Aw1RJ7Dx8ItMT3OLKa6pEg+3jwX4vG0qf3iQKfnMWNOzvMF0Pin5uWR72Xabm6pLxHwcUAAnbVffa4qqxQV70qflQ6PSdL38johLJJXTyynvQC2MCRirnC5ma6dPQFrLL/5gup59TdItfbcP0CLMRPMpV2WM0f3mIgFooj3766U5rxkgt+3Ov1vgV/3z433BDuDQtLQHemDipdn+t3+JO/fukUFbOZ623zwsUd7ftUtD/LGaa37gexz9AbJmXtBm50HKrP32bs4wFwJ0lj67XU7sEiYzAFRUVG9MYx89uUV6LPUGREAeN0hl1HWfz/1xjyufY2YDsgAWX/m/Xcwff/agBSrn3jTDaqTOleeNX2gDv/n6gSzqbX74OGG4DhHgsrFZ3VxvGGuRyDy22niimbrdNBv64a+XPZEBtE65UhKoi0YTjde3zp1mtpS6CnxcEEf/gCStQ3+Mwfzn37ImXhb11Aw4TrzX/09Mmq4nIQJ9NRcy35tFj+XG+2IMTJrozf7bANigA1mu3kgBR5RpzL2gFejAThHGgZAMlGKPKRAQ0i7aKfUmzLgpegXw5AVMkhuw4dsbSi4P8YCLAfD8bkKvBm3IXZI/zRHKuwmkg9ZEj9+XyXOE8Iw/WLRaYQ9YBVilO24ZGOTTrz2gpHijUX1eysr2aCwrC15+KWL4D5Zb8FTz+zXsDHWbz71ZzHYC0oVJ8hbmVHX24aHMjYKfihP2zzBvKjPm1Xit2ujbpnjseoFAhTl1zHo+A2RxDI0H/tSUexg+TKutNzxkan59WhrUMB+KRqa3x3/BLaZnZaMp23WSL1jUfqLOASbVnta2PsCR8eij7bbHTPXlJ4YCLBtZ/+DzTBfmSAn8Wj71i3Ks+4eCRAAQOU0fnFWdz3d1Rl/kOLUvtFUSy8wDstj+0ZzPWDG3N1OAd0KIwGF2cNqoHCmJhwPSqIQdyIf/3CAnQFewRRogHWcDstBOPfLcQ+aDT1LA5JcnXmNNfwAnQA2AA5ACQPGGOdDDpi77Lz/pOitm/7mIxwFTiz9JMctbTpgo/exstpKYWVNFDK/9eL0SlVnaaL1xdj60u+e8hyyTBcP2p/NSHsNajpx5sAU/zJG2iNafFAvNo79IRaSnMHeA180zbvedvwuy9jx1irB3MzNAFsfGtjjxvgbIZZC3aQwukNULUtTUBshKygqlhewS36pGNFGI0LthpzQMg9/SCqgiVAM/eAFmxfAIgGk4cKztPVtToTJrOkVvP5EgizmI+bNY9GB+TJpritQxgrRoebsCfTrqmCcxdib55+BKMm46PpUwWEP/EW5G0X5Vz9T52IuWdfIGBqXP1uvutUBAwUlPU2t6WhUH7e5rikx7GCZk02B3yrbbIg1eFNTAzHlNbnq8fvMOWzeAaNGoYWnzHWO03fCAfIC80CcCPUxZ96Kldj01yKrbt3dsXaOikRKINcJjMAg40kfTkTNN1UVHRzJYypglWQM/j78k15m3Lonon5zTZY49vrxPondE9puMbchgsmgfR2yNVgjPQAVWsDzVGxxkhk74v8BI535OGQC6kZJKBocPr4jceyw2xIII5WHJhsg4QSAQ8NfVlkqaXVG3Y9aieubbJF6BlSO/ZkM2+M0/l3MTpy0gq3X5LAlz8WhkdcAVAOWUK4+zIIJSJ5IWZWsUZG21ySRrUvOLJaXpdAA79RJySEEQwGa1/D/ruQfN3Y/fYd64JQW2vEXHGCrjzhKgt9NWO9tUNwjPAVbKKAHcvCALUAUDxzE8/eoTkpprgZkqqX2OnnZcBphCLwY75QeSVJP17LWAyAkZwJK5EqgUsKgMGscLWAwCm5GLPsgqDCqQpRosmKBS8SJsPnPv2CET3POi4Rb8PAwBYT0CRrrkd9uNM/LG5mQAIA8DFfeaUSZM6/uBNWX3/PYpi+W3Tz0eMcdWTr/ENIswHkcCPz1a3Pkmrdf+9FumbMuNTPu8xaZ80ljTXd8iealGJu0mXZ9wAD3L683QOVfGMncBGlrO+72ImIpM1bmH+77QFcgMefAi03q9ABExzWGGBAjBtAC42OenK8LDMElAUgVmAIbOf8833W9/YLoXfGzHqzhwjz4mPzUVJhXXw37BlKHF6npzsWWB9Ji8ZkxlpWDQVPtVuvvnTcn6w9KaN3e9lUl02bCgE6rz97JzjFM8bnQaBAKEWy+505QfumefdVbgV7LNpqb6/O+HsoSwS6vre8wqYZcOP7glDXzYDuPkF8sqLMYVAOqwg5sJLm/F8pMmF9tDZfvFF7WZCy+usP+PqG0wL71amwHAeLHDUFWP/o5EHVhtQROluGSIBVWVw3c1K14/wYqxXe84wE1n81umcdHVZsPdUgmfKYAT+qSthjvQfQA6zIOALP4m/IgLntCIEf4AD0QCl3a2LDTDJO7UKhHor//Fx/qcPuJKETKF2FX8XilgcMTEm33jcGmIE6+HH2Ny/N0d9Tb8goZVgHUbvf1ziRk7G4hTQF+5AD6/grMBxc9Mqh6Y7noGXbOY5QAxgBc/syBgB+AE8EEX9befrwmNon0Cki4XQHTX47dbBsvLNAG2vnraLn1Mgm57AAws2DfPlXAP8kGCydJrFqS+mvKeenWOHWuRsGRosDgG2DE/EIV5cs//27mP+VDHB2j++qHr0oFUAYv0B3ADxB1wzj5pVoy6T4nshrmuLW/IrF8oWTYcVCBL41UBBMpF1J4tyNJ+woKSKijKlnXyng831taQP3yY+HS5on7bWMyOYSCrj5djL4tVVCMBT29OeZ2liyPIV+YqHWYiTjiIxEfTt0Hz7U+b4lG1pmyLDU3nwuWiVVpuqvbZ2v5dKkCrqC6ZKUcBSpSJSmfCi7vhq6dLOvcKM+S+8zNAGX25oAmwBGPV+eJbkgC2Pc3QKAALGhPQR97CoKjvliUSHRReiG4hHU+RmC4BcmGmryCQ4vYF08O8vWOg8yrebCM7Rtl+kqYoQHzuAj90Ym6uRbRjgB+XYQPAxWGx7CXdq9tyQZZlDn9xV0Y6Itaxe+FSq03zA9C2zbX32TphJlnAz5k/bLWhGxYvEmQkZey4InPIYWXmuBMqMjwKqXvoQc0Z4MldV/bvu1eTmTipxFxzQ2XG+QO07bZTUxrEAbLuf7jagjgASlu9eBkLMuvpkqTLNVta0KM/qpOCxaJoDCnvHeSCEQDGcul3PQFkfjqrpc9sa3MFArIYH8DjgqyP/7WHjSOFkL6kYqwFdoA1xvACDw3iixbMRnQXcNa46HoLxmzqFpip3iC9ABtYKorLillQJ3X8gJmfaRMQRAYHL+Bj3mwDeK4SMT8FsOZ1BmA8QGzQWqpzQByQBUvzqoAgQIZf7j5ABgDlwv+51HzvooN8mSwFPgCen9810zdcA3UATW4MLb0GXFCjcbWGSuR1P5AFGKToPv4HAIblS/RjwHRs1aINkfeKRqZ3x2B9KJhO3X44nkcFcP436LMGFchyTX2VR19sQVb5fpLh+5hLkr3mnaCkQV6GhQJZpOHBTJmkuCwYLF6XpPVBhO8HstQZwKv7UtDkp7NSAJfRBlB2pOQDFDAXFZYiybFE1e2pb7aAyvs7qp13vwKeIPOdt77VA4kX3pC/So5BT4gFy3CdeWPaXMVLvnijkVZM7zXZKXPjxyZpGIc4sbLULOia8aLWQEFWHNaIvqxp9PhfCrCsNEP+9NOo7tP7AU6wV1Zg7zGpcowkuh72wR9s//WfO9rWjdO/njN37eivbLfJaXMpTFr7n+eYGhEU++nI3IPQuujhyvfbKUMv5z3YjTdsMLfemQI+fgXdFvGz9tm31Hc/YSDmzQ3WdQGsNGyDC7LoTNPGfPLvr4gX3U2+6VxgnGB4glK9uGAEQAaA0jRP7oS9wndNaQPIAnwRtBdz4gY7v9nHVMf29ba5V5g2yYQgYJAwB8TcYhwbEFgYL8Chy5wB+BT8IO4HXFGIOq8MFccPKKzb7HzL5LnFBYRsB6gBkACJXj0a8xsj818ix6Hpt+rf+XHGmmqEefUcBLBR3HVVkBUnKr5qlZ557UlfkEXfai6D1QIkueCHbYAS4mBhGiRJtB9YA0hhDkSv5S20Xy1gjoClanL0eilqGy+zxPj0CwgKKhzjAcKQ3fOzhzKYLrb/4KrjzY5bTUmxdcJe0Q99AqhgqmDpVMfl6rJgtABYfqAx9oNokFQcVCDL3pyiw6IAMCzIylJEnvbEC2BqFNjkC2C4QCluIFSO0wLLGXulBPiiDcMjkEjxxLjyO3bVVXnNfAq+vGJ5DVOhfbtCetWA9afJMF/3TVqf5PGy8+vfZWeCkjPrCxsQBjDB6w42yBuSQfvyC1EQh2ly50d9ijfUQdAaaf9JwkQkHYOxAT5GGDnCRHjHctcdRoxI90lBlvbpZbEAbat3PintHQmg7f5wma9Q3ruOAMIwVhMPw32mlZrjTvSPlQXjddtdVdb0B2NVN6zIPPDIGnYVkHb19VWBIMwFWbvs0JRiyzxjAUYAKaSE8ZYokOWaAMNMbMry1H36p9YT0QVZjA94IUOCX/gCwFvF8F2EdOuyWi7S3VAANJgKvSZAPQaAEkCM+so+qYnRje7OuJj4AHwKttzj8osnBrjToKbU1YwNgET7vvDoqzgG5gIIBUxhAuVYlHmjjReIRj2TYI/qqusyhOJ+bQBbgBI887baeFKv1ur2tEieNvQFCPOCHtoGsVwK9DAzAnCoh/B+L9FWRRWYKEyMbn5EgNhr76diTo4V8TxgCDH7YhHRH7j7IQLKhln2Dv3Xt79EiIqZ9u8f33Smefa6lI7syJmH2PUAWE3f9wR7rGPFLKkAkzGoc+Duh2aI+KPmOxj3DzqQpXoqXvxEN88WZHGyLIgQ4Xv1OXf2CUwaFiMrqxPtCN+LxB5dKxHno1LopE2MvQMq4FPmyS/OVVD+QgtOAWkeU6VGifdj9NIADCAqYSyi5pvVuhSwEWY9TEpRHmmq44kSS9MfoRG6PlppY16hv/IDNLz8CR3gNWX5mcPCDt+GgEDjFZNlUnNdEpBlzYdvLIjtGGBfXL0hMfjbb6wUK9ggJr5bTP1mh1nPyjhzUuZLw08ghKfo8fN/zwefpM2tet6CNHDu2kaZao+f3mo1UjPOTumm3MI+trMfxgowNvPCNjEplltQRcDSbbZq7CNmd/uY/NlG88TTtdYEeeiBLVav5R0LENEupkM/wbWfdsrt3wVhfmY96gIePha2DBZKTYQwOZjqAFWMD2AJCsSpoESBEv9rTs+w65i5kWoKMDakRgUAACAASURBVKZmSQ1b4dVb0SeaLkAbYJO2eFICjAg9scGUN/qYQBWIMRd+KAoSOWaYLYT+ADDyJOo+QCXbAZ7MzwW3rnNA1CNKdVd+5jlvW0TfhDJ4bcErBu8/b/JnABN6Ki/I8jJQ3n5hswjzACsFeEHjFdcUB9CiPeJ0CsJ9PBjRTalei/HxLtQ67GOOrpmRdfiOzAFBu86H+vwN4PtvYK38rpVBB7IURGiE91xAVtTNEyaQj2rrt1/7Yx9mQ+J0lZKv0C0CxtolrET7vVenkkb3Fvc43XhYXvNfmjHzMHTWE9NjqnTF7kGpgBSEle15aEYC7myOv7/bqEgboFW2x+dN6ZRJdgrd735oOt9eLKL41abyxG9YgbvVDo0SEHrvBb4iefV8A4hR0B5R/MyR6lEHg+OyUMryxDEX0reGb4gCibqu2n8cQKNtdK5xx6CdMmb87TeWy2YVb7KRMM43WLCLfqt8/10yz4GEvnADpAKGSraWeGYSqNQFWRorrPauH2foxWxsrdYO20fRehKEWM4lwLFo/PrWMxTg1vLjm037/X1Nm+71qHGs/EAWzNMTz9SIObDbargI9YBHIiJ41V/BVF11XaVlqPwKTNmMsyqsOZKxJD2b6LsyAV2YFigKZMHQYD4DxACy0CG55kJAzYpXj7QaK9gygJQmUSYYKWDHhofoTbYcFIgTZkhZK/oEmEVFqtek1F7vRHfObhoqL/BDTM+xYG70A1laHzBGUNeymq0ymDgbkkHAa5V4LGr6IpfBY2zWV/Obcv5g2linqLhj/f1MWzfe4FuBQQey0oJsH/CR7+VPx6USwILHXZkI7sPYHACORIBLT4Po9G64B9dkmK4kdUg63b10obAWq9JJrdP7hX3qw7Q5einqec2PfkFa1YwIKMMzk2j17fddbSLT+8hYzecdZDVgxCgrnbSzPaaoQK75PhfZ9peKMv5InzhVXkE0wKDlfPEslEIamhJ5SRMo1LS2W287QIKCJmVcgkAG2208rWvv7RM3ChARFcrAPVY3xlTxekKD0LdETCcuFYW5cSylu0w2xcOHWkCTBGTRh8ag0uP2G8P1NlSTqL32nBha7rxthPr759jjV7OfN1aYnyg9ZZZ90rJg6RAcEqm+e9HH1gPSz5xLPUrZ1G0tQNY1I8I97QjiWn7kXqFplABMCOD7sEtiHpw2tUlMhdXm+GNazDViEoTRogCcpgmTtfe0Mtv2xGNbJddhmWWpAFEL3u+2oEuBFfkQMREC1g49sNnMfT0lfXALDAomO6/2Kgpk2YjvkiQZ85sKzBUMwe7YRMiid6rb9GcWYKH/0vyFmPPW/+KjFoAAZKgXJAr3ztcCparxtg15AjuaJMCxFMZAPA9r1iLzQojuBVmqj0qZKM+x4SjQWzWKMJ0I9BrCAWYL9ow1KC6rs5qvIvG6xFEAcyFMHONzvBwXHoUuSGQcTJGlVRub9sa5Fjy1SGJqt44NQSFz1jXj/6YPbowVxqHPSVy3Yd0KOCsw6ECWiQAY+T67FtSJWREBOCCDWFluIRK8yzi5+0hOTf2KQ89KgzOvCTBwviGpgexLEK3WGVPtvLymPjfgqqYDctmv9JgyRs3Fs7KL+5XvhS5wf7yIu15+2xQNrQr0nlNghDlQSzEMzNab+oZLIF5U0gjyjJE0dyGApf3Wv5nu3nhcOqeSSZtksDrUa/7RrxOZ/vQ4vWNY0LLTxDQ75D091nS3QsJjxIw/RnuYuc5HX7BdlR/2lUAPRkCSejgCknsE7IbV97t0GKvnk9WB8/e2QWuFcN1P+I6JcOGCbgvANCyD35gANRiuhQu7rUge5grzIIX+MTEqe0WfmBsVsGl/LsPijoFHHCY+tERBhbZqjgMkALwATpjJMNW5bQEnMESwX26idAt2hDUK0lf5jc3cAHI6Fv0CZDShszVT/mtPC/CChPtqegSoUccVtXNczIl9HBegjcL/zNPVg2ECdM2Sfc6zHB/zw4kgKsI9a+Gnj8vno2p+02NmQctzZkn7G2bjqu3MdnWHm8riVFLrbErX3LkShHe8KRrWe+H1dtL+4IPyofyKKd9bwh5NznyHZTNOnDbdCxZImq477HwY1zunOH38J9QZfCBLVl2BD6lsEnsWZnPWBNi13Xahb8BSgBSlZPIuNq+iBi0NY7zQOgGEOiWqbs/Hme769FcqzBbHFqWBoh9AXsnkXfscFf2zTm64BjX9aSogv9yO2SzPujbrVmDdCqxbgXUrEG8FlrS/bp5bdYt5o+lR09bdkNFoggCt7274u3gdObWaL7rIAhrATM3MVFBULY3HHWf3aSnbeWdTdcYZpmyXlOneLT2rJEakgDFK8bhxpnhC3zyHcSYH2Kvfd1/xEk9luiiqqzNVMo/KYyXdjwcAxulvMNcZlCBrMC+479x7g5/6gaX/uGNdd0ADcgVau8VU1D7fjC7fPKcv6QF5cBGTWtX5gRzzkP+64x6M52qwzhlgNXf1vQKsHjP1cr2Fla+OmmG2r/te7EOt32cfC2ZqBGh5gVPrNdeYZgFdwwX0KLiB1Wq59loLesqnrdEEt912m2k6U3L6HnKIBUVtt99u+3Tr6KToo3vhQlN5vHga+wC1lVtvbaoFyOl+WK1W6a9r3jwzRH7/N5X/SJCFbR06PIiaLvQJziYVxOr6N01ZWa2pqpb8huvKuhXwrAAgCDAwpvyzBVmb33/4PWu2qCvdyHxNHvKb1+xZkHHy3Skvr7buRrOq44M+Ly+2sWZu8asXNieYBQqmHIr+P6Fy23wfSkZ/rfVd9v/KuhKzcmGb/LSbKvmb0tK7r7W+02y5z/CMdtT9aF6zbVNZV2q+cMio9P7XHlpp27rbsjkI1nxBy/OWhXlfrhktrNFnanYv2DWazVzXdhvW6q/LZtp7K0k5etyfYq0jLFWnAJc6AT1+DNHKSZNM9YwZIlnpGwcL1krbdDzxhATwvdbUCihjG6AIJqpKmCcvkAKMdcyZY2qlvl8B2AHihsu8/Io7bpI1Gax1Bw3IQl8QFzQBchCBRiVbLdRJQwwaVziqc3jrjRvMyFFfMCPkJ6i0NH+4DoQV6qQN8H7vWnKCebPp7xYEfWeDK2M9gJMc0u8/+K5Z0Pq8bVIhrM7JEx4dsMwOgJMX18sNf05yiHmvO7p8C7NF7Z5m8pD9zTA5L/kuj878wOx83BjzqoCj4ePXeCICtvh/zrVLzJ4z1owLuAJEfWrnIXYqtNf9785JmaV0H38DxNx+w+bPmj9Xf4t5afWfI5kYrh8A137rXxh5DbVLoP3Grm4zojSVgqgQpWv5QtP4yM9N3WGXF6L7wD7/uuwi82x9ypkmaeGa+vr6qTh5QQVgtFqA0LDZswN1VssFMI14//1IEx1gDQarZ/Vq0/7QQwamqlK2VQuz5RYAUr2wXwrq+J/iArwG6acEcOdpm3QN/lPqDxqQFSZCRDSJuNMVMqpYkhOVTaZ6PcGwYkn7wAsmyAU66MKJAlkwXUs/+ofZbIvp/ynXXt6P42nJx7WjpIgYiIW5/ebh682vT78lq+ld8t52af0GL7HvbvS7vAKtZ+t/Z4GLlqQmi6wOKstG9318ppnbcG+WrQvTbLcRJyYSLT/c2moWdXWZY2pq0hMC9DxpgdNYy2D9+/Zllr3aYFK1BUPKaL320ArLUrkAy3tUXtbKBVxalzpeJszbD0zg7BVXZwVouU4PHHNVmv3zW/l3WjpMWXGRGV/hH0k/H2er8eFLLcgadcajpnTsxHx0GdkHHwD3fywOTxHFNc/rR442OX2TZ0NBKsCoS0x2dQKK/IqCsJG9QMit45rvAFYwUyUTJxr0Wvz4mQhp3ySsWLmYJzFL0seqXVN64OEvv5wGWpgv6WMdyEqt+KABWYAm1yPEslWSW0tdh72eIq6njV5ctMGtOMqrROvjFRO3rnsBE2MlKnaM96aIAlnvv3OHGVr3mVCmK+qGjrOfcTb+9MFxqg6oOoCY7174HfPWbcnzQvbHgfyvJJJ96Jn7s57fDYv2t5opLTBa08WkkIsnknvcMBWXvrd9Rv+wWUmLmu/82uVL7/XPFVeZ2Suv9p1armOEzT9qLbYe8g3L3sQp+y9bZsaVlporhWkATGHCU+bq0ZmLzbSLJtj/AVlfOGQ9qfOJsFBD00yVmgWDQBKsFm0UsAHepggr5ha/bbo/F3DlPf4wsPByY5voAEvlg2FNOqPGrh7zjuQE3bq2b2DYOGvrrQPIanr8BjP0gPNM1Q6pOHeFLFxDv//ge31E7TpmRXGt1VxtPfQbGQwoaw6jXN+ZeoZFfehEgZkwkOUePyJ1zHtB5j+tC2u1WsyOCuoYH1MkZkaAl5oko+ZVyLUfiH0PCpAFm6SuzTBWuCJr0lHr+rvicTPkU2dbl2VcemGuXFdotuNiDMCiEGCOdkT5xSUYQMQY1KNvXHzZjhuyRjQGcBH7hf5V80VfmDC9meX9AB51Vyz7dyBIigJZUfvdiwuz4orlL5jRY3YzpWUp00FYcefV2SFJamO0ieqzv/f/5sFrzTmSz87N+3XvnD/aaey/87f6ezp9xvufSw838955SdJO+OsUoiboZZqov+vwEwwMSr6KF8id82lPInEZiK/tJW2vm3rRO+F2nlTjpHOF5QAgDitLmbswt/E34HF0xeahLJ0fyIpjXsl1naxzQNsb1isM13t9Gbr9uufk0oYGs1dlpZlY1jdA6UnywlrU2WnuHTXKslcAIGWbAFCY99BcURQcec2BCs6Cjgtd17tzVlu2irpbyW8YMi1+7Bb7ALDPrPpdIEhIuo5hYMEPZHn7B3RhUnSBWJI5ALJanrlLANaBpnZvSQJfwMI1AsBaKveGX0Gzhhkw6OMI7Rb6SAp1Dxzj/zHBfpis7kWLzFAx7fkVQNGKjTc2fkyWWz8uyEJrhSAeMIU5EWE8Inb+br74YjNMzJeUdSAr82wMCpDFlG2Gdwk6pzorb0wY6gCKAFiAHgLaabwWwJFGP25cINnn67a1+wFI2kbTN1B3qERNZiwFWTBogC76IBYMYIx6FOoStwUAB1Om+cBcPRimvtfn/dya+oI0VzBIgJux41PeHl79VVyQxVjUpZ8Vy16Q8T5vRm/wJdsfxRXWa91NhLliXoNZfO8Hsqaevpv59m4Hme9PO66Aj9V4XfvNL17LVC2+cq9ckClGB6hMH/fnvOmBXF0WY+JKrkJvXh43LPpmpB4nyTGF1eXYdhj2PQskvcV9Eem+fAPOqONgPQB76JTcAkhUBhC26vShQ82U8r75EAFgT7a1WZAFoPpoXlOGUB3gpeJ14hu3rOoUs2GNZbwAT+i0vKBJ50E7istUYW784/Hvmj1Ew6Xt0Xu5oIt1vU9MXGHebwj+YWA2r9kjAyjQ9iUxkfmZcWnz3Y38tUl+IAsT4vCyEqvT4u8VHd1m6yESUHZNnOc+pwdt15L2Tl+zo5oLa/f6v4KDLEyEflpB2CvAVRyHEr0Pw9aNBbBhEkQfhekOPVWxAKBu8TLEg690yhS7HU3W0Ace8A3X4C7iKjHvDREQFRZDC1BnTYVSl3GHigBeQzzQHvNgqZgc8SKkrDMXplZ40IAsJuvqslyQxd+AK4AOvwFQFFgnovw2Lro2bb5TAT0B9NyUCZj4iDxMxOFU261slGDLbBULbS0/gDLmYCMZ9zJmLUv/ZEprPmPBF8WmdpD5aBA7mKF/P3ua+cL2l2UwRGx/T4CVaqxgk5bLD/8DiJZ+9M8Ms50LshYvfNCaDvmhLv9rP3Nf+KnZctKpfcZ6640bzWdluxa/eTEHigIu/lfTIXowytwXf2bGjpuW0VefJ95a2IC5kEzxLpO12ynbmV0nf8mc9/1L1sKMMofMFWTRm58WKZ8MThjI8mPS+mNRCc74tVF9tS1XLNgjg0kKqlfoOfqdk++MudK+TEd/+KF5bL31fJksF2QxR1gqtFdRBYD0odR1BezeNlpnQ+kPEOVqrwB0qvPSdnEcCXjhw5oq6A6ap58WScGCl5ECGL3elDIXjhBQ9U5zuwVXSwUssY2yqLXTbDt0jdkQ0DWusiwNuOgD8AVY+2yNPxBrf+tJs+KKA0yhQVaQDguABciM6xms/biAPWi9AVqNAm46n3zSViG2letNGFf4Tj+YAkskLhZslca36unpkSwfk2y4B7wYCfFAAWC5gAzWjP0lEnh0HcjKPFuDCmRh4tOoxe7fsFwUzbuljBMRgWGcNEu7e+jqgQgoA1ClUirsla6i5kLtA/ClaRfsxdwbLZm/vYCN+QC66BsARFGGir9dgMP/HQK4Wpo/SoMsABWg6fV5v7BtAUduP7R/WcAUdT6Q/hU8AbgAWdvvfH3GWaY/2CpAHYV2fvNSoAfzpf0yFvMDpFEAcIzN74EWbmLDA+oyQNYh533DNLe1mHvPT0WI9pb9fzTVjKpbL2sxum+nARu9IAuWbYvxnzW/Oum62N34MTg0juvuHTVQGMgK00FF9ZvN/rrSDc32w74rDMY3fE0rf1l2YQaLFOeFlM08otr4MYzKqgGylm7oH5LFC7KixinU/jj6IcBVkrhN572TGWZEQZaXtXq9qd0eFsBKTYFP1reaT1elzKvs33ZopaktWUNh/WVFs/naiDVglDq018IYU+qqMtr4gazOxZJF4e2nTfWXjs7L0rKONwrT6y1JARbtXX2kn8k+yYTRZfkFHQ3qA7AFGwaw8gsJERRR3u0PQTwl20CmSY5vMNQdVCBrMCyod46YASmumBzQA5CBiaLw/xj5/035DXhZLma+6uoN7D4YLUAUAOr9d+60f2PWAwRRNtvi6DRrBcCinguyAEnKfDULkGuQtrRRkOXOSz0Y+b315yURb682C7BXKjG8AIKTZTtjALr4eyAVL8i69I4LzS1/u8nMventATFN7/yymZSXwaGPfLE4XpCljAxjFJLJUrF6nWiy0Gbh/h/FmPi91PIFNpOeFy+oAGRtUnec2Xbp0ryCrHphFdBx+Wm8ks6Z+lEecICj/UZflNgc7b2OFGTBQqGtQtAOA/WX5U3my8Ore8FUhVnY1mlWdnRZFovfKzq7hZ0qzwjvoCAMUMb+lxvahAUrtn2yj98pcLaG/QJQLbt4zwwma/U954hO604z+tK3slm6jDZBpvRsAJZ2TMiWNsnNGGRmzXnS6zrotxVYB7JyXOqbps80B11yoqke1jfZK10ra1VVs5HpaF9tGSUKIGf0hl+yoKd+1XwLapSdApiVCcBRcAW4AZDBRKlIHTYKEx79bLLpIXY7/VAwTWoBEL0mIIkYXAAq5oNZsk76Yzx3XpgJAWqjN9jNgruxE/ZN9wsTx7wUwDHuGKlXaJE8bFNre4u5/tTfmgljNgk9W4CYp69+KV1PTYj3/Owh39AOYSEfAGgPPnOvmbbD/ub0g/uaqxDVr1i93M7nqL2PiXUVuSBrwZL3Io/Hr1Mvg0OdfLE4bpgI+nU1WfwP0Jrf+JhoX1IBQMOKButU4ERdDehZIcl945pOwsbwCvXzBTZjnczeSn7gE3C6rGxX803RZAUxWYRwuKGx0Wqy4pQ7m5sN7NfpQ4aYg6r9zYoLJSTE3VJvVXe3OV9MPmGF+E3EcfIrgIOk7JXbTxDIog5M1IjSEquf2lIAFKwV7BO6KwVL1Ht+Nea/cgFOLbZr2oyrLBWGqtg8vrJZrp9S28eUYVViZuywdagP67WkvcuUS1gIN/bWkpPGFMxcePeSE60jhLfkAvr1XlsHsuLcHQO7zjqQlcP5efGBOebqg841pz/yC7P5rtsk6gmwA2MEeFKgop59SYKOevvxa5u0P+bjNz+db6IDTVgZ8LHvWV8xp3zz/wTk3GdaxNw3dv3xZoMRG0RqqwAx5x05M0PovumhG5rtttjeVFcNMctXfWxWNKwwm43d3Ow4cYr51R8uM/MclgvzIuNN2+Hr5qI7zjMH736YmT33H+afl2dGa8ZTcFn9J2bKVrua+YtfN4s/XmhmXfrP9JFiGnxA5s5+F6Btf+wk613I/t//7eaMfgFtDz59X6TpMsgs4QVECZfdVvcyMlF9eqNYu4Aqm/GTtvEyMfkCm3HnMV+8DBGKu/nnACg/3OR582R7eyjIYv8pK1eaf40e3Wc4GKs61O69BUB2jphw/r7++hnbdf8rHR3mMgFgC4TlOqa21uxVVeVbT+uHibMxC2KmzSU0iBesewXcaLMAQWFC9qhzAIuVJIApIGv40TebislrJCFRY8TZH8Tw5gr4MUM/Kx6efnrEOPPKpQ7PmHx8BOUyh/+ktv8VIGvhy29bpmnUhMw4MbmeyPmzXzKX7nVqViAr17GTtgcQfm7fgRmoU48FgHX343dYBumDZYvNRqPGmt+feZd59F+zzNOvP2UBCPGmgnRMgJjp0463IAsG7LnXRXNRmQr2+KVt9jA7fnanDACmzJKySpOO2tRsNHIj8/aHb5ljpp1oAZICI50jAEnnomDJFdcDln4769e+OjAdjzq//MMlaZDF+N+96EB7rFFsHfPwMxnmKoD30xZFgayk12C+6/vNORf2IO78MA8BVPzYCw1XAFD6zEcfpZksgND1TU1mkoRzmC4BSP1AGHV+JGBqugClvSX0g5YwL0XqsH9KRYVlucJK2Ly5fr426sycwJWO7Wc+zWeokbBjRH9lBKCWb7pTRrUVl39DPAtPM+WbTTE9LfWm6R83CrN1WtxT7lsvTId18oTHcl5LzlcuYDfbg0N/OaZii1iekNmO8d/U7j8eZDWvajRnbHmwufLDB/J+XgcLyAJk3nTMxeYnz6TE6wO1IAaHtfKCIRe4eEEPxwKzBADz8yYElL349gt92CjaKeih3czpvzAzbji1Tz3GO/OwHwvwu98u21uL1sS/2WjURuYkYdzcKPMcw7FfP6lPbC6O4fhffj9tzmRMZciY/7Qdv27b8Hdza5O5/Zw/BZ4mPxE6IQ9+uEmy/Gj/z955gNdRnPt7LKtYki254YIbppliY0potuEGDKGYlkDoJIF/MB2SewMYCNwbCNiGNHrLhYQOAUKzTTMkuIDhUtwA0wy2wQU39Wr5/71zNMdzVrNnd0+RJVvzPHoknZ2dmZ3ds/vu7/vm++wOUGWeWnFJQp+XSDDSZOli8H1hpZftmNza15YXOIMCOKY7Ppd6Zdr0xjXC8f09UaoGd445ZgNeJ3z/vQ7rwGdj5W9jTgS6fisrtP7eq1e8vmk3mQM9dYCzS0QVGycK1rkCaLYKZtrwi98EXAFAmUoL5AIPArSygMFb8JVad5+s6h7/t7QjsdNW+bPXqdwBu6ticWbv3GtwQndAVuH+p+hgpMYRvt/tK9K6HEy+T28jfsebVmfenSvXq7rn75SYVddktFkaQ6F+UkygbTm1VsYPOosNbvGQZUDoutn3qcEjd8zoVJq2j736Z+r4a36R0bYz2djzN/5NvXjTQ+qvkvuuLReUpP13PbAFZDFmoOTnR/4/de/zd7QI6Mm2nx1+tjbReVcLGrixQzuYOTDAFgObSlG9urYw1wFp3YpK1C/HXaAVNfq49eK7fRUnzJNfOKLOY4r810dvxM2Ztop22R0XaOULZWz6h6+Kivet+vVPr/ANoupScDgm21E96nl2+XoFrWx6cXWV9omJYraJOq6g+l7/n2zFy0qmAjFGV5BJlwKFUkWkd9LpmBAP/H/oqlXqn+KfZQMZdVGnfixKlddUiI8WJsLrxfcK1QuAw8eLzzEZopaZAvg8tfwSAaltlb24oK+oFZlWSsLCOvkE1976k0DAwjm9y8ijVKdCfx+zMG2tnnSo6iKmQoKRGkf4npc+o5UtuxBTq3beNNV7QvJ7pd9K36DYVkHXc9jtG+a9papvOFV1+0d2MlygRhIL7WRJi9RR0puBrQayzr7nCjX6rCPTmy3P3n6QhXKUaaBLZ+Cv3fG0evLKu9Skjx/LuMk0nXF59wWWKC6zGY7o+D/966Pp6g8X3BYHEExth/3XaPXQ1U+pJ994RK1av1JUoMTEwcDbr0Rx8gYlNXC2tmKdNlHiq+XNLUj7x4iPmPHdApa87dvHAWRN/+OsBAi79n+vUM/NejYBIBnTSze9JmbDyWrE0JF6bEDfU//zgjaZfvjFe0n78Tp9M4Z0/EBuk0CndhBK41uU7Pw+tEJWP/Vzm6jwu6FkW+VqDcgyb/a275U9L36mWsyDrAY0TugoTj9fu1a93+yHdYiA1e8lWCTlFskf53WCR90CnIgaf6/8RqkqE6f2+dIOKwxHiYlwofxtmwm9Zkrabk2zk1dl9buOyh6+VMOT8ZECfDoVliQoUAaG+t68qAVkAVaN3y7U+9NW516DkgYa9Tq+878NWfS1/pHLVOeeA1X3s25LCnX6HiVR2b0+iXzeWiZ2IKvmz+eprg+2zMqQiXuyub9kWxnOxFjbehtbPGRxAi7pf6z4I41W59w3IaPnA1PkpQOOE0ftTUrW6m9WqAm7na5OmXyhOvzizZ/OhQMG+q4fNb5Njcl1IlCUpopZzqU6UR/gueHh69T8r+bqSO5lVWXq1f+bpnbYdgcNJKhW1z4wIcGZnf384mGhUg3oPViN2eNgdZbkPcRvy5XA2V4JyBiLRfG69ZK744eAAtUpJ0evMqSv5Wu+Uz/6wVGqvLpcLVr6sVambjhnknp/0btxR3rqHSsO9vh3DRu4q5q98C01ynKUN6ZPFDSXn5bL4bZv/i46AnzU4lLGwryRJ4Mssxw/U/nn/I4pm5AFnJAcmZV4rhIUxRvg2WfFCnVa82rAmRLh/fYePeIhGFCqSuW6OUW2o1bdJttMdHhWCt4vYAVQAV/8P00c4CmsLsQkCITNljaBLFYe4svFPlNqatSb4iRvl40rv1Gd+g6JemlErk/ogc8sxdyVGgZzXeXUP6iel8WuVdSqskd/pSGrz+/eiwMO+QbrRFUy9byD+f66H6htrv8/5QUmbz3aWHf/ZtSmTAAAIABJREFU2QmrC+198NFaPekw8eM6UJUKYJkCyHnNjvo+ZKW+sfsiFMn4Qa2UuFzMhRWnDFTdpiRf5Rv5BDbvYJTtTGeVSHU87Xm/rQKy7jj5t2rRzLlZ8cv6peSX8poLcTIfdtCevmEdNscFc+Uup6le4vh/xSt/3hzdh+qTkAr/O/XewBV2KEOs+qPstePeCY7wxj/L7tDPGR14+uuUu/WqRRQqr3+V36Dt/lG/KPiR7TZ0hNpWHOcBwc+XxcJpML5f//TKOCixL/1xrChvp8gKRnzB/EJF+I3Bz2SYLBmvX1up5EVkmfyrshzfT8ny64v9iO6dzsoyu20vZGXqzTsoxQyqIb5MQeY24OhJMeGVCEwZODLjNyY+IMmoVihVFOALpcq7j33srDpcKu1jeiQXYrns67dPxU+3Ff+dq1X+CZnLdek6x15F1HU+vE7oqyeOVb2vmq79s1Cmig8Zr5vWOQfnPKW2EfDyFuNX1euy59SaW09Qyfyr6K9BlKq8gcPjwAaglZx0Q1wJaxLQ6jH+7wndAF9rZF8SS9tmRT8VK1PXXqibpVSqGNc1BlkCXKhahdc+GXbXwHq22ZeYdSh0HSW1GdgqIMv4JGXDL8sFWX6nAvPioD123CzwlU3QTO3S69gr3RlwmQxT8cvyqg+MK6idIMgi8KSJ3E17KFvvldeqHSUuUibVrWRR6lOZ37kVz+ml834JflErWFYfFCw1lb6j7oMSRrgGV25Eb1s8kDsPl/xyk93ZD6L27aofZrUn6tC6+38R93kiKGiOKFj4SqFoseqv94RYzCkDUn6+UyhdvUQNI9Coy6RIGyboKOBW//nsOGQBXvk7jdL9JlPCUMHKn7kuDnp+Lzf0lcoLTjrzDjgbn6xMK5XeBQxB94N0jmNL33ergCzjOxXVLwtz4EcvzVKrl8RWoQBIex2T6CjphSzMhUWlXRNAatbDL6snrrxTDRqxo7r4yRtCQZa372FjRkaOxWVfvKmCJsfDHFSXxWTpPceNblP+Zlv6FzTZ8bkUqFT8srxxjegzyOk9CLJsUyKANWt9jTqiV3FkJ3lgjb5Gl24KaWDPSaYgC7jCn8gvOXK6ATozdZ3i2I5ahdLFSkWvWdCvn6qLD1AbxbyeLR8e+nU5vXuvI8AJOEI1ivlBXapByTi2ozDZqw35v1NRqdR5Nl7HmBdNLsKVl++kzXp2HdqumPYHMTe+rErP+Iv22cJkaMyRwNfGajHXinnQdor3zp8Bvd5Xvq5XQPpFyXeZRVucC1GcVNfuqumrear2vitV/vEXqtwDj02o1vj2i6pp8XzVqc8QlXfYGQnbACmKMftWX3lkDJpplyJtZ7LYoTjSDRGTyXG1t7a2CsgyvlOjzviROL8fpRbN+Eifp6XiqwQ89BrcV8eQsuNIsc8tR/1aFZZ0VaPPPEI7jD8wfrL27Tr1lk2Suxeybj7i1wJDI+OrDY3TeRTAw4eKvgE6Y3ak71Nvvihl533bSX/wyJ3U0nmxVDN8Thk0Ygc16swjEwDKHoeZG8Zxjtwg2nrMrfb2RUxlvK636qgBOV0PRvuBQeTtkd0SE++SEoX0KC/J6kJjLgSkCOlA1O3BBbnKQBZ1n1lV4QQsnOO/rKlvoWyZpL9sj+WicwMWc5YOZDF/765/SH0q0br94IocioQfSDdAZyrn17UPvlcAFk70gyQMRFBsLNNG5dm7qo2rlmbNh4d+vCtUXeCBkrV60lgdSqFu7rQWqwuBI1b3de45SDvGb1izVJvsiH3F6kDUqA1rl6qCEUfEzXtAW4WEb6CgTmEa3FgjuWN7DBSIujVu6gOmaNcAHuZJfLqMzxYhHtifQh+0A6TZiaVdqi/1wyg9nIO8A49TDW+/oIrEtNfw2iOq4LxNyevrHr1R5YjfXN4BxwiEXSGQdaYkYT5Yj6f+uTs0JBccf1EcpgxksV/n7feIA1vD64/ofdg/nWJDVrohYtIZR3vft11CFj5PFB70gMCdp16r1ixZqaHkIlGKTAFw+BygWDRjbvzzXoP6ahACYIjU7gpSCiwBV2ZFIorOLUf+WkDkiIRwDdSjGF8nG7KME3wUwKIt/Kc4DrNCkXZ+d+C56tTJmyALZWq0QBFjZz6euOJOfay2fxig+Ppdzyj2XyM/zEFhSbGqKa9SAwWqdjkopo65/MfY93cHnJswjlQVwfb+JWnL43fd9IPiW9nH8/yqq9Q8UXHsYsf5cTm3Az47FOarZ7+vTPDJMkB1Wt9uOn0KiXxRopbUNkqOusIW00g7FK/58M11Nbo+uehIEIz/FuEiKMf23hSagP9TgSzgCod2VAm/guP/yJIfO+M7bc7rAR+vSyUmVpjgo/Y4MRdSsuUoTdv3Lf1xgpnVz0cJqAFggBqXY7l3fgEzzIgAGMXEu7LroTgBYLSbI+EegCVAzi74WDWJemX6ZBzE1eJ/+qiZI+DTvD/KFz5cZrtpx6X6si2Z8stKwE6iMgFVnfoOVrkCTjkCRTU3SNwu40el/arO16DUKBDGdhMDyw+agDaUyTiAScws1K56gSz2RTGjnVSLNwZda5tDUx13W9uvXUIW8MQD/+Knfq9XDlJw6l42/8sEyKDOp82q1aK35qrPxPk9TBgDwA1owbSHwzwQ8+ELMzV02SoW/XohC98nwId6mAlfu/OZSEFA2Qel7TiJu/WZQBF9fyrHcdjFJybAHf0YQGLlIOBIWbN0ZUIEevZf0qxazX74FXkjVOq/374/0GTJODCTAnKMY9YjL2ugPe6an7eZVZOt8WXigbyy7lP98OBtrl/BrpIrcNuMBW9M9xhcgUnDvFUne2jYkAZknSrQZDuqA0EoVkASEGTiZAFZL66uVCdu01VDFtuW1sbyyrn8sNi/Xvy87WS+qFevrK0SQCuOq1woZKRhwWxI/jqUMlO8kJXsYRcEV5gEhxUfltHgnOme30ztj/+OktWu2YKsMP5YmTqWzdVOqrGxUJo6FZdqlco2D9b+abzK/9HPVcPcf2kgoo6tXpnjBMa6jL85YXUo9asuGaWKb5+tNgqgNc6focGq7t4r9AKHDbK9XoKV2rDmN2/vzK9WB4xomQ8zlReYzXVu2nK/7RKygKc7RL26+IkbdFob49D+xOV3qFmPvqImf/x4C4gAGh48/2ZnChzg4YUb/6aKesRi/tA+qhCqzzBRe4wp0ZUEGsiqKa/U4EJBYQLoULb4GwUpWegI+gIaXX1jmkRlcsX3Yp/ZcqyjzjhCxv53NfmT2DEznjUCR/zvLczP63c96wxKCoy9dsczqvd2sdRD/F9TVqXngHF4zalt+aL2ju2tDz9QB++1t1pfWaG6d02eesTe18//wtTBjDRSImZvTido140/bEBOV3Ru7zJ0YKlffuc4JJEzDjPhTwSkVkqCXuMvBWC9sqZKmxaBIFQogIji549FW+xzYp9NEMd+FOJr9ZUkwKxEJCEwqhj1AS7bfBgGsgjF8OrqSb7KFce8f/ef6+CLQasF29N1b48V09KGBTPjkIXiUTXhKHl4T27hF5TKMXr9A8PEWUuln825j1+ewiB/JfysUKPyxdRnzH8cB+cAAOvyn/eJevWihix7uzlWbRa89olNPlcCVVVXHaU6y2pmYxJsfPslWTl6UVzFMipZ3G/LZ+I+/qpOjfv11+rx3w9qAVre71aUl7fNeZ7aWt/tErKYRHyhdhZncHyqTLoYnUJn19NaqD7Ud8W08p4MY1Z7XFSs40WxCeN35I2m7oWsGhmTV/2iX+DqdVG5Bu6xg1aoAL0aORZ8ni4XQAvKs2hMd4dd+BN9GKYPY6K86InrW4w/TEJrMw7gNYzq15oXNEBhgAZw2mOnnSR2VmxRQneJETT388/VSPmMMqRff9m2XJXK53f84yl11lFHq/KqSrWuvELvF9vHH7h4MLMc3S8ApX3cxKc6ru9NmyWpKuO8ZfH+CachTIwrdnBFefeaeAwIDZb0ORTMf0AOKwcNWNVLPCjKnl0L4isKga+lYiZEpUKxmltZL9AUSy9DMQoYULVCYG1HMT9+If5Z+eJ7g4P8l9X1Gqrw/RpdWhgPagpk9RDwMmEgvOYbr5L11ro71TuyWtB1Hnk47imgvDkhubW+P17Iol+UFJdyksqYwsTHSqVds8/SVd+oQeIMnqkye8EMNWr4QZGac31faCAwdENzTKuiiVNbQlSzM7w28z1Hmpyr9Zg2iPM7JUfSjKFSoUrliSlxY2WZapz3bx2Kg23AG5DG+dUKloB0k7QF0KFiAW/4cuHn5XKM/8vjq9WtT6xxQpb3eMO+vEWa1K2gcruFrP8RfyEKK/ns2E9ADvDiylXIPr3FyR0zY7KCGhQ2npQBF5OyBsXshZtiypL2pZI+TxPTIeZMU14XFQoTIKY3IrHb6W7wx5r8aUsVyjVeQBMz4aizEv3EHhg/SStxl7+cGBMrDGiafmi7raXh4U1y/9Kf6yECWbm5ndXq9WWiUu2lHp42TV3y05PVU9NfU/169lKlEnvoxRlvqYP33EuDGJDFPubvh6dNFRDrpxUuV3GZ4ZJdM5gSSbDrytGW7fvIzYv3FYhIDEoYtDqQMXljGvGZK8EyMAX0AFP4YnmjuGPic0V2tz/nb4AJs583DQ8whVkRwMIMaQpAR27EZDG1vMmIzXGbVDJeh/a25sie7WvDtI8ZCRNSNkI4uEA/EDwiHvhlEjj41kvuUQsWz1PDh6buZ2S6/cm1R6tnb5gaaRReZcfsHCbKOzAU5Ihu/KloF0d2W9lif+CJz/JxaG9eSWhCN+D3hQqGf5bx+QpzcE9Pl9RNt61wQpb3Hhik2IXpb2us024hCxDCxwo1ywYio2a5fIeMOTEoWTSQEtY8ZpQjY7I00dUNoJjkzPiLUYAixmZMgF6Y4bhYvRekZNEW/mg4sXuDoZoxXT7tTy3CPnh9yPwueoAUn7Qw42itLw6OtSaiuVGpgCZgid8jd0TZiqlXZRL5er38sM0u80TtGtK/v96G+kVdr6KVLBZO0LHuX/ozebO9KqhaWttffadS/eiAmCMzxXXzd8GS3al7ZeK2khQ2FqOovRQbsoyC52fmZeUlAUSHFO67+X3qRMGovf9KeXAu0Sa7IAdlHqYoEkH1/M4bZqkN82ZkBbLC5itM55oyUHTdA1eq68+ZHG8qVeiivQcnPKbbKS0OF/rA9VLC/mFeaNI59mzuiz/Wab9dqi47tZf61Wm9E7ryQlZYhTyb422PbbdbyDJmOi9kcRIwpWHyu0KUHNuPyqhOQUFJ9YrFU65Vp/7h4nhcLG1KFHXIxIsi5IEBENQnO7SDd3WguTBcOQ29kMUYnxcfq9MkXAOO7RRtwhOYom+UO0JO0DfO7x9Nmd0CstgHRY22vKqdCSkRpFIZp/0w42itC58Hamvc0Fwr7qIcI2oWK/SyVZD47Ruia7xB/hOZirGVrWMM065XQbEhC1OHV92z2wS4tpNI1iRJBrr65e8apsuU6+Co3PiO+M2cLuagZp8aHJa1WiGqBSYfV0HBIKZSTp9BUldiLInZDEXErDxL2Efaq3/hLrXhS1lF/Ot7E8xDtMPqNqNkoWyx0s0VAR6gaxAzU9jo8N7rD7Uw07B+9qTTBIoeV0DWf51yVRyMUoUs2vuLpMYqF3ANa4b0qqbMfaum0kn56vPfMRlkef09O8I4pHYC2i1kGbXGq+IETQNKDkAUlFfQOKQT9gBTH3DTe0hf/fdgCUraa7D8HrljHIJmy+o74xdlVjXia5WsmFWMXtMk+wNahJ4wfQ8W361CcWzfRRzhC2Us9B3Gx8rbv1H6UKkMxPmN0TjDG8WQeq5xBM15JrabL3wYaT6d/pKtIGJJP+Vr8Q2jXlnjd75dZQq0XCt/vJDlMm0G+U+41K8gMEtnXl37LpL4VKzaZD5N6Sf+bTigh/GT8p4r75s2ihZto7QkAy765gECdNEv/XcXCMtkwRG58Z0pKld8YwClphXfqK53vK3VqWrZ5goSij8NClShAJhRsPgf3x0T6duMEYirYbWa+Oq4zFKYk+oevSkOWfjwdN7joBawBoxhciqeJEEuQwa39PrFpWpW+sOTEwV61qsSgcnfCEjZhW3nShL1+yVPKP5Z+FON2n2M5PycqU455Az5/C6dK3TJyq+1WZHy5JuPqhIJZFouYRuogx/WIPFjAqqoXyKAy+dl0ufSVUuSmiFTXVmYyWsoWVsPvLBOHTC8SO22fUGkLqNAFg23xktupANoB5XbLWSlOrdABsW1UjDVNlPdD1UJkEoncTXHE/VYANS2ZAYMM3/GBJRtyHLlJbPjRtlj9VttZOqEAS1Mf9wYB/aJOZZTyquaFL4SJ40tVctWNujtfFZSnKO3c0M957ge8fquB0CyCNQuH5rWuIHS7zc17wn0TJcAoIBPhe+pDxOTJwiy7Mbx0aK+AeQg6DJKF9CVjnnR+MwQp6rg3EkadDp1LdVL8s1y/ngOOs9sEAcJ2CHCt16J9thN4uj8qOry63sSQQrH6nN2l7rTfM2JGs4emxhfXQj04URt+2jFVhweqbre/nZowHKtUPX7viT7ngNRABDg9OSbj+m/j9xvnFasps15SS38er6GrNni2M3fBsIMSC37fok6UPZFmVq1fqX64tvPdXelAlInH3K6hih+jtpfHMCloGQdKX8DWbRPf/Z271j9ICuVDAth7ndR6nBvGPPLL7ULwR8u6x9lV5UMslznNkoMvkgD2YIrt2vIwiGXlUl23Jy2fq5swMHch++XK0RDsuMgiB6JVLemYla6BCk06cyJy08pKF0GN6IXVl4likwsIbS3JAMtbnDLVjVomOJvCvFqrv/rKnXdL/vo/42SBYwBYgCXV8lyjTuZ/4TLZylb/haMLQZWr2u4Cios/T++z0QdryqoeB98Ua4Nzhvxz4A92gkLXVFCdqBE8YO6VCXKkVd9MscHZAE2TaKomIKvFmCUK2oTDuuYFvMOOFYv0zdpVUxd6qFkJUsQbJQ0EyfL5aNFHVQwA3+oWhsFTLSJ06e4VNRUHsRAz7nHXKgVKpSqh155QB2y12FqdwlT8EcBMIrxxbL9sgycAUgGvIAm4Ip9jb8VKhaF9tmHPgCs6roq1dDYqNUuAI0xuIofZEW55oKu53S22y9hUdsZevwip08W7XhNpNl+yY069vZQv11DFsvEKcTxMYWVSt7VS23lRBgzIOZBnbJGIsib+FZRxkh2+rDRkqO025brGvNWNm9qriXaYW4qKDSvrJ7YInK6mc9kb/ZAFDdIYAt1CgXr48V1ccgCqDRcDe0in9fqv9luK1mumyGf+Un7Lh+uTM0rc7Go6g0NVSsEYvzS1XivNeCKlaNR0td4lcR0jiGK0oW6tX/pWYEgiImu+venqaLfPp5gqvMeO3kFC35ymYQy76qd04EqTIr4amEmZOl+Mod3TH+5Bx7j70PVHEKAfv0gy2tOBLAAMdSuLpL6xW9lnDfKe6r+WECQDUWMFZMePlfXnzNJq0yAkzH1GRhiO8Vss+cWlYsyaJvBCbB2ssCV/lzUq4USKgFlDLWL4mc2bAuQxT3imTfKZVHPhvj9IRP37A7IysQs+rfRriHLxMyxIcu7nNzkQcvuNIZr3Q7p8PgVdySkyfG2QAoIkzTVbCOtBElKydXVZQ/xqZB0EFtLMX4fQcpSOvPhWj0Uxmxl+kzmMO9a7cdNk2CAMXCqjZsEAap3FlQLWIkZsW+e+u77RrW+YoM2B7CPKbaJ0eWU6wdZrtQgQasRk80rahUqFT88jKIW4CgKXJn2vSpKOpDlHbMNXZ8JNLpKGLMYKhXmPdvp3NuW9oOSOEjFmOmai1axRhzkDE7p3Z8+nDGYTFvi5N44/y1JPLwgDlkxiLpJfME+1rUSYmY1mx+7SjRxE6PJHpvp32V2bgvms6jXX5j6rhWU7BcmVAUvTsDRrvJ9Ngp1mD5NHV7CbhB1++k3ytSJh5ZIG33jrgPU4Z6AW4EranuYfqJAVmv7bYYZf1uv064hiyCHRIU2kAVQrW3YoP8nxk59k8T1Kcr3jbOzOVQvVkWS3sYO4+C9SAAsk+S0U2GJTnBa+/5zKm+7vVWOOHICWbnbDFWdCopb5NZq6xdcKuOzzWHZMmu5bqKprBzyCx+AY/WlQ17PWkRxF2S5ANHlZ5FqdG6A6t8S7DMVsELxwMGcSOupOplnE7Ls65Trb275PxXKmdesGARaqEw5sooP81+yGFWoWbbTujfpb7LvjU487LPiUK9OlJx4haKm1aCqNQfE1CrbVUdr6Ir7YkkePIpWsMQ/S694BLjO3k076XvNlK7vjP0Q3rh+vap7/HGVN3q0wGIstlXdo4/qz3IGD1ZFV8qqySGpBxil/aqrr1ZNS5aogtNP1z/ZKn5x8/yUbsDnQfGdBIy6FeXIC1I3rT7bL0ZhxgpgnXaN+JMJRN139QAnSJ169RKBrs7qvmtaLtZACedF7rpz+/j2DWQBby5/Lu99JZMvMmGOf0uo064ga0ldowBUroYmEyCR6M9dO+foPGe7FhdI2o0YeK0T2DKBDYEpCmZE9qPgy8V+BEB0BVLcnCcXxapJQItEp2SD1yUnVzVVrtF/kri0YcVnKic/lnR3S/fPsqV6v2XETd9IoL7SUn3DNTd07zmkzsYySRDbfMO3t7sSLae6SsrPIR4zEzflbBQXZLkeAC4IjKoOBuUA9Ds+A1as0sxEyASvcpjtBwDKDWZrr/9dMh8kQiUQViFv7Om+YRr0fAnMsNLQgIzXfJfsmkGFapj+mCqQeFv5Y8UUJqsC8QWrf17COUi08PzjLlQFYvLTwNdviChrEt6hGZ6KJ8sqQimsTCy+4x3t26VXO1rO7zGfr/kSFuKehDG6zOsG7DfMm6cqr7pKFU2YoPIOikVWb5gxQ9Xefbfq9thjYhadp+qmTFEF48bp7yPAVHnhharziBEy5vkamPKPiTmpU4CzfKnbqfummFYV1JHPCs44Q9W/9JKobvNVkfQZpXAtd5EXoKB0Sn7mQtd3DMAa96uv1a7bFQhY9UyIaecdG3VvfXyNuuy0Xk4IAqBwD3jixsG+KwfH3/itqOAb1BM3JVo2WCCDisbnZtGMa272OO1zrZp796duB2RFuZrcddsVZKFcmUSz+GOtbWhSXXM7acd3AAxgIp+aN+msbVYEuAAwSrFAFtvIt9ZW/bjSP8XtvwXvW6TXDFZ7112qi9ygzY1YPzTkZt5Z3pa5CQNevDk3zJyp8saMSbhRU9dvtV2QSpFsZv1Mh9kyp9z2zdgWISVcDwDXuMKYPMyxkqaG8xG2AHCERsCRPVXFyq8vbxiKsJBVM+UjVTguFoMuauFaeWr5xeqb2vfiuyaDcaMYsbIwbNwp0zCA1vCOOM4ffla8r0bx2aJ0Ki4RIDlIR/8GzlgVuHFV8wtZc+1OElvLXsUIeKFmkVQYHy/gDKgj5hZqWE7f7XSMLcDL6wOGIkYaF/zETGgH7/wbfyyAqUwAqVTAx4aiygsu0NDlUq+q5PNC2d64YIH+HhdPnBivVy1/Gxizz9d6+S53l+90KmVuxXPabxA1NUyWBj/IcpnPzIq9Wy7tpxe1+BUA6Ib/XSUqUqmOe+cFIRa7nDfxW3XvVQOSghpqFX3akAS8AWhTbx2aFLAYG/UoXshy3Rc7zIXRr7Z2BVmAFIBEao9ZZTU6p9l75bVqN0nFgTIFgL1XXid5zXIkhcdGbTZEuEKxAtDIl0b9bQXKJP+sbsvsg+rV1hSt6Kdzy9zDC1le/yFuysDTBoEp3pq5yfNWy9+8PQNZFEDLvFXbM+WnPKWySspu1y8NRzZuVK6+XJAVNpWO60oKClnBPphYASoTcyqbV2SqkFU+6UVVMuHYlIfmWs2Z7FrRKU8sOInSsQ5iKvsDUvhoUVxJhPmcfvChooT156J9gArzIPv65bhzjdmrchhFlO8j37/iSZMSdiuTF55SUa9M0eZEUbWaRF3mN99hXopsBQv1uV724SUKSEOtNu162wszr8AV95PaJomd1e/OUPHYaDeq47vJCXiSAJRLpWI7SpOfCZA+Uajw1Zz51x2SHpoLsn5z63IdN8tAHiuWH3xxnXKBH5D1ydeSX/SxWE5XU1zHHGYhUJjzsDXVaVeQxYkxoEVOM9QnkxPN+GUZPyuULg1kzT5Z/I/KZXy4ULCS+WvRV21ZTPHqUrpp9WKUi2O5vF3Ulje3UdJZ9Zfl+ZksX82sUMsXVMXHadqmn92O3hRHKUyfHOvHU9epj6esU+uW1KlL3hoeZrdWqeOFLO8XnRsxhRuweXPGHBH/rPlzbur2m7UZvAtQUl0lZU9ILMn02BZ+PNnwzwoDWemm0vGDRo4ZuDqi99WhH1qZuHDCQlbdzM9UwZid412mC1k01Fr+YJmYp2y04fLtM0oiyjLg5DXdJYMi1CqXqY/PUbgALV6SgDFULr7HUSBrTtlDas76h/RqV77bJ/e/I5LJ2k/tTqae4gt1/V9XqjkLaxSwda2EZUGtMgrVlD9v18IECBz9aP9uWrnCV+rsY3sEOsujiAFQU/6ynT7V9Es7U2+N/Y/Kxf+YLgEyoM1WzQyALX5+WMKl4nIt6ICs6N+mdgdZ0Q8xeI+Hz/hM7XP6Nmq3cYlgAiSx7Yp5m0wLAMj6pfWq+6B81WNwYnTdl676Rs2+Z6UaOrpbQqdmHz7sPjhfHXPTkBZ9BY8yVoMxzbpnhYah/vKmwhi6N49j+fwqvV2PT/o565GdQ4EdgHXbwfPV+iXi13Z0zOdht3E9ZU4Sc1mFHWOm63kfaFHMW2HG4vJnStUfy9ufb6ToDPtnhYEs100zivnS5fyL0zz5AE3i7jDznak63lWSrgcepsGc0iKVP2KgalyyRuWNGKSqH3tbFZ1+oGqYv1RgoEa2F+rPoxS/lD5R2mjPdV3XklFoeenBXFgo6lOu+Fhhpi847TRVIf93EwBy20ypAAAgAElEQVRzmQtRqQw8MS+8JOGrZUyMmP9RsPi8VkAL8KI9WxlzzadRrkwoEV4GfjbgoUAfLFdbrvtEmO8PkAPIVFQ3qRn3b6/Nc7tt38UJT5j5jr7sa+2DNe7XX4eCLGOeNJDkVbFoD3Mk4EbQUv62zZgmSbQXslw+d+msQm7P13s6Y++ALJm91yd9qz54/Ht1xdyWfhpX93hX3bRuP/W7Ie+rumZVyjvhgMlZj+6sZt0dg59zX/LPg/b+Y6sVMHalgFsUhQzVavrkZeq7edVq9AX91Bj58dvfwN6o8/uqYyYGr965/5hP1HdyIxgv40YFA7ref+x73U9bKNlUDfwgKB1/LO+c+a1MyiQshoEslz9WlJsm6sWr30/U/kjAFWZBACvTvlZhr7lkTrkAFOBUefd0AalqDVpdLxirm+YztgFgKFz5zYCF4gV8hS3eOU8n5QjBMcPm0As7vjD16HeBxIoykdDD7EMd1zVtX0u2KbCLOKgDVpgRcVJ3FcAMeGJhCoo0cIZPJUVDmrThVaH91C/28cIVn/HidIQkbw9ycvebg/uWntBi0YPfamdvcFADQpjkgCzCLfiFcwCSyitji7XmLKxWj//e3+mdOihXAJlRxlDADDABUMb5nbpmtaG9EtG7vzl+l2tBOtd42GtrS6vXAVlyRlGabhk5V535yE4tFCYDWQBUTbP5kItgW/mSdCnN1dfD9mNiypVp57qv9/EFICDskTM/1+AWthhoOvTKAUnhym6PcRv4S9YPgMmxGcAydTkWr1IXdryZrue9oYd5eww7Bj8/o0zL4q4bNGOMAjnJjskV+8p7DN6bZiZMomHnORv1kkHWBlGtgKbOg3tpyKLg7A5goWh1n3iyhizjAM/nQBif5co+YZStIDN2lGO2I55H2S/dugQBJWinyfcXtj3Xaty28ADGJP7CqqtbhBXJxD3Dpez4rXbG34pwDahHABYO7oRywLkcVesZCe2AQ7s3thWmxMtvW66d4TExnirhG2Q9lzYh6jRbOrZerV5xiCmR9ikoVMTP4n9WC2IqJHYWwEafJnQE8Hf0ZYvVTw/rrvbfvTDeP/sQYsIknneZg7MVPifsNdde63VAVvOZu+2gBQIVYmITRcoU1KO/HvtJJCC6eY+P1El37RAHL9MW6tD0yTGgOfHO7SOZ4oAszJlhfbrMuIP6MVAIvB02IVpCXMySQKcBzGx+AbwPs0x+2f1Upkw/MFw3LeasryREHj/onwnTx3J03uS18744A+OPwm8TfgJFQL/pW6EogkI4uPyxMvHgyeZ5D2o7aHm51yxYN3ORKj59lG4W+DLmQiAMNate1K+NYj4Mq2alk9bHe2w/ufZonRbGpJUhf583SXLQfKSyHcgisvqDEx6PtLs30nsmv5ORBmJVxu/qVcm84C2ZUqX9YuC5XpSAJQAHE+GAbXI1IOETZXyh2EaAUkInEONKBxSVH8I+xOrGXFf4DPWJuqYQ0woYsmNu0d8DL6yNQxw+WhrqHKEfdIaJ5pyopk2v4uV6+czo/UJCiIRNQJ7q9dBW9uuArOYzAfwAQahQpgA3AMulM8I7gWN6GzthYAJ8YCLE1NdjUIE234WFpVQuEuDnfgFD/LWSmS1p++kLvxIz6Wp9zFFMl2ZcAKXtr5bKeMPsk03IypbTu+u4/IDO60uE43DO0KEq/6ijFGYUYAvTCXGFgC2KvUrSzynXVrKS+dAEnYNZ9fWqVF6nh+dtSmIdtE9rbA+CrGyPIZOQZStZgM/shTNbDbLI5ffsDVMjTZd37jPlwxhpEM2V/dQrTNpRVhAG9e16UWGfsKFDvO0DO6hSpgRFbMesR+5SvwKQGfAyOU+Djsnebps4vRBNvUzBKitaGyScCKFDtoayxUMWkITc6nVG955co+qwqs5AEBCBM3wYvyYbPIySZeAK4Bl9Qf+sqz70N+Xqb8Qpv0Cb/4LAiePDJBgEY35fBPzUUP6yrWa54CRTSpPrZuJ9Ky+Tl64F82OrREcfFG6l6aQb69SEa1reELNhNvTzK7Mjvrv8sfzCDgBVo/Pz46f9looKVZKTo84rLm4z90QXWKb6sEv1oLwRz9PpH9AZtfuYuJJ19qTT1et/mpUwtDJJIE2yZJMoOdVx2/sBdAayMBuS5w81LVlJtrIwE2OK0gbqFfeHuqaKhN1SWUEYpl9XPDqXGh2mrbZaxwWTqWaFcB0j4ULqJe5aB2S11SvAM65kvkP4G70h6hQlzGo7oAGgYlWdC7rCTAm+UL98cVf19EVfaoA5SUyDreHbZPy2+gnQhQEsjoWxpmIqNPPgUu3CzFHUOi7pOkpOwWT9ucxs3oflheNr1elnxlScsrKNatyxMV+8ZMUPsvyAKJ0btZ8ZwwZRL0z63TQXNDSoabW16vJum1bIAlkU+7Og48/2dtc8pgM5qYzX66OTzI+PRMauJMamXxuy+Gzf84er1/84U/bZFOHcb4w4r5dJHK3hQ2Opa6IWTJVRlKy2MPc6KOyKS5wpndJZQRg0dy6/LP3dGDonZYf6oD5be7vrpTbTSiVZBAikS/Gma2rt4812f+1eyQKkXP5E+EDdPPIjNVb8jYAc6q1fWqfOFQDyM9cBDUPHlOj2MB+yz39/s8l8aE6GiSn11cxyDWM2SBlHeRzc2Y6SVti9s6g9JTp2VTZMhZgIbz94gVauxsrY6ScI7AxEBvltJbsA7fnK5oWaraB4fmY2b7BQIOuu+7qEOkRUr5kzGtX8eRucShaNuJyG+TxVSAjjV+aFST8fGlSs2XV1CUA1VaBrocBXB2QlXgLehQTeBy3wg2/VIImUfv+Ld4nvTakvzABZu283Ir7KD/MhihKQtfR7WfI/ZLhauW65+sGw/TVMoWr9dco96oh9j1bXPTBBD8wGJePQzopFxmEc29nvKRnTgaKaGSgzkMUYjB8Y9WYvmOlcdej6PmYjwK7fF47+n1xxcQv1ivrpriAM+pL7+VZmypRG/6u/WaF6D9k8K7tjsf0OazG3gedXfKwIZtskKpXJbEBw3A1iGtQwJame7NRRBrIMYKFubamw1a4hC1CYLiB00l3bt/humFAJBpIAI2JeLV9QrUM1uExpQAOfYwLjb61EWW0DXvgwATUFElx0dzElAjU20BjIsgdE3wAXatPux/RU4zw5poK+2GG2G6jjuAk1MW7iYDX6fP8vqnGOR3VL1dy3OSErE+EP/FQl25F1yTcb1VVXCGTdW6iWLGlSI/bI0aeDzwcPETu0FMDq7jvrRO3K10rX4ME56sLzatSjT8ZyS3qLn28H9VJZbeiCNhuiXA8GvzfTe6uqVHlTUwJQucDLe0yA2NFdwoFo0PVM4GCCC5s8o+Qq9ZbNraYE+QkawOJ3uahMf7nkbnEwv1tDzLQ5L7WAFwBHn/9jLtDQtFDCKgBlpxx6hjYjAktG7QLaCLvw8rsv6bb/S9p8+d0p6sj9xsXB6boHrpS2LlRP/etxtXHjxjg8XXb7+WJunJSgkBnIYpuBMfanXZeS5pr7THwfg64LtidL69RaY3CZ/EtzB+gE8EFlydwv1OCROyat9vyNf1PHX/OLoKac28O0n6xh1wtb0CpkfKzqn7tDZw7oJDBFsnI+A7A0dDUrVjqjQPPf1CeLASZDYIz9vKmcUpqANrhTu4YsHTtq0jKnTxGrBQsFmGx/I2DnPoEnfLRcEc2BMOqwD7Bkqzxs+2TqekXsKQJ1usDEKErJwjPgBwXEZUPRMteXcWjfW8yeqGyuYpSs9gBZLsUpalJj1xyEMbMBUJNuqtNwNe6YPFUqL2SPPSIJYOVvCv+jdE28uYv+e+ZbMd+tKS81ymf+Tqp+6lMqSaSD/MqiAInLNBgEWSesXq0uLylJ8ONin2k1NapUfLlcChhj6luwSwsTCxkbyuSHtFc5qpPqI7C1tLZB4nLlqCL50OQYzZa6GeYe7YJW75s+wIJ50PafYhUfIHTZ7RckqE5GxVr49fw4DGFexP/KXvWHOoVZELgCuk455PR4bC3AbXXZKpWfVyAK1AxRr5ZokKM/E3/L5VDPfowLFczAFp/FTJuDFb5hQJntpxXlegozn2HqJDMPYvomwGgmko6HGYvffSOMmgVAHX7RSaqoeyz0gquYOmxLVs9v31QBzU/FCjquGkkoDiwBSeS47CTXYOP7r2mgMimgUK6MDxZQVf/8nbHcmydcrPehbBQ1LGp+zzDna3PXafeQhaO3C5j8/I0AIUCLQJteMyPKDIXVgYRusFfdsR8qVzIzXJiQD5ggKVFDJkS9UIDMFaLa2Y783jbS9cnCh+2novR5I+VHHWuY+jcv3jchPY1ffJowbZk6LtBxmdEMOI05uLNWrTAHoliVrd+oLrg4X9n+V6YudVyO76Zvv5Q7bA+6qXmPMcivLMpD8YnqarV0wwYNRvxNGZSbq4Hp9xIkcolsA8TYPrhzZ4WCRfGqWIesWqXe7NPH93Qw94uqpsvD8e8tQAsFy1avvP/TqOuYUlEBo1wv1OW83bf0Jzo9iymuN32UINQm24RnHNcxwxmndj478dpxAlOPaaXKjleFX9Z79yyI92MgCfh58o1HW5geMTECZdSjeB3YDaSZwKP0DUQBVOxnIIuxA4dG9UJZs8cV5XqKOr+u+kDtU8svSZhzU4/vKylyUg0wmsr4/L67YfwqF731kaouq1R7HRtbJewqBrKoh9kwivnwicvvUKfecnEqh6XjiwGQdglSsfR3QhKNd/nP++K7YfpDxaKgUFE2rv5WbfjsA9WpW3etrFLyDjxWPntfNa35Lp6Xc0tUtNo9ZLniWBlFyRVclJNrHOK9AGIgC2jw88dKdvW2JcgyY0nm2G6ON5XVhZgln7noq5TDP0S9C7hCLQT6CQR04jKzufyiMA0u+aZJAVnz5zWJWtUof+fqz0bs0VlMhZLGqHsnNWhwJ61wAVhsA8CSFb834ii5Df18RGzTiasfP/8vr+P7z9euVbf16KF+vmaN+nuvXuq3EpEb2CKkA2oV9QntYFYjAmYm1AOmxzGySvGUopY5Ow3g8mBygVbQ9eF60GdqxWmyvp8SXyDg0C4uh3dbIbLrAjaYDT8W1erI/Y7RKtJ/njxBq05eB3SgCZOd7dAOAJ18yBnq7MmnJwAYfdC29uESE2VMNTtGVPtNtlZg6ufS5qmHnilmxvVqlphvMGNiasQfbJn4fuGr9RSrDPtsJ58N16BGW2w30Oaa+2zFyfKLfcXxZjRuU9AF59nup0R7r4Xq9ZUaqviNmfDDF2eqWQ+/rIYdvKcavMeOapD8LJ33hVoiP5TDLz5JAUp8PvqsI9UD4yepU2++OK5o0Q5tsA8wBYDxGYpXUWlX9cKNf9P9DTtoT90GfdKfKbTpKumoc35TB2xRbL8r+3+9kXhZlGYYi3ga2kX1dg1ZfisADWBcPnekr/KE2a6we26CCmaUHc7cYvGhCoIP/KBsFYd+MSu6nOVp0zjjnyk5BVP1g4pyVblMpvb+BpSSzZNff8wfzvwuf7goYwxb17WqJ12ToUsBShfcwh6PqecX0iGsE7zfzTEoRlayubtEEmnfLgl4bYd3YGt8164aqkwoB7avEGXrQ/lsWWOj2l1g66jCQu04T11AjLaM6mXPjR3+IJWVS16/tlTaiHquXA/WZA96TH5+K/6MKmX7UXlT67hWJJo2k7XNcdEW8DRQQjIAVwaQ+JwYXCVFfDYm7nMFoFHw8cIkSfEbuwuywqg4UefbpazQBubB4/tM1GmdNlfxU7O85n4AByCiHCYAtUagCEgCkIAjtvE/QAR4oVwBVkCScX7nc1P30xkfqd6D++ltfI7qRZsUYGyRbAfYMBkCYAbgADradJkfeVF76NufO8NgXDok8YVic813e+63XUMWE++KZYWDOQCULFCmSW9j/K4MsOGUzt8fT5X9HbkM7ZON79PeEondABOQ9fGUtc64WgAWQUKJ1xUl7lY6FxeQxdiS9cf8bbtHsU4pFLYwvwAaQVqDVjGGbTOonjcmkanvF+sp1fZaeym2n/N9WDXL743anhdXH8kcdYGn+yorNTAZoEKV4m+gCXgyBZjCbGgXzIkAFysSKX4+WQ999/P4bqmY+mxITmX/oGvE3u6C2WyGCogyttau67dwI1NKIgADYHkVQ46TOT+u78RW879KNrdh1CwACkDCPIjKBFx5TXqv3fG0VrBMAZx2ESCqrahRqxbHzNKoVMZ0aKtRANnoMzepU4CX3T6O8ICV32pFl/nbjCPV1GINDeUqL6+ktS/LNttfu4csQMcAET5TRi0ijEGQyoK5bJ2Edbj0rRE6QTKmRxzBl8+vkqCeS3z9mehj1j0SIV78q4CyMImUGSclaEyZulKMyTRofEbN8jOtesdj4nGl4zCf6jEG+R5FaTdoRV6UttKtm05IB5cZlfHYDzy/h2I2gBJAw9ndDmbqmh8vNKdi+jHXQ1QftqjnqwOwWs6YKyhnJq4nHvqoKivrP23RKeorClZr+l8lu1b8vlf2CxJqEkoT8GN8q4yJz6wyxE+LwufAGL/ZZq8UpE4vUa+ALdQqSi9RtNYsWaFVMCDKmA2pS3+moKbp7Q5fMJf5m/3SUYZnvHeJGrb9WapPr/D5eaN+J9tT/XYPWd78e1EgwOyLyY+/AROTVuf67d7XKwABKKPWUIdQDKhggBaqFCsFk0VWZx8SQhP1vTUB6+EzP1NdSnJDBSY1oJoshhjHAXh+OaM8HrC1tS90F4yEXTptj9Xv5thaS8C985YspEOQUueN1UTbLv+YbJtGMSMaf66/9+yZ9NJwQUsqPj0oCcO6js2qquEypYRRsCo3bFT5OZ0SHPhb+/uSzf5c5vtUlQ8zzmQO7kHfTe7H5j5s/03bJusHf3Mfdt2vqbN4Vrnets9p2yTUYVttWaNzgY+fmjWseKw6ud8dGTkFxuSYqkO73yDI84jPm7eEub6THdj02b9QfXvvq4bvfFFGjr+9N9LuIYsTgJP6bFGWSKJMLCvgJ8ifypw4o+TwP+EZjGnNxNki5pS3EFUd+CIyvF3sLzdQQkyt9x/9Xq9W9NbNxIUDHPUYUqB9o7h51MiNgD6ZA1dqHca0bkm90x8MVW/xrAp9XHtL8lEAU8f3khvPB2IaBCyZV0CxtUyE3jny8z+K6kflSjFDX0FAk4lz5tdGqjdrFzy53kK9qzM1jBXup3gwZqpgUjxKYmV5zYd2+3439lQgK1Pj9mvHBVj4A40f9JzqLnGRkpX3yuvUDkV58ZAT2R7rxpoytWHNUpU7MHye1XTGlOmApH4BRsPmH+Re9f5j3+v7Fy/a3Ov6jyjWsQx5MTbWBrbZ7hO8WLOdF23ua7QzU+6fZvU3gEVbuF2Y+14C0OngnWMTVj6beY16X/I7H0Emv1TOYzJ/t3TDYXRAVuIZ2SIgi0MCioCLHoPzJazADoF5++xp4IuEiRBIs99yTBBRTIkUvmTbCnz4xbiiHb7EuKzw5d316O76C50tKGF89Mf4CNdAgFTGZ6LW28fIjYKo8Ozj5+hu5pC27MJxMDetEaoh2Q3Dz9k0igO8XywY3t54eG6uEjOT/EzMJItaDMFPIQizstA05meSTFd9CDtfyeIc0UaUcxi2z3Tq+QFW2AfQK2ur1RE9W66q/LKmQQ3qkpdxhaty6i2qctofVd+bF6lOhaXpHHrofb3gHnaxhrcDv5enIEWFe5q5L/Ob+z/3KO699r2Kl3Dui9T33uO9Y+F+Sh1zj/dCGfVp334GZGKVcOhJT7Mi38NXV09qEarBNJsJ03sHZCWepC0GstK59uo/n6XydxqdThPxfY1aRCDUbAYc9Q7WLN/2Owjg6h8XfqkDqQapauYYaKs1VkFGmXi/3GFhHZ/9FKNUHxBRxh5U188JHpPo+EHPtvBF8VsM4AInvwdBptUs7zFyU3+37GH1zvq/O9OgZPLmHjS/YbenC1j088z3lerEbVoGnFxS1yjmzdyMQ9a6+2R12PxXVI9zH1QFexwV9lDTqudVhFNZYeinqPj5BPEia+5JAFCX0lytVnGvBaa47wJJC7VLR2P8b/Oim+y+TNsfiBpmZ/FwQRb1vPdGP9/IbH+/opzAZP5utJMuYL0w/XB1wJ43qvmL7kowF1bVfKsWyGd7736ldohftmK6+mDhJHXc2NeiDL/d1u2ALDl1qycdqnpPeGOznERi0JD+IgiSggZnp8QIqtuet/v5L4W5mfmpWMzH5jQV2ufDz5Q5stuP9U3QLqzOA8y8xc8B2WUyZF9X2+leI4DKu+sf9n1jttsn4OH4Qf9sEw7NrrhMqUQUf2hFhfpZv01Jts3x2oFV8duaW1knylauGlwQnHQ82TlZe+uPtbmw8IBTVNejL0/39IXa3wXuYV926MAPsJL5XwE4WCt4aUTB54UREDpMXDIw8xnIwnXCgJUNZt6wO64DJQwPvrYUV25cFH/AzrZ6+KnK2fp+hTpBViXum08tv9i5oIBq6QKWPR4c33uU7qJ9staVf6remH22Bqyhg06IOuwton4HZMlpXHFJP9Xv9liskdYuJimrnZyVMXhj5gSNy0Rnpp4r31jQ/u1pux+IBPlA+K2kyYSp0DYheB1vo8xtskjwP+p9ldq/9Ge6Ob8gjcmOxU/Fy9SDgBs5y+7nlv/T92bunYtUACbKfIat6xc2INXxuSCLnIxLaxvVviUFivRB75XXyt9dQvltUX9dwwa1Q2EsnZO3lD9zrUKR7yIqVqqQtWHJGtUoPwVjYoARpngVnLCrRP0AK+hhH1t8FFOSjOuGDrkjylWNgBfF+FMBQ0AY2wEu6vA7yMJgq1fGBGn7YxnfL+/8zCn7uzbFuUo2XmTCnB/qJMv3yPagOQ/bD4pVceEAteCzO/UufXrtq9756Bp10L63qx4lu8SbcYV44LPFy55XQwcev8WFf+iALDn1BrK4SeWJ42gyn4Z0s4V74elJia58ikRwNvnC7KCBJudYGOAC0kguS4kMWUTdbUcRd/3ULD+zGnPiZy5jW9DKJXOTBqR4ex6wR5H2f6Nw8zW+IcAVN/p0TazJbtYcI8VO62LfBJM95JKtYqQNzD3biTM8quCQwn0TlKVvat9LuNfaClrthnL1tShqrmX3yW7QbSXmkd+qNsZ3cv87kzq5u+AHheqVtVXaXIhy9UlVnapvQjEsUG+ui/lqvbi6So3uXpgAWJgS88Whk+TYFDtBNo70Bs5M/kZ7bo1PVtej/itlyKqb+ZkCtIpOPzDsc7VFeiPCFxDBP1keQRdgRQkwirqEKdB2YAeoYg7qJTpWIYW/8c0CynBuN2ZF18EZUDPfaUDMLBICtAzAoZQlC9nj5/tIu60NWnxHn5d4Y373Cub8iN5X63GlU4ArTIANDRVavQKylq14Q9ULOHkBi37w2Rox7EId4mHVmnfV4qXPa8Vr6KDj1bChsZfILal0QJacTWMubFy2QHXuNcgXskhsWXv/lar49rcjXwOYBU2U5pMlsasBIZNnjOSwZjugVSbgUyKRmonaTBkl6S74HJgiJQYmRlOAMT4nsjOfA2x2NOdkgyU5Z8Prj6qiSdMiH9Pm3MHPN8vlWwVckES5rin2BmwXbjRENfaLvQNYUbjJrvmqVo04vqda9HqZGrxvsf7cDu9hQ5YBs1TnyC8SfFB7QeYav3kLajeT25nz/+h5sahym4KRZrL9KG35KYL4BB0hymFQTKZPqupVcW5OgrlvVlmtQNVGDVEmB6NxhOc36hUqltcxHtNhX/HXMpCF8oV6VS+53nYozFeVG5oE2OpVz7wcNbJrYvLxVCBrY1m16lS6yTkfyKqbuUiVTDg2yhTKg/wqNa9i06IRP9Dyc7pOVS2MNMiIlfkuU5KF53E1mWwBC/VbA7S437219s6kpvowLxD28eFDtffuE1ocMgrUW+9dqqEJX6yxo/6mIWvRVw+Lz9WrTlXKQBbq1jOvjFJHHPx0gtIV8VS1+epbHGRtWLNEQGlw4MTbzu7coJDY6+ZNS+o0Sibx+ufuVN3+8V1g+3YF1KpBkt4CSOLvL779TF1z5u+0H9ZLs59TQ/vvoLeZxKzs68199vCrD6ja+loNXgAXYGVUMOqzb4nkLUPNWrpqiXpbUmeQssOoYX4DTvWYIk1AFionM6t5/asALD+VJcjh3SQG5xBWfVqj8oo6q54SNmPtN7Fl3aZQj1WlOOKyDb+RdFaV+jnBJ5vKMMlc2d/P3JqF09SiybDwku2xzBUowHzqfcuP+nYPCLFicHRpFz1k1ChMgqhNBr5Qu+ZW1KlDehSKwlUtdfkdU7rsAkABVAaggC6ULfPZm+tq4m14Ac0PspKp80CVbRpExap6bHZkyHIppIDWKRInClWUghmZ+fZ+D9uKmpnJ6y0ItFCMAXgzN5nqm2saxd7lp2n3EXTPc40HMDpgrxu1OdBbnnn5AHXgXhPVJ1/+XUPWosUPqWXL39B/u4odrHSOmBPrGyu0z5ar7UzNzeZsZ4uCLG4oMefPU+Nz6oKuqjfvE9+FI+MwhtNoz8v+qVih02N8LG4QdYrEidQ2HTa+/aICSorveCfSOUOhQqnCLEh5bsbT6vuyVVq5+o0kgF2weL5OEGv7ZaF8AVrP3jBV72PymFG3u5j2uhWVaJVrsMDWgsVz1e5D91BD+m6nKqrL1dqKtRqwZi+YqdtNVtorZMVu3K+rp1Zc0uLwuImd3D8WCDDZG12QihXpJGehclTVKcjsaYYY9BDIwqHoCNKoV0HxpbLRt92mH1xRJ9UHPqY/VgxSltQ1iEJVrAORYhqkAEpG1ULlQsnChLhEYGywhHNYK2oVpsSunXP0Pj1zO2uw4vMjehVr1Ys2TNwtQI5iO8tz71t724nKNheizK+efJgqGHFE/L5m5qL8phdU8ZmjVefBvUS9+kzljxioVa3ySS/GIavy7ljeusJxe+p6yYqfvx/mba43lzDS9CwAACAASURBVIocFKIh29dCNtsP8x0DsvCHSuc7AeC+u/4h9ZHAlWuO7WPkJYyI+anAnW3iQ716Z+5vRX0aps2DbNtxu5+qL77+hwYrTIBvvH2O9q/C2R3fLLugdHUXFWtgv7H6Y+p/sHCyVrPMCsRsnpvWbnuLgize5ooPGa8qpv5BFf/wXA1ROISWnHiDnlduOo0rP1Od8goTFKuVl++k+t7yuTKKFvsU7X+KDuxnQxrmwuqrjlbdnlyWtg8TflaoUrb/VLorDFO5eOLHNKUyld03+z7J/JeCBtdaMaIYR5BK6jfWsKpT1GCePARekYjPtpknaL6ibgdiMQmOLPlxWg8SV78AdpQEwcngivbTVdgAnypRrHYoyk8Iz2CvJqQf288K3y1MgD3zOsf3YfvS2ljOR+PkTj1K186bckZ658QFWdSpeecJ7WfKvQzzoB7D/GWq8atVqpPAHKVw3EgNWGwv//M01eXwEapmykcqd7AEWxbYKxYfLbYDXXkjBjkd48NAhT3mtpAih3vHNzUxX0OupZHyIpDJomPDyYo+rz+jtw9MiIBP34JhobIXoAqiVn0qv/38rew+oqqzrjmw1ScgKS+vm1q1+j01fNhF6oMFk7TK9fK/T1QnHvmO+GaVazPgmB/cqtaLr1VV9Xeqsvpb1bVogNS/UHywYqZlb0R4e1ViJs/D5m5ri4Esbib5O41StfNe1ipV1b/u13BlVComGnjqlCMxanbYLw5ZKFY8AI2SBaTZapitenmBBGUrp+8QlbP9HpHPI86Ccz76rb5YD/rBbZH3z9QOmTymTI0pajtRFR/aD7sKKupYXPUB9e//Z7+UV7AGgWQ6igBvwqgQmYQt3ph5cOzf/WeBPk2pzi+r2rDPJlMCwjyMojhcpzrW1tiPiO8rrxiWoGR5+8UcCDw1CUzhd4VqRTE+WEBUjsAUJsQy2dZj4slxn63qx94WwBqoIYu/Xc7xYUArEw/8dOeThQ4vrLzaYbrcRZJP3xQKdKKMIdmqXm87mFlZfNKvYFeFCmggakXdJ6IIVgSaAr1wxUtOJr6HgBHO6SN2vlD7YBnFCgUKB3diXr381olq7IEPaj8s/j5o39ucJkDa+Ux8tvaXmFq0213CPVQJhOH35XKUjzLXbbHuFgNZwNCGtUtV3oDdtbkQcNLQNXeagNc0lVPUXb+VdT36N2rd/b9QXUYerRqWztdLnnF2b1i2UJ+fvEEjVOWUm0URO0+3V/fZTA1rqGKsLKw8Z3fVrVn1wdQGZOUddmbkc/vG22eLTBp7izr0wAc2WzLNpq/mqapLRiUcU2eBxtwDozm/Rp6ADO+AsoHqU9cUrMilk/w0lWEblaHnpc+kHPSWN1du1t634kyZ4YAt+tCrBOWG7oo873fsQB5v4jwc+srDIR3zR9j5tR9cmCGBZsqiqje0GZnjCDKfpKtehR1ra9VjlXTpGX9JcJfw9m2DFX83ldUIrEotEcvyBaDq5y9V3QWuMCECYzndi1TDvKXaXAikdR7SW9XNWKS6XTDWaUIEtPR1qlebbspeYFTNTDzw05nPZKuMaTdMvL1U+gfsXv1+YqCqlUrbrn2ycW0DQawiHCEmQhPzyqwq5H/gCRXLrBpEwfKLjYUaZuJofSttIjZgPtwS/bK2GMjiQvNzeufzjTXlCXm9gqK8s71zz0EtnOgrxnWNA0mqXwhUrBenHxHfff+Rv9+sgdoycUypzkUm9wtSZTbnqjYegOlAlpknbtZlDd9qhag0b0BWgcZ2oKXf2g2x1ZldOneLv+33Ldgla2pVsmsjtmL0hFBQ7W0H0ypglopvStjrlfsHJVOZJGgLtQqFvkHcHrqfeWuLVdC4PfBCaHxSyx6+VN/zUOc3RwG4VtZ9mvXrNOyxhVlMEnbxSNg+vfX8XpZSbc/eL5vm+UyMb2ttY4uCLE4iyow230kIhKqrjpL/56uiiVNV5z0OTjzHsr3+hbvin+UfJyERPLGiUK42VpUlmAMrfrptfHUh5sJUFB9WX3y48OZ438N3viBpxvJ4bC7rmIpvn93STJnqMVngmOoxtaUvEA9gAmLaQMIDdXO+RWcKstrSPG/usQSZUb3j4wHKqq4ovlxRjxEQWnPrT7SiXnpW5twAUObLn75WR3QHmlyx/HCNQL03wUi/v+4H+v9MjiPqfLSl+sliWJlxtpbKHfOpel2vuixrjLZa3Z5TrulhxWO132Oy2GRt6TxsbWPZsiBLIKPilIGq4IyrVYMAUOehIzQEbRDwKjjjmk3nVupV33Cqyj/hIr29/rk7xBS4RBWctwl8MAUCN+zXSUyCplRfeaQqmvyyhrmaP41PWGnIZw2vPaL7TxbcE6l0wWd3h4IsY6IsGD9Z4lk9onIl1EPnPQ4KPCbGT7GP23yWL+ZN+5gqz95VdX3wE4V/Vt2jN+njMwXo2jBvRuAxbW1fnKjHa0MWq1gxU9urYKO2l436DZULVEPlQlXU75RsNJ+xNmtXi3N271h+vljAxauSPqh4EKFcpRt0McwB4Pe5sbosEGxQ1+u/eFsVygKboAJgrRdVqpesgEaZ8itcY/bqQqCLgr+pt7DIB1Ws16XPJm0zaGyNEoAyV0w97aEE+UZtrnhdvAzqLAmi+gU5yWOaR8VGQe4Aq/Zw1Yk1fqOU9jHU5KMEcIApoKCTrNrrJDGjgCYXONTde4XA1TGqkyhXBOJsnPdvVfif98WVIWBmo4BY/gkXt+jUNq0lmNmawa3o2icCVx6GhSwAq3H+DNX05TzVJKsRcyRcgzmm+ufvVIXXPhkfH8cENKK8uY4JwGJekh4TkHr2bpvigMn/NX8+L6GfLeFa2RzHwAMPf8BMmo9cxwEo5XX1fxAnO/b69bNVjQBM6Y6x1bhttaz+6Ceq957PJgzP+JOhYmJONabUYV3HttobPquX1933C9X7qulxpYnPOhWWtHA7wJTX8O0C35ypxqcUxQpFqkjUq2RmPxOuIQiyjNIWA8Fb074e35/zG7XbiP9UhUXbttXLJT6uZI75gDhhX9qKGmSuYzP4bJq22/yJa+cD3GIgC4UJhSd3BEqPZRrExDbhSA0XANjGqnINYzl9Bkndg2P7eJy8tbJDVHeP+dA4iRvzow1ZQEyetIOpEuCpn/6o6vaAONM70tWEgSwAq/a+K3R73mNiW82fztOguEEgzBwTyh1O665j0mbOBz9uMR7mpOb3p6muMlbUrYRjkuPIO/xMPYZaUe0a58+UeZkdCJHt/DuRkeHz0LNVByCrVPxoWEDh3ZaRDpsbcQFI2PaBrPKv/9ACYMLu31r10jnGbI6RcwwIFYhKSWHFc9mjv9KQ1ed37yWY+LymPe+4UMTwCc0buLuOf7XN/7ybNMgyC38qnr1O5e94YFy5og2uNaNkGcDKkfH0GP+3pOnDws7TJ/P/pPr2/w/Vs/c+zl3mffA7tcfe/x22uazXM64Ext8QRYgFG9k0IWf9oDo6aNMzsMVAFmDEKr8WkCXTDyAAWSbUAv93EeXKrxjzmXd7zQ2niOo1Q6FWAXLxegJymNmMyoQSZvpyKUdhIIu+qy4+QAOg65gYC6ZA0w9gZ5s7vWNPekzvTIn7rRnIAuQAR+YJNRBFjeKnhrXpqzzFwfGQbPh2YTzOWphmeJDhO4MvTJeRR8UfZEbJyhFlgoef14QTNlNB0BjWf3qZKh54bqCaVfbFtS0UK1Swsi+u05BVIbDVbbvfBHUXeXsmTJJhIKu1zVgoT4COOa+cTwKB4qDO9VAg14KJ18ekoU55P7Mnk+sFOEP5BJ6CEtiTGozQM8TEMmPAJEhIm94TYkFFabNJrs/eE95ocd60mVMWB/EiEKV8/ul9qpcAlh9ksX2nXbLjeL9syUtq4ODkwZajHEs6dTfMmyfPBP9QPk3fyP308cd1FzmDB6uC009Pp7us77txvTzTZLwby8QnWcabf/TRqlN3WaHfUSLPwBYDWUBHk4BBl/E3t3Byt4GBGaKubWrzzhqg4XUsBziMU7gJcYB6hv+VVsZEBQKItM8WJkMp+H3Z/k2mHxMR1/zv5/jOOGkbfylvQVXDl8zAYhA4omQVi6+VHdOLfWifcdvH1EXMrI0CVjFV7GANe8WTXtamyGoZU9SI95GvyjawAw/JSglq63Ia5mFaIBBlK1XAFaYd/K1MyA/vQ9OYC+3YbfSjg99K2BGjgKRz+NUrnlQbG8sEtBIfbPgxNVR9rIr6nqw6dxnk2wWQ1n0X94MWpSu/+6h0hpeRfZON0XTgUlDWrn7fFwbSHZhXxeI6QLXkWuB6qRb/p21EzTKF+hvWLkv4zB4DEEZoGRP7z4CSa5wmpU7hfifrsDM2ZFVO+6MGNBOrrce5D/peZ4AavoLGcd70VSNL8Skuk2AyyGK+18hPEGQBxMuWTlE9e+2tSkp3Tnoq7LHw9+Y0U9Y9+qgGkYaZM1XBaWINuHuTn619ENSrvOiihOPqVFqqCi+4QHU5//w2By+Mt+rqqzVgmcJ4AcOiK69sc+NN97ub7f23GMgCOOrunxAqGjuqT6d+QzREmNIkju+dupaKY/kYrUph7sNBnIITfU6fwRqegBLMeIAGfeLXRdko+QKBvNwDjombH1G0KChRtqO5F7K26fkDZ56n+DGFiMYedEyMuUEUK9cxoVKZdEH8Zl44FiUpesIeU7Yv1LDtr1z+L7V29QdqV/ETSafwkOzevDps9cSxCaqDDUn2Q7PbuCtVxZTJLVQqEyjShHDgAbrN9f+nTTkAljEjUo/iWjkW9liMGlXU/1S1oVaUjeLdYtewOLQXCCCxvVPnYpXXbaRWuwCnJoEy40iOwtVVAK1OPscBnjb4m3oUIMs4xgN0tEfhM+MLBuQ1NZbHYY567E8d2kqmkHn35X/GbsNdGCXLpaCko3zwQCeWj8vJ25xfozYRvgHfrD5yjjmXbF8l59x2XDdg5IprZW/LKRJwv/9s3/hXpm6RZLhgRSNQZWDOxGfD1IhKhbKWDLKMydFWzTAH5uZ19QUlL2Tx/evb/4f6mggLWfh1oUg1NFQqgGu7HU5T5WWfyXx3TYCor78UoJHtQ2U75yGd8xn2++SqhyoFNAFXOYMGqeKJE1X+MW5FzQBWp5IS1UWgyhT2bZw1S4K9lqqud97puz/16196SdVPnaqaliyJ758/bpwGu0yrSyhy6w8+WHnHu2H+fD0GA4eFE1omi05nTrfkfbcYyCJkQ71Ajcs85zqBAJAGCR5q4hAOWKBGGRiyt3vNdXaYCAAFJQg4cZn1XH2HhaxMHJMGyWYQjHRMAoZ14lwf9pjaypdkzszz9FD2H3NvykMCfghgyxs9DsomgC0PSR6aQBYKha1koQKwUoyHmVcJ0Cu5RM0A2lCrDGQBct2kD7sdPyUszMEYx3WgpoeoUUBVp1wZ74JfqJ7D/xZvwgATH9iAxf8ADPvSRpfeR6ra1bGVpjm5JVodM2ZE4Af/rbxuI1T9ullierxewxDtYXKk9Bz+oKhq5QnO9MZMafYH6FDWqpbdpyFtvUAe+/T5wet67HwOnNnQZkMWD2XUEkxWNgC5IMvPdAUY1FQv1yqXV0lhG5/5ARbHaSCr782LVJM4lANF3WSRg61MAtP1n0vy5ZNuUDldcIQfpMGLqPWAD2ZBrjtW/NXMeVLlDthNm/W02XHSWLWxtqJ54URMScQ0iNKKckVuQq4tPgOkuv3k+riTPLGz8L+iff5GXet12bMtQJ5+GDcO8bwAUIAYAz3m4uH/zz+9X6DrXD3fgE9hUX8NVvwNLJnzYEOWXY92ASj2AV6//vKJhJcirWxJHWDLFM4D4GWrYnzX+Z7zOdvNNsCQwnWBU76fKTPMd8pbBwgpO/ZYrfKgQhUJbPiBDjAGsBAEu1RAyWtOZHvtY4+pWlHAuol6lHfQQS2GVCXt195zj+o8fLjqIkpS5xEjdN+VF16ocoYMUd1nxNw4/ArjrZ48WeWNHq26yD5BZZ2037R0qSp58cUW48GEWCNjrZMxaxUuRHtB/W0N27ccyGpHZ4vIuK+8dVJ8xH5KVjs6pDYz1HQgy5iYgCLMNPhPVcsDD6DCP4tC2AW246vV49y/6c/YxgOPh5m9uswEj6ydO1XDVB0PWWnLgFTZI5fFVSwzgfj2EGzSC2pRJhioYoWgMQt6lR8gq1EUKlQoeyUhYIVZESADpihAk12n7DPx/et5iIYv1CVAzvQDOK1ZcLaGIj6nDUyPtEl9fMX43VV+A2KAGSDF9k6dctX6z6/WgEcxShq/cwXCKgW2ADL6xFxo9gWcjLLBw5YHNA9VA1Q8rHv13lsrIqYu9QwIAFCmrgE26vI5+/KbHyCBh75RamgDiKDwuTH/AT025NjnzRug1KxG3LBOcqFaBed12zGd60v7TAlo2aVzj4EavOxQINSjPrlYKfzPmLhWTX9NteXad8sUrjdeDoA1G/oNxNh98h0BXJg/c/zADHC1RhTkIgGuxTJXZsWhbbYFfnrKuUCxoj5zWFezUq1f/0kCPBmFylbRULv22T92TZpC28CegTTOX7XA8rdy3lC8GMNcqePdL8p3ya4LZKwbOVJDDupTwRlnJG3KAFLxTTclBRLabRSlyAtZtXfdpaonTXIC2PoxY9SGBQtUL9nXrxggxJ/Kz5Rp72tUt2Smz/g1I3DngsJU53ZL3q8DsjbT2X3ipU03uQ7IytxJSBWyeKP+12snqKOOl3QszU7MjMp+2KFG5Tb7yQBTTfJgovD2Tz0UKR5q+N8AaSgX+MmgXlDYB9Mgn1MwBVUIsJHiicLnnbp0a6FuRZ0dYAnlyZgAvZAFDFUuu18DlDHzAV6ATI5AD2AEqAE13tWGABGKE2ZE4Mrr37V85s6ql0AaMGRMj/pYZTzrBI4YE9DEGI3vF31rM+eX/6222ec13T795xXtpLptf42GKuoaFcyoXvRhq1M2CKFMobCgQAEBgNiK5f/WD3fqUYAjHuice1QQHtI8+A2Emc+pSz869Uezo/XiryR8ysYmDW9AXJdOxar6HVH/JG8qalGUYhZYoCb5+eYB7FwfABGF6ytsOBBvdgv+N9cgyiwrGF1tATGsHERx0gDbWKXWfP9eHIiYk36yjTlkrplPwAjwAbSYU/7fbodTBU4lTI7Uoa4NPe/MPF/Pn61QGdXLPne0x1wbOAPmUNRoEwg2ahUwxn58Tpv0R91MqFkVoiRhMkPBKhb4CSqAECa+HqImRTXrGaAD0GyYaxC4qRFlCnNjofhHFV11le8w6D9XlKkwgEUjlaJO4WPWY+5crZJ1lMzMQAdkZWYena2Q6+mzxY9IPqZt1V67X6lzM5nSWpBFLimSeC5e9rwexxhJ2tmjZJcsHvXmbZobP2/YUc2F3IzZ95AfvaAPIMxqP5QBVmuhCth+VOyr82h6PvebmUynYAGigBjj/O5aKWjMcIAPpjiUJ3ylgB1Ai998BmT5xc0yahcABRgBXICa7Z8FjAFm9IGCRTFmRVQq+qKwjbEYBY5jqC97V9Wue0uVyLhQvGiLQn/sC7ChLKGM8CBFxQCMeOjyQAaaKDxgjcoBLPQTcAC4TF2jrFDHwAHb+NyYC2mzomKxqq5colWc4uIBqr6+LA4gQQ7bm/dbkVrvZj6YMyDVKISmNQM9BmQMzDI/xqeKujE1MbYCkc9RmvDzohgFzF4lyPeQ+QTuDPiyL/DF+Rgw+Fi9H3+XSr3FYm407dEPKpY5p/SRzEF+3ZI6VViaq7qUdk46ScBNuZgJ8cHqIapTmLJGVuPlipmudMqUMNUT6qAqoWLRF33jv1Un7eAbhekQM6WfHxgNmf0xJ9qAB7z5AV+Z+HnRfk/L9yvywDt2aDEDWxVklVWtV6USpDQTZcHieWqQOMP7tef1uwJwjh37arzrdCALcAKaVkqC6aEDj0+AN++xecfRvWSYOvLgZzIxBW2yjVQhK9X9Ntck8ID5ZMGf1ZgfShaAdhJxe3PNVUe/mZmB5fOrVW35BmdjXUo6q/4jijLTUZZbAaxm37NSLZyyVq1fUq97O/HO7dU+p/f27dmoPGHMhKaRsJBF24BPjjjBm4LvE8Ws8APucHbXfllJQkXofZrNml6HenMM+HW5fLnWSqgGtqUChVk+Ze26+a0Ksp5881E1aJvBancJ2lku4QgGSQT1VMsfnpyoRu0+Ro2SNDeuAgi9MP1HqqGxUm/2wk2qkPXZ4ofV/EV3Sbuxt3Qga/89Yyl0XIVk1C//+8T4OLZ00ySw9PVXT6jDj24ZCyjZuW5vkMXbOSYY2zk41Ws5m/t98PhqNXR0N9VjcEE2u8lY2zyA1y+NPXjtwjG0tbJsVYMa2Ccvo8NaPKtCfTe/SsMHv/V8NINImI4Are3HlKhdj+4hv6PN2ZING9TgzskVpTBjcNXhOD6euk598NhqBSx6C0rWuS/u6guKAMjG8vJIprSwkGV8sjABYl7cID8oV/hG5YnJj58o5rtqWe1IWzYsGf8u2sLk6YJFxsvqwZ7ikN9RMjcDWxVkzV6QuBLDABIKFyWKymWADTXLD9ZwcF+w6E7d9vBhFyWY6abP/oX6fm1sFU9Y8Jnz0TVawTIFcBt74IPig1CS9IpAzVr01cO6zgECZEH1M3d5pdeSdi5e84HabvtTQzcELH2x6K/atypKwZcD00RUM6OrD1QmQE+bUwaNS9sfRAPVird0W62lWs26Z4U2o+x9mv/bfdD8fjWzQv312E+0KebMR3aO/NANaj/Mdh6ugF5t2QYNDXaJChBm36HN8ABMcGy7CVC0NkR+/FWduv6vK9UTN0Xz/3LNGfDx8ZTYD/OUqdJ9cL46bMJA32uorDmjW6mssKT8VhzKf2+pOZkYB8fDtTx90reBzQGIl7zlTkkFgFCSOZp7OwgLWa6BsW/Pr79O2Zer2yOPxB3TjbKlV0OKDxe+Wqxq9apZqRxj4KR2VNhyche6zqXXPGggCyXrj6JEXX/OZL2bF7LCmBVNWyUS/mH4UP9Iv37XWFTI8gLWgL6HtCtgivJdAyrmfXi9qq76Tq8QMnF3wrSB3wZmtKiQlarDvHdM+J98Mv+P8VAA+AkVFW+rdh3+n4GBFr1tAX3vv3u5Kl+/SKcmsecBAM2WHxDwccvIuXo4e4sJ5SQxpaRSeMBdv11sBR5gglLQmoXjuP1gCceRQXDwGz8P6HE3DWlVkDz16iUpQ5aBz/cf+z6UUtV9UH4CSPopfq754dyfJZDt9Xt6orpaDcrNVaPz8/Vut1RUqMu7RVO/gq6n+wXyFwvs+xWOy1YugSyX2dOENogCPulCVhSgM8eHYoWp0fYbY5Vjvfhzmc+oQ7DR7m9JwGnL9GiOMZV+g87D1rx9i1SyMOUtlYTKwM+5x2yKDWIrWdQ5av9jFJBUkFugTjjoJIU6tez7pWrBV3PVXy65WytbfIZp8UAxDdLetDkviYlwjFq4OOb8uPT7JeqUQ85QQT5a3ossLGRhdpzxf5epVeJ/ZUqQibA9X9DAw5xZ56u+/f4jvlQ8yvHg9D5n1gVOyGKlk1kF5W0zE5BlVijuvd/NCUDEmIAvs/QdePpYQJAI135pQYLmYdrz+6n9R9+dkkrmCvRoz4cNR3x+6JUDRJEYEOU0xOs+feFXWkmi+D3A2Eafyxe0NON4O0X8CGuGMkqa3Ua/4UWi0MVMUqhP3ZOYMRfPjK0e9ZbvxNxU5+Ob9EsBybDjC5pQzIEUP5NgKpDFnMwWZQfVylsAjrGiPBlVLug4YupgtfpK5mm9AK3+7TC10o9LJfJCFf+P79pVGWUraH6Ctr8u6tUbk1sqWJh+R1/QT+02roduguO475hP1Aq5/lBuT7qr5UuF7c9UKjGkwqwWTAeyME92FRhK5tzuOn6c11lRaFY/EouLsBO2eVArWwJXBEe1VyeyL2bKDsgKurKibd/iIOu6B64UIDpIg9BTbz6mZ8OA1nMzn1bfr1+ljtxvnLrugQnqwQmxpdwAF2a/pRK1/ZRDThdlq0x9sWyRqmus15/tvt0IDWT3v3SXOlm2A1/AVqkAGnXZl/Lyu1PUb07xX1Jrn5owkAVgTX/7bLW+fFF8152Hnqn23n3LjLYLfMz815kaPoKSygIugMoBAhq2Cc1A1uFHT0/4PBlgMblecyEgsmrFv/VYvMu/2fbJgj+pPfa6LiEidVi/LvpClUqWd23mm2doIPSL8fPalEP0NntsQB4qHuZV+3PGRX+swEMZIyI+q7H22e8WX0h7+Aw5xqkxMzoKxBVz9wxcgeW69dgPujMf2Sn+YDMP+5qyxqRKQ9DtDJUEsya/9zltm4QxemHR7wEa1IdruwGMD0QJMhCZ7lx5+8EkSNlte7c/WxTIYoyvT1rmVK12Pbq7QEf/tOGQOXnpqm8S5sM+Ji+AuiBrVEFBXNky+y5oaFCz6uvVecXF8eb4DB+uo7t0cZ4+F2AXiHP+MROHOB3cTX0A7NyXWiquBkzwyyKXn17dJ/GnKMSrIs4VP9QjAjw+VChDwFhQwFDXAQB1jdJuWKAzbdiQxVgInJorqxG9YRzw2yLIqTErAmMVEly0A7JSuRsk32eLg6yzJ50WV6FQl6bNeVGNP/YiDUA4vc9eOFODEJAEHKFOAU+AlFGlmDIDUZgWja8W9VC0ULaoy2/KQGm3XGIl6TYEygCyoGKb/1w+WfhzvTH77LiDO+3tP/L3auigE4KabrfbMfWxhP6gQx5N6nsEMLFcHBDzmswMZNkqj4YiMeEZfyvqAGb2vi5Aoh5AhHO5ieNjxjhS+vbCF3VpM1muNqNqGYjkf2DKzsFmTI6Ek/DzwUJ5ox8zBvzAPpZ5Yam91xmeY2uUcAT0w9+xoJr/lrhHleqHh2/y8bMvHJSOR86MBbSkpAooNmTZihhmxEyb8VzOyzYs+j1A0/3CeBUTv5VqT08vUweIWdFPmQKqnn6jTJ10aKkGqyDH9jCQBTw8fdGXLeAK/OrKmQAAIABJREFU4GA1HYpOpv3JuHb+IQqmV+3zKqIGsoClpfIzu65OGcjClHhUYaFWtS4RWLjdSk7Mfrvn5fkCFtfVzSM/Sri+UDDHCzwlC9Vw20ELRImrU9d9vY/zkiC4JyACVLkKjurAl3FSB3hYHdhdnNCjFgBpPRHg5fiJro46RdEg15xTEOd2Cs7qOLTTP9HYifBOnkFMhKTHIdq8S3nDbNhEAujmvIREkccpvkPJinq2ktff4iALk6B3xR9wBAgBP4AXYIXfFUBk/tbgJP979zXmQgAKKAPWMDFiIsQkiZLFvlF9sxZ8dqda8Flsma4XspatmK7mfPTbOGDl5XbVKwjtOFuZvQyCW8N5fvHS2AN5b4n5lQ3necChpHRY0ryDBrAOGHNPHEDspLGoYa9NHZtgSqNdoAaQMTBCvTECcwZuABuc1QmJYBfqf/DuFdr8qOsIBHr7JiYPcEU/QE8yyEKhMvvTlgmGaQOVCaiYTM2zIcvAIBBpwNFEL0fB0o740pcBSxN4881Xj5O5/i9fRe3mPT5KMP9cPndk5AeyH2Rd3SPawoSgKxSA2vv0bVqoFO/LarJnLvpK744jNopcNgoPaMxNFC9MvPpOpQKwThpbqn50QCw+VHlVk3pHTG3mf+PIft81A+VekqPr2BD1wAvr1AECCraqtcdpn6t5j+/kPBzgavrkZS1UQuAK0+8+MldBsaHSmSd73k07KGZnPbopATQgNVxgiR+c3oEqCrB1lChUfI6Cxf/4auEo/3JNjTpQ1C5AizouJcvrhxUGsOh31t0r1BTxc7tp3X5JD51cgsAMgELp3KxseVcAAlkATDepm0oxaWyAJQN2xMgCqoAuA1f0b/pmn3KJRE+8K8yBAFoY0ybjQ93iuMLGAUvlmLbGfbY4yGorJ3Hx0ufUOjHzDdv+TAkC2tKfxYYsO4YW+82Z+9v4YQBYh476W8oBRGkPf65UwYj9WdFo+4QN3/kCNXznxKzymZh3TGC2auRt0/g8eU2B1ANeTJ4y2jHw4FWOAAsgh2jRAIlRfeyI73a/wAmqGcrVm69JuIzR97RQz4z579slLyaFLG908RkyZlQ7Un/Y5sMwsEY0bhPVmmMCnLzmR6NgEXGbaPY9e+2VoH6x/dulU3zVLEw/xBMyJRXfLD/IsqEk6Nqxna7x7eki5kEKCkzsJ9Ep224PVWOywKJRVZL5hQWNI9l2lBMT6sAFWa/OqVC/En8fVCwUquvvX6WuO7dPXNUaf+O36g+/kujlzYBFXwayALCPF9eq3YZ2UXMWVquzj435EvkpWYACwOAto87vq1f7ZROu7D69kO5VElGwgCVASVztNFRNq61VSxsb46sMUbGAqYViHhwk4R0wE2q/rZwcDWa2wkXfXlUxLGCxL6EdUOAuneFeYRj1+sAEBwiFhZyo7We6PoCGShYlXESmx7AlttcBWVk4qyhRM8VZnbLX7leoYUN/1qIXG7L0DfOYBaJs3aV/TAkbosHvEOw+xvzg1tBKGLG1UK0I+2DicZk+0oW+ZNMNrNTUrGjhZ2X2MX5YXrWJ7WxjRSLmL9tsZ6cGASooAAkmRLahZpkCqAEqBryoY3KmoQz5OdQDaOxrEgz7KVm0ZSJn2z5iKE12uhHGVV7+ue88MF6OhdQxqF04wf/w8OcSTI7mmMw2IKtbifhEWQlzOSYAzevbZfblocPqvPj1mIISZJvrvPBh/JqWS2iFmuYVgAac6DPI8TrsV9d2vgc08MvJZHlalDLiL5niAjkDVqhZANd1v+yrgYrPjdI19dbtEob1F/GjAszM7+v/ukpDmVG0ALP7rtn0Asd8ouJ440ABNzhzZ9osGDSH9rmnrlfJ4jOgiQJgmf9LBKCeFJWL3wCWHTvr3qoqdWpRkZol6tZoUbRsJ3mXH1ZUqOZacTm+Bx1r0HbOTWvBbdBYOra37gx0QFYW5tt2avdTfbyQxYpBOwYW/6eqPplDCjMOUxcn+2Ur3xS4iilf3kLICMyV2fQJ0yvqxOSWl18SBx1AoExCGAAnKDfAzE67npcQO4v9vlh0vw75ADRpM5woNMCYgSzymQEmAIXxc2JbXn43NWCQrDIVVcuYBgcIaOWJY/iK7/6VoBABJIOGHKv7Nm3QN2ZGwiyQ542SDLIM4KF62TG5OK5+2/5QO9qb4zTzwFgAKhS1nYadG09PYvzMzJzhiG/GZWJrff7JvXpO3p9zuaoQcPOuSATuvGOxz71XjYj60LpfVm0R4JKSihIW5etpTHLefWz/skyaDAljgN+aDTUukACkyivFPCjmxPKqDRqsbFULWMJXi2hRPzqgm1atDt+/qzYnAlXsx29+dtu+i46Pxf7AGZ8Zk6M918wBpsGfClyZVXRR5jLdut5FB+mef2AMc6ExHXrH5/LDygZQpzovelHA1d+kHA4l1X5d+70w4y113EEHZ7LJjraSzEAHZKV5eQAlOnGslZfQ5Cykab9wC950N/YwMhWiISxkcQzkN/SqVkWF/cXceZbafuAJWfHBck09UIUpD6AgBxnKEoBl4AHFSjupr/lQ756bWxzPc0Zd6un4UqIaATEG3IAo45eV7JQbVYn6tGc7pNMWfa+SwKCmYIJDwWKMOO1T/CDLQFyffgdr82OywKLeeSAnG4l37fGghgGErBrE6Z32SeJLYVz4t2EqZB8TpNWleJkcf67xGD8Vc7xRH1y271Umwxu4zqGf+cz7wA/yuQlzSzABLm3n/WSmKXyqdhtaoGEKfyyAEOCKQZIswhBVC2gCsFC7+Jx6H39Vq3+znX3twufLVjbE/bRsPyhg76d37bDZ1BOXT1ZUQPeeh2QhHrymbQDzynmprYgNc/5TqYOJHBU1Uwqt3xjWV1ao7l394409PG2qOnivvdSQfv3V3C8+VyN33EmxDyXZfqkcc8c+sjBho5StYSJQahZJsuYB/Q5N2b/JO082KB079pW471Uyp3bThh9kZQqw6Mceh5+itmjxQ+rDhTcnHBpjGDroeNWnV3IH0K3huolyjMlgJUo73rpcu5lYaJBKAFM7MKm+CUcwGXrNN5sLshi3DXvpQBbzgXnQG+Ayiu9POtdC0L6oasSuSpaHL6iNdLe7zJbZWtnJWL3XKJ8F5SJM9xhT2d+Et4gSDsW7spJ+v1mxXL314YfqWFl9WFZZqf+mnHXU0er3D/6vKhXA6i5+a4BUqfwGnNjnBUkWfdZRR6k7/vGUQFWlOnjPvVRu5xw1oE9fNe/zz/X+wBZtAmAdJTMzsNVAlgmZ4E3UnM404rv04vQjdBM2HNng4pcyxwVZmOQO2vf2dIaUsG8Q7MXyKx6RkAcxXRNlxgbf0VB8BlAaB8rLASUTsBV1ar1O6ixxD+Nf4lUXwu7nNz7MbChAmMpcJVlIg0xAlku9YhyZNIMuqWtUgwtijv3tsQB5QKjXLyyVlalhj9/2uWOftqhiMS6j7mG+JWacXTCFuoKw9v1OUmptu21CXUDoRQGmoQO2Vf96/32BLVHGRY3CDEjBFIhaNaRfP1GqvpBtO6rbn35K/fbs/xeHqdsFtC756cmK3xT+prz14QcawAAtoKujpD8DWw1k2aazE4+YnbGH1TMvHxBPvmzULBugokBWJsfFpWGvVHSNw4ZE/bA48IEO9Sr971TGWuD8LP3uVVWQ30N+SlXTxqbQixcyNghpyGsytIOKJusHp3nzsGWF4BVivkmlsLrOhC4wpjNXO9mCLL9wCNlwKH98ZYU6rW9mU8ukMuep7MO5xvHeG/8s26qSNxxIqjHdUjnmKPvYipv3O3TC6tXqud4tXx5ckEWfANWQ/v21YvXN8uWq1EpHBHCZOqhZqFTfrFihocmYB41fFv9XVFepDxd9pmGMQruAFpDWYT6McobddbcayLKDf2YSJmx4M8FCw0CWF3DCJomOcsrDjOOF6Yer6prlutl0VzNGGVtH3fYzA15zTBi/LO8+3gcfqtQzb5SrXbcriDtue2fExI5iJR6QpR3B+8YcwCk2fPH/b25drs45tqczQnoqShZR0gFMryoDMOJbk2mH8rWNTeq98lp1RM9E36v2cKX4AVYmVT7XPHiD5lInXd+vbM63uQ69CyT2WblSvd+3b4uu/SArm2PsaDuzM7DVQFYY/6RUptZu16S8wQz3zCujdHPJ4OmJlzbFY9lckOU1W+bldlMjhl2odh56VirT0eb2Aa6LxfE7G3G92tzBZnFAtsnQlYfO23Uy9Qs4IiyBHScKheqBF9bGTYFA2G/+sjwhATL7EL4AB3BXcE57u3c85uEWpKihwmAWdCVOxu+KCOm7i7knjLk06ulYUb9Bza2s84WsN9fVqMFdctUOhTHIbCvFD7CyoSjNn9ekRuwRC9ZK8ZoKg85v2DnjJZhQPK7wO2HbcNVzwT7xwi5dt86pZB2yapW6vUePeIiLdPru2HfzzMBWA1k2TGQymKZtkkMJOvLgZ/SZNAAFtJx45NvOs5ttyAoLe8zNOwIjRtFisPiuDR92kfY1a6+F1ESvvHVSUtBtr8dGWIT+8tDPxsPeNSdeaAryr/KGE7CdzQEqgIgVc+cc11N3N/7GZRLzKRbt3PheGaAy42H1HdsJY2DCNQBi+GihdIWBLD8HbANXHKfX3AUsEE0+26vCPqmqV/hktSclCyUJHyzvnAGkQUE9yyQ15j131ccvt/MvzFel3ZN/IyfdWKcmXLMpl6MdBJY9w6isYb7zxq+W+IWZLPbLivFTI6r9LZIT0WUuxIx4uaTGGZ2fHzgM2glTL7ChjgoZnYGtBrJs81wmIcurBJkvpQ1Qfl9U29TIWc1GbkIzjjBKmTd2V3uHLXM8YY49o9+qLDbmDXwJZKEskSZlt6Ozo7BwOFFWCnpDJrhiR9GmUatQpkzYAj4n6GZ9w0Z1+hHdE0x/mAvZhx/gDOWL/VC1rvtlHx0CIbYtFhHdFNt06YUsP7hCEQGsxohy1Vogi4qFmuUHWZUbNqqunYmmFSvGvNgzt/P/b+9M4KSqrvx/aZqGXuhmU0BZFDWugEkmcWFJ3BdA85+YqGgm0UTjlphNgajJJHHBJGPGiEs0Y8wooEbnEwVc4pKJgEsyUVncFdkUULZu6IamF/7ne4tT3r79XtV7VdXdQL/7+fSnu+vd7Z33qt63fufcc83nKoM3kW7DW9FuQROUWT7qSst5zzWZRQubzMWXpQAC6MoEWcuXbTcz7ttmLr5UkpAKjAXl4ipU/Jd+dhQastwvH7raNl/IIoeYbkvkbqKt157ti0ju+gvJPq9JX9vyvkj6bmmBTgNZnLYCR1TIQi5+W9I+kJxzz76fk+ztk1qlf1C1RM2qb0oXoMLeqHP/8R3zgSQA1YLqRV6qA/c9t2CB+XrOUVdVAqMvL57aYl7Mj/acf0funxj3zasqY0dBFg/3QmbZDspo7doEGDjj1rZLPum6OjLF2vg5koIefIDRprpm07OsyMZYoUx98/Q+Nk/UCwvrzPfP6Wd++JtV5igBsGrJJ5XaNLmHBStKF9k4V+O5gCuUrMryrjZR568vb7n83LWbC1moMCSI1O1w6JfjuAQLHW8V5d7NBFm+K/G9LQ3m7xK/dUzvMjOgpGuU7tN1UMsamrfn7HYEbu499+1WaSwYII6LENffnFkNLZSpoBNRF6FC1ugxxWb02K6twJ+2hUoT0laQ5WbB1/eFC1msMmQLoaN3KFe+ksVxgOnC8vK0qahzbQBA4Yb8+rp15iypS5b8oNWLsW6cpHJOFuiUkBUlF1VQ/qiwwPAg1SrKasYg5YirCGyRWZ1l+8BdPiUK7AX1j0K36K3bzMfr/6/FYfKMHTny2oJBYD7nlq2tqowdBVmkMCjkFi6+ayTs/I+TDYCPm9R6v8xs9sp23M3+ninvkR8nE+Ra9FcJWoVKEmu6ge3Mxw9upx1FE3n6cw5afehCFhDANUERBLK0kP/rglkHFxSKw+wJTI2saK08+e7Cf9TUm5IigcnyErO+4ZN4LRStWWs3m5P6lps+xZ/EJzEe6tY2Aagw8OI444yq6pHtcgceD4u/onKcIHdUqzmzG8zM6Q3m7HO6mXHju1l1CnULgNJy+7Rt8n+xjcOacV9qC54hQ4psnaCEp/nkQHNPuK0gK2gvTz8m6zHZv/Ea2UPw2T33tLFabC0EJKli5boPaUvdP/ZJud3dov1GdTfmdEMkjbJaoFNCVraHbqZs7EEqWBBkuSpV2GrGTOPolQO49uz3OdNfYKtX5UGxocuFrFxWVQbBFqrWyWMf6hDQalr4nOk6ItqWEK59Cy37Z31nSQVcAxfMPjhK1ax1/JiobA0+M7FfwbfwcF0dqGbAU1D5+T7/TMfoRInNyXYu+R53IQsQIFEn57JxxSfxQDrGvqN7SuxVpXXBDhtVWXBXYdgKQsCrf0lxq8B3gIg2QNGT6+usKxH4ogS5CAmOB8pcyEIF2yYKCPm3OD6qV6ltP39jvEB6FKzfjl3UQvlTu+XqpptyZb254Zcp4ESpWr6s2boQJ55bYiFs+Iiu6UB34rFQsShAVtBm0NniwLLdS3xe4k2gsP+s/7mB0k8pL019iVFvx7FH/SFb1/a4O2fXje6vLiQJKWDFNkKUKyRFA0Hwf95jj7QixT6Oo2X/xpnyGyVLC5D2oKhd9wh46SbcbLr9Wwmgd/eBjDThpFLeFkggK8CELiCp6uWmgHCzu9M8CLKirGZ0A9Pph7E2131gNkrAdkPj5lgXFxjrXXWQBbFBA45J57tyzyXOJtH+4L6yF7bxdaxJ51C5fvp1pvs5V0Vq2ZGQpZsrF+Kbtb8vG8kWjxe1CpcW46DIkG7AL4UGLT+5aNC5+S7NOOpGlIv6+mMbrJtqybwae+7AHlCEcgcYBRUXUN350P41sR32Wy37AwYV+sTOjIF6l28JW0E4a22tVaYe/qhlnizqA1rH9C41D3+82Xx5jwoLW4BUUNJSjqGSuZCFe3DF1kbrHqxtara/gboKyfb9qvymzyjFhxptA2DtJXYKs3+mvt1AdlQroIqyfHmzBa5xE7qlIYvj/D9vbqNAWDcLyrovpv38lOuT75caPufY6YLP5mdfOL8FZHFssaj7xx59TzpsJO4qRFd9c+cLVBFPRcwUihVbCKFOAUzWfSgwRWzVLb0+WRmgAMW5E6kHQC2SuvRR3dzcCrxwMwYpXlGufVIndwt0SshyVwEGmU6hyc3A7gIRLjz95uLGZLkKWVBqh6Cx3DxVrtLEm7dWgIv+2cNvzdrUps1BAMb5AFn9RfHiGxZuRs0MHgX2ot4+7p6Mhc5OH3UOQFa3oyaYomEjApsAlRKwY12am7d8aFcXUuIqWdj9FdnPcW8B1lyWceuHaSEgy1exguJOgBviPeprmlrYpZCg5c8jKB+RD2KFyFkEWAFC/Pir2DhZgtR5uIbFvwW5aIJuHmwIvL3Pz45Nrf16qnSxyCAXqMDV9z8CS/8qYKNB7IDUXzfU2SSkQNLnKntYN+A22fDsyXW19n+gSSFrfvVWO60glx8qF6qVewz1qk+3InE5iiImKhbuxPnVW6wqBmz17tY1UpZ5N54o7P3K/faZs6OvxES9GjI0FcyPO7CqqouAVLFVtfj79lvrjXjDJNi9xCpcHFOXog9ZhVpZyFz0C5p+bvAlG9XKBayon1luPfdLiLtFFcD0/yS2ClCqLCqyqhMxVMRgfenjj62Cxe+LJPno4OJiC1FA01ECX8AZ7VfIj64uJBAedYvfo6TO7yS56IXS9lRxPSalfS3QqSDLBZqw7OpuSgZfsQpKaOqqJZony32T8ncm96TbZ1uoQ3wwIHtTosSiZbr9CglsQeM0vjDLNK9ZZor6DzXFAlL8T+Hv5iULLVjhLuxS0cv+vV3qdpG6btEM/HrtFJiDIEtBioUN/rVWu2VzLYfZSx/shYAMN3N6pm/rAMid8u3eV2XGXT/EBnPnW6KsMHTjxlDcfros2KWYaS4oTChzqlaF1aV/zivbCsCokOWPkw26AK5RF8UPkgeEVm9rNIf37G42i7L06qZ683kBKRQmVCfcePuXlsjfDeZwUaU0LxZwxd/EaQFffQSOBoiLEWgCrDTOi3itQ8q7W7B6t67BjoFKBsjRH+rVqKpSC3mAHOPtV9YtK2hxXQCtIDerbzvUPxZhtOXKTB+y8lVN+SLNF7Pe4g3Qz3WeEy/Lly0+K44Tl6C/rRX1gvZ45Tmycs2zkp/vkhaLpfz3kPslDKACnnyXHsqWVafk+ONbtliYOlT+57Uw99/X16+3qpXCF3WTwPd8PwFza9+pICuK60zrBCk1LlCpGuaqO34KBn3gZ1rZ57rh8oWgoFsgaq4szvszh01Oxxr4ffEh8+zz56X3OcwlvivTLQpEAVjFw8eYxkVzbdXttdWmq6NYAVYoWbwGiG3fvNE0f7TcdDv+3HTXKIDbRPnjg5ISBll6PjKK+cyhk+1Cg6BzrpD4s1z2C9QHQL6rndTtqHOL8iDxA89pWwjY8x8QPrz5Wd7DUjcE3Qf0/fLMjy1Yuav9gupGhStt66prUewXdp/aOc742LoYXcUwl3gkVge+Kz8U371HDNYGCXQnRstN2YAKBjChagFH79Vts3CF289NUEo9FCrqcgwlrETEIg16x9XoB8zHeXxwTyoAB7mptS+UmjNu3a/N8osVCrL4zMADwJfIDdVv2v1jNeUPHgI+68d+7reBnwN8vuhnIZ+1i96+3W5ntmfff7Ersf3PlUyQFecaBNVVSKsSJYyA+cQ1mK9FC9O+U0GWq1IFAY3r+guLX3IDyVlp95G48RoaN9mrkUn5CnNXuWPyhj7tuCdzeqhnuh0UHLMlRnXdoG5/2I1vc3qeuao7meaIKtUgylXJly6zChWlScCrS3mVKarobbY9da8xFVX2/64Dh9njzZvWp4BrzyFyLDiLYRBkoVK99OrV0sP2vOX/sHNSRSdfFckHpqj7BvrtUBSuXHB4XspCtngrf4uTKOfOA5s0CsRZZStA2yHj+sTOuO4+jPOBLJ0fiiHg5gJGvjCd7dx31uPYIhXXtt688ZgsGQwouUBolPONCll8fnXr1jM0/QxflPlSBlgRlnGcxFxR+OzI9lnHF+kxAmCoWTZUQUqmL6ttCVmkgkD1IobrTAmaTxKTRrmL2r5Op4IszKmQBHAce/Qf0ooH30KeeeE8iXl6S+KbKiRL+4uB1vfzYmmloDejq3xlUn5cN2bUHF5xbo1MLlD6cdUuttMhpouCG422tSKha9nV9jf0IUttUVY60H5jVcUrjj3duq6LwX1dc0rl+1B3V+rRf7ZM6zqHINdhlO1wMtnBf0D4SlWceCwLKgJXL89oHbCfvtck1kqDzvPJW1VoyNL5uSCL65AUEJ25oGRyDwTBViFjA9XGUSELhYoStrUW3oSVq541w0TNXiKfdy5kZfs85nnCNmRAFuOsXP2sKOOTAl2IzKEtIYv+cRMCWEns1c7zTux0kOVDEuoN33JcRSrbGysov1VYtvYnnvuyBbdMwfYuBEVNGhr3FlKQC1OrXNAL6hvwPEw+THIJAo8711zro1CxMMD9MFWoRknU+LcooMg13lvk/jAI41svK434UEXhc5VK120Wx2Xmn7evDMVNh2CX3I+RJfdOqoJ8goN916UfH+bGjmWLxwpLSUEQ+3GTB8VWqzLdM20FWYzp5g4rhEs27DzqNm42Kxa+aw4ce3iub492axfkrmbwfO69oMn744R9oeFz4QN5nx5x+HXpbvgCTFgBLj39MswXYXIDKmShUvWuOtiM+ZebQ70LLmTROWOhjFWUDZLPoYtbwZa/QrMQC2Pa7cImA+VkgU4HWVgpaK8+tV42eVjr8RDmWw/7/WWKpeJh/OIrV9mknpm2zXED4OOuhIty5YFL5GzmG6SqcZxM727yUWAEyMAtuitkeudDsaRbpbht/5I2iUIW58AHLdeKb5qZ4qz0Q9eHbVSrlZKh/60l/51WPFNxF6e3+DANyzAe5Tq5dXxlKJeHlA9G9J+ra8vfxsSFLP9YtszfPmRpWopCBOj7do6aqT7u9aG+C8JRVUuAqaxXtLQJOqf59z5h1i5fbU6/6hu5TDNym1zmFgWAtE6u917QGD6whN1zmutP4SkVLnCV/XKNmq3pGvhcnPuPy9N7zfLZoau5+fzgs9BNDt1bPh8JowjagF7TPQB27men+54u1GbWkS9uUrFDLNApIQtLp4IUb7PuMHJS4T5CLg6TlMOuTtjqEr8+EFMib2pNYhfUH3Nx5eq2uCOYR67B3G0xH79PP9lftjFR4I6UDzLkele10nZuDF3UhQUa9OquFuV+eULSQeA6BT4P3OFWDYI1F7IyJe3Mdm6uMkTdqPFYfr/+w4iA5O8+Nzx2fJbv6vC3qLnv3HfSQ2dTdYCyP13ynk3JsK/koMq2QjCbrTIdb0vIcuEyap6muy+cas6/c3KsU3rruVfNU9MeMpc9eG2sdnEq0/+QEfsXTC1zN0PWebhpC+LMLaiun/E9zP58RgNDJ4992HbDl00SjqJksW0aX6Y4zurBh588Oq1K80W6tu5Dq4ClUunU2N8lxZUWrNRFqHX0uaKfCShapN9xFTR39W3U+yVfOyXtO9YCnRayOtbsyehhFgCKKPqtM5ulcMeiXpG3LBNkRVUodTw/6FVdxNlcybT3VZ1cXQIuHNBvNnDJZCs/foUYJ6AtTskUk7Uzf0NvS8jCfi5MRLnW3yo/1vy+9tk4pjdA1iPX/dFc+eRvDGpTXfVm029o/mk53Ek8ct09pt+QAWbU106ONbewykEqKnVz/bLgj+OvZg37QgMcPfrMiebkLzxswQoVS4GLzw9ACKWKVcYKYABUagXyN2Qx0l9ClW/quP2l3IeX2nhWFG83r1YuK4ULciGSTjrUAglkdaj5k8F9C/AhVSdqkevyy2QlXTmp+WzeX/lIi/godcNGgSN3HB+yNJYpByLSAAAgAElEQVQPFStTYKv24T7Yr1gwMvaeeP4DhH6jPMDDbEV/wICbeiDuw86PEXPdY67qlk8cWlu8I9oaslyAjXKNpn31anPCZWfEUoxcyFq7bLWFrkLBkNr8lVnzDG7JQqplvsubsbK5kuPcAz8b+s8W93SYO1LDJQAqF3x4ffFbt1o1HAWK/1G+NPYUNSq1h+znQ6fFFzBSNeClwE24sVpicKsONMMGfakFnPm2iPr+y7Q/YRxbJXU7xgIJZLWT3Zu2rrAjde0xuJ1G3DWHibsxq9YnnoJvj4slT40b06bHXddfFMvwDZcVqK6i5sby4XpkIUCY+9d9sOcSh5LJNRdl/kF1/DiouGkdfLejQpav3EVJ3ZDrOeTSrr0gK2qMDYoRJU58lQtZrg0AruenP2lO+/HXczFNqzbfGTjB3LIqlQS4EIV748YRr7YAoXxc6P6c/OD3XOIWC3GeUfrItjCEPFdBCUPZYofs7v/Xv3+UYZI6O5kFEshqpwtSu/JOO1L5oAvbacTchln76r+afof/T26NC9AqE2QRs4ZSBeBokj/NzO5ClpvN3125SfblA/c9N1IesjC3Ja6Ht96/V1wB99pYvpSbYVIr2HIf7LnkCfKBqFDf/t3VcFyuOKkH/AeawlSUTPAFuDVy7iLfa5Fp4GwxWbj2AKEhI/dPdwMwzbzyVjNa3HK4/bbLw9V106EmvTX3VdNX3IErFrxrlSX6uPvCG627ECWM15bLsfuln/PvnBToOuT4o9fdYwbL2K/Mmm+ufOI3LQLuOY7L0Q3C//cjLzCjzj3JbKmptfNlbqPOPdnWo/7Ttz5kBkvcFudw1q8ui+SyDNrzMJcvHkHXwY/LyjdNScOiFaZ+3tum4uLjcr7fghr67xH//ezuV+i3Z//C8yQ1w5q99ironJLO2scCCWTFsPOmpb82Pff5UYwWn1StW/2A2d5YvUtDVk1ts6ksL8rp/KM2CoMszYxPKgng5qSxD7XY/gLIIt6CLYTc1ZNurjKdA2DUX1J3sJk2K4yC0jSkVha9lV5p5M9fYQvlzM+5Rl0XZnL5du0/mAqlDvkf9sw1qtvCj+vSB6UPhFFcZlHvh0LUy1dVzDQH9zq51xm16oRLzzCTDjnblFVWmOMv+7J1Ed5/xTSzfOF75u15C8yZNwr0jzm8BYABU7jtCEDnN6BFOwoA9O8v3iWwNdWCz/z7njCnyWrDsNgs6h0vc3h1znyzdukqG2wPHC2XVBDrZJz59z1p+u0zwPz0hbvSwMbrg0fsF+jOZO7Hy1xenT3fvPm3V2x/UVZJBqlZhYIs7BLVZRjlXgKwaqbOMnvM/mGU6pHr3DVBNrN2Eu768ZW/q601NbKlzhU9W29CTpLRf5V9DRPIimzunapiAlkxLsdH/3ec2fNfnsnYApBqbqxp5RbctvF5Uy8/QFrD5sWmW8VhMUaOVjVs7GitU7XClKyVHzWYcd9bao44tMzcedXecbqMVdd1/7lxELjvyCHGkmvisAAtgt1dJYuBnn3hfOPvAanxVSQNxKXIaqDNsvk2qwhJaUFhdSmuP1YdseRa5xG2x6WelMZq+SsXXSDJ5dt1GNDEMmZIZb/vqG5DPzGqPijbM/cPwcOUqJsz+8HGhXy4u32TgmLSwk8y6rNSD2AplVQNwNbPBJBufHNm+or88qTvm7N+eWkasFCJUK+AIMAF+Pr0hNEtIEYD5gG4g+S4BsJrpzaX1uIlZu37H9qcWsDcpyeMsv24IIYStnb5GgtsfrA7KhptUako9Mm8ADPUMFQuv78o96QfjxTnS8P2LdWmS2lV6DD+/RdHnfU7bQvIiuL6/87GjXYfwgSyotxNu1adBLJiXK+Nb15uISlTXBWgA0z16HdKi55dyELVKhtwZoyRo1Ul7oufkl5HR2sQUCsMsn508yrz8LM1tsX7jxyYc//ZGqry5OYU05QKum2RghV1bFJQUZOAIQpLsP0g92yqVNCc1M3oqmJB2d0Vsvwx/YdK1EztOhc/fUPc9pnsHBRUn01t8+Ou6F8Vq/aELB5Y9537ts2uHgW0/HMtlMpmE72OlUSvy7dZU/s5soClX53yA3PF4zfZAHcfZsJW8vF6WKwWYIa7UCHrTYGfLl26WCBD9arbuMlCEa5ExqcEJS8Fsuqqa9MrFaedeY39m4KSxv8AmFsUtgCsXEo+ymztX+805ceEh1kE3c9RYHrz7c+Y0nGHm65D+rY4pY/H/0fBlCz/PmGgoLl9SZSqUd27J5CVy821k7dJICvGBSKuqktxVQtAQpXaIPBVJK93qzjUlA84WyBsb1uPoqoV8LV55V2mYtAF9nU9zuuNAkbV7/3U9D7wP9MAx+t1ax60dcv6fzVdP2i6W9c+bscH/vINrA+DrH1Pfys9dFtCli633rPf5yXT8m/tmChX5KfSZde8hrKFIkXp1q1Cllk/la6L29ANWA9TxzJdet1qyIU94I68OihoKXfhfTY2iz0Q/WXeuezjp/PxHxpxM71HuaWDVn1lWgXpfxt3M7r7sVq5rKaMMmfqqHoUVX2jjboLC5mXyHX/EPD+3bkt844BJd/d+7Q0ZPH//VdOS+fH0vgmP18WsATo4CLk9zpRnCgHjhlp4Qo3Yl9Js/DK7HkWxoApYEvjpjReS8c765cpRWrFovfs78HD97PuRoUsXkO9Is5K48ZwS/rxW9SjnbonLcQJ4PUd0j+nuKwoEKT3xObHfpWGrDBFy78Hs61wRbEqFrhSwGpavi79N+7CyskT0rckdY1ssN191Kei3qbper6bMOweLDRksSKROK9ke53Yl6zgDRLIimhS1CdVo4Ap3H09+p1sagWcqvb/uYUgC1LLp5nufY6xsEMboEqBipiu7qIyqduQ4wAS7kX6aNj8WhrgqEvbGvmN6gVEUWjTVL/S9BIgQ7WqfvcaexzlzI0Zc1Ut/i6SBHpAXnOTjLXfz21fvM5cXFUNta5cxvXdmS5kLZhxQJvGZqlSRXblbQIzxEb5G3ZrDhvchi4IqRKmMVucJ2rXE3/7ss3WjLsxamH5Nu5FhTtV1LQ98WG4FoNWGfrKT5wkjH4wbzaVKer5uPWC4mQy5c5q5ZIZJXv1zU7t1ecfixrjlcu8aaPQFNUuWj/Ogz3T3B66dEmLPRfD+sVlCPyExS0BN0FpGBScyqoqUlAlcVm4+9wgeuoEqVRuolON7yK4HvdiKf1JEDyAt0VeC9uix8aCCci5wfr2s0dAkTgw+mNezC/qNj8+BPk2a1y52BQPahlC0bRuuSkqqzINcqxrH/kC2Vc2gg8pcdWsjVMeNI0CVv2mX2zqZrxgAav76BRErT3ndvs6BeAqn3i02SSqV/nEo0y34anV4VvmvGpVsEwlKOA/7AtIJshijP4ffhg5JovViPfLasTf9u4dukk0x1mxeGi3bubaqnBXbK7v0aTdJxZIICvm3eDHZa1f/A3T57B70r0AQcU7AKvXQTenXwemtq59wgIMv5sFyAAnF8JqllxrSio/a7aue5JlPRbUADmAB0XMApaAEaAGmNG2+t2fmB57nGJ69D3ZQhbARF3qsZIR8APetsj423fEitEv9RTKXLBSEPRdji5kzbx2sDlyeFlMy8Wrrlth0GrQwGMD90xETVojEORv+aPZmd2YLl77QJSouBn9cRuSJ0ezOANatRLPRcmUO4fj/kq+qA95Nys0/bQVtATtHxg2x0xL5f1+om4vE++OSNV+5sYPzDNTU/aPCq7kB2O7ns9O7JfLkC3a+ICVy8rRvCfhdaDwBcwBQXFSQxR6LmH9+fe0G/gNTDWtl1CHdak0N6VHnmWALl7rPuIUU/PwNaaotNKUHHC0/K6S+KzKQODy71F/ZwNgqnTcSLNVlKnt1VsEstZaUGpYtNKUCUBRULTWX3KP6XXDV+3rdQJTJcMH2XoA1vbqOrNBAK1KlK6iqlLTpSr4czBogUmmOLQokPUPSeFA3JYWUj6gVo0qKUm/xkrEX9XUmD/vsUdgOgjgCgg7WlyT3y4vN4cJZCWlbS2QQFZM++JO63vYH9LqlA9ZqF0AFApR1f6/SPdOPaAK8AJkKNRz66h6heIUtIpxzYufM72lPQAEGCnEKXyhVgFkqF+ahkHnw2u9ZD605Rwqd6ySBMh4jT6Yi0KiD1ln/Xi5eem1LXbe7QFZMS/LTlndd8lFScOQyS3XFicZNaWDHyzvPjD8OUeFnzjng/I2+8fLWihItC9UjFWUufgwuTMAFvNW1+PaZWtC0zlEOb+2quMvPvA3D69f+LgdGrWqaeOHpmH5AhvorgHvAFZxv31M89Ya07x5vVW3gC+/BCXcddVOAAoFCgWravJ4C0uoVM0CTqpKoXBRgCzrJpSiChd/+6qX71qkDkr0HLlXuWe1ZHNfupAFPAFK8+vrzS2iRgFCKFn/069fGqhYcfjdDRvML0SFcl2C9HNFZWWogvV1SQWhgNVW1zvpt6UFEsiKeUcQl5VSmFJvcj+tA8oRQANQNdS+ZqGnfsN86w7EtQg84eJL/f5Ji5xUtKWgUgE73XuPSs+ua/dBZp2AmoIScIQyxe/mpk2mqGtPOyfgDtWsbOBZdg783638EDuWAhpttnz0iCkuP8Bsb9hoFS/Gww1Km81yji78MYmdFbI2T7xWvl3Wmq7Dh4nkv6cpmXi86dKrPOZVbZvqQS6MbAHsfgxHFDDLZ/ZBW58EfeMOW1nI2EHnWUgAoX/2RdSVhXq+hYyxymZD34VbyPPLNnaU47gmc1n1F6XvfOoAGtzT7rXLBhz5jBfkonOVYFQqYrGIuSLwvWz8SPPxxDtMUS9RpARueJ1cWRoQD0QRe0YhJqtr7zJTc+vTpnioqKJSv0iULDenln+f0I6YygvFtU4cYVi5ulq+cBcVtQh8R3V6XJSpP/bpYz67Zk3a/RekVhGDhcoFZP1ZYMwvehyAA85IF/GjDDCWzzVI2ra0QAJZMe8IDVTXmCXccn6wub6mIOSrQno8qK1OR2OquuxQp3id/nBFaowXr2m8lb6mfaJgUQAnjvG//q1jhKWSCJrXzgpZm8ZNMT3n3BDzKuZWffvGWtMsgchdRwyL3IHvwsgETUHA01auQvcEfMWNhwHunN5DuttqUbb4yeaqiWwwp+Lrj22wyhWLCIJKnDQAuYyvbeaIiouKpWVnA6x8zq2t2wYtsIjqNs91br46y/0cdTVqrmPSzr9PeC0KYFEPcAKobunVKz0FcmfhDuQ14OmU0lLr4tt/1Srz7J57tnAd4gIcLJBFH6SBUDcgUHWNAByq2IUVFbY9BSUMtWxIcbH5rTNmPueftA22QAJZWe6MpoVLzPaaOtP1sH13GoWkI27m9oQsbB4VZFCyKmZcndUkAFLT4vdzuo7N4obpIkG+KGT8XTQ0+vYWQeAUttGzn7Yh6jYtWU8+S4WgIHjSI/BgovhKRNBqx6AYlFwebtgLuPrnjI/T6RGCpt8eKlaQgpYAVvS7LUjVaY/rFvSey+VejHqm3CfE6rnJRuMAFnWBoWM/+siqVgAScIVrD5hiqx0gigIofXb1avPuwIGtpgd8/XPAAPP1detMjfSHWjVIwIs2qGTPC2gBYLp9D78/JW2SJKdRr3Ru9RLIymK32ot/Y7rjgqoqj/zgD+oy7sM5t8vZdq1+/vuPzB9mpRSFtorJAq623v6IKZ08MSPIqC3rb3vE1M8Uyf8GCfCXlU/dxh9p5wdQ0Q/uw+LRwy0g1U25017HhnmL5Pdxtn/aF8kSdNSp7pecnjaee6223DAj5YY8R9rOfjHVn8AWc6Wtuib5v37GM7ZvHxD9eKagZIlB3/jbS6nhxIMeiGF3U9iqPl9B0Pac77DRlfaHBxI/Wtz/+VvzTmW6k9sysF7HRT3jwalxNcQRfeW2YYYVmLkU7UddRoCAn+eLOkvm16Rda9QdNqoyYz4w2gCl2G7JvBqz1/ByuwFzUA4xrvHLMz82Z9w6LPaG5XHP2V8gQPugVBdx+41aP2hRh35xyOS2i9q/1nMXYrhtcYl+5bb9MroI/bFwD+I2HC6QtVEASeOxqKfQ9U8Jfge+cGACT3rs8S1bzCBRpVQJA6CqpQ8NlEe5UshCFTu7rMyglJ3So0dgbq64dkjqh1ug00OW/7D0TcWDOOgBzIO8/o5HTcnZx9oHNv9T/HggHthaghQQ2uUTQ/SXFzebK367SlIqdDW/m7K3OWRYysVT6PKfM9eam+9fZ7ttK8jyXX8KS6VTJtpxAZ6mRUsEij4yFdOvsnYHgntcfHoLsLFgJMeaxPZAD/WJ21IIoy+ue8NjL5kulWUWoIEo2jUKhFGX/vkbkCoeM9yOv2360/b/IoEujinAcf1qRn/X9Jx9Q+C15IF65/g3WmyS6yoiQSoQ42WL3yr0NfZhMKz/MCUu6DwLOUdUkDMEdNSNWci+tS9ghQcnbkotKHdfm35AXuPafmVVJPOnEDv0vkDRh3Jv7CWqIfDGDyB0/OTUjgo22H/KMjP+hqGtHtYcm3/HatND4I92ahOuwb3nvG2ulOzzbqHfVYtqbV/8nWmlJdDWo7JYoLj1Fi/ZbB62QAFIJS4pSgLZbGNEPe67sGnHoozx1w/NGZbpg2v5snweBqmtnCfXj9WsuRRip1Cgglb94VLUIHf+fk3ULgpuQupnWikIwFHOErgC2IAw2rmrFXOZb9ImuwU6NWQBUDwoUR4UtlA1eCjb2BsJpt4250VTMu5I+6Cljj54MS0PbUBgu+SNQcUokod1N6nbtOh9256+gQIe4Dygu407yv6vffE3r+UDWW4m9svP6mu+J99i26K0NWRhW2ytQMU51E2+y5RNTSVvRUVqFHtRgKotU2fYY4BRN7EzNrUuQalj+xE1TO3aOHeRbaewxP/1M54OhDPqAWZbb3/U9uXGe2k/9pqKKoZaRmHOwDRtiofva6+3X3yliG/T+sDlYeCuRKJt1BxQhbzWUSApW2LUMGDMZ57A1XGTB+X00I86bhBcFfo6ALHkFuNaz5MYL4Upd44KVbyGGrNF6gbV41pxD/nAyev0oTnM6Ifx/nTJewKKwck0Ue1UoXNdbYACamqUotDHnP17mXsGFbA9AUvnHARaHENdPW5SvHsqW4wg9ykQG+c8GyVxcrHsn9rWhW17kpQNbW3l4P47PWSpSgUE8XCsv+dJ0/jS66kHt/wAVbzOQ7QB4Nqxeo0Hrj7Yt8kDG7hCWeF1XFK4mBoFthQS9AGNSgKUqfuJy+IqLHFvA/YUvPC6D0xNbZO5Xz4QB+3ZNnlP2hqyOG+UrB7itsNGxaMOExffXab8tu9bYAVobFyUgCxQAyBjc4CYogDF3xzjOlGIw2IVkF+H621XJO4AbPoFktz+Zedn07y22hQT6C5ddBWA4n5okjEBasbg2vObOTJvrr0Liu71DPvA9695e8SthN1nmUArqhoBaD0zdaV5f34qjiTXgtuLB32ch5Y/FnCLIhOmfnG+KEKuckUfnCsPzFxyaylwHHJq7xZzR706VFQn1KtSAaQg1yOANFBcfkAfdeOcu9odmHJdYthga3VjqLoCZPWoSilXQWkQABLckNZ9KS5ft6ibkj58uKIe1zBIict2T2ArXJuUz07cQ4Ao9/1Sg1yHOj725ZysS1tcs67duH8/FPWPWKuwxRf0gxuUc8zFlbx+7T9Nn36fTZvD/z+bnTId13xYxHThYsTVmJT2t0CnhizUEx7SuH/0Ya1/Az7q6lM3H/9rPSOBhMWjDrVXTBUU/qY9Shbt+d0km7QCB7xO4SFu6wmQuTE+7X/p441496OSk+W/UkDTVu5C+gZGsRX2wd7Y0MbDCRABMpRsQfFcD2CIdvqjNnfPWq8/dVRd5G/XrWsXPgB9O1yGzIn/3Xgs+tTXs80tKPbKnVPU1Ujxrl682jaQV9Q1F5J4kPDwjvvQf1kC2IGK1YtT7opMhTFSDzzit8LBKFs/7nEesLj/gLVRFw2wD1EUCR6axDAFxYART8NDM45bEsBR9xpjAi2vz1lvAUEfvtTBtryuqhLzwM6ANfWAC8YFiii0jxpDRNLVvUaUWXeY24Y+UzFxwYoJ86LoccDzT3L9o1yzsGuRawxbUMoHxshn02faF+Kc/HPlfkVhjQPiW2QrsNKyvdJdvfPmneaAgz7Zl3Hl8tlm0JDxLYZC7aqrk5CQqpZKpPbl96mNcRE+IW7FZY2NLeK74rx/krr5W6BTQ1b+5us8PbwoH7xnX53KyHzNN/c055+WWwBw57FY+JmGKT08aH0Voq3sxZYrbNWSqfBgAgpU5ch3LvowByAALwpAkfopiQU1UecSpMyEtQVwgatcYpEAGXXrqVuQcYiPUmDj/FNgV29dxQpUKFYKRW4/tPf/z3beChNuXqZskOUqWdq/xoO9JhBYX/NJUs1s4wMenxEwHC1QGxUO3T4BxTC4K0TiWVQ9VNaNK1Ibe+dSuE9y2UEAlQrXILBUU/22/Q1k7bvf2bIX6iYLX9RRmKIOKtfS92ba3yWyRyuavNZj7upqBMSoQ5v16142+ww7y56aBrcnsVe5XOnCtEkgqzB2LGgvry+ptyv5cAW+KAoAAe0nHplaSdJRxYWstoz96qjz64hxeSDy0KWgNMRRiaLMl0zg/v5z2o7NhuNuv5Kpvyjz6ag6PFhREMNgIRdFwj8XN5bKhSwgj2PAMzCz7MVNkhw4FRwdVHyocvuNaj+FN1VYuM8I0gb2ggqqZZhLD9gCiP1VoX4/3L+4QPO9h3WfSb//Qq8oVZtwTaIAF2CFPd1FBlGvh9ZTlQoQ0oIK1U3AC8iiNDRsNgMGfsG8/94DomidaraIgrVOwAu1CwBL1dlkX99H4Iz2az/6uxm493EWsHQMhbm4c0zqF94CCWRlsOlDz1SblxZvMdd8a8823RBZpwBc4ZIDrCg9y4rMT2TsM47r+A08E8gq/JuvrXu8/4pp5qxfXRY4DJB1wqVn2M1+syla2kEuYNbW5xi1f2AB0HBja1DQcE3GcfeEjYdiBUipWuVClEKPqoIbl29tATxAICsMARQ3CJ3Xw2K3Mp03fRAw754X8wtKKeCuOoxqy7asxzzfeGxjiyHaOkYR4MJePkhq/BnXJhdVzrcTEMRPv36fMdU7QAtVChVK1SsAat3aly1oAVcAWGnZQKte0babqFm8hvuQ/6kHcNXtgDXGRNEKCqgnwz3FzVDfltcy6TtlgQSyvDsB9ejhZ2vM3Y+ul2DyZnu0PZQbN+aJMb98bKUAVv+McAeU3Xz/WnPCERVtDmIJZO16HxkKWWwgrGXFovfM4OH7madufchCFpsKvzJrnt2SRQuKFcVXwdi6ZdS5J9s2uBvLJNaQ/vpKWouooLbrWTHajDW4HMDx00wAeKTwYHcWErwCEsPGpALI7QN+Y2MLN7ECIRAYJZjazcGlqwt9t7P/ugbnM3aYwhXtzAtbS88dhZcFAIBinNi4ws5m9+qNLYKaZWNs9mVMSvtZIIGsHbZGtXrqpc3mL/KjZe89ii28nH9anzZVstw0DAfv092qV0fKt6dshVWFT/19szni0FK7sjBKYZUg6hwq2a+/NzDyeSWQFcW6+df5R029Obi8xFR0Te2XFqe89dyrZvnCd606BQw9et09pq/EXR30hc/YFZYr5Nh2+Q1QAVZDRuxvu6cOkAQ4vT13gVm7fLXpO7i/GSzH35r7qm132lXfsG0Yg7+3yBivzJ5vDhwz0vbhQlqcOUep+8+XfmQ+e0RqU/WduWRSnlIqyTYb7+W64FTB0vMiaJ66xPxEhQsFE9QYlC8NlvdTQGiuri0SE1cqgfnETuUSf7YzX4Nsc6ufPt1se+wxU3Lqqab7Oeekq2+XFAebzj1XVgfPs691nzjRlE2aJItggl2s2caJepz51P74x7KYploW0wwxZZMn27HbogBZbHq9x+wftkX3SZ8hFuj0kAV0EP+kqhV2QkU649iqSKCT753lZlIHsIClyvKiSN3qVjdRIIvzO/uq5eb19+vt+f368tbbMmQbdN/T37JV3PFQSVA29He2PpLjmS3w8MebzZf3yC3+DgDSgPZSUZko6wSYACBeXyc/B45NJanE9XfQmMPNxjXrTUmPkrQyxbFRXzs5PUnUMKAK2KIf1KwTLhM3o1x3fS3sjHBPdB/9KdNt+OC8Lvvjj3zenHL637P2gYuE0h55h7JOJqmwU1lAIapp2TJTcdttptuYMS3mVz1unAWd8htS+6A2LVpkttx+ewq2pkxpUbdO6tTPnCmJjCtl9XKVKZG+SgWOgkrTwoUWnroE7A+4bfZsC3bl118vq6eHy+rp5RbyGmXsKjkW1CabUbdX15mtAlJscO2XuhkvmLo5r5p+0y/O1k1yvIAW6NSQ5QMOqhU/USHHvQ5ADLCG4jPzumgPFbK1f/uGD2w3cQGLNpq7KgpkqVqWK2AxXhBkFfBeTLoSC/z36k3m3wYEL7VfXt9oSsTnNKCka6CtAB/UJiBJYct1BQJhFAAMMMbd58ZkcVzVK46hcPFatv7oU+FNJ7ZFPszXnXuH6XHqyLw/1IGsL57w5xZL34MMwCosYlvcvEO74k3VtHyduHXq8obTjjj3jZs3mV4VbZ9cM865AVjVEyZYKKoU5ciHl4a5c02NHO+zdGmrY4BQt9Gj068DWMAQihMql7btK2P4ZfPFKZipEFgLKhsErIIgrllAEODrOmJEnNO0dTNBFipW/by3TOXkCbH7TRrkboFODVkKDfmAB6bH1UjAOqCFi/Gxm/fNCmrUHXPBe7YNrrt5v98vaxv/MitkkYB07l2p7TqCisJcvuep9so2Xu63Y+duuXpbk/nrBkmV0T/4IfXeltQ2GvuVFj7hLAoV7kMflnK9Irgmam6cY5sP2nBHrt3Ydk/NOca6C7PBE25FlsNnq5fXZDI01mX5+fQPYK0ee608LLeYvvddFKhI5NN/W7e94IbrzLELZCEAACAASURBVF1TrmrrYWL1XytAtG3OHNNLYCpIHVJwCoMhHQxY2yiqVW9RmgAh1CzULtyKPS65pMWcgK+tcqznjBmBc6X9hpEjA8Eu7OSqazeaqvJeoeeOcoyC1XVI38A6QZAFlG1bvNLWLzlskChz2cNUYhk/qdy5A99Hf+s988HHjTZL+pz/3Cc25ABIv5CNkx96ttreSudN6G23tYmihLkqWq4pGtxg+fcfOTDwdmaO47631MbiRIG/TO8JhSzqhI2XvKdytwCQtWBzvTmpT/QPus1NEmtV3yDgVSIqV+5jF9rdC2Rtkg/97TVbzd5Lb8rrw/uled+2S9izwRP1Dh7+w1ZJG3O3SryWC1/+mRnxmZ/Ga+TVxqWz/tI/2le7jzpgl4ufOfHyyyxkDR3QMhwBhYtSSJVrxUfLTHVttTls38yKzzpx1VXcemuLGCzX7JvEJYi7zncLUmeruBa316TSrODG44eCKtZD2pWImzEobmujqF/q8kMN23rHHSm34A51KpMCFnQDAVgH/9tQ85vLbjNnHvNJLJlbd+05t5tiASxACzc99xKKqAtevC9VyQKwNkx50B4H7hvlxw2K57UwYMvrJu9kjTu1kuUGcwNGrOZD7YlS3Bgn1CtinKIEq2vfI85+x2yqa7Zuwsdu3ifKkK3quPMPgx5Vu4JAjpWUQCLnQoLRbJtLawwYE0kgK6dLlrFRNsh6o3abDYrXApC9K+rW5yp7mCHdi2NNaH1jswTXF+UFZpkG1CDb+vnvmD1m/cB+6PvFJk6UZerk+8lU4kDWEaN/F8sOzOHdt+6yy+RJ4Ohm487UEfFfa1b/zfSs/FRBoc5VABk/XxUwljEKUPnaP/yXqRJ34Xe+0nIF26Nzn7O9nzZmbAFGSXXxuYsOM0cfOtrc/J1wpTSTK1AnQjwWLsEgyKIOcVVN4iKsmzrVlIoLELDKFC9FMDuFwHrrqhw/3rZpnD/fVApwUeJC1vOL55ozfjrenPS5U80fJs+0fQBJrBYEhBoWrbBfaoCs7qNTX7h5zU3XgJJFHY3JAsKMfDHbJvWaN9aZKnEjKlRxjNerJo/P6wtSwS72LtxRp4YsrhtpEIhXemNpvb2MqFqoUZlgywWsXGKp3FisX313QM7pF7JBFhCFiqVzdO9TPaYB/0Amal6mvQ9dyMI92Vb7JO7C76e8pg5k/UOUnwn9Ulsv+cWN1wKwlm9tNCf1lT0UYypY86u32riutnA76pz5kK6d8bwJgyxUH3ICHTL8B1nBJgiy1qz6X9NX8gG5Qe64FU8Y99fI1wBQmvvXc+wcKGtW/c0Ck0IfAKg5itxOATPmTz3dAoX5kL8om9qWbXI+ZIUBarZ+OL5s9apWilK2ds+98rLZuHlzzjBE+1seetD86bqpGYei3oJ3320FY9nmp8cVOo48ZJT5n188FtosCmRlUrLcjoGxKnE7ZiuuikVcFgAHcK2XAHhcltliuYL653wvn3axqSqrMk/fNN9WAbI+Gn+T6T/3aoOrUGELyCL2CoXKXXSyUVQrwAu1CuAibhII6yFfgFw3Ia+jYimg8V4uHTcyga1sFz7keKeHLLULrjdUH9QlSibY0tQJUQALt+Dg/t0E2j4JqHc3W57zm32yKkhh1xZQGnPBEns4SFnSYPcgINJzACYBTSAzW8xWe2wSneN9vEs1C1pBiLK0rXm7+cv6unTgO4HuqFf7SwwWQKSQhYtw1trNAmMVrVI90GZNfZOoW91b2IQ2pIUA5NZsazQjK7qbbal9s2NDWhRj8yH+8YSbbFUfFN5YdJMFrCDXGuDzjihLBx+WAh+KD1lsRYLi5O/xRj1itwAvMl8DTO5+b7xWJoqVglBQP5rEEWgi+3bQPnKAGeO4fdMXRfehIxM30KbABphp3y///QoLb0eMaq3AKGR1EXUSV2sucVn3Pv6YeXTec2bk/geYq8/7ZtqOP7rlZvt3tUDU2MM/bb52yqn2f2Bs2kN/MhNGjTY/mvZbAbMBLSDplj89KHVPCXT1AUtjPy0pQnYU3IJHfPMb5upvfNMsX7NaQidSq1yf+b+/mz/fmErDQdxWVUWFzO38Fn0uePcds2zVqkiAp+6zMMi6/JaLzM/Pn2pjmAgwR3mqvO++Fq49AKxYjhFXZVcWilKVqRDbRX039YNfn1irTRKfBYyhgPF3rx1pIYj9oqCYaUxWUMB80ByArF8/cIN58fX55sOHU+EpFMCpfOJR9jepGXjfAVK4CYEtVZABJ0AMmFIly3UdumN+PP4/bB0FryRgPuNtkfVgAlmOiVB1SEIKcClsHSnbKfzq8gFp1cZVoaIAEgBzlqROIBHhzGuHWKByYSVft5vGSfkgxbmMnPhOIDipAnbC5yvMnVftbSFr3PeXWkssmHFAaEwZAf5X/Ha1rdeWm0RnvWt38QpPCkj5cVd/3bDFuv3+R1I4uKsLAaH716RWHCqcAV5A2aiqHq0sgcKFG9BXqej/mN6lElif+k2/T66rte3DlLN8zBwGWcDHi/MuMsec+Gir7gGRNxb9R6u4KqCsWDJdAzC0B5b4GxCi9B/4RfvbhTGA5nVp118yYnMc5clVqagfFiivbYFAfwzm0lPgzYcvVC/d/oQ2zHGktFeljXP7QF6rqX7Lzof/AS13c2DmpJDV6/qvmI0//pOpnDQu1mowBSxfSeJ1wKaLfBDhuvvayadYOAKwHhXYqBY4AnKIp5omUDVB3HpAGu4//VsvmKpd00Sxov2E0WPNr79zuWGMe594zPbztZNPtRBHHxRitf5y8zQ79qx5c1sFxwNnV9zy21hB83t9WdLsBChZj78023zzl+ekYURhp2nxYqsq4fojb5zNSSUKU5zAd1x/3eWHfijEaAFoFNI59BDlCqjrIf1uFbchcVkas4XrEJcjrkNgbf0++5g4kIW7kOJCFooTsVgoTcRaoW5VT51twcvGaA3tl1qpKkHtvUXB4pjGbCk8dRsxxIIZpVRWAxObVSvqVcmI1Cr5xmWy84CoYkFpIVq9iZMXWlkggayAmwJA0fxZHMaVNveu1Oo/VYAIcidpaJSiYHbIvt2tS85NPlooyPJjrhTkgkDw1MuXWuXKBTN9LZP70oWxfNycUWy2O9cJStMwa22thSzchcf0LksrVMAUrwFlwNmoqlLz3pbU5raoUX4BsraJGOsqWRrrRTxXg6hlABhJTwf3KJa+GuzvuDFd2a5PGGQBIwBIkIo1TxSiI0ffkQYT1CGAREEHIAFyDjjoArutiEKLxmFxDKhSpYp2uk+cq3zp9iYfLJ8VGFDPuApRgBrQpQoZIMfc/dgthSzaAXRubJhuAgzUoY6NPma67RNFzIdNhayKi441m+94NjZkcV0Ao2WrV5vLdsRFPffKKwI2z5kRAjwoWG5c1FeumtxK8dL4qbGf/rSA0+PWpUc9gtmBKcAKdWuhwBTgBED9Sl5XoEKpmjB6TItxUNFoGxYYr2oZc732nrtFSbshq6szDLJQfG56cKp56faFZvCenyQTJQAdKOoqbjs3rorXKSUCT9kKoFQvKwabd4AVfZEHC2jSOC0UMvJskZ4hU+wWbsqw1Yf+PBa/v9Cc+KNUbi8Xsvg/U4A678OS4eGrBu3qwkUrW8VM6uvEeCXB79nuiszHE8jKYJ8g5UaVIwLFzz+td2TrK1ixRQ+uSFWE4vbjD6hw5G/9Q2A94/hB9boi0XcN6rmquhV2Ynr+7bHVUGTj7mIVgSViohSSAJ2/C0iRuoG/gSJUKgBr/sYtZlSvUtOnuMgQSwUgbZNv4bwOjGnOLNyBlM1NzTYNhLoSVbEaIiAFfAFatF+wqd4qWoyBMuarYgpJ3eQDuv9zV+dk4ZW9L7LtXHchgANsjBHQcOOpVMVy4QQQWSDAQloGBTNdwUcfKEWrxSXHfm7AGKDzvuTKAohoSx2AiDYKSXoiwFJJSS8zdNhXW8VRaYZ52hGvhUKlG/JyjFgwP1gfhY36KYXtb6LGfeLuVADTDX71HIPclQpZXQf3MU0r1ucEWZwjIPSVq6akYQXwcl2Hagdef+7VVywsuUXhC1ADtEbuv7+oVI8LTH3XuvhKvzjaXPX182yfKFsc09QNQBp9AlXuOAAeAPWgAJS7yhAVC/WMsVCzcCMCXW77oBswDLLumn2b+ekfpmRcief3x0pFF8hyuuHbuBHn60MWblNKptQObTytpPssFkggK4OB1OVGFXWPhUFNtjtNlSXUrN/9eO90LBXt8lGF3NgqzeKu7kAfpDQ3lzxjW+Xl4hgpLXCTZgpq1+D3bPFb2ezRmY8DNoAQiUUpgBEB7IAUUMSxNQJa/QXEULd4neLGUwFGr+5wDW6Q/g4uKzEje3a38VWoWa/L8T7dupr1DU1mSI9uFqJoQ8wWBUDTgHleQ+EaLPX0NdwHa8ZeZ90MBNbmUoIgi35IGgoMlZXvZd02KE/ACeBT2etA69YDaqo3plxrqEN//ctpVvWhjqpSqljRH3/TDtCpqXnHlJYOsH3yGoCGajVo6ASrJAFENdI3bQAmP1jdjlG+t+k/YGzaFakxXsR0WUWqsdbCXXFxyo2pYwNlHHfPY/WH/2thjT4YWyELEMQOrsvQD3zPJY0DgLLPwIECKg+kgQaYGnnAp8yYww83iyTgnFIp7sPqTZvMV66eYtbMebLFJVb3HarXgnfetjClrsXTJFcUahXQpOCGUoXihdpF2xMv/475+3/dk+5T1TFeALRO37HKkNQyuBWv/cPd1p2pfXAOgJ0b7+Xfg6wu7CUxV0/9R2orHC2q+nzli2dnXHno13dX7uVyv7d1myDIOv4Ho8zKj1eYl+5YmIBWW1+AHPvv9JCFC4w8V77rz82BRYoGkoVSVJFyXYjZbO+vRkRdcvNk0Z4Vjbggg3JsAU249+iHYPsTj/xk2xVVoNys7wpZvtqkcw+DOgXB82Ue14S4QrUO8yR+Kym5WwBoqhXAcuEmW29AmLuaMCwVA8oWAe69BbQU0uibMcMyxvtj4zLIJznhqhE/tmpM0Ao5AEOTd/qKlm6P48KPBo0DKZSoqRb0nGgHuFEAIsZkfKDJ34YnyhjqhnSD391tfVS1om+tY+FOxtQYsqBrTXAysVhacoEsYqKAJx9QUJxQmIAjih73g9d1bGBplri+NEDenS9tqnr2TLsI/XMBqvx0DToO/S58550W7ak/8oADsroI3XH+9ZpTWwWC63EAbFNtjXnzXom/ilB+cvckc/Lnx5ujD2u53U6Epu1WBaB6fdniFu5C4s9eeG2uBPnf2G7zSAaKZ4FOD1kKDapUATJsFM3rrN6juPFOGsiO4oMqhbsvLD8W7dmM2e3LDRhXFcq9ZCceUSHB8T3s9jw1tU12r0EtqEfk8nJBTNU2H3pw62mSVdpfIWkq2Pw6mwKlSh3nduKRPW0SUwBQSxKXFe8N1plrs0qJFA75JiPtTDZ0Y9k470JsS7S72i8TZJ039Wzz5D8eM3/59dysyUp3FftwvpRMKSt2lXPpTPPs9JDl5pryLzzqEIDhQ5Qbq0UbgKSyvKuFGsDKhyPqoIYBSK4Kxet+6oigmw8wYh5healUoXLju9StB3xpLqwoKScYH5tQBknqiaAxte9s8Vud6Y20O5yrJiB0sz7nc16sbtr62IJdLqFmPuecb1sfsqKsLlwyb5MZNrqn2VrdZLZUN5oNy7fZ1cz7juppXp+zwfSoSiWq3bC83nx24idfmHSuvE4f/N4q7YeNrjSHjPsk3nSVfB68Jv3QtveQ1ostcj3nB/463Tz41xnmW+MuNqcckT3o3B8nE2Rp8PvPzrvBXDC+5ZY3uc6XdsRAEVS/4qPl5gdfndyuAAc4kuE+gax8rmD7t+30kKWg85cXU9s+UICqE4/omTF/FTAFbPHD1jx+YT9C4Iu+Dtm3Ryu4cusDQYxPX/RLf0AZbc+f0CdrHi3a//z3a6SPzWbhzJQLz42xoi82vnYVqXxuNV19+fqSreb+64fk01XSdieywAdDvycrkQbbfDvEBpHIMNOybeK2GsUdyJ5nQSuQNL4oStZyVkhV3zjb5vnhbwp9shS9p6y0y8dtWWgT5+tGzTQfjYXTOlEg658z1qYha8m8GgGtJgtDe8nnx4cCSApW829fbeHJBSWFMCBNy73nvG2+Nj2VoR9we3rqSjP+hk9W6enrPaqCNyoPOj8CywETdcfhnvv9nDvkc26wfN6tMG/897LYMUWZIEuTlYbFZQFLry9dbKf67CtPmf33/lTgdjW4444+TLbIkdgv2pzxk/HmtaWLZL/ZSpttXrOvB50zsWEA2RN/TyUwrZREoicfMc4AfmGB6tjpwf+daQ4Zelgr8AQcOS+FLO3/7knB+yMyJnUG7zkktm0L/Z7pzP0lkFWAqw90ABz2jSSKVrbtaQowZOQumFuUvRQjd5hU3C0tANisGnmVIXUAYEUi0bKzjzR9bvtGq/OlLvvraf6cnpI1Oh/IAiw+InGpuKbLJx5tx2fZObl6iE8Km0d7XwibYVvm2SBL3ll12e++i9tkebsuGLCfJwF5sgCfJfNrzCGnptQm/v/njI+tYgUsuRCFQkVBpfKPBdlv9pRlAmV7mIECaBTADGVL/9c2vD7q4gGRL4HGSD30c2KI5tnVfwpAxBr98MwpsdUsEo7+SYDET2nApDRZ6aH7DDdHHTpKwCgFVIxNAWKAp6/KPoBf/sk4AayJreKaAJ4jLh5h6IM9A78/7RILWA/9TBLdllfZlApBY9M/MHTejROtikbfrFzUOQWpa6qQPSZQ9yOxxcmfl+zy3mbQPmSpWhc0B+Dq/BvPkfEvLqiSF/mCJxXTFkggqwA3wyuz5plPT0glp0tKYoFd0QK6MXGfW79uAYKVhUFB12SOXnfuHRbGsrkVVcnKtDUM4LJ6x1g+0KnrLCpktfX2H74rj4Sh7t5whbruQZAFJJUKRKEePT31A6tSoVqpwsRrlOMn7y3AtTbtGgSySncoTgphYfOk7ssCa8CTQhX90qdfUMBcl2Kmc9fVfqpaKeQ8/Is5FiRQpFC4gAsK9bNt+kw9hQygh/ZA0fcEhGrEpaZq06a61ObOClVHHTomrUzpnMNinVDbHhB3JkX7+dY4MsmngsxZ7efn4tI+gcqbL7s9rdwpRN01+/bAODFcgYBbpn0YOV/cq3+/I7VJdRhkMdYJPxwj4Do5dDPpQt2rST/ZLZBAVoiN6jZuNmW9PlnFl8mUvzzp++bKJ3+T3doxajA+Jeoc3K63r1lmuvRvKe/HGDqp2gktsP6Se0zdzBclJ9ZV1k3Ig96HLBSs1WOvNVWTxkeCC+0zE2Sxmo5NawcuvD5tdcBrkyTi5HXUrT3FfenuweZfHuAHZa15Y61V3toyM7UG87PtzYC517SJkrVmzLWmYfFKe5qqZKkihRr10CVLzBm3DUvHUeEO5LVe4iJU16CqWS4kAV9BMVm+PV13Ie1HC3T5rkEUL9+F6PcDpAAk5K26U37+ccdi+zfFjZMCcg7bd7itq+pRWMA6AAFEoQz5kEW/uPcALMprAmsEvyuEhb2tXchifMAK4FP4Qw0CjnAPuqsPgaygvpkD5/mHyTNEOZsv7sLZ5omX5phB4hplqx9/BSOxaZwL9slUfPeoukR9JYu+OI9MwNYJP+I67JQTyAow/fx7nzD9hg4wB449PNKFaQvIemraQ2bIiP0jz0En2vD0fWbrby4yPb5/h+l2/LmR5p9U6hwWAJKKJGN8UHwT8ViUvZf9p/0dBFkEsuPac4Eok+UUFjJBFmkeqmQ7ELu5rYAFG9tumbPAADHAEluBZIrHUrWMfF59bkOFS20F0pYFqGvLTNgKcpyDQpa6BHHlzRNXnapLwM7xkwfZ1yj6ugbDq+Kk7aO4+AArDXJHQQPOXDWLvtw5hNkaCPmvK6db6Mn00AfGFr+/yMYaaSLRTG44XI3kxgJOcOExRlDgvG6vQ4C6qmRBc8XtSLwY4wMuuNlI/XDg1wabP0i8U1haB9Qq+n1CoKqqopcFvxqBwMcFqFZ+nEod4bolw9Q53KW4LrOlYWA+KGpqG4UsV03Dzsf/cLRVu9TdqG5VXJ5nins0Ke1rgQSyQiBr7fLV5vSrvhHpagBZp1/1dTNYoOipWx+K3C5T54BeXfVmc8JlZ0Sag1aqn36d2TbjBlN85DhTes0DsdomlXdvCwBSRb3KzcAF17U4UXWDuekCgB9AgiB4ihuzlc1N6NbnbzY5prBNDIVNa9kfjT4ZW4uCVQ/Z2LZMAt6zFVXKoroTs/W3sxzX82I+bkwW8LNxRb05btLe6bgrgAflCXgCqHoP7W4+XFgr7r5yC0YcJ/h91aLajDFUwNTGFdvs6sQlc1NuSF5DEQOydNXhqsV1Zv2y+kAXom8/VYI0m3oY6OAeJC4KMEAxIlg8E2Sxhx+B8q8JmPF3GERpDFS2JKNurJO2QaGi70wqGHDIaj8UIw3sf15ivgDF/xRXIepclCzywGg2AFKgxMZqG3XDunMEqIA5VQppd9es2yTgfrz5vdg2SVra/u/yBLICbI6rbtqZ10R2AT5y3T3moDGHW9XJdTMuX/CuGTJy/5yuatw5+JBlxL/f88FUnEZSEgtgAX14+7FEG6c8aAGIeCyFG9QUikKWgphbJ5NV3aSaCgq6HxpqFYXAdgqB8yhQwFfUojFkYYCF4kb/YUH5UcfpiHpu1nf/Win4RJ2X62bM1kbjtzQey3UvMi6pIXoPKYmcxkHhhXHdmKugeajLEChBqQqLdVKlC3ciq+YO/rehoZDFOJoRPVNSUj+2iTYXTLjEqmRhsEff6tr0QQxoytTOP/8wt6PW0xgr3I0vvj6/RUyXqoUoeb6KRbsjLhph7p403dofJQx3ZaJmZXsnFPZ4Alkh9px00Nnm/DsnydbqXcyKhe+aT40eaYEJ+Hn0unusakUZ9bWTjUIWylPfIQNsHNX9V0wzp4kS5kMW4PX8fU+YvrgjBcwyQVicOehpoGQRk9XwzAzTc04qrispiQWwQHqrHG8/QnXruUlD1WWl6ReiBLGrlTWYvaiy1LoAw9IQ0CfwpiAX5yqhyhUP6Zdxyx/gsXbmC2aA7L2Yyya3BPlT2jLGK+icXcjK5GqNY6+OqKuut0P2YSXfJ4HtQXNRVea/f/yg+bfrZUPqgC1xFDa2m+3p+CVcdsRKhcUfaaqITElJ1a2oaSRQg4C9TIqangOA9qSkaHC39gFmnhZ3ZhQVi34ApUxqHGkjlosbkD5Z7ehCHWOhWqESAqDYUW3BueMG1TQT/M8qy4d/nkopkZT2sUCnhyzccm/NfdW8Mmu+ueyBX1h4AqLenLtAYqL2s6sGgSENQAeejhcX3vPTnzR9B/dvAVnLBcaIo2K1IYDlB60DaPMFsOjvaXErHn/pGbbOW88x/jyZx4IWc2BOn54wyipk7hyI12Je7hxcyCIua/tHK0zF3a/FDoBvXrbGNK/42BSPPqx97sBklHa1gMITLkPAQ92AviKkD3qtp8pUlIe+JiFF9SIgvdCQpSpWlNV9VpGTL0rMO05R5S6XbW3ijBNU113FGMXeUcazbtnUVpm2kNusrXOPqevtyENGmTOPPSergoISwwq786ZOtIqN60IDHjSFghuDBRARXK4r7nxbaNxSpqSkrosQGFS1jL6iKFL+5tLMqYvcc7gMoxQNaCeNBasXiaXSfFm4+oBKVaCAyuHiDtTcWIxFAawAPmLCiO1yXbAam6VKl8aZcd7JxtJRrlB+dTo9ZE376tUWdM765WUtXIR+TBQKFIrW/PueNKPOPclCjkIU0FNWVWGD5SlvCrRpPBdg9ers+aJw9bcgVSpjAWJuyoe7L5xq2zEH/r7swWvt/9ovahlF56ApI9w56G2gMVn8X3bDY6briLEZ7xCgqmho/3SdxrmLTPGY4Wa7rNSibBd1roucW/PyNdLXsNRrcozXtR3/d5FYn6Ts/BbwUzAoTBE35So2PlTpg5/0DnsKsAQ9oFGw1kp6B+oqnKCSAXP9pl/cyjjAEglI/RixbFbUuUSBLB8Ws/WtxxUUXchCGUOZiwts1k26Y7VgFLgpFGRxretEyWMhQVDhulRNHi95yLLHv0W1m19P99uLs70ND/8vXzPO7tNHjirinjSQ3I9dUojKFDsFmBwm/WRKHKrqFYqQugFJOZFtxV+QXXT+BMP7QfPMV8tXJX8WrjsFIk0T4fYJoAJYGjTvB/vT3+XTLrYqFzFq5ObCdYg6FxS0z1gkR8XVGpSLK9frnLQLt0CnhyyUKcAHKHJjq9YuW20VrfPvnNzCesCXQo8eAH5emT3PxmWhZgFcABnfoEurys066Yt+UKxQynyFi8D5A8eOzGsOuUAWcAQ8WXDatMU0yXl06Vtlup30OdO0aIkpGrKnHP/IdB0+zNZrnCdLo8t6mJIvjTaNz4tK1lNWqpHmQpbZK4Alb7ad3wIEtXNvAjc2GL6qrNWKQVW4FGQAhQ+l3faarTaPVqWsCCw9daQ9WaAAtxwP9e3VWwwr/facnQIxjQMLiuXSPlldGCfflLbjHDK5At0kp3HTLWAXzlUhy40xi6ouMc8NkkwVmKQQ2B/lXGn3wT4p5S3qWP5d57ocOdZ1cB8b88ZiBso2SajKlkeUKDnPcr2reaiTADSXrW0AClbuAVlVonCh9ASt0FNwCVsFqCkVMm1HAxiRg8oNGCdDey7b/aitmD9zI+XEoaI+cQ5AI4DjuxJ1fACPlZaci58yQvv1lTPGoS59osJxnPOI6q7M9dom7aJZoNNDFsoR4KOr+AAhTd3AMR+yADH7gSkf8LgLNdUDsHbWry6z6pO/IpA2QJzGc5X17mlKK1PKz6hzTzb3XzktPQfqAGg6h6D0EGFzsB+ef55m6u9KgWEUJQvlCohSxcqem6hSqlahYlH0OMf8Nq6qFe22S2p1pAVUzVJ3YZgi5LvatF2mJ58hagAAF8pJREFUufsPbAs6O1x2ey9tnUtOXX8AAFvoMKdmATXaUZoFOMiwTiH9BGobyou2s/e5tGM7IJsGgq1+ZNUiv2kH2PS+4cxIqxX1vBQw+V/PJ26cFAsJqiXmDOgE1MhkH2XFpM5BE5LmAlm6kMHaRrL2M3bQogI3H1eUrY868p5Nxk4ssKtaoNNDVqYLFychaaZ+FLJyuUnizqFp4XOmbkpqt/aeD8jDSSRrLY0vzDLN8i2p5DTZMNV5PZd5JW12bQsoNGTaGw9QqZ4qOYDEpaT5p1CtSBLKsSbZt5CCcsVDPGwln6ZqCIMM7ZNVh6hHFMDE/pZ+UdoY389NZRW0Gc+nFLQd7bQtwEUqiNJxI2PHHrkApwpc0GrJsDuAODT6APD6Tb8k1qpJH7Ki7F3ozkNBOMrYKJpcQ+pqfrS4dzWq2xZRxNrS5Rh3Tkn9xAI7kwUSyGrDq6HuRzdGqw2Hs123gCxvdWHtZUcKZC02JROnmO7nXNXWU0n6TyzQJhZo64BdN0+VZsB346QygY8ClusyjWuEqGMF9avglEkBA3o3yio+jdXK1V0ISG6QflDrosTHxbXDzlifvGNkv18lucc01QV/syk32xe5ezxq2gvNMUa7OElhs51/87JlsnBluek2Zox4Hjaa+pkz5QtFlek+cWK2pi2O0w9ti0eNsn0lpbAWSCCrsPZs0RuxWqxcjJtQNK8pbd5oNp05yHbhp3AAwLY9cqvpceEvY686zGtOSePd3gLEghBI2x5xIKzGyhRfk6+xNR6LftSNFgV8VAHLd8sdV0mLo2SpihW2IhL1ke2KNEaM88OdmC2rvm9P3SBcE8m2Z7b9fK9tlPZ8bhMGErSlmd2cW/aMBKBI+ApYAVjsJelmwadeqg57TKb2j+Rvf8/HuHnPdP7106ebhnnzTPkNN0h4Ry9TO3my6bEDrni9xyWXyBfuhaZ+zhyJp11uSsaNMyXjx9vm22bPNt1Gj7btKJukXcVtt9n+KFoviq2SOtktkEBWdhvtcjU2jUvFUSV5sna5S7fLTpgNbgm2JWCXQON8AoazGYHVYrms+srWL8c1lxh/uxnw3TitMPBZNfIqmxIjDhgFzclV0uJks9cVka6KBQhteexVq1oxNy0EwpO5P24OMEAOtQ71ipLvuUa5Ju1dhzjYEy77sl0BrsqVbsrNpthAE+qU7g9JRn0giv9dJYt50/7pqSvT+zz6+0fq9kdxzhHVqnbKFFNx+ycpIgClnjNSm1mjTDWvWGEBq0tlpX2t9OKLLVQBZwAXQAVMAWIKZXHmkNSNboEEsqLbKrBm85KF9vWiYSPy7KlwzTefd7DNk5VAVuFsmvSU2QLk6NHVUChNbI7bVjl44mbUZuYAyPaaLQIF4zPGSGXKtq7B6EFg4apP6mLM9Z5ZI5twa7C/q0oBgMSnBSVWdeGQ2DcN/HfnoNsWhQXCZ5uvaxsgjbQc7bFXZLZ5ucdZFc7iJX8FeJw+3NXedqsigSfUKgsrAlMrX6k1+38xBS8cmy/7Ruq2RkCYX1T94pgPWa6yRfxtlG3ZGubOtWBUJqClpVrAqUqgSgvwtFWgq3xqKj2QFiCraMgQ276r/Na/3b7i2Cqpm90CCWRlt1FwDXHL1V17tqQ6SOU9IZi8+7d/Gbk3XHcsQdfSVfa5KlQwet2kk02zLOOt+MMbkeeTVEwskI8FXMjib5aqu2oWy8rZ160QW3qQ5fqte1fY5erkGooCcwpIXWSF4l6SuiIsEae74k4TsapdtI+gGCZN8ppPEDnjuIoZ/welkIhznTR1A4pVXNXKHceFyHzizeLMPZe6uvI66r6zQWP4kIVSpRtko2iVlBeZmg+3SWxWsRk2utK6ClXN8pUsjctiHK3H38AabdiIWwtw+Mh1f4y0nRtQVSLxUyhVxGD5yhZ9bhUXYPEI58t/UZFpfDW1iwHuRAtc/fqZhpdfbgFsudg9aRNugQSyItwdqFU2lun7v0vVFsCqnXKKaV6yyBTte5jZLnlQttfWRNorkGzsW9muR9p02XOwKZLcJgAR7XtceKPpdvy5GWeUiquSLMDSvvT7dwTGVgFZTYvntVCyNElpNnWLLXkaF8m3nGHDdyp1LsJlSqq0sQVwA5LrJygfkQtZ5AZ64u+zbebpTIUcSq8tXdQKvGh/qHzpCIMntgfJ1rc/rrrSeD3MxeXmpwIk+s+9ukU3CmBBMU+qPuWbId7Pb+X3h/sPlWobqzvF/Wc32t6xypPJ6kpPVmKyMrMQSpObuiMKYGFHVqACdYUYP85tDWStkJgqTegcp63WdSGL1/73d0+aL377pNCuAKlSAS4C2/2CisWm2yheGixPfV73gQzIuvvbN5ob35gZadooWsXDh1s3IC7CoqFDW7Wjjr0vdgS0o3B1dcFLjuF+1PisSAMnlWJZIIGsCOZS91u3488xPS640Wz5zUWm8cXZFrDKp70osLXQ1H5H8uBkybBuAUvadjtuoiT0vOwTiNFg9UybOksdO65AVsmXLjUlAmNd+rd+U3E6QUCl4JVpjjq/HgJv2WAvgtmSKruJBXD/jRo+1ixfs9RCVhDgKGSRaJH90a4REDpVMk9vl0S1Rx06xsLUBeMvtuAEJFVV9DbzFz1nEzPqXmusGrxr9u1WBUOl0uB24I6M35ookuzctCEOTLN4Z1O13MB13G1BWeZdtSZotZyqVUEglUnlinMbaFyXtkF5C8ovFgaRvvoWZ+ygujbxq8SaEYOFSrfXwusjpcRQW5K4ljQY7QVbBK3//OgLze9rn8351NkFZLDsU6tqGP+TLzEoED7nQUIafqv8WPOT5+/MuKdtocdM+mtbCySQlcW+5JbaIm7BVqWs0lRMk1w4O0CHYPNMcIJCtFlALEit0jGKjxxnSq95oPVYO5QzMquXT30iq1txyy/OFAic01LJ+t2VZtujt4WCoM4hAay2fcPtSr2jNLHBLIAzaI8h1v0H4LD1CFtzKPSoIkXdM8V9x7EHnp1uHv7FnLQapRC2QvqiHvFbqFXU7V5cYvr3GWjVr0qBsOrNGyyYMV6Qm5GtWp6+ab6FNYAPCAPWyKzN3ndBWcGxu6Y34G9/GyFec9WuIFhJuwQ98HHjofJJZeCqWATda0b2KIlC/Q29C3WfueAZZLNM42hSVKB2wHNXRYKzQswbULni8ZvSCZ3j9pnN5Zhp9WHcsfz6qGjsV9uuK9LznXTSPqMFEsgKMA9A1EU+rImRUlWIzZb5u+GZGabrYaNN6Q9+10JJArIy5Z+qF8hpEsWr7EaBpB0F5ajh6ek2rgtVrEwAK0idAppoW3GLbM8RIYmo5sNyN4jW8whUslDSzj9UfPtTrMKWlMQCWABlic16gSp1EbKFR2Njg6mrr2uhLBFrRcwVdSkA0FflNXfPtcECagpSWg+IekC2MyH9A2oU+7S5bkJeQ9nS8XWvNlYXKmQBcKhkqGC6QW7QFWyRJV5SF/S57RstqmnqhiBXIRVdCHLBx4WsoO2DotxNLZQ2CSpn+x1W8VE6ErLURZprrJnCX665uKLYLghUdJsyjhEMv27H9mEHjkltBUVhdw5cdLprh+4n60IWQEUZIsoWgem3nnWN3YeWfWbDlC3aPH3bw6Zsx64ep8luH1FVMHYOqZN9YXWnEbsDyKL37BzcubN/7fOyjy5zYQeR03789VxMlbRpBwskkBVgZFxrXWW1IIHs/E1x4SjouljIyhD8jsux5ISv2aaNC+emA+ZRr4qPmhDqntPkot0vmBoNgJw8WS5QZYKsIAAk7mzbM9MFNnvJ3M5ph1sxGWJntACuQheymOMLr88z1/x+kl1BCFihWuHaUzcedXwXn6t2cVwhi78BJyAKgPM3reUYr5917LlWAbv/2ftsXYUy1DRef+G1uXZvO0ALsON4UFGQ8t1wbtxRmBqVaWsddRfGSbmg89M9FjUtAooRqwg/nnCTrbL30puyqkAKM1HqxrnP/D0c47Slrgug+a66pD/gAhiye8te/0e7T+xZv7zUTgu4WSlA8heBJ8q65asFdCrsvrAHyr6ytFPYAWb6Si4sFCNAZtLBZ5tbVs2y7YAs3W/WBa4oKhPzultia8+XuFvgzR1H965lDOYOTJ1146V2TrQDpp665SE7b7Pd2OOAFfNmmzX6UxvQl8Lbvx95gTn/d5MSF2Pcm7Od6ieQFWDo1Oq85bI673ULWUX9h5geP7gz4yVBPbJAcsK5dv9AMquHFQWr4uGyOiQkrkrbKhyV3/J8pEB0jauivQtZCmu+kqXxZH7/qobRT+JCbKd34044DLB0tCi3fhA6ChQqE+49jbXy82MBR+5qQoAJdx4lyKWnm+TqhsAoWOpSBKRwCdIf9XANasHlGDURqgtKrvvLdRWGgYqrNvmuM3dVYhw1iz0Ocatp0dxc7irDKG46dc3l464Muv0U3sLi2LLdsu5igkLMjfgo9oj9lbjVSgVOgKHTrvq6hSVAZf59T9jXXpk93/z0hbvSYOLOE6hiv9hPnzbGKlnA2enSh+4XC1i99dwCu8oPtQvYOeHSM8wvT/6++fcX78p4ykAV/aCcvfzoPDNkxH52vhT67TdkgAXFFQtT6hSuQY7r3Hlt1vX/ndHdCewxX86RuWtOr2zXIjneMRZIICvA7unAcdn7b9N5h9hA82zb0CjcuC46m6ZBSuMLs2XF3nOh7sBMlz5opWCU+tQJgixfEdt604W2Oxci7SbT06+3LtGtd14pR7tY4ExKYoFd3QLuQz8IaNwEpP652iBw2e+PfRL9FYoupNEuG2ix3x/7IWrWdNr4K/fSKpKsEiTBaKaiAFjo+Cd3s+lcEo/m294/Z6AHiHpz7gILPEDGrwR+VIWiPhD13b1PM1Nfn9ECstQ9uFYACAUMwEElUoVIx3JTKfA326IdJEpYUHoF4Oi1Z/5hVr2xzCwXcFqx8F0z6tyTLGip+9HtFwh8Zdb89ApCFLSfynm4c5h00NkCXpe2aM/c6ZsxKHbu40cn6tUu8IGUQFbARXJVHzZbjrTXH246AbLiEWMleP3+Fr0CbU3iIszmcgy6X4Cs7fLNnVWM2YoGrxPfhZLmKlCqWLnnYoPxJRbLBUPchMRnlZwueb9kf0MLXHdNNqVXy95W4tZMSmKBXCxQU/22qaz6VC5NC97G35uQdAN1M1Pvr0x7/nFc2/ow5ue3oi7AwwbVmp+KBKONy9e2yr5O3aDtbVxwI8Eo4JappFNMCJT1E5djWC6wOAa1rszx/5HegJss8cRXZSv+/ojk6xogKTHynZNNcyDuOFWAmMfdF0617kA3ASkuNNQeH3Sor3vKqnLlnwvghFJ245szrdIF4JASwnXL8fr86U+atUvFtScF1YuCyqR/B9mI42595rJFoFDVLo6hhqHSBeX6UujLJw9YtmuXHC+sBRLICrGnBrJvm3FDNMiSfsKAJF/Ianp/kekpgfeZgt4tRE0+RXz5sgJRgutJKeHDIedE0L7CHrFYKGwuwKFsNYjy1hPliiD7HfDY7ajxWV2mhb01k952Jwu88+ad5oCDUqqpW9av/afp0++z7XqqriLlDhwlx5UqRkFJTf0cV1FOioBygtwrLj6uVXUfcLIBoHtezK9cwCwoASmw1yyqHD+aWZ7zok3J8MEWDsvPPiqdGd9dMMAk7XHpm1xcmn2e9tqfzd3lbeFTqOzwANDkQyaa4y/51zSYuFCkRgyCFz2Gu442mVbwoSahMFGmnXmNBScbByZQtHbZGlGe+tuYKBQoF6yypXv4zsAJZvCI/dMghur2MwFCxtJ4Meb31LSHA2GNOQBh+eQBi3JfJnUKZ4EEskJsSUwSwe+sJsyW/8rtAnAp2m9Ei0B2VZh6ivsxyupAvz9SL9gcXZoM1ZuzhTuBQRKcqjsQoCIfl+sGJPi+i4BTOasUpbgB/vyvapevWlnwIiVEFtAr3G2Z9LS7WSAMssJej3v+cZUyHxyiJNnUOamaFRTkTr/VU2e1SBAadC7AVU8BK34yqTuAFi63ZslTBagEbanj9g/cbJD6mv4hih2Zi8IV4EROK/2t7aOelzseNuX8UOEKWQCgo792UgulB7chkKJuN2AEOAqLodJVfP32GWiTl7JKD/Vo1Lkn2z5QryiAGHWPl9++W1HPyYUs5nH/lbeag75wuHVbrl26yubcIhYLpQ3VDUhz1S7mSl1WMNrPZS8Q37fd/HtxOUq81+EHWPDjizVB/In7sJB3WeH6SiArxJaARaOkVmAPwDiQFXZpABxciSQzjQNa6rqk364SKE+SUALxKcR6NUger+0SFExx4600V5brMgQAATbN+k4d4q1wb+I6rLv2LMP2Pn6Qv3UrXibfXGX+BPbzpk5ch4V7E+5OPW2p+9CeTmnZXi1OKxfIamzYZJYuud/sPVjyx3n92ftfjtfVrbJuSMYNqpPJtqworBUoKpGEmdlgx+8H6MD1VykqVFDhOFnZgSQKfwMyAAyZ2HvIT76us0znxrioS1vlB4VLC+MXiWKV+l2WcR/HoP7pF7u5sWRaDwDUc8SmbXV+gAUxVdnSIlAvDIwK9Z4Dql6ZPS/QtRd4XwhAEUifbV7tMfdC2SDpJ7MFEsgKsY8LNy1ilnK8o6xKRDoI2a/QZmuvSK2y2r652ubAotjfdrudITYminpurq6woXEBdj/nx7Jdwth0lfR48krPP6UefBqDpeClwfrAm+bqCkt2Sttm+aGg8MUBxRxNljTbxSyA6w/oGTRkfHrmCj8LX/6ZGfGZn1oYamjYnI7PAr723S+V7Le4W08LTvr3G4tuMgcP/4FZuXy27VN/c5x6778307al3VL5ex/5W8fTftas/pvpP+ALtk5SEgsUygKoSShTuCWHiPsvKParUGMl/ezaFkggK8P1Q/kxAkPZVhZGvgXIPSUJSAEa4IoCbBUJtBRJKocigaswgAFyiO1qXpNSrRR2iiVWyoUrdy60sWM4aSKARxQ6PSfNkUU/SSLSyFcyqRhgAQUphSAXit558640MKE84d4DnBSOgK3U//fbesAS7TWOC4ArLRtoXwOsXMBiPPrhOKWvxHhtWCdL85c9YvoP/KIFMgBsdysbN28yvSoSeOyI66ppFGaKazBbWoeOmF8y5s5jgQSydp5rkcwkscAubYF/vvQjM1LUqgaBmg3rFpjefWVlnbj5AKhuoiQBPxwDsChAFbCkKhWvKVQBTdTV/4ErigIaEAZAlQlYUW/Nqr8JmK2ygKbQRd/HnPioBTDG2NXULIUoflMWvvOOGfvpz9i/eY3/q3r2NEVdjBncP5WoMoGu9nkLaUqFTJnf22cmySg7uwUSyNrZr1Ayv8QCu4gF1IUHTAFDqwV8KIAQ/ysMKfAASsDXOlGpaEPRNtSnP115uGbV/1pg09cBJgUv+lNwo09gq//AL0i/L6ddl/S1q0HWstWrBKY2m+pNm8wbS5eak486yjzxwgvy+0iz4J13zdCBA83QAQPMvY/NMV/8rKh3NZvSELaL3DLJNBML7PYWSCBrt7/EyQkmFkgskFggsUBigcQCHWGBBLI6wurJmIkFEgskFkgskFggscBub4EEsnb7S5ycYGKBxAKJBRILJBZILNARFkggqyOsnoyZWCCxQGKBxAKJBRIL7PYWSCBrt7/EyQkmFkgskFggsUBigcQCHWGBBLI6wurJmIkFEgskFkgskFggscBub4EEsnb7S5ycYGKBxAKJBRILJBZILNARFkggqyOsnoyZWCCxQGKBxAKJBRIL7PYWSCBrt7/EyQkmFkgskFggsUBigcQCHWGBBLI6wurJmIkFEgskFkgskFggscBub4EEsnb7S5ycYGKBxAKJBRILJBZILNARFkggqyOsnoyZWCCxQGKBxAKJBRIL7PYWSCBrt7/EyQkmFkgskFggsUBigcQCHWGBBLI6wurJmIkFEgskFkgskFggscBub4EEsnb7S5ycYGKBxAKJBRILJBZILNARFkggqyOsnoyZWCCxQGKBxAKJBRIL7PYWSCBrt7/EyQkmFkgskFggsUBigcQCHWGBBLI6wurJmIkFEgskFkgskFggscBub4EEsnb7S5ycYGKBxAKJBRILJBZILNARFkggqyOsnoyZWCCxQGKBxAKJBRIL7PYW+P87KB/iwRP4ZwAAAABJRU5ErkJggg==" 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<tr><td class="tr-caption" style="text-align: center;">creado en <a href="https://wordart.com/">Tagul</a> por<a href="http://clasedecomputaciondel41.blogspot.com.ar/"> Gabriela P</a><br />
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<li><span style="font-family: "verdana" , sans-serif;">Hasta ahora conocimos nuestro Ambiente Total de Aprendizaje, también vimos diferentes Redes educativas y conversamos acerca de el Conectivismo y la evolución notoria de la tecnología a lo largo del tiempo. Es momento de hablar de la <a href="http://raquettherrera.blogspot.com.ar/2016/06/mural-colaborativo-alfabetizacion.html">Alfabetización Informática</a> con temas vinculados como, </span><span style="font-family: "verdana" , sans-serif;">Sociedad de la información, Sistema informático, Software (tipos, sistemas operativos y novedades en apps), Hardware (novedades). La propuesta había sido crear un <a href="https://es.padlet.com/">PADLET</a>- Mural colaborativo, entre todos los alumnos de ese año de la materia, lo cuál se encuentra presentado en el blog de <a href="http://raquettherrera.blogspot.com.ar/">Raquel Herrera</a>. Desde mi visión personal, es una herramienta muy útil para trabajar en forma grupal y para implementarla en nuestras futuras clases, </span> <span style="text-align: start;"><span style="font-family: "verdana" , sans-serif;">y tiene la ventaja que se pueden subir en él fotos, videos, infografías, mapas mentales, líneas de tiempo, etc y compartir en las redes sociales</span><span style="color: #323232; font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: #fffee4; font-size: 14.49px;">.</span></span></span></li>
</ul>
<span style="font-family: Verdana, sans-serif;">Utilizamos también una nueva herramienta para crear mapas conceptuales <a href="http://cmap.ihmc.us/">CMap Tools</a> muy útil. </span><span style="font-family: "verdana" , sans-serif;"></span><br />
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<ul><span style="font-family: "verdana" , sans-serif;">
<li>Entrando en la mitad de este recorrido, pasamos a una de las partes de la cursada a la cuál le he podido sacar más provecho, tuvimos que en grupos presentar <a href="http://www.alegsa.com.ar/Dic/herramientas_digitales.php">Herramientas digitales</a> que fueron sugeridas por la docente; personalmente he descubierto una infinidad de aplicaciones de todo tipo de temática y la mayoría de gran utilidad. Una de las herramientas la presentó <a href="http://ramirezkcintia.blogspot.com.ar/">Karina Ramirez</a>, es una aplicación para android y gratuita llamada <a href="https://play.google.com/store/apps/details?id=com.btellez&hl=es_419">Visual Vector Math</a>, para introducirlos un poco en que se trata la app les voy a citar lo primero que comenta mi compañera en su análisis, "Esta app te permite visualizar los vectores y lo que sucede cuando aplicas diferentes operaciones (suma, resta, multiplicación y división) sobre ellos. Además podes realizar productos escalares, productos vectoriales y cálculo de magnitudes. Esta orientada al área de álgebra lineal y para chicos de 4° año de secundaria. La misma se encuentra íntegramente en ingles, pero no es imposible su interpretación". Es muy completa para trabajar el tema vectores, aunque como dice en el análisis realizado por Karina tiene algunas falencias, quizá en algún momento se cree una actualización para mejorar estas cuestuiones, y considero que la forma en que, mi compañera redacta sin olvidar cada detalle es muy interesante para los que quieran <a href="http://ramirezkcintia.blogspot.com.ar/2016/09/herramientas-digitales-dossier.html">saber más</a> sobre esta herramienta.</li>
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<ul style="text-align: justify;">
<li><span style="font-family: "verdana" , sans-serif;">Siguiendo con el hilo de la cursada la profesora nos presenta la tarea de realizar un tutorial nosotros mismos explicando algún tema de matemática, no tenia que ser muy extenso y no nos exigía que utilicemos ninguna herramienta especifica para crearlo, aunque, de todas formas, ella nos sugirió algunas como <a href="https://screencast-o-matic.com/">Screencast o Matic</a> y <a href="https://explaineverything.com/">Explain Everything</a>. Para mi ha sido todo un desafío, y lo implementaría en el aula, me parece una gran estrategia para comenzar con la <a href="http://www.educacionyculturaaz.com/noticias/la-metodologia-de-la-clase-al-reves-algunas-herramientas-para-empezar-a-practicarla">Clase invertida</a>, proponiendole a mis alumnos que vieran un video antes de la clase para luego charlar del tema. Les voy a mostrar el que realizó <a href="http://maugecb.blogspot.com.ar/">Euegenia Chimenti</a> sobre "Suma de fracciones propias". Para ver la publicación <a href="http://maugecb.blogspot.com.ar/2016/10/tutorial-suma-de-fracciones-propias.html">completa</a>.</span></li>
</ul>
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<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/KrCPo0NTH40" width="480"></iframe></div>
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<br /></div>
<ul style="text-align: justify;">
<li><span style="font-family: "verdana" , sans-serif;">La próxima sección de la cursada era realizar nuevamente un <a href="https://es.padlet.com/">PADLET</a>, pero esta vez el tema central es <a href="http://mateticc.blogspot.com.ar/2016/11/aprendizaje-basado-en-proyectos-abp.html">ABP</a> (Aprendizaje basado en proyectos), entonces la actividad consistía en recolectar una serie de proyectos colaborativos y subirlos al mural que luego nos iban a servir como base para crear nuestro nuevo proyecto. Uno de los que me pareció interesante es el que subió </span><a href="http://mateticc.blogspot.com.ar/" style="font-family: verdana, sans-serif;" target="_blank">Nadia Jurewiez</a>, <span style="font-family: "verdana" , sans-serif;">donde los chicos trabajan matemáticas, especialmente geometría y trigonometria en un contexto real como herramienta para la medición de la altura de diferentes edificios con instrumentos creados por ellos mismos, esta es una experiencia que yo puede transitar y me parece muy interesante a la hora de plantear una clase logrando salir de los esquemas habituales.</span></li>
</ul>
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<ul>
<li><span style="font-family: "verdana" , sans-serif;">Llegando al fin de la cursada, como he mencionado anteriormente, llegó la hora de elegir de el mural un Proyecto que nos motive a querer no solo implementarlo, sino también, mejorarlo, fue extraordinaria la experiencia de poder reformar un Proyecto y culminar sintiéndolo propio, también teniamos que crear una diapositiva para poder exponerlo con nuestro compañero de grupo ante toda la clase. Aquí me detuve en el Proyecto de </span><a href="http://adrianadiaz85.blogspot.com.ar/" style="font-family: verdana, sans-serif;" target="_blank">Adriana Diaz</a> <span style="font-family: "verdana" , sans-serif;">y <a href="http://marianeladps.blogspot.com.ar/">Marianela Dipardo</a> quienes eligieron del mural colaborativo el ABP <a href="https://www.slideshare.net/luismiglesias/las-matematicas-del-viaje-trabajo-por-proyectos-pbl?qid=49b24acc-56e1-4014-89bb-ef6f858392c5&amp;v=default&amp;b=&amp;from_search=1">"Cuándo el Sur y el Norte se unen: Las matemáticas del viaje".</a> que trataba de que docentes de diferentes lugares se pusieron en común para poder enseñar matemática de una manera más real y motivadora, para esto crearon una <a href="https://sites.google.com/site/viajaruniendonuestrospueblos/viajar-uniendo-pueblos">"Agencia de viajes Matemáticos"</a> donde se sitúan las diferentes propuestas, las chista se inclinan por trabajar con <a href="https://sites.google.com/site/viajaruniendonuestrospueblos/viajar-uniendo-pueblos">"viajar uniendo nuestros pueblos"</a> que consistía en darle al alumno la elección de un pueblo donde tuviera alguna unión afectiva y calcular</span><span style="font-family: "verdana" , sans-serif;"> los costos de los viajes, tomando decisiones para ir optimizando el mismo, de este modo los chicos conocerán diferentes territorios, costumbres y podrán tenerlo en cuanta al momento de irse de egresados. El re diseño que ellas plantean se llama <i><a href="http://marianeladps.blogspot.com.ar/2016/12/rediseno-de-proyectos.html">"Nuestro país y las rutas de los números"</a> </i>y si están interesados en saber de él los invito a <a href="http://marianeladps.blogspot.com.ar/2016/12/rediseno-de-proyectos.html">leeer más</a>.</span> </li>
</ul>
<ul>
<li> <span style="font-family: "verdana" , sans-serif;">Ya hemos llegado al final de la cursada, y es el momento de ver como han crecido nuestro <a href="https://eportafolioparatodos.wordpress.com/2012/02/13/262/">APA (Ambiente personal de aprendizaje) </a>a lo largo del año, y en esta publicación final he estado mirando los blog de todos mis compañeros y en la mayoría es notorio el crecimiento, no es fácil elegir uno en particular por que son todos muy originales, en todos los casos se usaron herramientas diferentes de todo lo que hemos visto durante el año, pero me inclino a mostrarles el <a href="http://bailarinfinitamente.blogspot.com.ar/2016/12/mi-ambiente-personal-de-aprendizaje.html">APA</a> de mi compañera <a href="http://bailarinfinitamente.blogspot.com.ar/">Melina Darsamidad</a>, porque me deslumbró como mezcló sus dos pasiones en el ambiente personal, el baile y la educación, como describió cada sector de su APA con un color y cómo puso en práctica una de las herramientas que utilizamos a principio de año <a href="https://wordart.com/">Tagul</a> y la diseñó a su gusto. </span></li>
</ul>
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<img height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimOPdmfu73a3FyuRaykgruq1n-q-vtORf4cKKsxwQ-otS-4zDmvzbXqklx605C7I3bHJuzp6T2iLk2P0b5pdLwk8XdX1q9PWZOhfPNCA1iy8UUUo2zl4tpSicHy3P_8U0A7ROrcBDjzauA/s400/mi+apa.png" width="400" /></div>
<div style="text-align: center;">
<span style="font-family: "times" , "times new roman" , serif; font-size: x-small;">Creado en <a href="https://wordart.com/">Tagul</a> por <a href="http://bailarinfinitamente.blogspot.com.ar/">Melina D</a></span></div>
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<br /></div>
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<span style="font-family: "verdana" , sans-serif;">Hemos terminado esta última vuelta haciendo énfasis en el aprendizaje colaborativo, demostrando con mucho esfuerzo y dedicación que fue un gran año.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Saludos y que lo disfruten tanto o más que yo!</span></div>
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Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com1tag:blogger.com,1999:blog-3494849631374128940.post-65866114298457236092017-04-06T19:14:00.000-07:002017-04-06T19:43:09.510-07:00Mi nuevo APA<br>
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<br></div>
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<span style="font-family: "verdana" , sans-serif;">Como primera publicación en mi blog, se me propuso crear mi <a href="http://marcelaarretino.blogspot.com.ar/2016/04/ambiente-personal-de-aprendizaje.html" target="_blank">Ambiente personal de aprendizaje</a>, siendo esto para mi algo totalmente desconocido.</span></div><div style="text-align: justify;"><span style="font-family: "verdana" , sans-serif;">Lo realice, en base a mis habilidades en ese momento en computación e incorporando mis únicas fuentes de aprendizaje hasta entonces. </span></div>
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<span style="font-family: "verdana" , sans-serif;"><br></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">De esta manera, hoy, incluyo en mi nuevo APA, herramientas, comunidades y aplicaciones, que fuimos utilizando durante el año 2016 y que me han sido de gran apoyo, ampliando de este modo de manera muy significativa mis oportunidades. </span></div>
<div style="text-align: justify;"><span style="font-family: "verdana" , sans-serif;">Siento que esta experiencia con la tecnología fue como conocer un mundo totalmente desconocido, sintiéndome lo suficientemente identificada con el astronauta que se encuentra en esta presentan realizando una gran "Vuelta por el universo", un universo de aprendizaje totalmente nuevo.</span></div>
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<iframe allowfullscreen="" frameborder="0" height="400" id="iframe_container" mozallowfullscreen="" src="https://prezi.com/embed/zc49oiflowc1/?bgcolor=ffffff&lock_to_path=0&autoplay=0&autohide_ctrls=0&landing_data=bHVZZmNaNDBIWnNjdEVENDRhZDFNZGNIUE43MHdLNWpsdFJLb2ZHanI0NUFrODRhWlNpckFpUzBQVHh3L0loUTlRPT0&landing_sign=EEXoI4HNOWEoN6e5gralF638l8DROnrEbeVxEanMZsg" webkitallowfullscreen="" width="550"></iframe>
Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com1tag:blogger.com,1999:blog-3494849631374128940.post-48995070805332264532016-11-14T18:34:00.000-08:002016-11-14T18:34:10.503-08:00Presentación y re diseño del proyecto<div style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana, sans-serif;">En esta entrada comparto con ustedes un análisis del Proyecto de </span><span style="font-family: Verdana, sans-serif;">Ana Galindo López y Doloors Todoli Bofi "<a href="http://proyectomatematicasyarte.blogspot.com.ar/2016/10/las-matematicas-y-el-arte-de-la-cocina.html" target="_blank">Las matemáticas y el arte de la cocina</a>" basado en la metodología ABP y también un rediseño del mismo llamado "La diversidad en la cocina y la matemática.</span><br />
<br />
<span style="font-family: Verdana, sans-serif;">A través de la presentación que hay a continuación encontrarán un breve resumen de lo que se tratan ambos ABP.</span><br />
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<br /></div>
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<iframe allowfullscreen="true" frameborder="0" height="389" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1xh3fhkrXEdqMogukn7OZO_lFS8PCWCoXxVVA7Ik9ua8/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br /></div>
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<br />
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<span style="font-family: Verdana, sans-serif;">Les dejo también un documento que detalla los pasos para implementar d</span></div>
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<span style="font-family: Verdana, sans-serif;">el mismo.</span></div>
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<iframe allowfullscreen="" frameborder="0" height="371" src="//e.issuu.com/embed.html#26995913/40753986" width="525"></iframe>
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<span style="font-family: Verdana, sans-serif;">Espero que les guste. </span></div>
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<span style="font-family: Verdana, sans-serif;">Muchas Gracias!</span></div>
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Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com3tag:blogger.com,1999:blog-3494849631374128940.post-9577176331424101852016-10-13T17:41:00.001-07:002016-10-13T17:43:37.826-07:00Aprendizaje basado en proyectos (ABP)<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-weight: normal;">En el aprendizaje basado en proyectos se da importancia a la adquisición de competencias y habilidades por parte de los alumnos, que definirán, además, la estructura del proyecto en el que trabajarán.</span></div>
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</span>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El aprendizaje basado en proyectos (ABP) sitúa a los alumnos en el centro del aprendizaje, entregándoles el control sobre qué conocimientos y competencias van a adquirir al tiempo que dan solución a problemas reales. El objetivo de esta metodología es triple: que los alumnos construyan su conocimiento, desarrollen competencias y trabajen de forma colaborativa.</span></div>
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<br /></div>
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Les dejo una <a href="https://docs.google.com/presentation/d/18lWA9b36fVQ6_AK20_Jx6r_m-PG2z0zlW8Q7xZPQc3M/edit#slide=id.p12" target="_blank">presentación</a> realizada por mi profesora de computación como información útil sobre el tema.<br />
A continuación también les facilito un repositorio de información con una serie de proyectos colaborativos basados en la enseñanza de las matemáticas.<br />
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</span><br />
<div class="padlet-embed" style="background: #f4f4f4; border-radius: 2px; border: 1px solid rgba(0 , 0 , 0 , 0.1); overflow: hidden; position: relative; width: 100%;">
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<iframe frameborder="0" src="https://padlet.com/embed/g5ho9e0av9zu" style="height: 608px; width: 100%;"></iframe></div>
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<a href="https://padlet.com/?ref=embed" style="border: none; display: block; line-height: 1; margin: 0; padding: 0;" target="_blank"><img alt="Made with Padlet" height="16" src="https://resources.padletcdn.com/assets/made_with_padlet.png" style="border: none; display: inline; margin: 0; padding: 0;" width="86" /></a></div>
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Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com0tag:blogger.com,1999:blog-3494849631374128940.post-89428232180863717072016-10-04T19:51:00.001-07:002016-10-04T19:54:14.997-07:00Trabajando con fracciones equivalentes<div style="text-align: center;">
<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/EL-ZzN78Aro" width="459"></iframe></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Les comparto un video en el que podrán aprender un poco sobre equivalencia de fracciones, espero que les guste y les sirva. </span></div>
Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com1tag:blogger.com,1999:blog-3494849631374128940.post-10816262047571702952016-09-21T18:50:00.002-07:002016-09-27T17:50:54.001-07:00Herramientas digitales Rey de las matemáticas<div style="text-align: center;">
<u><span style="font-family: "arial" , sans-serif; font-size: 18pt;"><b><br /></b></span></u></div>
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<u><span style="font-family: "arial" , sans-serif; font-size: 18pt;"><b><br /></b></span></u></div>
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<u><span style="font-family: "arial" , sans-serif; font-size: 18pt;"><b>El rey de
las Matemáticas</b></span></u></div>
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<br /></div>
<div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<span style="font-family: "arial" , sans-serif; font-size: 13.5pt;">Es un
juego rápido divertido y de problemas diversos y de diferentes temas.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 13.5pt;"><a href="https://play.google.com/store/apps/details?id=com.oddrobo.komjfree&hl=es" target="_blank">Se descarga</a><span class="apple-converted-space"> </span>para celulares Androird
a través del Play Store.</span><span style="font-size: 13.5pt;"><o:p></o:p></span><br />
<span style="font-family: "arial" , sans-serif; font-size: 13.5pt;"><br /></span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><div style="text-align: center;">
Invita a los chicos a responder preguntas y resolver puzzles sobre matemáticas en un ambiente medieval. Su fuerza educativa consiste en despertar la curiosidad y hacer de las matemáticas algo divertido. Se anima a los jugadores a pensar por sí mismos y ver los conceptos matemáticos desde diferentes ángulos mediante la resolución de problemas en diferentes áreas. </div>
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<iframe allowfullscreen="true" frameborder="0" height="389" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1CBvAt0-5tG8qEAJP985lG0OxLeOZQ3DJLdQnTkLf09Q/embed?start=true&loop=false&delayms=5000" webkitallowfullscreen="true" width="480"></iframe></div>
Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com1tag:blogger.com,1999:blog-3494849631374128940.post-60744781193195026502016-09-21T18:36:00.001-07:002016-09-27T17:49:22.726-07:00Herramientas digitales Khan Academy<div style="text-align: center;">
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><u><a href="https://es.khanacademy.org/" target="_blank">Khan Academy</a></u></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><br /><br /><div style="text-align: center;">
Es una plataforma en línea, para personas de todos los niveles en la que se puede ver videos, participar en foros, y si entras en el menú de padre o docente también podes hacerle seguimiento a una o varias personas.</div>
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</span><div style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif;">Permite acceder a experiencias matemáticas y de otras asignaturas, en los videos podes interactuar con otras personas a través de los comentarios.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
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<div style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif;">Esta plataforma se puede utilizar como herramienta para trabajar con la clase invertida, se le puede dar como consigna buscar un video o tutorial sobre un tema que se les indique y así la próxima clase poder hablarse sobre el tema.</span></div>
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<iframe allowfullscreen="true" frameborder="0" height="389" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1thZ73r5OYueWAc1MZFUluh8oLh89gOiaCm5hd5pQ94Q/embed?start=true&loop=false&delayms=5000" webkitallowfullscreen="true" width="480"></iframe></div>
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Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com3tag:blogger.com,1999:blog-3494849631374128940.post-36248436326105787382016-06-17T17:28:00.000-07:002016-09-21T18:16:55.413-07:00Alfabetización Informática<iframe frameborder="0" height="480px" src="https://padlet.com/embed/isl7kid9iso" style="border: none; margin: 0; padding: 0;" width="100%"></iframe><br />
<div style="border-top: 2px solid rgb(167, 210, 58); margin: 0px; padding: 8px; text-align: right;">
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<a href="http://padlet.com/" style="color: #41555f; text-decoration: none;">Created with Padlet<img src="https://padlet.com/favicon.ico" style="border: none; height: 16px; margin: 0 0 0 10px; padding: 0; width: 16px;" valign="middle" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large; font-weight: normal;">En esta plataforma todo cuarto de matemática creo un repositorio de información sobre la <i>Alfabetización informática</i>. Así como se puede ver.</span></h2>
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Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com0tag:blogger.com,1999:blog-3494849631374128940.post-22176660147135909432016-05-19T17:20:00.000-07:002016-05-27T09:56:44.447-07:00La Web actual<br /><div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">A lo largo del tiempo, las tecnologías web han evolucionado hasta permitir que se puedan crear nuevas e increíbles experiencias web. </span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div>
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<span style="font-family: Arial, Helvetica, sans-serif;">La web ha tenido según la mayoría de los expertos (hasta ahora) tres etapas:</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">• La web 1.0</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">• La web 2.0</span></div>
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Los invito a leer más sobre <a href="http://disenowebakus.net/etapas-de-transicion-de-la-web.php">La evolución de la web</a>.</div>
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Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com0tag:blogger.com,1999:blog-3494849631374128940.post-24305671103356096842016-05-06T20:54:00.000-07:002016-05-06T20:54:46.282-07:00Aprender en Red II - Conectivismo<div style="text-align: justify;">
<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">El mirar el vídeo de <a href="http://elbonia.cent.uji.es/jordi/inicio/" target="_blank">Jordi Adell</a> me despertó una serie de inquietudes respecto de como plantear una clase utilizando la tecnología, ya que hoy en día la es una herramienta muy utilizada por los jóvenes.</span></div>
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<li style="text-align: justify;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="font-family: "verdana" , sans-serif;">En la </span><a href="http://www.educaciontrespuntocero.com/" style="font-family: verdana, sans-serif;" target="_blank">Revista Educación 3.0</a> me señala un recurso para utilizar con los chicos basado en el intercambio de ideas a través de una <a href="http://www.educaciontrespuntocero.com/noticias/clipit-una-red-social-educativa-para-metodologias-activas/29976.html" style="font-family: verdana, sans-serif;">Red Social Educativa</a> que le permite al alumno tomar un rol activo en el proceso de aprendizaje; se trata de un entorno colaborativo de trabajo en el que los estudiantes pueden explicar con vídeos diferentes posturas y ponerlas en común con el resto de sus compañeros a través de la misma.</span></li>
<li style="text-align: justify;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">En la red educativa <a href="http://ar.tiching.com/" target="_blank">Tiching</a> encontré una serie de <a href="http://ar.tiching.com/link/76347" target="_blank">Juegos</a> muy interesante que permite a los chicos aprender diferentes conceptos matemáticos jugando, trabajando con la destreza lógico-matemática, incluyendo rompe cabezas geométricos, series y secuencias, ecuaciones con palabras y otras actividades que refuerzan el trabajo en el aula de forma lúdica.</span></li>
<li style="text-align: justify;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Por último, también en la <a href="http://www.educaciontrespuntocero.com/" target="_blank">Revista Educación 3.0</a> explore un recurso muy interesante que ya fue implementado en aulas en el 2015, que no está principalmente destinado a la enseñanza de la matemática pero lo noto muy útil y novedoso para aquellas áreas como Física, Química, Geografía entre otras, me estoy refiriendo al <a href="http://www.educaciontrespuntocero.com/noticias/aprendizaje-adaptativo-smartbook/35495.html" target="_blank">Aprendizaje Adaptativo con SmartBook</a>, esta solución analiza la forma en la que lee y aprende el estudiante y, en función de sus respuestas a preguntas sobre lo estudiado y la seguridad sobre sus conocimientos, le va guiando a través de los contenidos del libro, de manera personalizada y adaptada a su propio ritmo de aprendizaje. Además, proporciona completos y detallados informes en tiempo real sobre los progresos, las fortalezas y las debilidades con el objetivo de ayudar a estudiantes y profesores en su día a día, permite mejorar la calidad y la productividad de las clases, así como la atención a la diversidad, consiguiendo que los estudiantes se comprometan más con su aprendizaje y retengan los conceptos de manera más eficiente.</span></li>
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<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Podría seguir mencionando recursos algunos parecidos a los ya mencionados pero encontrados desde otras fuentes, pero, desde mi punto de vista estos me han sido de mayor agrado y los encuentro muy útiles para plantear en la clase a la hora de lograr captar la atención de los chicos y hacer hincapié en una herramienta muy rica en innovación y contenidos.</span></div>
Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com4tag:blogger.com,1999:blog-3494849631374128940.post-15821145128839630022016-04-30T09:52:00.001-07:002016-04-30T10:32:21.497-07:00Aprendizaje en Red<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><a href="http://ar.tiching.com/educacion-secundaria/sc/16">Tiching</a> es una <u>red abierta de recursos educativos</u>, con la finalidad de:</span></div>
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<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif;">Repositorio de Recursos, clasificados en Cursos y Asignaturas.</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif;">Comunidades y grupos para intercambiar dudas experiencias y recursos con otras personas.</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif;">Posibilidad de unirse.</span></li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrafdYOLMPRCv-27sAPv4DrCDVloMXkYOPU9TnHh3Rzdwh06-dKccvfuQ1dpe8N-FtQ5w-wjIlHfQUWNWlMD4RnhMVO9BfIu6yjoWOJxwzvqsgJDCYmyuJrchgNuGOZ8uC2qauJ45Z35cp/s1600/1ra+ok.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrafdYOLMPRCv-27sAPv4DrCDVloMXkYOPU9TnHh3Rzdwh06-dKccvfuQ1dpe8N-FtQ5w-wjIlHfQUWNWlMD4RnhMVO9BfIu6yjoWOJxwzvqsgJDCYmyuJrchgNuGOZ8uC2qauJ45Z35cp/s320/1ra+ok.jpg" width="320" /></a></div>
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<span style="font-family: "verdana" , sans-serif;">A su extrema izquierda se encuentran los siguientes filtros con el fin de simplificar la búsqueda en cada una de las clasificaciones.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGqvEkwOOqXVK5rL33d8HX9ojF3-Z3SYmff6YpIVOS1SN-nbXzu8lQbn67vMQsKKH1VecielG0ttxexbQqISr7jD4LABeou7qvfiMbOsOo4wz1C-XMbvB0mVM12ho2yfb36MAhAmAISNwc/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGqvEkwOOqXVK5rL33d8HX9ojF3-Z3SYmff6YpIVOS1SN-nbXzu8lQbn67vMQsKKH1VecielG0ttxexbQqISr7jD4LABeou7qvfiMbOsOo4wz1C-XMbvB0mVM12ho2yfb36MAhAmAISNwc/s320/2.png" width="320" /></a></div>
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<span style="font-family: "verdana" , sans-serif;">En LOS RECURSOS matemáticos que es el tema que a mi me incumbe y por el que yo en particular ingreso a la Red me aparecen diferentes opciones y con distintos enfoques cada recurso</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeEUOTDapbEdnSqakgxGg3lv0qvzRvzeu1asQOsaqmzv0iaea8c3nP0hCFyPfZBeemPNs-MS7h-kFuEtBsBlInjLShxKdumnhq4Kntv8uZgw67amrGzV8YQOuz_LKp-D5a-HleV3UphI0n/s1600/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="157" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeEUOTDapbEdnSqakgxGg3lv0qvzRvzeu1asQOsaqmzv0iaea8c3nP0hCFyPfZBeemPNs-MS7h-kFuEtBsBlInjLShxKdumnhq4Kntv8uZgw67amrGzV8YQOuz_LKp-D5a-HleV3UphI0n/s320/4.jpg" width="320" /></a></div>
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<span style="font-family: "verdana" , sans-serif;">En LAS COMUNIDADES tengo la posibilidad de unirme a el grupo que me resulten interesantes y aparte unirme a la pagina.</span></div>
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Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com2tag:blogger.com,1999:blog-3494849631374128940.post-11320204731153200852016-04-11T12:42:00.000-07:002016-05-06T21:06:33.269-07:00Ambiente Personal de Aprendizaje<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><br /><b>Ambientes Personales de aprendizaje</b><br /><br /><a href="https://eportafolioparatodos.wordpress.com/2012/02/13/262/" target="_blank">Los Entornos Personales de Aprendizaje</a> (PLE, por sus siglas en Inglés Personal Learning Environment) son sistemas que ayudan a estudiantes y docentes tomar el control y gestión de su propio aprendizaje. Esto incluye el apoyo a los estudiantes para fijar sus propios objetivos de aprendizaje, gestionar su aprendizaje, la gestión de los contenidos y procesos, comunicarse con otros en el proceso de aprendizaje y lograr así los objetivos de aprendizaje.</span><div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH-NYx3JkMtYxy4nhyn60tOR-VaTCYDx7oux76173wh-880eNVSr35WmGu4MDrF6a0rR3SHgDjRYokUEr5WJZty_oci2JEQrneWwxbalJANGYAnK_zAVjDQ3gD8oG1vUz08q6Lo8Hoh3A7/s1600/Presentaci%25C3%25B3n1jpgg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH-NYx3JkMtYxy4nhyn60tOR-VaTCYDx7oux76173wh-880eNVSr35WmGu4MDrF6a0rR3SHgDjRYokUEr5WJZty_oci2JEQrneWwxbalJANGYAnK_zAVjDQ3gD8oG1vUz08q6Lo8Hoh3A7/s400/Presentaci%25C3%25B3n1jpgg.jpg" width="400" /></a></div>
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Anonymoushttp://www.blogger.com/profile/04271652003714099462noreply@blogger.com0