Proyecto realizado para la asignatura’’Programación y manejo de datos en la era del Big Data" impartida por el profesor Pedro J. Pérez en el Grado de Economía de la Universidad de Valencia. La página web de la asignatura se puede ver aquí . Los trabajos elaborados por nuestros compañeros de curso pueden verse aquí
1. Introducción
Las energías renovables son aquellas que se obtienen de fuentes naturales inagotables a escala humana, bien porque el recurso dispone de una cantidad de energía inmensa, bien porque el recurso tiene la capacidad de regenerarse de manera natural.
Existen diferentes fuentes de energía renovable: > - según los recursos naturales utilizados para la generación de energía: eólica, hidraulica, térmica, solar, … > - en función de la energía final conseguida a partir de ellas: energía eléctrica, energía térmica y biocarburantes.
La utilización de energías renovables es muy antigua. Los molinos y la navegación a vela son dos ejemplos claros de este uso. En la actualidad, las energías renovables constituyen fuentes de abastecimiento energético autóctonas y respetuosas con el medio ambiente.
Es por ello que el objetivo de este trabajo es analizar la situación de las energias renovables en España.
knitr::include_graphics("https://www.energias-renovables.com/ficheroenergias/fotos/panorama/ampliada/s/schneider-electric-tendencias-9-3-2020.jpg")
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)
2. Datos para la realización del proyecto
Origen: Github
Estos datos han sido faciles de obtener, ya que los he copiado directamente en GitHub. Són datos reales de páginas oficiales de estadística. Los he colocado yo en vez de descargarlos porque no me daba la opción.
Los datos utilizados para la elaboración del presente proyecto son extraidos , principalmente de la base de datos de la página oficial del Instituto Nacional de Estadística (INE) , que puede verse aquí y de otras páginas oficiales como estadística.com o REE (Red Eléctrica de España) como podemos ver respectivamente aquí y aquí
Carga de datos
#Los paquetes que he utilizado para realizar el trabajo son:
library(rio)
library(ggplot2)
library(tidyverse)
library(dplyr)
library(patchwork)
library(maps)
library(gganimate)
#Importo los datos
#Consumo participacion #barres
url <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/consumo.csv"
aa<- rio::import(url, setclass="tibble")
#Dependencia energética
url1 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/dependecia.csv"
bb<- rio::import(url1, setclass="tibble")
#Energias Mundo
url2 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/energias.csv"
cc<- rio::import(url2, setclass="tibble")
#Energias España
url3 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/energiasES.csv"
dd<- rio::import(url3, setclass="tibble")
#Empleo
url4 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/empleo.csv"
ee<- rio::import(url4, setclass="tibble")
3. Energía renovable en el mundo
Mundo
El crecimiento a nivel mundial del consumo de energía primaria procedente de fuentes renovables fue del 7,1%, en el año 2018.
Las energías renovables aumentaron su contribución al consumo de energía primaria en un 0,4%, situándose en el 10,8% del total.
Al igual que en los últimos años, las energías renovables siguen siendo la cuarta fuente en consumo de energía primaria en el mundo.
El consumo mundial de petróleo disminuyó en 0,5 puntos porcentuales hasta situarse en el 33,6% y, a pesar de la reducción mantuvo la primera posición.
Tras esta primera fuente energética se posicionó el carbón, que también disminuyó en términos porcentuales pasando del 27,6% hasta el 27,2%. El gas natural, en cambio, aumentó a nivel global su cuota de participación en la energía primaria. Con un aumento de 0,5 puntos porcentuales, representó el 23,9% de la energía.
En conjunto, el uso de combustibles fósiles representa el 84,7% del total de energía primaria consumida a nivel mundial. Finalmente, la energía nuclear representó el 4,4% del consumo de energía primaria en el mundo, lo que supone un estancamiento de su cuota de energía. En 2018, el consumo global de energía en el mundo creció un 2,9%.
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)
Gráfico
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)
4. Energías renovables en España
Las cifras se basan en la generación bruta de energía a partir de fuentes renovables, incluyendo la eólica, geotérmica, solar, biomasa y el aprovechamiento energético de residuos, sin tener en cuenta el suministro transfronterizo de electricidad.
Esta estadística muestra la evolución anual del porcentaje de energía procedente de fuentes renovables sobre el consumo bruto final de energía en España de 2004 a 2018. En el año 2018, en torno al 17,5% del consumo bruto final de energía en España correspondió a fuentes de energía renovables.
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e/UcsWUnKxZPHN7r/CwiVMrObqq1hg4TsqekMFhZj6Wi94pwv5t1qw4oDeBZL59VpcvrnDpmi/lFz0VL+es7ZzCz4MRVMv6O+YCqq8r6btBRNHV8UEX57fLX5MSj6GentQ9yivuPtMbKv67L6G76A6rdfaNb2ls1ZjT1DWdlOtAd7gwAsETO4qi9uhIqunMqtHQiWc8HUWY27TVf890dwhUXU5JuskwAOwFwG+qYxP+onEasEv7YUTGTTMZf+kf0Wm/+VoJcDrLr9wFVW/wguuQiq1We3rzdavQqP2nsKF5N+RiZxVmX6BBguyuF7Lyzc8bCq/s4LLQNOb2tzO1csD1RdUsXTD99WovWDx6KrUilW25Fo/JkZ7UP/OmZqPqPrsvobvoHqt19I1vaWzVmNPUBZ3U+0BvtIXju7KDVZtejtUYPVUZv1IMF4vJ/yiP5nLwBUOO8uHRJXlmK6TAA/AXgT4pjK4UbGU1Usm/Wsm/asZCwG++vda1UvY3Js2+jEh/0erb3bfFVa5AtP5s9GVh/lkYnDdXOHv1tZrfflGh43h0vR3ceXDyezOtZK3DNT8vnT/XtteMH10GTZjVQ36ld+vxY+h0SfF7Laqy+5r9A6q33qtXNNbOWs1+gRlcTfVHOCtZbjKvweZ3w6Gb8D0qayGI6Gm6TjhGzE8L1o4JPQrsl4nAR6AvejEzokCE6uJwkHMjMZXrdzlnYgEnujfXyXJd94UEZGJ58vHVLM66qveMkSGn898Eea63Lf4ZvdfYeKtqIiIPPm47mTZdUbfSpT+SW+O/icCZa/pSn7xtahIpc1SsOLywQhMrXcfy9c5bIyXlt2JVVncubltP92f6Upof30JWX5fsu+9YP3o0rZl0eGmU2XN5wSTH0MdlrdVPXZfw3dQ/ddrZulWzlqNPkHV+VNWidGXkU6h5Qdx7duhiNG21zuV1etI4IRfoZ59qNMh0fA6AaDuCPBOEghkHl1bDw0bRc5kMplcW1tbWwwGBwezvarqqvC9Zp72BbnvHwKqL6PSd2y1N7vvCrPXcxWXkL1SKrvu2d9WyV57LI+4Ksj2l1u6Zcytt/bl6x02VTaz6VxUrOqRPBzKPoMYjS5Pj/T35zsYriFlVH5fDdsLNRxd2sXx8uu5Dp7XXp02vjS3cE6o8WMoUsu2qsPua/QOqv96LSzdVImNP0HV91NWyX6/jGrfDsWye7aCslNZvY4ETvhWLl3MLa5Oh0T5gutbJwDUn9fuAg6lwELCdLt1TnIt+NIry1HDiw8nq3T91v9EQKT0XdnwZiteX/Y9/mR5gaidpZ07HFpPPL/46iuv5WeIRpejI8vTIoGJhZc/PWX4Y5dTWDm6hp+fkOVlWX59LTQ8LCJrry+LiAQWPl2a32v4mFj6GO7fAdl9TtDIE5RKu6lO26EeP0rDlIZ/m9fpkFD9EgvAoUILvBKSi4Ou/pH8V0sgEJiYmFhYWE0krDxXb6tKP4KXNYjY9GYr/kif/Zm/Qao/ABiq2O7a9OXX1NxYqJad2zc8FVpfT2u9PE4Ecm0/0eXpkX7dMdMta/ResHR0aW3w2jzZ/P7Cc0VXqTV+TEx/DCuzuK3qs/savYOctt5yDT5BNeNTVhd12g6WT2X1OhI44df927wOh8RBuMQCcKgQ4BWQXHwpcwttboCT9fX1UCg0NTXc15x2Ef2v8eTioMvlcrnqcnGXbRCp8c3WXmHV5+SqPGdXq1rv7rNn+VVumTQZ//Z5JPf1DU+FtJSRG0lp+ZXFfbzBRu+F2o6uTIKPvvbFZKX83qhzglG75H63VU27r9E7yNb1mjprNfsEtZ9PmYWfgazXVaftYPVUVq8jgRN+3S9d6vbRsP8SCwAsIsA7X7Y7mcDCF3Sejdeu7xsk21lNwQO5ZXUZPJlbKBNHypTkE8tvdv8VZi9V9JZQsM5633KZu/jQ3y756/jB2gJqfZff99wLAZFKG8nkQWh15xr8/tI3PLWuNYzsq5Go0XuhxqMrn+Ar5PeazwnmPoa6rG6ruuy+hu8gW9Zr6azV4BNUjbtJb7819malOm0H41NZ+Vuo15HACb+2hRip0yFh5yUWANSGAK+25OIrjf1yyV1plrXAmOhZq1h0+qWyK4e14Ej14JCl/2b3XWHf1MuVllCwzomXLfdaUMXwpzPNW3rbRQqqr3XF9V1+7oKufCPV5SDUW4jBOsVED0amNHov1Hh0aQn+rVczF49WVl9ld0SnXy272DX5MbS4reqz+xq9g+xZr5WzVoNPUFZ3U+WW3mzpDVKv7ZB7wyNlv1nkWmIL1etI4IRf94U04bu74ZdYAFCbao9LoZ5qGzs0Nw5p7v6udDqdSGR7DtYULrTKiLDFw6MmEoZDUOefAAssZFefX7eJ4VSLniArXMaC3kKsv9n9V5hfqQQmVrObo3CluuszPRJyRYXrXSh4u6sLuiu2vF6Lyzd52BTumpIdU2WkXOs7N79r8zum+B2Y2NBm31cT9oKJo6v0nesWvo8tmflDlY9hpfdZ27ba3+5r+A6q03otnt6tnLUafIKytpsKitE7jCpNrrfJjYZk13sTtX2UKm+Ewh1rdCqzeiRUXS8n/AKmtl2lixarh4Tucmqok3HgAdiLAN9UtZ70S75ICr5SJhZy380F36XVLlNLemXJTlapvPx3ZOnaS5dvEOADE/pvomxtVt/s/is0WoJIYKK8Qv1lFC7HVEIwXG/5CmpZr5XlV609od+dT2BiQW9O/YPB6s41egMWL5sr7xP79kL50VWynkp1W92SubIXKuzD/X9S9DZKHXaf1ZXa9fG0fHo3f9YyrKQeJyhru6nC1IHcgdeoAG9xOxjR//xUOJVV2UJWvtA54eeWUenbXF+FixbDt6x3SOgvx3KdBHgA9iLAN9U+TvqJ1YWCnoElM2J8onCpBV8vJhJL4RdW9ldnw+uFovUHin7gN36DBa8Vt9NUWIbVN7v/CiusVgLFDVLmlmExIeTXW7xiveJrXa/Z5ZuqvWwzryYqzFnpCtz6ztV5AxV2jX7JpvZJc/ZC9aPL1Ir0lmi8JQuXllgt3YU1fVKqb6uKU1vZfVZXatfHs6bTu7mzlu7E9T5BWdpNuqcB3YXXOcBb2Q5VJMo/B/U5kVZdMSf8at/m+pXoXLTor8TwkKiwHGt1EuAB2MuVTqcFaKC1oGtkWSSwkFiv92PkcAj2MQAcEpzwAcBedGIHoLq1oKvyiHzZnq7qPNIeAMAGnPABwMkI8ACqMxqwJzcKT51H2gMA2IATPgA4GQEeQHXZUYVkeWQwuJYbsieZXAsO9jdoJC8AgA044QOAk/EMPBqNx+UOirXg4Miy/kjPgYnVL4SG2b0AcDBwwgcAp6IFHoA5w6H1TMfNZf0bJ9a5mAOAA4QTPgA4FS3wAAAAAAAogBZ4AAAAAAAUQIAHAAAAAEABBHgAAAAAABRAgAcAAAAAQAEEeAAAAAAAFECABwAAAABAAQR4AAAAAAAUQIAHAAAAAEABBHgAAAAAABRAgAcAAAAAQAEEeAAAAAAAFECABwAAAABAAQR4AAAAAAAUQIAHAAAAAEABXrsLOCw2NjbS6bTdVYjH4+nu7haR3d3dW7du2V0ONO3t7V6vd3Nz0+5CoPH5fD6fT0S2trZ2dnbsLgea48ePb29v37171+5CoOnu7vZ4PCJy7do1u2uBprW1tbOz8/r163t7e3bXAhERr9fb1dUlIjs7O1tbW3aXA01HR4fb7b5586bdhWhOnDhhdwlQBi3wAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAArx2F1APqdjS2XOReFxERPxD4y+eHh3osT6n+P1DL56Z1JnV5GQAAAAAADSK8i3wqdjSWHAuF65F4pHwXHBmKWZ9TonHI+WzmpwMAAAAAIBGUrwFPrVydi4iIuIfnz2TaXZPxZbOzkUiczMnQ/OjlVvJs3P6h2a11vRUbOXsXDgej5xbOT2QndPkZADk3fdu/Fn8L7a273YeO/qxj3zfY+/vtrsiAAAA4EBRO8DHzofjIuIfL8jqPQOT87MyNhcJn4+NTg4Yzzk0O5+bpGdgdD4kM8FwPD+nycmAw+3qX974rd/7w//8tUTuFZfL9fGn+n/1H/zNnhNdNhYGAAAAHCRKB/jU1csiIkMvljaEDzwzJJFI5I3Y5IBuwE6tnIuIyNBsaf7uGZ2/MGp1MuBQ++Z3vvcP/4fPbW5tF76YTqejX3vnU//d0vKvj3//Y++3qzYAAADgIFH+GXgR/8nestd6T/pF5PLVlP4sV6/ERWTomSrN5yYnAw6vvXT615f+oCS952xubf/Tpdf20ukmVwUAAAAcSEq3wNcq03LvP9lr3IG9ycmAQ+yrX0++c7nCD2UiIvKNv0j9yZvf/Mkf7mtaSQAAAMBBpXSA7+k9JRLXeRZde3S9mktLM+FIwYTxSHgucnG8tPM7k5NlJJPJ3/md3yl//Td+4zeOHTtmoqjGcrlcmX94vd5HHnnE3mKQ4/F4XC6Xinvk699818w0P/dTit3H4vF4Mv/w+XxHjhyxtxjkuFyuI0eOtLa22l0ING63dh+fiqevgyrzRd/R0WF3IdDkLr1aWlr4pDiHupdegNIBXgZOj/sj4XhkbkayncRrvdCLiEj8ylURnZCduTU+Hg7HC3qX12aMx8NnV56eH+0xPVmxra2tr371q+XrdLlcLS0tdXvn++Z2u3MXXnAIRx0hJm1s3q46zV/euKXiW8vweDy5MA8nYI84k7qf8YOKPeJAXHo5EJ8UqEjx80jP6Jlxv4jEI3PBsYzgXCQ+ND7uF/2n4wv5x0PzkwNF3dcPiUg8fD5Ww2TAIXTsaFvVadqP0oINAAAA1IHaLfAi0jM6H+pdOX9Ou8nd7x968czkgKzMhCvP03vSLxIX/7NPlzaga036l6+mZKDH5GTFf/roRz/6h3/4h+XrfPDgwY0bN6y/vzrzeDydnZ0icv/+/du3q7edojl8Pp/X671165bdhVh28oOPVp3m1AcfdcLBb8nRo0czd87fuXNnd3fX7nKg6erqunv37s7Ojt2FQNPZ2Zm5IUK5z/gB1tLS0t7evrm5maYDUWfIXXrt7u7euXPH7nKgOXbsmNvt3trasrsQTXd3t90lQBnKB3gR6RkYnRwYnSx8KXYlLiKneg07mqv856J7701OpmltbX3sscfKp93Y2Hj48KFROc2VTqcdVc8hl06nFd0jf2XA/z8dab17r2LE9R1p++kBv3JvbW9vL/cP5Yo/2BT9pBx47BTnyPyksre3lzuPwV65Z+A5fTmKupdegOK30FcQeyMiBnfQ9zz9bKVR5jLPvWfmNDkZcIh1dRz7Ry8OGUww+cmf6+qwv/tGAAAA4ABQO8CnVmbGxsZmVlIlr56LiOjd+p7V03tKdB9i15K/NqfJyYBD7YWhZ/7xL/wNr7e0XzGv1zP1i8Mv/NwztlQFAAAAHDxqB/hswj67FNMyfCq2MhMMx0X842f0RnnTDJwe94tIZG5maSU/69LMXHEwNzkZcMj93U88+wevTv/dTzz7scdPnuw58bHHT35q9Kf/4NXpv/PcT9ldGgAAAHBwuFTv4yS2NDMXKRv03V88Snsqk+qLX60w59DsfNGg8iYnq2ZjY8MJm9rj8WQ6ydjd3VWxy7SDqr293ev1bm5u2l0IND6fz+fzicjW1hZdpjnH8ePHt7e37969a3ch0HR3d2eeuL527ZrdtUDT2tra2dl5/fp1noF3CK/X29XVJSI7OzvO6TINHR0dbrf75s2bdheiOXHihN0lQBlqt8CLyJkOBU4AACAASURBVMDkfGh2yO/P/t/vH5oNXdAZoF1/zvHSWctiucnJAAAAAABoJOVb4E2LLY2dOxkyk+wbghZ4GKAF3mlogXcmWuCdhhZ4B6IF3mlogXcmWuChLuVb4E1KrZyLVBtWDgAAAAAAxzokAT516aKMh7jtHQAAAACgKq/dBTRHz+j8vN01AAAAAABQu0PSAg8AAAAAgNoI8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACjgQAT4VGxpZmZMM7O0EktZXkRsaWxsbClmYl0rM2NjYzMr1lcBAAAAAEDtlA/wqdjSWHAuEo9nX4hHwnPBGTNZPC+2NBcxt7aVs+F49ckAAAAAAKgzr90F7E9q5WwmevvHZ8+MDvSISCq2dHYuEpmbORmaH+0xsYjYUpD4Dlts39t5be0rfxT9s7/4zvce7u099oHjf/UnfvgXPvHTx7s67S4NAAAAgOOoHeBj58NxEfGPF2T1noHJ+VkZm4uEz8dGJweMZk/FVs6fC0dMZnLiO+rqW9/+7tRvhL/z3WuFr3zr2989/0fR3/wnLz3zsY/YWBsAAAAAB1L6FvrU1csiIkMvlra0DzwzJCKRN4zuo0+tzATnwpG4+IdmQ7NDVdeVie9D4+P+/ZQMiIjI1p27vzT3u4XpPWfz1p1/8puf+/PvfK/5VQEAAABwMqUDfIb/ZG/Za70n/SJy+WqVrub8Q+OzofnJgap32seWguG4yNDs5NO1lgkU+P0//PL3NjYr/fXuzu6//Lf/RzPrAQAAAOB8at9Cvx89o/MXRs1Nmunjzj8emhyQ1FXjabe2tt5+++3y1/v6+rxe+7e22639ZONyuVpaWuwt5jD7j9GvGU/wldjb9x/u+Y60NacelPB4PLl/8ElxFPaIo7hcrsw/2CnOkbnYaGlp2dvbs7sWiBR8objdbj4pzuF2u7kYhqLsj5T70NN7SiQeL3/YXXs2vj6y8f2MmS7xJJlM/tIv/VL561/60pceeeSRuhW1by0tLY6q51B58PDhldR7xtPs3r+/eftezwfe35ySUInP57O7BBQ5cuTIkSNH7K4CpfhCcZqOjg67S0ApLr0ciD0CFal9C/3A6XG/iETmZpZyY7+nYkszWq/y8StVmstNsBbfARMePHi4t5euOtnu7oMmFAMAAABAFUq3wIv0jJ4ZvxgMx+ORuWDBUHBD4+OXw+G43tPxlqRWZqzG9xMnTpw+fbr89b29vXv37u2vnDpwuVxtbW0i8vDhw/v379tdzuHV3dl+49Zt42mOdx1zwjFzOHm93sxtqPfv33/48KHd5UBz5MiRBw8ePHjAb1tO0dbWlrmLnpOVc7jd7tbW1p2dnXS6+i/FaILMHhEuvRympaXF5XLt7u7aXYiGm8tgnuIBXqRndD7Umx8Nzu8fevHM5ICszIT3vWit43lrre8f/vCHP/OZz5S/vrGxcft2lcDWBB6PJxfgnVDPoRX40R/64n/6E4MJ/N//oSMtHvaRXXw+XybA37t3b2dnx+5yoGlra9vZ2bl7967dhUDT0tKSeb6Xk5VztLa2tra23rlzh2fgHcLr9WYC/IMHD/ikOEdHR4fb7XbOHiHAwzzlA7yI9AyMTg6MTha+FLsSF5FTvfu57T116WJcRCQeDo6V/hqgvTY0e8F4pHlA3987/TORr/y/Dyo37Y6/UHVoQwAAAACHi9rPwFcSeyMi+uPLAY7wgyd7fn3ykx63/gfw7/9X/8Vff+apJpcEAAAAwOHUboFPrcwEw3H/eGi+8Cb31Mq5iIj4n316X/3O6Y8zp79KwLLRv/YTH/7giYUvXPjaN/489+L3f+iDv/QLIz/78Y/ZWBgAAAAAZ1I7wGfHkTu71HtmcqBHRFKxlbNz1p9cB+zwIz/0A5//ren3Nm6mrm2mxfVo59GTPe+zuygAAAAADqV2gJeBydmhy3ORkk7oy+J7ptlcaDeHE73/+CM/cOoxr9e7ublpdy0AAAAAnEv5Z+AHJudDs0N+f/b/fv/QbOgCOR0AAAAAcLC4Ds0wobGlsXMn7WuB39jYcMKm9ng83d3dIrK7u3vr1i27y4Gmvb2dFnhH8fl8Pp9PRLa2thhGzjmOHz++vb3NMHLO0d3dnRlG7tq1a3bXAk1ra2tnZ+f169cZRs4hvF5vV1eXiOzs7GxtbdldDjSZYeRu3rxpdyGaEydO2F0ClKF8C7xJqZVzkX0OKwcAAAAAgH0OSYBPXboo4yHGbAcAAAAAqErxTuzM6hmdn7e7BgAAAAAAandIWuABAAAAAFAbAR4AAAAAAAUQ4AEAAAAAUAABHgAAAAAABRDgAQAAAABQAAEeAAAAAAAFEOABAAAAAFAAAR4AAAAAAAUQ4AEAAAAAUAABHgAAAAAABRDgAQAAAABQAAEeAAAAAAAFEOABAAAAAFAAAR4AAAAAAAUQ4AEAAAAAUAABHgAAAAAABRDgAQAAAABQAAEeAAAAAAAFEOABAAAAAFAAAR4AAAAAAAUQ4AEAAAAAUAABHgAAAAAABRDgAQAAAABQAAEeAAAAAAAFEOABAAAAAFAAAR4AAAAAAAUQ4AEAAAAAUAABHgAAAAAABRDgAQAAAABQAAEeAAAAAAAFEOABAAAAAFAAAR4AAAAAAAUQ4AEAAAAAUAABHgAAAAAABRDgAQAAAABQgNfuAuohFVs6ey4Sj2f+5x8af/H06ECP1YWszATDcf94aH60ZNZUbOX8uXBkf4sHAAAAAGA/1G+BT63MBOdy6V1E4pHwXHBmJWVxKWfDcf0/zATncuk9t/ilWI3lAgAAAABQC9Vb4LPB2z8+e2Z0oEckFVs5OxeOx8NnV54ua0uvtpRKf/APzZ6ZzDS6p2JLZ+ci8cjc0jMXJgfq9j5gUeIvvvMn/9833tvYPHb0yBP9p37yR37I6/HYXRQAAAAANJDiAT516WJcRIZm50e1MN0zMDo/e2VsLhK/eCk1airBV4zvEjsfjov4x7PpXUR6BibPjF8OhuORN2KTAyT45vvetRuzC5//yqU3C1/s/cCJf/qP/s6zP/7DdlUFAAAAAI2m+C30V6/ERWTomeIg3XvSLyLxK1fNLEKL70Pj4/6yvw1MXrhw4UJpQ35P76maC8b+pN7b+IXpf16S3kXk6veuTc4urv7ff2xLVQAAAADQBIoH+ExUj7xR/ER6Jtb7T/ZWX0BsKRiOiwzNTj5teqWpq5fNLh519srSv/3etRu6f9rbS88t/v61GzebXBIAAAAANIfiAb7n6Wf9IhKZm1mJZXqtS8VWZuYiIjL0YvX752NLcxER/3jI9NPsqdjSTCbym1g86us73/3L//THXzOY4M7de6//h/Wm1QMAAAAAzaT4M/DSMzof6l06OxcJzwXDuVcznc5Vmzcb38+YiuKxpbG5iLb48dkzoxUW/41vfOOVV14pf/2zn/1se3u7ifU0lsvlyvyjpaWlq6vL3mKs+qP1P606zdfi31LufYmI2+12uVwqVn5Qud3aj5s+n+/o0aP2FoMcl8t19OjRtrY2uwuBJvdJ4fTlHJkv+s7OTrsLgSZ36dXa2sonxTk8Ho9w7oKaVA/wIqlLb1wu7YIufvmNq6mBHsNcbi2+S+rqZb/fLxKPxyUenjt7ZfzMpN6c29vbb7/9dvnrLpfL63XQ1nZaPWbcuHm76jTXbtxS7n3lqFv5AeZhdAOHcbvdudAI5+D05TTsEQdS8dLrwGOPQEWKH7WplcwN7WXjvEXmgpfHQxXHkUtl7rM3Hd9Fekbn50cz88ZWzs6FI+Gg9DKQXFN1tPuqTvNIx7EmVAIAAAAAzad2gM8O81aY1HsGJudnZWwuEg+fj43qJuzs6O7m43uh3EB1kXMrpwdKl/DUU099+ctfLp/r/v37Gxsb1tdWZx6PJ3Oz0O7u7tbWlt3lWPN9ve+rOs3j3/eYE7azVe3t7R6P5+ZNeuBzityd81tbW7u7u3aXA82jjz569+7du3fv2l0INF1dXZm7VFQ88R5Ura2tHR0dN27c2Nvbs7sWiIh4vd5HHnlERHZ2dm7frn4vIZqjvb3d7XbfunXL7kI0x48ft7sEKEPpAK91B//s06UxfOD0uD8Sjl++mpKB8oiuDR4v8XBwLFzyN+21oVnjxvXek34R3bHjPR6P7oNnGxsb6XTaYJHNUViDE+qxxP+DH/7ID3z4G9/6dqUJPG732M9+XLn3Jdl9oWLlB5XSn5SDLZ1Os0cciJ3iHLkvFHaKQ/CF4mTsEaiIJwkNpFZmxsbGxpZi1SdFE7hcrtl//Km21pZKE/yDF4b7Tj3WzJIAAAAAoGmUboHv6T0lEo9fvJQaLb6TPXNrvZzq1b1Dvmd0/sJo2auZx+mLbsfPLF8ib8QmB4ra442Xj8Z5yv8D/+qVM//tby+/t7FZ+LrX45n425/4b36xfL8CAAAAwAGhdICXgWeGJBKJh4MzV0o6sRMR//jp/XYxp92KH5mbkYYsHzX48ac+svY//9YX/683/vjP3v7L6zd9R9s+2v/9f/NnA70f4NkhAAAAAAeZ2gFeBiZD45eD4Xg8MheMFP2lqIc6rbN6v0G/9Pp6tP7qypbvH5q1uCjUT1try+mhZ08PPWt3IQAAAADQPMo/A98zOh8KzQ75/blX/P6h2dCFusXrgckLRcv3+4fGZ0PzDCAHAAAAAGgm16HpfTG2NHbupNUW+PpxSC/0Ho+nu7tbRHZ3d50zcgba29u9Xu/m5mb1SdEUPp/P5/OJyNbW1s7Ojt3lQHP8+PHt7W2GkXOO7u7uzDBy165ds7sWaFpbWzs7O69fv84wcg7h9XozI/ju7OwoN4LvAdbR0eF2u50zgu+JEyfsLgHKUL4F3qTUyrkInc4BAAAAAJR1SAJ86tJFGQ9x2zsAAAAAQFWKd2JnVs/o/LzdNQAAAAAAULtD0gIPAAAAAIDaCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAogAAPAAAAAIACCPAAAAAAACiAAA8AAAAAgAII8AAAAAAAKIAADwAAAACAAgjwAAAAAAAowGt3AfWQii2dPReJxzP/8w+Nv3h6dKDHzHwr58+FI9XmMzkZAAAAAACN40qn03bXsD+plZlgOF76qn88ND9qGLIrzDc0Oz85YH2yqjY2NpywqT0ej8937N7u7tG21lu3btldDjTt7e1er3dzc9PuQqDx+Xw+n09Etra2dnZ27C4HmuPHj29vb9+9e9fuQqDp7u72eDwicu3aNbtrgaa1tbWzs/P69et7e3t21wIREa/X29XVJSI7OztbW1t2lwNNR0eH2+2+efOm3YVoTpw4YXcJUIbqLfCplbPhuIj4x2fPjA70iKRiK2fnwvF4+OzK0wYRXpvPPzR7ZjLTmp6KLZ2di8Qjc0vPXMhlc5OTqeDuvZ3f/9/WLvzRxW9efldEjvmOBgZ++O9/8hM/+tHH7S4NAAAAAFCd4s/Apy5djIvI0Ox89qb2noHR+dkhEYlfvJSqOF/sfDgu4h/PxnIR6RmYPDPuF5HIGzGLkznf1e9d+1vBz5z93L/PpHcRubN9948ufvUXf3k29G9et7c2AAAAAIAZirfAX70SF5GhZ4qbwntP+kXi8StXRSo0wQ9MXrgwWfZqT+8pkbj1yRzuwcOH//BXfzsX3Qvt7aXPfu7ff6jnfc/9zGDzCwMAAAAAmKd4C3zvSb3G8Eys95/stbi01NXLZuYzOZljXPgPF9/5828bTPA/hv7XvT37n88HAAAAABhQvAW+5+ln/eF4PDI3c7LwGfiIiAy9aNyJXQnt2fZq81WdbHNz89KlS+Wv/9iP/Vhra6uFgurnP35Fp55Cqfc2vvGtKz/Cw/D28Xg8Lperra3N7kKg8Xq9Jf+AQ3i9Xj4pzuFyuTL/YKc4R+as1dra6oSucyEibrc79w8+Kc7hdrvZI1CU+r3Q5zN1XkGnc9XFlsbmItp82a7wap/sT//0T8fHx8tf/9KXvvTII4+Yq6jOPj769xKGLfAi8ru/9as//4mfbU49AAAAAIAaKH4LvYikLr1xufSB9PjlN65W7sGuZP6rl/1+v98vIhIPz51dWtGd0+RkTvTgYfWBZB6amAYAAAAAYCPFW+Czo7SXj/NmZij40oVlRqATGZo1GiHOeLL33ntvbW2tfK6xsTG7bqH/xV/+9a989WvG0/zBv/qNn/jRjzanHpRra2tzu92Mbu0cra2tLS0tIrKzs/PgwQO7y4HG5/Pdv3///v37dhcCzdGjRzO3B9+5c8fuWqDJPGayvb2t9gXeAeJ2u48ePSoiDx482NnZsbscaNra2lwu17179+wuRHPs2DG7S4Ay1A7wmdvay5O6dru7cRC3tMTaJiuwsbFh16b+X87/n//8X3zeYILuRzr+n//9d1t41tc+7e3tXq93c3PT7kKg8fl8Pp9PRLa2trjeco7jx49vb2/zU5dzdHd3ezweEbl27ZrdtUDT2tra2dl5/fr1vT3urXMEr9fb1dUlIjs7O1tbW3aXA01HR4fb7b5586bdhWhOnDhhdwlQhtK30GvdwT/7dGmIHjg97heRy6bvo8/JdGtfr8mc4eef++u9HzA6KUy+9LdI7wAAAADgcEoH+JqlVmbGxsbGlmJ1mczpjrS1/u5vzjza1an71xdGf+YX/8ufa3JJAAAAAACrlA7wPb2nRCR+8VJpQ3vsfDguIqd6K9zfnpmxbPz40hlNTqaAj/zAyQu/N//C6M/4jh7JvejvO/U7s1P/7FfGc+MAAQAAAAAcS+kALwPPDIlIPBycWYplQ3wqtjQzFxER//jpig/Aa/fYR+aMZzQ5mRJOPNr1z35lPLb2+eiF3/vya7/79S/9u9c/99sjf+3jdtcFAAAAADBF7U7sJN8PfamiDua0iYo7nSsY2L1wvqHZ+aKe70xOVo2NndgV8ng83d3dIrK7u3vr1i27y4GGTuychk7snIlO7JyGTuwciE7snIZO7JyJTuygLrVb4EWkZ3Q+FJod8uc7lfP7h2ZDF6p3Dz8weaFoRr9/aHw2VBbLTU4GAAAAAEAjKd8Cb1psaezcSYsjw9cRLfAwQAu809AC70y0wDsNLfAORAu809AC70y0wENdyrfAm5RaORdRqNM5AAAAAACKHZIAn7p0UcZD3PYOAAAAAFCV1+4CmqNndH7e7hoAAAAAAKjdIWmBBwAAAABAbQR4AAAAAAAUQIAHAAAAAEABBHgAAAAAABRAgAcAAAAAQAEEeAAAAAAAFECABwAAAABAAQR4AAAAAAAUQIAHAAAAAEABBHgAAAAAABRAgAcAAAAAQAEEeAAAAAAAFECABwAAAABAAQR4AAAAAAAUQIAHAAAAAEABBHgAAAAAABRAgAcAAAAAQAEEeAAAAAAAFECABwAAAABAAQR4AAAAAAAUQIAHAAAAAEABBHgAAAAAABRAgAcAAAAAQAEEeAAAAAAAFECABwAAAABAAQR4AAAAAAAUQIAHAAAAAEABBHgAAAAAABRAgAcAAAAAQAEEeAAAAAAAFECABwAAAABAAQR4AAAAAAAUQIAHAAAAAEABBHgAAAAAABRAgAcAAAAAQAFeuwswKbY0NhcZmr0wOVDwYmplJhiOG8xVOoPOMk3NlYotnT0XiWur8vuHXjwzOdBjungAAAAAAPZLjRb42JJu0t6f1NXLpiaLLY0F53LpXUTi8chccGYpVveKAAAAAACoxPkt8KnYUrBCfO8Znb8wqjNHpmHePx4yaH4XuXolLtUa6SW1cnYuIiL+oVmt0T0VWzk7F47HI+dWTg+M0gwPAACAAy2dlrevp9+5IVu70uqR7+uUH3m/q81jd1nAoeToAJ+KrZw/F44Y3SSvM9PK2XBcxD9+xjhdx96IiIj/ZK/hROfDmZQ/n0v5PQOj8yGZCYbj4fOxUcOfCAAAAAClvXtbPvf1vXdvF73Y3iqf/Ij8xAddNhUFHF7ODfC5B9z9Q7NnnnmjUit82Vzm4rt2A73/2acNJkutnIuIyNBsaUyv0PQPAAAAHBzv3k6/eim9fb/09du76c99XXYfyk89RoYHmsq5AV5ExD80/uLp0YEeib1hboZsi/mLVe9tv3olLuJ/tvfqytJZrZG/rHM67Sb7Z2hlBwAAwOHzb96W8vSec+4b6SdPuLramlgQcOg5N8DX0MpdscVcZ9Krl0UkHp6by78Wj0fmggVd3WuN9Cd7S7qhz/2sAAAAABxQ396Sb26mDSbYeSj/+Wp6+PtphAeax7kB3rpM87t//LSJFvNM43pR53SplfNnw5F4ZG7mZGi+sAX/0tJM0YP48Uh4LnJxvHiirLfeeuvXfu3Xyl///Oc/39nZae0NNVJLS0t3d7fdVUDjdrtFhD3iHJk9IiLHjh3z+Xz2FoMcl8vl8/mOHDlidyHQeDxaH1acvpzD5XKJSFdXVzptlLvQNJk9IiKtra3KfVK+unFP5I7xNN/ebunu7mhOPXXEpRfUdYACvNYrneFT7VnaEHJFndP1jE7O98rYXCR+8VJqdLRHC/nxcDhekPMlFVs6OxeJx8NnV57WifA7Ozvvvvtu+RrdbnfuQscJXC6Xo+qBFFwKwzlySR4OwbnLmdgpTsO5y4FUPH3deWD897SIa2s3rdz7ylG3chxmBybAZ2+fr/70u0jl+/MHnhmSSC7Ba/xFje09A5PzszI2F9Hvhd7j8ei2tO/t7Tnkt/DcL8EOqQcZLpeLPeIcfEyciY+J0/BJcSY+KU6j7iflWIvhvfFpl7iko82t3PuS7E5xTuW5gwSo6qAE+NSli3XpcK73pF8kHr9yVaQn82+9Nv2B0+P+SDh++WpKSh+Ff+qpp7785S+XL3hjY2NjY2N/xdWBx+PJ3Cy0u7t769Ytu8uBpr293ev1bm5u2l0IND6fL3Pn/O3bt3d2duwuB5rjx49vb2/fvXvX7kKg6e7uzrRfOeELDhmtra2dnZ03btzY29uzuxaIiHi93q6uLhHZ2dnZ2tqyuxxrPthi+GeXiMiHj+6qeAbo6Ohwu903b960uxDNiRMn7C4Byjgod1jVt8P4otHhT/VWatOPX7lal9UBAAAADvPhDvm+TqOW4Ra3/CTdOgPNdUACvPb8e2HuNpJamRkbGxtbipX9JfNDQCaz9zz9rF9ELl9NVZjM9PoAAAAAtbhEPvVR15HKN+z+/OOuR49w7zfQVAcjwGsDvpnqv05EpKf3lIhI5I2SBJ99kF5ryM9MFg+fLw36VvrLAwAAAJT0oXb5lQH3B4+Vvn7UK//1R91/9cOkd6DZDkaAL2w3N2Xg9LhfRCJzM0sxrX09FVuaCZaMQ1cw2UrhdHPkdwAAABwCpzrlv/+4e/JHXD970vX0B1w//SHXp55w/daz7gB3ogJ2OBCd2GkN8JVvaE+tzATD8cLu5HtGz4xfDIbj8chcMFI46dDsmYJ+7HtG52evzMxF4pHwXCRcMJl/aFZ3GHgAAADgQHG75GPvc33sfXbXAeCAtMBnGuAt6hmdvxCaHfL7sy/4/UOzoQuTpd3KD0zOh2bHS6ebLxs/DgAAAACABjo8I4XGlsbOnQzZ1my+sbHhhE3NMHLOxDByTpMbRm5ra4th5JyDYeScJjeM3LVr1+yuBZrMMHLXr19nGDmHUHoYuQOMYeSgrgPRAm9CauVcxMpD8gAAAAAAOMohCfCpSxdlPMRt7wAAAAAAVR2ITuyq6xmdn7e7BgAAAAAAandIWuABAAAAAFAbAR4AAAAAAAUQ4AEAAAAAUAABHgAAAAAABRDgAQAAAABQAAEeAAAAAAAFEOABAAAAAFAAAR4AAAAAAAUQ4AEAAAAAUAABHgAAAAAABRDgAQAAAABQAAEeAAAAAAAFEOABAAAAAFAAAR4AAAAAAAUQ4AEAAAAAUAABHgAAAAAABRDgAQAAAABQAAEeAAAAAAAFEOABAAAAAFAAAR4AAAAAAAUQ4AEAAAAAUAABHgAAAAAABRDgAQAAAABQAAEeAAAAAAAFEOABAAAAALIWdBkYHBwcDC6uJe2u8nAjwAMAAAAAqohGo9Hl6ZF+12BwsV4pPrkWHBys29IOAwI8AAAAAMCs6PJ0fz1S91rQ1T+yHK1DRYcIAR4AAAAAkDOxmi6XSCRWFyYC2iTR6f7gmq1FHlIEeAAAAACAsb6+vuGp0HpiIZvhl1/h3vfmI8ADAAAAAEzpm1pfncj8Mzr9Ko3wzUaABwAAAACYNRzKRvjl18sTfDK5thgcHCzuvr6k9/rk4qDL5RpZFhGR6HR/ZrKSBv3S5dAHvggBHgAAAABgRf8T2n30b75TlKiTa8HB/v6R6eVojjyiQwAAIABJREFUYdd0Wu/1gxYemk8uDrpKl5PrA/9QN/sT4AEAAAAA5vU990ImwUffSuRfTS6+lOlUPjCxmsh3freq9XwXXR7JZu++qfV0Oq214wcWMhOvT/VllzPYP51ZzkJ+QQltQdHlkcOc4QnwAAAAAIB9Wnt1OioiMrG6Hhruy73cNxzKPTVf0mCvK7n4Un45U/kF9fUNZ7vQix7i/vMI8AAAAACAWuQj+drryyIigYVPD5dNlb3lvqjBXl/yi69p8T1Uvhzpm/pCJsIf2v7zvHYXYFJsaWwuMjR7YXKg4MXUykwwHDeYq3QGI5mF+cdD86M95ave58IBAAAA4MB58vFsE/lwKJ0OVZiq7/EnRaIV/lgkl9+f14nvhYt6852kFLTzHxpqBPjYkm6ErqPUytkKPwWkrl5u7KoBAAAAQCWJt6rF8WQyKYlEQt55/fXX3izu1M7MgpdHXMuGE0bfSogQ4B0oFVsKVojvPaPzF0Z15sg0zPvHQ2ZbyCvHd5GrV+JCczsAAABwEDzYk+9ui8slLXuuFnfa7nIUlXznzcw/Ak/0F/9hLfjSK+bjOixzdIBPxVbOnwtHjG6S15kpE8b942dKboWvNoe+2BsREfGf7LVUBAAAAABH+e5d9+q3W79+3bO7lxZ56HX5/F0Pn/vw7sn2PbtLU032PncJvPBcvhE813m8JhAIPPnkk0888fxzzw0nXs2O+m7SxGpa7xl4ODfA5x5w9w/NnnnmjUqt8GVz1Rjfh8bHL4fLc3zmBnr/s0+bXBoAAAAAx/n6de/vvdO2u+fKvfIg7XrzhvftTe8nf3An8P77NtamnGx384VPwOc7jw9MrH4hVPp0etW+67L6nwgc6kfcq3J2L/T+ofHZ0PzkgOn0HDsfjovI0Itm43tsKRiOiwzNTj6t+/erV+Ii/md7r64szYxlzMwsxVJmCwIAAABgr2v33P+6OL3nPEzLv/tm27e2nB2LnCS5Fsy2pRd2OJ9tlA8slKf3XA/1JvQ9/qSIiERf+6L+QHHJxUGXy+VyDR7SgeSce6T2jM5fmJ8cNR/eRVIr5yIiMjRr9nH1TOd4Bg/LZxrg4+G5ufyd/PF4ZC44thQzXxcAAAAA26x9p+W+XnrP2EvLF7/d1sx61JRMri0GBwf7c7fCT7w8Za6JPLn4ivnb54c/vRAQEYlOv6QX0XODzZtd+UHj3Fvorcs0v/vHT1uM7wZ322d6sMvcxp+5ESCVWjl/NhyJR+ZmTpaNOCci77333tqazpiEY2Njra2t5gprILfbnfvH0aNH7S0GOV6vlz3iKC0tLZl/tLa25j41cILcroETuFza1TCnL+fwer0icuTIkXSarrkcIfcl4vF4+KTY6M0bHuMJEjc9rlbfEQ8fnIyqXcCLBBYSRc+o9z33QmA6GpXo9EvBx3ON8Mnk2qsvjSznH4wvujNeu10++toXk1NTfclksq+vLzPU+2v901GJTvcPvrXw8qensgtbW3xpRLtNX2+w+cPhAAV4rbs5s4+rm4jv2SHkhmbnc030PT2jk/O9MjYXiV+8lBotm/ndd9/97Gc/W76o559//tixY6Yqawqv15v5jodzOOoIQUZbW1tbGz/JO0hra6sTfgxFCU5fTuPz+ewuAaW49LLR3Qdy+/4942kepmXbdfT4sYqt9Cik+5R739TLE6+NLEclujzSv1wy/cLLT7w2Mh0tGfwtO6R7dLrfNS35juv6ptYTMtg/HZXo8vTI8nTp6hcS64e0+V2cfAu9Rdnb5809/Z5amake3zO38V+4UD6A3MAzQyISv3iJZ+EBAAAAJzMZysnuVQUCgYmF1UQiva7zlLuIDIfWE6sLE4FAwRwTC6uJxHpoanjq5QkREVl+fa1wjsTqRKBgEbl75vum1tOZhRX8ObO49CFO73JwWuBTly7GRWToGTO3z1vvqr5U70m/SDx+5apIyRJOnjz5mc98pnyOhw8f3r59u7a11ZHb7c78Kv/gwYN796r8EommaWtr83g829vbdhcCTa6Z9969ew8ePLC7HGiOHTu2u7t7/z4dBTuFz+fL3B7shC84ZHi93iNHjty5c4db6B2CSy+H6Gz13toVkXSlnO51y9G97du37fngtLe327LecsOhdDq0nwX0DU+Fhqd0F6G/7L7h0HqlVWYWtp9yDqKDEuAzD6ubzO+ZsC/xcHAsXPI37bWh2fJm93J6o8MfP3789OnT5dNubGw44azt8Xgy3yJ7e3tOqAcZXq/X5XKxR5zD7XZnAvz9+/d3dnbsLgeaY8eOcQXsKLkHetkpztHa2nrkyJGdnZ29Pca1dgSv15u59Hr48CGfFBs99WjbV77bYtDK7n/kQfr+vXs2/UTsnAAP5zsgt9Brz7/rBOr9SK3MjI2N6XU4n/m94FQvo8MDAAAADvc3Htst6KCutJnd65bRk7tNLgmozcFogc90Nme2/7qe0fkLo+XLWJkJhuP+8YKu5Xt6T4nEJfJGbHJgoGjSzPP2ptr7AQAAANipuy0d9N8Lf+PI9gNXSTt8izv9qf6dDx3jphWo4WC0wDeqQXzg9LhfRCJzM0sxrb+6VGxpJmhtuDoAAAAAtnr8kYe/9rHtn/rA/WNerQX+qDf94+978Ksfu/tjx+nvBso4EC3wWgN85RvoM63rUtS8bkrP6Jnxi8FwPB6ZC0YK/zA0W3MHeAAAAACa7tG29N/+wZ1P/uCOtHWIy5W+e8tN1/NQzYFogc80wDdGz+j8hdDskN+ffcHvH5oNXZgcIL4DAAAAqnGJdLZKV5uL9A4VuQ7NKCOxpbFzJ622wNfPxsaGEza1x+Pp7u4Wkd3d3Vu3btldDjTt7e1er3dzc9PuQqDx+XyZToO3trbohd45jh8/vr29fffuXbsLgaa7u9vj8YjItWvX7K4FmtbW1s7OzuvXr9MLvUN4vd6uri4R2dnZ2drasrscaDo6Otxu982bN+0uRHPixAm7S4AyDkQLvAmplXMReo0HAAAAACjrkAT41KWLMh4yMbQ7AAAAAACOdCA6sauuZ3R+3u4a/n/27j+6rfS+7/wXBEhJlCiJI8U26fFMxgZkWFY3STmJp0CnabLeooBCRlXP0TTJabTtlkByeFJAuxH31+zyYM9s6lI9EdldpgugTY/W3c1KqbUyGRFGsk6aKrxRnYHjOKoCC0gdyQ4xY0szkqhf/CHe/eNegiSI3wB57xXer4M/pIvn3vuIEEl88DzP9wEAAAAAoHFtMgIPAAAAAIC1EeABAAAAALAAAjwAAAAAABZAgAcAAAAAwAII8AAAAAAAWAABHgAAAAAAC2iTbeQAAAAAAKV9ObfybMXoToiIiP+T9v1dNqN7YV4EeAAAAABoa7+VW3m4pBrdCxER78ft+7uM7oSJEeABAAAAoK2poqqqKQK8iCrCCHxZBHgAAAAAaG+qKmYJ8KiEInYAAAAAAFgAI/AAAAAA0NZUddU0U+hRCQEeAAAAANqbKmKS/G6SbpgVAR4AAAAA2px5EjwqIcADAAAAQHujiJ1FEOABAAAAoK2pqqm2kUNZBHgAAAAAaHNMobcGAjwAAAAAtDfyu0U0uw98LpcMeb22aryhyWQu15IeAwAAAABaSFVVVV01w8Por4TZNR7gc8mQ12ZzuQJxRanaWIlHAi6XzesNJYnxAAAAAADUrZEAn0tOhrw2VyCuB3dPMDgxO5vNZrNqsWw2Ozs7MRH0eERERFHiAZc2HN+6fwIAAAAAoAlaFXozPFBRvQE+lwx5XYFIXBHxBCdms1lVVedisbDf73Q6nVuaO51Ovz8cjs3Nqaqazc4GPR59OJ6xeAAAAAAwgy0jscYx+kthcnUF+OSk1xWIK+IJzmaz6lws7C+R2ctzOv2xuTk1OzsR9IgSD7i8k8k6uwsAAAAAaDXVTA+UVd8I/E3FE5zNqnOx+pL7Zk5/OKbFeLnZ8EUAAAAAAK1h+Mz59YfRXwpzq2sbOX9M9bfqxk5/ONayiwEAAAAAGsTAt1WwDzwAAAAAtDcKyFkEAR4AAAAA2hsB3iII8AAAAADQ1lh9bhWN7ANfUS6XDHm9XtsaL7u+AwAAAICpGV67jn3ga9LaAJ+b9LpcgbiiKIVDihKPBFw2dn0HAAAAAHMyPLevB3gyfCWtnEKfmzwdUUREPJ7gqVMnjhwRuXXryqVLcUWReOD00excuPHN5wAAAAAA24TcbAktHIHPXb2kiEhwVp2bi4XDfr/f7w+HY3Nz6mxQRJRLVxmEBwAAAADTUVfN8mhILjkZWl/HXWEZd25Tu+qrvZMhm80WSpa9bWjz6vHtn3deV4DPJSt1KHtTEZHgia27u/tPBEVEuZmts3MAAAAAgG2nmulRp2TI6wpE4uvruLVl3N7J4vCaDNlcm9rFIwFX2XQuIslQIF7uuVwyZHMF4ptXjwdc3krXa4G6Anz2SsBV7WOKG7e2Ppm8UvafDQAAAAAwlGqaKnZ1dz0ZCsQVEU9wNqtqsrMTHhFRIpvDuZ7GPRN6Q71ZPLA16YtoAb1CfJ88rV2tcNu1u8bfKXm5VqkrwLuOevSPKWwlZgfo4+wRl9cbmkyumQx5vdq/u9TYPAAAAADAYMYn90IRu7rkJt+Ji0hwdi7mXyu45vSH52aDIiLxK8mtDcN6w0KzLYu9c8nJkNdVPr2LJM9FlKLbOv3hueyER0SJnNvGQfi6ArwzPKdmZyeCHhElvnUw3h+bDXpEn7GwRp+i4AnOxsjvAAAAAGA+huf2BgN8uXXc2ujy+vzwtYJtRQ39Zyc8RQk+N6lNyBdPcDarfQ5QrPBhQHHEdYbnVFVVtzP51l2F3ukPx/zhs8nQ6UBciUcC8YgnOHtB/9zBH5vLnpg8904kvr4SQDye4NsX1j8PaUx6aiia8o1NjwxsOJifGQ0lMhXOKj6hEu1i7uHY+GBf0TPpmcsXEyn9Rm7f8FsnBwf6tl4BAAAAACzJPPu31dUNf0xVYzW0Kxf0nUeOiSjKzazIhsDqCU68fTbsd0rySj0X2wkNVqF3+mNlBuOd/nBsTlsEkNVWA8zNNZveJT0VTTV3hWryM+dLfxSQnxkNRQvpXUQyqUQ0NDqV3t7+AAAAAMAOMXzcvcEB+LK0MmyeU8e1JJq7dUNEPEddWxq6jnpkUyU3Z3hOnYuFK0TYDRfbVIa+hqL2zWtmH/j1wfh3NgzGn/U79TUFzpbs+p5PT4XKxPe+wfHpwRJnaAPz7uFYrcPvFeL7+URGxO0bOzOiDbrn01Pno6lMKjr1Ru2j+wAAAGg333u8+rX5J/knz5afqwd329y96g9/rLPDZnS3gJKa2MLNhNbmuL8dbkkkLeNqyLtp6rkSjwTilyayc9t512YCvMbpj835zya1ifPxgCvekinzIlI8d73Wk/TMPXymeCp8lTNKSF/WLzVSmDLfNzByZvh2KJFJXU+PDJDgAQAAUOT5qvpv/+zZb//54uqG4cTfEXl5v/0XBro/vt9uXNeA0v67n/zY7s7Ss7P/5X+4+x/fe9rCe+1y2L5w/OVyzzqa/5QrGXJFFBHPxNma57gXz6GvSJtBr0QiimxYTp7TVpkrkdOTx7cxwjcf4EVkfTB+Q4xfWzbQqMICd7dv7Mwb18uNwm85q8H47hsevp0ozvEDI9PTI1vO6Ot/VaS+TxUAAADQNr74zae/f3tp6/HvPnz+T+ce/U8/3vMD3Q2uYwW2yf/19XtPl0uPwOcfLqutm9ouIksr6v/+B++Xe/a/+Zsfa+rqyZA3EBfxBGfrSdGlJtdXP2nTYLvTH5ubFVsgrkTOJcPbVseuoZ8duVxyMhTyakKhyWROm+qvrX/PzgYr7TZXD7dveCw2PlJ7xThtyFx8b9Ua39NToURGxDc28nrNvcrP3xYR9yv9NZ8BAACANvGteysl07tmYUn9jT9t5WAm0BJ3PlzM3X1W8vF46flaibvWPFZVtdy9cnefNfNRQW7SawvEFfFMZOe2sRK8tmx+fYH9Oq2o/cYV9S1Xd4DPTXptLlcgEo8rmng8EnC5bN7CdvXlC9zVpW9wfHp8pK5y7/mZiykR8Y3VujhdK45Xx2J5yaentIkBtX9GAAAAgPbx78und8033l9+sGiSct/AGsOL160/GvwXJENefeZ8iUXoziPHRJ8oX0SbD3/sSP1Tx8ufU+o+rVLnFHp9OYGIeDweOXbs2I0bNxRFWwLgCh1Z3/Gu4m5z22RtxfrJOuN7bbPt01NDa7P43cNjZwbL3OSP//iPh4eHtx7/6le/euDAgdo6thO6uroOHz5sdC+wCa+ICfX09PT09BjdC6zbu3fv3r17je4FivHjy2xeeuklo7vQ1u4s3KncQFXlg9XuTx3mp5nB+Nm1kXk2kWtILhlyrU2cLz307jrqEVFu3MrJ5khavjx9ec7jpzwRpcTF1j4OaGhCfo3qGoHXi/l5JrKqOjc3NxeLxebm5lRVzU54RCT+zmTRQPvmwfgr2/c5hIhI+npKRNxvvl7byHh98V3y87fdbrfbLSKSSUTPT83kG+8qAAAAXlCPF59XbfNo8cUp940XhPED74V95Or+JGEtvVeaOO88fsojokTOJTefei6ilJwMX5E+nl98sS2b122Hukbg9Q3rtxbjd4bfDkYC8dK1+woF7q4209Fq1qbP1zazPT8zWld8F+kbHB/XtqzLp2fORxOpREj6S2wkt2vXro9//ONbz19dXX3+vPpP8x1gt9tFRFXV1VV+c5hFR0eHiPCKmEdHR4fNZhOR1dXV1lZtQTPsdjs/u0xF+4UiIib5BQcRsdlsHR0d/Owy1v5dHR8+rfJNsX+XjW8cA5ntrVfhx6mRWroJ+07KTXrX0nvFonX6sHk84BV9ZnguOXk60Fjg9p+d8MQjSjzglULpdq0KfUOXq0cDVehLTRXQZh5U4vSHw/Xfq2b5d69lRMT3Ri3T5+svVb9R38Dg+NidoWgqdXHm5EDxFY4ePfrlL39561n37t378MMP679bi9nt9t7eXhFZXl5++PCh0d2Bbt++fQ6H4/79+0Z3BLru7u7u7m4Refz48eLiotHdge7QoUNPnjx5+pTiT2bR29urvek0wy84aLq6uvbv33///n3zJJM29KnejtsVf6U7Omw/4Hj64YfPdqpHKNbT09PR0fHgwQOjO6Izw2T+plafG0kbQhdRIi5bpMTzwdm1Zd7O8IXZm66AtmfaphYNbPrmDM/N3vSurRbf8ESd1e/rV9cUev+JoIgokdOhZC63Nls+l8slQ6cjiogET2xfqb8q5u/Ukd+1sC+ZRGhonbZnnX5sKl35Ev2vuJvuMgAAAF48P/Harsr7WP+1lzu7O5ve6RpoOcMnzzcwC0Cbs14jpz+mL+/WeYITWbXRcvX+2Fx2diLoKVzO4wnObmv1exGpdwRenypQ/KGFxjNx1rD8rq9/b/HObvpW9L6xElPlAQAAgK1e7un4O+7dX/qz0gPsfT32U5/dvcNdAqqz6BR6f0xVY3W015Z3135G5evXe7VWqHMKvTM8lz0SOh2IK5uPb3+J+Yr0ndlrrF/XNzg+Pbj1GjOjoUTGPRwbL8yK7+t/VSQjqevpkYFNCV7fbv7VfnaSAwAAQJGfOrJ7/66O37z57NHS+loGm8hf7es8/UPd+7oYfofpWHYKfdupfw280x+bq+tTjh2gTaBvfZ4eODnsTiUyqeiojJ0Z0bakz6enzkdTUs9+dQAAAGgvf+PVrs99vPPG3dXvLTqeLasv7RHX/uf9PSaoVQaUZPF95NpHA0XszEcfgC8/gV6fC79peL0mfXq9ukwqGkptfMLtG6vzUgAAAGgnuxy2z7286+DBgyKyuLi4sLBgdI+A8tRVUc1R/NKKM/l3UF1F7MxKG4DfJgMj07Exn7tQtM7t9g2PxcZZFQ8AAAAA2Em2erYJzSWT4m/dSvcWX66K9NTQxVfqHYFvnXv37plhR9bCNnJLS0tsI2cebCNnNoVt5BYWFthGzjzYRs5sCtvI3b171+i+QKdtI/fBBx+wjZxJOBwORuBNiG3ktnrrX9148HTF6F6IiMR/1v3KSxR6LKuuEfjslYDL5g0lc9WbVpFLhrw2V+BKtukr1Sg/czFF0TkAAAAA2Mrw3eMa20au/dS3D/zZCY8o8YDL5g1NNhbjc7lkyGuzuQJxZSf3ncu/e02GY0x7BwAAAICtVNM8UEl9a+Cd4Tk1Oxv0iBKPBFw2m9cbmkzmaknyueTkZMhrs7lcgbgi4glOZNW58I7tO9c3OE7NOQAAAAAowfBxdwbga9TgNnJnk6HTgbiiKHElEI+IiHg8wWPH5OiJE0fWm966cuXmjRs3FGXjrvGe4OyFs36nYXvGAwAAAAA2YfTbGhrcRk5L8bnkudOBuJbOFSWuKCLxeNlzPJ7g20R3AAAAADAZEw1/m6QbJtXMPvBOpz82p8Ykl5y8euXSpaKRdp3H4zl26u2zxwnuAAAAAGBGqqqaYc8sIb5X00yAX+P0h8P+cLgFVwIAAAAA7Dim0FtDKwI8AAAAAMC6VDHLFHpz9MK0CPAAAAAA0NYYf7eK+raRqySXS06GvF6vTef11r7JHAAAAADAKIZvH8c+crVpzQh8btLrihRVsFMURRQlEI+IZyK7g1u+AwAAAADqQXi2iBYE+E3p3ePxHDt2TERkfQN4JeLyChkeAAAAAMxIG/42uhcak3TDpJoO8LnJ01p690zMXgj7i0J6Ljl5OhBRRImcnjxOhAcAAAAAE2IE3hqaXQOfPBdRRLRZ8sXpXUSc/vBcdsIjIkrkXLLJewEAAAAA0LaaDPC5WzdExDNxocLgujN8YcIjIjduUc8OAAAAAExHXTXLAxU1GeCzNxUROXak8tx455FjIqLczDZ3MwAAAABA6xlde54i9DViH3gAAAAAaHPsBG8NTY7Au456RCR+pfLy9uSVuIh4jrqauxkAAAAAoPUMH3lffxj9pTC3JgO8Njle4u9Mll/fnpt8Jy5SfaI9AAAAAGDnqabBRIDKmq1C7z+r15h3eUPJXHGKz+WSIX2TeM/EWX+T9wIAAAAAoG01vQbeGb4wcckVUUSJB1xxEfF4PNoziqIUWlWuUw8AAAAAMAwV4C2iBUXsnOG57JHQ6UBcy+sbc7uIiHiCsxdiJfaIBwAAAAAYj5nrVtGaKvROf2xOPZtLXj135dKNG2tHjx07deLscb+T7A4AAAAA5qUKe7hZQgu3kXM6/eGYP9y6CwIAAAAAdgBj8NbAPvAAAAAA0N60Ldxgei0L8LlkMlulicvFdHoAAAAAMBnz5Hdz9MK8WhDgc5Oh05G4Ur1hcFaNEeABAAAAwGTMM4XeJN0wqaYDfDLkisRb0RMAAAAAgBEYgreIJgN8bvIdLb17JmYvHHdVbsz8eQAAAAAwHVVVVZMEeFTUZIDP3lRERIKzc2F/K7oDAAAAANhp5plCj0paUsQueIL0DgAAAAAWZZ4p9KioyQDvOuoRqaF+HQAAAADAnFQhv1tDR3OnO4+f8ojEryRb0xsAAAAAwI5TTfNAJU0GeHGG3w6KxAPeyVxL+gMAAAAA2GGG53YyfE2aXwPvj2VnxRWIuGwRTzB4rELLo2djYQrRAwAAAICpUIXeKlpQxC55Tt9KTpR4vNJ6+OCJmBDgAQAAAMBcKGJnEc1Ooc9NegMVUzsAAAAAAGhekyPwuauXtPTumZi9cNzvZIAdAAAAACzGPGXozdEL02oywGdvKiLimcjObfPq9vTUUDTlG5seGSj1bD49df5iKpPR/uZ2+946MzLQV/Wi+fTM5YvX1s5zu31vvnVycOt5+fTM5YuJ1NrVfcMlWwEAAACAJbEG3ipasAZe5NiRbR55T09FU+Wey6enQpufzWRS0dBt39h46bRfuOZodC2Ur52WiaauDcfGBzek8/zMaCixqVkqEU1dq3Z1AAAAALAMyr9bQ5Nr4F1HPa3pR3n59NRQhfg+cz6aEhG3byw2PT09PT0dGxt2i0gmdXEmX/6q6aloKrPxtMJ5idBUeuPlE8XNfG6RTCq6oRUAAABa6HuPVv7se8+ydxefLq8a3RegPWhF7Mzw4HOEipoM8M7jpzwi8Xe2Zxf4fHpmajRUPr2LpC8nMiLiGxsvTJnvGxgcjw27RTKJy+Uydn7mYqroNOkbGBwf84mIpK6vnadd3j18ZmOzkTPD7k2tAAAA0BrXvv34l39r/r+emf9fv/q96O+8/wuX//L8te/PP1w2ul/AC041DaO/EmbXbBV6Z/jChEeUyOlQssUZPj8zGoomUhlx+8ZiWrLe2kTP4cWz2fsGx6enp8ssmBeR+TsZEfG9Ufz8wBs+EZHb8/rY/cDI9PT09KYp9SLS1/9qnf8WAAAAVKaK/KuvfRC7fu+9hZXCweeravq7T9/+yns33ntmYN8AwCSarUI/GTp385hHFCUecMXF4wkeO1a28dGzsTpL3RUKxqWvl3q6XA6vamBkenqk3pMK8vO3RcT9Sn/DVwAAAMBmv5t79Ht//qjkU0vP1X/+B3f/2WD//l3NDj4BKMPac9dzyclz71yKK/oWaZ7gqbfPhv0lwmduMnR6vV1wokyzgmTIFogHZ9WYv4mbtlLTVejj8fj6XxVlrfulBE/EpPZ/Tt/g+PRgxRYbgvSmMvSN14lPX0+JiPvN18uem09PnY+mMiK+twYpRA8AANASqipX/uODCg2eLK9+JfPw1A8d3LEuAW3FPNPXG+hEMuQNxDfGUEWJK4H4pS17pSVDtkB8Y7t4JBC/WTqd6ydsat/QTVusJVXoDfbu1GhiYz15rU58UTX5GqzNyC8dzTfU0nMPj50ZLDPsPz8//6UvfWnr8Z/7uZ/r7u6uqz/bwWazaX+w2+179+41tjMocDgcHR0dvCLm0dnZqf1h165dDseL8HPyxWCz2bq6ujo6GH8zi8JrwY8v89BelO7ubpO8Ea/dt+8tfvjkeeU2f/qeV43cAAAgAElEQVT+4j+w2n+2wreJw+HgO8U8HA6HzWbjFdlELyBnQclQIK6IeIKzF2La8HcuOXk6EFGUiCt0ZEM419O4Z2L2QtjvLDSLB7xHS4XuXDLkqhDfa7xpyzX5xtQfU9VYa3pSP20GfSaRyIjbN7ZWaE4fI88kzs+8Xk+ET0+FtIp1J0tvNT9/2+12i2QyGckkoufvDJ8ZKXX1999//8KFC1uP//zP//yePXtq7s22s9vtpuoPRIRXxIS6urqM7gI26ezsLHy8AvPgx5fZ7N692+gu1O3h8lLVNt9/tGLd/2y89TIhXpEXQm7ynbiIBGfn1kOz0x+em71pC8QlfiUZ8/uLGob9Rc2US1dz4Y0JPpecPPdOJF52bnnNN90GL8I4hns4tqma/IhWTb5CFfot0lOj0ZSI2zdWLvP3DY6Pj4+Pj+v7zWVSm7abAwAAQOPsHbaqbTrtL8IbV8CkDN89bv1RV7+zNxURCZ4oDsz+E0ERkRu39FLruauXSjX0n53wiCiXrq5XZM9Nel2BSFwRT3A2Oxts5qbbwcpTQ/tfcYtkSi1ZHzg57E4lMrfn81J9KXx+ZlQfe69t0n3fwOD42J2haCp1cebkQPEZr7322he+8IWtZz1//nxhYaH61bdZYZ72ysrK06dPje4OdLt37+7o6Hjy5InRHYFu165d2tj706dPV1ZWqrbHzti3b9/S0tLSUvVhOuyMvXv3atODzfALDhqHw7Fnz55Hjx5Zbgp9b2f1H7Z9+x2W+89WeOu1vLz87BmF9M3CbG+9enp6jO6CidbA16nWKeHlMrfzyDERRbmZlY3l2grV7ZJXmrnpdrBygNe92l8udWfuzItUjuTpqdFoqo70rtM/Oyjh4MGDn//857cev3fv3uLiYs032C6Fpe+rq6tm6A80nZ2dNpuNV8Q87Ha7FuBXVlZ4Xcxj3759vCKmUqjtwotiHqqq7tmzZ2lpaXV11ei+1Odgl7z2Ute3P6j0Cd3rH99tuf9shUIqvPUyFe23vHleETMEeDNVoW9JN5JX4iLiOXVci+W5WzdExHPUtaWh66hHRLlxKyd6/XhneE4Nt+Sm26LJAF9cx6+iMtX3G9b3+pvuRKbkOLu2PL7KTm/59FRobeJ8yS3j9bF531j5HeUBAADQCj/7Iwf/ye9+f7XMGODLBzp/8lP7drhLQPv45Ef3P1ksPRHmu3cXHj1bbuG9OjpsR/p7yz1rq76eprq1Repvb2tBeENuaukR+L7+V0UymcTl9ODmhF19OziRtfReYehdu76krqdHBjZf/3IiI5XG/gEAAFCXz3xk9/DnXvr1r32wvFqc4V8+0PnLP/4DDnsr3tcDKOW/+i/+Sveu0mViJ76c/sa3v9fCe3V22P/bv/tj5Z61N7/dTDLkiiginomzNQ8fF8+h35GbNqTJAO86Ozt7osxzt25duXkpHldExDMx+/YRcW2dsNAkfa17Kjoqha3ftSr0UmU795nRaum96PpFVe6lfL16AAAANOLN1/a6Du+azTz8Zv7Z3ccrDrvtlQOdnh/c+58793WS3oHt9D988dr9Rzu0puDZ8sp/OZEs9+xvnP2ppq6eDHkDcRFPcLae/dhLTa7f9ps2pMkA73T6neV66Pf7JRyL5Sa9rkjknVvZOX/r/y19g+Njd0ajqUwqEU0lNjyxuZ68Phe+kNf1EXTJJEJDieJriqxPmu/T69VlUtFQamOLCvXqAQAA0KCP9Tj+4Y++JCKq2pqZtABqoopV94HfIDfp1YfBS23s/mLcdPt343CGL0x4RImcntyeYvoDI+OxsWGf2712wO32jcVKL2rXaTPsa77+dGxs8+WHq1wfAAAAzSG9AztLNc2jQclQhSDtPHJM9InyRbTy9MeONBa9K950W+zEGnjn8VOeiKJcupoLN/qPGhiZnh4p+2zfwODIwGD556VvcHy6f2roYk1XK3X9kfGBek4AAAAAAOuw6jZymlwy5Fqbw166bvqWYvNrZ5YtT9+Cm26H7R+Bl0qfd+yY/MzFFEXnAAAAAODFshakJ7Llg7Tz+CmPiBI5t3nxffJcRGls47dabroddiTAax9rGCn/7jUZjjHtHQAAAAC2UFUTPeqRm/SuBemK0721BC/xgDeU1NZ255LaqQ3k91pvug12IMDntI81mq3s15S+wXFqzgEAAABACapp1NlxPWuKEnHZSgkVRtyd4QuzQRFR4gGtqSsQUUSkgcrxtd+09ZpcA5+bDJ27WanBjRtxRRGRxuYlAAAAAAC2XVMF5AyTvBKvvbHTH8vOHj33TiSuJVTxBCcuxOofQq/rpq3WZIDP3ozHa+q9Z+LCTk8uAAAAAADUoP6566bgj6lqrI72Tn845g/XfkbJ69d705ba/in0Hk9wYnbn1wYAAAAAAGph+N5xzW4i1zaaHIE39MMHAAAAAEDzLDoC3352Yh94AAAAAIB5EeAtggAPAAAAAG3OPBPYTdINk9q+AJ/LJbNZERGX38/6dwAAAAAwqYa2cNsWpuiEibWoiF0uORmazK3/PRnyulwBjcvm3fQcAAAAAACoVwsCfG7Sa3MFIvGb2bUjyVBgbWs9ERFR4hHXdm5mDwAAAABomLYG3hQPo78U5tZ0gE+GXBFl05Hc5Dva1vCeiayqqtnZoIhI/B1G4QEAAADAfFRVn0VvOKO/EmbXbIBPXomLaFk95tcOZW8q2qELYaeIOP2x2aCIKJeukuABAAAAwHwM3wCeneBr0mSAz926IetZXUTWI/2p44VD/hNBEVHW59gDAAAAAMzC+Jnzaw9U1GSA10bbjx1ZLzOv5/dNxwAAAAAAQHNavY2cNiQvEjzhb/GVAQAAAADbQFsCb3QvNCbphkk1OQLvOuoRkRu31la3565e0hbAH3VtaKWNym8+BgAAAAAwBcNnzjOFvjZNBnjnkWMiokTOJXMikkue0yrSb1wAn0uGAvGiYwAAAAAA0zC8dh1F7GrSbBV6rT6dxAMum83mCmjr34NvazXtcpMh79pB8jsAAAAAmJHh4+4MwNeo6X3g/bHshGfTkeDs+oZycW2LeE9wdi5MfgcAAAAAMzJ84J0R+Jq0oIidMzynHk9OnrtyU44ePXE87N+Y1D2e4Km3z24+BgAAAAAwD/MMf5ujF6bVoir0Tn84trXsvD+mUoseAAAAAEyO0W9raPU2cgAAAAAASzHPADwqI8ADAAAAQHtTV0VdNboTGj5IqKTpInYikktOhry26kLJFtwMAAAAAIB21PwIfDK0tnscAAAAAMByVFVVmUNvBc0G+NzkO3p69wSDp46eOHKkfFuXq8mbAQAAAAC2BQHeApoM8LmrlxQRkeCsWqIKPQAAAADA9KhiZxFNroHP3lRExDNxlvQOAAAAAMA2akkV+mNHnK24DAAAAABgx5lnDbwpOmFiTY7Au456ROTGrVxLOgMAAAAA2HHaFHqTPFBekwHeefyUR0S5dJUEDwAAAAAWpZrmgUqa3QfeGb4w4RElcjqUJMMDAAAAgPUYPujO6HuNmq1CPxk6d/OYRxQlHnDFxeMJHjtWtvHRs7Ewi+UBAAAAwGQY/baGJgN89mY8Hl//q6LEFaVs4+CJmBDgAQAAAMBcGP62iGan0AMAAAAAgB3Q5Ai8P6aqsdb0BAAAAABgAFVWVXXV6F6gupbsAw8AAAAAsCyWwFuEVQJ8emoomvKNTY8MlHo2n546fzGVyWh/c7t9b50ZGehr1fXz6ZnLFxOptav7ht86OVjf1QEAAADAxMyT4E3SDZNq3Rr4XC45GfJ6vTad1+v1hiaTuVbsLpeeiqbKPZdPTw2FooX0LiKZTCoaGp1Kt+T6+ZnRULSQ3kUkk0rUeXUAAAAAMDPVLIz+Qphda0bgc5NeV6So/LyiKKIogXhEPBPZucb3j8unp0IV4vvM+WhKRNy+MX3QPZ+eOR9NZDKpizMnBwarD5RXvH5+5nwis/Hqkk9PnY+mMqno1BtlpgMAAADstPkHi7936/6f3322vGrb2ynuj+75yU+/tH+33eh+AbAK84zAo5IWBPhN6d3j8RzTtoK/ceOGou0pp0RcXmkkw2+eu15K+nIiIyK+sfFCmO4bGByPyWgokUlcTg9WzNhVr69d3j28YUJ+38DImeHboUQmdT09MkCCBwAAxlJFfjP9vf/3T+6ubhi5+uPvLFz5k7vBv97v+eQBA/sGwDLMk99N0g2zajrA5yZPa+ndMzF7IewvCum55OTpQEQRJXJ68nh9ET4/MxpKZEQb/n7jeqlR8vzMxZSI+MaKY3rf4Pj0YPPXl4GR6emRLUf7+l8VqfCpAgAAwI75za9/70vf+P7W40+XV//5v/tul6Pj9Vd6dr5XACyI6GwBza6BT56LKCLaLPni9C4iTn94LjvhERElci5Z99XdvuGx2HjZenTzdzIi4nuj4XHwKtcvIz9/W0Tcr/Q3elsAAICWeO/h0pf/5G65Z1VVfv0P8yurvCkHUIXRK9/XGf2VMLsmR+Bzt26IiGfiQoXBdWf4wsQlV0S5cSsnJTJ+OdVH0TcE6U1l6GurE1/LKH2Je2pL4EV8b5VeX//8+fPHjx+XPNdms9V9v1bb2Acz9Aca7bXgFTEPvlNMS6uSanQvUIwXxUBz/+lB5Xx+79HyjfnHP/IJBuGNwS8UM+MV2URVhfBsBU0G+OxNRUSOHamcy51Hjokoys2sSMO17Cp4d2p000L2TCoRTV0bjo3XUMKudumpobVZ9u7hsTODZYb9v/nNbw4PD289/tWvfvXAARMtQuvq6jp06JDRvcAmvCIm1NPDW15z6e7u7u7uNroXKMaPLwPlF96r2uZ7zzp4jQy3a9euXbt2Gd0LbML3BayoddvI7TxtBn0mkUhl3L6x2LQmNuZzi0gmcX4m38Kb5edvu91ut1tEJJOInp9q6dUBAAAa8HjpedU2TxartwHQ5oyeOL+OpfiVNTkC7zrqEVHiV5Ixv798q+SVuIh4jrqau1k57k2D7X0DI+NjMhRNVa9CX4++wfFxbca9tk9dKhGS/hIbyfX09PzYj/3Y1vNVVV1eXm5RZxpns9kcDoeIrK6uPn/Or3OzsNvtNpttZWXF6I5AZ7fbOzo6ROT58+erq6tGdwe6zs5OXhFTcTgc2gRUM/yCa1sH91R/L3dgt53XyCi89TIns7316uzsNLoLYqYy9KikyQCvTY6X+DuTZ/3llsHnJt+Ji1SfaF+3/lfcIhlxv/l68VT5gZPD7lQic3s+L3UWqKtB38Dg+NidoWiq5E7zTqfz137t17aede/evQcPHrS6L3Wz2+29vb0isrKy8vDhQ6O7A92+ffscDocZ/odAU5in/eTJk8XFRaO7A92hQ4eePXv29OlTozsCXW9vr91uFxF+fBnoyOGu363WxvmSndfIKA6H4+DBgyKyvLy8sLBgdHeg6+np6ejoMM/3xeHDh43uAvndMpqdQu8/q9eYd3lDyVyu6NlcLhnSN4n3TJytMEbfjFf7y2X0zJ357bml9tkBAACAsf7aa/t7uyuNx/yVj+/7RC9LrwFUoaqrZnkY/aUwuabXwDvDFyY8IiJKPOBy2Ww27xqbzeZyBeL6JvGV6tQ3qO/1N90icnt+62p0bXl8szu95WdGh4aGhqbSTV0FAABgm+zu7PjHf/PlTnvpYtov7e38hb/OvrcA8OJoQRE7Z3guOxv0rP1VWbN2wBOczc61Pr6LSF//qyKSSVwuTtjp6ymRUnPrG7m+pK5vuf7lREYqjf0DAADsjKN9e/+Xn3rtk4f3bDxoE/nRV/f/ytAnD+8zw9paAKanbSNnhkdDcsnJkNdr03m9oclk8exwveGmdk02yyU3tKpwtVZqcg28zumPzalnc8mr565cunFj7eixY6dOnD3ud25Hdtfoa91T0VEpbP2u7dQuLcjvm64/dmZEW06/fv3hk62qkAcAANC4Tx7e809++pP/6e7Tv/hwedXW2SlL7o/u+WhPl9H9AoCdkAx59YnfOkWJK4H4pYniceRkyBaIb2wXjwTiN2fV2ObF3rU1y03qi8U3Ndt60xZr4TZyTqc/HIvNrYvFwtuZ3kVE+gbHx3xubev30NDQ0NDQUCiayoi4fWMbKtPrc+FH6976rW9wfMwnIpnU2uVLXh8AAMBonzy8529/9vDfe+MTP3Gkl/QOoC7GL31fe9Q9CJ8MBeKKNu9b34kuO7tWpy2ULGooIp4JvaHeLB7wTubqbpabPK2XetvcTImcntzWYXgr7wOvGRgZj40N+9yFqnJut28sNt6y/eMGRqZjY5svP9zK6wMAAAAAGqFveRacnYv518aOnf7w3GxQRCR+Jbm1YVhvWGimXLqaq7fZ1UtKDc22QXNT6HO5nDhLDLLnJr2nb556u3Xz5wdGpqdHyj7bNzA4MjBY/nnpGxyf7p8autjw9UfGBypcHgAAAAAsrIn154bK3lREJHiieMcz/4mgxONy41ZO/E5ZT9xFDf1nJzzxiHLpai4crqNZmdu6jnpEFOVmVmTbJqI3OgKfS4a8NpvLdbrUxwu5q5cUJR4JuFw2b2gHFvLXID9zMUXROQAAAADYQjWNOjvuj6mqWryIvYRyQd955JiIKDezdTXTovrGAf4NZ3uOuur8R9SjkQCfS4a8a/vDrf8bNthwSIkHXN7tXQVQi/y712Q4xrR3AAAAAHjhJa/ERcRz6rg2FJ67dUNKR2stit+4laujmYjz+Km1hfH6gHUuOekNxEUk+LbJitglQ65CjT9PcPZsiY8X/OE5VV3fWq64eoAB+gbHqTkHAAAAAOWo5ni0wNpK9u3L0mt7qSuRgMtms9lsrkBEEU9wNlt9NkBT6l0Dr9fkExFPlQL5Tn9sLntUL60fD4RO1DCxAQAAAACww/7xz/wte0fpwd1/M/sH3/qLenfzqmRXl+Ptf/R3yj3rsDddZz0ZckUUEc/E2ZoDaI3r1jc2y129ckMpfv7GlWxue3diqy/A659kiIhn4kINn2Y4wxcmLukR/p3Js/5tnUwAAAAAAKjfrdv5589XSz618Php/UvTK1lZWb2R+065Z3/02Keaunoy5A3ERTzB2Xr2Y69x3Xqh2dom8J7g7AW9/H0uGTodiMcDrhvbuhV8XQFer8kndUxGcIbfDkYCcdHK6YdJ8AAAAABgLsm5P/ngwaOdudfK8+f/T+oPyz17euhvNHzlQqze1ggtIslzW2/j9MfmZsUWiCuRc8nwts0+r2t+glZVT+orrKct95cy9e4AAAAAAMbStpEzw6PRZfDJUIX0XlxFfp2WcY8dcdbRTK91t1Yhb53/7MSmWnfboLEFBnrHa6J9EQAAAAAAJmV47bpmitjlkiFbIK6IJzirlh57L6oiv37m5rrzNTYzUNMVAgAAAAAAVmbw5u8bNBDhkyFXIK4NvZedua7t+6ZEzm3eHk2fC18YS6+tmT5Qf+lqcc7X2tU13l2vugJ8YTZ8PXMCtA8rxByfVwAAAAAAXhQ5bfv1qsve13duDxXv3L5xLnxtzfwngiKiRFyFViI5vXxeXdXv61dXgC/Mhi/xYUM564XvtvNzCAAAAABAgwxf+r6+Br4u+pi3KBFtO/ZiocJQujN8YTYoIkp8487tIkXl6mtr5o9lJzwbW9lsrkBckVq3a2tcfVPotU8apI4Ev57fGYAHAAAAABMyOrWvP+rrd/JKvPbGTn8sOzsR9BQOeIITWXXLrPvamjnDc9nsbNCzoZknOJstswS/dWxqfR9yJEO2gPY1qqU2/3prCc5u/dK0k3v37tX5pd4Wdru9t7dXRJaWlh4+fGh0d6Dbt2+fw+G4f/++0R2Brru7u7u7W0QWFhYWFxeN7g50hw4devLkydOnT43uCHS9vb12u11E7t69a3RfoOvq6tq/f/8HH3ywulp6P2fsMIfDcfDgQRFZXFxcWFgwujvQ9fT0dHR0PHjwwOiO6A4fPmx0F+RHf+a/37Ft5CpL/R//o/OVjxndC/Oqt4idPza7Ngi/acb/FrnkpL4GQGS71wEAAAAAABqmrprl0eg2cm3CUfcZ/lh24oYroog24z8u4glOnDpx5Mhag1tXrlyKx5UNpxQtKwAAAAAAAHWqP8Br0/0ldDqyFtKVeEQpt/TAE5y4ECO9AwAAAIBZ6Vu4mYApOmFiDe4D7wzH5jav7N/C4wnOZrNzpHcAAAAAAJrXyAi8zukPx/zhmORyyWz21q0rN2+KyNGjJ44ccbn8TmI7AAAAAFhCI1u4wQBNBPg1Tqff6fT7KVIHAAAAAFZFgLeAFgR4AAAAAIB1mWcNPB8jVEaABwAAAID2xhR6i2iwiB0AAAAAANhJjMADAAAAQFtTRVXNMnndJN0wKQI8AAAAALQ3ptBbBAEeAAAAANoe+d0KCPAAAAAA0OZUErwlEOABAAAAoM2ZZw08KiHAAwAAAEB7Yw28RRDgAQAAAKC9MYPeIgjwAAAAANDmSPDWQIAHAAAAgLamqqpqkin0JumGWRHgAQAAAKDNMQJvDQR4AAAAAGhv5HeLIMADAAAAQFsz0RR6VESABwAAAAAQ4C2gw+gOAAAAAACA6hiBBwAAAID2pqqUf7cEAjwAAAAAtDXzrIE3RSdMzCoBPj01FE35xqZHBko/VeKU0q03yqdnLl9MpDLa39y+4bdODg70lW52LZXR2rndvjdLtwMAAAAAYNtYI8Cnp0pGdBERyc/fbuia+ZnRUCKz4UAmlYimrvnGxjfF/vTUaDS1qVkmlYmmrg3HxgfJ8AAAAABeBObZR84k3TAp8wf4fHoqVD6+i8zfyUgtw+1FV505n8iIuH1jZ0a0wfR8eup8NJVJRafeWL9UeiqaKm42cz6ayGQSoan++m4JAABMZ1VV79x7On//qc1m+/jB3Z94qdtmM7pPALDjzDOFHpWZOsBvnuJeWvp6SkTcr/TXdeX05URGxD28FstFpG9g5Mzw7VAik7qeHhkYEBHJz1xMicimQfm+gcHxsTtD0ZSstwMAAFZ07Vt3/+/rd95/uFg40ndw99/3vPrGp14ysFcAYADzFLEzRy9My7zbyOVnRkPRRCojbt9YbMxXrtX8bRFxv/l6fdPZB0amp6eniyfB9/W/uunv+uD+G8UpfeANn4jI7fl8XTcFAADm8W/+8M75385uTO8ikr//bHz2W7/5R981qlcAAFRg6hH49bpy6etlWszfyYi43+yfn5k6r4/Vu92+tzaMrNdB/zSgMJo/MDI9PdJQxwEAgJl9/fb9y+/+Zblnf+P6dz7T13Ps5QM72SUAMJJ5RuBRkXkDfN/g+PRgtUZa5M4kotH1Y5lMKhoqU7G+wpW0JfAivreqFqfTp+3XO+wPAABM4kvvVhljv5yeJ8ADaB+qqCqT163AvAG+Jtok941V5vL5mcvnE6lMKjr6Sm2F4jdsQ+ceHjszWC32r62MLx30v/Od73zxi1/cevwXf/EX9+zZU70328y2VpnHbrfv27fP2M6goLOz02az8YqYh8Oh/2zcvXt3Z2ensZ1Bgc1m27Vrl91uN7oj0HV06AvxLPfj69nS82+996hymxt/+XDXnu5Ou3kXG5akvSh79+6lGJVJFL5NHA6H5b5TXmAOh4O3XsXMU4QeFVk7wOtbyG2sMtfXNzgy3i9D0VTm2rv5weoJPj9/2+12i2QyGckkoufvDJ8ZqXBWeiqk1b87WTro37179/Lly1uPj4yM7N69u4Z/0w6x2+28CTYbU/0Pgaazs5MAbyoOh6Pw8QrMw3I/vu49eby6WuWN6srz1WfPO3r2Wuyfptm1a5fRXUAx3nqZkOV+dm2zVVFXje4DqrP226By0+wH3vBJqsYE3zc4Pq5dQ9shLpUISbkN4tJTo9GUiNs3xibwAABYVZejphy1y2Gx4XcAwAvP2gG+rP5X3CKZzJ15kdqDdmGHuNTFmZMDxQk9PzOqj71XnJn/6U9/uuQU+pWVlfv379fcl+1it9t7enpEZHl5+fHjx0Z3B7ru7m673b6wsGB0R6DbvXu39qn848ePl5eXje4OdAcOHHj27Nni4mL1ptgR+/fv16YHm+EXXF3sq2rPns6Fp5W+u3v3dj1ffHJ/6cmO9aolOjs79+7d+/Dhw9VVRtJMofDWa2lp6ckTi/13eoF1d3d3dHQ8elRlKc2OOXjwoNFdMNUaeJN0w6Re0ACvqXd3eFlL/lsOp6dGo6nq6V1Euru7P/OZz2w9fu/evZWVlXq703KFFXGqqpqhP9Csrq52dHTwiphH4Y3v6uoqr4up8IqYSuF3ihVfFK/z0Ff+9L0KDd48cuj5c+v9u7SPVFZWVgjwZsNbL1NRVZVXpBhr4C3C0nPD8jOjQ0NDQ1PpLc9oxe1e7S+TtcufWKpxemooqu1Hv2XneAAAYEWnfuzlA91lK1wc2tf1dwc+vpP9AQCDadvImeGBiiwd4Pv6XxURSV0vCuJrdeLfKFdQvtyJkr6cKEr+6alQNKUNvde1LR0AADCvg92dYz999CP7SxR76zu4+3/+6c/07KGAJYC2oprmgUosHeBl4OSwW0RS0dGpdF47lE9PjVauE1/mRMnrJeo2nJmfGV1L7wy9AwDwQvnBw90TP/tD/+DNH/xMf8/B7s7evV2f/fj+f/Tjr/3qz/zQJ17qNrp3ALCjDE/txPcaWXwNfN/gmeFroUQmk4qGUhuf8I2d2RC59QJ0G4J4n16vbsuJGyvM6+PxkkmEhhIl7u4bK1OtHgAAWMDuTvvgD/cN/jCf0gNoe6qYZfq6OXphWhYP8NpOcq+np85fTGW02nNut++tMyMD1X8VD4xMx97YfOKbb50cXD8zfT1V9mQAAAAAeFGw/twibGq7vE7pqaGLrxg3Ff7evXtm+FLb7fbe3l4RWVpaevjwodHdgW7fvn0Oh8Ny+zC9wLq7u7u7u0VkYWGBTcvM49ChQ0+ePHn69KnRHYGut7fXbreLyN27d2CeO0QAACAASURBVI3uC3RdXV379+//4IMPqEJvEg6HQ9shbHFxkf1izaOnp6ejo+PBgwdGd0R3+PBho7sgn/3837/3oSm+IP/+N6eOfPITRvfCvCw/Al+j/MzFlLw6xhQ5AAAAANhMVVdV1SQf/Bk/6mlm1i5iV7P8u9dkOMaCdQAAAACAVbXJCHzf4Pi40X0AAAAAAFNiDbxFtMkIPAAAAAAA1tYmI/AAAAAAgNJUVTVDyW1hBXw1jMADAAAAQJtTTfNoRC45GfJ6bTqvNzSZzJVuuKlds802neG12WzeyaoNm0SABwAAAABYVTLkdQUicUVZO6Ao8UjAtTVMJ0M216Z28UjAFUpuvV5NzTbKTZ6OKJUatAwBHgAAAADammoadXc9GQrEFRFPcDarXyI7O+ERESWyOXUnQ4G4iHgm9IZ6s3hgc9KvsdlGOxffCfAAAAAA0O60KvSmeNTV79zkO3ERCc7OxfxO/ZjTH56bDYqIxK8ktzYM6w0LzZRLV3N1NtvchZ2L7wR4AAAAAIA1ZW8qIhI84S867j8RFBG5cUvP3Lmrl0o19J+d8GyM5jU220CP78GJCU8L/jnVEeABAAAAoL0ZP/C+9qhvCN4fU1VVjRXn9y3KBX3nkWMiotzM1tWsIBlyRRSR4GzseD29bgIBHgAAAADamtGpvcEJ9OUlr8RFxHPquDYPPnfrhoh4jrq2NHQd9UhhpL7GZoWbhAJxEc9EtvoHCC3DPvAAAAAA0N4a38HNjNZWsr8ddlZt27C1+H5hO2+yBQEeAAAAANra9d/6170Heko+9Utvn/v9P/x6C++1t3vPH878erlnvzv/frM30Oe1eybO1jwwrtzMilTP4RuaGRPfCfAAAAAA0ObKpXcR+d/eObuTPXm5/6NNnZ8MeQNxEU9wdq6OaF1q1nyFZrlJrzHxnQAPAAAAAHgB5Ca9+th7tp70Xv9tTmt32fn4ThE7AAAAAIDVJUMV0nu5KvJrdeePHXHW3Ezfak6UiMu2zhVR1o+Fklsu0CoEeAAAAACAdeWSIVsgrognOKuWHnsvWUVettSdr7GZgQjwAAAAAACrSoZc+nZuc2X3c3MeP+URUSLnNo+NJ89FlA27zdXUzBmeU7fKTnhExDORrW1f+oYR4AEAAAAAllSoJ1dl2bsWzSUe8IaS2vh6LqmduiG/19zMOAR4AAAAAIAVaWPjxQvS162vRneGL8wGRUSJB7SmrkBEEZGicvU1NjMMAR4AAAAAYEHJK/HaGzv9sezsRNBTOOAJTmS3TnevsZlBbKqqGt2HtnDv3j0zfKntdntvb6+ILC0tPXz40OjuQLdv3z6Hw3H//n2jOwJdd3d3d3e3iCwsLCwuLhrdHegOHTr05MmTp0+fGt0R6Hp7e+12u4jcvXvX6L5A19XVtX///g8++GB1ddXovkBExOFwHDx4UEQWFxcXFhaM7g50PT09HR0dDx48MLojusOHDxvdBVgGI/AAAAAAAFgAAR4AAAAAAAsgwAMAAAAAYAEEeAAAAAAALIAADwAAAACABRDgAQAAAACwAAI8AAAAAAAWQIAHAAAAAMACCPAAAAAAAFgAAR4AAAAAAAsgwAMAAAAAYAEEeAAAAAAALIAADwAAAACABRDgAQAAAACwAAI8AAAAAAAWQIAHAAAAAMACHEZ3oEbpqaFoyjc2PTJQpWF+ZjSUyLiHY+ODfdUumk/PXL54LZXJiIiI2+17862TgwNbT8unp85fLDTzDZduBQAAAADA9rFGgE9PRVM1NczPnE9kar3maDS1sW0mk8pEU9eKon8+PRXadPNMKhFNXfONjVf9LAEAAAAAgJYxf4DfkqArNK0nvkdTGRG3b+zMiDaank/PnI8mMplEaKq/MNCfnzmv3ds9PHZGG3bPp6fOR1Op6OgrtQzyAwDw4vnOvcezX7/zZ/MPF54u793d6fzovr/9wy8f6TtgdL8AAHjBmXoNfD49MzVaa3qvJ77nZy6mRMQ3Nj5SmAvfNzA4PuYTEUldT+vH0pcTGRFxD8fGC5Pm+wZGxsd8IpnE5XTxdQEAeOFd/tpf/NKvK7/19e/8+XsPvvfgybfff/A73/zLX/7if4j/f5lVVTW6dwAAvMjMG+DzM6OhaCKVEbdvLKYl68rNzycyIr7hYXf1a8/fyYiI743iSfADb/hERG7P57Vrzt8WEfG9VTzSrrVbD/oAALSHr3zju//69249Xy0O6qoqM+k7/+fv5wzpFQAAbcK8AV5ExO0bHottGCUvKz0VSmREfGMjr9dy3YGR6enp6gXx9E680r/lWP8rblkP+gAAtIMniysXfj9bocGVP/qL+Q+f7Fh/AABoN+ZdA983OD49WFtTrcadezg2MiD5+Sbumb6eEhH3m683vrb9yZMnt2/f3nr8Ix/5iMNh/Ffbbrdrf7DZbGboDzQdHR28IqbS0dFR+AOvi6nwihjrj299/9Gz5QoNnq+qyq3v/z3vp3asSyii/aJ3OByrq6tG9wUivPUyK5vNxisCi3oB/teuxfczzZaUW1sZX5gx39f/qkgmk7icHtw8Wq+vjS/lW9/61vDw8NbjX/3qVw8cMFF1n87OzoMHDxrdC2zCK2JCe/fuNboL2GTPnj179uwxuhft6/2FO1XbzN9/xk8zw+3fv9/oLqBYV1dXV1eX0b3AJvywghWZewp9DVoW3/VZ+O7hk+tZfeDksFtEUtHRqfTabPl8empUr6uXudPMcD8AANbydGmlJW0AAEBjrD0Cn58ZbU1810O52ze2eWu4vsEzw9dCiUwmFQ1tKIbvGx6+nUhkSq2OP3jw4Oc///mtd1hdXV1cXGyqk61gs9m0T39XV1eXlytNg8ROcjgcHR0dS0tLRncEOofDoU16XF5eZhqqeezatWtlZeX58+dGd6R9HezurNrmpX27zPD7rm11dHR0dnYuLS2p7AhgDrz1MqfOzk4RMc8rsmvXLqO7AMuwcoDXC883G9/zM6P62Hupjd37Bsdj/TOXLyZSGRERt9v31pmRAZkZTZS+2muvvfaFL3xh6/F79+4tLCw00c3WsNvt2m+RlZUVM/QHmn379jkcDl4R8+ju7u7u7haRZ8+eEUXMo6ura3Fx8enTp0Z3pH0d7dtXtc1n+3v4aWagrq6uzs7OR48e8eGjSTgcDu2t1/LyMt8a5tHT09PR0WGeV4QAj9pZOMDn372WERHJJEJDxWlaP+Ybq1ZqPj01Gk2VTe+avoHBkYHBkU2n3cmIyKv9TU7bBwDAQl77SM9ffe3Q1799b+tTqohN5JXD+z7n+sjOdwwAgDZh+TXwTcinp4ai2kbz02XTe0l6tfoSM+gBAHiRhQPHPnawRB1Bm8j+PV2jP/2f2TtsO98rAADahIVH4EvvM6dNiK80oK5LT4X0zefKtyx9Mb1afVO7zQEAYEUv7dv1qz//xq//3rf+3c33Vp7rk7RtNvmc6yPDP/npjxxgjwAAALaRhQN8MwrV7yrn/LV95M5P9Z8ZGegTkXx65ny0FSvvAQCwpp49neHAsX/4E5/+7sPn9x8vHuje9bF9tpf2sYATAIBt1x4BXq9TV8jra/u4l1o+L7Jh7fzAyJjvdjRVVISe+A4AaHc9ezo9/R/R9mu4e/eu0d0BAKAttOUaeG0Je20GRsZjYz63e+3vbrdvLFbnknkAAAAAAJpla5ttQtNTQxdfqboyftvcu3fPDF9qu93e29srIktLSw8fPjS6O9Bp28jdv3/f6I5AV9hGbmFhgW3kzOPQoUNPnjxhGznz6O3tZQTebLq6uvbv3//BBx+wjZxJOByOgwcPisji4qJ5Ni2Dto3cgwcPjO6I7vDhw0Z3AZbRLiPw+ZmLKbZ9AwAAAABYVpsE+Py712Q4VmVPeAAAAAAATKs9ithJ3+D4uNF9AAAAAACgcW0yAg8AAAAAgLUR4AEAAAAAsAACPAAAAAAAFkCABwAAAADAAgjwAAAAAABYAAEeAAAAAAALIMADAAAAAGABBHgAAAAAACyAAA8AAAAAgAUQ4AEAAAAAsAACPAAAAAAAFkCABwAAAADAAgjwAAAAAABYAAEeAAAAAAALIMADAAAAAGABBHgAAAAAACyAAA8AAAAAgAUQ4AEAAAAAsAACPAAAAAAAFkCABwAAAADAAgjwAAAAAABYAAEeAAAAAAALIMADAAAAAGABBHgAAAAAACyAAA8AAAAAgAUQ4AEAAAAAsAACPAAAAAAAFkCABwAAAADAAgjwAAAAAABYAAEeAAAAAAALIMADAAAAAGABBHgAAAAAACyAAA8AAAAAgAUQ4AEAAAAAsAACPAAAAAAAFuAwugM1Sk8NRVO+semRga3P5dMzly8mUhntb27f8FsnBwf6arlqPj11/mIqU/uZlboBAAAAAMD2scYIfHoqmirzVH5mNBQtpHcRyaQS0dDoVLrqRfMzo6FoIb0XzpzJN9INAAAAAAC2lflH4PPpqVCF+H4+kRFx+8bOjGhD5/n01PloKpOKTr1RcZxcP1Pcw2NnBgf6RPLpmfPRRCaTOD/z+vjglmH4it0AAGynB4+ffePP33u8/Bd2m/qDP9Bz5OXDNpvRfQIAANhxpg7wm+fGl5C+nMiIuIfX0ruI9A2MnBm+HUpkUtfTIwNlE3z+3WsZEfGNjQ8OrJ04OD52Zyiaylx7Nz+4McFX7QYAYJs8XVqJ/dYffeXd3PLK88LBVz968Jd++nM/4qxpsRQAAMALw7xT6Atz492+sdiYr2SbgZHp6enp4vHyvv5Xq159/k5GRHxvbE74/a+4RSRzZ76+bgAAtsOTZ8tn/kVy5vq3NqZ3Ebn9/v3RxG//3je+bVTHAAAADGHeAC8i4vYNj8XGR2qrSFeQn78tIu5X+iu00aJ66vrmpfJarN9yZmPdAAA0519+JZ39y3sln1pV1X/2b+fuPniyw10CAAAwkHkDfN/g+PT4SI3l5Avy6anRUCIj4ntr6zr2jVd//U23iKSiozPpvH7mzGg0JcVnNtYNAECTHj9bmv1atkKDZ0srM9dZ3QQAANqIqdfA1yU9NbRWZE4rTFe5ed/geKx/6nw0lYiGEoWjWjW8ZrqRy+V+9Vd/devxX/mVX9m7d28zV24J21rdJ4fDceDAAWM7gwK73W6z2XhFzMNut2t/6O7u3r17t7GdaVt/eufbRTPnt/rmt7/PN46BOjr0YQBeBfPQftH39PQY3RHoCm+9Ojs7+U4xD956wbpemACfn7/tdrtFMpmMZBLR83eGz4xUHIOX/LvXbxcP3WRuX5/PD/Q1Mdy+sLDwta99betxm83W2dnZ+HVbraOjo/DGCyZhqv8h0Njt9kKYxw67/3ixapu7D5/wjWMGvApmwytiQrz1MiG+U2BFL0yA7xscHx8UkbX94FKJkPSX30guP6PNtN+yAV0qGro9HCuxjxwAYCft3d1VQxveewEAgDbywgT4dYX94FIXZ04OlE7ia/vPbUzqfQMj42MyFE1lEpfTg41OpP/sZz/75S9/eevxlZWVDz/8sLFrtpDdbt+/f7+ILC8vP3r0yOjuQNfd3e1wOB4+fPj/t3e3wXFd932Az+KVhEiKMGnZgCoqsUl7q7htbCiOQlZpx026lRygKZOx2nhSdzqF0ASTSpyp0TSTmZ2dOs0UmYRSMvsB3LQzbb6UnlZ1gVScbepOWlYsE3M7SazYK5ONQ8bhNo4ok4JEEnwB+mEXIF4W4IICce8Bn+cTuHv23j95ebH72/OWdCE0bN++vT5y/t13371x40bS5TygPvhw913bfPcHd6fhV+sDa9euXfUhKq5CenR2du7YsePy5ctzc3NJ10IIiz563bhx49133026HBoeeuihtra26enppAtp6O3tTboEorEFA3wIjUXmV1/aqLFO/dNPLk/3A4eHs+VS9fzFWrjHZeu6uroeffTRlY9funTp9u27TObcTHNzc6mq5wE3NzfniqTK7Ozswg+uS1L637cj+9j7q3/y52u0+aGPf8gFSgNXIT3qX6nMzs4u/B4jWQtz4L3Rp4qPXsQr6qk4tamxoaGhoWLl7k0BiM4/+dHv7+pcdQ2CT33vdw8cWGvDUACALSbqAN/X/3gIK3dznx8hHx7vX6UXvf7C6skztXW+EIDN89HH9v6Lz/2Nhx9qshHA3xzYP/bc05tfEgBAgqIO8GHg8HBjN/diZT6L1yrF+n7u2eHDq85jH3gqF0KolkbW+0IANtOTH+n/jX92+Kd+5Pu+76OPfqh/z/d81wd+5KmP/uros//sub/a2R73WxgAwHpFPge+r7FeXbVcGCkvfiKbyy9an66x5vyiResGRieGz4+UqiteGLLDRyxBD5AeD23r+vEf/J4f/8Hv2bNnz9WrV69du5Z0RQAAyYi/+2JgdHIin8tm5/+czeaG8xPjd11Fvm9wfGLJC0M2m8tPTNpBDgAAgBTKPDC7jFSKQ8f3JbfB+6VLl9LwT93e3l7fpuLGjRs2LUuPHTt2dHR0XL58OelCaOjp6enp6QkhTE9Pz8zMJF0ODXrg06a3t7e+5vmbb76ZdC00dHV17dq166233rIKfUp0dHTs3r07hDAzM5OeTcvYuXNnW1vblStXki6kYe/evUmXQDTi74FvTW3qeNnadAAAAETrAQnwtTMnw/DEXYfVAwAAQEpFvohdq/oGx8eTrgEAAADu3QPSAw8AAABxE+ABAAAgAgI8AAAARECABwAAgAgI8AAAABABAR4AAAAiIMADAABABAR4AAAAiIAADwAAABEQ4AEAACACAjwAAABEQIAHAACACAjwAAAAEAEBHgAAACIgwAMAAEAEBHgAAACIgAAPAAAAERDgAQAAIAICPAAAAERAgAcAAIAICPAAAAAQAQEeAAAAIiDAAwAAQAQEeAAAAIiAAA8AAAAREOABAAAgAgI8AAAARECABwAAgAgI8AAAABABAR4AAAAiIMADAABABAR4AAAAiIAADwAAABEQ4AEAACACAjwAAABEQIAHAACACHQkXUCLKsWhQjmXnxwdWPlcrTL1yvFSuVr/UzY3/NzhwYG+Fg5aq0y9cvxkuVp/ZTabe7rpK1tsBgAAAPdPHAG+UiyUV3mqNjU2UqoueqBaLhXKJ3P58WZZf8kxxwrlJS+slquF8snhifHBvnU3AwAAgPsq/QG+VimOrBHfj5aqIWRz+SOj9T7xWqV4tFCulgvFp5p21zdUioXy8hdOHS2UqtXSSLF/4ZUtNgOAu5m5efvVyjf/x1f/5Jt/dmV2bu6Rh3u+78AH/84P7P/A7oeSLg0AiEOq58DXKlPFsdXTewiVV0rVELLD8+k6hNA3MHpkOBtCKJ+urH7gqePlEEIuP774hYPj+VxY/MoWmwHAXfzZ5av/5Nh/nzjx+9VvvTVz8/bNW7N/eumdL50+94+L/+1/fe1Pk64OAIhDegN8bWpspFAqV0M2l5+oR+YVBkYnJycnl49l7+t//C7HvnihGkLIPbW8A33gqVwIIZy/WFtPMwBYy41bt3/u3508/+23Vz517catf/Uff/eNb721+VUBANFJ9xD6hQXpKqfX8araxfMhhOy+/lVbDIxOTo7e/UAtNgOAtfzm7/7Rn156Z7Vnb96a/fX/+tVf+od/bTNLAgBilN4A3zc4Pjm47lc1psCHkHvuHtaYq5wuhxCyTz+59kvXajY9Pf31r3995eP79+/v6Ej+X7utrTHmIpPJdHZ2JlsMC9ra2lyRVGlvb1/4wXVJlUivyMm7DZJ//cKbb1+7tWfX9s2pZ6NkMpn6DzFelK2q/mGjs7NzdnY26VoIYdEbSltbmzslPXz0Il7JR8qNUikOzc+Wzw7njwyuf325+Snvd4n+azc7d+7cT//0T698/Mtf/vLDDz+87prum87OzlTVQwjBFUmhnp6epEtgiW3btm3bti3pKtbtW29Or91gbi585/rshx6L9ZeAX19ps3PnzqRLYDkfvVLIFSFG6Z0Dv061i+ez2Ww2G0II1VLhaHFqnRPUK8WR+op4h9eM/i02A4B5N27dvS/0xq3bm1AJABC1LdMD3zc4Pl4fcV/f6K1cGgmt7/NWKY4VyiFkc/k1d3dvodnevXsPHz688vHZ2dnr16+3Vs19lMlkuru7Qwi3b9++efNm0uXQ0NnZmclkbty4kXQhNHR0dNSHod68efP2bbEqLbZt23br1q1bt24lXci6PbK750/+vMkKdov19nSm4W1iXbq7u+uj6KOrfAtra2vr6uqamZmZm5tLuhZCmL8iwUevlEnbR68YB5eRlC0T4O/oGxgcz18YKpTLx6cOD9x9JnxtaqzRqT6xVnpvsdljjz32cz/3cysfv3Tp0jvvrLqC0aZpb29fCPBpqIe6HTt2dHR0uCLp0dPTUw/w169fn5mZSbocGrq7u2dmZq5du5Z0Ies28OFH1g7wH9jds/eh+H4JdHZ21uf3Rlf5FtbV1dXV1fXuu++aA58SHR0d9QB/69Ytd0p67Ny5s62tLT1XRICndVtmCP1S/fuyrTWsFFuK5S02A4CVfuzgge7O9jUafPavP7FpxQAA8Yo6wNemxoaGhoaKlXt8eaU4VKhvNL9iL/n1NwOA5t7/cM/P/vgnO9ubv+cOfvLDf/Pjj29ySQBAjKIO8H39j4cQQvn08gRfeaVUDSE83r/mfPaRQrnep77WTPkWmwHAGn4g2//y85/6xIc/ML/zWgghPLpnx+cPf9/op783uboAgJjEPQd+4PBwtlyqlgtjIX9kdKAvhPmd4MPaC8XXpsbmY/lafeotNgOAu/rQBx/+l3//r165euPCt9++cfv2B3c/9OieHUkXBQDEJO4AH/oa69VVy4WR8uInli4U31iAbiGIN3roQ7U0MlRqcthcfnJ0oOVmANCqh3u6/tJ37U26CgAgSlEPoQ8hhDAwOjmRz2UXFq3LZnPD+bsMiz9dXv3JdTcDAACA+y/zwGwTWikOHd+X3FD4S5cupeGfur29vbe3N4Rw48aNt9++y6bEbJr6NnKXL19OuhAaenp6enp6QgjT09O2kUuPPXv2XL16NcZt5Laq3t7e+jZyb775ZtK10NDV1bVr16633nrLNnIp0dHRsXv37hDCzMzM9PR00uXQUN9G7sqVK0kX0rB3r5FZtCr+HvjW1KaOl9de1A4AAABS7AEJ8LUzJ8PwhAnrAAAAxCryRexa1Tc4Pp50DQAAAHDvHpAeeAAAAIibAA8AAAAREOABAAAgAgI8AAAARECABwAAgAgI8AAAABABAR4AAAAiIMADAABABAR4AAAAiIAADwAAABEQ4AEAACACAjwAAABEQIAHAACACAjwAAAAEAEBHgAAACIgwAMAAEAEBHgAAACIgAAPAAAAERDgAQAAIAICPAAAAERAgAcAAIAICPAAAAAQAQEeAAAAIiDAAwAAQAQEeAAAAIiAAA8AAAAREOABAAAgAgI8AAAARECABwAAgAgI8AAAABABAR4AAAAiIMADAABABAR4AAAAiIAADwAAABEQ4AEAACACHUkX0KJKcahQzuUnRwdWPlerTL1y/GS5Wg0hhJDN5p5+7vDgQF8LR61VikePL7wwN7za65a0C9ls7rkjoy2dAAAAADZGHD3wlWKhvOpTYyOF0kK4DqFaLZcKI2NTtbscs1YpDo0UFr+wXCqMjBUrd2sXqtVys4YAAABw/6S/B75WKY6sEd8L5WoI2Vx+vku8Vpk6WihVq6WRYn/T/vrGUaeO1g+aHc4fqXe71yrFo4VyuTC2b2J8sG9ZuztnmD9B+fjU4YFB3fBAWt26fbvyxrfeuPDtazM33797x/ceePRD/XuSLgoAgHuX6gBfq0y9crxUrq76/NTxcgghlx+/k9T7BgbH8xeGCuVQPl0ZHVglwVdeKVVDCNnhRVm9b2B0PB+GCuXSK5XBxgEb7RafoW9gcHwijI2UqovaAaTLqdf/+FeO//a3vzO9+MFP/sV9Yz/xqUd6dyZVFQAA70V6h9DXpupj40M2l5/I55o1uXihGkLIPbU8RA88lQshhPMXVxtGX7t4PoQQcs8t70Gvv7J8utIoofEFwfKY3jc4Pjk5uUYHP0CC/uvvVv/5xG8uS+8hhN/9+oWf+uX/sPJxAACikN4AH0II2dxwfmJ81fXiBkbfU4zO7utf8Vj/vmxYiP6rfUEAkF6X3n73l4//9tzcXNNn//zyO79y/Lc3tyIAADZGeofQ9w2OTw7e20srp8shhOzTT763Ger1fvrsvv7Wl6sHSNqJ01+/NnNzjQanXv/ji5fe7t+za9NKAgBgQ6Q3wN+z+YHvK8bH39HX/3gI1SaT2Btz3pc6UxxbMhG/Wi4VyicXT59f5I033vjCF76w8vFf+7Vf27FjR+t/i/skk8nUf+js7Ny9e3eyxbCgra0tk8m4IunR1tYYndTT07N9+/Zki1mvP/zjb9+1zdmL33niw/s2oZiNlclktm/f3t3dnXQhNCzcKX59pUf9jX7XLt/QpcXCR6+uri53Snq0t7cHv7uI05YL8JXiSKkaQnb48FoD3wcOD2fLpWq5MBYWrV9fbKxMH6oXLobQVx9BXy2VqkuXuS8eLZSr1dLRqSebRPirV69+/etfX3nGTCbT0ZGif+201UMIwRVJofobfFy+M331rm0uT1+L9P9bW1vbQmgkPSL977SFuSIp5KNXCrkixGhrfQyqFMcK5RCyuXzT3vFF+gaPDGdDCNVyYWSobqRQruaGh7Nh+ez47PDiefh9A6Pj+VwIoVp6xVbwQOrs7Nl29zYP3b0NAABps3W+dqpNjTX63puPbV+ub3B8ov/ONnXZbO65I6MDYWqsNN+if182hGqzufSNDvzzF2th+VT4j3/842fOnFl5ukuXLr355pvr/ltttPb29t7e3hDCjRs33n777aTLoWHHjh0dHR2XL19OuhAaenp6enp6QgjT09MzMzNJl7M+H+rr/Z0/zQPPxAAAFd1JREFU/ObabR7b81AafiOt1549e65evXrt2rWkC6Ght7e3Pkolxv9OW1VXV9euXbveeuut2dnZpGshhBA6Ojrq47RnZmamp20CkhY7d+5sa2u7cuVK0oU07N27N+kSiMYWCfCV4lihvI70Xtc3MDg6MDi65EAXqiGEx/sXHWPJH5aoj7S/l3oB7pe/9f3ZL/7337u9+mf3jzz2/gN/4f2bWRIAABtiCwyhr1WKQ4X6fvGT60jvTTXWr6+PoO978ulFe8otUZ8e32wfOoBkfXffnp/44U+s9mx3V8c//Xuf2sx6AADYKNEH+EpxpFCen6fe8qtqU2NDQ0NjU7Vljx5fsv9cX//joelc9w3apw7gvvhHP/LUP/z093esWIHvkd6dvzz6t7P7HkmkKgAA3qO4h9DXpsbm0/v6ut7n95E7WuxvrC5fq0wdLdTn0B9ZONaixeoXtn5fWKxefgdSKpPJ/INnPvm3vj/7W1/5RvXCn12bubn34R0fP/Do33jyI10d8a2rDwBAXdQBfn7X9mppZKjU5PlcfrLeK99Y4G5R0B8YzefOF8rVcmGkvPgli+N7CKFvcDx/YaxQrpZLhfLiU7Sw0D1Aoj74vl0/mXsy6SoAANgwMQ+hrw9kv1cDo+MT+Vw2O//nbDaXn2gyiX5gdHwiP7y84XrG6wMAAMB7lpmbm0u6hs1RKQ4d37feofYb59KlS2n4p7aNXDrZRi5tot5GbguzjVza2EYuhWwjlza2kUsn28gRr5h74NejNnW8vMaGcAAAAJBuD0iAr505GYYnDHsHAAAgVlEvYte6vsHx8aRrAAAAgHv3gPTAAwAAQNwEeAAAAIiAAA8AAAAREOABAAAgAgI8AAAARECABwAAgAgI8AAAABABAR4AAAAiIMADAABABAR4AAAAiIAADwAAABEQ4AEAACACAjwAAABEQIAHAACACAjwAAAAEAEBHgAAACIgwAMAAEAEBHgAAACIgAAPAAAAERDgAQAAIAICPAAAAERAgAcAAIAICPAAAAAQAQEeAAAAIiDAAwAAQAQEeAAAAIiAAA8AAAAREOABAAAgAgI8AAAARECABwAAgAgI8AAAABABAR4AAAAiIMADAABABAR4AAAAiIAADwAAABEQ4AEAACACHUkX0KJKcahQzuUnRweaPVubKh49Wa5WQwghZHPDzx0eHOhb42i1qbGRUnWNBqueqfHS7PDE+OBaZwAAAIANFUcPfKVYKK/x5NBIaT69hxCq5VJhpFi5L4XUpo6uGfyBreLKO9fevTaTdBUAAHBH+nvga5XiyJrxvVAOIWSH80cGB/pCqFWmjhZK1XJhbN/qneR9g+OTg01OVe+Yzw5PrNbRL77DFvfHtTd/49X//drv/9+3370WQnjkfbs+NfDRzz7zA3sefijp0gAAeNCluge+Vpkqjq2V3kNt6ng5hJDLj8+Pme8bGBzP50II1ZNnaus7Wz2eZ4ePNM/94jtsdb/1O1/7B4V/c+LU6/X0HkL49ltv//vf+spP5n/99f/7p8nWBgAA6Q3wtamxkUKpXA3ZXH4in2ve5szJaggh99TSDvOBw8PZ9Sb4FuN7bng42/pBgXh87ZsX/8W//s0bN2+vfOry9NXP/+p/+M701c2vCgAAFqQ3wIcQQjY3nJ8YH111QbqLF5rl9xD6+h8PIVQvXGz5TJVXStUQQu655vG9UhwpVUPI5UefbPmQQFSO/af/eet2k/Red+Wdq7/x6v/ezHoAAGCZ9M6BX2We+mK1i+dDCNl9/Sue6d+XDaF6/mItrLka/cKB5kfiN5/7Xp9nX58aX7vLlwKXL18+c+bMysc/8YlPdHV1tVDL/dXW1rbwQ3d3d7LFsKC9vT2TybgiCZq+er1SPb92m//xf77x+b//7ObUw2o6OjrcKemRyWTqP7go6dHR0RFC6OrqmpubS7oWQvDRK63a2tpcESKV3gC/ierd79nhw2vG91XG1i/zzW9+82d/9mdXPv7lL395586d77HQDdTR0ZGqegghuCIJ+tabb9++Pbt2m/936cq27T2dHe2bUxJNdXd3+7yVQn59pc2OHTuSLoHlOjs7Ozs7k66CJfzuIkbpHkL/HrU4hr5yuhxCyD79ZLOAvr74DsTp9mxLXVWzrTUDAID7YUv3wDcbXL/C/PD5ZrPfa1Nj643vjz766M/8zM+sfHx2dvbdd99t8SD3T1tb2/bt20MIt27dmpmxx3VadHd3t7W1Xbt2LelCHly9D3W3ZTKza4443bt7x62bM7duunES09PTc/PmzZs3byZdCA3bt2+vDw9OwxscdfVpJlevXjWEPiV89Eqn7u7uTCZz/fr1pAtpeOghu9XSqi0d4FuxykL2Idx9YfqmHnnkkc997nMrH7906VIa4ll7e3v9XWR2djYN9VDX3t7e0dHhiiSouyPzPR/q/+qae8Ud+sv7XaNk1QO8q5Ae27Ztq//goqRHV1dXd3f39evXZ2fvMi2IzdHR0VH/6HX79m13Snp0dHSkqu9EgKd1UQf4vv7HQ6hWL1wMYVnCri9P/3j/3YP3agvZL0T7UC2NDJWWPdd4LJefbL7sHRCd4R/9wRd+5d+v1me1rbvzJ5/9gU0uCQAAFot7Dnz/vmwI4fzF5fu9r748/XKN+e+tjLUHtrQnn/iuF/7uD7XNr6q92Lauzn/5U4f79j68+VUBAMCCqHvgQ9+TT2dL1Wrplcrg4p7wxqryzVelW6KR9Ju2bL6PXW1qbKRUzQ5PjFvVDraaz/zQkx99/AO//p9P/t4bf3J7djaE0N3Vcegv73/+7/zgvg/uSbo6AAAedHEH+PkEXy6MhfyR0YG+EGqVqaOFNVaVX6r1ofbAA+GvHHjs1/7pT8xl2r/zzvW2trbdPV1h7nbSRQEAQAjRB/jQN3gkf2GkUK6WCyPlRY/n8ot7yOvd5mFFv3nrQ+2BB8lD27vfv6c3hDA9PT0zI8ADAJAKcc+BDyGEvoHRifxwLrvwQDY3PNHi2nL1DngAAABIvcwDs01opTh0fF9yM9cvXbqUhn/q9vb23t7eEMKNGzfefvvtpMuhYceOHR0dHZcvX066EBp6enp6enpCowfetr1psWfPnqtXr6Zn1x96e3vb29tDCG+++WbStdDQ1dW1a9eut956yzZyKdHR0bF79+4QwszMzPT0dNLl0LBz5862trYrV64kXUjD3r17ky6BaMTfA9+a2tTxsrnuAAAAROsBCfC1MyfD8IQ92wEAAIhV7IvYtahvcHw86RoAAADg3j0gPfAAAAAQNwEeAAAAIiDAAwAAQAQEeAAAAIiAAA8AAAAREOABAAAgAgI8AAAARECABwAAgAgI8AAAABABAR4AAAAiIMADAABABAR4AAAAiIAADwAAABEQ4AEAACACAjwAAABEQIAHAACACAjwAAAAEAEBHgAAACIgwAMAAEAEBHgAAACIQEfSBTwo2traZmdnk64izM3NXblyJYQwOzubyWSSLoc75ubmXJH0mJmZuXnzZgjh9u3brkt6zM3NhRBckfR455136j+4KKlSf0NxUVJidna2/tHLG30KuSLEKFP/PMQD4o/+6I8+85nPhBA+9alPjY+PJ10OpNTExESpVAoh/OIv/uIP//APJ10OpNSP/diPnT9/PpPJfOUrX0m6FkipN95447Of/WwIIZfL/cIv/ELS5QDRM4QeAAAAIiDAAwAAQAQEeAAAAIiAAA8AAAAREOABAAAgAgI8AAAARMA2cg+Wa9euffWrXw0h9Pb2HjhwIOlyIKW+9a1vXbx4MYSwf//+973vfUmXAyn1B3/wB9evXw8hfPKTn0y6Fkipq1evvv766yGEPXv2fPjDH066HCB6AjwAAABEwBB6AAAAiIAADwAAABEQ4AEAACACAjwAAABEoCPpAlifWmXqleMny9VqCCGEbDb39HOHBwf6mjScKh690y43/N6aLXnF2Eipmh2eGB9cuyEkKJk7pVYpHj0+36q1GwoStdF3yoJKcahQzuUnRwfew0khFRK5TVa8o2Rzzx0ZdZ8AVqGPS6U4VihXVzy8MkxXikOF8vJmK98iWmy2WD2+NzsnpEYyd8r8zXG3k0JabPSdsuIFzZq0fFJIhURuk1CrFEdWHi1kc/nxNT6jAQ8GQ+jjUSkWytUQsrn8xGTdRH44G0KolkaKlWUNQwjZ4UbDRrNyYWyqtv5mi9Wmjq4MKJAuydwp8zfH8mbV0tFVbyhI0kbfKfNqTXPMek8KqZDIbRJqU0frR1s47fxZy8e9owACfCxqU8fLIYRcfvzOAKq+gcHxfC6EEMqnKysbzg/cWmhWPXmmts5mS0sQ30m9hO6U2pmT1RaaQVps9J1Sb1uZKo416zdc70khFRK5TUKovFKqLjtt38Dg+MRwNoRq6RX3CTzoBPhYXLxQDSHknlo+cmrgqVwIIZy/2Hh/mM8RyxoOHB7OLn4babHZIo34nhsezm7AXwfuk4TulOan7d+XDSFUL1x8r38r2GgbfKeE+iSSQqlcDdlcfqIecO71pJAOidwmC18GLB8r3zc4Pjk5udY0R+DBYBG7WAyMTk6OttButXebvv7HQ6hWL1wMoa/1ZgsqxZFSNYRcfvTJi2Ole/9rwH2W0J3Svy8bQrV8ujI6sKhp/dXZff33/NeB+2SD75SGhWW7Kqffy0khHRK5TVY7GECDHvjYVU6XQwjZp5+svzfULp4PzQNDvS+w8XVxi80WTlIslEPIDk/43pdY3ec7pe/Jp+enO1bqD9UqU2OFcggh95yluYjHvd0pIdS7B8dH72k1+WUnhZS7n7fJooPVKsWxsaGGseL8uwvwoNMDH7f5gVb3NSHMx/cjYgixuv93St/g+ER/8WihXCqM3Bmjks3lj/jai3hsyntKKk4K92xz/seeKY6VFq9+Xy2XCuWTdmsA9MDHrTGuPTt8uOWE0OJs3EXNxHeityl3SqidOX1++SqP1fOnzeolGvfvTtnYk0KC7vdtUh9BXy2VytUla9/n7GsCNAjw0aoUxwrl+p6g64jWLc7GnW9Wqw8CFt+J16bcKfVN4BvrEi3+vFUtF0ZW35gR0uO+3ikbe1JIyibeJtnhiSVr3482FrW3Cj0gwEepNjU2VChXG7/e7+Npjta/ZhbfidMm3Snzm/74vEWkNu1OSfykcM826X9sfdp8syUh6ova260BMAc+PpXiWKHcCAsrgvVqq8jPD8p6vL+v5WaNbVFCtTQytHzh+cZjubz9TEirTbtTFhYdav55q1yqnr9YC/eytBdsgo24Uzb2pJA6m36brP6aZucBHih64ONSqxTr3//m8pPNP/Q0XUU+rFgjtcVmECd3CrRiw+6UjT0ppMnm3iaNPU2a9bPbmRQIIQjwcakURxrbua0+eqv+m3/FmN3GCN+FHsJWmvUNjk+uNDGcDSFkhycmJyd1v5NKm3ynNLpfQvXkmeUfuOrt7rmXEu6rDbxTNvakkB6bfps03lBWzr2y3SJQJ8BHY2E9ubuMN7yzH3Vx+X7Ui3/rt9gMYpPInTLwVH2y+8hCq/oOvvV2ltcmhTb4TtnYk0I6JHKbNOa6lwuLtn6/84biIxqQmZubS7oGWlEpDhXKazy/eDZ6rfF98eot1tNsmdrU2Eip6uMXKZXYnVK/M1ae0L1CKt2HO2Xl4Zc3Wc9JIXmJ3CaNp+pz7pfK5vIGrgB64GNRHzjVor6B0Yn8cC678EA2Nzyx8v2hxWYQkeTulL7B8YmJfC67qFk2l58wx5dUuh93ysaeFBKXyG1SNzA6PpEfXvSOks3m8qadACEEPfAAAAAQBT3wAAAAEAEBHgAAACIgwAMAAEAEBHgAAACIgAAPAAAAERDgAQAAIAICPAAAAERAgAcAAIAICPAAAAAQAQEeAAAAIiDAAwAAQAQEeABYy4mRzBoOHTp0aOTlE+eSrhIAeAAI8ABw706dOnXq2IvPHsgcGnl5o1L8uRMjhw5t2NEAgC1DgAeADXDq2IsHNiJ1nxjJHHj22KkNqAgA2GoEeABoxfOvzq109uzZV196/mCjyakXD4ycSLRIAGArE+AB4J7t37//mRcmXjv70nyGP/YFY98BgPtEgAeA92r/C6+9+nz9x1Mv/pJOeADgvhDgAWADPDMxH+GPfWllgj937sTLI4cOLV2+ftnq9edePpTJZJ49FkII4dSLB+rNlnXoLz+ONfAB4AEiwAPAhjjwRGMc/evfWJKoz50YOXTgwLMvHju1eGm6xur1h9Yxaf7cy4cyy4+zsAa+bn8A2PoEeADYEPs//Zl6gj/1tbN3Hj338ufqi8offP7Vs3cWv3u1sfLdqWPPzmfv/S+8Njc31+jHP/hSvfFrL+yfP86hAy/Wj/PSnQOdbRzo1LFnZXgA2PIEeAC4f0780ounQgjh+Vdfm3hm/8LD+5+ZWJg1v6zDvqlzL3/uznFeuHOg/fufmV9C75T18wBgqxPgAWCD3YnkJ750LIQQDr70+WdWtJofcr+kw765c//li434PrHyOGH/C/+2HuGtnwcAW5sADwAb7GMfme8if2Zi6UD4xfZ/5GMtHm8hv/9ok/i++FCtdOYDANHqSLoAANgizn7t1F1anDt3Lpw9ezZ840tf+uLrSxe1a+XAx57NHFuz4amvnQ2hyXcFAMCWIMADwIY4943X6z8cfOLA0idOjHzuC63HdQCA5gR4ANgI8+Pcw8HPfPpOJ/jC4vENBw8e/NjHPvbEEz/66U8/c/aX5nd9b9Hzr841mwMPADwgBHgA2ADzy80vngF/Z/H4g8+/+m8Xr0IfQgjhrmvXzTvwxMEQTtWnuC8/CADw4LCIHQC8V+dOjMz3pS9ecH6+U/7gSyvT+8IK9S2YX6Pu1Bf/S/NF6s69fCiTyWQyh2wkBwBbmQAPAPfs3LkTL48cOnRgYSj88z/fbMH5Zq98+QutD59/5vMvHQwhhFMvfq5ZRF/YbL7VkwMAURLgAaAVx57NrHTgwLMv3lme7uBLZ5fMUd//6c/M5+6REwvB+9y5EyOHMotmxi/Z/K2xO3yjs/3cufpT81u9h1MvHjg08vKig514+VBjJn3TzeYBgC0kMzc3l3QNAJBeJ0ZaWmqu6Sz3EE6MHHr2WLP15w8+/9LPP/HFZ188FZYtTrfsfIueW74g3pLDvXS26WbzAMAWogceAO7dwYMHn3/p1bNn515rkt5DCM9MvHb21ZeeP3hw0Suef+nVs2dfm3jhmRd+/vkQQgjHvnRi8SvOvvr8wUWHWOht3//Ca3P1gy16un64OekdAB4AeuABAAAgAnrgAQAAIAICPAAAAERAgAcAAIAICPAAAAAQAQEeAAAAIiDAAwAAQAQEeAAAAIiAAA8AAAAREOABAAAgAgI8AAAARECABwAAgAgI8AAAABABAR4AAAAiIMADAABABAR4AAAAiIAADwAAABEQ4AEAACACAjwAAABEQIAHAACACAjwAAAAEIH/D4il+syK2p+0AAAAAElFTkSuQmCC)
4.1 Tipologia Energias Renovables
Las energías renovables tienen una distribución desigual en España. En lo referente al sector eléctrico, nuestro país ha sido un referente en integración de renovables en el sistema eléctrico. Por ello, a pesar del parón de los últimos años, más del 37% de nuestra electricidad fue renovable en 2018.
En el año 2018 las energías renovables han aumentado su participación en el consumo de energía primaria. Las causas de este aumento fueron la recuperación de la generación hidráulica tras la sequía de 2017, la nueva potencia impulsada por las subastas y la competitividad alcanzada por algunas tecnologías.
En España la energía renovable aumentó un 8,2% en 2018 hasta representar el 13,9% del total de energía primaria, lo que las posiciona en tercer lugar, por detrás de los productos petrolíferos (44,9%) y del gas natural (21,1%). Por debajo de las renovables se situaron la nuclear con un 11,3% de participación y el carbón con un 8,6%
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1eMZDymkq1v/VFL+qVzluy8ejUqKv08pduR1frkKEetT43VpPeJxeaHXovi3M7oOpthUb3OmxLbQNHDle93jqvIsDTBXUJfvqVuWbRp+ZmuDXHA2p3jM2/2aiw2i2Zfdw7NjQ0Pj5VKCxHPi6jochfqe6dIxRTJhq8biSNOgW06WBbt5iRGxSLH82HUCzO79yLZ6xpT25ceK/asNNW6kS8Fq7b6mlWRpzTeeLrauF9V4e4q6Pt/N7NztbeANverPqgV6Q9gNQm+DffbJnfu7A2K++gV6ndMbCLa6rj/tYXvagftNmSMUenva7Sy1+6BjNItw6Z6VGL+Zq71k0ubLcM7yGE+kWs3z6uufAn1aMddU84iGjh/rqxjwBPN4wXFmoj/HC+wXnx9Tvrarcnau/82GB/wGL+lZphI/5TcWJaX9+5r+jYwEA7J9PV7uOr/5Van3ulW0/1iq1/GjyB+qZczDcJhqF+P1PUNnLtk9Bi7/Ht0zZM3kqdqGvhiPMm1+t23zUtI7IdF/NjA2NjY/n83OLiepI7Rne18L6rQ5wOn+b4k7yzdTzApqIfekXaA0jtzeiTPz4ulaEjcgSo7XLxD6t1uqa62d/6ohftm/RbMvIk+9ofi8ZdZX9/6falDpnoUXXb8xHPi2us9nYdtb9QyR6ckVRdgq/b4Vj3dM90K5BYnIsooA01ET6EEHI7FwSVrK0t1J9YFX1tT31hucnZhd3p1hbqd+7WFVNTRoNLiBpPVb8DOTc5W7k8UQtUO5eIBdlbjuj2CJMLVUXUVKPm3XhLWrssdYWk0eDNdbo6mjbl2sJsVFPWLmbUKt1do2tr9WVUFdCqEfuh06bQSi37SjPN26BBh69Zyui1tN24jCQ9sdPCO15BndchXhWiJg01Hb6t1VHRHzrrbKkMsM3Eb6h+6BWpD8IRv8ghhMZf6PSHjvqFiOpyicafDtZU1/tbf/Sipjr6cNMFTdqS0b2zauuoeXdPYXugD35tkzd0f/WoRoNMYy36wd4C1i9ezLZLsjx19d8brSI6YKKV1wUCPN3T1slnjb5dCQeGtmJtq6mSD0711UheRk8CfBoN3lwvVkf9TBL10fhJJrU27INW6ijAt9XhYySZJJ9Os4Lp72HpvA6Jtrc6Xx3N+kOHnS2NATb+sifbkIu9EPHn1HqqdAfh6NIafyj1oaONItrZTxq79C73t37pRWlVsEmFO2/JzgemzrcH+uDXNtUVtu89KpUvfNxFjP1dTLY88Vu41/F9e9sp9HTP0NRyg2M6jeRmG96mMsZjRiuL6cq9N5PUoVE1as+MjPxgyyex7IN+aPDmYjRlrvpOuPXXVA1NLcf/vUh0C9UQ+qMN02iljuYfow1yLXp8gnbMzb6bcC11tfC+q0Pd1U31Jmfbvsy8w86WxgCbkn7oFWkPIFFrJ/r2842nr/14kqEjxu9adwfZ2jXV9f7WH71oH6TekpMRt72rmaK2q/T6l25f6tDXPaqD26dUGC/ESQ2TC10a+2O2cG+2eWsI8HTV0HhhucGpQzVykwtr201/vHceM9qimNkWxXQk9j6Jxo/MGJpablZCbnJh+92X2q9hivqhwZsamlpuMtbmJmfXlgvv1t5+uW668cJ2xMnydUW19zyWPmjDdFqp0wo0boLc5MJyyx4f64uX+Dk1+1F439VhvLDdeEa5yYW1wqn2C++0s6UwwKalH3pFygNI7TWeocXl5ikPHU9/v1lxIdfBINvumup6f+uPXrQP0m7JFwpNOktuciEiPvX8l25f6tC/PSqd/B5CGC803WIIucmFbj4er2UL98/3tdenAPC42HkyaNXXIpfL1V4sFaushdnZ6qLilJPq6UM7Vaj+ludyucmYy7O2MFu5J7ZqAWp+AXpzCn3U0iZr8ObSWx01TRlyVVeK1pTQeEkjHl2bqy6q9gOJGrHXnbbtVurwFPq9cqK7fMQ8ml2cXCokwVpKXsNEhad9UmIbdWjvjMe6tbE3i5o13sYlFZ1/JTseYCO02VB90Cu2t1MahJuv2sZzTmXoKL9VOxCE5o0Zf/zpZHDoRn/rtG4ZOoW+cknba8kG3ajJMNVI+4NPH/zaxtd/Paq9ztS4+IiBoq1f+naXp66BO97oTdvA9vZ2O20OADxyFvMDlTcS7u7hDgCDDiT0hV5XAADousX8wJs/zz399NPHXnjhm8PDw0NDUacB1jzqNu5DuQGA/SHAA8BjoVgsFovFMF8+2DU5u/a9qb0Yv76+eP2ViepHLT/9zX642A8A2OEmdgDw6Bt/ofYqxfnp4eGBPcPDNem96V3KAYBeEOAB4DEQ4yFyVbL9bCsAeDQJ8ADwWBgvxHvYUz89KwcAqCTAA8BjYmi8sNzoYU+Vj3taLoxL7wDQhzxGDgAAADLAEXgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAGe9C3mB2LLL/a6ts2Vl2Vsbr3Vi/1mfW4sEy3cVd1eUxq5kf38jmTi+9grumgIFb9JUZ1E/wEgWwR4oB3ri/kxm7w8xnwF9kEajbw+9+Z8CCGEyYXlqaE0agUAPSTAA4kt5geGJ+aLva4G9IqvwD5Ip5EX/266GELIza4VxtOoFQD01hd6XQEeXbnZtewf7hgvbG8Xel0JyBpfHPrE4kfzwcF3AB4hAjwA8GiyLwmAR4xT6AEAACADBHj6R+XNgNcX5/JjYzv3qh8by88txr6PUdV9l9cX5/K75QyMjeX3yqmex0DkPBLfoLim0OZVr5044YJGF1O1jClUsuajc2MDAwMTpXtCFaeHI5snbvntrvEO6r9XRkTjx19XrRs5Wfkp9YSkLVPz7ShNG3Xf8mbfg8j7nNd8YOcu4JH3Qt8poLr0pCuoswZJ0BVT/QpETpyBcSCEENFotV2p/fk2beRyh8kvVs+15mZ3aYwSiQtJZaYA0Nw2pG1hMoQQQm52rc3PzU7mojprbnIhVjlrs6WPT86WS6w1ubC9vdBgHjWVjlyWRgu4M+NYdV9rULkkS9pknpM7jVhbVKJKxpxfZUs0Lj83Wdtg7azxRPVvsKbWGqz9RjNN2sjJyk+pJyRdsw0mz80uzNYvVLPv9FrE9HUf2FnGJhWpKDxZA6bxfUzQFTv4Cjw640B1oy006kv13SXmfJs2cvnNycmapmuxjsozqatUKuN50pkCQNsEeNLXZIs0enss4nO5ydm18ptre1uH8fYJVG1H5SYXdj5TkQpyuZjziB/gd+eam5xd2EsiezOt2ubbm7pi4spqxNuG3m2y6MWsKyhZJVvOt8kmb25yYbdxK2pUXXziNZ60/q3WVFXb7zVbg1omb+QY5afUE9psmcpKri3MNlyojgN84wRfn9/bXEGdfB+Td8WWX4HHYByoGumrWq3BFz6V72/1CL8b6hd2S0w4CqXSfxLPFADaJsCTvs4DfIyN/CbWGgf+iqo1OlrbIoc0eHF3ns2OzNRHlIipmxyqbF1uXXWqyklYySYabFjv1D2ijMh5J1zjyesfVc8mDRxV/6SNnLD8dHtC3JZpvFANviGdB/hWYSxG1G/UwTr/PrYx+EQvzuM1DsQZTiN6XWff36rFiiop6SiUav+JPVMAaJsAT/o6DfBRm44JNmebbjDF2M5qvQVZ/2KTDfHI9xOl5UaatsnuSqg/rTRuJVvPOvqYVYOFing72Rpvo/4R9YwTRSuKSNrISctPpSckbZnEC5VGgG/eaepaPG4DRn4ieVdJPPjEXJrm8834OBDZVRrWK53vb+WUMS/IaPV218fzVFYzAOxwEzu6pvXWSoMH8z79zfqXh481vByxcQWODTd8L2IeQ998OvEsytavv18MIYTJF8ajJ9gp++e/WK/6uzg9XLrLURu3OVr/xc9D45mOv1C7GyVxJZNau1MMIUSvv4rii3fWat+KtcZTqv94oXHfq+8CSRs5afnp9ISELZN8oVJRLrhq/UdUPWEDRumgq3Q0+Dyu40DzWe/0uvTnGzXCtz8K7Ulc1TRmCgBxCfD0nWa5O5EGW1NdsLP9Nj8x0MDO7ZR3tuDGCzsXRxaL89MTw8N7dyyOu/W6M9MG6lJH8komsxMkGq6/nRrVbaDHW+Pdqf/6+vr64uLi4lw+Pza2U0L9TBtoHe1alJ9qT4jbMh0vVJvKiW7+o91b0S/+3XTzpBSjASO031U6G3we03GgRaPV9LoUv78RI3z7o1CFpFVNZaYAEJcAD70xXlheW5idzFVsXu9uwyd59FBq+zvS0nC/SQenOKRtfXHnWU/Dw8PDExMTE9Pz88XGQShpIycqP62ekNT+95zaBL/40XwIIeRmv1eb35OuoOx6BMaBRt/4ru0JiqEno1AWhj4AHgECPKSn9VWjhcqkMjQ+VVhe3t7eXltbmJ2s2IYvzk9PDEc+Mrte4uPlCSuZWMOjTDvHqTrUaf3X58YGhif20mAul5ucnJydXVhba3j7hiSN3E75qfSEpC3TgxN6ywm+3EV28vtLp6pyTzsNGK3bXT2l+WZ9HGj0jY8+N2B/Vkoqo1DSqnZ76AOAEIIAD2no9AzJoaHxqUJ5G373CVLzb841La3F8a26redun8bZ8kLPFheKtpJO/dfnXimdtb37wK3l5eVCoTA1NT4UUa2kjZy0/Fod9YS4LZN4oZpLMn0pwRffv77eKL932IAhhN6dsWwciFI+N2B/5pvKKJS0qt0e+gCgigAPndvdgHv/evQW3/pc6XzgsdK2+M6fEQfXhsanlsuHGVscUxs69VIuhKpLiivnWHfMJ2klE9vZ7I2u0E5ea/tc31Tqv3N7qtzsu4Xxuo3pnSpWzDRhIyctP52ekLBlki7UnqiKJDu6uJfgG+T3hA0YqetdPaX5PiLjQIOSalbwPq2UNEahxFXt8tAHAFUEeEjB+PdKx8uK069EbX3u3qvr+6Vba+9uc0ceXGt5S6Sy3VIm6gLA7mHMDiqZ2NDU90uJI2qx1ufeLG3Etl181+u/W8VKSRs5Yfnp9ISkLZN8oRofk9wpPK5ygr/zd6VQk2RtRa6g6Jl0uaukNN9HZRyIKmkxP1Gzg2Z/Vkoqo1DiL1SXhz4AqNLqEi9ILNF1qvVPBY//rOkGmk3b7JnJUfOP+Rz4irmGkJucXdh7ovDC3usRBZfOFN57vWLyRI+8r5jn2s59rSOKSVjJlvMtTb22uwCV5e8u1lpFjWI0ZE1RHdW/8ROe987QrqlhfSmJGjl5+Sn3hJgt00HPqZh+tvIDrR+TXrPAkYvWxgpK8fuYvCs2+wo86uNA1Ugf2S9qimm3l9Y0cotfg4SjUCr9J/FMAaBtAjzpezwD/HblNlzT5YwxdYKtvZpks/P5ydkGrZCsko3nWvXBipk0Lj83WVt8O2s8Uf2jV2mDAnKTs7tb5zVzTdLIyctPqSckXbMNps9NTka2fKPJdxcqboCv6DyRX+fEDZjG9zF5V2znK/CIjQM7jTYZvcaaNma8D0Q3cutfgySjUErjecKZAkDbnEIPqRmaWi4dfap8JlSudABnue7syQZTl47f1E/eyHhheW1toeLW1bnc5MLacuFUKpVsPNeaA3y7J47ulV9V/MLa2nIhjTNIO65//XO7Sp9eWy5Mje+eClt9MWuSRk5efko9IWnL7E5fPe3y9441Kr56uXK5yYW17eWpxNf1lu9FH/X4uBDaW0GNapxCV28kzlfgkR8HSo59b7n6bIwmxSSbb+NGbi6VUajtL1SXhj4AKBnY3t7udR0A6Bfrc2PD08UQJhe69JQ1HhGL+YGJ+RBys2ud7w8BAGJyBB4AAAAyQIAHAACADBDgAQAAIAMEeAAAAMgAAR4AAAAywF3oAQAAIAMcgQcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAM+OXBtuYAACAASURBVEKvK0D2bf8pPPxV1St/8dXwxYM9qg0AAMCjaWB7e7vXdSDjfn8//MOTVa8MnQsn5ntUGwAAgEeTU+gBAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyAABHgAAADJAgAcAAIAMEOABAAAgAwR4AAAAyIAv9LoCPIr+uB0e/qnXlaBHPj8QvmTPIAAApE+AJ31/Xv6nP/8fa72uBb0x8NSXPv+f/n2vawEAAI8gB8oAAAAgAxyBpwsGPvfnAV3rMbO9/bngugkAAOgiKYv0/Xng83/83Jd6XQv21UDY/tyfHva6FgAA8ChzCj0AAABkgAAPAAAAGSDAA120dX+uUBw7e33g7PWBs9fHLt6eu9XeifYP5y5eHzhbnNuKeGvx+u3dWQzEmkWT0qJs3Z8rFAd2l6Lw2WLMDwIAQIpcA9+PNleuffjep0urq+W/R0ZOfuflF0+PDiYuaeXKmZmlEEI4eenj86Np1hFau3V77PJGseKF4t2N4uWN958/sZw/mKik9es/m74b+c7DuYufVL11d2P68sb7rz63fOqJ5KVF2fps7MKdqqW4cWfixubkxVzheOxCAACgc47A952VK2/kZ67upfcQwurq0tWZ/JkrK72rFSR2P395oxhC7vkTax+c2v7g1PYHzy28eiCEULxxM38rSUlbn73yzoPId3ai+IHZi89VzeKdnzU8ut64tCgP5354p3Ypng8hPJi/fHsxyUIAAECnBPg+s3JlZmm1wXtLM29c29zX2kDb1q+vzYcQjh57N39wqPzaE+OncgvPhxDC/M37sUsqR+jIt64XH4QQJi/mpo4/UT2LB9M/jpxFk9Ki3Prl9N26pcg/N3s0hLDxUaLdEAAA0CEBvr+s/GSp/L+TlwoflxUunSy/uPrpTyV4smHtHx+EEHK5J4eqXx8/cSSEEDZ+tx6vnMXCJ9N3Q+7VE7NH69/85zt3QwgHjlVfXTL8tQNtlRbl+DPbH5zavvxU9VI88c0j8T4OAAApcg18nzr57N4V74Oj5y+dXJpZCiGsbtwLoTKsVF8uH+ti+for7Ee+/vLr53c/VHHd/KXwXumEgJOXCufbuASfx9h4/tR2vuNSbt2euBHC0WPvnvry9Yjj5l8+djSEuw/ubIZwaO/V8r6Dr305YWnx3f/oRqjfcQAAAN0lwPeXw0dGQlgNISzNvBEuvf7i6GApIYye//jj87UTb65cyc8sVb6yurq0OrP06bnCW6cbJIvNa2/kr1afo7+6uro6k/9V/YeWZmbK/xs5crj6rd/85je//e1vy3/84f8N//TFEMJffv7PB7/yr/EWlMfW4s2NEHVkPsr9/OWNEA7MvvbUUIi8sfwTU2ePTF/emL9cPHbxW1PHnwjh4eL1n03cCCEceGn0iYSlxbN1P//Dm/MhhOeHpw61nBoAANIjwPeXwdMvn7xaCuWrSzP5pRBKh9W/8+y3a4+rb177QTm9j5y79Prp0cGwuXLtBzNXV8Pq1fyVw9E3nV/5sJTeR3bj+sqVN2aWVktn55+ujf2lA++bm5uDNW/85//8n3/0ox9VvPB0COH4X//u6svx7+3N42jrszej03WExcLN+RByr36rWU4+/szaxfDK5Y3py59M77549Mjsa8/UfCpWac3duj1weaP039yrJ5ZPJbuRPgAAdMo18P1m9Hzh0smRyldWV5euXp3JnznzxpWVvSvgd6J4OHnprXK2Hxw9/fq50keX3ou+3d3o+dJl9W+dDpsrK9euldN7tJFzL44OhhAGa+M7tOd+/sKdYswUvXe6e/Oo//D6zd/Wng5/97d3VqqPscctrZn1eyF39EDuaAghFN+5OVa4H/MyfgAASIcj8P1ncPT8Wx+f31y59tOffPpp5ePkVpdm8qH8PPfNe78qvXjy2coj7YPf/s7I1dVGB9RDKF8Bf7Vxaq/w9cMNg/vXvva1EydOlP/48x/Cr/9rCGHov/9vMUrlcXU/f/HmfAi55080eUJ72dZnY5c3QjiyUHv3uBo7D4E/emThtWfGD4UQwvqt269c3ph/55Ofh51HwcctrYWhU88snypV7/7cD29O37g5HE5sJ3ygPQAAtE+A71eDo6dPj54+fT6EsLm58tOd0L303rUXR08Phnsb0RF88PDXSxfRR6u4an5k5OR3Xn7224fv/aD2ovgYXnzxxRdffLH8x+/vh394MmkJPFa2PhsrH3t/rnV633nS2+TFZ8abT7jzjLe1imQ+dPyZ5be/MnbhTvGdXy6eemY8fmnxHTo49dqx9y/cKd5Ym/vbg66EBwBgnwjw/WT3DnMjVXeUGxwcPX0+bFTdh373bne1RewcmY8u/72dq+Z3y9+8l+YSQJ3SIfHY6T2ErV+/fzeEEOYvX5+vfe/B9IXr0+HA7Nu5qUNh/d5vQ+T98A49+dLRO8W7Gx/demZ8MG5pyZRnUXsDfAAA6CLXwPeTwW9/p3QJ++rV/BvX9i5439xcufLezoHzI4dDKB9pDyGEpZ+sVJSw+dNPyw+U+863m1y4XnFyfKND+ZCG9evF4csbxXBg8uKpWOk9idLj4rpq/Xpx4Oz1gcL9bs8IAABacwS+r+xewh7C6tWZ/NX6KXaD+eiL50aWrq6GsDTzxpG9u9Dv3Nnu5UbPkQsh7J2Iv7lypfo5dJCi9Vu3h995EJIe4j701PIHT9W9Wrrcvaqo8RNHwo2NnVPlK5SP4R84NpigtEhDh78awoNwY2sxf7BqFqWz98ORF47HXi4AAOiQI/D9ZfD0WzX3oK8ycu713WA+uHvL+dWrM/kzZ86cyc/sPiMu8hlyYfD0yydD+SPlT+zF99UNJ9OTpq3PXik9d72NE9RjOn5oMoQQNiYu3l7cKr+2fut26Xr7dJ7Tfvwbs0ejZnF5I4SQe/UbqV1XDwAALTkC33dGz79VePbah+99+qvV3TvQj4yMfP07L79Y8yj4wdNvffztlWsfvrd7r/qRkZMvv/7iaOPHvo2eL1wKP3ivPP3IyMmXXz9/+KelK++XfrJyfjQy+ENyiz++Uwxh5zrzekcWPtg5bF5+vnrFK3EdLLx97OcX7hTvbkxc2Kh65+ixtTbuDx9RkyemXjtx58LN+bpZ5J4/0clD6QAAIDEBvh8Njp4+P3o6waTnG709ev7jj6vfHBw9/9Zo9Uun3/r4dNPPQGL3P7qxL/M59NTy208u/vhnb954UH4a/NEDk7nh75062MkT46pncbDwwXMvFPZmkTt65KWz35g6Lr0DALC/Bra3t3tdBzKu7jFyf9z8n/+w+r/2qjr0xEDY/os/PQwhDDz1pc//p3/f6+q0b+uzsQu/+37icwEAAKD7XAMPsGfzd8WjXxnudS0AACCCU+jpEmd2PGYejXN5Hs59sJHLPZfa6fcAAJAiAZ70fe7P//qXf3rY61pAYlu/fv/IMbemAwCgTwnwAGWHnlrO97oOAADQiABP+gYO/sXAV77a61rQGwMH/7LXVQAAgEeTAE/6Bo498fkTf93rWgAAADxS3IUeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAwQ4AEAACADBHgAAADIAAEeAAAAMkCABwAAgAz4Qq8rwCNo/f8KN/9LrysBQI989z+GgYFeVwIAHkWOwAMAAEAGOAJP+v40EP7b53tdCQD21xf/HD633etKAMAjTYAnfVt/GZb/Ta8rAcD+evafwlf+1OtKAMAjzSn0AAAAkAECPAAAAGSAU+gBgG7Zuj/347XpGw9Kf+WeP/b9v31q/FAbBT2cu/jJ9N0Ds2/npmo+vnV/7sdr7994UCzN4uiRl85+Y+r4EzWfXyxcn7gRUe7kxVOF4/u2FADQGQG+j2xurvz0w/c+XVpdLb8wMnLyOy+/eHp0sKfVAoC2bH02duFOseKF4o07Ezc2Jy/mWmfmauvXfzZ9N+qNW7fHLm9UzeLuRvHyxvvPn1jOH6x4+eEvNpLNcU96SwEAnRLg+8TmypUfzCytVr+4urq0OrN0deTkpbfOj0Z84qfh/Om61wGgHzyc++GdYgi550+8mz84FEIIDxcLn0zceDB/+fYLHzwzHr+krc9eeedB1Bv385c3amdx/WcT7zwo3riZP1F5aP2f79wNIRxZSDTfdJcCADrnGvi+sHIlX5fe96wuzZy5slLxwubKtTfO5GeW2j6aAABdduuX03dDOHpsJ/eGEJ4Yzz83ezSEsPHRrfgFlSN0vfXra/OhbhancgvPhxDC/M37FZXZmg8hHP3KcM+WAgDS4Ah8H1i5MrNU/u/IyXN758xvrlz78L2rpWC/9N61F0dPl15f+XDmasO0DwD94Pgz2x88U/fqE988EkLkyfANLBY+mb4bcq+eeKl4s+Ys+rV/fBBCyOWeHKr+yPiJI+HGRtj43Xoop+71e7+NnLK1lJYCANIhwPfeyk924nvNqfKDo6fPjx4OZ2aWQgirVz9cOX1+dOXKmd20H5ZmziyFMHKu8Nbpezuvn7x0KbxXOpx/8lLhfOW+gN2r6yOvra+exAX4AHTB/Y9uhBAOHIv543Lr9sSNEI4ee/fUl6/XHYUfz5/azscqphT1nw7/PFf42c696A5Mvvqtwqnae93Fk3ApACAtTqHvud38PnLuxYgL2kdfPDdS+t+v7m3GKG5pZudk/JEjhwdDCGFz5cqZ/MzVvWgeVleXrs7k37i2V97mtTeqJ4maCAA6sHU/f/HmfAjh+eHaO8lHu5+/vBHCgdnXnkp05Hzx5kaoOt5evoPd/Ds3d+8kH8KD+Xc+Gbj42XqSkkNoYykAID2OwPeNke98O3JP/uC3vzNydXU1hNWNeyGMnv/442f3jrZ/vHPE/t7eB0oH3jc3NwcHQwib135QPmQ/cu7S66dHB8PmyrUfzFxdDatX81cOlwpY+bB8Tv7uQfvNlSv5maXdA/+1lfr7v//7H/3oRxUvjIYQjv/1766+7IxCAGrduj1wuXzfltyrJ5ZPHWw+ecli4eZ8CLlXv5UsJ2999uaNEMKBl0Z3j66X7mAXQjgwe/FbU8efCOHh+vVfvvLORvHunVeuP7kc8zh8W0sBAGlyBL7XNu/9Ku6ksQ7Bj5x7cXQwhDA4OBhCVTR/q3w6/ODo6dfLR/WX3qs5wP6rn9zb3CxNdP7jkvr0DgBJrN8LuaMHckdDCKH4zs2xwv3Wx733Tp5PdJb7/fyFO8Wa2L/1u5+HEMKB2bdzO8+Hf2Lo1DPLF4+EEIrv/HKxe0sBAOlyBL7XBg9/PYR4t6T7+uEYF9tVT7S7e+Dks5U5fO+o/qc/3Tx9evDwkZFSJVaXZvJLMa5/P3jw4N/8zd+U/9j+Y3jwsxDC1//tv8RaDgAeL0Onnlk+FUIIYev+3A9vTt+4ORxObOcbH8He+mzs8kYIRxYuJzp5vnxye+75E1UH1Q89tfzBUxGTHz80GTbmw29/sRXGYxzkT7wUAJA6Ab5vlLN03eubP/20/VvO39uI/mzNboPB028VwpUfXN15lF35AfTVN8Wv9N3vfve73/1u+Y/f3w//8GTbVQTg8XHo4NRrx96/cKd4Y23ubw82ODe+/Ny4yYvJnhU/Vj72/lzcU+LDl48dDeHugzubISQ6Sz/WUgBAFziFvudGnz1Z+s/q1Q9X6t/ePQe+5iB6PIePjES+Xn/i/uDp8299/HHh0qVzJ0+O7HxodenqTP5KRK0AoD2HnnzpaAjhwZ1Gl4Vt/fr9uyGEMH/5+sDZ3X+fTN8NITyYvnB94GxxbqvqE+u3bidP751puRQA0A0CfO/tJviwNHPmjWsru9sCmyvX3th9aFzFPeobpfIIg4e/Xi76J5UxfPeofu2d8wZHR0+fP//WWx9//HHh3MmojwJADOvXiwNnrw8U7u/DjIYvbxTDgcmLpyLTe+OalG5u1+xpcPu2FAAQi1Po+8Do+Usnl8pBffXqTP5qxDQnX444u/5X9zZDi+e0j754bmTp6moISzNvHNm7C/3One1Kpe4+XH7nRvUhhM17G+WD9CNHDre7ZAA8roYOfzWEB+HG1mL+YNWZ8Ld+OX03hHDkheMNPhl9yfrDuYufTN89MPt2rvKU9fVbt4ffeVC+QV2DU9kb1WT9+tp8COHo4KnG58C3vxQA0A2OwPeF0fOFSycbHlYfqXhcXAgVh9VXr+bPnDnT/FHtg7u3nF+9OpM/c+bMmfxMKb6PnCuUSx09XyhNszPJmTNn8uXHyY9E7joAgOaOf2P2aAhhY+Li7cWdM97Xb90eu7wRQsi9+o0E17c3svXZK6UHxTdO7w1q8nCxUBx+50EIYfJs0/vk7cNSAEB8jsD3icHR8299/OLKtQ/f+3Rpdefuco1uBj96vnAu7N1yrvIh8FFFn37r429XlTwycvLl118cHRysnKZwuHrmrW9FDwCNPTH12ok7F27O392YuLBR+Ubu+RNVD4crP1/9yMIHSe5aF8Lij+8UQyhdGD8d8f5ugU+U7zlXX5NXnytUHkKPqEnspQCAfSDA95PB0dPnR0+fjzPl6fNvVU94/uOPm3wwRsnxZw4AcRw6WPjguRcKP3vzxoNiCCGE3NEjL539xs7D2Dt0/6Mb8Wvy1PIHTy5W1+T7rz0T5+lxXV4KAEhiYHt7u9d1IOPqHiP3X/507t0/zPeqOgD0xLP/FL7ypxBC+O5/DAMDva5Nu7Y+G7vwu+8nPBcAAPaJa+ABAMo2f1c8+pXhXtcCAKI5hZ70fW47/IUTOwAeMwOPwMj/cO6DjVzuuWa3tQOAHhLgSd/gH8L/+KDXlQCAhLZ+/f6RY25NB0D/EuABAEII4dBTy/le1wEAmhDgSd8X/7vwb/+y15UAAAB4tAjwpO/fDYd/d6LXlQAAAHi0uAs9AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABkgwAMAAEAGCPAAAACQAQI8AAAAZIAADwAAABnwhV5XgEfQj/7vf5n+P/+fXtcC6I3/7W+e+F/++ku9rgUAwCNIgCd9v/9zePCv272uBdAbv/9zr2sAAPCIEuDphu0w8Kde1wHYZ58L2wO9rgMAwKNMgKcLvvCb8KX1XlcC2F9/PBD+9cleVwIA4FHmJnYAAACQAQI8AAAAZIAAD0C3bN2fKxQHzl4v/RsrfLa41U4xi4XrA2dvLzaexdjuLC7enrv1MGq6h4uVk7VbkxAezl28PnC2ONfmxwEAOiDAh5UrZ0qurDR/o+GE8YrrnppZ9qAGAPW2Phu7cHP6xoPdF4o37kxcKOZvJSzn1u2JGw3fKs2iuDuLuxvTlz8ZK9yvrcnZTyYqJ2uvJiGsX//Z9N3EnwIASIcAD0AXPJz74Z1iCLnnT6x9cGr7g1PbHzy38HwI4cH85QbH0qOs37o9cHmjwZv385c3amfx6oEQQvHGzYpwXq5JCAdmLz63/cGp7Q9OrV08kgsP5i8nPJC+9dkr7zxoPRkAQJcI8PGNnv+45Pxor6vSVFbqCTzKbv1y+m4IR4+9mz84VH7pifH8c7NHQwgbH8U69P1wsVAcbpjew/r1tflQN4tTuYXnQwhh/ubOQfhSTcKB2bdzU8efKL02dPyZ5YtHQngw/eP7teU2rs/OjgAAgB4R4AFI3/Fntj84tX35qaGqV5/45pGYn7+fP/vJxI0H4eiRhbdPTEZNsfaPD0IIudyT1bMI4yeOhBDCxu9KD7Ncv/fbEEJ4fnjqUE0ND02GEG5sxTwdYLHwyfTdkHv1xOzRmIsAAJA2z4GPb+XKmZmlEEI4eWnv4PbmyrUP37u6tBpCCCMnz71+/nCTj10K780srYYQTl4qnB8dLH/606XV1fK0IyMjX3/59fOjgzulX3sjf3W1dpY7L46cK7x1ejDUiqxnzaxGRk5+5/Xz1R9uVRmATt3/6EYI4cCxWOPKgclXh7936uBQuP9R1Nvj+VPb+dallHP+175c986Xjx0N4e5vf7EVxg/Vf65a6Tr8o8fePfXl647CAwC9IsB3YjdKl6wuXc0vNZ56aWam/L+RI4cH6z4dQgirq6urM/lfRQfz9Coawurq0mp+aWMv4e9jZYDH09b9/A9vzoeog+ERDhY+ONjefBZvboSKI/PDXzsQwoPiP/5zCE9UT/jPd+6GEB7c2QyhRX3u5y9vhHBg9rWnhkLkLe4BAPaFAL9naeZMk/gdYeXDnchbPqK+uXLtBzM1MbhSabLNzc3Bwb1P7x1HX7nyxszSagirn/5083SKoXnlSn5nVpdePz06GDZXruRnlkJYmrnybCnCJ61MoVB47733dv7aDn/4H0IIzwz+bu5/Wk+t2sCjouJGdLlXTyyfajOZx7L12Zs3QggHXhrdudz98FdDeBBubC3mD45X1WprPl6Ri4Wb8yHkXv1WjP0OAADdJMC3bfPae+W8f/JS+TzzwdHTr5/7tPZI9o6Rcy+ODoYQBgcHQyjda+58qaTNlZWf3vvJp+Uz8dO28pOl8vxfP71TzxfPjSxdXQ1h6Scr50dHk1fm97//2ZR0UAAAIABJREFU/W9+85uKFz4fQvjnP3y+G/UHMm79XsgdPRDCg+LdUHzn5tg/nqi47Vy67ucv3CnWhO3jhybDxnzYmLgYFl57pnS2/Pqt2680vj1elb2T559oPTEAQFcJ8G27t7Fz+P3Ziru9Dx7+egjR0ffrh2uOY1deP989m/d+VT//wdNvfXy6g8p88Ytf/Ku/+qudv7bDH/6/EMKX//JPHdcWePQMnXpm+VQIIYSt+3M/vDl94+ZwOLGdT/04/P38xZvzIeSeP7FcFbYPFt4+9vMLd4p3NyYu7IX23PPHZjfutHio+9ZnY5c3QjiyUHs3PgCAXhDg91Td8y1U3AwukcNHRhol+Grl09hDKN1S7uVnv3343g8aHb3vwO6OhjQrk8/n8/mdu0f9/n74hydTqCnwqDt0cOq1Y+9fuFO8sTb3twfTPCN967Ox8rH355brD5Ufemr57a/M/Xht+saDEEI4emDy7LcKx8PcxTtN76hXfm7c5MVnxhtNAgCwnwT4tjVI6rHycsUJ+BW3kt+813DyX93bDG3eDj7GHoWElQFo26EnXzp6p3g3zq3j4iqdD98wvZfne3Aqf3Cq6q719+/cDSF89ZuNqrH16/fvhhDC/OXrdVfLP5i+cH269Gx5F8YDAPvGc+DbNnj466X/LP1kZe/V3RPW46o4sT1m9o852Y7oeq5cOVNypeLFNioDEGX9enHg7PWBwv19mNHw5Y1iODB58VTD9B6pdBO7o18Z7lbVAADSJsC3b/TZk6X/LM1cWdkMIYTNlSs/SHoO/NJ713Y+W3/C/m74Xv30w5XGkyWv594h9xcrrxpoWhmA2IYOfzWEEG5sLda8ceuX03dDCEdeOJ7CXNZv3R5+50EIB2bfzhUaFbj12djZ6wNnb1fX5OHcB1VPm4tw6KnlD05t1/57bvZoCOHA7Nuntj9w+B0A2F9Ooe/A6PlLJ5dmlkIISzPNHgAfZfD0yyevziyFEFav5s9crX5zdeNeCKVb1T97MiwthRBW92YxMjKyuppkN8Ho+cK5X+WvrtbVc+Tc66cH41cGILbj35g9ujF9N/re77lXv5HCVeVbn71Sejx78/PYyyftb0wUDq2V7n5fupfe3RDCke+7tzwAkCGOwHdk9Hzh0rmTI+W/Rk6eu1S4dDLBZ0+O7H525OSlwseFc6W/9852r5nq5LlLhde/k7ieg6ffKlw6t1dOGBk5ee7S7vXucSsDENsTU6+dmAwh3N2YuHB94Oz1gbPXh0tXqj9/ouqRbLduD0QcIW9t8cd3iiGULkcvlV/9b7fAJ6bOHsmFEG7cHC69daGU3g/Mvl19d7p2awIAsE8Gtre3e10HMq7uLvRXnzgz+W/e6FV1gN7444Hwr0+GEP73p7+S/3dfKr/4cLHwszdvPCiGEELIHT3y0tlvTB2vPuh96/ZA6VFtHzS62fv9/Nmb87UTlF5sonr6rfv5H67N330QQgjhQO754Xf/9uBQzXH71jUJITycu/jJ9F23rwMAekGAp2MCPBAaBPis2fps7MLvvt8swAMA9I5T6AGgbPN3RfelBwD6lgAPACGE0q3pm92XHgCgt9yFni7441+Ff7EFDI+bzO8R3vr1+0eOveu+9ABA3xLg6YaBsP35XtcBIJlDTy3ne10HAIAmBHjS99UvDHzjywI8PKb+6gsDva4CAMCjSYAnff9h8Iv/4cSBXtcCAADgkZL5SxYBAADgcSDAAwAAQAYI8AAAAJABAjwAAABkgAAPAAAAGSDAAwAAQAYI8AAAAJABAjwAAABkgAAPAAAAGSDAAwAAQAYI8AAAAJABAjwAAABkgAAP/3979xcb15XfCf4n2+1MWnYnSo8UlbZDtT1Sq6K0YSj0GB4axniT1XIkDeWM2tPK7kMcP9DELt1taXZHL2osl4C1D1zsSEI3gaUIrNIPi10ZjtJNQtYU1MgaEUwYgjmG4UQptTV2xDgsjpUOk27LibvT1j7UHxbJInmLf1Q60ufzRBbPPTxVde699a1z7rkAAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAAScF+rG8Ad6I/++v1j/+mVVrcCAGiBf/0rX/5fv/x4q1sBcGcS4Fl9f/2zfxj/yfVWtwIAaIFH1n+x1U0AuGOZQg8AAAAJMALPGvjs/fiZKfQAcDdZ98W477db3QiAO5wAz1r4edz8aavbAADcSj9rdQMA7nym0AMAAEACjMADAHBL3Dh59PVDVzac+E7HS5szFJ+6fvL7771yYXosIiI6drR9/dmHX9q1fn6158+9//LpiXKx2NF2olGx80Pn9l5o8E9eOLpvaNdqtQRgjQnwLVAaPdIzXFysRGffSG975vrGB/f3F2Y2m/MrAMDt4Oq5dw5dyVz67XefPFbN5BERMXZlYuzYxCu7H3+jZ2N9wfNDr89K5lcmDh2beOX5p9/YVx+wb/xwYnmtbqIlAGtOgAcAYM1NffDc6enMpa/3HJsYi+jY/fh3ezZui4i4cf7cO3tPT49duNTz+MyY+dVzY3svRMSGE0cffWnX+plip9852V4/zv/J5SsR0fbaq4/saa7dWVsCcCu4Bv7O0947Umb4HQC4Pdw4+e3LY0sXq7h67r1TEbFjZzUzR8T6Pfs6XtsdEXHq0vVatefGpiPihaMd1QnttWLTh75/fabGt6dORcSOB7Y32e7MLQG4JYzAt1K+e2igK9fqVgAArKnzQ68fuhIdzz/+9bFLWWbRv/fhdER0dGzaNvvxPY+3xYWJmPj4amzcFhFTH71yJSLafmf2MPieZ3Z2XLg8VisWcXXyJw0rXLWWANwaAnwKSuOjZ89cLBTL183n851PHTzQ1b5Q8m98Dfz8Og73zv7yYHaJiHw+v/Xg4d4F/w8AQAZvv7v3QsSOnd/d9/lz2Ubh9/Tsu9mToVzp47GI2L157qz4zQ98NWLsSunc1EPlWfTlHP7V+OTk0DuHLpRn8m944flHh/YtsRBd1pYA3BoC/O2uND7YU87jVcViodhfuNjM6P28ZfOKxUKxpzAxk/AbLKxXLBaL/T3XzBIAAJbves+xiYgNJ77x0La4scK6zl+aiLrx8PK4eiOf37kjYmaov7KC3anTl+rKTJ86/fqpsZ3vHXtoGUPoc1oCcIsI8K1UHO7ZPzz/4c76XH28kt7z3X2Hu9pzURofPd4/XIzicM/glmyXuY8PVrL5TB3lLwUK/YNPlKsYP1stUY3r44NH+gvFiOLFt0pd8xL8H/zBH/zRH/1R5ZebP48bX42I39j8yf+27/1mXwQA4M51fujSqYiO5x/NdN+4xU198PKFiNjw9fbKsHllfvuXPr/ABtOXSxGbo7qCXdSvdXf13PvPnZ4Yu3L5uXOb3lhqHH7JlgDcIhaxu61Vc3V09g1U5szn2rsOd+cjIqJwZrSUpZI3q18BHK7VcaBaxZvjETGz8N1AV5TGx0dHK+l9QT/+8Y//qmZy6q/+7hf+6u9+4frHn1vWswQA7kwzk+dXHnSv97x4eWx53wVMffynEREbTnxnZq27bfseeeNoW0SMnX7//C1rCcAKGYG/nZUmr5V/6HyifqQ999hT+eHigqPjC1WydctMyVzXwEjX7GLjo2fPDC+a2gEAMpv64MljExFtry1rjvps13uOXjoV0bH78aZHyyNi80NvvPpQg8d3bX4hJk7FT344FXuyRvGVtQRghQT4VlpqFfrJicZ5Ordla0TWqL1QJbPUXWifz3c+dfCJx7ZMHp97UXydb37zm9/85jcrv3x6Pf5wU8bWAAB3hcp941442ux91+eZ+uDJyoj303My8/YvbYiYHvvwk4iGWXrDziWGOcqXytdm2i+/JQC3iAB/O9vSlm8Y1GuD6iuppL6+0TPVWfa1bxRKk9n/BQDALJUbvMWpY+dOzf3b9KEXzx0qT2hfKjZfffvd545NLJSZt215MGK60Xa1i95XzeItAbhFXAN/O8tt2Vr+oXqpelnprYuVm8E99djS68M3rmR8cH/ZYH3NdbPsMw3cAwCslavnxrYfmxiLDS8c3dc4M+ce6IiIC1NzL2IvX/S+I7dvc6Wedc+eWzd0fd725Zy/5EB9hpYA3BpG4FtpgVXoo7YQffuB7nxhuBhR6D/SNrMKfXVlu4OZ7u/W/kRnFApRXnR+qLdcR23I/UB7RG0pvMKZ0QPtXbkojQ/OvnUdAEATGl92fuPk0dcPXck69r799HQsPlC/edPXd1weuzLxvbcf2bNr5uHz3788FhFtD5Svva8M1F+YOt+zsX4+/9Vz752KmZy/opYA3BoC/O0t13W4+2LPcDGiONzfUx/2891Dme4hFxHtvUPd13rK3wP01OfyfPfhrlxE5LoOdg73F6LhVwrFickIN4IHAG6dqQ+eK989fonMvH5fx4ZDV6ZPHRuLo48O7VofceP8uXf2XoiIDSee2VgptevhEzsmDl2Z2Hs0XvvGI3s2R8SN80Pv7L0wHREvPLvoGntZWwJwSwjwt7tc18DIY+OjZ89cLBQrE+fznQcPH2jPNRGqc10DQ1vm1PHUwQOVu8pFRHvvUF8cP1P5cz7fefBw75a3jpRT/5vjve0ZvysAAGjW2++uK69X/2plxbvKEHrlavn5Zkpu2/foibHXD12ZPnXs9fqL7Wff4239S9/Y+cqLl8euTOx9cSJmFXt6qG7ofiUtAbgVBPgWmH8Pt6U2aO/qbe/qXejP7b0jI70L/pqtjsi19w60z/5zs80EAFgF1793IXvh9S8de/or595/+fTEWPmBHW0nnn24er/3qs0PvfHqpvND77x8YbpcrGNH27cqo/Gr1RKAtbfu5s2brW4DiZt3G7nhX9z0wgMPt6o5AEALrPun8bl/FRG/vzl/esdvt7o1yzf1wZMvfvwt4+rA7ckq9AAAUFH6eGzHA9tb3QqAxgR4AACIiIgbJ1+d6OjYtNiydgAt5Bp41sA9W+Nzz7S6EQDALbTu3la3YBVMffRK287vutM7cNsS4FkL98e6B1vdBgCA5mx+6I2eVrcBYBGm0AMAAEACrELPis1bhT62dcfjpxYoDQAAwHIYgQcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkID7Wt0A7kDTf/na5F/vbnUrAACAW+3+9b+2/V/+X61uxR1LgGf1/fTGX/3t3/xVq1sBAADcar/4y/lWN+FOZgo9AAAAJMAIPKvvZ/fEjc+1uhEAAMAttP5nrW7BXUCAZ/XdjPis1W0AAAC4w5hCDwAAAAkwAg8AAMBauPr2u8+9OjF2pfzbhhee3/7v923clmnTG+eH3nn5wvRYRER07N75rWce2rO5UbFz7798eqJcLHa0nXj24Zd2rV9usdveups3b7a6Dbe70uiRnuFi47/l850HD/e256q/jw/u7y9ERHT2jfS235r2tdyn1+MPN9U/8JefxZ/9Y6taAwAAtMCDP4uI+MVfzv/mv/3ziIgbJ4++fujKvGI7dr537KElMvzUB0++eHls7qMbXjjaMbRr1kPnh87tvTC3XMfzT7+xb/0yiiXAFPqVKRYL/T37B8db3Q4AAIDbx/mhcnrf8MLRp2++uu/mq/veO7qzIyKuXH7u3I1FN71x8tvl9L7hxMy2bR0xferY2MmpmXJXz43tvVBf7OnXnt8QEWOn31lGsTQI8Kuh0F+N8O29I2V3zfA7AADAbFMfvFzOzN/pGKrOVN+266E3jrZFxNjYR1cX2fbt98vJ/8R3Ol6a2faRN462RUwf+v71arkb58amI+KFo7Vi6/fs63htdyyrWCJcA9+EfPfQQFeu7oGZyfXXJkvRnltgOwAAgLvH1fHSWETs3v7SnKvWdz1y89VHlth28ifReNvNL8TEqQtT53s27omIqY9euRIRbb8ze1L9nmd2dly4PDbx8dXYuC17sVQI8CuR6zrYOVy+5r1igWvgS+OjZ89cLBTLV9Ln851PHTzQNRP4a18EdPaNHJgcPD5cqBTs7D7c25UrjY+ePVN5bO5F9/Mqj8jn81vnlJlfZE4LMtYDAACwlPc+nI6IFx7fuOxtO770+Xl/+fzOHRFXfvLDqdizOaL08VhE7N68Z06pzQ98NWLsSunc1EMvZS+WCgF+BUrjo2fK6T3/1GMLxtzS+GDPrJAfxWKh2F+4OHc8PyIK/fvrSxYLwz3XLuaLxWL9tv09MfPtQIMV9orFYrG/51qt+oZF5rYgQz0AAABLu/HDiYjYsDMXMXX95PffO3RhOiIyrkK//UsbIqbHPvwkYs4Kc59cvhIR05dLEZurA/UNlHN+5ZeMxZIhwDehONyzf7jB4/nuwwtG3NLo8Up6z3f3He5qz0VpfPR4/3AxisM9g1vmXyvf2TfU256bCdTFYnHeY4U3x3vb2yMixs+WU/fM7P7xwSP9hWJE8eJbpa6u3EyRai0zXykUh8+Od/VmrWeWs2fP/uAHP6j88tlP46PtEbHtn/79v3v6w4wvJgAAcGcqJ+2I8XefrN25LSJi+tTpS6fGlliFftuWByOmozZVvubtqVN1vy08UF/5X+Wcn7FYMgT4Fct3LjL8XpeeB7rKWT3X3nW4+2LPcDGicGb0QPuscNzZV5mynnvsqfxweeS9wWO1S+7be0dGeiMiolQaH39r8s2L1en38117c7K0JZfLRW5mq6pm6omI+PDDDy9dulT3wBci4mc/tyYiAAAQERHTh05Px462177xSPn+7Vfffve5YxNjVy5vH3rgZs/Cs+vL17rHxN6jMWfbW9Tw25kAv2LFwnBPYaLxbd9Lk9fKP3Q+Uf/XWhKfO7ydb9syr466x3JbtkbMydX1F8g3tKUtX96oWOjvKSxw/XuGegAAAJow+5bv23Y98sbRWHdsosHo+iwbh76z809fvDx2ZWLvizOhvWP3zhMTlxvcWP6uIsA3Yf4q9KXxs+Xr2+ePpUdExORE40DcKIkvS9319fl851MHn3hsy+Tx2Rez57oGhmJmYbzK9e/Dke/snsnxGeqZ5fd///e/9rWvVX756d/Ef/znEXH/vZ+twlMCAADuBB0dm+ZOld/18IkdE4euTHzv7Uf27Gq4UUREbH7oje88MHPx/I4NLzz76NCuOHn0cuXS+sUulS9rrlgyBPiVyOXaD3TnC8MLXipeG/2eozYyvzKl2iJ6M18tlCYbtLOrd6CrtzQ+/tabb168VllnvlgY7q/MHMhaz4wvfOELX/jCFyq/fHp//NKnq/F8AACA9FXWh/vqloaZOZvNG1/q2fhST/1D1y9fiYgHv7I5onapfAPVK/CjiWLJcNHyipRq17jH1i0NvrrJbdla/qHw5nj9Zm9drNwnbpHL55tR988XGvSPyLW3d/X2DgyMjIwMdXc2ale2egAAABa2/ittERGnLl2f96dybF7WuHd5EbsdD2wv/5p7oCMiLkydn1Ns6uM/jYgduX2bmymWCgG+CcXhnv2zzdwfbvZF7jXtB7rzERFR6D8yOl6KiCiNjx6vrmx3cJVu0FY4M1qpe3D2Hesixgcrba3+/4goTU5UZgDMueh+kXoAAAAy2fN4W0Sj2FxZSb4yit7Y1AdPPntu3bPvzt72xslXJ6J+Wv7mTV/fERET33t7Vrnz3788FhFtDzRXLBUC/KrIdx9omN8jcl2HKxG+ONzfUw79tTu2NVr3rhm5roOVkfTKdwv1N5wvTkxGRLT3DpUbUP3/5WLlJlS+QchSDwAAQDa7Hj6xIyIm9h599+TbN8qPXX373SePTUREx/MPL7yC3Uzk3jt0/Wr5kanrJ4++fuhKRLR9a19tWv76fR0bIuLUsbGeyr+4cf7c2N4LEbHhxDMbmyyWCNfAr9ACa7rXyXUNjDw2Pnr2zMXKxeeRz3cePHygPbcKo+/tvUN9cfxMpeZ8vvPg4d4tb5VvF1+9W3yua2BoS/3/b9DsLPUAAABksv6lY49fPnrp1JWJQ8cmDtX/Zffjb+yruzb+7XfXHZuIaHvt1Uf21LZ9tu2VYxNjFy5tv1C/5YYT33mkPvlv2/foibHXD12ZPnXs9fpbxHc8/+hLm5suloZ1N2/ebHUbSNyn1+MPN9U/8JefxZ/9Y6taAwAAtMCDP4uI+MVfzv/mv/3zykM3zp97/+WxibHycnGVxeRnr2zXIMBHRMTU9Z5vv3fqSnn9uQ0du7d/95mN2xrk7Rvnz73/8umJsfJvO9pOPPvwS7vmL56XsdhtT4BnxQR4AAC46zUI8Kw218ADAABAAgR4AAAASIBF7Fh9n/ss1ptCDwAAsKoEeFbfuoh7LK0AAACwqkyhBwAAgAQYgWf1bdz+e1/8zROtbgUAAHCrrVt3b6ubcCcT4Fl999z7C/f8woZWtwIAAOCOYgo9AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgADWeb+TAAAZ5ElEQVQPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACTgvlY3gDvQZ3/xnz/78P9tdSsAAGiBe//lb6/74sZWtwLuTAI8q+/mR//l53851upWAADQAvf85uMCPKwRU+gBAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAi9gBAABr4fzQub0XGjz+wtF9Q7uW2njq+snvv3fownT5t47dO7/1zEN7Ns8vd+P8ufdfPj1RWUF5R9uJZx9+adf65da22s8CVlfTAb40eqRnuNj4b/l858HDve256u/jg/v7CxERnX0jve3LbWJL3B5Nn9uKbK26PdoOAMBd7sYPJ5a76dQHT754uf6uRmMXLu+9UHrhaMeczHx+6PVZ6frKxKFjE688//Qb++oyfObaGlnBs4BVt6oj8MViob+nIDauRGl88K3o7fICAgCQuE8uX4mIttdefWRPcxveOPnty2MRHbsf/27Pxm0RETfOD72+98L0qWPv/k5dbVfPje29EBEbThx99KVd6yNunD/3zt7T02On3znZ3vHS5uZqW+1nAWtgDa6BL/QPjpd/au8dKRPosyiNjx7Z39NfmPmKzwsIAECq3p46FRE7Htje9IbvH7oSsWNnNW9HxPo9PU+f2BERE997u1buxrmx6Yh44WhHdc78+j37Ol7bHRHTh75/vcnaVvtZwFpY/gh8vntooCtX98DM5Pprk6Vozy2wHQsYP9u/0LUJAACQmKuTP4mIjo5N25YsOseuR26++si8R9d/pS3iSt0DUx+9ciUi2n5n9jT4Pc/s7LhweWzi46uxcVv22haw/GcBa2EVp9Dnug52Dpcvvq5Y4GLs0vjo2TMXC8VyWs3nO586eKBrXuCfX+pwb9fShWZVVftOobNv5MDk4PHhQqVgZ/fh3q5caXz07JnKY3Ov36//J6O1LfOd3Qv+g9ozrD1Y/x3H7JbObWvtlYqIKPTvL5Q33nJ24avZF2lVI/XPtfGzXbyFAADQjPc+nI6Ir8YnJ4feqa4et+GF5x8d2jdvhblMrn/vQkRs2DnzUfzjsYjYvXnuzPbND3w1YuxK6dzUQy8tuEzdvNpu0bOAlVm9AF8aHz1TzqD5px5bcEcojQ/2zAr5USwWiv2Fi7PH8+ctlVcsFoo9hYn6HJuxqoioZuKZgoXhnmsX88VisX7b/p6Yn5Nnb1ksDDf+B4trsPLfwm3NoslWNXo5+3uudfYNVJ/uqrcQAIC7WmXtt1OnL9U9OH3q9Ounxna+d+yh5ga0p673fPvSqYjYvb2Wyctj4418fueORUfXG9W2gFV9FrByyw/wxeGe/cMNHs93H14w8JVGj1cid76773BXey5K46PH+4eLURzuGdxSTc/jg5UwOVOqnNUL/YNPVAplrGpGZ99Qb3tuJqkWi8V5jxXeHO9tn7thvrPvcG9dI6I4fHa8q5mr0sfPVrJx5f/NfPlQraq9d2TkifnzFcYXrrOJVpVGj5f/f/XfV7YpzrycS7dwjtdee+1P/uRPKr989ml8+HBEPPTFf+j5F5PZXxcAAO5Y5bXfon6Fuavn3n/u9MTYlcvPndv0RsYR7LffXXesskRUx/OPv7FvY+0v5bHxji99foEtpy+XIubk84VrW9tnAatltRexy3cuMvxeFxMHKlOzc+1dh7vzERFRODNaKhd7s5rMD9dKHagWenO8mapqOvsqE8Zzjz2VX/ixa5Nztot8d3Wqea69t68zZrWiWdfenCyVKnWtaHm6ZlpVfany3Qcq0+Fntpm3SdYWXr169Qc1f3zxBz/c8IMfbnhr4sHlPBkAAO44Ux//aUTEhhPfmVlhbtu+R9442hYRY6ffP5+tmquT0bFjQ8eOiIix05eeHLp+dQWNarq2VXoWsGpW9TZyUZ6cPnum+4zS5LXyD51P1P8199hT+eFiMaJ48a1SV1euVmzrlpmvAnJdAyNdTVdV+0O+bcu85tQ9ltuyNaLxAnL1jYj2JzqjUIhml+nb0pYvV18s9PcUVuPq8iZaVXupGk6ZqGyy+i0EAOButvmhN159qMHjuza/EBOn4ic/nIo9S0xfj4jYtu+RN/ZFRMTU9ZPfvnTowqXt8fjNniVHzleptlV6FrBqVnMV+tL42fJs7sKZ0QPt8+fRT040zshz4vNCxZZR1ZopTkxGZE63ua6BoZhZQq9ydflwpsXn1q5V9Zs03cLf/d3f3b17d+WXn07HH++OiM/f/9nKngAAAHe68gXqjea3L27zxpe+sfOVFy+PXXjv5DMbX9oc27+0IWJ67MNPIhrOY190gbp5tTVpuc8CVmg1V6HPtR/ozheGGwyAl9WGeeeojREvXmwZVa2ZeSP6Sw3J57p6B7p6S+Pjb7355sVrlaXei4Xh/oWmK6xKq2ZpsJL98lu4adOmTZs2VX759Hr82ScrajkAACxl86av77g8Vo3N27Y8GDHdqFztwvUmaoM0rOY18KXahemzp3hX5bZsLf8w+8rr0lsXKzd3K18+37jY+OD+ssHx7FWtgtmNqFyd3/j5VS08hSDX3t7V2zswMDIyMtQ998r1LW35BTZbUasavlSzX82sLQQAgEyunhtb9+y5dUPX5/2lnK4XGx5feNvZcg90RMSFqbkXopcvXN+R27e5mdqaa8nSzwLWxPIDfHG4Z/9sMzd1m31les3MUnT9R0bHSxERpfHqEunRebAyZt/+RDU59g/WSlVvUdd9oL2JqlZBXSMGK42YeX61dFy8eLZWava97erScrWlEVGanKjMFZg/bD5/Jb0mWzVbg5dz7qvZbAsBAGAx27Y8GNEgXV89996pmEnXTW0bb79/6EpEtP3OrogoD6FHxMT33p5V6vz3L49FRNsD25qqbbWfBayJ1V7ELmImFs6X6zrcfbFnuBhRHO7vGZ61zdDMNO323qHuaz3DxYjykmp1pWq3qMtY1WqY04jo7KtranUBueJMqXx+1h3mZ57O3JZGRH7mu4ba9fvl1eby3UMDiwXnxVo1W3tvX+e1/sK8l3Pm1czYQgAAyGbXwyd2TBy6MrH3aLz2jUf2bI6IG+eH3tl7YToiXnh20TuoN9g2rr797nPHJiKi4/mH91TKrd/XseHQlelTx8bi6KNDu9ZH3Dh/7p29FyJiw4lnNjZZ22o/C1gLqxvgl168PNc1MPLY+OjZMxcrV1lHPt958PCB9lxuTrGhLXNKza05Y1Ur1Nk3cmCytrxbZVG3ur+39w71xfEzlSbkO7sPHnhs8njP7En0855Ow2fU3jvUHTMLycUid1RfqlVztPcODD0x65WauzhdthYCAEA26yurxF2Z2PviRP0fOp5/eqh+0Ltyb/a21159ZM/Mto9ffvHSqfnb7n78u3W3Xt+279ETY68fujJ96tjrp2b9i0fr1qXLWtsCLcn2LODWWHfz5s1Wt4HEfXo9/nBT/QM//5vf+Me//K1WNQcAgBb63P9w6J4vP1z55cb5oXdevjA9FhERHTvavlUdA5/RIDY33vbrzz5cvRn77GLn3n/59ES5WOxoO7FQsSVry9ySBs8Cbg0BnhUT4AEAqJoV4FMz9cGTL378rbkBHm4bq7kKPQAAQLpKH4/teGB7q1sBCxLgAQAAIm6cfHWio2OTpem4fQnwAAAAMfXRK207Zy1rB7ebtbiNHAAAQGI2P/RGT6vbAIszAg8AAAAJMALP6rv3Nx6959/8+1a3AgCAFli3cdPShYBlEeBZA+vXr/uvfq3VjQAAALijmEIPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEACBHgAAABIgAAPAAAACRDgAQAAIAECPAAAACRAgAcAAIAECPAAAACQAAEeAAAAEiDAAwAAQAIEeAAAAEiAAA8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAk4L5WN4A70UcX41JPqxsBAABw23vo92LjkxnLCvCsgR8X48fFVjcCAADgtvfFx7MHeFPoAQAAIAFG4Fmxz/1S/NaFiIi/fTf+079rdWtojU//8Z7D3/tnEfHlX/n0yG9NtLo5tMAfv/fLr76zMSL+u9/86KmH/67VzaEFXr6wdfLv7o+I73zt6j3rbra6OdxqH/zon/zv/9+vRcQTW3/8e//8v7S6ObTA/z3+q2988IWI+J/+6w//2Rf/vtXNoQX+x1e3R8TmL/zsf/lv/6LVbbljCfCs2D33x+b/JiLinl9odVNomZ/fXHdp4gsR8fGnN1rdFlpj6if3l/vAb3/lb1vdFlrj3cn1//lHvxgRN29GrGt1a7jlPv7pveWDwK8++LNWt4XW+OBv/km5D/zkH+5tdVtojXIH+PKv/EOrG3InM4UeAAAAEmAEntWz8V/Es3/T6kbQIp/8fXx7f0TEr+yKZ8da3Rpa4ed/GK//nxERu/6P+Df/utWtoRW+1x0/+ouIiK99FPcaf7v7/Omfx//zzYiIL//38ez/3OrW0ApX/0O8ez4i4unX4tGvtro1tMJ/2B0R8eD2ePZiq5uSlPs+30TZtWsGd51198X9G1rdCFrkH6sXUOgGd617q+ee+z6vD9yl1lVD+/0bBPi70ecerPxwz/0OAnep2tWUn3tQH7irrbtXB1g7ptADAABAAgR4AAAASIAp9MAquO+++5577rmI+NVf/dVWt4XW2LlzZ7kP7Nixo9VtoTWeeeaZH/3oRxGxbp016O9GGzduLB8Efv3Xf73VbaE1Ojo6fumXfikiNm3a1Oq20Brlg8CGDebPr6F1N2+6UysAAADc7kyhBwAAgAQI8AAAAJAAAR4AAAASIMADAABAAqxCD3eHUmn87PEzhWKx/Gs+3/nUwQNd7bnsNYwP7u8vRES+e2igq3670vhgMzUvWE+DRtfXnM93Hjzc20yLmWNlr2dp9EjPcLHhG5epd83+753dTfa/pnoOC1nxPrXQu5ClD1S70BxLvaGOA2sj+w6V7fSx9B6+vA6w8pMX9dZyN8xwlF/W7rzMNtO8OR/oMp2pM53csxRa8aeEu4hV6OEusMDJr5mzX/Wz3tyNmj2vLlRP1kZ39o30tmdqMbOt9PWsvXPzkluW3jU+eKS/MLdQU5++svccFrLyfWqBdyHjEWZm68VKrXabaSjzDpXtzW1Yam7Ny+gAq3DyYrY12w0z9IHl7s7LaTPNa3iiXuJlznRyz3J8yHQMocoUerjjlUaPVw6Knd1DIyMjIyNDfd35iIji8PHRUpYqxgcbnTwbVD1UrjiKw2fHm6hnkZrzsysu9A82qpglrOz1LC3w8Sky9q7xwcoJvrNvaGRkZKivs1KiJ+u7mb3nsJCV71MLvAtZjzDjb9YC40i9RT6fOQ6skcw7VLY3t1Zq9olgznmg+Q6wCicv5lir3TBDH1j27ryMNtO8uSfqytsTxYtvLbivZTq5Zzk+ZDuGUCPAw52uNDkR+XxE5LsPVM52ufaug50RsfiBuWbhz3qTE5WpTtWqc9WKo/DmvKNuEyGsNBlb8/l8ROfBuRVfm/SxrWnLfz1L46ODR3oWfOMy9a6ZT18H2nMRkWvvXaSbNCC+r4IV71MLfo2X8QhTmrwWERH5px7L+qnbcWBtNPFNaqY3t/TWxUoum3siKJyZidnNd4CVn7yYa612wwx9YNm78zLaTNNKo2fKR4XOvvJFDbmug535zu6+oUW+KMl0cs9yfMh2DGGGa+DhTpdr7x1YeHZacWIyYtFz4jLDU75tywrqybV39bZ31T9SPYWzHMt9PccHa9k9n4/i/JmsWXpX7V9t3VLrae1PdEahEBGFN8d725eaPSm+r4IV7lMLvwtZjzDVr/vqusFSHAfWQjM7VKY3t/rZu/6t3dKWjyjOOsM03wFWevJivjXaDbP0gWXvzstoM82qvYN1n90W3f8i6t7AxU7uWfpGxmMIM4zAw12p+rXp/Jw9t+Bg9cLn7s75f21/ojIWMny2/B1p7TvcuV+VL17PkkrjZyszKX0HvxqafD3znd1DAwczv3GZe1fE0iOpK+w5LKSpPtD0uzC/D9QeuXbmyP6yI0cGx5saW3EcWLlV2KHmvrnVfFUvt2Vr+YfaDr4aHaDRf6cZa7UbZusDS9ezVm1mKbV3cOuWGB2svNBHBkdX8DpX3vcsfWM5/ecuJ8DD3ac0eqQ2rLr4x+CZz3qHuxp+VmrvrVzyVBju2b9///7yMuWdc5cdWbKexVu7f395HHh+xTStydcz39ndNzTQm/1VX6R31Z2Gsw6krqTnsJBm96lm34VGfWDmHS/WZnIUi4X+niPZrmZ3HFgVK9+hFtnBGybq4sRkebsVdoAl/zsZrPluuGgfaKKeVWwzzSn09wxXF6UrFob7e45kmMKe5eSepW9k7D8I8HDXmbXQZ/VStMbqP+stXGz+kbV4bWLWF6bZ6smgWLh41tfuq2fp17O9d6C3mdu4NOxdtWvZautOzYy8LH5uXrWew0Iy7FNNvgsLHGFqVzOX1zqqW+2o6QXpHAeWa8U7VBOnj7lWoQOs4L9TdhvuhkvWs4ptJpN8dRG7OSfu+ZZ/cmelBHi4m8y+TUdn32K3bsnyWa80eqTyXW3l1DrU1xkRxUL/zAqkK/3MmOsaWKBmlmPtXs+Fe1d7b1/1LF+eqFF3De7C82DF97XSTB9o7l1YrA8MDAyMjIwMVG/63ORSho4DK7bSHaqZ08d8K+0AK/vvlN0uu2Ez9ay0zTSp82B1EbsD1dsKLbxg5PJO7qycAA93jfHB2R+AFr3zaqbPerV1R6qrlkauvXrEr6wcumohbF7NrMhqv55L9K723qG+7s7KTWki39nXV71DzcIViu9rLEMfaOpdaOoIEzGzhkYT1zg6DizXCneoLG9uwwG3xT7EZ+4ATXctslvV3bC5PrDs3XkZbSajunerdhX6YmPpmU/uWfpG08eQu5dV6OHuMD54pL96WVPkO/sGFv8AVFs1pjjcs3941p/Kj+S7hwa6aneRqzu85rZsjShG5UA8mamebB8nZ9cs063UKr6eWXpXeQXi3uqvpdEz5R8WWFg4Ww/UC1ZmqT7QxLvQ5BEmIpa5pLzjwLKsaIda4s2trhZdr9Hy1PNkvRdG812L7FZlN1xuH1jm7uxuFKuu0TuY0RIn9yx9Y9nHkLuXAA93gdJo/Qeg1Q8+9afe2jE337al0QXy2YwPHjlzLYrFqGvs7Jppxlq+nkv3rtL44PEz16JY3FobOZuZvPGED+O3Rmv7QPW/F+tHT+vWPW58RHIcuA0s/ebWQti1yVJUpjnP/XZ3eR1g7U9ed5e12w2b6QPN7c7L7Tk0J/fYU/nhYrE8X76r/P4s/e5kObln6RtZyjCLKfRw56tbVGThD0Djg5XbhoyWIqK9d2SuyoVOke8eGhkZGejK1U1jK/RX7uky974w2eqZ+98jtrSVF5wtDh+v3MWkNHrcDaSWLdvrOfddyCRD78pFFIvF4sw0ydo/z3cfqOX35fRAsltOH8j4LmToA+1PbC0vIV13rKjejnymFzgOrJnlHooznT6qE6FnVrKq3k+0ttTc8jpAtpMXWa3hbpihDyzvNJStzaxY7rGnKle8V97CmY9zMytGzn13Mp3cM/SNTGWoZwQe7nS1w2BEo+mTK7qcsL23r/Naf6EYUejvKdT9YaUXLue6Dndf7BkuRhSH+3vqWpzv7PMhrnlr9npm613tB7rzhfJ/ry/h8vZbqdV9oLevs9BfiHnHis6+hXuB40CrZTx91N6ouXv4gVkrWTbbAdby5HV3WsPdcOk+sMzdeVltpnm5roG+if39hbn72qIrRmY6uWc4PmQqQx0j8HCHq01nWhvtvQNDfd2d+dqiJfnyjcNXfF7NdQ2MDPXVVVy9I7mD+bKszeuZtXflugbq17mJfL6zb8h42i3W2j4Q7b1z/3u+s29opHfR2xQ6DrRU9tNHrmtg1vvU4DzQdAdY45PX3WkNd8Ol+8Ayd+dltZllmPNKV1/nxTbJdnLPcHzIVIaadTdv3mx1GwAiYnxwf38YUrmr6QPoA3c5HQB9AJZgBB64HZTGB88UrGh2V9MH0AfucjoA+gAsTYAHWq80erz/2ta+IV+43730AfSBu5wOgD4AWZhCDwAAAAkwAg8AAAAJEOABAAAgAQI8AAAAJECABwAAgAQI8AAAAJAAAR4AAAASIMADAABAAgR4AAAASIAADwAAAAkQ4AEAACABAjwAAAAkQIAHAACABAjwAAAAkAABHgAAABIgwAMAAEAC/n9ofPkwUd5m9QAAAABJRU5ErkJggg==)
4.2 EFECTOS POSITIVOS del uso de Energias Renovables
En relación con la energía final su consumo en España aumentó un 3,4% en relación al año 2017. En 2018 las energías renovables representaron el 15,1% del consumo total de energía final.
Este valor aumenta respecto a 2017, cuando se alcanzó el 13,9%, debido al aumento de la participación renovable, fundamentalmente por la recuperación de la generación hidráulica para generación eléctrica y haber experimentado un año con buen recurso eólico.
Las tecnologías renovables térmicas aumentaron débilmente su contribución, aumentando su participación un 0,3%, representando un 6,7% del total.
La energía final bruta procedente de energía renovable en 2018 fue del 17,3%1, este valor es una medida de referencia para el cumplimiento del objetivo del 20% a 2020.
El descenso fue debido a un aumento de la demanda y una reducción de la producción solar, a pesar de la mayor producción hidráulica y eólica o el repunte experimentado por los sectores térmicos.
- Disminución dependencia energética
España siempre se ha caracterizado por su altísima dependencia energética de los combustibles fósiles, la cual registró su máximo histórico en 2008, cuando llegó a alcanzar el 81,3%. Gracias a la generación con energías renovables, la dependencia fue disminuyendo año tras año hasta los años 2012 y 2013, cuando la dependencia se redujo al 70,2%.
Debido a la moratoria renovable esta disminución se interrumpió, manteniéndose en el entorno del 73% los años siguientes, a excepción de 2016. En 2017, debido a la fuerte sequía, la dependencia se disparó hasta el 73,9%, cifra que se ha moderado en 2018, año en el que la dependencia energética se situó en el 73,4%.
Por consiguiente, sin tener en cuenta la energía nuclear, la cual se considera autóctona, aunque no sea nacional el origen del material empleado como combustible, nuestro país se sitúa cerca de veinte puntos porcentuales por encima de la media de los 28 países de la Unión Europea, cuya dependencia alcanzó el 55,1% en 2017.
Las energías renovables, al ser fuentes de energía limpias, autóctonas e inagotables, resultan una herramienta fundamental y necesaria para solucionar este grave problema de dependencia energética, que viene afectando a nuestro país desde hace tanto tiempo.
4.3 Empleo
Con un incremento del 3,3% respecto al año anterior, el Sector Renovable registró un total de 81.294 empleos en términos globales en 2018. La creación de empleo de forma neta respecto a 2017 fue, por tanto, de 2.627 nuevos puestos de trabajo.
A pesar del continuo crecimiento de la creación de nuevos puestos de trabajo en el Sector, aún se sitúa lejos de alcanzar las mayores tasas de empleo que vivimos en el año 2008, llegando a una cifra cercana a 145.000 empleos directos e indirectos.
Las tecnologías que crearon nuevos puestos de trabajo netos en 2018 fueron la eólica (1.961), la solar fotovoltaica (966), los biocarburantes (158), la minihidráulica (53), la geotermia de baja entalpía (13), la marina (11) la solar térmica (9), la minieólica (3) y la geotermia de alta entalpía (3). Por el contrario, destruyeron empleo solamente la biomasa (-507) y la solar termoeléctrica (-43).
5. Medio ambiente
Algunos de los beneficios de las energías renovables se producen al sustituir energías fósiles y contaminantes con energías limpias. Estos beneficios, como el impacto positivo en la balanza comercial y el ahorro en derechos de emisión, son económicamente cuantificables.
Gracias al impacto en la generación eléctrica, energía térmica y los biocarburantes, el Sector de las Energías Renovables evitó en 2018 la importación de 20.732.240 toneladas equivalentes de petróleo (tep) de combustibles fósiles, que generó un ahorro económico equivalente de 8.547 millones de euros.
El aumento del ahorro (+22%) se debe a dos razones: una mayor sustitución de toneladas de combustible fósil sustituidas y un aumento del coste de las materias primas de origen fósil.
Las tecnologías renovables también evitaron que se emitieran a la atmósfera 56.659.226 toneladas de CO2, lo que permitió ahorrar pagos en concepto de derechos de emisión por valor de 899 millones de euros. El ahorro económico ha aumentado en un 171%, fruto del fuerte incremento del 168% del precio medio de los derechos de emisión por tonelada de CO2 evitada.
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)
6. En tiempos de COVID-19
Con la nueva situación sanitaria las personas estan más atentas a su salud y a su entorno. Esto hace que sean más conscientes de los recursos que tenemos.
Hemos podido comprobar que el medioambiente no solo tiene cosas positivas como fuentes de energias naturales sinò tambien negativas como l’aparición de virus o animales letales. Este ambiente se ve afectado si no se cuida.
También delante de una situación así vemos afectada significativamente nuestra economia ya que energeticamente dependemos mucho del exterior. De hecho, España figura entre los países más golpeados por la pandemia.
Por lo que incentiva a invertir y priorizar otro tipo de energías procedentes de recursos naturales para llegar a disminuir esta dependencia y mejorar nuestro país.
knitr::include_graphics("https://static3.abc.es/media/economia/2020/04/20/energia-renovable-kjcB--620x349@abc.jpg")
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)
7. Conclusiones
Con este trabajo he podido analizar la importancia de las energias renovables en España, tanto dentro de esta, analizando los tipos de energias que más se utilizan, como en el exterior viendo la posición de las energias renovables respecto a la resta de energias a nivel global.
Por otra parte he visto que en los últimos años tanto la inversión como el consumo de energias renovables han aumentado considerablemente en la economia española.
Pero no solo eso,también he visto como ha pesar de ser un sector en crecimiento, este crecimiento se ha reducido debido a la llegada de la nueva situación sanitaria.
Así que creo que es importante seguir invirtiendo en este tipo de energias y buscar nuevas formas de consumo de energias renovables que nos permitan reducir el uso del resto de energias.
8. Bibliografia
- Página oficial del Instituto Nacional de Estadística. aquí
- Página de analisis estadísticos aquí
- Red Eléctrica de España (REE) aquí
Para acabar este chunk para incluir tu session info
:
sessioninfo::session_info() %>% details::details(summary = 'current session info')
current session info
- Session info ---------------------------------------------------------------
setting value
version R version 4.0.2 (2020-06-22)
os Windows 10 x64
system x86_64, mingw32
ui RTerm
language (EN)
collate Spanish_Spain.1252
ctype Spanish_Spain.1252
tz Europe/Paris
date 2021-01-15
- Packages -------------------------------------------------------------------
package * version date lib source
assertthat 0.2.1 2019-03-21 [1] CRAN (R 4.0.2)
backports 1.1.9 2020-08-24 [1] CRAN (R 4.0.2)
base64enc 0.1-3 2015-07-28 [1] CRAN (R 4.0.0)
blob 1.2.1 2020-01-20 [1] CRAN (R 4.0.2)
broom 0.7.0 2020-07-09 [1] CRAN (R 4.0.2)
cellranger 1.1.0 2016-07-27 [1] CRAN (R 4.0.2)
cli 2.0.2 2020-02-28 [1] CRAN (R 4.0.2)
colorspace 1.4-1 2019-03-18 [1] CRAN (R 4.0.2)
cowplot * 1.1.0 2020-09-08 [1] CRAN (R 4.0.3)
crayon 1.3.4 2017-09-16 [1] CRAN (R 4.0.2)
crosstalk 1.1.0.1 2020-03-13 [1] CRAN (R 4.0.2)
curl 4.3 2019-12-02 [1] CRAN (R 4.0.2)
data.table 1.13.0 2020-07-24 [1] CRAN (R 4.0.2)
DBI 1.1.0 2019-12-15 [1] CRAN (R 4.0.2)
dbplyr 1.4.4 2020-05-27 [1] CRAN (R 4.0.2)
digest 0.6.25 2020-02-23 [1] CRAN (R 4.0.2)
dplyr * 1.0.2 2020-08-18 [1] CRAN (R 4.0.2)
ellipsis 0.3.1 2020-05-15 [1] CRAN (R 4.0.2)
evaluate 0.14 2019-05-28 [1] CRAN (R 4.0.2)
fansi 0.4.1 2020-01-08 [1] CRAN (R 4.0.2)
farver 2.0.3 2020-01-16 [1] CRAN (R 4.0.2)
forcats * 0.5.0 2020-03-01 [1] CRAN (R 4.0.2)
foreign 0.8-80 2020-05-24 [2] CRAN (R 4.0.2)
fs 1.5.0 2020-07-31 [1] CRAN (R 4.0.2)
generics 0.1.0 2020-10-31 [1] CRAN (R 4.0.3)
gganimate * 1.0.7 2020-10-15 [1] CRAN (R 4.0.3)
ggplot2 * 3.3.2 2020-06-19 [1] CRAN (R 4.0.2)
glue 1.4.2 2020-08-27 [1] CRAN (R 4.0.2)
gtable 0.3.0 2019-03-25 [1] CRAN (R 4.0.2)
haven 2.3.1 2020-06-01 [1] CRAN (R 4.0.2)
highr 0.8 2019-03-20 [1] CRAN (R 4.0.2)
hms 0.5.3 2020-01-08 [1] CRAN (R 4.0.2)
htmltools 0.5.0 2020-06-16 [1] CRAN (R 4.0.2)
htmlwidgets 1.5.1 2019-10-08 [1] CRAN (R 4.0.2)
httr 1.4.2 2020-07-20 [1] CRAN (R 4.0.2)
jsonlite 1.7.1 2020-09-07 [1] CRAN (R 4.0.2)
kableExtra * 1.3.1 2020-10-22 [1] CRAN (R 4.0.3)
klippy * 0.0.0.9500 2020-11-20 [1] Github (rlesur/klippy@378c247)
knitr * 1.29 2020-06-23 [1] CRAN (R 4.0.2)
labeling 0.3 2014-08-23 [1] CRAN (R 4.0.0)
lazyeval 0.2.2 2019-03-15 [1] CRAN (R 4.0.2)
leaflet * 2.0.4.1 2021-01-07 [1] CRAN (R 4.0.3)
lifecycle 0.2.0 2020-03-06 [1] CRAN (R 4.0.2)
lubridate 1.7.9 2020-06-08 [1] CRAN (R 4.0.2)
magick * 2.4.0 2020-06-23 [1] CRAN (R 4.0.2)
magrittr 1.5 2014-11-22 [1] CRAN (R 4.0.2)
maps * 3.3.0 2018-04-03 [1] CRAN (R 4.0.3)
modelr 0.1.8 2020-05-19 [1] CRAN (R 4.0.2)
munsell 0.5.0 2018-06-12 [1] CRAN (R 4.0.2)
openxlsx 4.2.2 2020-09-17 [1] CRAN (R 4.0.2)
patchwork * 1.1.0 2020-11-09 [1] CRAN (R 4.0.3)
pillar 1.4.6 2020-07-10 [1] CRAN (R 4.0.2)
pkgconfig 2.0.3 2019-09-22 [1] CRAN (R 4.0.2)
plotly 4.9.2.1 2020-04-04 [1] CRAN (R 4.0.2)
prettyunits 1.1.1 2020-01-24 [1] CRAN (R 4.0.2)
progress 1.2.2 2019-05-16 [1] CRAN (R 4.0.2)
purrr * 0.3.4 2020-04-17 [1] CRAN (R 4.0.2)
R6 2.4.1 2019-11-12 [1] CRAN (R 4.0.2)
RColorBrewer 1.1-2 2014-12-07 [1] CRAN (R 4.0.0)
Rcpp 1.0.5 2020-07-06 [1] CRAN (R 4.0.2)
readr * 1.4.0 2020-10-05 [1] CRAN (R 4.0.2)
readxl 1.3.1 2019-03-13 [1] CRAN (R 4.0.2)
reprex 0.3.0 2019-05-16 [1] CRAN (R 4.0.2)
rio * 0.5.16 2018-11-26 [1] CRAN (R 4.0.2)
rlang 0.4.7 2020-07-09 [1] CRAN (R 4.0.2)
rmarkdown 2.3 2020-06-18 [1] CRAN (R 4.0.2)
rstudioapi 0.11 2020-02-07 [1] CRAN (R 4.0.2)
rvest 0.3.6 2020-07-25 [1] CRAN (R 4.0.2)
scales 1.1.1 2020-05-11 [1] CRAN (R 4.0.2)
sessioninfo 1.1.1 2018-11-05 [1] CRAN (R 4.0.2)
stringi 1.5.3 2020-09-09 [1] CRAN (R 4.0.2)
stringr * 1.4.0 2019-02-10 [1] CRAN (R 4.0.2)
tibble * 3.0.3 2020-07-10 [1] CRAN (R 4.0.2)
tidyr * 1.1.2 2020-08-27 [1] CRAN (R 4.0.2)
tidyselect 1.1.0 2020-05-11 [1] CRAN (R 4.0.2)
tidyverse * 1.3.0 2019-11-21 [1] CRAN (R 4.0.2)
tweenr 1.0.1 2018-12-14 [1] CRAN (R 4.0.3)
vctrs 0.3.4 2020-08-29 [1] CRAN (R 4.0.2)
viridisLite 0.3.0 2018-02-01 [1] CRAN (R 4.0.2)
webshot 0.5.2 2019-11-22 [1] CRAN (R 4.0.3)
withr 2.3.0 2020-09-22 [1] CRAN (R 4.0.2)
xfun 0.16 2020-07-24 [1] CRAN (R 4.0.2)
xml2 * 1.3.2 2020-04-23 [1] CRAN (R 4.0.2)
yaml 2.2.1 2020-02-01 [1] CRAN (R 4.0.2)
zip 2.1.1 2020-08-27 [1] CRAN (R 4.0.2)
[1] C:/Users/anabo/OneDrive/Documentos/R/win-library/4.0
[2] C:/Program Files/R/R-4.0.2/library
---
title: "Energias Renovables"
subtitle: "Ana María Borras Cebolla (aboce@alumni.uv.es)"
author: "Universitat de València"
date: "7 de Enero de 2021"
output:
  html_document:
    theme: paper
    highlight: textmate 
    toc: true
    toc_depth: 3 
    toc_float: 
      collapsed: true
      smooth_scroll: true
    self_contained: true
    number_sections: false
    df_print: kable
    code_download: true
editor_options: 
  chunk_output_type: console
---

<FONT COLOR="Purple">Proyecto realizado para la asignatura''Programación y manejo de datos en la era del Big Data" impartida por el profesor Pedro J. Pérez en el Grado de Economía de la Universidad de Valencia. La página web de la asignatura se puede ver [aquí]( https://perezp44.github.io/intro-ds-20-21-web) . Los trabajos elaborados por nuestros compañeros de curso pueden verse [aquí](https://perezp44.github.io/intro-ds-20-21-web/07-trabajos.html)</FONT>

```{r packages-setup, include = FALSE}
library(tidyverse)
library(klippy)  #- remotes::install_github("rlesur/klippy")
library(knitr)
library(cowplot)
library(xml2)
library(magick)
library(maps)
library(gganimate)
library(kableExtra)
library(leaflet) #install.packages("leaflet")
```

```{r chunk-setup, include = FALSE}
knitr::opts_chunk$set(echo = TRUE, eval = TRUE, message = FALSE, warning = FALSE, 
                      #results = "hold",
                      cache = FALSE, cache.path = "/caches/", comment = "#>",
                      #fig.width = 7, #fig.height= 7,   
                      #out.width = 7, out.height = 7,
                      collapse = TRUE,  fig.show = "hold",
                      fig.asp = 7/9, out.width = "60%", fig.align = "center")
#- para mejorar los gráficos, bueno en realidad para que se vean igual en distintos SO
#- https://www.jumpingrivers.com/blog/r-knitr-markdown-png-pdf-graphics/
knitr::opts_chunk$set(dev = "png", dev.args = list(type = "cairo-png"))
```

```{r options-setup, include = FALSE}
options(scipen = 999) #- para quitar la notación científica
options("yaml.eval.expr" = TRUE) #- https://github.com/viking/r-yaml/issues/47  (lo puse x el pb con el warning) En realidad creo que mejor sería ponerlo en RProfile
```


```{r klippy, echo = FALSE}
klippy::klippy(position = c("top", "right")) #- remotes::install_github("rlesur/klippy")
```

-----------------
 

##  <FONT COLOR="Blue"> 1. Introducción </FONT>

Las energías renovables son aquellas que se obtienen de fuentes naturales inagotables a escala humana, bien porque el recurso dispone de una cantidad de energía inmensa, bien porque el recurso tiene la capacidad de regenerarse de manera natural.

Existen diferentes fuentes de energía renovable:
> - según los recursos naturales utilizados para la generación de energía: eólica, hidraulica, térmica, solar, ...
> - en función de la energía final conseguida a partir de ellas: energía eléctrica, energía térmica y biocarburantes.

La utilización de energías renovables es muy antigua. Los molinos y la navegación a vela son dos ejemplos claros de este uso. En la actualidad, las energías renovables constituyen fuentes de abastecimiento energético autóctonas y respetuosas con el medio ambiente.

Es por ello que el objetivo de este trabajo es analizar la situación de las energias renovables en España.

```{r}
knitr::include_graphics("https://www.energias-renovables.com/ficheroenergias/fotos/panorama/ampliada/s/schneider-electric-tendencias-9-3-2020.jpg")

```


##  <FONT COLOR="Blue"> 2. Datos para la realización del proyecto </FONT> {.tabset}

### Origen: **Github**

Estos datos han sido faciles de obtener, ya que los he copiado directamente en GitHub. Són datos reales de páginas oficiales de estadística. Los he colocado yo en vez de descargarlos porque no me daba la opción.

Los datos utilizados para la elaboración del presente proyecto son extraidos , principalmente de la base de datos de la  página oficial del **Instituto Nacional de Estadística** (*INE*) , que puede verse [aquí](https://www.ine.es/dyngs/INEbase/listaoperaciones.htm) y de otras páginas oficiales como estadística.com o REE (Red Eléctrica de España) como podemos ver respectivamente [aquí](https://www.es.estadistica.com) y  [aquí](https://www.ree.es/es/datos/publicaciones/informe-de-energias-renovables/informe-2019)


### Carga de datos
```{r}
#Los paquetes que he utilizado para realizar el trabajo son:
library(rio)
library(ggplot2)
library(tidyverse)
library(dplyr)
library(patchwork)
library(maps)
library(gganimate)

#Importo los datos

#Consumo participacion #barres
url <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/consumo.csv"
aa<- rio::import(url, setclass="tibble")

#Dependencia energética
url1 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/dependecia.csv"
bb<- rio::import(url1, setclass="tibble")

#Energias Mundo
url2 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/energias.csv"
cc<- rio::import(url2, setclass="tibble")

#Energias España
url3 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/energiasES.csv"
dd<- rio::import(url3, setclass="tibble")

#Empleo
url4 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/empleo.csv"
ee<- rio::import(url4, setclass="tibble")

```


## <FONT COLOR="Blue"> 3. Energía renovable en el mundo   </FONT> {.tabset}

### **Mundo**

El crecimiento a nivel mundial del consumo de energía primaria procedente de fuentes renovables fue del 7,1%, en el año 2018. 

Las energías renovables aumentaron su contribución al consumo de energía primaria en un 0,4%, situándose en el 10,8% del total. 

Al igual que en los últimos años, las energías renovables siguen siendo la cuarta fuente en consumo de energía primaria en el mundo. 

El consumo mundial de petróleo disminuyó en 0,5 puntos porcentuales hasta situarse en el 33,6% y, a pesar de la reducción mantuvo la primera posición. 

Tras esta primera fuente energética se posicionó el carbón, que también disminuyó en términos porcentuales pasando del 27,6% hasta el 27,2%. El gas natural, en cambio, aumentó a nivel global su cuota de participación en la energía primaria. Con un aumento de 0,5 puntos porcentuales, representó el 23,9% de la energía.

En conjunto, el uso de combustibles fósiles representa el 84,7% del total de energía primaria consumida a nivel mundial. Finalmente, la energía nuclear representó el 4,4% del consumo de energía primaria en el mundo, lo que supone un estancamiento de su cuota de energía. En 2018, el consumo global de energía en el mundo creció un 2,9%.


```{r, echo=FALSE}
knitr::include_graphics("https://previews.123rf.com/images/yevgenijd/yevgenijd1708/yevgenijd170800004/83237780-logo-de-la-ecolog%C3%ADa-s%C3%ADmbolo-del-mundo-ecol%C3%B3gico-icono-concepto-ecol%C3%B3gico-para-el-logo-de-la-empresa-vector.jpg")

```

### Gráfico

```{r, echo=FALSE}
url2 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/energias.csv"
cc<- rio::import(url2, setclass="tibble")

p2 <- cc %>% ggplot(aes(x = Tipe,y = Consumo,fill = Tipe)) +
               geom_bar(stat = "identity", color = "black") +
    facet_wrap(vars(Tipe),nrow = 5, ncol = 5) +
               scale_fill_brewer(palette = "Spectral", direction = -1) +
               labs(fill="Países",
               x=NULL,
               y="% sobre el total de energia",
               title="Energia",
               caption="Fuente: APPA Renovable") +
               theme( plot.background = element_rect( fill = "#e8d7a3"),
              panel.background = element_rect( fill = "cornsilk2", colour = "lavenderblush", size = 0.1 ),
              panel.grid  = element_line( colour ="grey"),
              axis.ticks = element_blank(),
              axis.text.x = element_blank(),
              plot.title = element_text(hjust = 0.5),
              panel.border = element_rect(fill = NA,colour = "black"),
              legend.background = element_rect( fill = "cornsilk2", colour = "black" ),
              plot.margin = margin(t = 5, r = 25, b = 5,15),
              strip.background = element_rect(fill = "#e8d7a3",colour = NULL))

p2

```

```{r eval = TRUE, echo = FALSE,  out.width="80%"}

p <- leaflet() %>%
  addTiles() %>% 
  setView(lng = -2.435973, lat = 52.378051, zoom = 1) %>%
  addMarkers(lng = 2.258063, lat = 41.569469, popup = "GP ESPAÑA")
p

```


## <FONT COLOR="Blue"> 4. Energías renovables en España</FONT>


Las cifras se basan en la generación bruta de energía a partir de fuentes renovables, incluyendo la eólica, geotérmica, solar, biomasa y el aprovechamiento energético de residuos, sin tener en cuenta el suministro transfronterizo de electricidad.

 Esta estadística muestra la evolución anual del porcentaje de energía procedente de fuentes renovables sobre el consumo bruto final de energía en España de 2004 a 2018. En el año 2018, en torno al 17,5% del consumo bruto final de energía en España correspondió a fuentes de energía renovables.

```{r, echo=FALSE}
#Participación energias renovables
url <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/consumo.csv"
aa<- rio::import(url, setclass="tibble")

#Gráfico
p <- ggplot(aa, aes(x=Date, y=Consumo, color= Date))  + geom_point( ) + geom_line() +
  labs(title = "España 2004-2018" , subtitle="Participación energias renovables en el consumo de energia total", x="Date", y="Consumo(%)", source = "APPA Renovables")
p
```

### <FONT COLOR="Blue"> 4.1 Tipologia Energias Renovables </FONT>

Las energías renovables tienen una distribución desigual en España.
En lo referente al sector eléctrico, nuestro país ha sido un referente en integración de renovables en el sistema eléctrico. Por ello, a pesar del parón de los últimos años, más del 37% de nuestra electricidad fue renovable en 2018. 

En el año 2018 las energías renovables han aumentado su participación en el consumo de energía primaria. Las causas de este aumento fueron la recuperación de la generación hidráulica tras la sequía de 2017, la nueva potencia impulsada por las subastas y la competitividad alcanzada por algunas tecnologías.

En España la energía renovable aumentó un 8,2% en 2018 hasta representar el 13,9% del total de energía primaria, lo que las posiciona en tercer lugar, por detrás de los productos petrolíferos (44,9%) y del gas natural (21,1%). Por debajo de las renovables se situaron la nuclear con un 11,3% de participación y el carbón con un 8,6%

```{r, echo=FALSE}

#Descargo datos
url3 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/energiasES.csv"
dd<- rio::import(url3, setclass="tibble")

#Gráfico barras tipo energias renovables España
p3 <- ggplot(dd,aes(Tipe,Consumo,color = Tipe,fill= Tipe)) +
  geom_bar(position = "stack",  width =.18,stat="identity") +
  coord_flip()+
  geom_text(aes(label= Consumo ,hjust=-.03,  colour="black"),size=3.2)+

  theme(axis.line = element_line(color = "orange",size=1))+
      theme(panel.background=element_blank())+
      scale_x_discrete() +
    xlab(NULL)+ylab(NULL)+
  theme(legend.position = "none",
                     axis.text = element_text(size = 8,face="bold"),
        plot.title = element_text(size=14,face = "bold")) +
  ggtitle("Consumo nacional de energias renovables en España en 2016 " ,subtitle = "En miles de toneladas equivalentes de petróleo")
p3
```



### <FONT COLOR="Blue"> 4.2 EFECTOS POSITIVOS del uso de Energias Renovables </FONT>

>- Contribución al consumo 

En relación con la energía final su consumo en España aumentó un 3,4% en relación al año 2017. En 2018 las energías renovables representaron el 15,1% del consumo total de energía final. 

Este valor aumenta respecto a 2017, cuando se alcanzó el 13,9%, debido al aumento de la participación renovable, fundamentalmente por la recuperación de la generación hidráulica para generación eléctrica y haber experimentado un año con buen recurso eólico. 

Las tecnologías renovables térmicas aumentaron débilmente su contribución, aumentando su participación un 0,3%, representando un 6,7% del total.

La energía final bruta procedente de energía renovable en 2018 fue del 17,3%1, este valor es una medida de referencia para el cumplimiento del objetivo del 20% a 2020. 

El descenso fue debido a un aumento de la demanda y una reducción de la producción solar, a pesar de la mayor producción hidráulica y eólica o el repunte experimentado por los sectores térmicos.



```{r,echo = FALSE}
el_url <- "https://raw.githubusercontent.com/xi765/TrabajoGrupo/main/empleo_tur.csv"

empleo <- rio::import(el_url)

#Gráfico

```

>- Disminución dependencia energética

España siempre se ha caracterizado por su altísima dependencia energética de los combustibles fósiles, la cual registró su máximo histórico en 2008, cuando llegó a alcanzar el 81,3%. Gracias a la generación con energías renovables, la dependencia fue disminuyendo año tras año hasta los años 2012 y 2013, cuando la dependencia se redujo al 70,2%. 

Debido a la moratoria renovable esta disminución se interrumpió, manteniéndose en el entorno del 73% los años siguientes, a excepción de 2016. En 2017, debido a la fuerte sequía, la dependencia se disparó hasta el 73,9%, cifra que se ha moderado en 2018, año en el que la dependencia energética se situó en el 73,4%. 

Por consiguiente, sin tener en cuenta la energía nuclear, la cual se considera autóctona, aunque no sea nacional el origen del material empleado como combustible, nuestro país se sitúa cerca de veinte puntos porcentuales por encima de la media de los 28 países de la Unión Europea, cuya dependencia alcanzó el 55,1% en 2017. 

Las energías renovables, al ser fuentes de energía limpias, autóctonas e inagotables, resultan una herramienta fundamental y necesaria para solucionar este grave problema de dependencia energética, que viene afectando a nuestro país desde hace tanto tiempo.

```{r, echo=FALSE}
#Gráfico de lineas

url1 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/dependecia.csv"
bb<- rio::import(url1, setclass="tibble")

#Arreglar datos
bb <- bb %>% mutate( Country = stringr::str_replace_all(Country , pattern = "[±]" , replacement = "y" ))
bb <- bb %>% mutate( Country = stringr::str_replace_all(Country , pattern = "[Ã]" , replacement = "n" ))

#Gráfico
p1 <- ggplot(bb, aes(x= Date, y= Dependencia , group=Country, color=Country)) + geom_line() + facet_grid(Country ~ .) +
  expand_limits(y=2) + theme(legend.position = "none") + labs(title = " Dependencia energética 2011-2018 ",  caption = "Source:APPA Renovables",
              x = "Fecha ",
              y = NULL,
              color = "Continente",
              subtitle = "En porcentages")

plotly::ggplotly(p1)

```



### <FONT COLOR="Blue"> 4.3 Empleo </FONT> 

Con un incremento del 3,3% respecto al año anterior, el Sector Renovable registró un total de 81.294 empleos en términos globales en 2018. La creación de empleo de forma neta respecto a 2017 fue, por tanto, de 2.627 nuevos puestos de trabajo.

A pesar del continuo crecimiento de la creación de nuevos puestos de trabajo en el Sector, aún se sitúa lejos de alcanzar las mayores tasas de empleo que vivimos en el año 2008, llegando a una cifra cercana a 145.000 empleos directos e indirectos.

Las tecnologías que crearon nuevos puestos de trabajo netos en 2018 fueron la eólica (1.961), la solar fotovoltaica (966), los biocarburantes (158), la minihidráulica (53), la geotermia de baja entalpía (13), la marina (11) la solar térmica (9), la minieólica (3) y la geotermia de alta entalpía (3). Por el contrario, destruyeron empleo solamente la biomasa (-507) y la solar termoeléctrica (-43).


```{r, echo=FALSE}

#Cargo datos
url4 <- "https://raw.githubusercontent.com/AnaMaria1198/trabajo_BigData/main/empleo.csv"
ee<- rio::import(url4, setclass="tibble")

#Tabla
kable(ee) %>%
  kableExtra::kable_styling(fixed_thead = list(enabled = T, background = "lightblue")) %>%
  kable_paper(full_width = F) %>% row_spec(10, bold = T, color = "red") %>% row_spec(11, bold = T, color = "red") %>%
  column_spec(2, color = "black",
              link = "https://www.tudn.com/futbol/premier-league/jurgen-klopp-y-kevin-de-bruyne-son-el-mejor-tecnico-y-jugador-de-la-premier-league")


```


## <FONT COLOR="Blue"> 5. Medio ambiente </FONT> 

Algunos de los beneficios de las energías renovables se producen al sustituir energías fósiles y contaminantes con energías limpias. Estos beneficios, como el impacto positivo en la balanza comercial y el ahorro en derechos de emisión, son económicamente cuantificables. 

Gracias al impacto en la generación eléctrica, energía térmica y los biocarburantes, el Sector de las Energías Renovables evitó en 2018 la importación de 20.732.240 toneladas equivalentes de petróleo (tep) de combustibles fósiles, que generó un ahorro económico equivalente de 8.547 millones de euros. 

El aumento del ahorro (+22%) se debe a dos razones: una mayor sustitución de toneladas de combustible fósil sustituidas y un aumento del coste de las materias primas de origen fósil.

Las tecnologías renovables también evitaron que se emitieran a la atmósfera 56.659.226 toneladas de CO2, lo que permitió ahorrar pagos en concepto de derechos de emisión por valor de 899 millones de euros. El ahorro económico ha aumentado en un 171%, fruto del fuerte incremento del 168% del precio medio de los derechos de emisión por tonelada de CO2 evitada.


```{r, echo=FALSE}
knitr::include_graphics("https://www.meteorologiaenred.com/wp-content/uploads/2017/09/deshielo.jpg.webp")

```


## <FONT COLOR="Blue"> 6. En tiempos de COVID-19</FONT>

Con la nueva situación sanitaria las personas estan más atentas a su salud y a su **entorno**. Esto hace que sean más conscientes de los recursos que tenemos.

Hemos podido comprobar que el medioambiente no solo tiene cosas positivas como fuentes de energias naturales sinò tambien negativas como l'aparición de virus o animales letales. Este ambiente se ve afectado si no se cuida.

También delante de una situación así vemos afectada significativamente nuestra economia ya que energeticamente dependemos mucho del exterior. De hecho, España figura  entre los países más golpeados por la pandemia.

Por lo que incentiva a invertir y priorizar otro tipo de energías procedentes de recursos naturales para llegar a disminuir esta dependencia y mejorar nuestro país.


```{r}
knitr::include_graphics("https://static3.abc.es/media/economia/2020/04/20/energia-renovable-kjcB--620x349@abc.jpg")

```



## <FONT COLOR="Blue"> 7. Conclusiones</FONT>

Con este trabajo he podido analizar la importancia de las energias renovables en España, tanto dentro de esta, analizando los tipos de energias que más se utilizan, como en el exterior viendo la posición de las energias renovables respecto a la resta de energias a nivel global. 

Por otra parte he visto que en los últimos años tanto la inversión como el consumo de energias renovables han aumentado considerablemente en la economia española.

Pero no solo eso,también he visto como ha pesar de ser un sector en crecimiento, este crecimiento se ha reducido debido a la llegada de la nueva situación sanitaria.

Así que creo que es importante seguir invirtiendo en este tipo de energias y buscar nuevas formas de consumo de energias renovables que nos permitan reducir el uso del resto de energias.


## <FONT COLOR="Blue"> 8. Bibliografia </FONT>

>- Página oficial del Instituto Nacional de Estadística. [aquí](https://www.ine.es/dyngs/INEbase/listaoperaciones.htm)

>- Página de analisis estadísticos [aquí](https://es.statista.com/temas/6675/las-energias-renovables-en-espana/#:~:text=%20Las%20energ%C3%ADas%20renovables%20en%20Espa%C3%B1a%20-%20Datos,Energ%C3%ADa%20solar%20fotovoltaica%206%20Energ%C3%ADa%20hidr%C3%A1ulica%20More%20)

>- Red Eléctrica de España (**REE**) [aquí](https://www.ree.es/es/datos/publicaciones/informe-de-energias-renovables/informe-2019)


>- APPA Renovables[aquí](https://www.appa.es/energias-renovables/renovables-en-espana/#:~:text=En%20Espa%C3%B1a%20la%20energ%C3%ADa%20renovable,natural%20(21%2C1%25).)

 





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<br><br>

Para acabar este chunk para incluir tu `session info`:

```{r}
sessioninfo::session_info() %>% details::details(summary = 'current session info') 
```
