Para pocas personas es un secreto que Venezuela sufre la crisis más profunda de su historia. Por cuarto año consecutivo, el país presentará la inflación más alta del mundo (estimada en cerca de 2.616% para 20171). En enero de 2018, la inflación alcanzó el 95% y la inflación anualizada fue de 4.520% (5.605% en alimentos, según la firma Econométrica)2. De este modo, el país ha entrado de lleno en la hiperinflación y ve con estupor cómo los precios suben a diario.
Venezuela posee además un déficit fiscal de dos dígitos (al menos por sexto año consecutivo), el riesgo país más alto del mundo, las reservas internacionales más bajas de los últimos 20 años (menos de 9.300 millones de dólares) y una tremebunda escasez de bienes y servicios esenciales (alimentos y medicinas). El valor del dólar paralelo (que sirve para fijar casi todos los precios de la economía) se ha incrementado en más de 2.500% en 2017, lo cual ha desintegrado por completo el poder adquisitivo de la población3. En ese infausto panorama, Venezuela constituye el mejor «argumento» para las derechas más retrógradas. En cualquier ámbito mediático, aprovechan la situación para asustar a sus compatriotas con preguntas como: «¿Quieren socialismo? ¡Vayan a Venezuela y miren la miseria!». «¿Anhelan un cambio? ¡Miren cómo otra revolución destruye un país próspero!». Sesudos analistas aseveran que las políticas socialistas arruinaron el país y que la solución es una reversión ultraliberal de la revolución.
En estas líneas, quisiéramos mostrar que la política económica bolivariana dista mucho de ser «socialista», e incluso «desarrollista». Lo que a las claras se observa es un proceso de desindustrialización severo en favor de una casta importadora-financiera que, con un discurso enardecido y un clientelismo popular vigoroso, ha acelerado de manera drástica la fase depresiva del ciclo económico capitalista de un proceso nacional de acumulación de capital basado en la apropiación de la renta hidrocarburífera.
El ciclo económico y el auge de las materias primas
El ciclo económico en Venezuela se puede observar en su manifestación más inmediata: las variaciones interanuales del pib. En el gráfico 1 se observan fuertes alteraciones en el ritmo de crecimiento de la economía, con enérgicos ciclos de auge y caída que determinan la volatilidad extrema de la producción, que a su vez refleja la fuerte variabilidad de los precios del petróleo. El «oro negro» constituye alrededor de 95% de las exportaciones en los años de auge de los precios (2012) y cerca de 65% en los años en que el precio del petróleo es «bajo» (1998)4, es decir, cuando la renta es exigua y los hidrocarburos ofrecen una ganancia similar a la de una producción industrial «normal».
En el gráfico 1 también puede verse que los ciclos recesivos en la economía empiezan a sucederse a partir de la década de 1980. Los primeros años de ese periodo mostraron la vigorosa influencia de la llamada «crisis de la deuda», que ahogó a muchos países y se manifestó con una intensa caída en los índices de precios de los commodities. En el primer año del periodo bolivariano, el pib exhibió una fuerte caída atribuida al bajo precio del petróleo (alrededor de 9 dólares por barril) y, quizás, la incertidumbre explicada por el advenimiento de un gobierno nuevo que prometía grandes cambios. Posteriormente, los moderados precios del petróleo se entretejen con un golpe de Estado que derroca por casi dos días al entonces presidente Hugo Chávez el 11 de abril de 2002. El coup d’État fue acompañado por un macizo paro patronal al que adhirió casi todo el empresariado local. Lo excepcionalmente bajo del pib del año 2003 obedece más a factores extraeconómicos (diríase políticos) que a razones de índole económica. Lo anterior condujo a un enorme salto en el crecimiento del año 2004 (18%), que pareció más bien un rebote de la economía.
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El gráfico 1 revela también que la economía en 2005-2008 creció a tasas elevadísimas (alrededor de 8% interanual), impulsada por un fabuloso auge de la renta petrolera que multiplicó el ingreso por exportaciones más de tres veces. La «edad de oro» económica coincide con los momentos en que el movimiento político bolivariano se muestra más agresivo, empieza a hablar del «socialismo del siglo xxi» (2005), lanza planes de integración comercial (la Alianza Bolivariana para los Pueblos de Nuestra América, alba) y emprende un proceso de estatizaciones de algunas grandes empresas industriales y de servicios, en rubros como cemento, acero, telecomunicaciones, banca y minería. Pero la abrupta caída de los precios del petróleo a finales de 2008 y a lo largo de 2009, que reflejó los embates de la crisis mundial de 2007-2008, frenó en seco ambiciones políticas más elevadas. En 2011 se observa una recuperación de la senda de crecimiento económico derivada de un nuevo incremento en los precios del petróleo, que pasan de 35 dólares por barril (2009) a 120 dólares entre 2011-2013. Pero en 2014-2015 el precio del petróleo empieza a caer. Solo el ritmo anualmente incrementado de gastos del gobierno y la hipertrofia en las importaciones hace que precios del petróleo cinco o seis veces más altos que los observados a inicios de la década de 2000 luzcan ahora como «bajos». En esos últimos años empieza la contracción de las importaciones y la caída en la oferta de bienes y servicios, y se hacen visibles los resultados de un proceso de desindustrialización que, en favor de un fervor importador, llegó a subsidiar (con la sobrevaluación del tipo de cambio) 99,9% de las importaciones de productos como leche líquida, cemento o gasolina, además de obreros (chinos) para construir viviendas.
La expansión rentística duró un tiempo excepcionalmente largo y en ella se profundizaron los males que traen aparejados los estallidos repentinos en el ingreso petrolero. La industria y el agro se redujeron con la hoz de un tipo de cambio groseramente sobrevaluado5. Lo importado resultó extremadamente barato y se desincentivó cualquier esfuerzo productivo industrial o agrícola. Esta política nada tiene que ver con el «socialismo real» ni tampoco con el desarrollo de fuerzas productivas pregonado por Karl Marx. Estado y empresarios se volcaron a la faena de exportar la renta petrolera sobre la base de importaciones recrecidas y fuertemente subsidiadas, la fuga de capitales se disparó y se expandió un endeudamiento externo a onerosas tasas de interés (para exportar la renta futura).
Cómo se licuó la renta petrolera en importaciones
La carestía de bienes básicos también fue consecuencia de una vigorosa exportación de capitales que restó capacidad de inversión productiva, gracias a una enorme sobrevaluación de la moneda. Esta política monetaria no es más que una inconcebible transferencia de renta petrolera desde el Estado «socialista» hacia los importadores, quienes reciben muchos más dólares de los que deberían absorber por los bolívares que desembolsan. Eso significa que cada vez que el gobierno vendía 10 dólares les estaba regalando (al menos) 9,5 dólares. Esta lucrativa transferencia de renta al sector privado es el negocio más oneroso y lesivo a la nación que se pueda imaginar. Pero peor aún ha sido que las supuestas mercancías compradas con ese dólar de «regalo» han sido en gran parte fraudes masivos, ya que la mayoría de ellas nunca entró en el país.
En el gráfico 2, se ve con más detalle que el enorme auge exportador de Venezuela, facilitado por la multiplicación del precio del petróleo por más de diez, se ha visto acompañado por un voraz auge importador. Las importaciones, que en 2003 apenas rozaban los 14.000 millones de dólares (valor cif), alcanzaron en 2012 los 80.000 millones6, y aunque 70% de estas importaciones está supuestamente orientado a la inversión productiva, esto no se vio reflejado en un aumento correlativo de la producción. El aumento de 457% en las importaciones (valor cif) para el periodo 2003-2012 refleja que el ritmo en la importación fue a todas luces exagerado y sin ninguna perspectiva de ahorro ante una posible declinación del ciclo económico derivado de una esperada caída en los precios del petróleo. De hecho, el aumento de las exportaciones para ese mismo periodo fue de 257%, mucho menor al aumento de las importaciones.
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robGttS/8iue+Wf+tdJQeJ/tPzLqXrR7nnflA2/a13lU6qU/mtd/qC7XC35Y7GL3/4aTut2Ptk3XpX6JBYLbITNhX2uut0qQPA7but5B/PWsde3p2TRWbQy7stNt29nzefgX5sbH7xct/HqNmLYXMQ9jQVCftl/X3hulNsbTBO60/FN4/kTKqjuy0nc0dsfthnvvFb/dJc+pLhkeDd9/RfuJl3Kzapjm42ksxA92LftsWevxaXxgrOD6OTP6lOXioUnCum6Ax6pSfVKVhOva12459485qQM6mOfnqc9NTo+WGvC3Jnf3g5fUH3aCjyru5Shf7dikyqU/4gyf70gs/XTU5c0aQ6WRWUqeXyYV90Up30b9rsFib42U/R++n54Zf+RRwHhicvpE71ir1PzliBQodE4Z2wubDPmq7H5hZGbmv3x+qOZ91xm/eh6edny57DRx/2OXPmZ983X7B4mT/Poh8H1CDsLaFAeFufbrrcqqjzdLmFwtv69NPlbpFx0+VuQ1LyOzGKDYyEsLeEhgz78gvhbMp2F8LZ9Oc1ZNhnL4SzFQYuhLNlCVkU3CYrM1gNwt4SGjTsSS1xu1mNGvYmXuJ2y2YDXT2FLv0A1A/CHgAAwOIQ9gAAABaHsAcAALA4hD0AAIDFIewBAAAsDmEPAABgcQh7AAAAi0PYAwAAWBzCHgAAwOIQ9gAAABaHsAcAALA4hD0AAIDFVT/sc1dhx4YNGzZs2LCV26oex3po2QMAAFgcwh4AAMDiEPYAAAAWh7AHAACwOIQ9AACAxSHsAQAALA5hDwAAYHEIewAAAItD2AMAAFgcwh4AAMDiEPYAAAAWh7AHAACwOIQ9AACAxSHsAQAALA5hDwAAYHEIewCAWlOVyIjX0eT0nBjsc9s9YtzoAkGjQdibTkIO/tLvcdkd+/2XxIAoBsQ3/J4Dw/Kq0QXLkpT6XbZWv6QYXRCylLCv1e7sDycL/7hKO7DMp9BgikJuizov9j4vzquJL+T77/XtdPkk6/6uQBTC3oxyvhyVsO9IIFarbw81NnWG3skEp8akK0OH3LYmu7Y1tw9FVDUWFvu9Du0Rd99gSE6osdujfW57+pmOA8ORhNHFtyDKR4txFkOZgFfCvtYSYY8dCDWCsDej+raEYqLX1rO5kwk1Fr4svuV7ebQO31m64iWls71vToUEt9MzcCe2xhjTMt7RG5h/Ehd7tJ2m3Pa3NRf5wp0NeF6o3ZlTmhqTrohv+IU3ZLXwj6uyA8t8Si1s/mgxoJC1EBO9RTvnZwOeHRWG/Vb+3AAqgLA3o6ywT0qvHA0uMrYWvzPgdTS7fbcVxphy27/nwJk7sWRMuiJeENp6hoO/FNqa7bYme5sQkBOMMabGwiOpZnHboVEpprKEHBwU2ppdfQO/8Ljszv7w8nQo3XTeMyirLNNE1jeOlfTTmt3CZDwxEwkOtKd6oXWt6mZ331g4tsbUWPjyG35Pq9d3lpcqHc+MJeTJU7xdnnqQ/2r85aKsZGdC9pejKg+2O4RQQvccNTK8p9nZNxFJhb0amzyyp6dIy75o2KuxqTMeV9YOzC+qth+eEy6c8jqaXL7gLV8r70tw+aRkTPTamuy2HV5xRvnt/dCFzswZW8kdWKimCpRHlQfbbTuF4GK6yFmfon2EW/B9321rstvcgnjzztABp/b/EYWtxaV3A0OH3J4LIVHQCpPe4VU7WlRFDg5rx4P7SHA2kb0r8o8WNSZdudTvde73X+Bv7vKenoqr2n57z7ffqX9Qjd05vV/3S6WljyL+K5wKZw4kJayrplWp36VV02zea3UfnaNo2K/FpTHtT8+2UwhGdWFf7PhJ70BVkSf8vJYd+8/cKVzvAJVA2JtR5rvJbmuyZ67s8kFAe/1SNOx7wS8ta0+Pid7Ul5T2TbFnUFaXw769Ts9IRFGZOhcSePN3jbdC7G2nwsqy/P7duMovHqfTdDbQ9f3A/BpT7g97XNo4I3Um0NXqHbqvMKbOi93tg7LKP7TVLylMue1v26n9NDZ5pK3Z2SXOq4wlJb+z2S1MxlWmzovdjub2oYjK1ubFXhcvFVsO+/Y6+4KJpOR3urrFGZUlIkPfP5IJs/Rvx4u3GPrR2cA/9+SNflLCvla755eS2JPqw9/vv/RuWDu3yFEs7JWwr9XZJc6rqhIZ6RaCiYJF1crT7PbdVpTpD6SYyhZDfTvTRUpKpzr42RhLZnoaSu9AVrCmlvLKw5gyHRJzfi/dp2hlcx8JzqksERk64NT+fzns25t6TjIu9qRyRTt9bB+KqIXLsJWjRZ0Xu508+NfmxRc6hiKqvpBFjpak1O/SSrs2L/Y6bZ3D8qp+vzHltr/tOSG4mJT6Xbxsyv3hrpezTvuSkt/ZE4glWSIoOAueEQYT2k7r1U6aMz/dm9pXhwr3sW+6ZV/4+NHvQN2+UhXplNshhBKJAvUOUAGEvRnpW/bJuHhEN4yLfxXyaEzJavuqiaDgtPUEZm/6nbq2S0z0ak0Z/RcTYyzn65sxrd/1zeHUoGJVHmzPPCEhS79VWCarsl+ejIs9dv7PpOR3pk9T0h86G/Ds0J3HNNmd/eFkQp58xX9aDMfW1Nj9uzkhrTWX+ZOPDL/SmXeBQxf2WqLcH/a4tHMOTd7nah+d+aUVeeKMbyAgxVQ1dvduTC1cVH1Ip14pD7Zr0bgcPn0iML+W2RW8p6HkDmRJqVBNzeSVp6D8sE9f8sjUS1Lqd2ndIcm4qD9bSp2pFC7DFo6WVXmoM/P+ym/DckJfyGJHS1Lqd2X9Fq1+Scmq+nT3iTL93un+M6IUV9fid+9ntcKTkt/Jn+kWhoLZXURqIig4+U5QZwLPZ58lsLV48MKwtMyYqsifZL0wrwxaMbJqoWDYFz5+dHuA//r6d271S4nK6h0gF8LejLK68bPzL3WHjz7J8sN+z6C8JvmdvNHGGGMsERQcvAe45Ne3cn/Y0ymM3I6rmVRISv0u3tLSywr79E91X6lJye9M9zlnhX2qgZX+nWLh96cV7TJ2bzdvyWV9ULplf+69CcFp25vp1WC83byzfej+XCb2siMwS7GW/Vpcuikrq3Hp3cCl/u6ukYgyU6CorEDYM7YY6nuufSiiJt4/M5La4bkJV3QH8i6QvJqayytPwa/9isNeHzBZYf9c+1BELVyGLRwtStjXynv4Cxay2NGiOx3JCXv9ZQvGGFNjdz+QE9o4gK4Xsi7WpFr2amzySJtL10vPGMv0DajySLe+Wc8YYwlZksLBywHxzWHhSOELQJtu2Rc61PPrIueaVIHjEHEPFUHYm1HuAD1VHjsizjLG1NjkUeHyw1mx26Fr3MdEb+r6pRqbPNLW4ZeWtUabdiU1ERk64NSuYuZ+fevbnenvYu1yAP92SwQFh+76+t37cZW/qtUvKamfjkQUlSn3hz07tQ7SrMZi+kNX5aFOe6a00pXgtJKU/M+mWsa+vTlRkd0s5tHuSl/Y5ldwXZ6RiLKmi73lsK/DnfuFzlIlKdaN39Etzqi8Q9XWOSwvFygqKxj2TJUH29tefmvkjQ8yX9yr8lCqE6L0DixcU4m88qwyNRa+fDmUdR1X9yms4rDXLgavxYNH3dpRUa2jhXcsZa6v370bUwvsityjJescIr2H1cjwnuZMaaWJkJxISv27+JmuctvftiNzgsJ03fhsMdS3N+csge8rZ9fYe0OnUr0vuqOi70QotpY6cYwUCNhKw34x1LfT2RdMFDzUs3egKg+2p4dNqLHw5fflgvUOUAGEvemsxSUx+z77N4f7viME5+KS6O86FJhfS3XmpwYoxUSvbae7bYfd1uT0nHovHQZKJJAzbk7ftZgZO3bb39Zsb3F7T99W+MVXW7O775ehoQOpTFUVWdSGIDn2+yenlUzfJu94TP3U5hZGbsdVfYdqpjdY6//MDATTjeZL3UqXVX4tA/j76PI+M2hL12GrXWne778kBoaOCr6J3IF+mhItezE9VMo/Oc1HHuYWVdepm9WXq84EunbqTi90PbTO/nCy9A5UCtVUgfJkLlcX/JTZ9Hv2jIsv6/bbWiIoOLX/X42LPfaWVjcfjKbfS1U7WhKyNvqP1+ZS0V2ROlpya1nbOa1+SdGN5tOerMakQHrIXnYtq/Nit8MtDL0ZuDTgP1tgnJ06L3Y7mgr01vDznpwRizmKhn1mL7l8vxxP7zGPGM8/fnJ2oH5wn7b3Ch2HABVA2DcA3MzTEJbDvu9kjdXYipxu/EazGOrrQVsZLAlh3wAKdSyDxaTmaNvm25QYzdAAlNtnhMvb3ocAFCHsrU939RegtOxr/I1DmZFjiwVu7ASwCoS91eVc/QUoKmckgdHFqR8+bFCb9QHAkhD2AAAAFoewBwAAsDiEPQAAgMUh7AEAACwOYQ8AAGBxCHsAAACLQ9gDAABYHMIeAADA4hD2AAAAFoewBwAAsDiEPQAAgMUh7AEAACwOYQ8AAGBxCHvGmKrIotDWbLc1OT0Dd2JrRpcHAACgmqwe9mosfPnN4b4OrzibemDqjMdltzXZbW5BjCiMMeW2v23vkeCcqtwf9ricfcGEoUUGAACoLmuHfUIOToRjvw14dqbCflUe+v6R4JzK1ubFXqetc1heVeXBdm31bjURFJx5K3lrK3xjw4YNGzZsFWwGxF051g57blYX9mvxu/fjKmOMsURQcHQOy08SQcHpEeOMMcaSUr+rUNjXt8AAAGBWNCOj0cI+Q5UH2/cMymoyLvbYEfYAAFANNCOjUcNeuT/cdSgwv8ZYMi722PcMyipjCHsAANgempHRAGGflPzOHVlhr86FTp8NyInUz/tdDiGUULVr9qlWfhrNmgMAAIJoRkbjhb06Fzr9Skh/f10iKDhc3eKMqs4Eulq7xRk1+w1o1hwAABBEMzIsHvZJqd+VHiHpEePqXEhw68dMunxSkq3F7wx4HU12m8t7eiqu5r4JzZoDAACCaEaGxcO+KmjWHAAAEEQzMhD25dGsOQAAIIhmZCDsy6NZcwAAQBDNyEDYl0ez5gAAgCCakYGwL49mzQEAAEE0IwNhXx7NmgMAAIJoRgbCvjyaNQcAAATRjAyEfXk0aw4AAAiiGRkI+/Jo1hwAABBEMzIQ9uXRrDkAACCIZmQg7MujWXMAAEAQzchA2JdHs+YAAIAgmpGBsC+PZs0BAABBNCMDYV8ezZoDAACCaEYGwr48mjUHAAAE0YwMhH15NGsOAAAIohkZCPvyaNYcAAAQRDMyEPbl0aw5AAAgiGZkIOzLo1lzAABAEM3IQNiXR7PmAACAIJqRgbAvj2bNAQAAQTQjA2FfHs2aAwAAgmhGBsK+PJo1BwAABNGMDIR9eTRrDgAACKIZGQj78mjWHAAAEEQzMhD25dGsOQAAIIhmZCDsy6NZcwAAQBDNyEDYl0ez5gAAgCCakYGwL49mzQEAAEE0IwNhXx7NmgMAAIJoRgbCvjyaNQdgaaoii0Jbs93WZLe5BTGiGF0ggArRjAyEfXk0aw7AwtR5sdvBM34tHjzqtrm6xRmVzQY8O+y2pqzN0RuYX9Nepky/59vv5I+3HRqVYqqhvwV5xc6oErIouLXdKATkhKGFNB+akYGwL49mzQFY16o81GnfMyhrWb0Y6ttp3zMoq7MBzwuBWDL1tLV58YV2320l86oD3tNTcZUx5f6wx2V3CKEE4r6oImdUa/Nir5NnvDoXEtxZp1OMMcaSUr8r65Sr1S+h5yWDZmQg7MujWXMA1jUb8Oywe8S49k8l7Gu1O/vDydnA82fDqaxX58Vupz7OF0PCidQ/k3GxR3e6APmKnFElI8N7drQPRbSHE0HB0Zz5JxcTe31SMvcNQUMzMhD25dGsOQDrSjfldf909oez4mU57PtOtzhTMM3V2OQRzxH0P5dU5IxqVvTadnjFWe3hpOR3Nrlyoh1hXxLNyEDYl0ez5gCsS00EBafN5R26rzBViYx4HU3ZYa8q0il326mwkpf1MdGr9S03u/tEOf8JoClyRrWU3ZRPBAVHbtgnpf5dnl2cdycAACAASURBVO8f4hf7Hfv9k9PoxNejGRkI+/Jo1hyAlamxO6f5UDuX9/Sbwy/udPYFM+10NTK85zkhuFjodffvxtYYS0SGDjhtef3PkFHsjGox1LfT7jgwHEmkdmN+2J/qECbjKmNKJNDnttt2FqyLhkUzMhD25dGsOYBGkQgKjr1+aTn177V5sdfVJc6XjvGC/c+gV+SMSo1NnfG4eKv9zMTgIUfJLC/U9G9wNCMDYV8ezZoDaAzLYV+HOzPkno8h12d/5vFeQdf6TwSF0ikFerlnVJyaCArOgpdLMk+JDO9pRtjr0YwMhH15NGsOwPrU2J3TB9p5j7H2yEygy+XUNevV2O3Rvr1u321FjQzv2avdLK7OhQS3s2zrHzS5Z1Qa5ba/rSPnDECVR3r1F0dwUpWHZmQg7MujWXMAVqZMhy71d3f1B7ImxlmbF3udWVeI1URQcGr306/F7wx4HU3aqDFRiiPpK5F/RqU9PHXG03kkOKdq/9SdVLUfOHMnpjJ+zX6vO++1DY5mZCDsy6NZcwDA1JlAV2uxG/CgjMJnVKoiv/+Wr7fbJ4Zj6bl0sk+qgkdT8+sdGg5iKH4umpHReGGvDR9tsjv2ayenujkjnZ6BO7G1nFfQrDmAhrc2L76Q3ySF6sNJ1WbQjAzLh/1aXHo3MHTIrc0dsRz2dbiFybiaiAwd0E5Uldv+tr1HgnOqcn/Y48q6w4cxRrXmAADqAidVm0MzMqwd9qoiv39Fmp0Xe7SJotTI8B63No1zIig4Wv2SosqD7dp8HWoiKDhzJ+piuQtvYMOGDRs2bMU3A+KuHGuHPZeMp8M+ERQcPdpCGknJ72z1S4lEUHCm5oxMSv2uQmFf9zIDABiGfnRRRnOPNVjYx0SvLSfslzM/RdgDQAObe/hwbHSks2Mfwn47aO6xBgz7zmF5lbHssE9NEI2wB4BGo8/4noNdAVHMCfux0ZGVlRWji2kaNCOjEcJeCftatbBPSn5n6ibdVJd+Uup3abeUqPou/TSaNQcAsB0rKys3pqZ6DnbZbU2dHfsCori0tMR/lBP2Lbt39Rzsmnv40NgCmwXNyGiwsGeLob6dzi5xXtVNr50ICg5XtzijFrm9hGbNATQsdDJvkyxPnx84x1P8/MA5WZ4u/fylpaWeg10tu3fdmJqqTwlNjeYxafWwT0p+Z/pLoScQS6bXeNDdUp+eeMvlPT2Vf3sJzZoDaFgI+63hTfl0d/2NqalNdc6PjY7YbU3nB86hS780msek1cO+GmjWHEDDQthv1tzDh+cHzrXs3sXTessd8p/cvYsu/bJoHpMI+/Jo1hxAw0LYV+7G1NThQy/xq/KT1ya23yhHl35ZNI9JhH15NGsOoGEh7MtaWVkJiCLvsT95/Ngnd+9W9/15l/7J48fQpZ+P5jGJsC+PZs0BNKy5hw/5VefDh14yuizkLC0tpQffjY2OpAfYV50sT7fs3tXZsQ9d+jloRgbCvjyaNQfQsM4PnOs52PXJ3bt2W1MjtyxzejhkeTrdY7/ZwXdbs7Kywj9x8tpErT/LRGhGBsK+PJo1B9CYVlZW7LYmfsG4wa8c50/JfvjQS1XvsS+LT8KDLv00mpGBsC+PZs0BNKaAKLbs3sX///zAuZPHjxlbHgPlJH3teuzLQpe+Hs3IQNiXR7PmABoTn+uN//+NqalG7sknNVARXfpphtdFQQj78mjWHEAD4umebsLqu/QbEKmw59Clz6hGBsK+PJo1B9CADh96Kaff/uTxYw3bkz95baJl9y5qsYoufZqRgbAvj2bNATQafsddzkTujdyT39mx7/zAOaNLUUCDd+nTjAyEfXk0aw6g0ZwfONfZsS/nQd6TX/8h6IaT5Wm7rYly67lhu/RpRgbCvjyaNQfQUFZWVordaHfy+DGaDdyaOj9wjv6cQo3ZpU8zMhD25dGsOYCGUuL69I2pqfTNeA1iaWnJLCMT9V36BEcU1gLNXw1hXx7NmgNoKJ0d+8ZGRwr+iCdfQ/Xk6ycbMAXepY+wNxDCvjyaNQfQOPjMuCUmjek52NVQPfklTn3I4oMMEPZGQdiXR7PmABrH4UMvlb4+zTv561YeY5U99SELYW8ghH15NGsOoEFU0kvfUD355p1aAGFvIIR9eTRrDqBBjI2O5N9xl6/nYJfpera3wAKnNSsrK50d+3oOdhldkFqhGRkI+/Jo1hxAI+B33FUyN8vktYlKzgnMrsJTH+LmHj5s2b3LqsMsaEYGwr48mjUH0Aj4bXWVzMrCm7yWv5+7Zfeu9DpApsZHHlhyij2akYGwL49mzQE0gk3NCGvGMeqbYrG5gfn9eDnzH1sAzchA2JdHs+YALI/frFX5sHNrdHGXcPjQSxbr+j4/cK5l9y6L9cfQjAyEfXk0aw7A8k4eP7apGWH5SjkWS460gusAmd3KykrPwa6eg12W6a5gVCMDYV8ezZoDsLatzQhr4Z78gusAWQAfg0l/nv/K0YwMhH15NGsOwNq21ic/NjpiyXu6SqwDZAG808IyZ2k0IwNhXx7NmgOwtq0NO+exYcbZ5Uqr/K4Ek+JjD61xNkMzMgiF/UYy+TT9j+T8reEf93oOvPjjV9757A9JA4tFteYALGw7w847O/ZZ74auTd2VYFJjoyPWGHJBMzLohP3yrWPu59p7fhqc22DrMfHv/sT29Y7v/qP/2Pf/anfHyZuLG8aVjGbNAVjYdha2OT9wzmI9+fyuBAukYFmHD71kgQ4MmpFBJuyffnLu27/4fJ1n+mKob6fzexNLG4wxtrH0L/9wcHzWuLSnWXMAVrXNbDPvOjHFWO/0pRhrDM6nGRk0wv7pp7/4v57JX+04e3v2xYnfG1I6mjUHYFXbz7YKZ9g1hZWVFctczK6EBWbSpRkZNMKeMaZGhg/+/DerG4yxjaWJHzi+3vv2vPajjQfj3jNh467b06w5AEva2h13OazUFA6IosGr9yrT7/n2O21NdluT03PqPTlR6w/kXTvmnRWYZmSQCXuWfPTh8W/t+/sTvn98sf3r9mf+5vUvvmIsqSzGZm+e/dafj0XRjQ/QAKqSbbwn39RdwWn1mjlgNuDZkduf6ugNzC+EfXudnpGIojLl/rDHZd8zKKs1L83ktQnzLu5HMzLohD1j7Kv4rddPfPeA93nhwvW5JGNM/V3ofP+Jvr8/8vZM7Y+uomjWHIAlVWuhF2vclV7H8QezAc8LgVi6B3VtXnyh3XdbSUp+5w6vOMsfTUr9Lmd/ffpZzTuTLs3IIBX2eZLK4u+XVw0ciM8Yo1pzANbD77irSradHzh38vix7b+PsTY7YfA2zAaeP5tOcXVe7HYKoYTK1Mjwnh1u322FMcbURPBIu/b/9dBzsKuzY5/pemhoRga5sN/48u7l1y/9r9882lj9/HXvN+w227Pekc+Up+VfWTM0aw7Aeqq40IsFevL58AUjurKXw77vdIu8P3UtHjzqtjW7+y4ExEH/6WC8jr2sJp1Jl2ZkUAt7NRH8p59M/Ouiknz6m7P/+Vnhnd/OPfxM/Md/uv5H48pEs+YALKa6C71YYBC7QYv4qYp0yt12KqykUl2dC/1I8F+6ILQ12x37z9yJ1fOiqhkH59OMDGphn4yLPxufXWcsGRd77B4xzhhjSvjsIEbjA1hb1YfQnzx+zNQ9+dUavrA5amR4z3NCcDH1z7mQ0OuXlhljTI3dOb3faescllfrWSLTzaRLMzKohT1Tv7j43cOvX/948hfeb/zZK58+ZYwlp19//pXfGNeRT7PmAKykFg3x7cy5a7gqDl/YjLV5sdfVJc6nW/XyYLt+RF4iKDgy4/XqJiCKJlrel2ZkUAt79Y+3fvXG/zd49PmuF48HPleespXPAv6fnhwL121ISD6aNQdgJfyOu+oGMz+BMOntW1UcvlA5dV7sduzV2vGMMT783iGEEqnwj4neurfsuZPHj7Xs3mWKiRFpRga1sGdJ6WzHX/6N17Nf27zfPTF2M540ckQ+zZoDsJIa3U1+8vgxc13u5ao7fKFS6kygy+XUNesZ4035ZrcwGVcZUyKBPnfuE+rFRDPp0owMamGvJkJv/q9Hui77ZOJ3E8f+n7NhA6uXZs0BWEbt7ibnK8NW/W1r7fzAuboPzVubF3udtp2Zq/UaVZEn/B6X3dZkt7mFoaCsGDbpydLSUsvuXfTHYdCMDGphX8hXN0/seeXzKl2zV2NTZ/iBmxlWqiqyKLQ1221NTs/Andhazkto1hyAZRw+9FKNvsHN2JPP7zezzNz+1WWKmXRpRga5sN/4avWrnD77r26e2FmtOZsWQ33PuYXJuLo2L/Y6+cAT5ba/be+R4Jyq3B/2uJx9wZypn2nWHIA18LvJa9dlvZ3Vcg3BeyPod1Ybhf7gfJqRQS3s1UTwtdHfPIzHYqnti09e/+4urxirzlX72YCnVeunionePYOyqh9uqiaCgjNvMshyy/Fhw4YNGzZsma0qcVVd1MKeJaV+V86O+/rB1z77tyqN0FubF3udbUJAXpy/PHhlfk0LeO2G/sIzP9OsOQAL4F3WNW2lGTcP3VbwbmozTghfZ4cPvUS2/4NmZFAL+/yW/cLyalXHgyj3R30Db13q9zrcghhRsmbvQdgD1NXktYk6fGWbqCffSovz1tTKykpnxz6a+4pmZFAL+0LX7KtInQk8/zK/Z1SdF7sdncOyEhd70os2IuwB6qmzY18dYnjy2oQR885umgWm+K0nsjPp0owMcmFfWzHRm54gIin5na1+SdHNGpHVpZ9Gs+YAzK5u67fynnz6feO8n8PoUpgJP4So3blAMzIaLOwTQcHh8g7dV/hSTjzjE0HB4eoWZ1R1JtDVmlrrKYNmzQGYXR3Xb2U9B7tqMWlPddVoZqEtePXCa/rN6OKUQnAmXZqR0WBhz9bidwa8jia7rcnpOfWenMh+0OU9PZW/gCPNmgMwtTqPmzNoBblNqFs/RyVMFPaMsfMD51p276LTc0MzMkiGfXLhN++MnPP94lr0CWNPlVhsGdPlAlhLndOXT0BLJw/y1bOfo6ycsH/8+InRJSqFj3Wgc+eb4QUoiF7Yb8SvH/3m12xNdhtfW2ljRTr7/Jhs2AyNVGsOwLwMmSSOTid5Pmr3B+aE/asXXrsxdYty5CPsyyIX9qo8uO/br0iPVpPS2V6+kOJXN090DBqY9jRrDsC8DFl8lnJPfkAU6ZRteXk5v2V/Y+rWqxdeu3fv0/X1daMLWADCvixyYZ/O+EzYJ4LCs9WaLncraNYcgHnV5467HLwnn8hF8Rwtu3cRme99fX19fFyMRAqMd+ORPzZ6kWDkI+zLIhf27I8f/uTFS79bVbWwT/5e+tlfO6s2Xe5W0Kw5AJMycJK4zo591G7TYql+DiJnIVevTt6YulXiCQsLj65eneSRX7dSlYWwL4te2LPVWfGFZ52t327f9WzbHrfTZn9m36mPlwwcoUez5gBM6vzAOaNGoo2NjhCcc612i/5tlvTxr69cfruSVjuP/PFxMRp9UOtSbcr5gXOG70yakUEw7BnbSESvj5/74fNez4EXf/zKO5/9wbgufMao1hyAGfGRaEZNEkfq9jau1ov+VS4afTA2enFTo/AWFh6Nj4ukIp9XsbFz5tOMDJJhn+urP8SWDMx7mjUHYEaGj0SjtlT8+YFzFIbmLS8vj41eXFh4tIXXRqMPeORv7eXVRWHKYZqRQSTs1dXlBd3iN9nb/NS5w5fj5d+kVmjWHIAZGT4SjdRKM4bcgpivxKC8ykWjD8bHxatXJw2P/JPHjxk7YT7NyCAS9omw77+UWh44b776eqJZcwCmY8gddzlI9eRT2CGsgkF5FVpfX79379Ox0YvGRv6NqSljlxigGRlEwv7po7f/4QdjH4YlKXx77MUd3zz61vWwJIUlSfrwzZNd//DGp4/QjQ9gdkSWmm3ZvYvIynIUdkjlg/IqlI58o+bhMXyGIpqRQSTs2Yay8HvlKWOMxcTu703oBt9vrH822H38oy9x6x2AmfE77iiMRKMwYJsZegtiWnTzg/IqxCPfqKn3jF33iGZkUAn7jD9+eOzEdf2hocqD7XlrzNcTzZoDMBc6F8spDNhmBHYIH5Q3Nzdfu49IT70nffzres7DM3ltwsBhjzQjg17YsydfjJ8dvPnFl6sq21j9Mnr9gvcbf3IAk+oAmBiFMdJ6hhfG8B2yvr5+5fLb9ZkYp/5T7xm77hHNyCAY9oytfv669xvp0Xlf2/3CP08rBhaHZs0BmEhAFI0dM5Xj5PFjxvbkT16baNm9y8DehVDwg1Dwg3p+4vLy8tWrk3VbPNfAdY9oRgbJsGeMJb+MSsF3xMA7oU8eKsbOqUO05gDoIzWJqZ7hw+CNXYLv3r1Pqzsor3J1C3sDZ0skdainUQ17SmjWHAB9ZMPe2F50Y2//m5ubHxu9uLy8bMin54R97U44+PhHQ3YyqUM9DWFfHs2aAyCORxrNsGeGTr1y8vgxo1YHqMOgvNJywn5s9OI2J/MpwagJi6gd6hzCvjyaNQdA0NLS0uS1iZPHjxWcHcvo0mUxauoVA1cHqOegvGJywp7Prn/16mQtehqMWnKJ2qHOEQz7pLIYjy8qyY1/+3z8J73e755865MvkwYueke05gDo+OTu3bHRkc6OfXZbU8vuXecHzt2YmuJd5WTDnhev/lOvGLg6QP0H5VWI35Ff9bH6Rt1jSe1Q5+iF/dLED1r2//hc8Hf/OvYXzzS3eARf33/rHps2YCRJCs2aAzBWTiO+52BXQBSNnSJmsw4feqn+PfmdHfsMWR3AwEF5lXj8+AlfM7e68+wa0olCMzLIhX1S+vn/nIhvsGRMfP5rzxwYn11jG/FrL49+/tSwItGsOQBDFGvEG12ureD3v9XzE/ldAPUfNWbsoLzKRaMPxkYvhoIfVOukxJB7LGlGBrmwf/rZ6PGJ+MZG/Nr3vmHfMyirjDElfHYQM+gBGMUCjfiC6jaJurGXMwwflLcp6+vrfAaeqgzcM2RkBs3IIBf2LBkN9O7t6Gx12f6kc+jzNWX23s2LQtfrUcygB1AzBdPISo34YuqzFI2BYc8H5Ukf/7qeH7p91Rq4Z8jIDJqRQS/sGdtYnQtfu/zO9enlpLoa/eiy+Ms3JqZXjSsPzZoDqKKcNLJeI76Y+vTkGxj2oeAHV69O1vMTq6gqA/fqv7QgzcigGPYsufCbd0bO+X5xLfqEsadKLLaM0fgAtZSTRpZsxBfEe/JrfTZjVNhHItPj4yLZQXmV2P7AvfovikMzMuiF/Ub8+tFvfs3WZLft8IqzjG2sSGefH5NV40pEs+YAqojyPXK1VuvlUCevTRiyexcWHpliUF4lotsYuFef8zk9mn9B5MJelQf3ffsV6dFqUjrbK84yxthXN090DBqY9jRrDqBaiN8QX2u1u/F9aWnp8KGX7Lam+t9r9/jxk7HRi9Hogzp/bu1sZ+BenVcioPkXRC7s0xmfCftEUHgW69kD1MTcw4c9B7tadu8y6YV5NXZ7tM9ttzXZbW5h5HZ8862CGi2H+snduy27d3V27Kv/jjXpoLxKbG3gXp0XxaEZGeTCnv3xw5+8eOl3q6oW9snfSz/7a6cX69kDVN/cw4ctu3f1HOwyzeV5NRa+fOFI36m3gtMKY0ydCXTtdAuTcXUtHjzqtrm6xZktdAJWt+W3srLCRziOjY4YsmNvTN0y76C8Smx24B4/n6vb9AY0I4Ne2LPVWfGFZ52t327f9WzbHrfTZn9m36mPlwwcoUez5gC2iU/wcvL4MbMkvRqbPNK290hwLhXnaiIoOB1CKMEfWAz17UxNzrE5/A7DqhRSlqdbdu9q2b2r/hPxchYYlFeJzQ7cq+eiODQjg2DYM7aRiF4fP/fD572eAy/++JV3Ppv/fWzJwDXtadYcwHYERJGPuje6IJXKS3rG2Ko81Gl3pq/x5fxzE6rSk7+ysjI2OmLs+ZOVBuVVIhp9MDZ6MWdxnVcvvJb/zPMD5+rWk08zMkiGPVNXlxfisVhqCw8fuxI3rjQ0aw5gy84PnDNq4bWtWg779jq7xPmsVrsS9rXaPWLqyyEZF3vstp5AbCtNg86Ofdtp+c09fNjZsa9l9y4D96r1BuVVYn19vZKwr+eiODQjg2DYP4m+9b2WZ7IXx8z8PRuAZs0BbMHKygofjmdUJ/MWJYKCo9ndd9bvcWlj8cSIUtWw384YLt5NcvjQS/Wf9D7NwoPyyqok7FkdF8WhGRn0wj4RFBy7/vvQv0iSFObbreC716OYQQ9gm3jr05Dx4dukyoPttmZ3nygrKlPnQoLbbusclhfDvlbdRfpkXOzZWjc+Y0yWp7cwhovfy2C3NdXtenAxN6ZuXbn8trFlMEqFYV+3RXFoRga9sH/0dq/z2K2vjJwyLwfNmgPYFD5wzEwD73WSUr/L1uqXFO3fMdFr2+EVpwtcs9/SAD1us2O4+FS7PQe7DDx5qiTkLK/CsOcjUutQHpqRQS/sN+LXf3Ls8rx+KOmjj8RbXxpWIKI1B1A5/jV3fuCcGZOeMZ7uO4XgYvY/FxJBwWnrHJZ5x99iqG+nsy+Y2OqHVD6Ga2VlxajZcnIg7HPwJf6i0Qf5P6rbojg0I4Ne2K98Fjj+fIf74NH+fr+Pb4L3u7/CNXuAreFDxOs5g1j1qTOBLpe97WgotqZ147edCisqU27723a4hcm4qiqREa8jHfxbwcdwle3JT8+WI8tVWIN1mxD2+Urk/eFDL9VnkcNaf8QW0Av7jX99veMb7r/8G69nf2r7lvv5AMIeYLNWVlZMOPC+CCUS0GbKa3b3jYVja4wxxlRFFoW2Zrutye7Yf+ZObJvTapfuyTd8tpwc+QPRjS4RFcXyvm6LHNb6I7aAXtizx7/52Yl3Hj3VPTL/7ivXtrjgUTXQrDmA0tID7yk0QM3i/MC5YmO4ZHma31xH50aGUPADhH0xBfO+bosc1vT9t4Zg2DPGNpLLX9yauBz41cQt+dGq0WP1aNYcQAnpeXBNN/DeWAXvxqYwW04+6eNfX7n8tuVnytuOgnlf60UOGdXIIBj2T5XPRg5+3Za6yf7r3zr+L7Harmef6Ql0egbuaN2DGTRrDqAYflHZpAPvDZdz1SO9UBCpSyHR6IOGmilvy/LzvopTIxdDMzLohf2Tmye+0XLQ9+ZHn0VjsVgsevfa2f/+gvi76qa9GpMCp/vPXHpf1sb47D0SnFOV+8MeV/5oXpo1B1BQeuC90QWprRp1X+cs9cs3Y2fLyccDrMI54SEn7+uwKA7NyCAX9k9/87Nv+T7Oao9s/Ovr/2OkeuvZq0pkpLtrJKJo76jKg+3arbpqIig48ybloFlzAPn4cDzD7werg7qFveGz5eRYX19vwDlxtykn77c5NXJZNCODYNj/vPefH2S149fv/6LjVNXWs08EBWdvYD7dV68mgoIzNeNmUup3FQp7bNiwkdpywt7w8tRn+0//4d/7+k8JP/yfhpfEdNv+7/zNqxde2/+dv6nPx1UprqqJXNizlY9PHegPyn9Y3WAsqcSnp/75h3ucf/f2o+r046/KQ532tl6Bz7DddjQUexIXe+zlwr4qnw1QI0tLS/y6ciMMx5ubm796dbJuLftqvXNVWH6h+pqKRh+8euG1aPRBrRfFoXbYcPTCnj398tbpbzltmb+3r/e8Pq2Uf11FFkN9O52ekYh2qb7Z5bv5UOxJT7GJsAfTSQ+8J3VduerW19f5Su3j42IkMp0T9jemblXlUyiH/b17n2L4/TZFU3lf0xGXpA6bNIJhzxhTV2Phd4fP+n2nfvHPH8rLVTy4F0N9O10+KckYXx/T5ZNWpX6XQwgl1Jwu/TSaNQfAGLsxNdWye9fhQy9ZeOD948dPbkzdGhu9ePXq5NzcfP4TSsyYtllkwz6K4fdVEo0+GBu9+E/9/bVbFIfOYaNHM+xzVHFSnbV5sdfJJ91UbvvbnhOCiywRFByubnFGVWcCXa3d4kzOWECaNQcweW3CbumB97zHfmz04o2pW48fPynxzCrmPUH8tyt4ogNbEI0+GB4a/bM//dManSLTjAwaYb+x8NE//Z1uftycrarT5aqxO6f3O21NdptbGLkdVxlja/E7A15Hk93m8p6eiucN+6dZc9Dg+MB7amPFqyKnx77Cjmur5j0ffh+JYBrEaor87+mfn79w88bNks9Swr7WrJ4eZ384qSryhJ+P+rI1OT2n3pNzl16iGRk0wp59FR3b/5xHSK18k7NhIRyA3B5matO8VEXZHvvSLJn3Vy6/Xa0RCaB34uXjr14YLnllJBkXj2QWVtYshvq+I4gRhTE1NnmkrVlbk0mHZmQQCfuNtc/euVJ0uSoscQuQG/YWG3hfeY99aRbL+xtTt65cftvoUljT5LWJ5/+2p+RIiIJhPxsQxlLzvqjZiyxraEYGkbAnjWbNQaOhOXBsm7bWY1+aZfKe7xkMv68RvijO1EdTxfNeCfs6vH29bn2Pvbog/zbdb8/DvicQy7qDi+afpynCHqveAVgt7LfZY1+aBfJ+bm4ew+9rjS+KEy16p4MS9h04EpxT0+unaPdtpS2G+naaZYZ1GmFfzwF6m0ez5qDRWCbsq9VjX9ry8jK/o7pG719TGH5fHwFR5IviRMvf2cgb8a26Xv21ePCom9/blY3mnyeNsMcAPYCS+Oodppv0Pmfqm1cvvFbdHvvSoqkZVGr9QdW1vr4+Pi7eu/ep0QWxPv5nxYe/RMvlvSoPtmfCXlUiI949BZKeUY0MImGPAXoARa2srPQc7Dp86CWjC7Jp+WFf59ZqNPrg1QuvmaszHMPv60m/KE40K+9X5aEjupF3aiIoOFPTr5VIekY1MoiEfWm4Zg8N7fzAuZbdu8w4G25+2Ne/DFFTzT3Hh99jUF7djI2O9BzsSv8zqjtaVHmwwzNwJ7bGtGv2e7Xr9yWTnlGNDCphv/How9O9PxqfVtgTMgTR/gAAIABJREFU6RdduGYPoOGLdnxy967RBdkKCmHPzJP30eiDsdGLSPp64n9f+jPpaPpoUedCgttua7Lbmt19gyE5wRhT58VuR94yd9mTrNOMDDJhH7vy9//xz899kmAbc+/83Te9P/oprtkDLC0ttezeNTY6YnRBtmJ9fZ1I2DMz5P3CwiPiJbSq/Pmp7t37dDt1QTMyqIS9zqo8PvrRl091j0z/tP3s7wwrD9Gag0bQc7Cr52CXSRe5CQU/CAU/MLoUGVHCeW+BewXN6/zAufxFcfh9oVs7WmhGBsGwZyz56PPQ2wFRTG0XhL7LaNlDowmIonmXqKc5IUyUZN6vr69fufw2ht8b5cbUVMHl7bec9zQjg17Yb8SvH/3m17KviHzt+bcxQA8aiixPm3edG8o90lF6eX/16iSG3xtoZWWl2LCYrV2EohkZ9ML+0du9/0fnuVux1Q2jS5JCs+bAwlZWVlp276rdets1xVdpi0YfGFyO4iKRaTp5j+H3FJw8fqzgUtEI+1pKBIX/eOzWV/qo/+oPsaVk0RfUHM2aAws7efxYZ8c+k16qN8Vt4tu5IltF0eiDsdGLtZtGECo0eW2iZfeu/McR9jX1Vexffn7qV588jMXi2hYePnYF1+yhQUxem7DbmmTZlOuXSx//2izt1BtTt4wdVbCw8Mh0E/5YFV8UJ78nH2FfU1/F/uUne54pdRdjndGsObAkk06Ly/G1W0zUTjWwC/3x4yfEL3Y0Gr4oTs6DCPtaSgQFxze8/xT46GMpLPHtHf+PMBofrI9Pi6ufz8tETLp2iyF5z4ffSx//up4fCqWlF8XZPpqRQS/sH73d68y5Zv945rPfFZs3vw5o1hxYj3mnxTX1zWP1z3tqMxAAy14UZ5toRga9sN9YvHXiR298oQ93zI0P1mfqaXFvTN26enXS6FJsXa3zPqc32CzDGhpNZ8e+qlxBoxkZ9ML+jzfP/VXrs7v2/jfMjQ8Ng0+LW/DmH/qilpjRvaZ5nxP2JhrW0FByFsXZMpqRQS/sN/719Y5WzI0PDcW80+IuLy9bZkg5z/vtT+a/vr6+sPBoYeHR3Nz8vXuf3rv3KZEFAqA0PpPV9q+j0YwMemFfYG58rGcPVhYQxWpdLKyz9fX18XExEjHlXYIF3Zi6VTqYHz9+woM8Gn3Ag5xfwrh6dXJ8XEy/ij9y9eokwt5cWnbv2v60lTQjg2DYk0Oz5sAaTD0trvUGmuWv1JcT5GOjF/kjoeAHPMgjkWke/wsLRUcWIezNouCiOJtFMzIQ9uXRrDmwgJWVlc6OfSadFvfevU8tOdAsJ5h5ilvjOgWUxcfJbvOCGs3IQNiXR7PmwAJOHj/WsnuXGS/VU17qZpvQCm9kfFGcnOXtN4tmZCDsy6NZc2B25p0WF7O/gYUVWxSncjQjg2TYJxd+887IOd8vrkWfMPZUicWWk0YugUez5sDU5h4+bNm9y6TT4mL2N7CwG1NTBRfFqRzNyKAX9pn17Hd4xVnGNlaks8+PyapxJaJZc2Bepp4Wly91Y3QpAGql2KI4laMZGeTCXpUH9337FenRalI62yvOMsbYVzdPdAwamPY0aw7Ma2x0xKTT4kaxJCs0gIKL4lSOZmSQC/t0xmfCPhEUnu0PG7egPc2aA5My77S4fKmbEjeYAVjD5LWJ7SyKQzMyyIU9++OHP3nx0u9WVS3sk7+XfvbXTq8YM+6qPc2aAzMy77S4pl7qBmBTtrkoDs3IoBf2bHVWfOFZZ+u323c927bH7bTZn9l36uMlA0fo0aw5MKPDh14y6bS4Zl/qBmBTOjv2bbknn2ZkEAx7xjYS0evj5374vNdz4MUfv/LOZ38wrgufMao1B6Zj3mlxI5Hp8XHRevPnABSznUVxaEYGybDP9dUfYksG5j3NmgNzMe+0uFZa6gagQttZFIdmZBAJe3V1eSEeixXe5qfOHb6MVe/AvPi0uIcPvWR0QTZtfX19bPSilZa6AajQlhfFoRkZRMI+Efb9F7utqejmERH2YF7mnRb36tXJG1O3jC4FgAHOD5zb2gk6zcggEvZPH739Dz8Y+zAsSeHbYy/u+ObRt66HJSksSdKHb57s+oc3Pn2EbnwwKfNOi2vVpW4AKrHlRXFoRgaRsGcbysLvlaeMMRYTu783oRt8v7H+2WD38Y++xK13YEJ8WtztTNBhlLm5easudQNQoa0tikMzMqiEfcYfPzx24rp+gi5VHmx3YlIdMCWTTovLl7qZm5s3uiAARjp5/NgWVqCmGRn0wp49+WL87ODNL75cVdnG6pfR6xe83/iTA5hUB0wjZ8SJGafFxVI3ACzvb7nyV9W0VFtDMOwZW/38de830vv3a7tf+OdpxcDi0Kw5IGtrXxB03Ji6haVuABjCvh6SX0al4Dti4J3QJw+VWvfgq4osCm3NdluT0zNwJ7aW82OaNQdkmTrso9EHY6MXMSgPgCHsLUCNTR5p+86wvMoYY8ptf9veI8E5Vbk/7HE5+4KJ7CfTrDkgy7xhj6VuAPQQ9ianzlwROtpsPYFYkmUNAFQTQcGZNxiQZs0BWWYM+1cvvKbfjC4OAAkIe1Nbm788eOXOG14t7NVEUHCmJu1JSv2uQmGPDZu1t5ywN7w82LCZejMi2sogGPZJZTEeX1SSG//2+fhPer3fPfnWJ18mqzYWX51/99zlGTUmpsI+GRd77OXCvlqfDtbGl7ox3Vr1jx8/QcseoFpoRga9sF+a+EHL/h+fC/7uX8f+4pnmFo/g6/tv3WPTVRovtBweeiOsqCwn7PcMyipjCHvYhhtTU/YtTcFhLH6dHmEPUC00I4Nc2Celn//PifgGS8bE57/2zIHx2TW2Eb/28ujnT7f/3qoinXJndbbs8IqzSanf5RBCCTWnSz+NZs0BKXyNrPMD54wuyObwpI9EphH2ANVCMzLIhf3Tz0aPT8Q3NuLXvveNVINbCZ8drPIMepmWPWOJoOBwdYszqjoT6GrtFmfU7OfSrDmgg8+Ja7qkX1h4NDZ6MRp9YHA5AKyFZmSQC3uWjAZ693Z0trpsf9I59PmaMnvv5kWh6/Vo1a7aK2Ffq75lz9ha/M6A19Fkt7m8p6fiau4LaNYcEMGXr+052GWuRe2i0QevXngtGn1gbDEArIdmZNALe8Y2VufC1y6/c316OamuRj+6LP7yjYnpVePKQ7PmgIKVlZWeg12dHftMl/S4nx6gED7HmtsvpadtXYtL777l259/hbcYmpFBMexZcuE374yc8/3iWvQJY0+VWGy5eqPxt4BmzQEF5wfOtezeNffwodEF2YRIZBrL2QEUpkiDnlanrVUL+5jY7el/a2JQcDa5fFKFF5NpRga9sN+IXz/6za9l+tg3VqSzz4/JeZ3r9UOz5sBwY6MjdrMtVH9j6haSHqCI5fDQG7eCJ1zpsOeSkh9hX3WqPLjv269Ij1aT0tlecZYxxr66eaJj0MC0p1lzYCwz3mjHV7h5/PhJ+acCNBxVkd4YlpaTUj/Cvh7SGZ8J+0RQeBbr2Vcf/SmfyOI32o2NjhhdkEqtr6+Hgh9cufw2VrgBKEy5fcb3foLPtoKwr4c/fviTFy/9blXVwj75e+lnf+30Yj376kPYb43pbrRbX1+/cvltJD1Accvh0ycC82sMYV9Hq7PiC886W7/dvuvZtj1up83+zL5THy8ZOEKPZs1tH8J+C1ZWVlp27+o52GV0QSrFk/7G1C2jCwJAlyoPtudPcZ+aWRVhXzMbiej18XM/fN7rOfDij19557M/GNeFzxjVmtu+nCN78tqE0SWijt9oZ6Jb6vkEeUh6gMqlWvYJ5be/jSPs62v+3VeuGXhHMM2a26a5hw/zV2o6fOilpaUlo4tG18njx0x0ox1P+nv3PjW6IAAmoiaCgjOnGz8RFBxNzr5gorK3oBkZNMJ+Y+Gjf/o7r2d/ke1b7ucDFc5mUAs0a2470n3R+hbq3MOHPQe7WnbvaqQmfkKePOV1NNltTXbHfv/ktFL8qecHztltTWZJ+rm5eUyFC7A5MdGrb/84+8NJ/YyrTfack4AiaEYGjbBnX0XH9j/nEfy+/kKb4P3urxD21VK6L5rfO3740Etm6amuiDL9nm+/05YT6qoinXI7DgxHEowlIkMHnLbOYbnwVI3mutEuiqlwAYxDMzKIhP3G2mfvXCnyPcvYo4/EW1/WtTxZaNbclh0+9FLpvmhZnu7s2Neye5fp1mUvQk0Ej7T3ibKiMnUuJLjttr1+aVlbJSE9BWZS8jsLn7Z/cveu3dYUEMX6FnuLMEEegLFoRgaRsC8N1+yrpsLpXVdWVngT/+TxY+Zv4ifjYn+myZ4ICo7m9qGIylbloU5726mwomqP70n9v465brTDBHkAhqMZGVTCfuPRh6d7fzQ+rbAn0i+6cM2+JgKiaLc1Vd5el+Xplt27zN/EX4vLM5kGeyIoOPhMzEyNTR5pa7a3HRoW3xz2vRKKreW80lw32mGCPAAKaEYGmbCPXfn7//jn5z5JsI25d/7um94f/RTX7Ktra1edV1ZWTh4/Zrc1nR84Z/4mPtOG2jqEUIK34NfiwX7BNzbc585f4NhEN9ph2hwAOmhGBpWw11mVx0c/+vKp7hFcs9+ubU7v+snduy27d3V27DPXoi/51Njkkba9R4JzKmOMrcWDL3t9txX+/3cGvFr3voYPbqB/L2J62hwkPQAFNCODSNhvJBd/N6c8LfJDZe6BkfPq0Ky5ylXlqnO6iT82OkK/pVuYcn/Y05lKesbUyPAe/arVi6G+nenxemZZuxbT5gBQQzMyiIR9Mi4KJ279W+EffnXz5P94GwP0tqa6V51vTE2ZtYmfk/SMD7/fKQQXU/+eDXhcvGU/eW3CFDfaLSw8Ghu9GImYrS4ALI1mZNAJ+578Cd3SW+XzFNYCzZqrRC2uOi8tLR0+9JKJbkVjrFDSM6Y15duOhmJrjCVkUXA7egPza3xwA/2ZhaK4mR6AJJqRQSTsn355/cQep83+zHPeIydyJ9V5uee//vhDA0cY06y5StTuqvPktQneYUC/o5upM4EuV94ZZE8gltRNttPs7hsMyQn6N9q9euE1/WZ0cQAgF83IIBL2jLGN5PIXt97q/9t9f/PjoaC8rBtq9PSTgUPoxt+0Wl91NmUTv6SlpaWW3bsOH3rJ6IKUgrAHII5mZNAJe83GauzetUHhL7/zg5/9Khx7YuDKtmk0a660zd5Sv80P6jnYRX/UemmmuNEuEplG2AMQRzMyyIW9JrkkB0ePezv/tv+X1z9fWDU082nWXAl1nsjd1Cvo5HTvkz1lWV5e5nfSI+wBiKMZGVTDnjGW/DJ6Y+QHzzXbbc0t3383Zlze06y5YrZ5S/2W8SY+79jXb1V58/wxm1V52/x3rtbbVhef7p4vVouwByCO5jcJybBPLsnBQaH963abzdX+vYFfSbHV3BnL64lmzRVk7Pgy3sTPiU9Znt7+lh/2AVEsvR0+9FLprbNjX+3OIarl8eMnV69Ojo+LmO4ewCwIfpMwamGvXbDXYv6Hw8Hp5aTxV+1p1lw+ChO5r6yslLiFsopb2SwfGx0pfTYweW0i/zTCwF2XLxp9MDZ6Ufr415gaD8BEqH2TcFTCfkP54qNf/vTg7ma7rbnF2x+Q5jLX6Z9OXzp/HdPllkZnfBm68bdvfX09FPxgbPTiwoKBt6EAwFbQ+SbRIxL26Ul1mlu8J/7ft7IbYRdf9hwOJowrHM2ay0FnIndzhT1BfF68UPADNOgBzIjmFxSdsP/uXx0bLdzjirAvxywTuUNZ0se/Hhu9GI0+MLgcALBVNCODSNg//fL66CV5tcgP0Y1fSt1uqYeaSt9chwXpAUyNZmQQCXvSaNYcV+db6qFG+Gw5/OY6ADA1mpGBsC+PZs0xxj65e9eQW+qhitbX13FzHYCV0IwMhH15NGuO/pItUNbc3DxfjR5j8QAsg2ZkIOzLI1hzfMkWY2+pLwjzu1VofX2dj8Wbm5s3uiwAUE0EI4Mh7CtBrebo3FKfD2FfCT4W7+rVSYzFA7AeapHBIezLo1ZzfNUZCrfUM8bW19cXFh7du/fp1auTOUn/6oXX0DudD2PxAKyNWmRwCPvySNUchVvq19fX5+bmpY9/zRdhu3L5benjX8/Nza+vr+eE/fi4iG7qNIzFA2gEpCIjDWFfHp2aGxsdMeqW+pyAv3p1Mh3w+qflhP3c3Pz4uIj+apaaFw9j8QAsj05k6CHsyzO25nKmia3nLfWPHz+JRh/cmLqVDvh79z7d7GztfCQa77hu2JzDvHgAjQNhb1Zla66mo9JqNCd8sTKnA358XNxywOdbXl7mPdiN06ufs4fRtwHQIBD2ZmVU2M89fDh5baI+YR9NBTxfgiUSma7FemvR6AP+/o2QfLgxAaAxIezJUhVZFNqa7bYmp2fgTmwt58f1DPulpaUbU1N8FJ7d1sT/W4ew5wFfh4Fj6fvLrT0cfXl5GWEP0JgQ9iSosakzHpfd1mS3uQUxojDGlNv+tr1HgnOqcn/Y43L25a6wt9mwT49Or7BI6YDv7NjHA/7k8WOT1yb4kPsqhv3y8nIkMs0XSjc2itK9+pZcr/3evU/z70I0ulAAUCcIewpW5aHvHwnOqWxtXux12jqH5VVVHmx39oeTjDE1ERSc2v9nbDbsFxYe6UetF2wxlw74KtIHfLqLnki7M2q5Xv2FhUd85ToiexgA6g9hT8Fa/O79uMoYYywRFBydw/KTRFBwesQ4Y4yxpNTv2nzYF7O+vh7VXQv/4IOPgv8SHB0Z4QFvtzUdPvRSQBRleXo7v1K+YgFf3U+pCsv06qd/kUikyrUJAOaCsKdFlQfb9wzKajIu9thrE/aMsZWVlU/u3h0bHXnxu9/72wMHj/7oH1+98Nprw2MTE5PVHZduooDPxxvE5u3Vx3QCAJCGsKdEuT/cdSgwv8ZYMi722PcMyipjxcO+utt//eb//eL3fuDrP/XqhdeOv3zybw8c/LM//dMtvM+f/emf8hOIn5+/8PPzF47+6B+3/FYUtr89cJD/Fv955/9peGEq3P7Tf/j3fP//xZ9/y/DCYMOGjchmSKyV1pBhr86FTp8NyNo4vKTU73IIoYSqXbNPtfLTytZcwcruOdg1Njryyd27JZaryennvzF1Kxp9kG4dFrzoa+oWfFnr6+s3pm6ZpTM8EpnGpHgAkANhT4M6Fzr9Skh/f10iKDhc3eKMqs4Eulq7xRk1+xWbDfvSAV9MOsXT4/nz746zZMDnSw9zI9ur//jxEwvfTQAA24GwJ0CdCwlufTC7fFKSrcXvDHgdTXaby3t6Kq7mvmizYb/9YvLx/Dlhb+2Az6dvN5Ma2X7v3qdjoxelj3+NBj0A5EPYm1X9w54jlXCGSPfqE9kVfB16fmedUWUAAOIQ9mZlVM0RSTjDLSw8MnxXbOsWQWX6Pd9+Jz8XdOz3T04rqZ+oMenKpX6voycQS+a/Lin1u7LOI1v9kpL/NAAgBWFvVjRrrqHkhH2dG9YLC4+2cWedmggeae8TZUVNXUXa65eWGZsNdPX4L10e7nvOnncDiCYm9vqkgj8BALJoRgbCvjyaNddQcsJ+bPTi+LgoffzrWqf++vo6HxcZjT7Y6nsk42L/sLyq/SsRFBzN7UOR1MgQJexrRdgDWAnNyEDYl0ez5hpKfjc+H8OYvmWxFivnzs3N83sftjcQby0uz2Q63xNBwbHDK86m/l0q7JNS/y7P9w+1Nef3/wMAWTQjA2FfHs2aA255eZmvRJBO/e0Pkk/fWVftcwg1ERSc2qQOXOmwP9UhTMZVxpRIoM9tt+0UgotVLQ8AVB/NyEDYl0ez5iDH48dPIpFpvv5QKPhBNPpga6nPb/mrxZ11amzyCF9fMfNYyW58vURQcPA7RQGANJqRgbAvj2bNQTE89fn0RHzVwQoH1qXvrKvJVDnK/WFPZ3bSs02EvRoZ3tOMsAegj2ZkIOzLo1lzUBafjTg9KWF+6uevOl+rxfcKJz0rEfaqPNKbGcfHW/boxgcwAZqRgbAvj2bNwabMzc3z+Xn0w/hzkr5Wa9YVTXrG2GKob6c9cxV/LS6NCW0dfmmZqZHh9gNn7sRUxq/Z73Xz6/cAQBvNyEDYl0ez5mBreOqPj4vj42I95upRZwJdrrx1knoCsWTOnDkun5Rki6G+nc6+YIIxxtbiwaNu/tO2Q8NBDMUHMAeakYGwL49mzcE2LS8vGz4xXw51Xux29gbm18o/FQCoohkZCPvyaNYcbB+tsFdnAl3FevsBwDRoRgbCvjyaNQcAAATRjAyEfXk0aw4AAAiiGRkI+/Jo1hwAABBEMzIQ9uXRrDkAACCIZmQg7MujWXOwHUUXklcigT43JqoDgC2jGRkI+/Jo1hxsVYmF5JfDF3rcmIIeALaBZmQg7MujWXOwPfnz1KqK9MbwrQm/E2EPAFtHMzIQ9uXRrDnYnrywV6ThIUlJSgh7ANgOmpGBsC+PZs3B9uSE/XL49EAooTKEPQBsD83IQNiXR7PmYHv0Ya8q0itHxBmVMYQ9AGwTzchA2JdHs+Zge3Rhr0aG9zTnrVXTOSyvGl1IADAfmpGBsC+PZs3B9hRZSD7dsldm5BgWpAGATaMZGQj78mjWHGxPzkLyKYmggFvvAGAbaEYGwr48mjUHW1ZoIXnG2GzAs0PXjd/ql7CCPABsGs3IQNiXR7PmAACAIJqRgbAvj2bNAQAAQTQjA2FfHs2aAwAAgmhGBsK+PJo1BwAABNGMDIR9eTRrDgAACKIZGQj78v7/9t73N44jv/P/E+bJPFggAAdjGCAaBg4DYUHsE8MAMcE1eCCBFRIml3WWcxkyR3q5gW4dLCfpC33MnRPtcnZICauDb5mZCeVv9JUtqTsUZN0pVHq0u1YsKj2Qdxl5h722jxlzes7meiedXh931C7WPaj+Ud1dPT/4y8PR5wU+EKnu+vmpendVfbo/vdlzAAAAQA/Sm5IBYt+e3uw5AAAAoAfpTckAsW9Pb/YcAAAA0IP0pmSA2LenN3sOAAAA6EF6UzJA7NvTmz0HAAAA9CC9KRkg9u3pzZ4DAAAAepDelAwQ+/b0Zs8BAAAAPUhvSgaIfXt6s+cAAACAHqQ3JQPEvj292XMAAABAD9KbkgFi357e7DkAAACgB+lNyQCxxxgjQxWF5EAsGuFSlx5qTd9/92bPAQAAAD1Ib0oGiD3GxkYuOTov7yBjs5hKcBlZ9/5/b/YcAAAA0IP0pmSA2GOk5se4xbKJMUa6LHDWv116s+cAAACAHqQ3JQPEHumywKXEOsYYY1NZTIDYAwAAAAelNyUDxN6sizMxEHsAAADgKOhNyQCxN+viTGwkryKMw8UefuAHfuAHfuCnw58vRMxaA2KPTWUxERdKOvJt6TscU8+drmSPL2Uo8LEme3wpQ4GPO+XTVeDTVdrjS/ZYUz4MIPYY67IQT0yL2whtS1PD0+I28v4/1XPIUO/dyM5Mi1WMMUbaw+UJLhqJJQVJ1f2/Yr1SmOSikViUn5d3fGliv0F4Ukba/QupRCw6wGdE1UDtMgpP1tgsphKxaCSWXChpTYx1VRT4aCQWnyxWdOqdw0S6sGlgjI2KlOFj0QiXWq0Y/iL7C1xZTccjsegAL6zXUfDeYF5U04Umy0rZn5T/17B29nRcd6Vt1h9eSsfZfecvsL+Rfa0aaGRSHmWJ9z5WsiaILottPiq+IqqGaaiikFmrs1PutikwxshQ71zIXpIU7Uia11QWE+4aaEiQd1uZRHc2HDSeFi3ss5x2wyF83HVZYGogHO2Ik6/mUi9LmtliuPlT7q60votbNm83KbszXqDXDtcOpCQbueSs+2tYgdvbw1bp+mJ6SqxjHDbWQlLuCUDsMTWzJ9LL91uZmrFVkpVSdjQtVq1tgORS2diribPcyA8ertO/5is/y485vwZ2C7B/gqBT3i1lnuezGwbalqaGxgqPGy0zUsNnNFO5dM56iElwGbmhUkUayatmpThyNqc0UE2cjo8X1YZaeJHKt9JS5Izy8oJUa6KaOB0fEuSPfPeavrx0uoItkg2mvIu8SXkadiSvNpUL3xRrqFkTZzlrhyaYcpelNSvFqYudtHCwkXXkbdWfPfI28h7GGKNKcWQg1l7suyx2U8lxtohSiR+q4xAyKqvTL4m1VlNwd2m+9zD/fcWw2uGlVbXl5N6dDXtae8Y3v/tb2PRaTuNxy+HgG4Yeq+iiwJ6BsHd0I+6xrv6o9Hg9x81ImumdTxg4KXdT2oCptyptt+0w5x8jR9IOGGO8pxbGY1G/MQQL3M4ePlblH70nn0+QkWWyxxo75d4AxL49flNzDXQ8kVVMjLEmpuOzufNfpX4V7j78wRgxAm1tPjCMA8lSKaNKcYTPKQbxJ+Aytx62zIiWN+xbb6nvqgay01n/SBYSZIiSG6vrAkdur0qpYUF+r5QZFeRd+/rWg1lXlfcNjEPuDeSlI6rpWreDL+WPdU9S375x/duelGtbZbLMCrQGlXKXpW1o6vt2mm3E3tfIsq7Lnla9/v95G3kX42ZtLX/j+kKivdh3WexPN75/UfFPaYfsuMbj4tg5qeZfxh2mee/+7N1HWhNjpMvn5wPLenwYG16/Vxwha7iqJLze+ikNG+97LKfNcPANwzBLa1dgz0DYPboRJ+uYKJCjauzh5k25q9IGTL1VabtKuVlXt+2qTbQT++7aAdVuf//6le9yHYh9G3vYxeTM1xZ75lhjp9wbgNh3i2OgZl2ciSWXysZeXV7g4y8XVyapX4WS3qgUzk1nXy8KF3163C7lqpRK8NkNA+2UBJ7L3Km0yaht4ntqYUaQ63VxxpqtdFmIz0j/eDVteSPuljLDafFHUmo0pxhhvgtsUKU4Nl/St733XlV8eWlm69knPOWmt9ip7y2mAiljjDFS82cDE9AhSosxbtbE8xeURmfFJY28izXR06orKCjQAAAgAElEQVSL/83byFVsKMWC0nBmjS6aol2xq+9cGBtOhp8cHSDN63//2lj8bPr3E95jiMOVkzRvyLI+hA5teNuorE5PLd4ovJpjPUawS00sx9dx/uFwVfEMw7bjLqTAnoFQPboR5yw3OxL7A5XWd3GHzdtFyqi2Nr+80cbG3Ks7aYdGuXCl3NjIscQ+NGG2PZC9DVfsuxhrvQGIfbdQBmodSiVSqbPcSF7V/b9eXr5d0z8si6+OTTF2QcNTtg+l4mfTvz80Vqig1hm1SxnVxNmXxBoyj0HsmzVxblbcRv5p6/Bi76RsdiT2aFt6aY65AD1gaZ1tOtbxZBC7kXE7sf95be3qD3VkdiH2HRf7Z/eKq5sGbnagRh2mmfreYiqWXCobpqEsHVGapMuQLr86G/CPade8bW34p5XV127Wdj9QxO+OsDckAknbltNG7MW60cW4Cy3wYcU+rJEPJfadldZ3cScJd56yUc4Ox7rQzo7aAdXuXL63622WtiUOswev2Ov3Ox5rvQKIfbcwn3NfpM7byK+PG/KC5dXSqakFUkaV4siL1KYWMyPGAYEHtC0Jr5V9m2/EjqvOfhoZMI/t3SpqZLZO230Sr3rvfecjX14ms+k6SdlX7FelN4Ipd7QE77y0D6ubj4jAGxu5ZKJ9md1Gpncpq1JqNCfmPb/K67nkgPuKTgfze8fFXpAebloeJ6zznQOlSbV2OzPuzhiMjdzIfKdTZOc2vC4KxH+qU2OjLEfrcDh0MO5aFNgzEKpHN+IUEx9U7Dstre/iDugwZaQ9ekR8Pxvl7OjhBgXdDrvl7Cj1Olwnk3ALezCwK/bN+qNOx1rvAGLfLbulzPP0UEc1cXbK9aS1fzV1WUikVitk06+D9Xcg5WZNnJumNk5DMmqdbqNcWHEWpkjNj8VnpZpRE2cTlivZ0LS4bdbEaU4o6Z+phXFuSqyZ29IU336bzlCKy7Ltz7jnu9efF6vpOkvZX+yGP2VkKK9faLsa6Kq0ujz/klhDGGnr8+0XiJ5Gxr5WbTz2NjIpQccruS6Kvf6RfHFB3kG4WRPPjWXDt0O7aYqGmh9LLpS0PUNZamXG3RlDsyaeO9uJJWDcnQ1X1wVusljRkbY+n3wxePrrxWs5nQ2HDsZdywJjTA0Ef0O1aYmWjYwxWTQ7Dm4dDrfOS+u/uB2dp7xbEgSp1sRopySMB9+HOlw7+M/7wmltD/a72SN5FSG9w7HWS4DYd0VVSg2S58REVjGNrdL1S7nlOyoZ+f5fnTdPGC/ItUx5o6Heu7G8eGF9y7Kh1hmF0qyJs5znwfZT690S5yUx6yUWe+vMKjP7BRgPaFuaSnhWqP57dW9e3qbrKmV/Up5fUU2cjjt1HGQvZbotLdopCXxnfRds5Ka3VQON7O5YtlvZd1tsYyNH3hTKhttG1x3n/BreFF2mGeZ03VnztrZh9+0pQay0noIDlrPdZjh0NO7aFtg3hxzdiNPEtPW/wznlcWfDravS3v9n/8UtxnF3KX8kL/Cd9VqX7WBQ73m20ft29mDWxRnrf7nFcqODsdZjgNgDAAAAQJ8DYg8AAAAAfQ6IPQAAAAD0OSD2AAAAANDngNgDAAAAQJ8DYg8AAAAAfQ6IPQAAAAD0OSD2AAAAANDngNgDAAAAQJ8DYg8AAAAAfQ6IPQAAAAD0OSD2AAAAANDngNgDAAAAQJ8DYg8AAAAAfQ6IPQAAAAD0OSD2AAAAANDngNgDAAAAQJ8DYg8AAAAAfQ6IPQAAAAD0OSD2AAAAANDngNgDAAAAQJ8DYg8AAAAAfQ6IPQAAAAD0OSD2wGGJRSMtfg6UpK7KYjHDx6IDfGZFEkVJFCXxSi7FC/LuEZf+yECGssRHx4vq3hddkt7ir1b+usVP9+lVpdSga2ApsX70RT4ejI1ccnCsUEFfdEGApxMQe+CwHIPYY4yxqSwmooNpsWr/wShnzx2/lDbrDy+lzyyWzW5vJGI/mlMax1Gs08tRiz3GGOmywHls4+RA2v0LqbM5xej6TmMjlxzksxvd3wkARwCIPXBYjlPshw8yqx4Ko5wdPth6EWnKTfF2WWsefaEYNOvK60JywG7n1g8ZzfrDS+l4JBZNpJfv1092aXkMYv9F2YaT9Yykdf0wiJFWXhNvKtoJNn+zroi5VCIWjcSiiXT2jmro5ewwsZnEefGBuJiOO0P1i2lP4MQAsQcOy4mIvVkX53OKgfFuKTMUiybShU0DY4ybNXE2kbr0UP1pSbySSyUS58V/WJ7gopFYNMKlLj20pJeWxgE+83pZa2Kkldeu5FKJRHb9nwqTXHRIkN9X5av25BiJjeRVhJG2cTnDx6KRWJQXxIo9HXqn0cK7dfXejewE5xaYkSPSlJviipBMpAu3pWCaxlapMMd7Su6IdCSWFCRV97ZQVUoNpcUqxo1ydpTLyJ8qiwlq4jadX7/25+fi5GmgUc7OnPCcfsxijwz1nlSY46Nnc9ettuJSlx7Wth9aZkBaWFfltRvZCY5bkO7bTRqfuPDQkl6qlyOx5NxlRUO4WVdu38hOcNz50uZqOh7hMus1q5dJI48X1T2MtPIq6bUBPiOqhiXlSFOkrGOHq5X6z0rXF9PxSCKrmBiHG+S1YoaPpVZKohBIU1flvHWLXXKk3b9gGSFtnFYRDGWJd+vYrInnzhYqCBvl7LBVDFPJcaQZnfEF9C0g9sBhOU6xp5NydbQmznLR0ZzSQDVxdmq1QmZDU8lxzjxoy+RIXkX0rIcMVRSSA7HkUtlA1gFwfLJY2a0rcllr+lf2ppI7MyvVmhjtlATemt+xXilMJiw91lVRGMvIuk+BwnLUxDSZ/Q1kpzkjaSZGleLIoDWzG5vFVIKbEms7YjrKz8s7CDfr8gLv32+wxR5tS1Pj5LKaOMtFhxzPBlNZTCSXyu9fT3PkYAIZ6jsntfdgcQIre1NZTFibFsiorKbjkVh8sljRvb1mlLPDzt6GLZPjRXUPGxu55JC152FUpAxv75SYdXGGPFnqmvKWoiH/yt4oZ89Oi9tWB0UHxgoVhJFRWU1zVO+PzJd0ROwzkVXMFubhGqSOrTTJacWeWhi3H/j0SmGSi89KtZ9LqQQvrNcRRtr6fHLWs9+AKsWRoWlx29lIQNrmI9vCA2IP9D8g9kArWgv5Uf0ws/ZO6Htq4Zw7K6FtaSoRS84KmcWSI13uZIrtW8Zj0RlpZ7M4MsBlZHtdTE58iSJWpdQgdQsObOM36+o2yRWp+TFSHl0W4q6gYmPrh64MDOcUA6NKaI6amKYOm51bAtsYM7G4UKquC3F7fx5p5Xtb3lnZcVVLpLNXS2Td78l6Ty3MCPIuRtrDZWG+IDvrziOhtYof4U8wa5bYO66RVSk1aPcgaXlypVHODsc41xsDqfmx6GBa3FIL47G4UNLtxtFlIR7hMrJOOoLzOHD4tvGR9v4HpFVRpTgykMgqJt4tZYao3tfVe4/qiLLPFubhKTx1i8+2NTEdHRLk90qZ520ngGZdecfTv5qYZruLMsW+KmVvnRpXR+BAgNgDh+VEtvH9S1JUE6fjAx53J7/Y2/Ny9R3f3+1ZvtqB2OuqLBazS0VRlApzfHQ4pxhIzY9Rq2dGgQMlcXNki32jLs4Emm5G0kykKTdFUSos5QrXJDko9u42Pjl0sLY9iHTpsjBG/khqtlUSrxUzM/Pyzkme2p/Uyt4RYI9eUlf6xR6bSo4bTIuP/X9HleLIQCwl1tuLPTlEWMoVrkniipAcYGk5nR1LuQMGyRB7TUz7zWMwLVaJH4Ak5nPZvCTeC4g9c9XuE/tT+F4DcCBA7IHDcnIOevYaGmO9Ujg3nZnlrV1u64bgyp6bEmtmpTgyYGuhkzJZ9LQWe6TLAues+ZzZUxPT0YGgW7VvZc/OkS32OrW2o9DEWadsuizEfXO3I/bYVBYTTjmtjYePdfn8PEnQeL9snfebdXHmhKf1kxJ75sq+ldgjNT8Wn5VquloYj9GLYFPJcWRDvp3Ye/Z4HFuqSqlBe1veU2h6Zd/CIBli72420FSlly7aZdstZYY8lkwOhhjO/7Cyf0oBsQcOy/GIPb0Ba2EqS79DzkSVi+nshkFWtPFZqdYk/53jvK5tIwslrWmf8duO6M6JOMKB/XZsSYI1EZODgNGc0iB3WX4D5BDBcYmyNtjpzdjwHEO28bGxkUsOcKmlu6qOiWP/mrLzs/xY0qpCXV4IvMTviD3SZSFB0sfYWugnZwXhiiUnmjhNvASMzWJq6IRf9T5+sfeairsu911plLPDXtc24uhAdokcy3FOxJuWAdA7/N4HC6Tmx6zHPr1SmOSi5FmT9L7jW2dvsLuCHW4eYWJvmfpEbn3LMrm12+Wdd4sjo1YVtPV5/0v85F1Q4oSPyCbETUULcdAD+h8Qe+CwHIPYN+vKrWKGj0UT6ewV+6M6K0IykRZ/qq4vpUfsZROtkfSepDvHEXTVcm+OxKK8sLpRt3TXs2eOMbanyIjtlrU+nxwgTtEVZWUsmkhnxbLWxMbWXccrOzl3WanuuPvwRMsZOdIuh8RRS5cFzr6Fcgi33bMp/3zbRdzFOsjIrEjXlwThdc8Zh5ofiyZc5yykua7ppO4nyFGLvfeDS/JjlW75N666NsAtlk2nze3terv9necqjDF2vOToxvd8vYd6p9/YyCUHLB97vVoS+Fg0EksKUuWd4sgAl1qUFA1hXV1fst9q44XVjfoOZWwpsc40SNqAyXaCLgtx+xbX7d8xBso/n92zwVfv9shfuNSi9ED8LuczfqCfAbEH+oXAUejTi6nkxgLbyE87gTN7AHiaALEH+gUQewtkKBen4bOsfkDsgacaEHugXwCxx7qqvG8Ym8WpV+ljZgBjDGIPPOWA2AN9geY7E30qIUe81IfhABv6AB6OqIGnERB7AAAAAOhzQOwBAAAAoM8BsQcAAACAPgfEHgAAAAD6HBB7AAAAAOhzQOwBAAAAoM8BsQcAAACAPgfEHgAAAAD6HBB7AAAAAOhzQOwBAAAAoM8BsQcAAACAPgfEHgAAAAD6HBB7AAAAAOhzQOwBAAAAoM8BsQcAAACAPgfEHgAAAAD6nKMX+1g0Aj/wAz/wAz/wAz9d/Ry5HNPAyh4AAAAA+hwQewAAAADoc0DsAQAAAKDPAbEHAAAAgD4HxB4AAAAA+hwQewAAAADoc0DsAQAAAKDPAbEHAAAAgD4HxB4AAAAA+hwQewAAAADoc0DsAQAAAKDPAbEHAAAAgD7nGMR+f/utP51MpybSqT9akj8ynT9Xb/1ZaiKdmkinFt6qNlsn8bn5+f7Rl+xY0VX5ai6ViKXEenc3NuvKbUm8XdaaSFPeUjTU+a3G1t3sBBeNxKIRLnXpoWa3qlGRMnwsGolFE+nl+3VEl/D5tFi1LjOVCy8t3VV1jJGhysXMgqSZrGxOM8ZWSVwRkgmn1qgmTseHBHnXe52uymuSvGV0lCgy1Hs3shNcdKZdiyFDvSeJ91QDWYW5vpiOD7pdQF/KLtiJgLalqQSXkfUvIO8vhM57sJ/5Ik3udGFslcS1knq6x8cxrez31MJ4LBqJPTfzN/T8+dk7578ilPRWcrbf2Fy7+K3fnnyzetrUHuPdUmaoW7FH6up05rViho/FXxT++OWiutf5rbo8Pyas1xFG2vp8ciA2kleRVQxuSqwhZChLfDQxLW6b6up0ZuWmuJiKDtJin+PomEt9OvFpYpqqNWOCQzslYZTP5LsZzEiXhXZS0aw/vJQemSvSzxC6LDhib2zdzc5Mt3kKORJ0dX0pPRVumccq9t5q9gyd9GAH9EjtDlQMEPtOQNr9C6lxoSBbj+ynluMT+6//2+RXnolGnvnNxQe//Nz6M6oUx+Zbiz1S82PRyOlcZBjl7HCXYo8M9Z2y1iTr+5tdLevxnlqYtx8OqJlLE9PRcfvv3ucPTUxHh3OKLT2mknup232IU4hX7APs/rCwcrf7Z3ZTWUy0lAqkrl0QK/6tAlPJcXZhNDEdPZmptiqlBr+wMXVy1eyOtj3YET1Sux4pRv+BtqTltdMu84TjE/sZ4X+9I31jKBaNnvmGWDX3MfaJ/efGh/f+Jvsns6mJ9EvCpb999Im5j22xfzb12o+Udz9smBjj/b2d8t/+4DuvvPKd124o2q9JBvvG1r23/uFD43NPtkgrr4k3shNfya6/Jwp8NBKLDvAZ0e4qXV1fSsfpPyJDvScV5vjoZHF9JR0nDxnIUO/kUolYNBJLChJbBpjXtBR7d8udF4gGIK28dq2Y4RPnr/2dwMeikVh84sJDW++pLfrwYrjl0WWBiwslHXmnMKOcHY5xi2Xy2wHEPljssD+6NOvKben6YvrM+dJjUUgOUFXQVVksZvhYauVuYZKzpienX9wEkabcvL6Yjg/NFVbnkwNWl2nvFoP9wi5Ms668TrLmksPJKL2YnuBc7fdmvbpRZw5qVhZhUoE05aZ7cKCr8tqN7ATnWIVf7O3u8BSsWVdu38hOcPFzxevzvJXv43pl1Wu92GOHnr/7qEqpwURWMUmV/V3wvtUIKbF+2JYPDjF/Na1TlcJaMZWIxck+H+suP+SkyT6cKmwazLojrbx2JZdKsMeUF08PsodbB1PBQWrXyQwTvMu2Cm5BurPA+w7pfEM7eHuwbLWftRoLpEOZNWL0eyc1akuHiTTrimhdFn9R+OMXBXmnrtyWCnO8XbySeMVzXtlmvmJlbU/OsZRYJzJxfTEdJ9bSsiPoRK2hNPxd8do8mYvcw9YOR+5RcpxiL+/u/+vGEh+PReOj39v4131a7PeffHD1Pz43OF547wn+/Jfyn32ZXNP84M7Cvz8TjTyTnPnL7F+/rT3B+9vSH/3Z3/zDxo+vCiNfijxztrD1ZB/jxoO/GI5FB8YKlUALVaXUoD3Cm/WHl2wJx6ay9DuFCsLNurzAU/eaymIiOsBnN3RyZG4qud/Kq/69cRqyPc7PyzsI65XCJGeN6hZib5Sz54rqHkY7JYGPuSvvqpQajCUXSlqTbKVawky2VVOrFQNZB/DxWanWwtFht5QZsqtJi5BZF2daif3Yi2kixvGJ3HrwxHpPLYzHkktlAyFtfT45K2kmNjZyyUFeWK8jZFRW0+xtQLMuzjhjAGn3L7hzn1HODseioznl47oilzWjJs5y8cliRcdYV0WBnDsgq7QDVEYR0lCkX6x1KrsweqUwyVmtqj1cpmc0eiO9GZq1p+vY9W21LvS0c1VKDcaCYk+rC7EHeoffakDKxqymINZrlQHVxOm4o3yikBzgpsSavwL0JE7M3tcFTdYO0EFaHqn5sehoTmlgtFMSzrKrSQ6Pkktlfad8S6mjRjk7ag0BY7OYYp4mIENZ4q2eatblhbNZpRlWd1QpjgzQCbr277NRpwfDhhuqFEcG+eyGQSaN4NA+WO3aJhs6WZHjUdoqhnOKEShGnd2k/rJ1NhZ8d+ms4dBBjZwmK2eHrXPDlFh3ThK5xfJe24kXs4Y2GYN7amHcO9E5z/cdzFfsOZ9+RCbj0RnvIR0RAKn5Me9QIgl2NnKPmOMVe4z3zar4zeeisejQN8UPTVfsiVqPfv8nBsYYf/bO+TPR2Jm/fPDZfmAb3/yV8et9jPH+h29+bdAWjM+Nrf+5krv8tr3Qp/DtWO6WMkP+0Y4qxZEBuxdbzNpeA3IJ2xvvaBsfqfkxrxIE7cl7jWUxrCcb6/8NZYknA8BvlC3FXhOnyQRnDZvgMEC6LCQsK2zWH23Wke+kky4/jVkXZ+zOwvYpA6uVvH1hzdRksNE7k57LnPYPKYwuC/SQ9m3jO3KLKsWRAddUyMOWf4oJre9hxT7YHfR/eRvQYw/uBO2zTzIBjbPcPnzdFDRU718O0/Kc9VSKtM1HZBHTqpqY8YgTMuLc8hvvl9WPw+veYo724PRg+HDbLWV4S/OQ9ugRa4fgILXrIFkHT/sHhzPLlsKa1Fc27B8L7GHouStsOHRVI+9Ao2zGJmziJVVzhzY1BsNapsP5ipl1C0MK7wgf7Kmg85F7lBy32GOMP//Xf1we/VIk9qV/9+d/9z//hyX2u6XMkFs9Ylu/ce6tj82A2H9uVDfeKi7+58zLLyXjlH6EYZSzw1R37qmFccuwjK3S9Uu55SuSuCIkB70re3o60FX56oXspRvitWKGZz1gVqXUIOXXFom1F3tkqPduLC9euC5KhTneu7IP2pOpLCb8M0gkzEZRTZzmyCN5sDp7amE89MyeJjQL8rJAPpfNS+I91WjWxRlv3dkFM5XFBDVckZofs2rtbSV/vtS5Q2Cc2Jc5KZjMwjS9c3eo2LfImqpHWH1PQuyZT2nuZf4C+83G5QBif5CWN61TjGvF7FLR8V5uLYeamPamw5jlGcbZou5di32r4Ya08pooFZZyhWvslzUOVru2ybInq87EPizTFmLfYiwEzZI5/NvWyIXsjJLZAOnyq7PWdlrbiddv4R2IfXiBPTCzPj6x73zkHiUnIPYY419rt7795Wgkxn35+TMCJfbD5x80MLbFnrGy328+fm3sS8/94RsfmOSWrsV+t5R53n5IdxYHVSk15PSNd9ZGuixwVjeYdXGGJd67pcwQyxbDxV6XhTg9FJlPmr6VPbWU9y1VKZC2Pj8y4yg9tmTVudi7JKItD2nWVp7dCjkumIVZF1+zi0pa8nFDFrgOHkK9Yo90WeCsFmOs7KnGdM8jwteXTgrksT1QGJ+zkm8oOr/6szbK2eGQlT2jvkcv9p5yhq/s3RR8CwLXbyNQoLZi7y3kwVv+Vo5eAro7NK3Xvi12rbBTBm/XtKj7wVb2zOFWlbK36u4fWWZ/kNq1TTZssup8Zc9q0qDYh44FahgyVvbBAnfQUDRoW5oasqbl7ErZQJ1NvL7JrfOVfevyhGV9zCv7jkbuUXJMYm/85OKERzn2/+Vx8Q/PRCP2/GV+cmfuTPTZ8cJ7TzCxj+iX/+Tvf7lvO+i9dO2f9/b2fr1XfWPymehzf/jG+3u/3Pj+V5+1b//swxvfeuE3Rr/zzm7gBT2jnB123cFEgU8ulQ1E7dmSE6lBr9g77b6nFsZjcaGkm+QohWVz1ittllMG0spr5EXq0FfvXBu13oD3iL39ZEPZk3XuaNWiUpjkSC38dd0sTp2jlR5j+rzfNCqraWrgITU/5lZ8Ty1MpgubxFXw4fJEgnFo5F6DtPX55NC0uI2MjVxywPY0adaVO8w31kxlMWG5w5BDqbM5peF2kDutWKdf1pWV1XR81LqSHkKelQelVczC0K1nOUmwxJ6cUzreXnTWnkZm1rfli1vkzNs5woxGXKugt1jbir2dvufBn5p8rRNBywNrs5ga4rMbrNUBS+w92hkU+4O0PFLzZ62DoZ2SwFvHkAw5pKWoUc6OOm50SFNuMtaFdk+REWds/VDRzLC6B/e92d1E9WDYcEOV4tiM4yjAM/1mDlC7tsmGTlbhJ9OeYoQ0qb9sdArhw9B3V9iIC9QIafcvpPiQFwSQLgtccumh8vqCtazvZOL1OmR4zuzJw/FksRIY8u3nq7CsiUOV47E04D+z70Dsg4e2lhtspyP3KDmOj+rU3l75r7PJZ8/87p+s/LjmirH5kfxf/t0zzvOLufPji1Mv/Js/yF19s5gZ/+0/ufYeca1/8nNp9oVnopFnvvrff2J8/uSDq//xuWjsSy98869Wv/fVZ2NfGhHe+Glj/7MP3/jGmejQH90Kvo1vlLPDXHI4SZwks3dsL0d72o1PXHiwnh8Z4FJLd9VPqU0eewK1+jWRXl4vrYyHeK5RTk/JucuKhui9/eA+pGV/ES516YF8aYwUrLHhvubu2RqdkTTTcmqzaiGWtcAsQ46+2Fup9r2uK7L36IFbLJtOTVs4olOOr+41tB9pqAe7qSwm4s/zLxAf1CX73Ta6GPbIsQYt+TTQoqRoyJI3u1/euOo0lH1AOGTXgl0YqgUmi+sr6egAn1m5qWiI2uFMZBUTaeXVOT5K92OQYBb03iBz84347BDv39vF1GAsPpETlfqOL3fSg0NjmSsV9Rr1X/IDx4kpOvOm+GqCzkuXhbjTFJYLquViKSrstwkssRxIjsxdrvw00AUe033w4OAtjzRFsjzFBvjM65bRhlTTnc1d/zLqLn8neHqqKG8ZzLrTn44IjCnaPH09yB5uSCuLi95hHixY97VrnyxzstopU1Zhv2RrT1x0MQzEyJTe2ydlC4yF4DBk3MUc/owaUeenTFClOJLgR847y9nOJl5qaCeFNwsvU+9TbLovjMgrabcW7eerkKxt79ToAJ+5WipM2rbxaauOoI2MnsTEqjvQUmK905F7lJzw53LR3r/oe/vUr42P65pW3zU84ri/1/g/vzDI23p43zR+4b+AXPOLwB8xtsT+VL6m31eYymLi+DemAADoRVClOHKWsU/msqcWXmxzfNOOo/lSwlND/30b37shCXwxtDorBQCgr2nWxHNjrfel0bb00quHXAyA2HcFiD1wHIDYAwDAwthWNaMuv5o+7Cl1J853gEufiX3Lg3PghGh7pA0AwNMJUeiI9QmjgwOTTNf0mdgDAAAAAOAHxB4AAAAA+pwjF3sntAwcpQAAAABAT3AsK/sunCSdKFWh3yvWVXmt3fcXQ9JmR2t2HkeOzX0stFLIUO/dyDofgjh8PGknghk4JAIAAAChfNFij3Gr4ARIe7g8OZbJM7/R1pZwKT0BX/GwSnm+vHZoscfw9gEAAADQll4W+z1VXDloaOTWfIFif+TvhoLYAwAAAG04RrG/odwmX2O1v0uMMaY/Hkm+w4xtXVz/J/cLo+SD6vek64vpuKOLzhdq7U8Ke6C+iUi+cW1lRH3C0P3i5iCfHHLFno4GbX0fm05YK6+JN7ITX8muvycKfNQtANKUm+KKkHyexFBX5bUb2QnOE0TBVym3cSTNZJTQ2CoVrG+C2q+msGuNtI3LGT4WjcTIJ2kZ3+Zk1QUAAAB4Kjk+sZwLvMsAABvzSURBVB/ghfU6sj4vTAXSOFdU9+xvxbvxp7nkTF5p2B8VJzvbnh1vU1n6nUIFWV+NDsR0QpXiyKAbeoSIHx10hAQbENbryPm6MomB4YSNQVaUGka4i6qUGrS/M29905h8kTcszkF4pbwre08JN3LJITfqzNhS2WTWmjQpPy/vOIWxMu2oLgAAAMBTx/GJvSdke3CfmZJJ7443FWWLvePtiWrlsFvK8NMkgBLSHj3SEKbjg/liCPqCybrfZPAHu7SgY9NhK7pdSMx1VnjE8Er5Suh+CEhXlfc9Poluranok95MO6sLAAAA8NRxAmf2tAQiQ713Y3nxwnWRej3Pd7xdlVIJIlGedIyt0vVLueUrkrgiJAcZGoa08pooFZZyhWuSG9KRCuDoSqkr9p7godgX0NPBKGeHqT9SAZ06FPuwSrklNMrZYcZX/4K19j/ruJl2VhcAAADgqeP4xJ4lgbosxO2/a2KairDpapIuC1YIdtqNbreUGbKvqUqpoUDw4KqUvVX3peCGGSbRjsNW9tTyV5cFhnu8T+x3S5nnrVs6FHu3Ul6x98eT9n2cgFlr3zaDP0Zyu7oAAAAATx0nKvZIzY+Ro2tyokyJveXEh3ZKwjg5t/aIPaoURwa4jKxjXRUFPhA5GKNKcWymWNGtUNDkrNqVUksIbcc6Er3YTdn2ZdMrhUkuuVT2e/8Z5eywc40qCrxzjSamo4l0YdNwQlDTZ/aMSnkcETwlrInTcceZUVfvPaqbzFqTxwLi8efNNKwuuizEYT8fAADg6eXIxT4Yn8AOTpMS65ZfXoRLXXogXxqLJtLZO6r+uDh1TiCO9JYTXDCdTy1Vi09ceLCeHxngUkt3aVdzpJXFxXSceKHPXVY0pIlp63aylW37skUjXGrlbmEyFuWFwq2y1rT99SKxaCKdFcta0KPNKGeHueRw0rrmDvUuAHG+I/72t4upwVh8IicqdbPSvlJi3l9C5XUhORAjqRVk1dhj1xppD5eJy30iXVgrpgZjybnimkL5HnrrAmIPAADwdAPfxu8Eo5wdpnbOAQAAAOA0AWLfCfDhGgAAAOAUA2LfCSD2AAAAwCkGxL4tts9BNMJ4NQ4AAAAAeh4QewAAAADoc0DsAQAAAKDPAbEHAAAAgD7nGMR+f/utP51Mpya8Py8Xf3Lkb67tf25+vn8kKRlbpeuL6XjgWz0OSCuvXcmlEif09VkS0sb/sh8y1HuSeC8Q8a8zjK2SuCIkE6F1xLoqX82lEqfJFfEo+wUZ6r0b2QmuowDEzbpy+0Z2gjsxN4723RcGMtR7UmGOP96Yzm1xgjZdKSu3pTWlHmbFbOOnOVJD7ctx0U+YSo6L+LymTGUx0cqPqge77Isfhsezst/feesbiZgd5w2bn5Yvvvz9nxjtbusmh8bm2sVv/fbkm9WjUXtvADo2oSHqjx7GfNesywt8cq5IPvt/MKgP9oWwW8oMHcUI0dX1pfTUyYy0I+wX7/cN22DWxZkT9dls331h0F+eDuNYuwwZldVpQdaxriobpexojPGdSufatmKPj85QMcYnOS6eQo7CroyNXHLACkfioIlp9wvoQXqwyzoZhsfIMW3j75YyQ67Y4/0n1ceVxudHmAFS82PRyFF+6MaNSRPGCYq9H6TfW72wfgiZJ7Sf1IxydvgoRojvA/7HylH2CzvQYsi1/SX2x9llqFIcOcCeRAuOylAxxic5Lp5CjsSugqFDkC7Pn231VdAe7LKnQOz3Gz+7//jT/f29hvbh4x/fvnLlfn3fND753+89+HupcOVt7Yl1k/nxT/72B9955ZXzF///t6u/2sdor7Gjvvujt1ZWS/+8/eBvvrfwyvmVtyrGPsa22D+beu1HyrsfNkzW7Rjjzw31R7d//IHhX/3r6vpSOh6J2V/Lx9gn9shQ7+TId2etT81jW1TW/8n9Pm7FUl9j626WfL/Wud7ZtJksrq+k4+S5hJksxsZWqTDHR8mnfFcrRsMqnhsq0L4rOsBnXi9rTXf7+vy1vxN470d5fbhf4eWSw8lo6zqGjxC3jvZn+ZXbUmGOJw/XxlZJvJJLPW8n7hNgp8GpdnO2TwtrxVQi5n9IZ/URMx12vzDbP1gLP16xZ5bBvbYuzsS486XN1fByUn9kZ906i267zwvSyqvErgb55BA1y7Qw75Zd1j5Tn60yBxdGmnLT3aDSVTlvfSU6PlmsVL3GH9ZutKEyS3W0DcscF/T3rSOx6GhOaZACO8M5Fp/IrW8ZzkY0t1g2nS3osEnfX3KkKTevL6bjw98Vr82TAlsRNLx0N0L999JT0Hvqxk1xRUg+L8i7GOuqvHYjO8GF90jLEvrsqgO7ZeL75jfalqYmLe3vykJce9BVWSxm+Fhq5W5hkot6YoYhTZGcKd3quGZdEe1EIlxqUVI05A4xMvmz9qu6G4bHyLGK/XPp1+6WlY0fvz73HwoVZH7y3v/Kfu03IrGRvPq5UX1w7c/HnnUe1vY/eXv590a++ebW//2/lSvp5575zcUHv/zsk5+sfed3uViUG/lPF9648QPhN+Ox6PP/Wf54/8kHdxb+/Zlo5JnkzF9m//pt7Qnr9s/xZ++cPxMNhJJrlLOjseRCSWtiY7OYsjcM6fnIVHK/lVcRtkLmWNtHVSk1yCVn8krD/iT+kCDvWruOqdWKgawAPyQMj6UcA3x2Q9eUtxQNMZM1NnLJIRImB2nr82NLZRPTe1CoJk7HSawdZKiikBzgpsQacsLeuBVhrTJJOJyFkta0v6hP6ogMZYmP8vPyDiLXWFobJvZGOXuuqO5hK7oBaVJv4GB3eUTrxMBY4d2PxFkuPlms2GGEoolpcRth+zQuuVTWd8q3PIe4SM2PkdkT7ZSEs2mxinGzxk4npF+C7W9s5JKDvLBeR8iorKZZIQFpsTeVpd8pVJAVbSgYXICEUhxOrygGJglajxSsG/fUwjiZC5C2Pp+clTQz1BQP3n10j20WU0O8sE5FTKACK/vtsLMuQ5XiyCCf3bAiMAXshG2rJj0h8nOZFzk3XlSjnB21xg7aKQmTOcXwbsAyDQ9ThspuCpb9HMe4cGJRNsrZUS4j62hbmhpyHy9sTUJqfsyeFjBGuvzqLBkCftgmYcXxck03GLqaaWBhI9QLawpCan6MGc8zZBCFlNBnVxX2HBgAafKFgmLgZl1eKZJHKGIVtp0jNX/WGixtLSR8CiXXREdzysd1RfZFRTGVxYTVdLulV75ferDEOwsqS79Hc0rDDd9qbOSsxyO6bcOGYQdD+Kg5AbH/xwdvCP+BTJS6LMQjdgfTnffrD1//+jO0hESHzz9oYNx48BfDdv+Zn9w696w953q38UNu3/+Xrbf+arn4Y82klvaes3lqJ5a9jU+PFu8jqh0tvukZFZ44s+F7wk6ySJcFyslLV5X3DYwpS91TC+PUqrdZE2c5q6Z0eUI2iHxRbt3R7j3QcgP1tt/7omYB7z62ZyqhyoYqxZEBt93IMwqxgRZHJ7oscNbkiLTNR1ozPB12v5j+9vedx7M3/9ld5svavta7jW+Us8P+5y33RqTLQsKaYpr1R5t1FG6KdCN0131uxroscKyYzt7qhph3aFPvljK89aCGtEePfDtJXmmht149HU3ZGB3zGiNDfVc1QpXVKz/ONSFNEbQfmiMbF7bYo21panxerjY8zY7dvqbjYqNKceoi22UhzCRCQ2m7zcMwsFYj1HMjYwpi5xg+iDoM9u3isxaHZv3hpemXxJqpPVyepR+J3KCpuFHOTgSf1EMsJNwsW053rthrt3Ki4nafhR1/3BZ7VBOnRxZKHktrMQzbDuGj50S28bW33/hxbR+3EHtyPcf/7tfTqT+Yzfy33PcKpeqet2OInTHFPux2FlQ0PI+Hp2c+0lX56oXspRvitWKGp1f2lNVWpVRirFBpeuL5thAbZrIshcCYskL/BVT44PZi77V+erRTnwX0hCgMs35kqPduLC9euC5KhTnefvzqSOypBnGr1uoBy85SU26K14rZpaK4VlL18HTY/RJ42KJDDtLBBj14bjG2Stcv5ZavSOKKkBxkr+zdrjHr4oy9W8O8sVlXbktiPpfNW69UhJniwbvPwTfB+cyjnXm36DKklddEqbCUK1yT/L6i4bYaIvamb+zQ6bgbsEHDo68JbQq//dCmdWTjwrk+kc5eLamfujbgBxnKEh8XSrppKBenww6bw0yivdhjhoF1JPYhUxA7x/BB1KnYM23P1zXjRbWhFsb9/+s8dDZkYcz5r7YW0mIKbSf2Vh0H029czXG+jUCzLs7EUmLd6bL4RO6671WpFsOw7RA+ek7GQc8mVOzJCn404LHfodiH3c4iLN6rOx/Rj7p2j2Lst1pdFuLj1gYdvcdLLRoYK0t/skHHE4IzWvwXmMpiovOVvSamo+ErGMasFGL99ArM2bbqZmVP5bVbygwxjk58aLdy9hmqLgvcSF41w9Jh9wu7/RlN7YG6xX5yt6ozFCinT+ydpRvzRrMuvmaXxL6ybejhrrvPWzb2kqID8w7tsqqUvVUPtLONz1apZU2I2PvHjgUlFWzDw/6VfbApgvbjc+Q+knHh9i/Zif32jevf5tztei+oUhwZmhY37grnQzdsw0yivdizDKwjsQ+Zglqt7FmDqCOxD7M9mmZdfnW6UEFopyS87M2I5M7PZSbOeubb1hYSbpZdruz57AYlMHYju9v4wZO4FsOw7RA+ek5W7Mkh+nN/9Obj6kf/dF14fsBuCPOTO3NnotEz37j24R7CGO/v/epX5r53G58h9s++dO2f9/b2ft1k3/7k59LsC8+S83uXRjk76rizub5C7gaas3NukgMe2motxxO0UxLGySmXfXZOPCzIWaDlpkEJMw5LFtXE6bjjz6Kr9x7V7WWW9wLiE7BZTA1ZNufZaw0Re7ps1pkWfTaZSC/fryOyXCPPpOz3VdwNNOKUQIs9Odn1JI69I5wMNttvrrKajtuuTKaS49hqh9T8Wfcol+emxBoKSyekX/ztb73AYzd1s67cKfmdYqhdSlQpjgxwGVm3Dq2DsySpPjGkZl1eGLMKzLxxTy1MuseiyaFpcRuFmeLBu8/XZY6H1/p8csDutVbm3abLUKU4NlOs6NaLoAFVozP12KpHZigbQ9vSVMJuAWSo75S1psf42YZHJ8JuCpb9HP24oJ8CTWUxMZJXzW1pKhFLzl1WNHs7xzkM9sxgxFcg4ffSYJtE6Am6C9PAWoxQqjGYU5AmpqPknJu4nthuFiGDKLyEAbti2J4PvbL62s1aExubl5dvezqOLBepg5IOLCTcLInYhygudWaPnSN2YXWjjrDlyELmefcJwyhned9sFj4M2w/hI+c4Pqrzi/Lrwteei8ai0TO/+6cr8vYT9/+MrddnzkQjseiX/7B4R5obikXPfP38evXJPt7/WPkf33jhS5FnvjL6B6nf+/q3rm7tffbRO6vCb8Zj0TNfe2X17eqvdFngotEzv/cX0uNP95/8XJp94Zlo5Jmv/vefGJ+zbt/HT9Q3J78ce+5bb2lPPCV0vTdt53Zq9yyRVZpWryTSy+ullXHLpRZVilPnBOI86XV9tz0vyG6eWNaa3k1ja4AhZrIen15eKMiqse0NveO9gFgb/aEJz/ZaYCffKVt8sri+ko4O8JmVm4qGaN8Za24KD/ljzRQRLnXpgXxpLJpIZ+/YI8f2JpVX0o6TquVbMJAcmbtc0W0fKMqLFXt3LIOPF643rN1HGLPTYfcLo/29TrnOuHWgbxnOKZ9ac1x84sKD9fzIAJdauut5ONhTCy9b7mbOoMUYO5Oj58ZPKFdeKuugKfrbofPu82F/xCYa4VIrdwuTsSgvFG6VtWaYHbbvMqSVxcUOM43FJ3KiUkf0dmgkkb36ptfGkLZxOcPbbtL5kvpTjxE2mYbnGyCMpmDbz1GPC6StzycH+cyKJIo3lpcuV4jHWMAb37nB2MglXyRPn/Z+dWCJHDAJz34yfdbgGTXNEAMLG6HeXvNPQcj2dSUu7reLqUG7QxmDqGUJPXYVYnuds6cWxj2rZ/bUFJhCA2bp3Uj3T5tujdxGpl4bced5Mth5oXBNEq9cyF6t+AU7dBji9kP4iDn5z+WivcbH9V2D9dIJ2mt8XNe0kP8NsL/X+D+/MFznO8bt+3v/8ovOEgMAADgp9tTCi95tYQA4XuDb+AAAACcKqonTI+HfEASAYwDEHgAAAAD6HBB7AAAAAOhzQOwBAAAAoM8BsQcAAACAPgfEHgAAAAD6HBB7AAAAAOhzjkHsja3S9cV0PPSb530EicN27NGKjg1dla/mUokei/rcAicqZScFPnztTlv/kgCMxxSTHgCA08zxrOw9sZtOA8bW3ezMdNcFPm1iwCDsO6A9S1gUECaHrN0X1b/kI2Uvh8Q7b3EfiD0AAGyOR+xbRjPrRXyBMZ4i2se07TG6EvtTVzuCL34GAADAYTkBsae+pWxFi8HUZ4Ht+AQeAreQgBnRhBVLG+uqvCbJW7qm3BSv5FJnc/KGZH1hm0TvwN5cIm5UD/WeVJjjo5PF9ZV03I6b5wsn7H6emk4NGapctHJJpAvv1q1CUpFD/dlhpCk3ry+m48PfFa/NJwfIN5wf2oExGC3DzrpDjHJ2mPoitPPxZxKUiZmyL5yo89Vrp1+cnfOVu4VJznokYnVfm5L7vix9R21s2J/3H/6uKNtfMmd9mR9TX1CPP8+/QMXPaJOpV+wZFzON0+luqn+RVl67kksluD9euSHw9vVV6vvhdne3MEi3AE52zOYNxLZnV5Nq0vhksVK1OoVRXye7Zl25fSM7wXEL0p0F3v9V/wN0KwAAp4PjF3tTyf1WXkV2GJiRvIpIEAgSR2unJJz17gFY8YXm5R1kBY60wuCWs6Ox+KxUM2ri3LQd2YzEU7GDnpHoHWTGJHuwk8WKbgUpsp8VTGUxER3gsxu6prylaIieE6PjRXW3nD1XVPfsEAtWzD1DWeKt1Jp1eeFsVjHpIGnh2VmBj4T1OiIBxEgEaGY1P1ML47HkUtkKkTRLb+RS0SZmJK1h67ovCvJuKTPk6gSqFEdI4A2DVSnsiTdaE6fjJM4VIjGp7Fhh5BliNKd8XFfksvZxOTsaSy6UtCYV1XGvRcmtxnHVtFkTz50tVJCp5Dir/FSMqd3SK69RYk8ajTSUHVXCDcA1SDVscG+GFntWC6BKcWSQz25Yob38ewB0/2JrU4GqeIx0H0nQWYiHGSTZY7eiF1akDB+zosb5mnePeuQi8aCZfdcoZ0c5N7DbZE4xggHlWNlZEe1cw7NMqNFxtzbKhZWS1sSGUlyW67D7AACngZPcxt9TC+OWDumywFnxMZG2+cgTk8p7zkqvuUl0xd+fnHtl3Z1ifDvwuiwQNfVEgPWE6PaGOQ/kQkHFbaSDlGNsvF9WSUB2O6nw7EIiPTOrqeuykLAktll/tOmdSUn8KEend0sZ3t7q8JXZiiGL1PzZwAmuNxilN+qzu5qkg0B718cehwxnDYpalVyXBa8SW53OFHs3Ejm2qzlEnUP7Qmt7lNhtfwv2Nr63W+02RNqjR/7AU15TqUqpQbskdHN5SxJikE1Ps9Oh3IOFDKzsgyWnw3hjZKjvqoYnPjcKzS4kxnlX3arL81OrFcPU5Vfdx24AAHqYExB7XZWvXsheuiFeK2Z4J3gw0pSb4rVidqkornnDitORByPexStZDdvR0N28KJ1GleLI4Ji1aoxQs79Rzg6TOa6d2CNDvXdjefHCdVEqzPFE8PypOZnbSYVnFyL2YdVs1pXbkpjPZfOSGIhwbGzkkoNWyGRdnn/JG6XbagHHS2tPLczbTwasSjnlTIl1usBu1UiRvGpEh6b17LqHl1wT08xonj6x90ekdTqUeopyG5COSOuGJw4X+5AWQFp5TZQKS7nCNUn2R9sMir2dhUcyPZeFGGTTbU+n7qTAbcWeUXLTl1qgvv4L3OxCxL67brWfwAKPcQAA9CbHLfZIlwXOmjXMujhjTWru6g3pssDZTwAYY2tl7/mLDdopCZPp1DDZV6TyoiY1XRbizg7tAJWOu0BsI/b0mkkT09TCPVAqojfMC6j1aIuVPSPB1+yC7ZYyz1u67tKsibPcSF5FSJcvXaAfeqhm0mWBiwul6vq8YC+ImZXC2L+ydyXZTkRHrJX9QKBgLUuuy0I8EdyE6GxlT6+ncWBlz3qGcKFKzm6BqpS9RdXLlxrVv/6SeDZCWom9nSy1tnb+TmSyndizSu5Pzd84ODy7Fiv7DrsVGcrFdEZUjU/L2Vk4yAeAU8Fxv3q3pxbGY3GhpJvkGNiZic66x428fTZMIMt3228IaeU1sp5o1sS5WXEbuSe1GGMyt9r+REZFyozaUaKts0nLL6+ymo5bWwKmspjwiQSlx0jNj5FtWHLSSR/JO6Uytn6oaMgjBqHZeTdUXa1iVfMztTCZLmwamLg4DDEEUpeF+Gju4f3Lr6wxlvVWE1aKI4PJ5KTzNBBSKUwfmli+BVZLbhZTQ3ZLGuXsMPVcQpwnJi481BDZoZG3DLzXsuSk9XhhdaNu7+u8pWghZ/Y+6IZt1uUFPkqf2Q/YDo/NunLHu0UUrF2gBVClODbj+GHw1qm2A0PsKQ+A4XCxZxkkeRy0/fIqhUnOemb1NS/26XFIybelqYTdC8hQ3ylrTU8JQ7Pzntc4Yt9xt5q1e5fXKgZu1uSrN50Gh7f+AKC3OQaxp/YDE1mlSfzyoon08nppZTwWn8itb+maYntfD/CZ18ueM3vscWtPzl1WNIS08uocb02IXpk0lRw3yCeHYtEISdxdZ1juUZFYNMKlFiVXngPbxZa3/9BY5kpFr5YEnrjNP5AvjRHXcQNhUgbLt3muKD9W3aSGc4rByi64O23v3qfEerCauFlXRNs5y5VGL3tqYZxLjn+31d7pnloY9+iH5dvlq9S2e5TALZZN2/2NtKSo1BH2nqrYeua6NDrd17bkAW98facsLqbjiXRWfCAuWK3EfE3ObdhEurBWTA3GknPFNaWO6NcHgplWPbVrslrAKgPdBQ60qQznHsj2uwORWCoved56IHsMthmEGyTS7l+wSptIZ0VXnn3NazlLRmIvnBVWNw123yH3DYXoAJ/Jl9SfenuTmR31vgbJzhqtg2mxeqButSGP4NbTIQAAPcfp/1yuqeS4p+vUEKn5MeYxB9ALPH0GCQBA73P6xd7dh3xKaNZEYR60pGd56gwSAIBTAIj9KUL/QP3Y1NbnUxfL/s8QAT3DU2SQAACcGk652Hv9A7r8kvhpQ5eFOPlWGnhB9SpPlUECAHB6OOViDwAAAABAO0DsAQAAAKDPAbEHAAAAgD4HxB4AAAAA+hwQewAAAADoc0DsAQAAAKDPAbEHAAAAgD4HxB4AAAAA+hwQewAAAADoc0DsAQAAAKDPAbEHAAAAgD7nKMXejpMNP/ADP/ADP/ADP53+HKEQhwErewAAAADoc0DsAQAAAKDPAbEHAAAAgD4HxB4AAAAA+hwQewAAAADoc0DsAQAAAKDPAbEHAAAAgD4HxB4AAAAA+hwQewAAAADoc/4fH2mXdkr1o+YAAAAASUVORK5CYIIA)
Si se observan los términos de intercambio aplicados a las exportaciones no petroleras venezolanas, se puede apreciar que el precio pagado por cada kilogramo exportado de mercancías ha subido en apenas 11% (1998-2014), lo cual no justifica un aumento tan fuerte en los precios de las importaciones7. Lejos de favorecer a la industria nacional –estatal o privada–, el gobierno se ha volcado a resolver necesidades diversas a fuerza de importaciones masivas. Por ejemplo, el sector público ha aumentado en 1.033% las importaciones entre 2003 y 2013, con incrementos interanuales que llegaron a alcanzar el 51% (2007), en lugar de invertir en la creación de empresas propias.
El fraude en la importación
Las importaciones fraudulentas son una parte importante de la exportación de la renta petrolera. En otro trabajo hemos explicado ese mecanismo8, aquí solo haremos una sinopsis enfocada en un rubro esencial: la carne. El aumento de la importación (valor fob) de carnes para el periodo que va entre 2003 (inicio del control de cambio) y 2013 fue de 17.810%. Sí, más de 17.000%. Lo «asombroso» es que el consumo nacional promedio de carne disminuyó 22% para ese mismo periodo, como ya lo explicamos en un trabajo que dedicamos exclusivamente a la importación de productos cárnicos9. De solo importar 10 millones de dólares anuales, se pasó a importar más de 1.700 millones de dólares. Ni hablar de que hace meses que no se halla carne de manera regular en los supermercados10. Como complemento de ello, se puede ver que entre 1998 y 2013 el incremento en la importación (valor fob) de animales vivos fue de 2.280%. Para ese mismo año, el valor fob de la exportación de animales vivos descendió 99,78% (solo 4.300 dólares)11.Son famosas las denuncias de importaciones de «fabulosas» máquinas de cortar césped de 12.000 dólares y de armatostes para procesar pollos de 2 millones de dólares: cuando la gendarmería aduanal revisó el contenedor, solo encontró herramientas oxidadas12. La reconocida empresa de consultoría Ecoanalítica calculó que de 2003 a 2012 se robaron 69.500 millones de dólares mediante importaciones fraudulentas. Exportadores de la zona de libre comercio de Panamá «facturaron» 1.400 millones de dólares en envíos a Venezuela; sin embargo, funcionarios panameños aseguran que, de esa cantidad, 937 millones fueron fraudulentos: las compañías facturaban productos inexistentes. En otro de los casos documentados, una compañía que importaba equipos agrícolas declaró el costo de una máquina para desgranar mazorcas en 477.750 dólares, cuando su verdadero precio es 2.900 dólares13.
Para sintetizar (aún más) las políticas económicas lejanas al socialismo
De forma muy breve, se podría aseverar que:
1. Las estatizaciones han sido, por lo general, provechosos negocios para la burguesía local. En la gran mayoría de ellas se ha pagado mucho por empresas técnicamente obsoletas. Un ejemplo significativo es la nacionalización del Banco de Venezuela: por el 51% de las acciones que compró, el Estado pagó 1.050 millones de dólares, a pesar de que el banco había sido adquirido por el Grupo Santander (93% del paquete accionario) en menos de 300 millones de dólares.
2. La muy necesaria «reforma tributaria» sigue pendiente. Según la Comisión Económica para América Latina y el Caribe (Cepal), los países que mostraron los mayores incrementos desde 1990 en sus promedios de ingresos fiscales sobre el pib fueron Bolivia (20,6 puntos porcentuales) y Argentina (18,8), mientras que Venezuela registró un descenso de 4,5 puntos porcentuales14.
3. Menos «socialista» ha sido la fragmentación del capital en decenas de instituciones financieras de escaso capital y notable ineficiencia. El fraccionamiento de la banca estatal ha sido acompañado por una política de créditos baratos, que choca con la delirante idea de la «guerra económica». Decimos esto porque si el gobierno asevera que los empresarios sabotean la economía produciendo menos, vendiendo caro y escondiendo sus productos, es absurdo y contradictorio que el gobierno financie a esos empresarios con millonarios créditos a tasa de interés negativa. ¿Cómo justificar la dádiva munificente a quienes supuestamente llevan adelante la «guerra económica»?
Ejemplos de esos «obsequios» (además del tipo de cambio preferencial) hay muchos. Recientemente, el vicepresidente Tareck El Aissami detalló: «La meta es inyectarle en el primer semestre de 2018 al sector privado 10 billones de bolívares en créditos, lo que representará casi un tercio del presupuesto nacional»15. También le prestan dólares a la burguesía: por ejemplo, la empresa Nestlé recibió un crédito de 9 millones de dólares y Ron Santa Teresa, 4 millones de dólares16. Hace poco, Maduro aprobó en el cierre de la Expo Venezuela Potencia otro crédito por 25 millones de dólares a distintas empresas venezolanas.
4. El pib industrial registró un notable incremento (2004-2008), para luego decrecer a niveles por debajo del de 1997, situación preocupante y que se podría considerar paradójica a simple vista, ya que en los años de crecimiento elevado (2004-2008) la importación de maquinaria y equipos industriales (formación bruta de capital fijo) se quintuplicó. Un proceso de industrialización estatal masivo y a gran escala es la base de todo gobierno que se precie como desarrollista o socialista, pero en Venezuela se hizo lo contrario.
Muchas de las series de datos oficiales de producción industrial física disponibles (a febrero de 2018) terminan en 2011. Si se analiza con cifras recientes la producción de automóviles, se ve que el retroceso ha sido extraordinario. Entre 2007 y 2015, esta producción se ha desplomado en un impresionante 89%; el guarismo de 2015 es casi tan bajo como el registro de 1962, cuando nació formalmente la industria automotriz y se ensamblaron 10.000 vehículos. Desde 2007, año en que se ensamblaron 172.418 unidades, la industria automotriz ha caído en picada: en 2015 se contrajo a su peor nivel en 53 años y ensambló apenas 18.300 unidades17. Según datos de la Cámara Automotriz de Venezuela y de la Federación Venezolana de Autopartes, el ensamblaje de vehículos cayó hasta 2.694 unidades, 83% menos que en los mismos 11 meses de 201518.
Salarios, depauperación y perspectivas
En apretado sumario, se ha visto que no se trata del fracaso de medidas económicas que emanan de los textos de Marx o de la Revolución Rusa. En algunos elementos puntuales, se ha observado que la política económica bolivariana no tiene nada que ver con un cambio revolucionario anticapitalista ni con una metamorfosis de las relaciones sociales de producción. El proceso bolivariano ha sido más bien una variante de las políticas económicas que derivan del llamado «rentismo petrolero», que ya se habían experimentado en el primer gobierno de Carlos Andrés Pérez (1974-1979). El componente ideológico y algunos discursos de talante antiimperialista y antiempresarial confunden a la mayoría de los analistas que estudian las alocuciones de los presidentes y no sus políticas concretas.
Aunque el gobierno bolivariano expandió el gasto social, estatizó empresas, desarrolló políticas de transferencias directas a los más pobres y otorgó subsidios enormes en los servicios públicos, la centralidad de su política económica no fue más que la continuación de la apropiación radicícola de la renta petrolera y de su derroche, con el agravamiento de la consolidación de políticas de «control» que solo aceleraron los procesos de destrucción del agro, la industria y el comercio en favor del enriquecimiento del capital importador-financiero y el engorde de una casta militar-burocrática hipercorrupta que saquea a manos llenas a la nación, hasta empobrecerla a niveles nunca antes vistos en estas latitudes.
El último gráfico que se presenta revela el resultado directo de la política de expolio de la renta a través de la sobrevaluación de la moneda, la emisión de dinero inorgánico (el gobierno incrementó la base monetaria en más de 2.500.000% entre 1999 y 2018) como política útil para sostener un gasto público utilizado de manera clientelar y anarquizada. El gráfico 3 refleja la caída en 83%, entre 2006-2017, de la remuneración mínima mensual (salario más bono de alimentación) que recibe la clase trabajadora.La izquierda mundial no tiene por qué acallar sus críticas ni forzar defensas estrafalarias y atávicas en aras de «no mimetizarse con la derecha» en un análisis riguroso del proceso nacional de acumulación de capital en Venezuela. La izquierda debe criticar a los «progresismos» con la misma sagacidad y agudeza que aplica a regímenes abiertamente antiobreros y derechistas. No tiene por qué ignorar la centralidad de los problemas que acaecen en esos países, sino que debe colaborar con ágiles propuestas sin hesitar, y ello pasa por analizarlos objetivamente y criticarlos con conocimiento dialéctico, no con catilinarias. Si se hundió el Titanic, no hay que negar el hecho concreto del naufragio en aras de ser solidarios y antiimperialistas.
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)