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	<title>lucha contra la pobreza &#8211; piensaChile</title>
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	<title>lucha contra la pobreza &#8211; piensaChile</title>
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		<title>Las claves del éxito de la política social en Bolivia</title>
		<link>https://piensachile.com/2018/11/22/las-claves-del-exito-de-la-politica-social-en-bolivia/</link>
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		<pubDate>Fri, 23 Nov 2018 02:30:27 +0000</pubDate>
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		<category><![CDATA[bolivia]]></category>
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		<category><![CDATA[lucha contra la pobreza]]></category>
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					<description><![CDATA[<p>Un caso paradigmático de éxito de la política social, consiguiendo buenos resultados a la hora de la reducción de la pobreza y desigualdad, ha sido el boliviano, desde el año 2006. En función de los datos de la Encuesta de Hogares del Instituto Nacional de Estadística (INE), Bolivia ha conseguido pasar de un nivel de pobreza del 59,9% en el año 2016, al 36,4% para finales del 2017, cifra que supone el nivel histórico más bajo. En cuanto a la desigualdad de ingresos medida por el índice de Gini, ésta se ha reducido desde el 0,60 hasta el 0,47 entre el año 2005 y el 2014, según los datos publicados por el Banco Mundial (BM).</p>
<p>El articulo <a rel="nofollow" href="https://piensachile.com/2018/11/22/las-claves-del-exito-de-la-politica-social-en-bolivia/">Las claves del éxito de la política social en Bolivia</a> apareció primero en <a rel="nofollow" href="https://piensachile.com">piensaChile</a>.</p>
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<div class="field-item even">22/11/2018</div>
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<figure style="width: 500px" class="wp-caption aligncenter"><img loading="lazy" title="bolivia.jpg" src="https://www.alainet.org/sites/default/files/styles/imagen-principal-articulo/public/bolivia_2.jpg?itok=J7Inspos" alt="bolivia.jpg" width="500" height="250" /><figcaption class="wp-caption-text">Foto: CELAG</figcaption></figure>
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<div class="field-item even">La inversión y el gasto social son dos de los principales mecanismos que tiene el Estado para desarrollar su política social y luchar contra la pobreza y la desigualdad. Pero la eficacia de las políticas sociales vendrá también determinada por el contexto de estabilidad macroeconómica y, en este sentido, mantener la inflación en niveles relativamente bajos es clave para el éxito de dichas políticas.</div>
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<p align="justify">Un caso paradigmático de éxito de la política social, consiguiendo buenos resultados a la hora de la reducción de la pobreza y desigualdad, ha sido el boliviano, desde el año 2006. En función de los datos de la Encuesta de Hogares del Instituto Nacional de Estadística (INE), Bolivia ha conseguido pasar de un nivel de pobreza del 59,9% en el año 2016, al 36,4% para finales del 2017, cifra que supone el nivel histórico más bajo. En cuanto a la desigualdad de ingresos medida por el índice de Gini, ésta se ha reducido desde el 0,60 hasta el 0,47 entre el año 2005 y el 2014, según los datos publicados por el Banco Mundial (BM). Este éxito se ha conseguido mediante la puesta en marcha de diferentes programas sociales que han contribuido a la redistribución de los ingresos.</p>
<p align="justify">Estos programas sociales se han nutrido de los recursos provenientes principalmente de la nacionalización de los recursos hidrocarburíferos que se llevó a cabo en el año 2006 y que dio la vuelta al reparto de los ingresos de la extracción del gas. Actualmente, más del 80% de las utilidades quedan en manos de los y las bolivianas mediante la propiedad estatal. Esto ha permitido financiar los programas sociales a través de una fuente abundante de ingresos públicos sin verse, además, mermada la inversión privada en los campos hidrocarburíferos.</p>
<p align="justify">Pero, ¿cuáles son los principales programas sociales llevados a cabo por el Estado boliviano, y cuáles son las principales claves del éxito de los mismos?</p>
<p><strong>Principales programas sociales</strong></p>
<p align="justify">Desde el año 2006 -y con los objetivos de reducir la pobreza y los niveles de desigualdad existentes- el Gobierno boliviano ha venido implementando una serie de programas de transferencias condicionadas que se han focalizado en los estudiantes, las personas de la tercera edad y en las madres embarazadas o con niños menores de dos años. Los tres principales programas son el Bono Juancito Pinto, el Bono Juana Azurduy y la Renta Dignidad.</p>
<p align="justify">El Bono Juancito Pinto fue el primero de estos tres programas que se pusieron en marcha, estando vigente desde octubre de 2006. Su objetivo es el de incentivar la matrícula, permanencia y culminación del año escolar de los niños y niñas durante los primeros 5 años de primaria. El programa hace entrega de un bono anual de 200 bolivianos (USD 28) a los estudiantes de escuelas públicas de educación formal, juvenil alternativa y/o especial con la condicionalidad de una asistencia mínima al 80% de las clases.</p>
<p align="justify">Según los datos hechos públicos por el Ministerio de Educación de Bolivia, en el año 2018 se han destinado 444 millones de bolivianos para el pago del Bono Juancito Pinto, y beneficiará a unos 2.221.000 estudiantes de primaria y secundaria de unidades educativas fiscales, de convenio, y centros de educación especial del país. Junto con la redistribución de ingresos que se hace a los estudiantes de las escuelas públicas, el otro gran objetivo del programa es la lucha contra el abandono prematuro de los estudios. Los publicados por el Ministerio de Educación muestran cómo, desde el año 2005 al año 2018, se ha reducido la deserción escolar en primaria desde el 6,5% al 1,8%, mientras que para el mismo periodo en la educación secundaria la reducción ha sido del 8,5% al 4%.</p>
<p align="justify">El segundo programa que se puso en marcha fue el de Renta Dignidad, vigente desde noviembre de 2007. La Renta Dignidad es un programa de transferencia monetaria no contributiva y de carácter vitalicia para las personas de 60 años o más. Supone un complemento de 250 Bs para las personas con pensiones de jubilación y de 300 Bs para personas que no tienen pensiones de jubilación. Su financiación se lleva a cabo a partir de los ingresos del Impuesto Directo a los Hidrocarburos (IDH) así como a partir de los dividendos de las empresas públicas. Actualmente alcanza al 12% de la población.</p>
<p align="justify">El tercer programa social destacado es el Juana Azurduy, que es un mecanismo de transferencia monetaria condicionada implementado en el año 2009 por el Ministerio de Salud. Se trata de un incentivo económico para mujeres gestantes condicionado al cumplimiento de 4 controles prenatales, parto institucional y control postparto, así como para niños y niñas condicionado a 12 controles integrales de salud bimensual. Es, por tanto, una transferencia monetaria condicionada al uso adecuado de los servicios públicos de salud por parte de mujeres gestantes o de madres de niños de menores a dos años.</p>
<p align="justify">La financiación del bono Juana Azurduy se hace a través de los recursos internos del Tesoro General de la Nación. La aplicación de este programa ha permitido mejorar el bienestar social de la población más vulnerable de Bolivia, y actualmente beneficia -según los datos hechos públicos por el Ministerio de Economía y Hacienda de Bolivia- a algo más de dos millones de personas.</p>
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" alt="" width="708" height="505" /></p>
<p align="justify">La política de transferencias directas ha sido complementada con fuertes programas de inversión pública dirigidos a la construcción de nuevas infraestructuras y la ampliación de los servicios básicos. La ampliación de los servicios de educación, salud, comunicación, acueducto y alcantarillado han tenido un impacto fuerte en la población de menores recursos. Toda la política social ha venido, además, acompañada de los incrementos continuos de los salarios, y ejemplo de ello es la suba experimentada por el Salario Mínimo Nacional (SMN) que pasó de los 440 Bs (57,3$) en el año 2005, hasta los 2.060 Bs (296$) en el año 2018. Esto, además, en un contexto económico estable que contribuye a magnificar los impactos de la política social.</p>
<p align="justify"><strong>Estabilidad económica y control de la inflación</strong></p>
<p align="justify">La economía boliviana se ha caracterizado, en la última década, por el amplio crecimiento económico de carácter inclusivo<a href="https://www.celag.org/claves-exito-politica-social-bolivia/#_ftn1"><u>[1]</u></a> que ha tenido. En buena parte de los últimos años, Bolivia ha sido el país suramericano que mayor crecimiento económico ha experimentado, incluso manteniendo un ritmo de crecimiento por encima del 4% a pesar del contexto de debilidad regional que vive la región desde el año 2015.</p>
<p align="justify">Las claves principales del buen desempeño económico se encuentran en la inversión pública, el fortalecimiento de la demanda interna y la política contracíclica aplicada desde la gestión económica. Siendo, por tanto, la política social aplicada (relacionada directamente tanto con la inversión pública como con el fortalecimiento de la demanda interna) uno de los pilares de la estabilidad económica. Sin embargo, al mismo tiempo, la efectividad de la política social para alcanzar sus objetivos en cuanto a reducción de la pobreza y la desigualdad, mejorar las condiciones de acceso a los servicios básicos y la ampliación de los beneficios económicos de la mayoría de la población, está fuertemente relacionada con las estabilidad económica y, más concretamente, con la estabilidad de los precios.</p>
<p align="justify">Siguiendo el trabajo <a href="https://www.celag.org/claves-exito-politica-social-bolivia/#_ftn2"><u>[2]</u></a> de Rashid Talukdar (2012) sobre los efectos de la inflación sobre la pobreza en países en desarrollo, se concluye que altos niveles de inflación están correlacionados positivamente con niveles altos de pobreza. En su trabajo se analiza el efecto de la inflación sobre la pobreza en 115 países en desarrollo durante el periodo 1981-2008, utilizando la clasificación entre los mismos en función del nivel de ingresos realizado por el Banco Mundial (BM).</p>
<p align="justify">Según esta clasificación, Bolivia aparece en el grupo de países de ingreso medio-bajo, y sobre este grupo de países existe correlación positiva entre la inflación y la pobreza. Por tanto, podemos igualmente concluir que la efectividad de la política social para reducir la pobreza viene determinada por el mantenimiento de niveles de inflación bajos.</p>
<p align="justify">En este sentido, Bolivia ha conseguido mantener los niveles de inflación reducidos, con una tendencia clara a la baja (como puede verse en el gráfico 1), haciendo que los amplios programas sociales aplicados por el Gobierno boliviano hayan tenido fuerte impacto sobre la reducción de la pobreza que se anunciaron al comienzo de este texto.</p>
<p><img loading="lazy" class="aligncenter" 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VTKPd3UE84Iuebc3mrHI38oI6/ymY8sp9hEh3o8dsOworK6j37ZvzOxuLRSI2o4PcM8HrluaEDzD70FUSn6ZdnhtbtzSyo0JeUab3e1l4fTmSNCLzwztmlXnYkZZS9/vlNMnNHbX1TYMvKqPvkt4cDh0qLyOj9Pp16RXo/eMNS9cYSUTxclrN+bJybio7znXt0s27rumRXSxANXDOrT2Ol3eZX2h6XJW/YVlFZqxYrk5+Xs46k+d7wlbTmhAK6pimrtj0tTNu3LFx+TWBq+nk4+nk7njIs8Z1yP1p3Mi/Xkg5/2bdlfKD4mUYcRCyEuwvPeKwZ7ezRUMnceLHznx32y+nrjggfGNX3uW9/v2Z1k6VqlX0+f+660nFRsNJrumL9WOj346ZuHB/m5fvZ7wpoduWLxihUmLNDtqZuGB/paPpQ9ScXv/7I/t7Cmuk4X5OtyxyUDRg9oqDknppe+/IXl+NXJUfXeIxOa/sXvlxxaujlLVl/Zfu62UcdcFGJ1XbwhI6+4prxS66CyrLFDevvdeenA1muswWj6d2PG90tS8otr3FwcAn1cHrh6cGy4V3uvvHFP3q8rUzPzq8qrdGazWSycPj287rx0UIDP0Va5FsQTv/wz6cNFB8obm31Jqmr0BaWa8Tcs+vnl6XGRRzq++fafpOc/2dniRXKKam9/ee2TNw6dMzm66fzkzLJrn14l1qumM6vr9B8uOphZUPPSXaMcjnvEgQevHHQSoYPw6Dubq2otb81BKf/48QlNT6YQ68OZoyK8PNTXPbvKaDRnFdaKr3yLms/B1JKPFiVk5lVL21hPd8cZo8LnTI6RVuPf16T+vjotPU/aXMnEx7Flf4GYeO6WEaGBbpl5lU/Xbx+UCsX7j05o+m1asSXrm38tdW83Z4c3545rvS+oqNK+/MXOg+llYr0V350xA4PuuHiAU5N1xrrtGjsw+LrZfcS26M1v94otw7w7RvaKavi8tDrD14uTV23PFq9WpzWKL9SAGJ9bLuzvf9SN0m+rDi/4dq90toJVlUxWVK6defffHzwyfsygEOt8rdZw6aNLEzMqmj5YrMkb9hScd9/i3984u+l6LrZyzy/cvmRTlnWOufkJFWIPYp0eMyhIWmJqtWraqHApd9A2RhutGU2mJz/cJk1fOCW6xb1iPRd7ou+XpuQW1ZRWWBZpiL/rnMk9Jw0La/qwN77eve+wpYuBWy/sJza2K7fm/LwipahMU1al8fVyvnhq9FGaQ4p3N3eBZfcnNsXiMz2YWvr+z/vFJ1JTZwjwcRo7OOT6WfHqtvZTaTkVH/68PzmrUmyKPdwcxRf5vAlRsyb0bLqp3JVY+PYPlm3ghMEhV8+KF0956/u9YrV88a6RcRGNH7fW8MkfB9fvyq2s0Ytat/i4e4S4P3j1EFHyFn+xoKTu40X7ReVcbHJdnFTiL44bEnLFzDiXJjlRUkbZ/OY7nU9/S9jf1k5nzY6cL/5KTMmqlJ749/rMfYdLxcRj158RHeYlJnQ642+rUldsyy6u0JSWa9xdHTzd1eKNXHlOr6b7U1mTPZT0DbLO12gNX/yVtHZnjlhEeoNJ7CMGxfndfEE/8Tk2fbrYeU0eGrJye644tPhnQ/rsSS1XAwDoMsgdOq5FqxtaHAyM8xX719YPCPZ3/f21mSEBzWq/KVkVm/dZcocLpkS//f3e9xs78xeVZVFvf+itTVsPNDuNMK+kTlRxF2/MeuTawZfO6CXmHM6uOPeexdYHLN6QKS4t/nSLTpg++y3hje/3GgzNjsZ2JBb/tvrw/LtGD2vSxcD9r6//d1OWtWIu/Uy0fk/BkF6+4hj3KMfoD7yxYdWO3Lp2+pv4L/R6o7TEvNwcE9NKb3p+ddMfRdNzqw88vnzlB+dJx159LvjOepeo3oubfp7qtZ/Mae/F9x4qfmDBhuzC2hbz9ySX/rjs8BfPTukd1axb0E8WJbz5Q1tLclXq/LtHDe1jWZIV1TqpwC38sjz5uYU7dYamx7jVuw+VfLP40Py7R48a0NC2pVZjkJ4uDvJWbc2e+9Ymay8eos4mjiNTsyt/fmWGqG22+Y5+XXH4ta/3lFUdWUTiyF4mqxTr1c/LU99/dGJQ44ge1bUN5fR0U/+6MkWUTWq8I7McqWvFQX9WQfXnz06VDtPTciulB8tlLSsz1jdbUT9kqfDRrwc+XpQgNWNuUgaZqDb8vCL1zQfGWSv/x+/T3w5+8OsBqcVKk9es2Li34Kflh996cLxvk4NFUQF75J3N1U0KkFVQI9aH39dmvHDb8JljoxQKeUVVw9v392pZmOTMhi9p00rdtoQi6YNIySy/c/7a5MYDYsuc7Mo9D/yz+O2zxWrw6le7G4MvWX6J5oZnV/+14Kye9QfKovDSy4pqYYu/mJVfLd0VF+Fx9OUgKh73vb4+I7+mxXzx7n5YnvrF05P6xRypA9dp9HMXbFq5Pcc641Bm5aZ9/z5909DWr5yVX/XAGxulg3srUfkX25/f12W8cteo9jqaac1gNH/46/7y6oYPq3eUp6iUiq9Jbf0nIu4V3+Jl78+S1uEDh0usoYP4jp8/pafYjPy5LqOqVq/Tm17+YveEM0KbfriikFLoIGpQZ48OF5WQxRvSpTrqPxszRw8IPH9qjJgWNcCma4tVdmGNKIDM0uxIcelZJzlKyLpdedLElTPj2uzBQWxUzxod/tc6y5Z58fqMprnD4+9s+m1Nuqn5NlZ8+uKr8cZ9Y0W9KLeotukGRKy64iIm6nSWpWfdPoiVs0WCWlDa8ETvts5HSEovu/rplZXVDUmQ+PokZVSs3pG78IlJQX4NOynrtivU33XD7rwH39xYVp8cWbcMG/fkP/zWxqZb4Nzi2gOpZd8tPfzkDUMuPDO2vbNdPvntoDV0iA51F29zV1JJVY3lxY1G80NvbV7x/ixr/fnN7/ZYQ4cR/QJGDwjafrBw3a58meXjq73lhdWfPT1ZobD8oYfe3LB6R15VWx+0lRQISsoqtNZqcHJWw59wVrf7C3ZVjd66xFqc+FOr0YuSSH0/SwrKNOLLsmJbzpRhoa/cM9oa6CRllEtL9dzx1T8sSV684UhEIjYRTx7ebjSZL25nwBrr7s/XQ71sU+Z9CzYajQ2fuljyuw+V/rkm/cvnprYIfRZ8s/vTPxINjY8URxGy+i3YZ38mLnhgXHRYQ0xf3rgNjAxyE9Xvh9/aXF7/ZnWNH7dYB8QxSdOMT2wQ9h8u+3NdptiGnD81Wqlo+LgX/nrgrR/3td4zivdr3TPKjmOnk1lQ/UX9TqeorK7pt0C8WXGxLPb6bcjyzVnPLdwm7VasC198XDsOFv+0IuXjJyY37Vfb+jrSN0iyZnuO2EeUN364svpVa9/hsm/+TX721uGzJ/ZQKI6syedN7LFyu+UHlY9+TSB3ANCFkTt0UGKnaE3irzmnV3sPaxE6NLVpT/4vzfvW9vZUF5RY9qyDe/mOGRTk72k5kli6JUvU1sQBxLxPdw2I8esbc8KDSH/5Z+IrX++x3owMctXojFIPCOKg555X1n/9wtQeoZ5ms/mWeaulYzvBSa0M9nUuqdBV1h8a7kwqufrJFaIe3l70YM0+1I5K65HEqVWrNVz62DKtzlKrC/B2sh7FiiPjd37cd/+VJ9PZtaic5NSHDlOHhw6NDxAHoKLGLuo8h7MrxbHspY8u3fjZHGtnGZ/9fvC1b5ovSa2x/nDHcmB3zysbxJKMCmm73vjXurQnPthuvRke4CI+U+lwUBzE3/7S2m9fmNq7R7OBNrILqu95fYPUljvEzzm3uKGFi6jxLtmUec64Hm3+Iaf6tyCuzxoVNijOcmJ5Rn7VryvTxAFWUmbFE+9vFsdkLZ4iqrLLt2aLw1mlQu7r6VhY1nAwJz70PYeKzog/4Z4vTSZTTZ3Bx1195sjQPvVvShx5/7j8sHjL2xOK3vp291O3jDjR15TLzKIaKeqlZ44I7VffqiI5s/ynlWliZRMVmNe/3PnCnaOlR27dX3DnK+utTwz1t+QsOfUDUoqF+eBbm/28nEcOaPcMpmN64ZMd0gfXfCXUvv7Vrl9WpZtMMg9XB1E5tB70P/7e1m/nnbIhDMOC3KT3MnlY6LB4fxcnlagr/rU+/VBmpaiuX/nkinULZ7u5NHxJX/96d5PQQRbk42yWmcV3/6mPtru0aqwe4OOSX2Kp347sHzCyf5C3m6NYXP9uyhQ1K1GdEMutdw/vyOBjxCISUaX/Yf70/933j4+n+tlbR4hXk9U3gbnmqeWinDJL8ytNUalG2jx+8vtB6VliuS17f5ZrfShz5Tm9L354qdj4iMv8z3e83DjW7D8bMqTER1QKXrtn9Jkjw8X0df+Lv/SRJftSLGdVvPvjvnPGR6kdVS3asEgOZ5Wfe+8/0vQt5x97IIM2pedW1mkbNnHib7X3sNkTo6XcIae4tqxSK2Vt97++/p+NDdVOtYMyxN+5vEovpYSiOnfri2tEpSvY12VovP/+1FJN/V8R22GpL0P1fxhXWLhj/lpRhfZwdRQvKKrcUvCRmlN1x0trv3tpeotGIiUV2sff21zWvLlKYlrp7fMbTi2MCfeYNjJcFGnzvvxN9fW6ZxfudHF2mDWh7TFZP35i0kUPLRGf2pM3Dp883NIcQLzOVU8ukz41UbNNzamM72nZVoid4Od/NZwxcdXZcXOvGqxUKm6U9f38j4Mvf7lbzNx+sKioTBPoa/le/7muYb8jyq83tN1sISbca8zAQLEbFdNzHlxy18V9A31dU7LK3/upIfS/bHpMewutuKxhqxvq79y0yU9NnU7sEKUBR8R38JyxEaIyn5hetnRLttj0rdiWc9ljS3+aP6NFCvP5H4nS2uvq4qDRGIyN4dOXfye1lztYiQ343a9ZGj6IbaC3h6PYHUgfREZ+9UUP/rvq4/9ZHyk2RFI7Dln91yQyyE3sy4rrq+iHs6tuem7VV8+d2eLIROyDnnhvS9NKuJBw2PJxW89zEauNUim3ZvRPf7Tdy109bVSEzBIKJ7z+7V5ZfdvP0QMCxwwMFl/25VuyU3OrxKby1hfX/TR/Wos9Y3s7nV2NOx1fTyfxLUhIK5PSXrGxlaIEdX1I5OHuWFSuFc+dOSZ8UC8/lUKRW1z72+pUsXHLKqi96+W1R+89WvyJO15eJy3/3pGeU0eGi5fauCd/W0KRmCe22GIhTx4ebn18TISXNJGeV11dq3Nz6ZTjlAPAMZE7dFCJaUfOHB7f2L3CCfllVZrY1Y0bHHT+pOiIEHd3VweVUnHnJf2cHFVNd3gXTosVh9R7ki19lX36Z+Jr947xdlfffWn/P9ekpeZaGuLGhnvMHNvwO+QPS5KtJ7JK0nIrrVVl8chPnpzsV//DyN/r0p76cLujSiHqEum5VT1CPdftzLWGDtNHhT1103BxVKHTG9/9fu/H9QcxiRkVv61Ou/LsdjvWEoc4I/sHXjottmmt7xSSDoD6x3jPv2u0OIhJyii78vEV1XWWX7qWbc6ScgexZDbuzttW/xtUoLfTJTNinRyP9iXy8XKaPir83isGNj1xd/ak6Cm3/C4WuFZnEh+0NFp7anbFgu/2Sg/oFeG58MnJvl6W32D/XJv2zEeWJdmrh1dGblWbuUNBca04lJGmw/xdFjwwVjofYd3OnEfe3lJapdXojLe8sHrFR7OVTX5jEcdVcpls0tCQ524b4ePhtGlv3i3z1krH1jsSitrLHc4cEX7x1IJ7rhjk2WTs1emjIi55dJnZbGlxUFhW1+I0jcyCGoVc9r8JkQ9de4aHm/qfDen3v7FJuispvfwkcodrZ/WprtHdelH/pmfxTBoWduPzq8XED8tTWxTveFw2s1dhWe3tFw9oesw3eUT4dc+sEhOL1mQ8cM0Z4qshDgpvmdcwhKpYAd54YMygXpaPb29S0e0vr6uu1ffp6Z2aU/FfcgdxJB0T5v7GA2Ojw7w27c2//tlV0vyfVqQ5qZXP3jJMfDTF5XVXPbFcaiq/+1BJdZ3OrdUJTSfHzdnh7DERN53ft0eTc4vmTImecNNv4iBerLF7k0tHD7Sc2SFqid/8myI9wN9L/eFjE6Vg6/fVh+d9ukv6qbkpUQm/6uzeA+J8mzaAuvSsuAk3LhKVFrHi/bUu/faLBhxnOcUX6r1HJoiqgrV9jdieXDYjTlRXpJvSSQBllZp/G+vhL90x0rWxJUhksPtlM2I++CVBVh8kWV924aIEaWLCkBApdBAUcvn7j06ceONvBqNZbAC3HygcM7iNBmgyy6/uDU8X1e9bL+x/nO+lhdVNohzrT8etDYxriBHF9257QqEo7ZZ9+f82ng4wdUTYvNuHu7moRe3zw5/3izpwkK9zRLC7qLDNntRTXKzjaF40Leakx9FsqqC07tpz4uZeY+nLtrRSc//rG7bUd9GfkF7+x+rD509t1tR/df3pcgNifC46M7p/rF94oKvBYLrhudVSXXfiGcELHhgnnbR145y+X/+dKJ0A//DbW0b0Dwpsa6TJID/X9x8dL3Zy1vNrxPp258UDbnqh4dtqPSlkW8KRj/u2i/pZq+6XTo9d+NvB0kqtWJ5f/HnwwWsaOuUV266hffyvP6/PzY1f/BbEK7w1d9wNz67adcjSwuKFT3dZ75JbWqzE3n9Vu50i7UluaM4wpfmpE4tWpEqfjvjK//rqDOuv6zfMqbzkkaVVNfrE9IpV27Knjoxo+qzkrEo3F4fHrhty7oQeYqW97ukVm+s/grTc6qpanftRa7NSJVns4K6bFe/goKyp0z3/8fbf6wdwLSjTvPH17nuvGCSzhAUln//ZMKT3oDif1+8bKzVm+f7fpPlf7hEfn9h8vfr17tfvG9P0xVdstazSA2N9LpwqfdxuOp3x2mdWSPtcX0/1/LtGSVuV5MyyG59bVVqp69vTO7fQElOm51a++b3lZA3xCd55Sf9bGtfVey4fdMdLa1Zuz62p09/3+vpfX53Z9C9KO53ZEyIfrt/p/Lsh4743Nkp3iX2u2OmI/YW4WMfRPG9CVNMmnEN6+583PnLuNUPEntE6c+a4yP/dZ+lA9FBmZV5RTbB/27/6aLUGsdeQlqfY+7989yip4ZX4ln3864E36gOUO15ev/7TOT6N7fLEErA+Xdf+WTktFW6V1VoWrLFGpTlsWUN0Cqcclz5iwqQyZveS2kyZJ6vyHGSW15S7xiucwo/yegBga+QOnYBTq7Mrr3lq+dYDRU3n3HJ+n7subTaapqipiuOwUY3nfktmjm2jMjnhjNA9yZbGzzkFlmqMj6eT2EHuTyltyB0ivKxHpWt25LbIHX5fdViqqbo4qX5/48gvAGeP6zEwzi+ssbJtMpnve2ODNB0d5i4q9tIxpbi+98rBO5KKdyZaDr9e/2bvxdOa9RFgNfeqQWePixIV2qSMY/fldtICvJ2+eu5MqQC9Ir0vnNrzs/pjLOvJC2JRiDp8Q+7g63LM43Vx8Pf6/WNb/hUf5yHxftvqP8G1O/Ok3OHXFQ1L0tVZtej1I4dQ547vMbjXkSXZpvV7cqSDFXGk9c28adY2seOGhD5/+/DbXlonpgvLtWUVWr/micCEM0LefbihIwCxqvSK9JS6ymvxw1RT4pC0dWsCcSgZ5u+SVf9T1c6EwhljWjaYv2R6zOM3DJOmp42McHLcqqmvYBSU1B3lfbVH1CgeuLrlUB1jBgV7uDhU1reITs4st7a8Pf7XfOjalmcHWH6Wd1dLPxeLo9VRA4IOZZZrGpvbfPj4pLhIL2l6QC//n+ZPt7Yn/y/cXR2+ePZM6edr8ReH9/HfmtDwZX/9ntET6+snfl7O8+4Yedljy6X51TWGU5U7yOXyF+8a3WKm2CaIYkg/O2/ckyfVEH5rbE7l6KD45ZUZft4NtcHzJkaL4on6Xqt+TmTX/69P6z8navi/rLS8VGJ9Rev4De/X7COurtV9+0/D79h+nmqf+kP55MyGtu5uzqqJzat24u9KuUNxk9bU5Y0nEJ05otmDRfVDbBykNkF7kkvazB0y86t+W5MhTV867chP3Hq9scUP+xJR2TjmGBkO7bdBaBq6VVRrzGbzE+9vkZZ5ZJCrqAlLd6mUilsv7D9zXFSPdppKnSoXTO4xt7GuLhbXZ09POeuOP6QTdn5dldYid5C1OlmvoLjW2t7+iRuGNd0LXDI9TtQ8pfOqlmzMvKqdQR/6Rjc7IUWrM7z9fUOS6+XmGNHYgdHWvQ3x9/jBwR5Nmtep1ZZmBV8utgwt8ePyw1LucN9lA84aExka6CbtHNsjNji76quvLYhPY83O3Jsv0LZ35ld248s23XSIFUb6eV9mGTJpWNMm/eJDFEV65uMdYvquVzfs/j7UsckJcQ4qxadPTLT2aiw2EZNv+UOaFvVk98hjbCJuOK+3dY8m1i6xHaio0UsJ0ad/JN5+cX/xoXy0KMFQX6P29VB/8tQUa0cYl8zolVNU88nvlt3lsi1ZdVp9i0GvWhyiZBVUVdU2nJXwyt2jrUFtbIT3Dy/OCPB1tvYe8tPSZGnP2DPU45bmO9zHrh+6ZuefooafmF5RUFIrNVGxumRazOM3Nux0zhwV7vyeqk5r+YvWvquOQnxrWm8GY8O9YsI9pBZV63blXjSt7V4zMvKrrO2VHrvujKZnLF51dq93f9wvHU6s25VzXmPjnabrYXvNatqQ8JYs7RvLUw57Fr1pWTJl6pCfI58WExp3zQ9P/l7/IPMOl9895ZbtjyrqaYXTxcf74gBgA+QOHZRCceQsd53e2GZV/OgGxvm2CB1k9d3XZeRViaPz39ak12oMoop71qjwo5yscUy7khoOtuKjvFrc1bSqXKvR1Woa9sT3Xz6oxdv55MnJQy770VzfMvZwVoXUGraFa2cdbeTIU+X7edOali0q5BT0Li4OIncmFn3xV9L63XkGozki0FVUy8MDXLc1T45EZUaa6Bfd8u0fPXQQ1u1u+AVPHF63OBF34tAwdxcH6fzkH5en3Nb8N9jnbxvZ9KY4qD2eLvrFMeXq7blf/pUoxVX9or3PGh3p4eYoa9WNhdXdlx75HVvUtXqEuh88wUpmC6KSuXRTxleLDyVlWI4Ch8b7nzU6wslRUdluEY6tpk63ZHPW138lSed+D+nld9aYCGcnRVnVkcf8s76hYikO8a2hg+SUhA7Czf/r07SWMmJAoJQ7BPk4N605+zbvnOwU0huMu5OKv/w7ae2OXL3RHBbgIj7fiCC3Tc17FUnOKpcmxCptDR0kYwaF9AhxT82pkjVnMFoG4vlm8aF/NmVptEZvd/XMMREtagsnU2C9cUdi0W0vrZVOHBB1hs+fmSL1/ZZb1NBRhdjWtXhWSEBDD3CiGqXVG6WzDKoa++yw3mvlajlzxFJjkWovrS1obPnl7up49+VHqliHsyvmzF3S+vGrPpod2FZvmk17zBVLrL1+UsXqap1WKuWi9lXS2C3CDbOb5Ttib2Lr0EF48uaWcaTY0H1Yn+xk5rdRaW8aOsgszXka2s6EBbrsPlQsLk3vjQp2O1A/KoTYlraXO1iJhZaSWX7lEyukcSLEwnntvjHWE38SG6OofjEtt7TWb7TYW5lMZrHcbmjSZ3N7UnMqLnm0IQHsEez23O3Dh/QOXLIx88VPtxeWazPya2bc8efGz+a0mTFZzyvMLz7So0paXpU13BS10H82ZDR9StPOJqpr9T4eR3ZYQ+P9mg6lJLZIrk6qmuPuFOm+VucSXjert5Q7iLVLozOInWNKY6cVU4aHtOhl9v4rh3y1OFmnNxmN5tXbc84aE9X03ha/i/y64rA0IVbvFq3DAv2abRCse8awQNcWi0LwcXcsql/tV27NuvSsZmek3n1Zk52OQtEz1P1A6gn8aKHVGjbsyfv8z6TtBy2b316RHjNGR/p5OUm5w1H82TgWmFhptyW07IkpMsQtuf4VtuzNs+YOYpd6/AUDgM6L3KGDGhJ/ZEj2n5clXzaz2ZFWrwgvqXpcW6ffmdTGzyxtMpvN976+fvmWI414a+oMP69MO8pTjsl6WB/fw/soD9Ppj/z02XqIO7nccmgona9eVFZ3OgKGdgQ1bzn530+zFMcuZ1zxU9PuzzMLaj76NaH1I/OKG2rMvZvXZo9HWnbDseDg3v6t7w0PdJWa7G5PKGpxl49ns8/Cz+vYVdnE9NI5DzSrRO0/XHbMtKJFtx3Bfq7/JXfYtDfv+mdXN50jDg2lo8OTti2h4OonVzadszOpeGdScYuHWd/pgNg20rFTwsu97bXO9zg+nf/OYDCOvPoX6+91svru0D7+7WDrR2YXNnz3z4gPOJ5XFtufyx9duq/JqlJWpf3m3+T/UlrxmqJWf8OzK63nbzso5cs/OM/fu+WyMrdqfdE0PmjdtUHrxxsav8ZtBgFFZbVHznEY1vZZGMdp0tAw6bQCWf1p6m32KymzDAx0pEozdUSEzCzTN3b54XfUoR9Om36NCXJJk34i27Oj8fubXVB7f2OT+NbSco5W6xOfWl5RzbXPrMgqaNicymWyH1+aFt+jjW9r64+4suZI9a9p9H90nyxq6MfBw9XhzzfPkZ44fXTEmEFBE2/6vVZjqKrV/7oy5cIz2+hhYVDjyTIpjdtwobTiSKPCx97depQ/rW3yPZW11TTSxUl5/LlDa01HXjDW/ynrCDKRwW2cAeTt7ih17XQoo+KsMa3vP2JXYsOmtXdUu2cSSfJLGj7KNTvyxKW9hx1o3mGtrNVOJ8jP5fhzh5yC6jNv/7PpnKSMyqSMfcfz3N2NLV/S86qPsiY3zS/KK49kiE7t90IKAJ0duUMH5axWDe3jtz3Bsm/+avGhFrnDI9c3NAhPzak45+7FbTy/LQu+3SOFDkE+Tp8/M0U6NtXpTd/+e+idH/afXDnFcYnUC11t3dEC+6bHcHrT0ZoRerp1nR6VjEbTWXf9KdVWzhwR9tj1Z7i5OIhj3epa/VMfbl27s9khlLeHuqE/bc0J//RhjXKq6to9P0KICz/GEd4xabSGa55qqJzfPKfPtbN6q1SWTu/FgfIt81an5R6tKfKpIpbP7fPXSdOPXjf4vAk9lUq5qEIUlmmueHRZWftniBxFnaXr+IaTtx+8ctCcqT3rO/M3F5VprnpyedN2+JHBbtLvbzVHXeE7KaPJPOOOP6TQYdLQkCdvGubuYvmVuKpG/9zCbSu35TZ9cIifizQOQnruMX4AlNzz6jopdOgd5fX23HHe9ZmXRmt878d93y5JObkC3/z8qo17C6SvmFIhu/+KQZfOiG06yl1YY2OuypqWtS9rl34OqiNbJw8XlTRKxeGsihH9mv0Ma80ppGXSwpPvN9QPnZyUT940/OTejiQ00M3aRunnFYfbyx2+X9qw0EL9XdxdHA0Gk1gCUhH1x3+K+GnR5hJrIaRxVAhR7+rfqs2XVVg7J9VLHnxz478bs6z9Kd56QZ/rZ/dp0cVpnx7eUnq4flfenZc0+xE+u6ChhU6w7wkEN9a+Jx+9/oymezo3F8cpw0Kke39ZmdZm7hAZ0rBN3ryvSKPVO9Wfm9B0/IvBvXyPMjCwg8NJjhl8nJqOjiR1DeTk2PAXm47d0FrosRpRRod5Ss24jjlGVX2fLJavaqC3OqL9fmejQv7r3s1KqzNe8shSafqyGTG3XzRA7WjZzZVXae97bf2+Y4Xs1v5BXZyUfdtqvNlQ4OAjLaryShp2nW7OlvFB/1PpAaADI3fouC6YHC3lDhn5Nc9/vO2xG4a2GC+9pk53/2sn0MPiko0Nh0cLn5xs3X+7OMli2++67JhENWxfiuV3hq2t2hM25dykX/d1O3OHNT/3ftnWLGvn/KeqsXpHkF9cm1/S8MvVC3eMsJ6BLw6kIoNatuIOD3KTfo1pMdDp8RgU57ut/hhud1KJXm9sek64OJJOaGxZMG5wy/NuTtQ/GzKknwTjo7zuvuzIIbt4R/XZxynIHVJzKprebNr8WPLxrwlSc/pzxkVc0SSP6+HsaPml6KSK8MVfSVJle+qI0GvOO9LgxtXZ0cVJbCSP5A5D4/3/qO9rLTG9oqS8rvUg861ZT2O2avp7pi1oWlUJclstxjaJguUWN5TtxTtGejT2zSlqbj2CW57sE9zYHPpwdhu5Q+tBZ7Y1Nrd558Fx1rMYxCvHRpzk9mfWPX+lZDdUFEf1D5h/1xi/Vs0ceje2w9LojH+tTTtn/JEOblZty5Ym/Jq0+vH2aOjEYdX2nMuaNNsuKquzji0ysFfLQX/Ectu4t+FcpzkTe7QYxqJ3D5+Eny89obc2c0zED8ssDdF/XZk2fXTE6FZnzP28LNk61uYl9eeZyxWW7nKk4XhWbsua2tgp5kkziup78xYBRw+YKqq1LTpz/XFZQzIS7Hfsr8n00ZGL6nvHEN/udx4ad5Qxldtz5RPLdjSOOhkX7vHhY5NatNiXjB0U8uPyVDEhKpBlVVrrmKAarUHqRlFm6W653REoWhMb9vJqyyYi4XDprCYrmMzSd2/DOtO6bYXEs7GSKZZ1Ynr5oF6WBmuh/ke+aw9dNXhArzZasdnCN4uTLp/Z7FSFDbsaokaFvCHjCPR1kb4gW/cXtDhrb2diQUFj90/9jzUw1qgBQd/VB2eHc6rETuoo5xL2DPOQBunw93b54tmpJ/qmTsL2AwUl9V2NeLk5PnrdUGuWJHZz/j7OsmPlDpOHhUpjytRqjO89OsG11cg+rS1tbCp14//iWxzmAUBXQu7Qcc0YE/nDshSpA4Vvl6SII5vnbxtpbUi5YkvWK1/tysw/ruqExNpfkUnW7Bho8caGgy1NO+ctH8X0kRHSWG7ZhbULvtkt6qLSXlPUOu56ea2jo2LmmKhJQ0NFsS85M/r7+iPpz/5IGjUgeFTjKZ15RTWPvLVZmp4wOPi/nOy9flfuvpRSR5Widfd1p1NJ47Fms98cmyzyOo1+8fqGDKissQp61qgIqeP9jPyat77bYz0bVqs13PHyOie14uwxURPrl2Trvzh5WNjHv1nGBNHpTfM/3/nIdWdI5xLr9MZnGrv3F4tlWPN++E6CeMFW78ZC1MrEQbM0XVl97DbVrVl7fRNHrlU1WqnWodUbH3t3s/UxUkuQI2tp80LkFlZbj/Jr69pYk8U62d64htp2XjO/qCavcXjRmvrfn8cMOtKE/rmF21+5Z7TUbZjBaHr6gy0FpXXTRoaLiqKHqzq0MVoSNd5/N2RY+9r89PeDuxvPjTqBLsSOQ0BjP/8Go1nUSy84s6Hbs19XHl66uaGObTS2Uf+pa2xi007lSCxz/e9r0qXpssbO/6aPipC6USyu0M5dsGH+XaOtB+jzP9shNYOSWT61hmVr/RW66V8R9TFr7bS6sQmJ+Dg+/cOyPof4u5w3sY1xE8WzbnxulTV0uPacuHuvHNzmz8JuLo7/mxi1aLWl8OK7MLxvYED9FmbLvnzrYBxTmozvc/clA26qH7Zg496C75ccuqR+9EGTyXzFY0tN9eXvGeouDR/b1ENvbZQ+Sme16viH5DiKh64ZsmJrtliwYqHd88qGm8+3/G5vvfeNr3d/ufiQtBhjwz2uPteSvikViovPjF5Yvx34Y13GpGHh1vE4Kqq1Vz6xvHek13mTeg7vG9C0oztZk+2V9AXxbuzAX7z8138nXdf4d5dtzvy2cYkZ21pR7n1t/adPTbHeXLopc9O+hixmUK+2m2w0NaJfoKrxbLvfVqVd2aQTB7HZueOlNcP6Bp41JqK9CupTH2yxhg7njot44fZRKlXbbQEG9T5SmBc+2f7CbSOlzcIrX+yUuq5UKCxjWxyzwFYThgRJgcWXfx+aOiLM2qPtj0sObW7sEkXURdt8rijknZf0e/v7/fWPT5FyBz9vJ/H4ldssjRPve2Pj32+erW6y2f9mcWJKZsWMsZHD+gQe/8kgx+OFT3f26ekt9XMss0SrZe/+3HAKSaCPszRy06zxUdIxybaEom//SbJmc2Kz/Og7W6Tp6DD3XlFHO+9SGDUwSBwpSOvRcx9vf+eh8VJcbjSa5n26PS23asqwMLHN9PV0Omt05JJNls3XoayKtJzKHqFHmjwkiRL+uHfS0LApw8M8TnAAoxasmzWxsjXZLJubhgDlVVprf97Wx7fWNCVcsjFzzuRo602xC7tz/rqxg4LExtOavYov4PdLLYdGSoX8srOOMdwpAHRq5A4dl6ODcv5doy55ZJnUy/fiDVnLtuT06eGtVMoLSmqth/XHz9fLKa9++ICHFmx69pZh8T1996cUi0Mla50kJbvSOlzWcZowNFTsRNfvtvQQ/tGig3uSS6YMCxW10MUbMqUSrtiae89l/W+a0+/Ba4b8tiZd1MHEkfStL64RBwrDLKNnl4r3ZW3scPfl7R6yi4NCqX27tRojnnXdMyukmOPBqwYPiPNbvztPvB1XZ5V9c4e3f9y//WBRVY1u/t1HOsR+6fOdt57fz8PNYXtC0Qe/7C9pPGpZtCb9inN6xYR7TRoeNnpAoPSr6Qe/JOw5VDx5aGhhad3fGzNzG5fk/ZcPbPOt9YvxFQ9eWT/83rdLUg6ml00ZFl6j1YuDHmvffted19uhnQPx4xfi33ColJJV8eEv+y+eFqvVGzfuyXvru73WHgHE27/oWGPFt9anSf8g1z+zasboiNJKzZJNWWItEsWWDgSf/mCbqDXFhDccdy7fmvPdv0nnjI+qrNKv3Znz+rd7rSvSvE93jD/DcqDv2OQt3/PqulB/16gQ9ytajdUaFdbwmut25X31V+LsST2qavTrduW+8e1e6zHo/C92Th0ZHujrcvU5cV/8ZRk3QXxxMh5aIooqk8lFrUxqV7JhT8HmfQWv3Te2R4i7i5NKWl2f+GDrzsSiID+XNTtztx0osr6jXUnFvyxPOX/qCfy4ehQh/q4erg5Sg5RnF+48kFom3uy63Xmb9xaII1pp4WTkV3+yKEFai6yH1D8uT9VojVqD6brZR9p6vPjpjtsu7u/trt5xUKyxB4obT9H/a32mODjuG+07ZnBI/2hvqdXx3+vFWlozon+QqPuv35UndTgqee/nA1ed21ulVLg5qarqy/bE+1sevnZIVLDHnpTiT347eDC9oYWL+GpIcYnWYHz7B8up1MP7+LeZO+j0pqYNrHYmlVzz1IoWj3nkmiF96390FW9WlFks8BqN4czb/xTbK/H0LfsLpAUS4O10b5M+IMcOCTmjt++OxBJRI3p+4Y4/16X7eDiJ2qP1tJq7Lx3QooPAiiqttSnHJdOi2xu54IQ4qVUfPj7xxmdXl1Zpq+v0r32957M/Euu7uTWnZFVVNo5RGujj9Pr9Y60V7DsuHvDb6rTicq3JJLv39fVTh4eN7Bd4KLP8z3WZovwpWZViOXz53OShzUeu/fqf5JyiGlGnio/yfvzGYX5eTj4eammn8+rXe1JzKuIivDftyxcrkryxpig2bgu+2d2iY0ixlCbdtOhsUVf0chaP37gnXwqavNwcb73g2EOKOjoqr5wZJ40f9PKXu8U+7sLpsUHezhv35n/464G9yaXr9xQs25L1zQtntshNJFItXZKRV33N0y3Xh6vO7jVtlGXUST8v5weuGCjemphevD4z4XBpbISXeJuHG2Os6SPDrW3dxZdl1Q7LK2ubtCG68+W1Uv9Kt5zfd+zgELGCWRtKXPXkyqHxft4eTpn5VUkZDSu2s1op9oDtvfGb/tf3w18SxDr529r0Wy/qF14/esU9lw2Q3lFuce3t89feNKfvwDhfUev+fmnKj/Xx/U8r01Z9eJ7/qe7I4/LHV5w9NqJ/jG9yZtnijdlSyzLxsb/78HhF/fZizpTob/9NTs6qFCvCvM92rd2VO3FIaEZe1d8bMqzno9164bGHZRXbxtsu7Pvuj5ZcY93u/Nn3L545NtLJQbV8a5a09RCr0/o9ee8/MnHy8LDBvXx3JZWIRXTpo0vvvWzA1BERZplZbHI/+PlAUbl2+dbc5KzyB1uNcHRCfl6ZVlSuqarVh/m7XDazYf9VUaN/67s9l53VS7z3zfvz3/1hX3Vjp54Lfz948wVtv01PD7X1V5anP9yWlVd1/tRoX08ncXwi1uSE1PJN+wqWb83+4tmpUlS6eEO6NBxVfJRXi0FAAKCLIXfo0MIC3cVh1twFG6TzUcWhs7VvZ5nlTEvlJdNiPv8r6Thf7aY5fe59baOo9h9ML7/w4WXW+ZOGhmTkVqbmVovDxMSM8hMqodhxzrtj5C0vrJYqXVv2F0pjtludOy5COuQSR9KfPTXphudWi6N/sZf9Z0OmuDR95Ov3juod1e7JkCnZlTsbe6Kyso6m8V+6zjpV/LydpDRBHJos22KJckT18rLp0d8uaWgv/WtjF57i+O2SaT2/X2pp62upDtUfylgG7rpz1M3zVkujCW7aV9hi+IDzJkS2l6coLZ/CiJueX723/pwXsVh2Ne9tdOaY8BbdiZ+ccUNCRvQP2LKvUNTZ3vxun7hI81VK+cVn9vxhmeUdHU8fcq31j/P1dneUhhvcn1q2v7EDsBA/Z3EU+8T72yyvXKnVG8znT4398u9D4sBXozM+t3CnuEiPdFQpLp7a84f6FtSZBQ3tgJr+NL2mvkMNsba3zh3Om9Dzq7+SxDqs1Zte/HyXuEjzHZq8ppSjKRTy+64YlJ5XJfVwJqoWLTobi+/hNe/2kfXPVZ4zNkJq0V1TZxC1O+tjXr9v9H2vW34hF18Ecch+EourTWIVumJm7Hs/WXotNRhNUkN9yTM3Dn3u0506nVF8cMmZ5dLMwXF+Ul1LLMkfV1jKOfGMkKtnxn5RP5SgqEpZa1P1a2y09KOcKLYUbYg/98q9Y0SFP78+zWy61ikV8utm9ZLa4FiDwhtmx7/w6U6xkdm8v3D2/f9ay/a/CZFrd+WLD1dsmrKOOlqhVZ3WYDAc+cm96VbRyjoyRc9Qz+duG/bwW1ukwq/afqSXCldn1fO3jnBu3hD6hTtGXf/MSvFxi6LuSmz2ylefHXfmyIimc8xm8wNvbJSqDWpH5TGHWjh+8T18Pnhswv2vr5eGpy2t1JY2/4m1Tw+vl+4cFd3kLDlRGf70ycnXPr1SLEyTyZKLWTNlyYNXDrKGDuMGBVvPwJKWSVZ+9eM3DhMbk9sv6mv9Wv26Kl0mS5em77+8/7s/HxB1UVHnbNFF3+gBgblFNel51Z/+2Wx/JJbJ0zcPO55WbHK5fO7VQ0rKNX+syxBrgnidFi8VHer+9tzxbYYOWp2x6WZH2gy2MHPMkQ/u8plxm/cXSHG5KLO4WO8SS/W1+46MfJxVUNV6v2PtXLay1rK9ign3eu3eUfe/sUmauf1gs8c7q1XvPzr+KI3nxSZl2sgwqdngN4uTHr5uqPSa78wde8crlvMoN+4tsJ7FI3F0UDx+/ZBTHjp88czk655d9ff6zL/XN9s1zxoX2buxY06x/N96cPyNz63MLqw1mcxrd+aLS9MH33lxv5nNR7Jok1ggt180QGz9pDeellstZRBWsWEeYocoq9/OvHbv2NteWp2YXiG2PM98vEMaRtRqxqjwkw4dpg4Ls3YDKe0g0rIdX7p7zJkjQpdtyRHr+Ye/HhQX6QFis2bdzdW01aROopDLH79xqPgOisMAsb39cNFBcWn6gF4Rnu8+PEEKHapqtB/Vj/ki9qGv3z/21DZgAYCOhtyho4sMdv/6uTM//SNB1NJF3Vtql+jqpBrUy/feywY6OamOP3eYOiLimVt0b323z3qicpCv0+yJPW+7qP+7P+79eFGiydROM+uj8vNy/ur5qW99u3fJpsz80iMnrkcEuV58Zuy1Tc6WH9jLf9FrZz3/yfYdCUXWpEDsZwfE+j5+/Rl9oo9xRmgH98GjE69/dqW1fYGPhzolq1wcRIqqzp/rMzWNzQF6R3refH7fiUPD9qWUSiPDWYnjyG+em/rmt3uWbM4qaLIkI8WSnBZ7zVFHEvVwU3/x7JQ3vtmzcmt2dpO2MGEBLlfO7HXlqasOvX7v2Mfe3bRud761xf4Z8X5P3jjM38tZHMefRDMciYer+r2Hxz/41qasxsjA2Uk1bXjoQ9eeIRZgeGCCdb7w4WOTHn57ozi+l9ZYcaw2sl/A/LtHG42m5VtzSppUz/x9nK+f1fuzPxOlVVs8ss0TDQRxIPjo25u2JhRJpwOIasKIfgEv3jFKPGXl9pyiJl1LiiPv9x+Z+OlvB39ekdK0xuLvrZ42IvyxG4ZZ59xz+SCxQDbsOXJc3i/a+6mbhvWN9p09IfKnFf9pKJk2XXNufGJ6edMOIMX6JpbhiH6BmflVUhBg9dj1QzPyq62/1YtKeHpe1dxrztAbTYtWp1sbsMRFeNw4p4+obx9ILd2X0qy2GRHk/tPLMx59Z9OmvQXWxiYxYe5P3jQsJsJrxbacpkNpXnpWrzqN8dM/EkurGhZmRKDrhVNjxCbikbc3/bU+o72zPFrb11bQcBSzxvcM9nOd98kO60/QogoxKM73yZuHxYZ7tXiweFPfzpv23Cfb1+7I1TV20Bge6HrrBX1nT4pu8eCKat3mAw11wqtmxv73MUGb6hfjKzaYC387uGxLlvXXeFE/iYv0vPjMGFGY1i2YxGL/7fWzXvxs57pdeU0HXOwd5Xnbhf0sw140uvq8+I37CvY1VtHFpx8X6VVZoxXfRPHK2xOKpHPUG1423P2+yweJrZaYfu2bva2L6unmOP+u0eJzXN9kbR8Q4/PItUMGnkj3BC/dPTq+p89Py1OarjliWzphSNDjNw5r79fgg6ltBA1HoXZUic31G9/s/mVlWnnj2ujh6njO2AjxV07opSRnjYkSq80Ln2wXXxDr+URiNz20j7/4loUFtuzNpylRA3/mlhGrd+RV1+q/XJx80fTYnqGWLGnyiPBFr8147uNte5NLrV8u8YkPivO54+IBw/r+15PmWhOv+fJdoxZ8syercagaseQvnhZz5yXN2iGKY5LvX5r+8uc7xZatadwjNhR3XjxgyogT6Fjk5bvHDOnl/82/h6yrt+Br+biDn7hpmLWD2CA/ly+fnfrKF5bmFc33jG4XTOl5/f+OPdZpey6ZEbtie7Y1MBU7nV5RXmKVeOGOkUrFFrE3sS75gbE+c68eHBfhtfVA4TF7UFYoFG/OHffRrwd+W5XadB/h56meNDRUrGPWb+53S5KlHdbwvgFHX0/aEDhGprB8IxTuTq6X158AqPQa5Gtpu6d3cjYGNnxqakeTQm453JKrI9p9KQA4LcgdOgFHR+UtF/S/pb6pamJ6mYNKHh3mZb23RY9lb9w/Vta+OZNjxGVnYmFBSV2PEPe4KG+p8eTdlw66cEpsRbU2pLG38LcfGt/66eJwvM2XFYeDom4jLuL4LyOvymzpVsqnzRNxxZ5VHPBpdcadSUXllVonB+XIAYHOx9Hx0oePTTzmYx6+9gxxOcoDAnycW3fwFuzv2l6vb2eNiTyr8bR8q7svHXh3W20HRJXjrzfPSc2uEO/OzdUhvPHtP3PrSHFZtTVbozcOivMLblzCP7w0IyndUouLbjLMhFgUD183VFwSUksy86rrl6Rvi8ORsYND2iywOEqTlkByZrk0yvrAWL+QVv2Kx7ffy93cq4eIS5t3WXl7qN97ZGKtRr+mflz3MYOCrW2S/37rnMNZFdZW30PjA9v7Q++0tXaJ+sk/75y7K7GwsFQT5OssKl3W3zYXv3XOofqWONK4buIw9PNnppZUaLbuLxCr0IgBgdYu65e9Pystp9LZqWHLplDI779q8K0X9cvItRzX9gh1d2qn6iI+vk+enlJWqd28L18cFI4eGGR9zaXvnSc+1hY9a1w3O15csguqE9NK9UazqAo2/VZKvNzVHz8xKa+oZvehYpVCPnpwsLWPMbFKiG+0pXF7fYfnSqVi+9cXtlmwWy/o32Yz9fAg99aL183F8Z2HJhSXa7bVV4bFu7B29XfvFYMvP7t3SVldfGMX62q16otnp4q3UFWjUzsqezb+cv74jcPFZfX27DqtcUCsn7Vr+u9fnJ6UUW42mZv+xu7r6fThY5MMRtPG3Xk1GkO/GB/rmv/b6zOTM8oVSrmy8Ue86/7XR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" alt="" width="718" height="505" /></p>
<p align="justify">Por el contrario, sin el mantenimiento de la inflación en niveles controlados, se corre el riesgo de que las transferencias de recursos del Estado a la población queden desfasados y a remolque de la misma. Esto exige la continua actualización de los montos ligados a dichas transferencias, pero con el evidente retraso que conlleva una inflación elevada.</p>
<p align="justify">El éxito de la política social boliviana está ligado al éxito de su política económica pero, a su vez, el éxito de su política económica se liga al éxito de su política de inclusión social. Bolivia ha demostrado que para liderar el crecimiento económico regional durante la última década la clave está en hacer partícipe del mismo a la población que tradicionalmente había quedado excluida. En función de los datos de la Comisión Económica Para América Latina y el Caribe (CEPAL), este 2018 Bolivia volverá a liderar el crecimiento económico de la región suramericana. Esto lo hará, además, con un nivel de inflación por debajo del 3% y manteniendo y reforzando las políticas sociales de transferencias para la población más desfavorecida.</p>
<p align="justify"><em>-El autor, <strong>Sergio Martín Carrillo</strong>, es investigador del CELAG</em></p>
<p align="justify"><u><em>Fuente de la publicación original:</em> <strong><a href="https://www.celag.org/claves-exito-politica-social-bolivia/">CELAG</a></strong> </u></p>
<p>*Fuente; <strong><a href="https://www.alainet.org/es/articulo/196696">AlaiNet</a></strong></p>
<p><strong>Notas</strong></p>
<p><a href="https://www.celag.org/claves-exito-politica-social-bolivia/#_ftnref1"><u>[1]</u></a>    Para conocer con detalle el estado actual de la economía boliviana se recomienda la lectura de “Radiografía de la situación de la economía boliviana”</p>
<p><a href="https://www.celag.org/claves-exito-politica-social-bolivia/#_ftnref2"><u>[2]</u></a>    Rashid Talukdar., S. (2012). The effect of inflation on poverty in developing countries: a panel data analysis.</p>
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<p>El articulo <a rel="nofollow" href="https://piensachile.com/2018/11/22/las-claves-del-exito-de-la-politica-social-en-bolivia/">Las claves del éxito de la política social en Bolivia</a> apareció primero en <a rel="nofollow" href="https://piensachile.com">piensaChile</a>.</p>
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		<title>Por sus frutos lo conoceréis: El Legado de Rafael Correa a Ecuador y Latinoamérica</title>
		<link>https://piensachile.com/2017/05/23/frutos-lo-conocereis-legado-rafael-correa-ecuador-latinoamerica/</link>
					<comments>https://piensachile.com/2017/05/23/frutos-lo-conocereis-legado-rafael-correa-ecuador-latinoamerica/#comments</comments>
		
		<dc:creator><![CDATA[Redacción piensaChile]]></dc:creator>
		<pubDate>Wed, 24 May 2017 03:39:32 +0000</pubDate>
				<category><![CDATA[Análisis]]></category>
		<category><![CDATA[desarrollo]]></category>
		<category><![CDATA[ecuador]]></category>
		<category><![CDATA[estabilidad]]></category>
		<category><![CDATA[jorge molina araneda]]></category>
		<category><![CDATA[lucha contra la pobreza]]></category>
		<category><![CDATA[participacion ciudadana]]></category>
		<category><![CDATA[patricio mery bell]]></category>
		<category><![CDATA[presidente rafael correa]]></category>
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					<description><![CDATA[<p>A horas de que el Presidente Rafael Correa Delgado entregue el mando de la nación a su Exvicepresidente, Lenín Moreno (2007-2013), es menester recordar aquella celebérrima frase bíblica que señala “Por sus frutos los conoceréis”, pues este presidente saliente deja estampada su indeleble huella en la memoria histórica de su país y de sus conciudadanos a través de su maciza obra gubernamental, política, social, económica y cultural. </p>
<p>El articulo <a rel="nofollow" href="https://piensachile.com/2017/05/23/frutos-lo-conocereis-legado-rafael-correa-ecuador-latinoamerica/">Por sus frutos lo conoceréis: El Legado de Rafael Correa a Ecuador y Latinoamérica</a> apareció primero en <a rel="nofollow" href="https://piensachile.com">piensaChile</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p class="m_292223651245182950x_MsoNormal" style="text-align: left;" align="center"><a href="http://piensachile.com/wp-content/uploads/2015/04/Presidente-Rafel-Correa.jpg"><img loading="lazy" class="alignleft size-medium wp-image-21410" src="http://piensachile.com/wp-content/uploads/2015/04/Presidente-Rafel-Correa-300x169.jpg" alt="" width="300" height="169" /></a>A horas de que el Presidente Rafael Correa Delgado entregue el mando de la nación a su Exvicepresidente, Lenín Moreno (2007-2013), es menester recordar aquella celebérrima frase bíblica que señala “Por sus frutos los conoceréis”, pues este presidente saliente deja estampada su indeleble huella en la memoria histórica de su país y de sus conciudadanos a través de su maciza obra gubernamental, política, social, económica y cultural. Es así como este joven economista, junto a otras personas con pensamiento afín, se propuso de una vez y por todas acabar con la inestabilidad, el desgobierno y la corrupción que desde el año 1996, con Abdalá Bucaram como primer mandatario, desangraba a esta república. Y el mejor antídoto para esos males fue la creación del partido Alianza País, que finalmente, el 15 de enero de 2007, consiguió catapultar a la primera magistratura a su principal ideólogo y figura… Revisemos, entonces, los frutos que nacieron y se han consolidado bajo la década ganada de aquel sueño que se transformó en una realidad denominada Revolución Ciudadana.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Derrumbe de la partidocracia</b></p>
<p class="m_292223651245182950x_MsoNormal">Las políticas neoliberales establecidas desde principios de los años 90, dieron paso al “salvataje” bancario a principios de marzo de 1999, la quiebra del sistema financiero y, finalmente, la peor crisis económica de la historia nacional con la pérdida de la moneda nacional en el año 2000.</p>
<p class="m_292223651245182950x_MsoNormal">La inestabilidad política de los gobiernos de derecha provocó la salida de tres presidentes en apenas diez años, destituidos en medio de revueltas populares por la grave situación: Abdalá Bucaram, el 5 de febrero de 1997, Jamil Mahuad, el 21 de enero de 2000, y Lucio Gutiérrez, el 20 de abril de 2005.</p>
<p class="m_292223651245182950x_MsoNormal">Ante ese escenario, Rafael Correa, economista, catedrático universitario y líder del naciente Movimiento Alianza País, se presenta como candidato presidencial para las elecciones. El 26 de noviembre de 2006 vence en segunda ronda con 56,67 por ciento de los votos al empresario Álvaro Noboa, quien abogaba por la libre empresa, no intervención estatal y la sumisión a los Estados Unidos con la firma del Tratado de Libre Comercio (TLC).</p>
<p class="m_292223651245182950x_MsoNormal">Por su parte, Correa propugnaba por un rol más decisivo del Estado, no al TLC con los EE.UU., generación de empleo a través de obras públicas, incremento del monto de subsidios a los más necesitados, facilitar el crédito para producción y vivienda con tasas preferenciales y a largo plazo.</p>
<p class="m_292223651245182950x_MsoNormal">Ese cambio de las estructuras comenzó con el llamado a Asamblea Constituyente (ANC), mediante el decreto 002 firmado una vez asumió la presidencia de la República, iniciativa que obtuvo el 81,5 por ciento de respaldo el 15 de abril de 2007.</p>
<p class="m_292223651245182950x_MsoNormal">En las elecciones de asambleístas constituyentes, el movimiento Alianza PAIS de Correa alcanzó 80 de las 130 curules en disputa. Así, la ANC que contaba con plenos poderes permitió a los asambleístas definir la constitución y emitir mandatos con fuerza de ley al disolverse el Congreso Nacional. Representó un escenario ideal para desplegar el proyecto radical de cambio y redefinir las correlaciones de fuerzas políticas.</p>
<p class="m_292223651245182950x_MsoNormal">A finales de julio de 2008 el Tribunal Supremo Electoral ratificó el llamado a referendo, que se realizó el 28 de septiembre, donde el Sí obtuvo el 63,93 frente al No con 28,10 por ciento. Tras refundar el texto, se convocó a elecciones generales para el 26 de abril 2009, en las que Correa se impuso en la primera vuelta con el 51,99 por ciento. A partir de ese año, la Revolución Ciudadana ha tenido otros triunfos electorales: una consulta popular y las elecciones generales de 2013, en las que consiguió la reelección con el 57,17 por ciento de los votos.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Revolución Constitucional</b></p>
<p class="m_292223651245182950x_MsoNormal">Desde el 2007 hasta mayo 2015, en Ecuador se han aprobado más de 190 leyes para transformar las relaciones de poder e impulsar garantías sociales a todos los ciudadanos. Esa cantidad de leyes están distribuidas de la siguiente manera: 27 por ciento en modelos de desarrollo, 24 por ciento en reorganización del poder y reconocimiento de la participación ciudadana, 18 por ciento en derechos del Buen Vivir, otro 18 por ciento para la recuperación de las facultades del Estado y nueva organización territorial, un 12 por ciento en Estado y un 1 por ciento en otros intereses de acuerdo al último informe de la Secretaría Nacional de Planificación y Desarrollo.</p>
<p class="m_292223651245182950x_MsoNormal">Asimismo, en lo que va de 2016 el Estado ha aprobado otras seis leyes de las que destacan las de Presentación y Control de las Declaraciones Patrimoniales Juradas, Equilibrio de las Finanzas Públicas y la de Solidaridad y Corresponsabilidad Ciudadana para la Reconstrucción y Reactivación de las Zonas Afectadas por el Terremoto del 16 de Abril.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Pobreza</b></p>
<p class="m_292223651245182950x_MsoNormal">En 2007, el porcentaje de personas pobres por ingreso era de 36,7 por ciento, cifra que ha descendido hasta llegar al 23,3 por ciento en 2015, lo que indica que más de un millón de ecuatorianos superaron la pobreza; en el caso de la pobreza extrema, Ecuador registra un descenso de ocho puntos porcentuales desde el 2007, ubicándose, en 2015 en 8,5%, de acuerdo con el Instituto Nacional de Estadística y Censos en su encuesta nacional del año 2015.</p>
<p class="m_292223651245182950x_MsoNormal">La pobreza por ingresos urbana y rural ha experimentado un descenso significativo. La urbana experimentó una baja del 24,3 al 16,4 por ciento mientras que la rural se desplomó del 61,3 al 35,3 por ciento, evidenciando que cada vez hay menos pobres en las ciudades y los campos.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Reducción de la desigualdad</b></p>
<p class="m_292223651245182950x_MsoNormal">El crecimiento económico ha beneficiado a los ecuatorianos. La relación del ingreso promedio del 10 por ciento más rico con relación al 10 por ciento más pobre, en número de veces, bajó 42 a 25, acortando la brecha entre quienes reciben más ingresos y los que menos dinero perciben, es decir, entre 2007 y 2015, el quintil más pobre duplicó su ingreso mensual per cápita.</p>
<p class="m_292223651245182950x_MsoNormal">Ecuador es uno de los países que más redujo la desigualdad en América Latina. Entre 2007 y 2013, el país suramericano bajó su coeficiente de Gini en 6 puntos (del 0,55 al 0,49), mientras en el mismo lapso Latinoamérica lo redujo apenas dos puntos (0,52 al 0,50).</p>
<p class="m_292223651245182950x_MsoNormal"><b>Educación</b></p>
<p class="m_292223651245182950x_MsoNormal">La tasa neta de matrícula en educación básica subió del 92 al 96 por ciento en ocho años y el total de matriculados en el sistema público aumentó de dos millones 604 mil a tres millones 479 mil.</p>
<p class="m_292223651245182950x_MsoNormal">Entre 2007 y 2015, la matrícula de la población más pobre incrementó seis puntos porcentuales, pasando del 89,0 por ciento a 95,4 por ciento.</p>
<p class="m_292223651245182950x_MsoNormal">En educación superior, Ecuador es el país que más invierte con 2,00 por ciento de su Producto Interno Bruto (PIB), superando a Bolivia, Paraguay y Uruguay, que se encuentran por debajo del 2 por ciento. Una señal de esa inversión es la cantidad de becas, que en el período de 2007 al 2015 llegó a 14 mil 276 estudiantes, en contraste con apenas los 237 estudiantes que lograron una beca desde el año 1995 al 2006.</p>
<p class="m_292223651245182950x_MsoNormal">El Gobierno de Rafael Correa ha destinado más de mil millones de dólares para nuevas universidades: la Universidad de las Artes, la Universidad Regional Amazónica; la Universidad Nacional de Educación; y el proyecto Yachay, que funge como una ciudad del conocimiento.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Economía</b></p>
<p class="m_292223651245182950x_MsoNormal">Uno de los aspectos más significativos de la Revolución Ciudadana es la estabilidad y el crecimiento económico. A pesar de la crisis del capitalismo mundial, Ecuador creció en promedio del PIB con 3,9 por ciento entre 2007 y 2015, comparado con el 2,9 por ciento de Latinoamérica, de acuerdo con el balance presentado por la Comisión Económica para América Latina y el Caribe (Cepal) en diciembre de 2015. Eso ha permitido que el Gobierno haya destinado el 9,0 por ciento de su PIB para inversión pública.</p>
<p class="m_292223651245182950x_MsoNormal">Uno de los problemas que tuvo el Ecuador previo a la llegada de Correa fue la gran evasión de impuestos. Desde el 2000 hasta el 2006, los tres gobiernos de ese período recaudaron apenas 21 mil 338 millones de dólares, mientras que la Revolución Ciudadana ha triplicado esa cifra, con 88 mil 177 millones de dólares, según datos del Servicio de Rentas Internas.</p>
<p class="m_292223651245182950x_MsoNormal">Ecuador mantiene bajos índices de inflación con la Revolución Ciudadana. En 2015 registró una inflación anual de 3,67 por ciento frente al 2,70 por ciento de 2013, según el último reporte del Índice de Precios al Consumidor (IPC), publicado por el Instituto Nacional de Estadística y Censos (INEC) a principios de esta semana.</p>
<div><img class="CToWUd a6T aligncenter" tabindex="0" src="https://mail.google.com/mail/u/0/?ui=2&amp;ik=a392129cd4&amp;view=fimg&amp;th=15c36ae15a449fd4&amp;attid=0.1&amp;disp=emb&amp;attbid=ANGjdJ8tgP3Gc7-0Vog34UBMTap7uNfsLWY8iqpYI8vAk4AF3pJyrnxaTlI0QK0icOv_Q-3I0OktkEKwNlMAj2zVm0siI7yP8FfIiqpaueR1H24IcodJNoMDroXBTLU&amp;sz=s0-l75-ft&amp;ats=1495588988056&amp;rm=15c36ae15a449fd4&amp;zw&amp;atsh=1" /></div>
<p class="m_292223651245182950x_MsoNormal"><b>Desempleo y seguridad social</b></p>
<p class="m_292223651245182950x_MsoNormal">Las cifras de desempleo son motivo de orgullo para el Gobierno ecuatoriano tras poseer la tasa más baja de Sudamérica con 4,3 por ciento al 2015, por debajo de Perú, Argentina y Chile, según datos del Instituto Nacional de Estadísticas y Censos <i></i></p>
<p class="m_292223651245182950x_MsoNormal">Otro indicador de justicia social es el salario básico, que antes de la Revolución Ciudadana era de 160 dólares y ahora es de 366 dólares. “El salario antes cubría el 40 por ciento de la canasta básica, mientras que ahora cubre el 100 por ciento. Por eso decimos que es un salario digno”, afirmó Pabel Muñoz, titular del Senplades.</p>
<p class="m_292223651245182950x_MsoNormal">La cobertura de la seguridad social para los empleados a escala nacional presenta una tendencia creciente. En el 2015, el 67 por ciento de los ocupados plenos poseen afiliación a la seguridad social (IESS) frente al 43,6 por ciento de junio de 2013 y el 26,0 por ciento de junio de 2007, de acuerdo a la Encuesta de Empleo, Subempleo y Desempleo, 2009-2014, realizada por el Instituto Nacional de Estadística y Censo.</p>
<p class="m_292223651245182950x_MsoNormal">El número de personas afiliadas al seguro social se incrementó de manera significativa. En el año 2015, el IESS reportó 3 millones 145 mil 015 afiliados al Seguro General Obligatorio y mil millones 227 mil 983 personas cubiertas por el Seguro Social Campesino.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Salud</b></p>
<p class="m_292223651245182950x_MsoNormal">El Estado ha invertido 13 mil 500 millones de dólares en salud en los últimos 9 años, indican las cifras del Ministerio de Salud de Ecuador. El país cuenta con 21 hospitales nuevos, Alrededor de 20 mil nuevos profesionales médicos se han sumado al sistema público, mil 200 de ellos ecuatorianos que habrían migrado del país durante la crisis de los 90, acogiéndose al programa “Ecuador saludable vuelvo por ti”.</p>
<p class="m_292223651245182950x_MsoNormal">El Gobierno ha dado atención prioritaria a la salud, teniendo como objetivo para el 2016 que el país alcance el estándar recomendado por la Organización Mundial de la Salud (OMS) de 2 camas hospitalarias por cada mil habitantes.</p>
<p class="m_292223651245182950x_MsoNormal"><b>La OMS ha destacado la reducción de la desnutrición, que bajó del 1,1 por ciento en el 2007, al 0,4 por ciento en el 2014.</b></p>
<p class="m_292223651245182950x_MsoNormal">Otro de los grandes logros en este ámbito es el incremento del número de consultas en los hospitales públicos. En el 2006 se registraron 16 millones consultas, mientras que en el 2015 el número de consultas fue de 38 millones, demostrando el éxito de la inversión social en salud pública.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Soberanía nacional y golpe de Estado</b></p>
<p class="m_292223651245182950x_MsoNormal">El presidente ecuatoriano notificó a principios del año 2008 decisión de no renovar el convenio por el que EE.UU. utilizaba desde 1999 el puerto pesquero de Manta (sureste) para “interceptar vuelos del narcotráfico”.</p>
<p class="m_292223651245182950x_MsoNormal">«No vamos a perder absolutamente nada cuando se vaya la base norteamericana de Manta, así haya algunos que nos acusen de que con eso va haber un rebrote del narcotráfico, esas son las farsas que hemos vivido», afirmó el mandatario. El cierre de la base fue una promesa de la campaña de 2006.</p>
<p class="m_292223651245182950x_MsoNormal">Esta acción forma parte del mandato constitucional que fue aprobado en consulta popular, que prohibe «el establecimiento de bases militares extranjeras en el territorio ecuatoriano». «Somos un pueblo de paz y consecuentes con sus principios y compromisos con la sociedad ecuatoriana», había apuntado Correa al tiempo de afirmar que su política externa se basa en la defensa de la soberanía y la integración regional.</p>
<p class="m_292223651245182950x_MsoNormal">La realidad es que desde la base de Manta, “el Pentágono realizaba misiones de espionaje, inteligencia y reconocimiento de toda la región. Manta garantizaba un espectro amplio desde el Comando Sur en el estado Florida en EE.UU hacia sus bases operativas en Comalapa, El Salvador, Aruba y Curazao, y hasta su presencia militar en Ecuador y Colombia”, afirmó la abogada Eva Golinger en un artículo titulado <i>Ecuador: otro golpe made in USA.</i></p>
<p class="m_292223651245182950x_MsoNormal">Y es que el golpe de Estado contra Rafael Correa el 30 de septiembre de 2010 tuvo como detonante el cierre de esta base militar estadounidense, además del acercamiento del presidente a los gobiernos progresistas de la región, su relación con Irán, Rusia, China, y otros países que no se subordinan a los designios de Washington.</p>
<p class="m_292223651245182950x_MsoNormal">Ese día, el presidente Correa se presentó en horas de la mañana al primer regimiento de la Policía en Quito, donde se escenificaba una protesta contra un supuesto recorte de beneficios para los uniformados. En medio de la manifestación, Correa es agredido con gas lacrimógeno y se ve obligado a ingresar al hospital anexo al recinto, donde lo secuestran. Al mediodía el jefe de Estado denuncia el intento de golpe de Estado, al tiempo que los policías toman la sede del Congreso Nacional y se escenifica una fuerte represión contra los simpatizantes del presidente, que pedían su liberación.</p>
<p class="m_292223651245182950x_MsoNormal">A las 09H30 hora local, Correa es rescatado por tropas leales y se produce un intento de magnicidio desde las afueras del hospital al ser tiroteado el vehículo presidencial, con saldo de dos policías muertos y 37 heridos, según la Cruz Roja.</p>
<p class="m_292223651245182950x_MsoNormal">Según el periodista Jean-Guy Allard, un informe oficial del ministro de Defensa de Ecuador de ese entonces, Javier Ponce, difundido en octubre de 2008, evidenció “como diplomáticos norteamericanos se dedicaban a corromper a la Policía y las Fuerzas Armadas. El informe subrayó que “unidades de la Policía mantienen una dependencia económica informal con Estados Unidos, para el pago de informantes, capacitación, equipamiento y operaciones”.</p>
<p class="m_292223651245182950x_MsoNormal">La participación de la Agencia de Estados Unidos para el Desarrollo Internacional (USAID) también fue evidente. En el 2010, el Departamento de Estado aumentó el presupuesto de la USAID en Ecuador a más de 38 millones de dólares, destaca Golinger en su escrito. Uno de los principales ejecutores de los programas de la USAID en Ecuador es la misma empresa que opera con la derecha en Bolivia: Chemonics, Inc,. que ha financiado a los sectores separatistas en el país andino e, incluso, aquellos que intentaron ejecutar un golpe de Estado contra el Gobierno de Evo Morales en 2008.</p>
<p class="m_292223651245182950x_MsoNormal">Entre las organizaciones que recibieron financiamiento por Estados Unidos figura el grupo indígena Pachakutik, que el día del golpe emitió un comunicado en respaldo a la Policía golpista y exigiendo la renuncia del presidente Correa, y lo señaló como el responsable de los hechos. Pachakutik se alió al expresidente Lucio Gutiérrez en el 2002, acusado por Correa de participar en la intentona.</p>
<p class="m_292223651245182950x_MsoNormal"><b>El Buen Vivir Ecuatoriano</b></p>
<p class="m_292223651245182950x_MsoNormal">A pesar de los ataques e intentos de destruir la Revolución Ciudadana, Ecuador ha logrado llevar a cabo y posicionar el concepto del Buen Bivir, definido como “un principio constitucional basado en el Sumak Kawsay, que recoge una visión del mundo centrada en el ser humano, como parte de un entorno natural y social”, destaca su página web <a href="http://buenvivir.gob.ec/" target="_blank" rel="noopener noreferrer" data-saferedirecturl="https://www.google.com/url?hl=es&amp;q=http://buenvivir.gob.ec&amp;source=gmail&amp;ust=1495675388062000&amp;usg=AFQjCNFGjkHvv3v0DkfSXKQ5EVBfYt-jIw">buenvivir.gob.ec</a>.<i></i></p>
<p class="m_292223651245182950x_MsoNormal">“La satisfacción de las necesidades, la consecución de una calidad de vida y muerte digna, el amar y ser amado, el florecimiento saludable de todos y todas, en paz y armonía con la naturaleza y la prolongación indefinida de las culturas humanas. El Buen Vivir supone tener tiempo libre para la contemplación y la emancipación, y que las libertades, oportunidades, capacidades y potencialidades reales de los individuos se amplíen y florezcan de modo que permitan lograr simultáneamente aquello que la sociedad, los territorios, las diversas identidades colectivas y cada uno -visto como un ser humano universal y particular a la vez- valora como objetivo de vida deseable (tanto material como subjetivamente y sin producir ningún tipo de dominación a un otro)”. Plan Nacional para el Buen Vivir 2009 – 2013.</p>
<p class="m_292223651245182950x_MsoNormal">En ese sentido, el Plan Nacional para el Buen Vivir 2013-2017 es el tercero a escala nacional que lleva a cabo la Revolución Ciudadana. Contiene un conjunto de 12 objetivos que expresan la voluntad de continuar con la transformación histórica de Ecuador.</p>
<p class="m_292223651245182950x_MsoNormal">Establece seis revoluciones que marcan la hoja de ruta para lograr la plena satisfacción de las necesidades de los ecuatorianos: la equidad, el desarrollo integral, la Revolución Cultural, la Revolución Urbana, la Revolución Agraria y la Revolución del Conocimiento.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Ecuador contra  Chevron</b></p>
<p class="m_292223651245182950x_MsoNormal">Ecuador –primer país del mundo en reconocer, en su Constitución, los inalienables derechos de la naturaleza, convirtiendo a esta en sujeto de derecho–, se enfrenta a una multinacional petrolera, la Chevron Corporation, que es la segunda más importante de Estados Unidos y la sexta del mundo, denunciada por múltiples casos de contaminación medioambiental en diversos lugares del planeta.</p>
<p class="m_292223651245182950x_MsoNormal">El presidente Rafael Correa resumió el caso contra Chevron en su más reciente visita a Francia, cuando se reunió con un grupo de intelectuales, entre ellos el director del semanario Le Monde Diplomatique, Ignacio Ramonet:</p>
<p class="m_292223651245182950x_MsoNormal">“Todo empezó en 1964 -explicó Rafael Correa–, cuando la empresa estadounidense Texaco (adquirida en 2001 por Chevron) inició su explotación petrolera en una amplia zona de la Amazonia ecuatoriana. Esa actividad duró hasta 1992. Al año siguiente las comunidades amazónicas de la provincia de Sucumbíos presentaron en Estados Unidos una demanda contra la petrolera Texaco por contaminación medioambiental y atentado a la salud de los habitantes. O sea, debe quedar claro que no es el Estado ecuatoriano quien lleva a los tribunales a Texaco-Chevron, sino un grupo de ciudadanos víctimas de un crimen medioambiental. Chevron heredó esa demanda cuando compró y absorbió Texaco en 2001. Poco después, a petición de la propia empresa, el caso –que los tribunales de Estados Unidos se negaron a juzgar– fue trasladado a una corte de Ecuador.”</p>
<p class="m_292223651245182950x_MsoNormal">Una corte ecuatoriana condenó a Chevron a pagar una indemnización de nueve mil 500 millones de dólares por haber causado uno de los mayores desastres medioambientales del mundo entre 1964 y 1990.</p>
<p class="m_292223651245182950x_MsoNormal">Pero Chevron, para desprestigiar esa decisión judicial y evadir su responsabilidad, alegó que, en ese juicio, los abogados de los demandantes habían falsificado los datos y presionado a los peritos científicos para encontrar contaminación donde no la había. Y presentó un recurso de casación ante la Corte Nacional de Justicia y también acudió al Tribunal de La Haya.</p>
<p class="m_292223651245182950x_MsoNormal">“Nosotros consideramos que este caso no es jurídico, sino político”, agregó. En 2013, Ecuador lanzó una campaña denominada “La mano sucia de Chevron”, para contrarrestar la arremetida de la empresa estadounidense contra el país.</p>
<p class="m_292223651245182950x_MsoNormal">Ecuador calcula que la petrolera contaminó cinco millones de metros cúbicos de tierra y que abrió unas mil piscinas y fosas en las que depositó 64 millones de litros de crudo y 71 millones de litros de residuos sin ningún tratamiento ambiental.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Política Exterior</b></p>
<p class="m_292223651245182950x_MsoNormal">Ecuador pertenece a la Alianza Bolivariana para los Pueblos de Nuestra América (ALBA), a la que se unió el 24 de junio de 2009.</p>
<p class="m_292223651245182950x_MsoNormal">Esa solidaridad quedó demostrada luego del devastador terremoto que golpeó a Haití en el año 2010, en el que Ecuador formó parte de la respuesta conjunta por parte de las naciones miembros del ALBA, contribuyendo con 20 millones de dólares y apoyo en las labores de reconstrucción de la nación caribeña.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Asilo a Julian Assange</b></p>
<p class="m_292223651245182950x_MsoNormal">El 16 de agosto de 2012, Ecuador le otorgó asilo diplomático al fundador de Wikileaks, Julian Assange. A pesar de la intensa presión por parte de los gobiernos europeos y estadounidense, Assange comenzó su estadía en la embajada de Ecuador en Londres en junio de 2012.</p>
<p class="m_292223651245182950x_MsoNormal"><b>Unasur</b></p>
<p class="m_292223651245182950x_MsoNormal">El pasado diciembre se inauguró en Ecuador la nueva sede de la Unión Suramericana de Naciones (Unasur), ubicado al lado del monumento a la Mitad del Mundo al norte de Quito.</p>
<p class="m_292223651245182950x_MsoNormal">“Unasur abarca una población de 400 millones 400 mil personas en un área de 17 millones de kilómetros cuadrados. De unirnos, podríamos convertirnos en la cuarta economía más grande del planeta con el seis por ciento del PIB mundial. Un tercio de las reservas de agua dulce en el globo y el primero en la producción de alimentos y reservas de hidrocarburos por los próximos 100 años”, apuntó Correa en el discurso inaugural.</p>
<p class="m_292223651245182950x_MsoNormal"><b>China</b></p>
<p class="m_292223651245182950x_MsoNormal">El presidente Correa visitó China en el 2015 convirtiéndose en el primer presidente ecuatoriano en hacer una visita oficial a ese país, marcando una nueva etapa en las relaciones entre ambas naciones. En su visita, Correa buscó fortalecer los proyectos de energías renovables al igual que la cooperación financiera,</p>
<p class="m_292223651245182950x_MsoNormal">China apoyará a Ecuador en el lanzamiento de un programa de desarrollo industrial en los sectores siderúrgico, metalúrgico y naval, para lo que Beijing empleará su experiencia en la producción de bienes de equipo, según informó la agencia oficial china Xinhua.</p>
<p class="m_292223651245182950x_MsoNormal">Como muy bien expresó una vez el Presidente Correa ante la pregunta qué es la Revolución Ciudadana “<i>Se trata del cambio radical, profundo y rápido de las estructuras injustas del país</i>”, no cabe más que felicitarlo y agradecerle por traer estabilidad, crecimiento, desarrollo e innovación a Ecuador y ser un ejemplo para América Latina ¡Misión cumplida Presidente!</p>
<p class="m_292223651245182950x_MsoNormal"><b>Autores:</b></p>
<p class="m_292223651245182950x_MsoNormal">Patricio Mery Bell</p>
<p class="m_292223651245182950x_MsoNormal">Jorge Molina Araneda</p>
<p class="m_292223651245182950x_MsoNormal"><b> </b></p>
<p class="m_292223651245182950x_MsoNormal"><b>Fuentes de información:</b></p>
<p class="m_292223651245182950x_MsoNormal">Cepal</p>
<p class="m_292223651245182950x_MsoNormal">Gobierno de Ecuador</p>
<p class="m_292223651245182950x_MsoNormal">Andes Info</p>
<p class="m_292223651245182950x_MsoNormal">TeleSur</p>
<p>El articulo <a rel="nofollow" href="https://piensachile.com/2017/05/23/frutos-lo-conocereis-legado-rafael-correa-ecuador-latinoamerica/">Por sus frutos lo conoceréis: El Legado de Rafael Correa a Ecuador y Latinoamérica</a> apareció primero en <a rel="nofollow" href="https://piensachile.com">piensaChile</a>.</p>
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