América Latina en el mapa del bienestar mundial
Como es bien sabido, América Latina es una región de ingresos medios y una alta desigualdad que está solo por detrás de la de algunos países del sur de África. De la combinación de ambas variables (ingreso y desigualdad), podemos obtener una buena aproximación al bienestar material de un país o región; en efecto, las cifras de pobreza dependen del cruce de ambas dimensiones. Si América Latina es una región de pobreza intermedia para los estándares internacionales, ello se debe a que, a pesar de su alta desigualdad, su ingreso per cápita es considerablemente mayor al de regiones altamente populosas del mundo, tales como el África subsahariana o el grueso de Asia.¿Qué combinaciones de pib per cápita y desigualdad podemos encontrar a escala mundial? Por un lado, los países desarrollados se caracterizan por tener elevado pib per cápita y desigualdad relativamente baja (mucho más en los países nórdicos que en Estados Unidos, cuya desigualdad hoy es similar a la de varios países latinoamericanos). Países petroleros de Oriente Medio (como Qatar, Kuwait o Arabia Saudita) tienen muy alto pib per cápita pero muy alta desigualdad. En tanto, los países europeos que pasaron por la órbita socialista tienen pib per cápita intermedios, aunque con niveles de desigualdad relativamente bajos (aun tras su etapa poscomunista); ello contrasta con los latinoamericanos, que si bien tienen ingresos per cápita similares a los ex-socialistas, presentan niveles de desigualdad notoriamente más altos. A modo de ejemplo, el ingreso per cápita de Serbia es similar al de Colombia, pero sus tasas de pobreza difieren sensiblemente: en el primero es de 42%, contra 55% en el segundo (tomando como referencia la línea de 10 dólares por día a paridad de poder adquisitivo1). Del mismo modo, Croacia y Chile tienen ingresos per cápita similares, pero la pobreza en un caso es de 23% y en el otro de 32%2. En tanto, países del sur de África (como Sudáfrica, Botswana o Namibia) tienen ingresos per cápita intermedios, pero la mayor desigualdad del mundo (con coeficientes de Gini mayores a 0,6); el resto del África subsahariana, si bien presenta coeficientes de Gini menores a los de estos últimos países, se caracteriza por tener muy bajos niveles de pib per cápita.
El gráfico 1 permite complementar lo señalado anteriormente, al mostrar una comparación internacional de tasas de pobreza, tomando como parámetro la línea internacional de 10 dólares por día a paridad de poder adquisitivo3. Con esa vara, América Latina supera el 50% de pobreza, cifra que en los países desarrollados ronda el 4%, pero que en el mundo en su conjunto supera el 65%, lo cual se explica por África y Asia.
En América Latina, Uruguay, Argentina, Chile, Panamá y Costa Rica son los países con los menores guarismos de pobreza (por debajo de 35%), lo cual se debe a que son, por un lado, los de mayores ingresos per cápita y, en el caso de Uruguay y Argentina, a distribuciones del ingreso relativamente más igualitarias que la media regional. Países como Perú o Brasil se encuentran en la franja de 45%-50% de pobreza, algo por debajo del promedio de la región, en tanto que Colombia, Ecuador, El Salvador, México, Honduras o Guatemala superan largamente el 50%.
Son varios los factores detrás de este fenómeno de disparidades intrarregionales en las cifras de pobreza. Hay uno que sobresale, dado que es la principal fuente de ingresos de los hogares latinoamericanos: el mercado laboral. A continuación procuraremos analizar algunos rasgos fundamentales del mercado de trabajo latinoamericano, que nos permitirán entender, por un lado, por qué las cifras de pobreza latinoamericanas son tanto más elevadas que las de los países desarrollados y, por otro, por qué hay tanta heterogeneidad dentro de la región.
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Radiografía del mercado laboral latinoamericano
Tasas de empleo. Una primera cuestión por analizar es si en los países latinoamericanos más desarrollados las tasas de empleo (número de ocupados por cada 100 personas) son más altas. Si la hipótesis fuera cierta, deberíamos encontrar que países como Argentina, Uruguay, Chile, Costa Rica o Panamá tienen las mayores tasas de empleo, y a la inversa para el resto de los centroamericanos o los andinos. Sin embargo, la relación no parece ser para nada lineal. Veamos más en detalle.
En primer lugar, la correlación entre el mayor desarrollo relativo y la tasa de empleo en adultos de entre 25 y 64 años es muy débil4: los países latinoamericanos donde esta tasa es más alta (por encima de 75%) son algunos de los Estados andinos (Perú, Bolivia, Ecuador y Colombia), Uruguay y Panamá. En Argentina y Chile, la tasa de empleo para población de 25 a 64 años es intermedia (algo por encima de 70%), en tanto que entre los países con bajas tasas de empleo (algo menores a 70%) coexisten algunos de bajos ingresos per cápita (como El Salvador, Honduras y Guatemala) y Costa Rica, que como hemos visto es de los latinoamericanos con menores niveles de pobreza.
Si nos focalizamos en la población joven (15-24 años) y mayor (65 años o más), podemos apreciar una correlación negativa entre desarrollo relativo y tasa de empleo. A modo de ejemplo: en Argentina, Uruguay, Chile, Costa Rica y Brasil los porcentajes de personas de la tercera edad que trabajan son los más bajos de la región (todos por debajo de 20%), lo cual se explica por una mayor cobertura de las pensiones. Lo contrario ocurre en países como Perú, Bolivia, Ecuador, Honduras y Guatemala. Del mismo modo, Argentina, Costa Rica y Chile son los tres países con la menor tasa de empleo de la región en jóvenes de 15 a 24 años (debajo de 35%). La razón estructural detrás de ese fenómeno es un mayor acceso a la educación secundaria y universitaria5. De acuerdo con la Comisión Económica para América Latina y el Caribe (Cepal), entre 2002 y 2015 la región en su conjunto experimentó una caída de la tasa de empleo en la franja de 15 a 24 años y en los mayores de 64, gracias a un incremento de la cobertura educativa y jubilatoria6. Ahora bien, lo anterior no debe interpretarse linealmente como que «siempre es mejor una menor tasa de empleo juvenil», pues en ciertas circunstancias un retraimiento de esa tasa puede deberse a un incremento del desempleo y no a un motivo positivo, como una mayor inversión en educación. En efecto, en Brasil la tasa de empleo juvenil cayó de 46% a 38% entre principios de 2013 y principios de 2017, a la par de un aumento de la tasa de desempleo juvenil, que trepó de 18% a 31% en el mismo periodo7. La dinámica brasileña muestra la yuxtaposición de una tendencia estructural (tasas de empleo de largo plazo según grupos etarios) con una coyuntural, asociada a su ciclo económico (de profunda crisis económica desde 2014), y la importancia de no leer indicadores tan linealmente.
Inserción ocupacional. Una segunda arista de estudio es analizar la calidad del empleo en cada uno de los países latinoamericanos. Para ello, en el gráfico 2 se descomponen los ocupados de distintos países latinoamericanos hacia el año 2015. Lo que podría definirse como núcleo formal abarca a los empleadores, asalariados en firmas de cinco o más ocupados, asalariados del sector público y cuentapropistas profesionales. La parte informal del mercado laboral se compone de asalariados en establecimientos de menos de cinco ocupados (se incluye aquí el servicio doméstico), cuentapropistas de baja calificación y trabajadores sin ingresos8. Los países están ordenados de mayor informalidad a mayor formalidad. Aquí sí es posible notar una clara correlación entre un mayor desarrollo relativo y la existencia de empleos de mayor calidad.
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u42mWb7amSoS+GWLqvJzq8JpUvJvauiURS8wZAAXwRyCT6WeTRLtWCLLMvphuVHP2ftIUkLPaCjc+rSVia8S5yDQdJWEjresf6edUvpno+ZVdUBWp1CYnHZyl9MbEksZ9Eh2BHD6PYoSrVEysDX0yz0wX7Ysz6pvTFsYSjna0vJpPFpAczC19MJMOzQgtfTHfmJ9l4RpftovlitD2EsJDEGkfB2sXwRcwdBuKBLwKZ1KMB4ocXZOmL6g/vefqibLeR2VgW0n9Rrg+Q5uuZb//F5PfcbIuqQPUY6ql+UTqOLE0p5vVI2vMvG1/Upn4x+ZMyM19U/+6S+mLSXSccoix9MeoicT0N5Mb9+Yx3SWS+vpjZvWW56xez+29eXFmy9UW5wl6cske9/2L6Xx++CFIBXwQRog+AxIgbXpCZL2b48E7pi+q3zrvKTj/JChOHmi8mNMEsri+Gsyyq2lFSbjnT/ovZ+mJCL66Y8Q0penEpUVR4JNbMqUve/PovZuaLWfdfTHqSZNh/UX1phr6Y2H8xtn9e8stESWpfzKj/ouwiiSNREs0j4/l05B6rcnt04k8Te/zi26OzvLfMu/9iJmd+ko1nd9nGlSVLX4zvNaTui4nnQ6oCoD0axANfBBGiYzaTROzY1cx8MW70TFxP6gx8UZ76Idn46G/iH3vz98UEkVpkX0x4QmfuiymPYTbjo7P1xfmPj07+kEsxQnMRx0dnphGZjo9OON9itEx9fLT6d7P2xWzGRyfddbrx0apzf8ZoU/zChMFG8rkaY6LJfFEug2yH8s0n+ajthPEuWd5bMvXFBY2PVgqx2mWb5amSzhfjbwIZjo+Ov/rksxrjXUAq4ItAJDo5TsyzITruNdlYS3VfjN52VedfTO2L8ROVRWqtYsUiduPpfTE+8jzMg8gDQJyTLNqXMTIfcrRBWZxxd371i6mKqvbMVp3DMsP5F7P2xbjIYBa6yHkiTfwbO1Om+gxwkaMt7iXuFFKf+i5bX0w3/6Jc7CTnWxpfzOy72ftiXCSdf1F112nmX8zo3EuMHQFuNvaiiHsfYPSSTtb8mlLcU4yPTphPJ8t7S8a+mP2Zn3zjqpdtdqdKwkke7TzTzIQVycZuLYUvRqc7TXb1KX+vzIdDgVwBvghE5Btc3C1VbnUq7WSns/RFIdmLBxKUS8UXk781RKwDiH9Hgv2VbVuVg7vjUfPFubiXMVh/4XolX/k4lx+6Uvqp5utO0X8xTVHV63hUjmHy45MwgjVbX3zl9XplzwTpzSspStIwwPGCEDc+WgrpfRvxppX0bTcp3u+iutNsfTFha/LAJml9lfMtnS9m9N2s+y9ude9Rvt8l+X9XVHed4mg30lzadwulHhshHvCMXrCU1BeTvpdI9a0z8dMEZndvydQX53PmJ9949pdtqlMlcf4pZcehNS7qq9j3teRvrfiFct7cbK4+xe4wXzdIAL4IBEFQ3oPi3hwqe6StyPfFF1n6YvyLTZXvFM7IF4W41zrbKzyB6EuJ5VfrWuwVLV9MfhXXBhSLqi8q3htLWrc1D48F41ptYgY4Z+uL6Yqq/j5AlWOYcHxi3q+9gPEuk3KdR8xbdBNeU6t8JW7MC7Jj3mSdxLRiVs53eajI5DvpTqGYnWbti8p38pLWbc3Dn/WIShQzZCf5+ZbOFzP57jzGu/x3pAZI/f3RKpdJ4rvLFW/rVjn3Uta6KQ64ypYjW0kxvGOWY84qflblOZCUhPcBZnNvyXy8yzzO/BQbz+KyVT1VEnscKidzEN89GHkFOZHvOj40GYxp787m6sP7AIEa8EUAgCAImcgWWCaWdYwqR7kMMBg20idkKd47YuozP4P/50SJNKTE1RoAIAjwRQCAhKmfmsZiGX1R9DAjDG6QOo0swbhdM5/50b7XGVQZSq1JUi9kAGKBLwIABEEw91PTYCyfL4rt0dHua3pG6va3+DZj2jNf2QM1A8+WGqMxkw5IDnwRACAIgomfmsZjWX2xoCHAJh2UrD+kKsbEySAXhmnPfPk15du8A2y6CuQl03FgFuCLAAAAAABADfgiAAAAAABQA74IAAAAAADUgC8CAAAAAAA14IsAAAAAAEAN+CIAAAAAAFADvggAAAAAANSALwIAAAAAADXgiwAAAAAAQA34IgAAAAAAUAO+CAAAAAAA1IAvAgAAAAAANeCLAAAAAABADfgiAAAAAABQA74IAAAAAADUgC8CAAAAAAA1NPBFkrAgEAgEAoFAILKN5dc2EdQvAgAAAAAANeCLAAAAAABADfgiAAAAAABQA74IAAAAAADUgC8CAAAAAAA14IsAAAAAAEAN+CIAAAAAAFADvggAAAAAANSALwIAAAAAADXgiwAAAAAAQA34IgAAAAAAUAO+CAAAAAAA1IAvAgAAAAAANeCLAAAAAABADfgiAAAAAABQA74IAAAAAADUgC8CAAAAAAA14IsAAAAAAEAN+CIAAAAAAFADvggAAAAAANSALwIAAAAAADXgiwAAAAAAQA34IpAgCQsCgUAgEAg9h1aSAF8EEhqehYsFUtADJkhBxtC5GLrwIkhBD5ggBRkT5AJfBNqDC0kPIAVdYehcDF14EaSgB0yQgowJcoEvAu3BhaQHkIKuMHQuhi68CFLQAyZIQcYEucAXgfbgQtIDSEFXGDoXQxdeBCnoAROkIGOCXOCLQHtwIekBpKArDJ2LoQsvghT0gAlSkDFBLvBFoD0kYXm9tm7RQ/OhZDqMC4MXDRSjo2Pziw6fP5ejsPBFBCJH4vbtO4jlCfgi0B74InwRvghfRCDmEZpbVO4EfBFoD3wRvghfhC8iEPMIzS0qdwK+aFBmOeZsp9sZLwTWbc3DHJ/222GWpqiAz+2wNtCh9KsvNfBF+CJ8Eb6IQMwjNLeo3An4opHhKBdhISsoThAEYZYbbnFZLaR1V2ByNoMvTwQq1pCrPcycIAiCwI8HqvLJgmYmnIE+ZrVyBmToi3Xvng3emZk416xTX7S6vAGGmwt2Om0JS/Mrjw+lWGRIXzz/0Sl3+b+RhIUkVjtrPF1n6aX3xeuXe4/VrFtFEhaS+NEv3f4LI6Na+WL7scadpettRe53ox/6ju2v2ZS3giQsJPHY+tLawye74IumimJ325/HZqR74NTImSZXZFFxne/PY2FBEATh+6mRQJOrRPvS5kxoblFpYupvg/6D5T98rffGdPTD8c/9ux3iPfnRLYep4W+0Lyd80eTE+KIgCGHGs5Ek1tbT0xl82Wi+6G6/NP29INxne47ozhcL3H5mMsR+xnCzwhzjXR2/gr0qMMkLSRcZ0hfPnqp56tGflr/ZdZY+/5H3lad+YC16s3tgiX3xyh9qntt5cmBkdPT65ff3PEOsesYdGFluX+xqOVJb9uy6TdvK1j9isZU2tsmLWtybflKy88ipDp/vWO0vniBWPFF6oAW+aJ4oqe5m7431N7lKCosbukfDghAaadtRWPhiocs3MvNwZqy/yVVSXNczOsPzt/r3Fmte4FwJzS0qZYx/QTX++oXdbx3c8gT5w4ODt2SD/Mq/9ennX6OuTd25PX7pxJYnyI0nhqe0Li180eTE++ID1leasS+GGc/GqC9qSga+uPfNnuB9QdCrL77udTtJYqOXCSeTwmIvc1cQTOOL9MferdYVW71/FOsUz3fVFpBEQa3//FL64uiV93c73rrASn9eOrnZTm5uvayBLx46fLKro72xbKXSF7verX3p6cqj7dKfx3c+u4p8dvcx+KJ5Yk/32LdDTS9Lf9b1TwkPp/r3FxaWVHeP8vxod7VYp/hy09AdQbgTXROxxKG5RaX2RWZw+Jvbt28ONj6n9MWp4RMvEC+dGP729u07t29P3+h97VGi0n/tH9oXGL5oZuJ9cZp2r42t9guxtK++QGwDzXd5KIaTm6qVvhhi6b4A1V7vPECH+DnGkycbxmoPMzfHUTsiwrEjwN1Rrixui+eG/VJnynyX5xybZb1jel881MfOcJ9fvvFQn74oRVJftDk8w6FJ+uMvk6qkEX2xz1ueR1p3tJ6XPjnXusNOPOps/Ghp6xeVwV44+lz+lpN/YZfbFyMR74ux0XG08iePb9h5rH0R9whf1FMUNw3d4//ev7essHBP99h3wsORtpekRS+1jTyUVFL7cuZCaG5R6ULdF+/cGjy4BvWL6YAvLhilL/Ic0+V2WKs6g6HI4lDQV2UvaAiwoWjvxqhNKnwxzNJUe32BTa5u5FlfUYyJCnOMJ0/sGZmwssBRLqnTZCjoq7ITtiJfMCthTOeLB1ouceEr77/RwxrPF627eicnaXdpiqpHI/riR42Fjyp98by/bt2y+uLI+bde2bDjvcusduNd1Hzx1KFKx5PFdcc6tJFF+OKSh+udoak7o90NxYUvFhbu7596qPTF4qahe/DFZQzNLSpbX7w99fmJjVZy/Wv+4W9uT33lf+1g7zVO60LCF02P6ItyFLg7KepjRhofzbO+ohh1E1ur5U/i2qNjuzOKVZXR0dMPWN8rik3FrhxmL0Z2KimRQjQzQd0X61qGpmeCPYf21hvPF/OrA2MhptmRsqnaiL74aWvN04oGaPpj71brMvni1V73zyK5PF9z8sKy919U98W2faU/ln/6TTuPov+i2eKltpGHkdvWzGh/0/bCwsq2kRlFA3RJdfcoD19cxtDcorL2xdt3pq59enjLEyTx+PPrHeWNZ4bHp5ds7/BFIBLTHs2H2XPeinySyK+mxnlBbETe6GXC8uqxtYbqvsiH6Aa7tClB4IOdxXsUw67jVpa+EmYvBsSqx8X0xbd72DvimGjj+WJBMxO61um0pe7aaERfpM+27vop8QPleBeSeLqm9dOl98WRC73/d2R0jL185o3NPyKJ/Jr3GT354qnD+z0tPn/7sX3lzz5GEo9vqm2BL5oqXEfamrYXFpbVdfznFC8I/Gh39S9dbVdmBF453kUQZkbaKrUvbW6E5haVvS9+M+x/4//zfzV1+5vhnsPlqyzk+sODRlBG+KKRie+/GDFCp4/lxbHSMb4ohOh6a4a+KAjhYW+BjXT6WF7gWV+Jmw5FNxQ3tppjutwOwuZwty+6L9a1DE2Hr3S56wzoi/nVgbF/0g32pCppYF+8eGHwk663dzlXWEjiBz8tb2xpfFkx/GVJfTEa13v3Pk6s2hAdAaMHX4xG2/5yG7HiyegIGPiiyUJZrbi96cyVKV4QBH5m7HxH/5hi+AtiyUNzi8rSF6fHBw8/r+iwODV84gXi8XL/X7UuJ3zR3CT4omSE0UEqa1zUhBC71C6ZXzpflNqvSzvZCdq9o5N9oNixcuXZSWqXXR4CLC5aNF880sPeT/KFh2zPXh36Ymkn+yAqhSnGnscMJzKqLyqjz1uev672vfOLv+WLMTWLfzir7LDIDjRtIOy/PHlJm/rFFvemmPl0Th2ue1PZYbH9SNWTxKr1O48vvyzCF5ckXE0ftrmLo5+I46C/7a/bHLvmnu6x+/eGvMWLuGuEamhuUeni697dTyt88eZg43PkFv81eYVb9MEfwhfTAF9cMIm+yFEuQjJCsa7RXkVNRnod8qyvKDrbTlpflHpAOl5/3VXsY2MGsChXjqtrDHY6F7c9Ohq6r1/c0cvNpahENFn9ohz02dZd65Zm8sVYX2Q++M0rRwf+ppheZ6dt5c4PriSfsnvJnezY7vWE0hdbaosclUc6Iit0vVtbsvKRktoWbabs1vwRbsKoPj0WGmqKzqq4p3vsO37sdHXMaiWutiv3MPni8obmFpUu/urf8ni8L8bXLzoPDt7QupzwRXMT74uzk9Que0EjLU6aI86qTeS7jg9xvMBzQ80Vax0NA5GRKROBijWKES0TgYo1JLEjwCmFUdqC1IsxinJlcWRMVWcwJISDAY/btcj9F+XYe+TcTV6Y1fH7XRroEC8Zc/zS0k72QYpFxvXFT7oatznL31yil7vE+uLXl0++Ytu8zz8wMjo6OjLQWrPOsfP9z7SaT6f9SNWThGVl9P0uvz+20/RMifoAACAASURBVLHy2VdeP3Kqw9fVcmT3prynfl77H5hPx0Sxv3/qfuTdLdub+kdnZq5315UpVtje1M9OiRN6a1/aHArNLSpNiKOhV8nvd5keHzz8PPFE+aFPr01JA18e3eq/ivl0VIEvLgye++L4NjshDYsOUFTA1+z10TFzH4bZC55tdslmtnmpyDDmmIqujV7KpxhnrezyyIfoBnvcO6ZjBmVv9DJhnht4o8BGEjaHm2LvDntXW0jCWU8FFR0n05DWF+t72IfKL+iuPTq2n6ggCFygMsUiM7RHn/3A21j7SvmuA94Pzi6NKSb44hh7OeD5zfMkYSGJVc/8pumDgRGV3o1LaGPtjWUrlYdUanRuP3agqiifJCwkseKJoqraI6c0MUX44pJFWV3bn8ZmpMnIxoZOR73Q1dTd/9no2JXz3dE3BCKWLTS3qNRxc7DxuZg7sNQMzV0bPPXqeitJWEjC8WrLwDUjyCJ8EeiCtL44v9DKyfQcS+d2S+2LWYWGrqaH0PwRjkAsW2huUbkT8EWgPfBF+CJ8Eb6IQMwjNLeo3An4ItAe+CJ8Eb4IX0Qg5hGaW1TuBHwRaI+GZ+FigRT0gAlSkDF0LoYuvAhS0AMmSEHGBLnAF4H24ELSA0hBVxg6F0MXXgQp6AETpCBjglzgi0B7cCHpAaSgKwydi6ELL4IU9IAJUpAxQS7wRaA9uJD0AFLQFYbOxdCFF0EKesAEKciYIBf4ItAeXEh6ACnoCkPnYujCiyAFPWCCFGRMkAt8EWgPLiQ9gBR0haFzMXThRZCCHjBBCjImyAW+CLQHF5IeQAq6wtC5GLrwIkhBD5ggBRkT5AJfBNqDC0kPIAVdYehcDF14EaSgB0yQgowJcoEvAu0hl2a+7qWO5Z9tGyGHfmYR13x27lwOzSeLRpg4NJ8fW29BwheB5pDwRQR8EQFfROgpNPczvQUJXwSaQy6NL9a928dMzAiCIAjf32EHuw7tzUlfzK/0BBguxPpKYz88x4Z5QRAEnmO63A7ty7n0vnj2A2/tVmd5ndf/yYJ8kf289+TeXz6284Mro8bwxY539v2v4iciP/2m/3XgWEdk0cmm10vXryQsJLHiiaKafcd82pcWvrgoUexu+/OYePsT+KmRM00uxdLiurb+kamHY6erNS+njkMbLZv626D/YPkPX+u9MZ24dOrap4e3OF7t/Rq+mAtMBCrWKB57a1zUhLhgjvHkKZ+IFRS3iLsNszRF9Xi22Vd7mLlF3O7isCS+eKiPvf/w/sRQ16G9de9euHmf56eHWtw55YvO+q5hLsReZDheCDOejZHPbQ7PcFgIsYEGB5Ff6bsaFmYnA7vs2hd46XyRPut/s3xt8W9bqPMLqVw8+8HbNcUbfnOgfvOPyMf29l43Rv1i2/7yHz5b8cYxX4fv1KHKDSuJxzbsPNbu83f4WveVPrXy2e2HTna1H6v7ed6Klc/t9nYsbWHgi8sSJdXd7L2x/iZXSWFxQ/doWBBCI207CgtLXE2Bkak7Y5f/a4oXHo60vaR9UfUbyy1k419Qjb9+YfdbB7c8Qf7w4OCtRJX8yr/1CZJ47uDgTfhirsCzviLCQjp9LB+3ZJp2ryWJtfX09BLsdiJQsYbMFV/ce+TcTZ6/2f+WWKfY2HXln4Lwzy+7GnPLFz2vOwhLnoeZi/HF0k72gXQSEhbS2kCHeCFE11s1L/AS+SJ9tqveueKZmtazC22MPvuHVv8no6NXe90/M44vdr1bW/bz2hbpz46jlT9ZQf6k6nCHv/1I1ZPE45ukRV3v1pasJNZVHunQusDwxYXHnu6xb4eaXpb+rOufEh5O9e8vLCxxNbU0uUoKX2obeQhfTBPL7ovM4PA3t2/fHGx8LpkvTo8PHn6esMAXcwyOchFJaxDFh/pGLxNegr3mlC8290/MCg/Znr3SJ/U97EPh4Z1Lv8slX5Qi3hedPpZX1meL59tEr2vNEhVAY188e6rmqUd/WnPq7AJlUW6PNpgvxkXbvtIfkyvL97X//thOB0k4dh77vbio/UjVk8Sq9TuPa11C+OIiR3HT0D3+7/17y6IfwhczCE2cLKUvjg8c3FjT0Vm/Br6YW6TxxR0BbimcLqd88XeX7jxU+mJd15V/wRfFT1wBLqb/g1ifbVZfpD/2brUSBbX+84sii4b3xWj9oiyOkUXHdq+HL5ovXO8MTd0Z7W4oVn4IX8wg9OSL3FV/zYvvfP7t4EH4Yo6RlS+GWdoXGY5g3ealGC6+FVuFEDvQ7LJaSMJir3i9tsC2YF+c5Zj36wtsUmEG2HCazzNiCXzxSA97X9EAvffIuZs8fFH8RDwHog3QpZ3sA/P6Yp+3PI+0ltXu2/pT8btPbW1c4HgXI/ti+5GqJ6X+iwm+2OLe9Ah80UTxUtvIw8hNdma0v2l73CL4onroxxenrvp/vfHw4Pj0LfhizpG5L4avdlasdbgpNswLPPfF8W12cbACzzF9VMDndhA7epiLzRX5JGGRxjfINil+t2GA4wUhzF7wbLPLriB+/YzHZRXbIvkwezFAnel0O/Miyz+mPvRW5NvdnwTpRodU2jmO2mGvoiZ5ceP5EdUQe2Q636AneYEPB/0ua3ZVpEvgi3vf7AneF3jleBdBuM/2HIEvkkSxl7krxIx3EYQ5xrta+6Iuvi8OvFe79gck8W/lje+dFUe9PPUD8qldrWfpXPTFjmM7n3ssMqglwRfbG8tWwhdNFK4jbU3bCwvL6jr+c4oXBH60u7pEWgRfzCB044s3Bhu3iGOi4Yu5h+iLKUOWrQesr1R2MkEQBD7Y6bRFPhENwBaxyUm6wakYK3OX8RRLQxkk4tqj491UHACRJy+fY7yrLfaCjc+LpaqgOIEPs58x3GxkuSdPGt89x1E7FFuept1urX2x7vXao10DwTu8IAj8/YnLgUt/Vwx/yXFftJAFbr9UTx1iA+29yuEvBolM9e58W43VQha+eVr65HxXbQG5sOZpw/riqUOVG1bm/aJWmjSnbV/pj8lHSmpbuqQV0B5t2qhsG5kRhDvRETDwxQxCJ744ddX/68ITw1N34Is5Sab1i4k9DkWDVFiasjKSo1yErcgX5IWI7bnpUHTjaXxRLFWcL5LWXYHJWX6S+m2DclMhlu4L+NyOyHxAPOsrIvJdHkq2yaxYGl9URnP/xHf/uvJ+3aJuVnNnyizEUyLWF5Xh9LG8ODBf86IugS+K9YtRXxS7Mz5d0/rpAnyR+eA3+Ubzxa6W/a888ciGysOnIp8kHe/y47L9bVoXFb644HA1fdjmVnRYfLlp6I4gfNtft1n6pPr0GObTSRca+eLXvbufVvjizcHG55LcA5NOuANfNCEZ+qJobDG+yIfoBruaL0aEL07+BGF+vhhrnALPDfvdTpJw1vvOKH1RatE+43FZLSThrPedzUocl9gX977ZE/zXYk++aBxfXFMZmBBS+mKxl/mH4SZfzMIXxf6LK7Z6/0hH6xejf87PFy+d3Gw3lC92tRzevv6R/J/X/ke74vMk8+koqxuNEJorhU6j+vRYaKipWP5kT/fYd7xydu66/ikBvpgmNPLFv/q3PJ5KB1G/mHtkVb8YM/xF9EWx0VnVF0N0vXUR6hdjjJMfD1TlkwXNjPheEI5ySb7Ih9m/0Ky0K54beKPAFiea6iylLx7tujR+Z2Jo0V/uYhxfFM+WB7Hvd7GQhIUsaOhlJ9hAg+Fe7pKNL9JnW3f9lFjt/O27pwfEiRhXb2o8vZBZu0fZC0efW0WuNMz7XdqP1f087/HIHN2KEMdKiy3UJw+UJV1H36G5Uug19vdP3Z8aCTS5SgoLtzf1j87MXO+ui86nU9w0dE8QeLzfRTW08cWpz09stJKrkr7fZfpG72uPEk/j/S65RBpflDssis/4/GpqPNIJ8QHrK430ShSXphA+saejsv+iOB422/6LSu2LFUqe9RVFazr3yC+qkWYdz+b9NEvii4fe6780cnMiOHTuvTeXRkY1d6a0kRc/Gl4cBG1zuNt76assc7bT7dS8kEvsixcvDF443dpQ/tQPSMJCrnDWvP3BAiZi/LS15umYkmxuPaa1M6WLltqixxMPoK20sc3nbz+2r/zZx0jCEv+eQIOE5kqh1yira/vT2Ix48w+PDZ1ucsWMdFEgzuOteYH1GMsuZAlNz1v81yJLbw0eXKNchPboHCH1+13ECsXo+134SaraaiGt25qHOV6Y5YZbXFZxGLKQIJdxPjc7Se2yExZ7hT8Y5oVwMOBxu2Lm05Fk1OW7Ghb4MEu9UeF8XmkYol8qtU+ss6zwB8NzYbbP697mULSMSzuSCpndK2rIJe+/mKO+aOKYd+3gwmN0dEwZmjtTLofmSoEwcWhSh6fnIOGLy0u274/mw+w5rzRdjsVe4QmIw1pjZj9RDjqxkIRciRidfJEsaKS5/w5UrCGVo1LCwYBUvWRzuKkg015EWMgCd2ffZ8xHO5IVcpYT59YhnPVU8J9igQsaAuzdMHuxR5yvR9wCrfn8i/BFkwd8EQFfRCxpaO5negsSvgg0h4QvIuCLCPgiQk+huZ/pLUj4ItAcEr6IgC8i4IsIPYXmfqa3IOGLQHNI+CICvoiALyL0FJr7md6ChC8CzdHwLFwskIIeMEEKMobOxdCFF0EKesAEKciYIBf4ItAeXEh6ACnoCkPnYujCiyAFPWCCFGRMkAt8EWgPLiQ9gBR0haFzMXThRZCCHjBBCjImyAW+CLQHF5IeQAq6wtC5GLrwIkhBD5ggBRkT5AJfBNqDC0kPIAVdYehcDF14EaSgB0yQgowJcoEvAu3BhaQHkIKuMHQuhi68CFLQAyZIQcYEucAXgfbgQtIDSEFXGDoXQxdeBCnoAROkIGOCXOCLQHtwIekBpKArDJ2LoQsvghT0gAlSkDFBLvBFoD1k9vN1L/8E0QhDB6byRiwwNJ8+GrH8ofkU2boKEr4INIeELyKWOOCLiAWG5u6CWP7QXNF0FSR8cZkIszTVXl9gizzA8l2eDz9mOF7rcmVNmKUpKuBzO6wNdGhxik/CFxFLHPBFxAJDc3dBLH9ormi6ChK+uPTMcsMtLqvFXuHpodmw+BnPMX3t9QU20uljjeeME4GKNeRqDzO3OJsj4YuIJQ74ImKBobm7IJY/NFc0XQUJX1xi+DDT7CAs9ipqMsELedZXVEFxC9xDmKV97iI3HVrgdrIAvogwWMAXEQsMzd0FsfyhuaLpKkj44tISHvYW2EjrrsDkbJKlHPXbhUsXR7kIS96iyVsmhBnPxqXyRXdLz///9/viAv4OO/Dem/DFJJFf6TnHhsX/gvBh9pzXlS8tsrq8A1I1Ns8N+91OrYuqi8hM+AZPN/577Bfzyr19mfri2Q/87l/YCAtJrHrmN8d6L1/XXHEWO3zH9tdsyltBEhaSWPFEUc2+Y774dTreeWPLeluR+13tS7vIobm7LH4Uu9v+PDYTuauP/dlXVywu2t8/9TDmHs2PdleXaF/gZY/ltLGpa7S/ccua3X03EpdO/W3gUIpF8EWzwIfoBjthsS9G5Z/i2Z/virqC6Iu2Il+QV6zKUB6X1UISFrKgIcDOd+c8x3S5HYSFJCz2iuYL0e3E+2LKsmUGGfXFvUfOjf9rYqjr0N7X3a39N2cEIcz2vA1fjI/VHmaW++K4y07YHA0DHC/wk4Fqq4Ukir3MXSEc7HU7SWtVZzAk8OO9VflLXh7dR8a++Ctn40fzqlw821rzjG2z5/zIKHv5vZ3rVtlKW70d2lvOYkZ7Y9mj68vfeKfd19VyePv6Rywrn9sdm6PPu/OFlYTFVtrYpnlpFzs0d5dFj5faRr6f+s+OurLCwu2eoVu88P2t/sbiwhcLC/f3T93sr9useQk1j2XxsOnx4TMHt7z0avP+8lWWNY30rfgVuKv+6keJpIvgi+bhAesrJYk1LmpCdbVZjvkkQH3orciXqgnlMSWyk3GUS6qkDAV9VXZJEPkwS3cqK5AqKI4fD1TlkwWNNDcrhIMBt5O07gpMPgizFwNUe32BLe8tauj4NjthIYl81/Ehjg+xVIODsJCEzeF+n+HketCJQMX6amqcF/hw0O+yWhRdLWN9MXnZsoCM+mJz/8TUl12N0p/vDt0RHt659Dv4Ynw4fcGgr0j6c209PS0I07R7Len0sbx41llI6T8q0n9atC+zprHUvnjeX7eOyKt5nxkdHRsdHb3y/k4bsanySIfmlrOY0eL+ebFccdhxuHIdSayLyfHkgbK8FSR80RhRUt39X6Pde6Q/i71D93jh3lBT8YvwRTmWyxf/PDw+ffsWffCHyaRwfODgeisJXzQ7YcazMQNfFARBmGM8eco1+WCn0xZ1sjB7UR5MPcd4V1tIueMjR7miXxTlQBQIQRC7SMpLOcpFyDWOottZSOu25mGOF2Y5utERUxUaYi9+ySkFkdgR4Oaif2ZStswgU/RfrOu68i/+H5daDsAX1SPPw8wJYcbjLPIFeenHspCERfqNuECl1iXUPJbYF8WG7H8/eflrseciO9C0gbCv33lcc8tZumjbX24jfly2vy3ySeu+0mc21Oz41Ur4ohGjsm1kRng40vbSi/BFOZZVyJL74o3Bxl/9uqPtQFKVhC+aCLGmJ6P6tnhfTD6mhJerCVP4YpzYxfZujOvpGKLrrQq3S6V6YZamznS6nSl9UaVsmUEm9cVD/+fLO/+8ea61Dv0X04Rcv7ixMjAhKH1RnPMIvpiFL5Y5qyudKywkYSFXOGve/uBsRl/8tLXmadK6o/d6ZLDL5dZfmtwX4+sX2727NzxZdfh3jWXwRSNGXP3irW+vXp2S+kdPXTnTtF37EmoRmvvi1FX/rwtPDH+bouoRvmgiIk2BcZPmiGYmPdHF6r10vih1JbQ53O2qvjhNu9cmPiyT++Ic412t+FOs0Yyq3izHvF9fYCML3J3qvqhStswg43xxL8XKna3v37zUdRS+qBbWBjrEi/0X8zzMnLIBWjzx4IuZ+uL5rtpiZ+3vzw5evHD2vcbyfyOJZ2paz87HF6/8oWalqX2x42jlT1ZE+y92HNv53DNl+1s72uGLhozipqF7cv/FYu9Q6Nshz/bCwhJXU//YDC/MXGlzYbzLsvvi1Ff+rb86OHgjZVM1fNFUiHV44iiEOERrjKikqi/OTlK77NGNTAQq1qjWL5Z2sg+SFEbdF2M3y09S1VabwzMcFgRBmOOoHSl8UbVsmUHG+eKh3/d0HX299sCJ3v+6wwsCf7P/rb3wxRSRXx0Y5+VBLQXNTJiPGe8inVqal1PjmM8Qlj8eL19hsZYf/3gevnj94/rHTOyLPu/OF1Y+8sJOrzg+uqtl/ytPimOi4YtGjOLG/lvf87f69xYnLi2p7h7lhe/G5J6OuRSa+uL0+ODhF8Qx0fBFrXa8vIg6ZZEGoCiJbf9V7b8YV9cYWxGYpP9ifjU1nqQFPJkvRjssxpRHFMSNXkacmEVsWE/qi6plywwy5fyLR3rY+4Lwz+gIGPhiTIiDoyNdUcVP5EFL4WDv8T7l8Jdcjvn44uBHjYWPkoVvns7QF1ds/eDKaA60R4uDo/N/Xvsf7eInHcd2PrdBapiGLxovtnuGbvEz17vrypKvUNc/JTyc6t+vdTk1CC19ceor/9Zfnxj+NplKwhdNS3RkiZeSB4bEDzrmWV8RYbFX+INhXggHAw3bHOtlX5ym3Wul6qJwMOBxuxRtvjzrKyLkikB5xsdt0iR8PMdQpzovTsu7iPqiOPwlrv+itEfJO12+q2EhxFLN9RXKbpETgYo1Ut841bJlCCn74qH3Pu1pUXRYbOy68k9BmLr07hvwxSRR0MyEH4gDlZKtYCvyBXmphjvXYz6+OPBe7dofZFa/mHS8y88UY0FMFCcPlOU9vr7ycEvkk7b95bYkx/zHJktfc3dZmihxtV2Z4W8NeVL2UCxuGrqH+sVliBt9ryrm07k1eHBNksvquYODN+GL5oYPsxcDPnfMc73A3Un10dFJDeV5bSxkQUMg+Fmn00YSznrfWYab5bmBNwpsJGFzuCn27rB3tYUknPVUMCwIAj9JNzhJwhJ1xDB7wbPNLu+FZsNSfWFk16sPB7oVf4oiGO1VuSPAzUU3W9AQYCcZz8bYvYux0cuE1cqWGaTsi2+dnwhf6XLLXtjcPzHLT5w/gv6LiVHQSHMPwkF/ZSodLGhmQmOYfFGMDATxQnfj1lcUs3OfP/3mphUZ9l9MNp/Oyp21LV2aW84ix8nDlc8+/kRx3bFUU0uiftFIUeLy/GWKD492NxTLHxY39k9eU8zOXba3/+88+i8uQ1zzl6eaNAf1i1rtGOgNMtoe/btLd767ww52Hdr7eu3Rrks379+/0f8u5tNJCGtVZzAUmaM7MWwOd4DlrvXi5S6RyLTD4tqX3a3U+cGL5z9697eFT0tjXzKujCTX7fng8vXRkUD9uvwtJ//SrrXiLHJ0/EdtcX7CHN2x0eLe9IhlJd7vYoQorusZnfkuMke3HCXV3ey9sT+11ZUVFpbVdfzn1EO12kdzx3La2NTwiRcIy6NJX+Jyo+/VVSkWwRdBTkFGffHAiR5m4r7YZj8zceV816H4kS7wxZQzNM0x3tXOel+ADgaZvvb6ApvW5dRRZNYG/cnva4ut4leeksQx8/br8x+9+8bmH5GEhSSer3k7cJk12fuju96tLVmZeGxXlu9r93f4pJpFxSK0R+s89nSPfZd4F3k40vaS652hqe8FQRAEfkYSR81Lq00sk4rdog/+UHntPF7u/2uKRWiPBrkNmXK8S8rQ3D8Qxor59F/MPqTBLpHQXHEQixiauwti+UPDyjwdBglfBJpDwhcRSxzwRcQCQ3N3QSx/aK5ougoSvgg0R8OzcLFACnrABCnIGDoXQxdeBCnoAROkIGOCXOCLQHtwIekBpKArDJ2LoQsvghT0gAlSkDFBLvBFoD24kPQAUtAVhs7F0IUXQQp6wAQpyJggF/gi0B5cSHoAKegKQ+di6MKLIAU9YIIUZEyQC3wRaA8uJD2AFHSFoXMxdOFFkIIeMEEKMibIBb4ItAcXkh5ACrrC0LkYuvAiSEEPmCAFGRPkAl8E2oMLSQ8gBV1h6FwMXXgRpKAHTJCCjAlygS8C7cGFpAeQgq4wdC6GLrwIUtADJkhBxgS5wBeB9pDZz9eNqbxNEMszh/biTsE9j9B8omn9h+bTMiNyJzSf9dq4QcIXgeaQ8MWcDM1dEL6ok9DcIRC5E5pbl3GDhC/mEmHGszHZk9tZ3zXM8Qvf/izHfPIxk/WWSPhiTobmLghf1Elo7hCI3AnNrcu4QcIXcw2e9RURFrKgmQnzgsCH2XPeinySsDk8w+EFbXiWoxsd89oOCV/MydDcBeGLOgnNHQKRO6G5dRk3SPhizsFRLsJCVlBc5APJIJ0+dv5VjLMc3egocPuzr1wUMvRFd0sgeOfhxPkjueKL+ZWec2xYPJx8mD3ndeUrV7C7PL0MNyf+dsaMRfC5Aaq17uWfEhaSsFgLd73t/2Q5fJH9vPftmmfELFb+ot4/OKJPX+x4Z9/O8vUrS2pbuiIf/v7YTkfsr/D4ptoW+KJeo6yu7U9jM+JN4PupkUCTqyThc35m7E9tdWVaF9Uwobl13b7NXRv0H9zieLX364RF0+PDfSd2V776Tt/w+LTW5YQvggRfFOYY72oLudrDzM1zkzzb1+yjI3KTNWR6XzzQcukfvCA8ZKn6HPHF1R5mlvviuMtO2BwNAxwv8JOBaquFJGwO9/sMN81e/JLjhTnGk6d5UecbC5a5s601z5BPbW30f3JhoMf7yr+RKzY3nr6wxL44euX93Rt+03phZHSU/eyDHc+ThKO+9yt9+eLJptdLNzxZtLXs2cfIleX72uVFvz+207l+53HNBRG+mFFUnx67N9rftL2wsKyu+/qMwM+M+FyFLxa+1Dby/dSVDndxYYnL85cpXuBv9e8t1rq0BglNleub4Z7D5RtfbW7c8ijx3MHBm/FL/a+9sOXtgWuc5moIXwSCIKSsX7S76ZD4J8cEPNvshKgm1LwtMHPItL54qI+9zws55YtOXzAo1x2uraenBWGadq8lCZvDfbi+wCb6fU774h+Pl6/IK/f2iX+e99etI36wrva980vri8wHv3nl6MDfpD8vt/6SsP/y5CWd+aJn35FTHb62faU/hi8aNkqqu9nQkLdY+nN//9RDYaq/rvDFwurTo6Onq6XPX24auiMId4aaXta6wMYIjX1xkBm/fefW4ME18b74zefv/PrR9YcH9VetCF/MYWJ9keeGmivyyYJGmpsVBIGfpKqtYoUWH2ap+gKbvYqa5Gc55pPAGY/LurZ+4Eu6wUkSa1wffcb0UYEzHpd1o5cJCwIfZi8GqDOdbmdM5WUGkGl88e0e9u705198/TCXfDE28jzMXNxwpVz3Rfpj71Yr8XRN66fSJ+fbaqwWsvDN00vrizHBDjRtWFlxcui6vnxRCviiiaLYO3Tvu1v9jcUJi15qG3kozIy0VWpfSCOE5tZ1O4kvTo8PHn6ecB4cvKF52eCLQIHki90MtYMkLJH2zVlBEKQaLGsDHRLrFB+wvlKS2BHg5gRBVJM1joK1JGEhiTUuaiIy4FpaQYhUVeZl2bJNqvpiXcvQdPhK1z6KzV1fVNYvRj7MdV8cPN3476TSFwfeq137g2X1xZH+o5s37Xz/M1af/ReT+2LR+l/+Yv0jFpKwkI+sL3u9qUVrWYQvZhDbPUPf3hvtqUvS6Iz6xexCc+tK5otf9+5+mtx4YnhK+7LBF4GCxP6LMmJHxuiiOY7aQRJi9aGkJmJ14yTV8AY9neiL4sYX0xfd7Zem77I9b7++N4d90dpAh/hI/8VI5LovXjzXusOubID+4/HyFctVv3j94/rHIoms23lyYMQgvthxuHLD+srDLT5/x8mjO4vySeKpsv2t8EUdR2XbyEzkThkemY4kVQAAIABJREFU6/e64lYo9g7d49F/MfPQ3LqS+OKNvldXWdbsbu7YLQ5Hsz6/24/xLkrgixqh4oshut6a+FxX+qJY0SWz1L64982e4L/EMdG564v51YFxnh/vrYoZHw1fvHD2VM1TP4gZ70JY7DVt55bBF0f+b+/AyOjo9cvUwV+utJArd35wZdQIvhgbLe5Nj1hWFrnfhS/qN7Y3tR1xFb5YXPfelanvBeG7se49iqVle/v/zvN/79+L8dGZhubWleiLU8MnXiAs5PrX/MPfiKNenieszzcOjGtdTvhizpO2fjHFxDpzjCcv4o4RltgX3e2Xpm9/2dX4eu76otiXNBT0VdnjFsEXB+mzfk9N4WqSsJBPbW1saVQOf1laX4zG1V73z0hiU3QEjIF80Xd857OryGd3H4MvGiFeaht5KPD3oiNgxMHR4dHuhsROjYhUobl1JfrircGDa4jHy/1/lVaY+vzERqsOm6dJ+GLOoeKLUv/FXYHJ2cRlmdQvLm7/xfoe9mGS1e+zPUdyxRcLmpnwA45udCQucvrYXJ9PJ8YdP/Zuta6t6xpYTFlM4osjg3/o/VzRYfFvF97aRBKvnLz8tf58saW26HE1X+w4WvmTFahf1Gtsb/qwVdlhsbhp6J7wcKp/v/SJyzcy893U0DvxLdQI1dDcum7fnr7R+9qj8fWLCl8UuzP+8ODgLc2LCl/MbVRn5+bDTLODsNgrmi+wIUGcW+e4/2KIFwQ+RDfYpWEuMuKAmHyX72pYEHhu6IT7F88v9ngXKXKwfrGgkeYehIP+yiSdBCykK8AJ8MVInD1Vs/ZXiz75YhJfvPKHmo1NF1jl9Dr5tt/84Yoe+y8e3/nsKoUv+rw7S36umJ273bt7wyNPof+iXmNP99i3ilEsJdXdozw/2l1dUlj4YqHrnaGp72aSj4BBqIXm1nX79j+u+SvJhP6Lj+7uuyH+OfX5iY3W6J+6CRK+mEvEvT86Tv5E5DcEWkjC5nD7aDYkCBOBijWKLyoaoMPBgNsZWZli2TMuwkIWuDv7snjTC5mJL751foIX+Nx5v4u1qjMYih/joghxvkw+x9/vMnjxwiB91v9meeG2xiV4uUsSXxy9dHLz//yl239hZHR0dOTCyZ3PrNvzwWVdzqfTcbTyJyvIRxTvd2lxb/pJcdX+d9p9/vZj+8qf/bE09kXr0NwhdBmb6/q/5aeunGnaXlhY4mrqH5sJSU3PxQ3do2GMcZlfaG5dt29/O/zOSyTxtOL9LjcGG53kqi2Hz/9tSpyIcVW1/6ruZu0m4YtAc0h1X9xLxTZL50J7tK3IF0zi28nfxDPHBXZoXWBNfPGTLu+bta9srTnwH11n6aWQxWS+eP1y77GadatIwkISz9e89YcLIylHumjni237Sn8cc7SlToqnDlVuWCl+kieJo+ayCF9MFcV1vj+Pif3F+Zmxoe6m7YWFL0oVjYk3h4cjbS9pX2b9h7bKdWvw4JqY22Cl/9o/bt++c3vqb4Mtrz5PWEjC8uiWw9TwN5rbIXwR6BEyk/rFjENzDUJkGEtkeEvsi1mH5jam/9DcIRC5E5pbl3GDhC8CzSHhizkZmrsgfFEnoblDIHInNLcu4wYJXwSaQ8IXczI0d0H4ok5Cc4dA5E5obl3GDRK+CDRHw7NwsUAKesAEKcgYOhdDF14EKegBE6QgY4Jc4ItAe3Ah6QGkoCsMnYuhCy+CFPSACVKQMUEu8EWgPbiQ9ABS0BWGzsXQhRdBCnrABCnImCAX+CLQHlxIegAp6ApD52LowosgBT1gghRkTJALfBFoDy4kPYAUdIWhczF04UWQgh4wQQoyJsgFvgi0BxeSHkAKusLQuRi68CJIQQ+YIAUZE+QCXwTagwtJDyAFXWHoXAxdeBGkoAdMkIKMCXKBLwLtwYWkB5CCrjB0LoYuvAhS0AMmSEHGBLnAF4H24ELSA0hBVxg6F0MXXgQp6AETpCBjglzgi0B7yEV9vwve+2LE0Pw9Ljp5SYzmr1pBpA3N31CCMEFo/rIWvN/FcIQZz8Zkj09nfdcwx2tduuWChC/mfGiudPBFRIahuWogTBCayx980ZDwrK+IsJAFzUyYFwQ+zJ7zVuSThM3hGQ5rXbblgYQv5nxornTwRUSGoblqIEwQmssffNGYcJSLsJAVFBf5QDJIp4/NjSpGMr0vvnHi0lTsl2YnzjXnhi/mV3rOsWHxVODD7DmvK1+5gt3l6WW4OfGcMWwsrbENUK2NO5zWrd4/0orPL5xufbOm8N/KvX3L5ovs5YDnN89LWa+r8fR+zprIF9uPHagqipycecVV+99pV67Q8c6+neXrV5bUtnRpXtSFhOaqoY8oq2v709iMeF/6fmok0OQqkRa5ms6MTPGCIAj8zNif2urKtC6qHmORZW7qb4Mtrz5PWEjC8uiWw9TwN/BFk5Lgi8Ic411tIVd7mDkNi7V8kBn5Infn0u9ysX5xtYeZ5b447rITNkfDAMcL/GSg2mohCZvD/T7DTbMXv+R4YY7x5Gle1AXEUrna2Q/erileV767pnA1ad3Rel78/JOut3c51778eo3TSjxd0/rpcvni1V6385cNZy6zY6Mj/Uc3/4hcWXFy6LpZfLFtX+n/XL9l37EOf8fJw5XPPkY+8sJOr6/D5+842fR66YYni7aWPfsYubJ8X7vmRYUvLjiqT4/dG+1v2l5YWFbXfX1G4GdGfK7CFwsLd7SNhPipv3hcJcV1PaMzPH+rf2+x1qXVXyyqyd0YbHSS61/zD39ze+q/el9zkKuq/Vc5+KIZSVG/aHfTIUEQhFmOeb++wEYSFtK6zTvApmmk5jmmy+0gLCRhsVc0X2BDyiUf++RFLV9ws1kUMvVmFw4JX1QJpy8YlOsO19bT04IwTbvXkoTN4T5cX2AT/18BX0zhi39o9X9yYfDT1pqnY3yx9Q9nBy+ea91hX1ZfZD7YUffBlVGprnGgaQOxasNbF1iT+GJLbXGZXHfYfqTqSWLFk5VH233+jpOefUdOdfja9pX+GL5oiiip7mZDQ95i6c/9/VMPhan+usIXi5uG7gnfjXXviaw2ygt3hppe1rrAuovFNLkbfa+uevrV3q/FP6eGT7xAWF945/Mp+KIJifVFnhtqrsgnCxppblYQ5jhqh72KmuQFIXy1syKfJEo72QeCMMsxnwTOeFzWtfUDX9INTpJY46ImBGEiULG+mhrnBT4c9Lusikbt8LC3YI3YJ5LnBt4QBZSwkAWHA/QfA9SH3or8PLFCM8zSFBXwuR3RCs7km41xlAqKE+Y4aodsOZk3ppPwxYwjz8PMxQ2Tgi+mjzhflGLZfTE2rn9c/5jlcffH103ii7HR3li20mIrbWyLfghfNGkUe4fufXerv7G4cHNd/7eC8G1/3WZxUXHT0D3h4VT/fu0LqbNYPI2bvtH72qPEcwcHb0qf3KIP/tBCbvFfgy+aEMkXuxlJtsR2RrHyjw+zn0X+LTqB6IXRPx0Fa0nCEvHFkNg6KQhCZPD1jgA3Jwh8iG6wS64pCJLYyX/Gb1ngg51Om6JBPOVmw0yzI1oVGtmyNHYnU8iMfHHyzuiNO1IvvjvswHtv5qIvKusXIx/CF43pi6arX4yJmPpFKeCLpoztnqFv74321BW/WFhY2TYyIzwcaXspsrSufwq+mCwWT+P+cc1fSSp9cerzExut8EWTkth/MQkhlu4L+NyOeF+02KuoSX52kmp4g56Orh5maepMp9sZETtREDd6GbE1O50vChOBijVJOlDGbzbRLKdpd3G9siQZQKb3xcauK7fvXPk/b9bWvX7o/UsTM4IQZnvezjlftDbQIT7SfzES8EVD+uLfLry1yVz9F5XRcbhyXbT/ohTwRZNFZdvIjPxsGOv3uhJ9sfr0GA9fTBKLqHG3Bg+uUTZA3+h7dRXqF82Kqi/y3LDf7SQJZ73vTDJfXBsrZ5HOjgXuzlix4yepaqvFXuEPhnmpyVvRZJzOF1NuNr7mMkTXF2c9rJvMdj6dt85P8AI/cf5IbvlifnVgnOfHe6tixkfDF43oi+xQ65aVP9py8i9mGh8tR7t394ZHHtuw81jM+Gj4otlie1PbEVfhi8V1712Z+l4QvhvrfjPeF19qG3kIX0wSi2ly4wMH11tjxrsQljWN9C34oglR8UV+PFCVH23e5ShXvC/KVYaCIEmhPHGjWIkoi12kZyRhIRPGu6j7ovpmhRBdbxWbpPkQffi31Hi2swCRWc+/+LtLdx4Kd4ZO5JAvioOjQ0FflT1uEXzRcL440n90c/4zO967zJpx/sWThyufffyJ4rpjHXGL4IumjZfaRh4K/L2hjo6RGYEf7a6OzK2D9ugUsagmNz0+fObglidIwkKuf81//vfK4S/wRXOh4osc5ZKGOAiCNG5apX4xrtH5AesrVYhdKOirskvDaOJR7b+ovllBEO4ynmLS2kDfvdZZ9U5WPRdFyGx90f3+lzN8btUvFjQz4Qcc3ehIXJQ49siAscTG1uctz0vwRfpj79blnU9HjK963Q7bZs/5kVEzztfduq/0qZXPbj90MnGSxZbaosfhi6aI7U0fttYpZsmJjGs5lGy8y8xIW6XWBdZdLLrMye54o/e1RzeeGJ5a/I2T8EXNUZudW6y6q/AHw3Nhts/r3qZojxYbgpWVguIn+S7f1bAQYqnm+oqNUbGbY7yrlQNTkpRBbK0WwsFAwzbHetkXVTcb/Xq+y72n2hecxxTjZBpfPNBy6eZNxezcdS1D03wu9V8saKS5B+Ggv9KabKkrwAnwRfX4qLHw0QRfHDzd+O/kcvviyPm3ymzr9nxw+XqiLBrfF08dqtywMu8Xtcd8yZYe3/nsKviiKWJP99i3illySqq7R3l+tLu6JMl8OsrqRkQklsoXxwcObqxZiskX4YuaE/f+aKX8icxGqpSc9VTwn6ITFDQE2L8GKtYoviiPPpmkG5yktM4k49lIEjaHm2LDvMBzXxzfFteUKQmiIAhCiKUapLqrgoZA8LNOp40knPW+sww3q7ZZEbE+0tpAh+bzRhoybf3iW+cnZv7O9LTU1dbVvXs2eOe+NPYlF3zRWtUZDMWPcVH+iG46JP+vw7CxtMY28F7t2h+QK+Le73K+q7aAJPKW8f0u1y+/v+eZhDEuZvFF37HaXzwRP8ZFER1HK3+ygnwE73cxQWyu6/+Wn7pypml7YWGJq6l/bCY02t1QXCjOrcMLM9e768oKXb6RGXGeHc0LrLtYiprF8WH/q1v+t39pXu4CX8wd+DBLdzY0NA9zsuKFmWYHYSuaV41g4vZDdENeisrLtJDp26OPvnfltlTO+5I4Ztnl0aC+mOIHSv4GoDkusGPpi2QsX/y0tebpmH0Vvnla6rmoLMC/N340uOS+eOUPNSsTc/9Zfe9VM/hii3vTI4nZ/bhsf5vUc1H5+bO7j2leYPjiAqK4zvfnMbGHEj8zNtTdtF2xSBz+IghCeOzPvjq83CVZLKrJfTPc6z/x2msHO/84PD69RLIIX8wdpmn32vjG6DnGu3qxfPEB6zsgz86TLWTW413mE5orEUIllrqGT9tIVZtorvrFXAnNVQNhglg6q4MvgoXBBzudtlhfFOsXi73M3UXYfoh+o4aanK94kvDFnA/NlQ6+iMgwNFcNhAlCc/mDL4JUiIOanfVdYoO0OJ/iGkfDALeg2kXxvS93Gc+ehXgnCV/M+dBc6eCLiAxDc9VAmCA0lz/4IkgNzzGUxxUZM2Gv8PTQbDj911QJ0fVWizgWZyGbIuGLOR+aKx18EZFhaK4aCBOE5vIHXwSGRMOzcLFACnrABCnIGDoXQxdeBCnoAROkIGOCXOCLQHtwIekBpKArDJ2LoQsvghT0gAlSkDFBLvBFoD24kPQAUtAVhs7F0IUXQQp6wAQpyJggF/gi0B5cSHoAKegKQ+di6MKLIAU9YIIUZEyQC3wRaA8uJD2AFHSFoXMxdOFFkIIeMEEKMibIBb4ItAcXkh5ACrrC0LkYuvAiSEEPmCAFGRPkAl8E2oMLSQ8gBV1h6FwMXXgRpKAHTJCCjAlygS8C7cGFpAeQgq4wdC6GLrwIUtADJkhBxgS5wBeB9pBLMF/38s84jTBfLPNk3ZjNG5NsIxCLFZivG5gQEr6I0GXAF00Tmj+8EYhlDviiGQmzNNVeX2CLPKVsDnd7oI9J92bnEEv3Baj2+oL19fT0IhaH55iPqTOdbidZQXGLuN3UkPBFhC4Dvmia0PzhjUAsc8AXTcYsN9zistocbh/NhuI+LPIF0xijMMdRO0hio5dZ6Iug4xFfDJ3KF/nxQFU+WdDMhNMVMDPITHzR3RII3nk4cf4IfDHryK/0nGOlH2uWY95X/OfEWd81LP3PJMxe8Ljs2pdWR5GZEV443bLHad3q/SM9X1+8fpk6+MvHdn5wZdQQvth+rHFn6XpbkfvdxKUnm2orS9YXVdUeOaV5OeGLyxbFdb4/j0mPIX7qypmm7ZFFZXVtfxqb4cUFI2eaXFoXNXciQwucuvbp4S2OV3u/hi/qGT7MNDsIm6NhIKEq8QHr25FBreGS+eIc412tK1880HLpH7wgPGSpevhituH0saFgr9tJEvmVvqth6cSzkITN4RkO85N0g5O0VnUGQwI/3luVr32BdROZ+OL5029uWmEhrTtaz8+zfpEdat2y0kI+trf3us7rF7tajtSWPbtu07ay9Y9YbKWNbfFLd2/6yYbyN95p19oO4YvLG3u6x6bH+r2uwheL63pGZ3hh5kqbq6SwsMTVdmVGCI/1e12FZXXd12eE72/1NxZrX+CciIx8ceor/9YnSOK5g4M34Ys6hg92Om2ktYEOJVoXH2Y/Y7jZtNuYYzx5y++Liw2Z1hcP9bH3eQG+OJ+wFfmu/ZNuiFQc7ujl5gQuUElYxHOPZ31F4iKnj+X5UHRNRCa+eLa15hmSWIgvftXrdpCEUXzx0OGTXR3tjWUr43yxq+Xw9vWPPFW2v1XrQsIXlz2qT4+FhpqKxT831/V/Kwjf9tdtLizc0z32HT92ulpcrdg7dI8X7slrIpY2MvDF6fHBw88TFvii3hGf03Y3HUq3YpilO91O8QFmr/AEFD0bE3wxxNK+SGtjvstDZSKdSVDzxUi/SecB2XR5btgvlTDfFW36zBQyjS++3cPenf78i68fwhcXHNYGOvRgMrDLTlhIV4AT5rjADsUiXlJJBGEh0/sifbZ117qiugPVT8/XF0dHevdtKG1qqf2ZEXwxEom+ePJAWd6qJ0oPtGheNviixvFy09Ad/lb/3uIXC6tPj/HCw5G2l6RFlW0jMxGV1Lyc5o/0vjg+cHBjTUdn/Rr4or4Rm5IteR5mTm01Phz0u6zOeioYFgSeG2quyCeJYi9zV9pKjC+Ggr4qe0FDgA1FOkFapFbjMEuLQ1hWNwaGWlxWC0lY7BUtX3APwiwl+WWB2y+bqOSL7fRAs7gyad3mHWDDgmJ0zupI0TnKZd0VmJyVCkBk0vMyBlLVF+tahqbDV7r2USx8caHhfIOeCAX9lVZL5NwLM56NkaWKqkcEYSHT+uLA6cai4lp/X2vNfH2R/cvJ0rKjA0yv29C+2PVubclKYl3lkQ7tywZf1DJKXJ6/TN273l1XVlj4YmFd/5Sg9MWXm4buwBeXLdL5H3fVX/PiO59/O3gQvqhzRF9Mp1Zim7XTx0ZWkloPI58ofZFnfUUxG3zA+koVu5gIVKwhCVE9RQ21kES+6/gQxws8N/BGgaJxXPRFeTBEOBhwO0libaRL5USgYk3UF8PsxXjRzK4hm1TxRXf7pem7bM/br++FLy4kYiuhAw2OJL5Y2sk+gC8qQ32YS3fjr9bVnDo7+Ol8ffH60MnKDe7AyOhVg/tiS23R4+TKosqakifEQ5dXshPjXXIsXmobeRh5TM2M9Te5SgrFj6IN0Hv+H3tv/9bEne///ymT63rrYtJmlS9nLb05rFtviumXFLOsbQ9I24PJggurX2uPfJmAN1eqqDRBVkXcQGii7S5WJmj5tsjNXH66pi2e2bIc142zHLrI0mGhXDamaCnMNd8fZpJMbrhRksxNXs/r+YOZmUzeL8wwD17v9+s1HaM/AC+mzcuUudz2/Of2+oGx6UngRdlrZflFhjDHHMMTJFblZea5KF5MUPsiwKVAb9GQx02TeF74PJzADaGX8dgXIK3a8Ox5zKmETwvSN7x86jFpvFh7rNP/PV8TDby4Khut9oMGTKM3N99i5vi/JeJ4cbuDCgIvir0UL3ZfqMzb7fiY7H9iXhz2Wrfu/2BoZETpvNh2yvLMWoTl7th7qpmveslZi3LePHzeLf1QgRfT5CJzQ3ODuajAhLcNTbEcx45eriiocg4HuKh6Fz7fKPloM8JLwt/XA7ZdfE008KICFJMpTKh5yp4Ty5RRnCfiRf7GH137EtUWJwbygpR9u+gln4xcnBejtkSfimUoN27g20Ymlxfx1pvT337lth0EXkyec+zUPMcGyLrn7NS88P/O74L56FgvnVzcXH2xd+DGk/LiXd95i+FkPz0yqnhebLWVZGnQ5v2NwgFt9ZZNSGbT05LfvDPI4rSiueHK8BTLcRwXHO35Y4+4/AWcYi+TXCw4Ozg1A7yoEAmZwshixARiCDMWM707TeJ54YnjuPxitpkYjxy7VFIwhhf5ty/Ni9FT28J75yaIffpIFOPesuxk8aK1k15IcPhDuvME8OKKbbS2nuIXLPLW42SAL3NJVO/C/4ki9Zjl4kV5sddZqU1wvL7SeX2FvHj3mvXpBGdYj1+7K39ebMZ3rInLL0Z4kV/O+LOSI07phwq8mHIXmRved/ILFnnzddBTPTUxR1ZcHmVnfA1vSD3gTPHi5HdvwLY1wW+8n747MAm8KFOF2uDxre8SH8L33OGrSSJbwlXVcesXNfpyYiJqseMiiw55Xox081lmPpqlXYX8+rbYU8XkGv3txiTOR4sM+cUndHE7PU7ieaGXukKXnxX1corupyNON4JX2K/7idcvhq20/GLj/i1Y3PrFNUXVzfwEdFu9ZZPopSws+c1bvS6q6KADPkekq2LF5VH2h9GOA9GHVTmHp6H5Yjq9fH30t5BfVJJCVcyY0erqDve+YRnqmquuwuVnhewdX8s8x7HMrdO79fk2UjiSTwqGiJBvox0pYfE1leVFmoHziBDhRb78JWb9Ymg6m+dF7e6mQYbl67LL9zUNhvv4iN/L5zvL2/0BLuj32nFzMtcvinyyd5zlWHi+y2M72+IdDzU80hlwLx2873eV6zFN6JvDV7WbHNR9dsJbkShtlrFeGS9edZTmoLWreb4L9cFvclGWcp7vcqL8WUyTFXm+i7v5yJsbsae37Drc2MY3Ynz6pb2NsuraLfnNW82u6ZkKP7vF7OgZDcyOdNaImyyaHT2j3/ANvaUfbcZ4Zbw4/XXXO09hz8PzXZQhlqGuxT8/mqRD6xADdLipTVRLRXGlQmiNY5Dut+8W+i1rdzuIUN0yP68teLuDcIle8lPY4bNlm4lxLkBajQcdQktFnQG/FOnjGHMqKijUVmM6A07Q9weFwmrCv/Ie4mhpXqwloqelYT768aw3N/ULT5uM6uWJMA3SmkN/BrBB+rrDDA93ifKKMoviH/XK56PFmUXRGeQ+H80vVYwMeN2WvafbXJ42l6vxSOWOnLUI06A1W0oONsitEaPkN28124Q7Pxud5X89z476OsIP/SsyN/yxx3d3dHigI/KEQHCavLLMouhyhvlokPyFVpJffExLjhpgFXhl+cVlvIL84kotOXUp15LfvMHgNHuF89ErNwJeBEkuBLwIlqWBF1VjyW/eYHCaDbwIUqEQ8CJYlgZeVI0lv3mDwWk28CJIhULAi2BZGnhRNZb85g0Gp9nAiyAVSsJvYbIEIchBKgghLEXHoujB84IQ5CAVhBCWCmIBXgRJL7iQ5CAIQVZSdCyKHjwvCEEOUkEIYakgFuBFkPSCC0kOghBkJUXHoujB84IQ5CAVhBCWCmIBXgRJL7iQ5CAIQVZSdCyKHjwvCEEOUkEIYakgFuBFkPSCC0kOghBkJUXHoujB84IQ5CAVhBCWCmIBXgRJL7iQ5CAIQVZSdCyKHjwvCEEOUkEIYakgFuBFkPSCC0kOghBkJUXHoujB84IQ5CAVhBCWCmIBXgRJL7iQ5CAIQVZSdCyKHjwvCEEOUkEIYakgFuBFkPRCq+vXnf42zmA5OylNttNsaNwtc0veexmsRCe9Y7a0RsCLIMmFgBfBybPk8Ae8qD5LTh5gJVpywgNezAyxDHX1D46yXP4WqC+zd16xm7X8HbG4nX6U8gEEaZIgOu279Rvs1HxqPwoBL4KTZ8nhD3hRfZacPMBKtOSEB7yYOZpniCqEZZuJcdE2yvHvKQe4kMa9ZdlIIl6sOXeVGp/lD2Bn/H3uU8CLIuda7NfpIMv/eIL0dYeZ/9Mi8d8SLO0qlH7MaXIKeK7/cktd6XM/QZgGrTVWvvdBdwp58e7nXY2Vm9YhTIOwdS/+prHr87tK5kVX45H9JZtzd1Q3Rza2nTn8a9NGTIMwTdbmNw+euCD1IIEXl7epxvXZaFD4hTI7+pkTNwm7Smqc/2d0luU4jmOnhq80mKUeqnycQnqb+tuA593Sn77T9fW0aDtzZ8Dz7i7D211/B17MNGUyLzb1jN8fv3npWHVNzbn+ew9Z7qG/83gt8KLgDXZqjrl12qzHdIa6Pobl2AlvhVaDsO0OapTE8yJHGl00Ox21Re1ONiyS3S37XsB+Xmq72D3Qf9lheQHbsMN2uTdFvHj3mjXntUPEl/TIyHCv/fUsja64xUcrkRcv1B98c8szJnPxlizsZyVHnKHtLYeLn0M5RXtPXGhr+121KReteXmvwyX1aIEXl7bFOXx/auhijemVAvMZ39SPHPvPntqSgoIis3NolguO9jjMBSU1HXdnuR8ne2ymlI8IqQlIAAAgAElEQVRHGU4JKY7dImz/+fL+k+/u2oh++u7AJL/9H4Od9aXb326y7XoK2/ruwD3gxUxTIl5Mq6TjxZO948EhN86/PHT25hTHTd08dwh4UbDR5feHU4Z5VnKa43goLG6n6S5zNhLtyqjkIko+L151lOZoS09f41/2XazO+wnKq3H3pYYXhz7cW/XhkPDyb/0ndyBsx6m+vymSF4/Ym10e55FSnZgXm/Eda9aH042tJ8qfxdY+aznVKv2AgReX8IGOkb92VBTxL00Nvgcc+8DnMBUc6Bj9gR29XMEfZnL4HrDcA1+DSfIBy8Kp4UVqYPAf3357b8C2NYoXB6ixb2cmB97NBl7MSMXzYoC+8RXDig5hGYoIr2s0HiIn2ATniRXLDHpwI8I0CMs1R6Y1Qx/R18SfUF92sDpfF82LAZp0WfN1ofcSFDO3+jjRMusXbe6h79hpXzMO89GJnWOn5rkgZd8euyvzkoso6bz48enStRp9pfO6sOXTlsrnEfYr20cDKeHFaN/tql2P/cLadVuBvCg4mhfd56qLotKNrbaSLA3avL9R6nECLz6GdzqHF7iFYefOisujLLcw7Nwp7LI4h2c57puemlelH6QMnBJeFBzDi4KBFzNWcbzI+ttfbQrTG8v4msqKrYQ/yHFc0O/FTYXOvltXCe8Vu1m73UEFOY4N0je8xJV23JgTpj6GMGv3eSfmOC7gd5XrMV2hyy8AY/B2e1keP7/JBel++249phHxYsDvKtfn13npAMfNMYPNZq0G5TdRQZZlqGvEHxxluXr8Ez9pM2AaVEYwK44TLcWLtccu/nlm9uuec0dh/eIiFucXxdtNDup+piUXUdJ58aNjRkzMi73u6vx08aKi84sJefH9xr0GJObFtlOWZ9YCLyrLkfxiTc8UJ+bFNxp8M8CLYQMvJkvAi8uK58Xo22GE3qZJPA8ZXXQoOThPnfktMc4JeaYqLyMcxxNDhBeD9A0qlKOcpxwbwmx3n7KbkLaODITTjVHz0SztKhTDJfeIdhWj8JZ5yrFBo8/fvo0fZzJ40dpJLwiHsA/HfW5Yv5jQ2joywIbWL0asL/dOZF5yESWdF3udlVqNaAL6qqM0J028SPef2rpOsesXE/Ii/1I0Ad2M71gD+UVl+Y0G34ywfnGnc3iBE01AH+gY/QF4MWzgxWQJeHFZxeUXA6Q1N8R9AdKqFVFgRLG8yDGEGYs/kk89tlrzdQLb8cCHk4HIMWJe5AfDpy1Dp+BzV6K3I+0+78QcO0H8tk58nmWEEvNi7TH3R+7jtQfxZq9/huU4drz3BPBirHMrvGMsO9ZVnhu9PUOTiyj56xe7WypfRFH1LhqkrWrpTeanJOLFu77zZbqssvM+RddHx61fPH+0JGdtVL0LptEV25xSjxN4cYU21fZMsuGilirncICLqnfh843Sj1MOBl5MloAXl1X8fDRDdYdyg4kpkFueF1mGcuMGTGfAW6N4McEJxbzInzaKF3lmXRw3Vyq0bP/FWoJe4LjZcAUM8CJvvjiaX1cQtUuPk4EEM9QZ4WTz4o3+7g/eqzRqMQ3Cfl5q+51NXP6SKl7ki6O37b30Ba3w/ouxvOhyN5+oLtn8NMI0KKdo76H/R1z+IltLTh5ysfmMb+qH2ZHOmnBFi7nhyvAUy3EcFxzt+WOPuPwl4w28mCwBLy6rJeujGcKMacTz0SEtzYtzE8Q+PWZyUPc5jhOIkAe+AGnVLptfjB6M+C3zlGNDQn5dXiiWF2uPua91ihcs4pe+mmW5Gd9ZyC+Knd9EBR8x/ILRKBe304/iZ6gzxMnnRbE/Pl26Nr/a05vc08YS4bDXuin39ZM9w4rv1x1X4BK/95ny+jbJxwm8uBJXOYcD7NSf7OaixAdUXB5lZ3wNb0g9Trk4lbz49679z8fx4vTXXe9AP53MVEJenGeIA2ZinGP97UZdov7MS69fjG6Rw5+E50X+3+L1i3z6MGr9okZfToRrsFnaVSgUWyQ3v1h74vpYcOhSjbi9Djs3fr0J1i9GnG8jmUdBv8cSC4U6g30wKKwulXqQUjiVvNjdUvl/J735YiwvDvecejX3xaqLn8ctW1QgL8YVuIh9/mjJM0b5N18EXiwoeKWgYI/dN8nO3u2oKVnkgCrn8DQ0XxQ7lbz4P55d6+N48V93PBYEvJiRSsiL0yReLNQ+U00GTIOEgmU2SN+4RjGsAAq5ZtftIMcGaeJQmXFbhBenSTwPacvb/QEu6PfacXN4PlpIPWr0ZR5/kI3sjcDlmLc8F2G55tM+huWrs0PF1Fz03PRjCsXPR5/zzbAzdN/FY9U1B49fujkefHiv/yz00wlbW97uDyTOIGr3dU3MCf8dko9TCqcKFrsv2kp/VWq7mPSHu0TxIv3FB1XbEta4KJMX2+otmxAWP+Psbj6xf8fmnXuV8HAX4MUCfm2i0KM70QFmR8/oN6M9Dni4i9gp5MWpL89u16J1Mc93+WbwzE6EPQ/Pd8kwRT8/Gml3O64QnXyDm8giwjmGuhTqhqgz4JeEbohBv1dor6gz4ISfai3ENCgfb79KMSzHMn2H8nX8Lvr+oGODBmFGoSmPqPkiyreRzP96y7Kj+iyGm+zwQyL4xZQxddyP3WAcxfMi3tz5538+5Hc//OdX1y8eW3x1o+SAknaLq9RFmqccG3IrvGMsxwbIOn3KhyFTJxvmyG7P72zVltLKow7PJymC0fCyxaFLe3XxQT1d23VXebzoPFIaHYthb+P7ba4L9dX7Laaikt/W1p93Sz5I4MUVueLyaILfOLPDzj3mhj/2+O6ODg90NOyRfpwyc2pg8d6AbWvU74ddnjvCykXx5Wbx3PkX8CJIbULL1rssackBBSwrpyq/mEovkUpUeH5RJZacPMBKdArzi1IYAS+CJBcCXgQnz5LDH/Ci+iw5eYCVaMkJD3gRpDYh4EVw8iw5/AEvqs+SkwdYiZac8IAXQWoTAl4EJ8+Swx/wovosOXmAlWjJCQ94EaQ2SfgtTJYgBDlIBSGEpehYFD14XhCCHKSCEMJSQSzAiyDpBReSHAQhyEqKjkXRg+cFIchBKgghLBXEArwIkl5wIclBEIKspOhYFD14XhCCHKSCEMJSQSzAiyDpBReSHAQhyEqKjkXRg+cFIchBKgghLBXEArwIkl5wIclBEIKspOhYFD14XhCCHKSCEMJSQSzAiyDpBReSHAQhyEqKjkXRg+cFIchBKgghLBXEArwIkl5wIclBEIKspOhYFD14XhCCHKSCEMJSQSzAiyDpBReSHAQhyEqKjkXRg+cFIchBKgghLBXEArwIkl5odf26oYk3OP2WvMX3Spp+S97mOsMteb9osDwteedt6NcNUqoQ8CJYaZacDoEX5W/JuQQsT0tOfsCLshDLUNeu2M1a/qaSa7b/odO+W8/fY4wumg3Q5FUv0WrN32IlpxOfIkiTLtwg3JaMVlc3xcwt9ZFBmiQIrws3aOvIAJu0SII0SRCd9t36DXZqPmlnTSgEvAhWmiWnQ+BF+VtyLgHL05KTH/CifDTuLctGWJWXiXDWPGX/ucBd8wxRhbDtDiqY4K3B2+1luSi/zksHOI5jmUEPbkRGF70MB457y7JR8sEuRaeNFVoJL+LNXv/MwnjvCeDF1TrXYr9OB/mv1BxDXbLm6yJ7tWaHl2Lm/e1GXcoGoAavAuyuOkpz4k+oLT19bXW8SH9+7Tz+2vrffDikHF5sbTxaXpgr/BByTOVHzrQKu9zNJ6pLNj/Nf2N3/PpoY5v0owVeXMYm3PnZ6Kzwez04+pmrxvRKQUFRRcdIgjsYO9JRUST9mKVw0klu6k5f834DwjQI21hquzI4Ng28qBQ9MS+yAbJOjxW3048im2hXEU4GVvKJaubFo803/8Vy3AJNWIEXV2mjiw74u3AjwnItrttBjg1STQZMg/JxDzURoL+gmDlunnJskHqc8vYqwO7Tlsr/qPb0RrZ8fLp0bX7Ulscz2e2xVxbkV9bXvJ6lWY9fu6sYXnQeLv73LbsON7Z52s7XWzY/jda8vNfhanN52s4fLclZv8VS3+xyNVa/thF7+qW9ja2pHQzw4mq90zn849R/t9WUFBTssfsmWe7HyR6bqeCVnc6h+z6HKXLkgY7Rhw+itmSWk0xyY33vblm/bb9ncGx66g7xX1u0T73luT0FvKgMJeBFseYpe05iXgxS9u2xfBakb1DMctPMid6YBMmGF49fpR+yHPBiEqwrdN35jqwT1khgVV3MPMd4LZgG5R904EbhLxngxeW8uvziG7aPBkIve93V+atLLpLdHpe7mxy5e836tLJ4sbnaVFLd7OZftp4ofxZb+6zlVKurrd6yCa0pCu1qri5cj54pr1dailFyLkmviyo6/jrScUB4aXL4HrDcA1+Dqaii4+5kz5HwkaYG34MMTi4WJJkXp7/ueuepde90fc3nFL8ZPLMTYTvPDn4DvKgIxfFiNPMtzouPaFfxEqDJsQzlFpY26sua+ulw2jHCi/OUPSd8V9tgp+b5dKYAB/yZhWluTIOwXHNkapJXgO5r4tdf6ssOVufronkxQJOu0PRlrtlOLLO2cmVCy/Die530/ekvb/19AXgx2dbWkYFHE959+shG4MUVeTUTx1FebXIxYgXyYrRbbSVZGl2xzek6vXfzOrR5f6Owq63esglhhr2N70s/SODFldriHJ7lFoadO2O2Z3pysSDJvPj3rv3Po5++OzApbJkceDcbW1/q+R/gRUUolhdZ2vW6CLoW50WOpV2FmEZfZu8krpJ0zCz0uLdsSwUxxnJs0O8xazWidY1R+UX+JKiMYMSfqN3nnZjjOI5jCLPw74DfVa7HdIUuf+g0t9vL8gx1fQzLcUG6n6/UifBiwO8q1wtrK+eYwWazVoPym6ggyzLUNeIPjrJcPf6Jn7QZoj99WaElebGm2TcdHHIfJmjgxSTbeIgcD/g9Fq14I/DiipwkXuxuqXxx9SsX1cGLkfxiBBz5Xe837jUALyrMkfyieHuR2Tk0m9nJxYIk8+L/eHatF/Pi1ODZl4EXlSOeF6PuLjkr40WOm2OoTyIl1ZgGaXc7+uggx3FcgL7xFSMGxAiSxsxHT5N4HoqUSz+iXW+KoFCU7OSxQGC7+5TdhKKKrKPmo1naVSiGSyEbGtoyTzk2aPT527fxw04WL+KtN6fv053vHawFXkyixV+/AO2tM8TsAl5czknhxd7Lx3YkKbmofF7k56Bf3utwtcXyovtcdVEW8KKibGrwPQitX4xsN9l6Jn/I8ORiQZJ58d6AbatoAnr66653ngJeVI5i8otsgKx7bqW8KBYbpK87ynJRdAUMF6RJ4ko7blycF/m6mdwKYozlOI71t5sOCMnFqJPf8BKt1nydwHY88EXV1oh5MUGZTlQikycM7T7vxBw7Qfy2btkanYjQorxYe6zT/z1fEw28mEwbrfaDBkyjNzffYuZC6M/vAl5ckeWWXFQ6L7Y69r+0JlTUEsuLHueRUh3wooJssvVM/shO9tRCcjGRk4px02MD9dswrbjeBWFb3x24B7yoCMXNRzPU/7ei9YsJNE/Zc7BsMzEeaX2Sj7cvw4scFxx05Ov4CevYCmthEaTOgLdG8SJDmKPzoNG8yGc0o4cdIK1azeK4uVKhxXgRb705/e1XbttB4MWUOcdOzQt/YPBbgBdX5CQkFz01m7CkJReVzYvn6y2b12801QhNc1ptJVmarEL8nHAAzEcry3vsvkl29m5HTUnUdpPD92ABkosFye+n84/BzvrSdRqEabftf7/P87ao/AV4Ue564vpoNkj/KWbZYpgX2QmiQqsz2AeDHBfK9i3Oi0LGqLidHifxKlF6cm6C2KfHTA7qfmSoPPAFSKt22fwiT64hid8yTzk2xODmSoUW4UVrJ72Q4PCHdOcJ4MUntdHaekq8YFGPkwFunvGGi6KK2+lHwIvLetV4d9VRmqMtPNbRlxxY7B+4MTL0YaXC+unwbjlc/FzW5j3Hz7tDWxLVu2SVHm6VfKjAi8uaTyJO+ux7YrZXdIyw7D97aktS87lKctJJTuS/d+3f9PKZL6dScHIEvJgCJeTFcW/ZAX7L4rw4zxAHooCMxz7tPu/EbPR0cEwldYJ+OvxyQ8PBg2aTuN13dIsc1t9uDOUX+X+L1y/y6cPoMhp9OTHBij8iT3hQTSryi2JDfjE55v+EyAu91BW6/Cwr7s5d1cXMAy8u69WxHdndsu8FLKfUcTVZsNg/cGPk85bXMcXx4oXjlpeycl6rbnSJNibopyNKNyrGknNJ2l1ktv9pig2OdNTFJhHNruFZlh29XCH9IKV3ymBxemyg/uXUNF8EXkyREvFigLTmihN1eYmeBzjPEFVRBS5EnQEzHiIn2NCSRLPrdpAL0ESTtUxc7zLuLctGMc8DZMe85bkovIpREF8KU97uD3BBv9eOm8Pz0ULqUaMv8/iDbGRvBC6FE5pP+xiWYxlfU7iYmouem35MoZXw4snecZZj4fkuq3W2xTseaqikM+BeOnjf7yoX1VfVkQGWY+H5Lst4VWzXd9lWuAHl1biTl1zsH7hB9zW8hGl0Snq+i6ux+rWN4R7dIvO10htNNY1t7uYjbyY8Rv6WnEvSbFNN58jsD7E1LgWvFBSU1Pb8k+VmfA1vSD5IOTg1sPiPQc//W7rfk6KHuwAvJl/Rz4/mO+P8wVGWizA+UcevAhT2xs3exhRH6wy4KzI9zU6QdUaEaVB+nZeeoOzbEaYz4AR9f1CUChKnLdkAWaePe6g0y/QdytdFv9doJfwCoYaaL6J8G8n8r7csO6rPYrjJDqZB2t0Ogl+VKW7xqImds16B0NK8WEtET0vDfPSqrDeHO3eyQZpsFzpxahI8c4jv4w1O5FWAXX+H7VUt9pNN1Rd7kwWLvc7KqKZI+tfP31QALzbjO9bE/2x/VnLE2eZyNR4q28LvjXpOoJIsOZek1wc6Rn+I//W+MOz8j9qeSZaL662TuU4yyY3d6vI0/df++ve7bo2lhhSBF0FyEVpJfvExLTlPgNXtJOYFk+WRUFpxRDH5RZVbci4By9OpQ7qUGgEvgiQXAl4EK82S0yHwovwtOZeA5WnJyQ94EaRUIeBFsNIsOR0CL8rfknMJWJ6WnPyAF0FKFQJeBCvNktMh8KL8LTmXgOVpyckPeBGkVEn4LUyWIAQ5SAUhhKXoWBQ9eF4QghykghDCUkEswIsg6QUXkhwEIchKio5F0YPnBSHIQSoIISwVxAK8CJJecCHJQRCCrKToWBQ9eF4QghykghDCUkEswIsg6QUXkhwEIchKio5F0YPnBSHIQSoIISwVxAK8CJJecCHJQRCCrKToWBQ9eF4QghykghDCUkEswIsg6QUXkhwEIchKio5F0YPnBSHIQSoIISwVxAK8CJJecCHJQRCCrKToWBQ9eF4QghykghDCUkEswIsg6QUXkhwEIchKio5F0YPnBSHIQSoIISwVxAK8CJJecCHJQRCCrKToWBQ9eF4QghykghDCUkEswIsg6YVW93yXpD+6A5yxlvwZLbJy/ANjFrPkT1KB57WAwUkxPN8FJGsh4EWwPCw5osnKwIvAi+BMcybz4ri3LDvRjcFodQ8ybLI/jWWoq63WfF38J+rL7J1XqeR/oiqEgBfB8rDkiCYrAy8CL4IzzZnMixzHcSztKsQ0KL+JCrIcN8dQl6z5OoTpCl3+FPDbPENUISzbTIyHtswxVHc7bkSYRl/m8QeT+5lzE8Q+PWZyUPeTd2S6hRLyIt7c+ed/PuSPYGfovovHgBeXd67Ffp0WvmPhrzq/S/Q3UpDut5v10o9Wdk43k/URLbYqo/Ytx8dk3N7+y80HFtmVbl6kP/faf7NN+CltqrR3fUmnkRdbG217i7foCvFzkS1HywtzhfHkmMqPnGkFXlSsTTWuz0aDwm/6qaErDXtCu4rMDT2js/zvrB+nhr0N5iLJR6t6iwCRuTPgeXeX4e2uv2cQL3IMYcY0qIxgQhsEghRtSZ7ieZHXfcpuQphGX05MJJMY1cqLtSeuj30/7nMfrz2It/Tcm+W4IN35HvDiMja66IC/CzciLNfiuh3k2CDVZMA0CNMZ7INBdoKsMyJtebs/wLFjXeW5KR+P0pw+Guv+4L1K06bS/ZUFG5C2qqU39oDey8d2rNUk3JV2XrzdhRtfr7vyOT06Mtxz6tV/Q1ll5313U8+L7uYT1SWbN+3YXbJljUZXbHMK252Hi/99y67DjW2etvP1ls1PozUv73W4gBeV6QMdo9OjPQ5zwSumms6RWZabHXKaiwoKXjHV9kyywZGOOlNBkdn+pymWfeBzmKQfsMr97bcz3377j8HO+tLtbzfZdj2FbX134F5G82KCLUnTYrzIcQHSqtUgrLidfpT8j1WyUAJebOoZn/rKbRNenvPNcAszN38PvLikdYWuO9+RdaHEYVUXM88xXgumQdo6MsAKfyZhGmR00SwbiBwJFpxGXvywxfNJ/8CnLZXPJ4LC7pbKFxEmE16kPqiq+WBoRMg19jW8hK176WQ/nQ5ePF5/3t3WaivJEvNic7WppLrZLeQaT5Q/i6191nIqDSlGye/lKnTF5dGAr8HEv3y1pucbjvump+bVgoI3Gnwz3IPwrgMdoz9wUz01kg9Y7RZ4cYAa+3ZmcuDd7MzkxRw7NR/awNKuQiy3ghgLZfrmGIpwlPHpFqOV8Aef/MMW50VumsTzRLsCNOkKTRfmmu0Excw95mexQfqGl7jSjr9pJacf/0hx1DpDXR/DchzLUG7cgGkQptGXNfXTgRWNgxn04MZQIOH50JUKLbd+scY99D37r5vNR4EXH8PaOjLwaMK7T49pkNnLcPOMt0q0ixVQEixy2pksIS+S3S37NhXWHK1IiJLp58Vo371mfVqzHr92N23rF2N58XH2Ai8qyW80+GbYyZ5a0ytxvGhxDgchv5gGixcsAi9yXPB2e9l2s+t2CAr5iVrjIXKC5QI0UWfAciuIv/jJq94rdrN2u2OQvnV6t5CJycc9y1StLMGL/C5+JAG/q1yfX+elAxw3xww2m7X8Csv7NHnV68IN2PZTxCdNPMxpdzcNMmzQ7xWYLLwQLUCTRDtuRNh2BzXDUJ94iVZrfq75yhehAesM+CWKmYs+MshxHMcyt06XF+IEHWQ5Pmqji2bHvWVbKogxlmODfo9Zq0FGFz3PUFcJrws3YFWd1I2mMFWHF8MxhFm7zzsxx/FBPf7CULQ0Lx7/41cz39273lID6xcfw8ZD5HjA77FoNaGvXJCybw/tFaUewSLLghf7LtsKTdWeq4ukHiXmxTTmF1dEhJBfVIuLzPY/TT2421FTwm8xNfgecOzsaE+DuchU+8kI3VljknyQ6jfwImHGNDknWy8YdQgLF76EFCCtWo0eJ4VMGutvN+pQGcGEyM9QdkqgOqF6YOkJ5WV5UVfo8s/TrsIornpEu4pDJTjCYQYe5oK328tyEabRlzXfYuY4fgkalhdKE/IHCxQ4T9lzMA0KYyhpM2Dh0MRH8nORokDmKUclwXAB+sZXIRzm8aLKy8yH/h0aUswYgvSNMEPPU44Njz3RjxbjxVqCXggd9PDeTfcp4MUVOPQnAcdxXID21hkS8GJxO/0IeDHeMuDF/g7bf2yqvNC96FS1tLz4t/6TO9K1fnElvNhWb9kE6xeV7p3O4dBvegEQCwpeKSgoqWn77ymW49iHs7OTw1cazFKPMxMMvCjkF+cmiAqtBgmpREHzlD0nCu/GvWXZaIOdmo9CMY7jQpi1dP5sCV7koTDPSjJxZxaX4MR8Lv+hkRNGDzj6YIYwx8didNFszJHTJJ6HNohm6GMUpEniSjtuDPEi/17+3+EfaczPgZ/ybrXm65LGi8ff73SfOlh99GzXX2dYjmPv9ZysBV5czkar/aAB0+jNzbeYOf5bF8eL2x1UEHgx3tLzYveFyrzdjo/JxZc2SsmLtK9lV9a/7Tr/p3TWRy/Bi62O/S+tefqlvY1QH61kF5kbmhvMRQUmvG1oiuU4dvRyRcErBWZHz8idntqSAnPDleEplmNnh12AjKk28GJ4PjpULirMn3IhGou7cyTmxQRLIeO03PpF7T7vxAxl3x57Zr4aJgEv8oAYecnSrsLH4kWBC8VHireLFcqh5uPty/Ni6OcgLHnUGfDWJPNixCc66Ycc912kAgZ4cQXmv/MBsu45OzUv/LnC74L56MSWmhf7O2z/sbn6Ym9ClJScF4d7Tr2a+2LVxc/p9PZfXIwXz9dbNq/faKppbEsHLAIvpsN8pvGBr8FU5Ry+L1qw+EaDbyZUCiP1IFVt4EUx5MX2tZmn7DmLpAxjQC10qrwli0sW5UV2gqgQJr4THROZFl+GF6OhcBW8GDexzk4QFVqdwT4YjJx5WV6MadMz7i3LTgIvHr/4aWezaMGizT30HcdN3Tx3CHhxcRutraf4BYu8ha+TtyphvYuwegEsctqZ7KqjNCcChb3OSm2CUekrndel58W/dOEG3av23uGRdPfrbsZ3rInnxZbDxc9lbd5z/Lw7PbAIvJgCF5kb3neGFiwWFLxSYHL4HrDcVE/NTufwwsJUz5Hwrp3O4QXgxdRbxIvTX3e9k/H9dIKDjnyd0JGOC4FaoraIcbw4N0Hs08csf4x7U2Je5Jch5ttIZo4LzT6LP5SlXYUCiSbkxQikLjEfHZ165BbnRfFyyZiRhz+XP4ZnRPG/Iz/SHDs1H5OqjKz+fAyheF482TseHHLj4vY6c+x47wlYv7iUi9vpcRLPC73UFbr8LP8/kqCfjjjdCBacdib7yFbw1CJJRFnlF4d7T5boNh344PO78bCYcl5s3L8Fi+HFC8ctL2XlvFbdmI5li8CLKXNRRQcdEFc9V1weZX8Y7ThQsNM5vMDG5hdDrRnBqbOIF/91x2NBmcaLwm1SWMbHcZEmxvxCRj7jGHyVcqsAACAASURBVG4EM8dQRJPLFwilHkMlxnPMYLN5Q3m7P8BxHMeOectzhb4kUeJvw2JoC9Bkh6MsN1SGwkXejuWaT/sYlmMZX1NZntDRRjhDmNtiAZRPC4XSpVF743Kl8bwYOo8AzaHmQUGavDro76vTY7lm1+0gF6CJJmtZTL2LKB8Z4UV+kr283R/ggn6vHTcnZz769zdnfpihB9zHaw9Wn3LfvPfw4dc956CfztLOtnjHQ72NdAbcSwfv+13lekwTKk7iC9hNDuo+O+GtSJTKynCnm8n6Llbn/QStTfgQl6uO0pxFdqWZF+9+funAi3E1Lul7vsuJ8mcxTVbk+S6uxurXNqarxgV4MbWu6Zlip4RaFrOjZzQwO8LXQVc5hwMcOzXUhpuEwpcfJ3ts0E8n1Rbx4jeDZ3Yi7PnMeb5LzPOjI70PQ/dRfkuA7msyC7dPo9VF8h0E+UyeIZ9P2ER3FhR4MbwOUtgqtKGJuQ/l4+3EjdiuhEG63x5q06Pd7SD4GuOoAefYOy6Lx19GMOEiaEyDyo7bEz8dO5RM5XNLcXt51hQ1TQz1CRIKn/kK6wmhJvrAbkPcDzCSqdpgvzXed4jP1+IEfX/QsUHzuD0sUQJePHq2kxp/yP/EZseHet3HE1S6AC/GWG8Ot8xkgzTZHv7/xTRIa24SOiCxQfq6wwwPd0ngNNLYpy2Vz0d9esGxy4vskng+eujDyqz4n9UvrF23U86LrbaSqI9et2XvaX56Om48Pys54gReVJ5NuPOz0Vn+TjA76usQFUFH7/rMiQMspsGilYvi68viufMvpHZeXJUSrF8EpUBo+XqXpSw5ZIBVY6kyefL0YtnEdM9Hy8aS38vB4FRbXO8SYwS8uLj40mngxZQLAS+C5WHJEU1WBl4EXgRnmoEXn0yJ+umAUiAEvAiWhyVHNFkZeBF4EZxpBl58MvG8uHT3HFAShIAXwfKw5IgmKwMvAi+CM83Ai0+gmLqTJRp0g1YrCb+FyRKEIAepIISwFB2LogfPC0KQg1QQQlgqiAV4ESS94EKSgyAEWUnRsSh68LwgBDlIBSGEpYJYgBdB0gsuJDkIQpCVFB2LogfPC0KQg1QQQlgqiAV4ESS94EKSgyAEWUnRsSh68LwgBDlIBSGEpYJYgBdB0gsuJDkIQpCVFB2LogfPC0KQg1QQQlgqiAV4ESS94EKSgyAEWUnRsSh68LwgBDlIBSGEpYJYgBdB0gsuJDkIQpCVFB2LogfPC0KQg1QQQlgqiAV4ESS94EKSgyAEWUnRsSh68LwgBDlIBSGEpYJYgBdB0gutrl83NO4GK9eSN+WGBuBg6EyuRC/RWDtFRsCLIMmFgBfBmWrJGQ54EQy8qEQDL4KSI5ahrrlwQ+zNKdd82sewqfrMIH3DS1xpx416nAw8zjsR8CI4Uy05wwEvgoEXlWjgRVASxT/SsMrLzHMcxzK+prJchOVWEGNJJEZ2gqjQ6gz2wSD/miHMj//4RAS8CM5US85wwItg4EUlGngRlERF8SLHcfOUPQfTPG7yb2mlkRePnu3668zCvZ6TtcCLqXSuxX6dDvJ/U8wx1CVrvg5hGoRVdTHR/6usv92ok3q0incq+az/csuxyoKflzquhjf2fnQBL/258OnPvYG3EL0S8OLdz7saKzetQ5gGYete/E1j1+d3lcmLrsYjlTty1iJMg7C1GwsrDze6Qrsu1B98c8saDcI0KMdUfuRMq/SjVSkvmnDnZ6Ozwm+l4OhnrhqT+ICSGmfP8FRwtOOA9EOVmBf/Mdh19u1d75ztujUGvAiKViwvsrSrMNm8GKt5yrEhJbxY0+ybZjluge6shfxiKm100QF/F25EWK7FdTvIsUGqyYBpEFbVxYx2mbOlH6G6nBoy+8T93j5j3hsHK41a7PnKlk9D2z9tqdxm/O25y303+rvfry7YgNa+arvcn25evHvNmvPaIeJLemRkuNf+epZGV9zioxXIi622kqe2lB460+pyN9fv2bJGk7V1v6PN0+ZyNx95c+Oalyz1F9rafldtykVrXt7rcKV8PBnJizudwz9O/XdbTUlBwR67b5LlfpzssZkKXiko2NNwZWjqwejnw1MsNzvstEg+VCl5cexLz/6dpcc/vTMF+UVQAsXwIhsg6/SYyUHdX+pNLEO5hYWP+rKmfjqw1PYgTRKE14UXhhk0Vbz4Xicd5DjgxVRbV+i68x1ZpxdeVnUx8xzjtQj/Bl5MvlPFiy0fdg/cuN5SpY/ixauON3/j+JjkX/Z6ajZhP9lUfTFtKUYBB4c+3Fv14ZCAhn/rP7kDYTtO9f1NebzYjP/ShJ8TXrbVWzYhbJPlRFtb2ynLM2uzCkO7mvEda9Y+azmloBSj5DC0YhdVdPx1JJw7NDl8D1juga/B9EpBwZ4G5wlzwSs7ncMLGc6LYzfP7np+m63vydKKwIuZIDEv8hOLeWbXbX7imGWoa8QfHGW5evwTP2kzYBpURjDcuLdsSwUxxnJs0O8xazXI6KJZjuMe0a5ilG8jmTmOC/hd5foyguELXFy4QTwBnRJerD3W6f9+esg38hB4Ma3W1pGBRxPefXpMA7yYIqeUz+J4Mdq9zkqtRl/pvJ5mXoz23a7a9dgvrF23lceL0XYeKdVhPys54mxr3L8FW7dl72lhV9spyzNr0eb9jVKPUI28GGOLc3iWWxh27oxszHhe/HrAZkRb6gfGplcDi8CL6hbPi+E7k9HquuK9SkXqo+cpxwaNPn/7Nv6AMoLhAvSNr0IHBCn79hBujnvLsiMUGCCt5QTD/ztmwWIqeBFvvTn97Vfupk4aeDGdNh4ixwN+j0XLv6zqmhgfCn07WGbQgxulHqEaLCEvSpZfjLKS84tRjuQXI+Ao7Dq9d/M64MV0OCq/KDjTefHrq2+v07585sup1cEi8KK6FT0fHaT77bv1mEZfTkzw9/x5yrFBg7T7vBNz7ATx2zrRusYgTRJX2nFj6O2PaFcx0u52EFRsO56U8+LR5pvM9/TVY9UngBfT5e0OKhj6zwnQ3joDpkHaOvL+OFlnRJjOgHvpIMsFBx35UO+yWkvHi73u6nxp1i+KTfef2rpOqesXxebnoLfud7R54nixubpwPfBiGmxq8D2IrF8UnNm8OP111ztPYZvePnP27S1ahGkQZnjb8yXUu4BiFFvvEipoLW6nH3FcKL8YVf4SqofNx9ujeJHjuABNXu2079ZjGpSPt4fzlKnmxeNX6dmxnpO1B4EX02ej1X7QgGn05uZbzJzw10LUAbpCl59NsB382JaKF3svH9uxdsMO22Up6qPDvus7X6bLKjvvU2h9dNgux96Xs0JFLXG86Dxc/DPgxZTbZOuZ/JGd7KmNqo/OcF78ZvDMToRpt+33DI5Nfzv2pWe/AWHGdwe+Bl4EiRXHi9w0iedFskdxbBfdHGeeIapCbw/Q5J8iPVZImwHLs5LTHJdqXjzafJMJDl2qqa4BXpTEOXZqXqiUit5l9jLcPOOtknyESrc0vNj9fnVBzgtvOi73pQ8W43iRL47etvfSF7Sy+y/yxdG5v6z+HV/R4jxSqsPW76huDh0A89Fp8B67b5KdvdtRUxKzK7N58d6AbSvCLJ47/+K3TA2efRl7wulpBLyoXsXz4ri3LBtp68gAy3Hx+UUeEMNzkXz2KLx+8UDkPAHSqs02E+Mcl2JerCXohQTHL9CEFXgxJTZaW0+FFixqkNB9KQEX6nEyAPnFZDiVfEZec7ylTcCL3S2VL2oLrO93k+mExVheHPZaN+W+frJnWOn9us8fLclZv8VS3xzekqjeRVdsc0o+VNXyYpHZOTTLTvrse+J3VXSMZHA/HT6/GOHFb7+++vY6TbaNnAReBIkU139xgqjQGg+RwvJFLkBatXyZi7A/QNbpsVyz63aQC9BEk7VMXO+yRaitZplbp3frw9DJEGZMdBKGMD9+i0e0on7dkF9Mg4vb6XESzwu91BW6/Czrb//lga7xv4i6c+dWeMdYWL+YDKeSzwYu236FYnnxk/erTdrnLI6P0rdsMQEvDvecejX3xaqLn9MJYFFJvHi+3rJ5/UZTTWObaGOCfjridKMCLDkMPY6LzPY/TbHBkY46U4K9r9b0fMNlLi/y6xeff7vr76L8YuQl8CKI47g5ZrDZrNUIZdEE4SVcDruHFPop8qnE8E0rlCxkJ8g6I8I0KL/OS09Q9u0I0xlwgg7ep8kOR1kuzxAG3EXSgdiTbLB/+YU9R/Ry5TlGtCJebOoZn+NYeL5LSp1t8Y6Hap/5upb7fle5HtMVuu4E6OsOcy7Cci2nfcx86KsCXp1TyWe97up8hOWInu/Sf9lheSG9NS4JeJH+4oOqbfE1LsrjxbbfVZtyQz26xeZrpfkZ6pbDxc8lOkbWlhyGVm5TTefI7A8xNS4iv9Hgm+G4HzL3+S5jfe9u0T61672+O8y3YzfP7tr41Fue20/UtRsBL4IkF1qGF0900g/Fx8N8dOqsN4ebtLNBmmwPN80Rum/y23lwlH60KnCKyOx6S1X0ktNf2T4a6P/4dOna+DEs3qAxJbw4MnRpry7+R/F0bdddZfGi+1x1UVZ8IFmlh1s9bW1nDu3akoVp4p4TqAxLDkMr9oGO0R/i7ykLw86dwspFsb7pqXlV6gGnnRe/nZm609e834AwDcI2ltquDD5pI0YEvAiSXGhF+cXlLfm9Hwx+XEuS55PKi2UTlZpfVK8lhyHwsn4y5luNEfAiSHIh4EVwplpyhgNeBAMvKtHAi6BMFAJeBGeqJWc44EUw8KISDbwIykRJ+C1MliAEOUgFIYSl6FgUPXheEIIcpIIQwlJBLMCLIOkFF5IcBCHISoqORdGD5wUhyEEqCCEsFcQCvAiSXnAhyUEQgqyk6FgUPXheEIIcpIIQwlJBLMCLIOkFF5IcBCHISoqORdGD5wUhyEEqCCEsFcQCvAiSXnAhyUEQgqyk6FgUPXheEIIcpIIQwlJBLMCLIOkFF5IcBCHISoqORdGD5wUhyEEqCCEsFcQCvAiSXnAhyUEQgqyk6FgUPXheEIIcpIIQwlJBLMCLIOkFF5IcBCHISoqORdGD5wUhyEEqCCEsFcQCvAiSXihJ/bpT7fQ3cwaDV2nJe3Snrsu35E2twZJb8qbZmdOsG/p1g2QhBLwIBqfGktMe8CI4dZac24AX0yPgxSfTPENUhW4Gxe30o0THPKJdxaFjqrzMfNROlqGuXiXpQFpGuyIh4EUwODWWnPaAF8Gps+TcBryYHgEvrkKsv92oQ5iu0OVn4/cGBx35i+xlJ8g6I8JMDur+cp8xN0Hs06/oyNUKJYUXj1+6OT4rRDnj73OfAl6UmXMt9ut0kP9KzjHUJWu+DmEahFV1xf5Jw3+9JR+wGpwsaOv9yGmrNOpLT1+LbCS7PfbKgg0I0yDs56U1Fy73pYwX6S+7zte+/vTeD4ZGMpIXXY1HKnfkrEWYBmFrNxZWHm50tbk8bc34jjXx/+nrd1Q3Sz3gNDmdiGaqcfYMTy2MXq6IbCypcf6f0Vn+d9qPU8PeBnORrHlx7FbXmXdK95/tGvwH8GLmaNxblo0wDdLWkYEYJmQDZJ0e0yAs20yMR++6T9lN+rKm/hUlFxXFi3jrzem5h/f6z+I1B4//8auZH7nZITcOvCgnG110wN+FGxGWa3HdDnJskGoyYBqEVXUxo13mbOlHqEavGtd4KMwv/a/fGNdq9JXO6+Fd3Rcqn8sxVr/fPdB/2WF5Aduww3a5N+m82P2BBy956TdHra/+G3q6tutuRuYXW20lT20pPXSm1eVurt+zZY0ma+t+R5unrdVW8kJ5fVv4SPe56qKsZ8RbVO60wFmRucE7PDUz+vlfp1huYdi5M7yr4vLog5Gehj0FBSU1HXdnOXZ22GWWKS9Ojw163t7+n/W9f5uC/GKGadxbttuKmxCWW0GMRQEj6283vnnBdTQnlhfnJq42N/XRwTSPdAVCq+bFGvfQ99x3X7ltB6trDlbXnrh+j+Wmbp47BLwoG+sKXXe+E/6S0Qg5RcZrEf4NvJgqJ4MXXe5usr/XWakV82KvuzofrX3L8THZP3Cjf+CqozQH5dW4k55i7P6wq294ZOR2F/6LzOXFZvyXJvyc8LKt3rIJYZssJ9ramvEdW/c3hg9rO2V55v/KnORiW/p4sbnBXFSw0zm8IObFoooOOuBzmISXR3qmFripnho58uL02BfNpeuM7w58DfPRGahxb9kBr/+6VatBRhctAkaWdhWVE2OD9hheZBnKa9+txzQI0xlwIjQtuJjYIH3DS1xpx9+0ktOJTqJB+TaSmeM4juMCNOkKzS3mmu0EJWxfqVCSebHG2kkvQH5RztbWkYFHE959ekwDvJhSJ43bYnnxI1vBU6jg2GUxPmK/sn00kGReFNYvZjYvRtt5pFSH/azkiDN6e8YlF9vSvH4xlhejbXL4Hvww2WMzJfETk8WLY33vblm/zdY3tgpYBF5Ursa9ZQe8zDRlNyEsT4R00yRuspLT81QUL7JM36H8bENdH8Py/9bpy4kJNuB3lesxjb7M4xfw8T5lf82AE3TwPk0S7bgRYdsdFJ+RnGMGm83GOi8d4Dg2SBPW/Dfb6UccF/C7yvX5/PY5ZrDZrNWg/CZqGR6NEkrCfPSlr2ZZ7uG9m+5TB/HWm/fonnNHkwuLwIvJs/EQOR7weyxa/mVV18T40FcMK3xXBz24UeoRqsep4sVYfBy4bPsV8GJaLMovirefP1qSk1nJxTYZ8eIeu++bByOdNaY0Deaxkotfd73zFLbz7OA3q4FF4EXliufFeZZ2FWIafTkxwXIcx7ETRIWxiQqy0bw4TeJ5opWOfPU0X1vNL1LUGeyD/HqywtCpQoXYIV4MkFatuIAmSNmPhgYg3s6ffJFCnEWEklHvUnOu2z/zI8ctPHw4O0MPuI/XAi/Kz+E/PziOC9DeOgOmQdo68v44WWdEmM6Ae+kgGyrYkny0anC6eJG85nhLC7yYBredsjyzVli/GNnucux9OdOSi22y4EWLc3g29DstONrjkN/6xb937X8e/XTv2bZ3tvG/Fra844F6l0ySwIsCCwrw94h2vcmDWhQvzlOODeJp62gQ5O5TdhPCTKeuXOBZM/QR4sP4GhrxzT7hqTiO43iERWUEs+JgUBJ48ZT75v/eu9laU33K3eefYTnuob8z2cgo+b1f+TZa7QcNmEZvbr7FzEU3fuLN/6URvx38hE4XL9643lKlB15MuV2OvS9nrXl5r8MVtT0jk4ttsuDFPQ3OE+aCV0w1F4emfuS4H0Y7DsiLF6e+PLtdizDD254vx/iqly1atKV+YGwaeDFDFOZFochUj5OBAGndICQRE/Bi7I1EBHlCOiemFFrMggm4kH8nZd8euz1AWrVp5sXaY53+h6IFizXuoe+5hZmbvwdelK1z7NR8pJZfZLOX4eYZb1UqPjQDnVJe1Eba68B8dBrMF0fn/rL6d61R29vqLZtQ5iUX22TBixHvdA4vcOyDSAWMPHhxknz3pxq0y3NH2PLN4Jmd6ImmpxHwojIV5sVwszpjNb670D7Ig9uS+cV48SlGflY6rHhejJ9l5rdHF2IHSKtWo8fJlTcER6vlxROd9ENuxnc2vKWWoBeAF2Vlo7X1VGjBogbxf+Ek4kI9TgYgv5g8J43bPj5duna5ehdtVUtvkmExxIvUB7/JzXRePH+0JGf9Fkt9c8z2ZnzHmqdf2tvYmvRPlL3TyosVl0ej+unsafhDi3jBoqnB94BbmOo5kobBPHZ+McKL/HLGre8O3ANezBCNe8t2hx7uEk7SRB73kmD94qIPg5mbIA4U2j8h7aboFGNUTlGYZY6DzpgFlKEt4hKc5YWSwoux+cUg3fke8KJsXNxOj5N4XuilrtDlZ1l/+y8PdI3/RdSdO7fCO8bC+sXkOWnc9tExI7ZMPx1tVDfv5PLizfOv6jOaF8/XWzav32iqaYxNIrYcLn4OrSmqbnZLP8i0O628WNMzxYl58UDH6De+hjdCBxRVdIyw7EhHRTpadj/2+sV173R9PR3JL0ZeAi+qXvOUY4OIyYKDjnydKKUnEGRoCxv0e8xaTbhTN8tQ3tOeGwFWmM7my5n5m7R2n3eC74YTkzsM5SCFXjwBmrxOMXMcO+Ytz0VYrvm0j2E5lvE1leXxhdgrF0rKfDT344y/+ywuFL6w075m6KcjI2dbvOOh2me+ruW+31Wux3SFrjsB+rrDnIuwXMtpHzPPP4JI8gGrxMmCtl5PzSZMPAHNb/nJC286LveR3S37Xlj7qu1yf9JhUeBFuv/U1nUoK1Of79L2u2pTblyNi6fN5Wl17H9pzdpnLacyMLnYlubnuzT4HnAcG3m+y6s1Pd+wU0NXGvYUFBSZG3pGZwMjHXXy66czPTZQvw3bWHr80ztTfCPGjf/p+csTdO1GwItKE98ZkRBM8v23H9GuKgEfWYa6SkQOIG7QQZbj2CB93VGWizANwnQG3EXSAY4L0H1N5g1hQAwthSxr6qf/R3h+DKZBwlIzjmMZyo0bhI1Gq3tQgMIg3R9uyqjd7SCox4JFLjn1LkfPdlLjD/kPnh3/89WzyYZF4MVVWm8OP1iIDdJke7hpTqSRJxsUwFH60arGSSC2XmelVnzOp4y2j/oHbvQP9F9uPmBcq0GYBj33Bt5CJP/hLgM3+gc+7cJ/ERXUqy2fZxYvus9VF2XF/+dmlR7+fePerU8n6K2TMU4TLO50Di+Ib1nCpLOpxvXZKL+Gi50d9XU07EkbvD4m6jF3Bi68vUWLMA1at+vdzltP1ogRAS+CJBdKyvOjU2/J7/1g8OM6FQm/NDucUIyx5LACltxp4zO5+Qlob/VGwIsgyYWAF8Hg1Fhy2gNeBKfOknMb8GJ6BLwIEoSAF8Hg1Fhy2gNeBKfOknMb8GJ6BLwIEoSAF8Hg1Fhy2gNeBKfOknMb8GJ6BLwIEiThtzBZghDkIBWEEJaiY1H04HlBCHKQCkIISwWxAC+CpBdcSHIQhCArKToWRQ+eF4QgB6kghLBUEAvwIkh6wYUkB0EIspKiY1H04HlBCHKQCkIISwWxAC+CpBdcSHIQhCArKToWRQ+eF4QgB6kghLBUEAvwIkh6wYUkB0EIspKiY1H04HlBCHKQCkIISwWxAC+CpBdcSHIQhCArKToWRQ+eF4QgB6kghLBUEAvwIkh6wYUkB0EIspKiY1H04HlBCHKQCkIISwWxAC+CpBdcSHIQhCArKToWRQ+eF4QgB6kghLBUEAvwIkh6oSft153+7sdgcJotebtsBXmxzt4Z3uVb8ubS4FQb+nWDMkUIeBEMXsSSQ5iCDLwIvJiZBl4EZYoQ8CIYvIglhzAFGXgReDEzDbwI4jiOm6fsOQnuIjoDfoli5qQeXbzmGOoTL0kHH+c9CHgRDF7EkkOYggy8CLyYmQZeBIXE+tuNOoSZHNR9juO4IN1v363HNCi/iQqyUg9OLDZINRkwjb6cmHiccaGEvIg3d/75nw+FE8/QfRePAS+m01qzoy/E/SxDuXGDsEtnwL208MWbY6hL1nyd9KNVr6UlsN6PnLZKo7709LX4vd0fOKrfMpbWODyfSE6K0bx49/OuxspN6xCmQdi6F3/T2PX53fTzYmujbW/xFl0hfi68se3M4V+bNgr/s7k7fn20sQ14cRU24c7PRmeF20hw9DNXjSnmmJKatv+eWhjpqCiSfrSp9IqA746nNPp3y1P7r34NvKg6jXvLshFW5WXmhQ0CQRa3048kHZhYbNDvMW/YHYGMFQsl4MXaE9fHvh/3uY/XHsRbeu7NclyQ7nwPeDFd1hW67gRorzVfh7Tl7f4Ax92n7CaEafTl3gk24HeV6zGdoa6PYdkAWaeXfsCqtUTsRXZ77JUF+aX/9RvjWo2+0nk9du+x0jzTb5uJXqkZMQEv3r1mzXntEPElPTIy3Gt/PUujK27x0WnjRXfzieqSzZt27C7ZskajK7Y5Q7ucR0p/urnsUKOrzXXhuOWlLOzpl/Y2tgIvPql3Ood/nPrvtpqSgoI9dt8ky/042WMziQ4w1fZMshy3MOzcKf1oU+qV8uIuzx3IL6pdcbzIBSn7doRtd1CPy2apEjvxSdPp6/QT5TtRAl5s6hmf+sptE16e881wCzM3fw+8mC4Xt9PjJJ4nvDR7GW6e8VYhLM9KTnMB0qoNH/aIY7wW6QesWkvHiy53N9nf66zUxvAi2e22Gte+WNnSLTkgJubFoQ/3Vn04JCQU/9Z/cgfCdpzq+1saefF4/Xl3W6utJEvMi+5z1SW/rG4WDms7ZXlmLXqmvD71KUbJaSY1Lqro+OtIxwHhpcnhe8ByD3wNkRRjlXM4wHHAi8CLmaVF8ovaOjLAchzHMoMe3IgwDcJyzfbHgLYnfuPi59EZcOJxz4OWW79Y4x76nv3XzeajwIuSWI+TAXasqzw3jhe3O6gA5BdTaokhLJ4Xuy9UPvfUC5UXuqWmw0V5Mdp3u2rXY7+wdt1O9/rFWF6MsfNw8c9QVunhVuDFpNjiHJ4VoWGR2Tn0YNLXe3sWeBF4MaMUzYssc+v0bj1mPEROsBzHMYRZu887McdxwixhocvP8nUnRKs1P9d85Ytbp3frMU1slUziN7JB+oaXaLXm63JOEj7hjbnm0z6GDdBEnWEF5zHYB5NZ73L8j1/NfHfveksNrF+UxPk2kpn2u8p5KNTjZIBjg7TXmq/Tl1/x3/FYtFKPUNWWGS+S1xxvabH8ak+v5HS4Ml5Mf35xZbwI+cXkOia/aLL1TE76Gg5EQ6RqvUJe/M9d1qO7NiJMg7CNpbYrg2PTwIvqU4gXqQ6zcAvHPRQjJPGC9I3wv+cpxwYNKiMY4ZU9B9Og/DovHeC4OYa0GYT7/TJv5BjCHHljQGAF7e6mQYZd+jx84jN8npUJLcaLtQS9EDro4b2b7lPAi2n1BjsVdaLXuQAAIABJREFUWQHh7wqloi2nfQzLcexsMDghqoMBp8Qy48WrjtIcpC2pPvzWC/wIn3vLJrt6F5Hp/lNb16V3/eKKeLH1RPmzsH4xeTY1+B5E1i+W1PbcezDsMscmHVXrldDe1ODZV3Y1fzk2/e23/xj0vLMN026z9Y0BL6pO8esX4xXJC0ZjX7aZGI86j9FFsyt5oyYnTAv8/GN4bwxcLnGelQktxovH3+90nzpYffRs119nWI5j7/WcrAVeTJ/zDzpwowgQ/e1GHcqv6/L/pas8N/RHi1AUL/1oVWp58WLfxeq8nyDs56W2i9181ctzP0HP7WvpJiWHxUS8eNd3vkyXVXbeJ0F99FK82Na4d+vTWVv3O6A+Oik22Xomf2Qne2r55KLZNfyA7qgoipukVq0ff3L57137n0fr3un6+jFSjAh4UQlakheFXic6A966Il4MJ42WeaOIF+cpxwbRy5gk4hLnWZnQ8v0XT3TSDznuu0gFDPBiWs1XVk2T+G4HNSNasJhnJac5brzLnC31CFVrefFir7NSq0EFxy4LB/S6q/ORbKano2GRL47etvfSF7Qk/RcX5cULxy0vZeW8Vt3oSs9IJKeZFHuP3TfJzt7tqCkpKHiFTy4GfA5TwSvAi4v7X3c8FoRZPHf+BbyoMi3Bi3MTxD59uDUjf+SKeHHZNy7Oi1EHL3melQnF8+Lxi592NosWLNrcQ99x3NTNc4eAF9PhfLzNbhZVsYS4sPIMNc8XSgu7cuzUPPBiKi0xhH18unRtXH4xwov8csbnK1s+lRwWY3lx2GvdlPv6yZ5hqfp1N+M71sTzorv5yJsb17xkqb+QtpFITjOpdJHZOTTLTvrse4QtO53DCwnuMgvDzp3SjzZVfnxe/GbwzE7IL6pSS/BiTMowKvPH0q7CRXlxqTcm5MXIgsWo+eglz7MyoXhePNk7Hhxy4+L2OnPseO8JWL+YHhtd9P1wEbSG75vD0q7CDXZqno3NLwYHHdCyO2WWGMI+OmbE4tYvrn3L8TE/Ad3rrs4XvZQNLw73nHo198Wqi5/TsSsa08eLjfu3YDG86G6u37NlTe4vq3+XhmWLGcCLRWb7n6bY4EhHnSnxAZBfDC1evO2xvCPqzj31F89bz8P6RTVqqe7c0ySeJ3RUDvq9dtwsmg6ep+w5QtUzLzHbLfVGlnYVinmRL3+JWb+4gvOsUCjBfPTvb878MEMPuI/XHqw+5b557+HDr3vOQT+dtLmqi5kNPbvFaPX6g8Hb7eZc4SFDLHPrtFkvrGucm/Dug346qbO0BNbrqdmEabSR57uQ3S37XsA2GH977nIf34hxww7bZZl07Q7VuHzxQdU2cY2LJLzYeqL8WUyTJXq+S2tjzS9z1qenxiUTeNFU0zky+0NMj+5oH+gY/YFj4fku/ILF/3i7ue/O1My3U3/rO74rW6h9AV5UkWKfHx2HYizTdyhfJzQ+vD/o2KBBmNFK3CLt22PfJXCnhl+Otsgbb9NEZLYRbaj3dohe8jlOnhdDL6POE7jTbtQhzGh1DzIrbsKIEvDi0bOd1PhD/hSz40O97uO1cccAL6bOuZZIP84ATboiD/0TPycwSPdHTVuDk2/J8ItfqhgZyVNG20f9Azf6B/ovt9SVPvcThGnQWmPlex/IpxEjv2xx6NJeXfxP8unarrvp4sVWW0mW+NPXbdl7us3VXF24Pv7/d/EGjcCLS/tAx+gP8XeT0LyzxTk8m2i7Or0C2pse+6K5dB3/rTMI4PiYs9gIeBEkudDy9S6JLfm9HAxOtSWHMAU5Yb9uyeajZWPJaQacaj/++sUnMQJeBEkuBLwIBi9iySFMQQZeBF7MTAMvgjJFCHgRDF7EkkOYggy8CLyYmQZeBGWKJPwWJksQghykghDCUnQsih48LwhBDlJBCGGpIBbgRZD0ggtJDoIQZCVFx6LowfOCEOQgFYQQlgpiAV4ESS+4kOQgCEFWUnQsih48LwhBDlJBCGGpIBbgRZD0ggtJDoIQZCVFx6LowfOCEOQgFYQQlgpiAV4ESS+4kOQgCEFWUnQsih48LwhBDlJBCGGpIBbgRZD0ggtJDoIQZCVFx6LowfOCEOQgFYQQlgpiAV4ESS+4kOQgCEFWUnQsih48LwhBDlJBCGGpIBbgRZD0ggtJDoIQZCVFx6LowfOCEOQgFYQQlgpiAV4ESS/0pP26oY83WB2WvNN1hnglDb2h6bcKLHkDbeUa+nWDZC0EvAjObEsOUhli4MUMseTUpVwDL4JkLQS8CM5sSw5SGWLgxQyx5NSlXAMvylmPaNebBvtgUOpxSCi0Il48erbrrzML93pO1gIvglVmyUEqQwy8mCGWnLqUa+BFGStAWrUapK0jA6zUQ4mInSAqtLq0USxaAS/WNPumWY5boDtrIb+YIuda7NfpIP89nGOoS9Z8HcI0CKvqYuajvx/+dqNO6tGqypKD1KLuI1psVUbtW46PyfDG3o8u4KU/R5gGYRuMlXZ3N5mqT08vL9KfXzn06rbKS5QKebHtzOFfmzaGrvQdvz7a2Ba9d2/plqyi6ma39ENVHy+acGfP8NTCSEdFkbCl4vJoghv+D6MdByQfrRgQp+6QHtuu7P1XvwZelIHYAFmnxzQIy7OS09INI0CTLqvxaJhZ5ceL73XSQY4DXkyljS464O/CjQjLtbhuBzk2SDUZMA3CqrqY0S5ztvQjVK8lB6kE7v7gvUrTptL9lQUbkLaqpTe8/ULlc0+9UHrM3U32fuR487mfaAuPdfRJPdrV8yL9p/PF/4awX1i7bquPF51HSn+6uexQo6vNdeG45aUs7OmX9ja2ujxt5xsOFr/0bOFbJZufRlmlh1ulH6qqeNHccGV48sHon4enfuQWhp07Q9t3Oofv+xpM4SOLKjpG2AfiLdLy4vTY4JV3d+18u+lI6TpNto2cBF6UXuyYt9xYbT9ayN+tJcswjnvLstEGOzW//KGpEFqGF2uPdfq/nx7yjTwEXkyZdYWuO98Jf71ohJwi47UI/wZeTK0lB6lEvPhhi+eT/oFPWyqfF/Eiec3xlnZtON3Y667OR1h+tadX+gGvihdHhrsOv4hpVMqL7nPVJb+sbhZetp2yPLMWPVNe3+ZpO28/fOJCm8t5uPhnwIsp4MUTzoY9BQUW5/BsFC9WXB6d7KkJH2Zy+B48lENyUcSLnw2OTX87Sb77U+BFeYilXYXaOvL+nXajDmHF7fSjFb2Loa65cAOmQZhGX9Z8i5kT7ZxjKMJRloswDcKMVsK/sgThuLcsOwKsQZokCK8LL8TJwAoDYQY9uBFhGoTlmiNzmisVWpoX8dab099+5W7qpIEX02VtHRl4NOHdp8c0wItpsOQgtbhjePGqozRHnG683lKlx54y2j6Sepyr48Vhr3Wr5cy5A+vVyYsxjqdD4MWUOo4Xoyyj5GJBzPpF4EXZ6D5lf81gHwwKs9Ix879zDPWJ94rdrM2z9n1F1hkRlm0mxrngoCM/mz+SZfoO5YeWkeU3UcFHE8Q+PWY8RE6wXIAm6gxYbgUxNs9Q14gr7bgRlf2BGmw2a/njcQ/FsBzHBWkyRJ8I0yCsvH2gz+vCDZgmx07N88MgWq35ueYrX9w6vVuPaRCmM+CXqDCnMoRZu887McdxAb+rXI/pCl3+xwJGtBQvHm2+yXxPXz1WfQJ4MV02HiLHA36Phf+qYFVdE+NDXzH8/6nobwNw0iw5SK2YFz+yFTwl5sVeT80mxfPiXd95i+Fk/9+6ajOCF8X5RWEj8KJ0vGh2Dc/KJbkIvChXBUirNpRTXKTqZZ6y52DZhvw8hGkQlm0m/hEg6/SRTOQ8Q1RFEpMB0qrV6MNJQb4ooYxgOI6bpxwbNOGMowCakY8b95ZlC0fyYgizwIvhYWhQfp2XDnDcHEPaDJjog4L0DUqACeGDxKdagdASvHj8Kj071nOy9iDwYjq83UGF/2YJ0N46A6ZB2jry/jhZZ0SYzoB76SDLBQcd+VDvkkxLDlIr5sVPWyqfF01Ak9ccb2kVzou0r2XX1sNdwyN3M4MXW0+UPxtevygYeFEqXiyp7fmnfJKLwIvy1NwEsU8fWbM4TeJ58VUvPKjpy4kJdm6CqDtEMgxRJbqp///svf2XE9eZ7/unlNYq21hKFMPqm0R5OX2cMRkLzUVpy4xfTnsIOWpxuhMwLI/PpRclhM3q2DgmEvQ4buPVTSmt4HhhQwkIl4C7qeFm3HaaUxPcw2HkGiC3p6MpQ5vVU66LO0qzV90fdlWp3iX1W1Wpn896fgC1VNpPae9nf2vvZ+9t0ItYXGaYGfXT+qxEkyI0Cs1GelEWmIz1yuaESyTxl8vMSDYeWT69eGDoQ0G6enxv/17Qi6tiyWx+T4IIRTM4z2Gep7uNb8CDx9bXwZZknguppvUie+7o7u8SD+nXu5DEd3Yc/a3X5Vy0XvzkNPUMXhO9JvTiscO7vv/Vdd9/oaBfHw160Su96LPBRdCLvsRpRxKjCFvg8h1GEYmqTF84FE2XKhJCwsRgOqZ+RFtqbTQ3vajpzkXpRW19DBK4USpBRBLUyDLrxX0Mf9/m/fd5Jgt6cYWtI88t2FaqTFmQF4TyTs9L2E7muZBqWi9eHr90fvTnu5MPhkjioe9uHRga+KFu+YvfzX5wcdOhcf7W2tCLb7+6/fF1Hc/0H6aNr4Ne9EQv/vDQxF3ZT4OLoBd9CJK4wYSS86e9VrGuelng8h2GKUJZlmVFJhIh0rjeZYHLdzjmDq6cXqxVmd1RIlXg5uwv1QRkU/t1w/jiiloyO/K6mrAYIpV8AxtdGKVYEcYXl9s8F1LOZl7gYvlr7NH+X33gfTkXpxevnaa+Z/OLfHXf6U/bTy+ODr287RsPPL794NuWPw31dz0CenHF7MUTt/5soxf73ruF/vLZhYGU9yV00It/PPP3sJ+O18yy1EbL7oZYeOnyAu3GF5U1JfEB1rAsGv+FzYbx5LXlC/W5jLLcql5EPN3lPtNdH2s0fVFTkE3pxcELMzUZwfkuK2TdRX6GpTrV/0a66ApCleKTL56e+UQ3Fh7rK08jyF9cbvNcSDmbeYGLzthzR3c/GpzNF+30osHaenxxdOjgjzc+EHuy/x9GbP56ZNdjD4NeXDF7+cKd+xa9uHN4SpSRbhNvf5hBL14vbSVAL3oJ3gbZPGooy9qqF23cEc8G6oWasqAkar/TzRyXT+l2tKkJHDNIT4jqp3ST3Ua9iEVefJDT9sERmAxRX7ZiGbnUa8RZluokw73FiihLlXKeyixn/qJuZFEHzEevgG3YXp5R1z7jdS1z6mr36yJ/sZCJkURs+5EJYaHK5mB99DKb50LK0cZ+1d/5EGkz43x+dKAnufWVAB3u0kgv3rh6fFeEiLXl+S4jh/c+2fGIcY2LzvCK6QfgfJeVsVRh4gtkkoapfRc+Q+iLiYKvBhdNevHO5C/+hgh9Bc538Qgs1JROoj7ha3ydJDYVuOvltH7Hu51lfCYbEtRNbeqG0xllWZZlkR8bVHbMIZJZmuUlpKxuNlynPp+obJrDDiSIEEnEMvlzLN1bv/h6qnBwU/2/WAjWky83FThJ3dYnkqAYfm5SvxC7ScimxhdbMM+7/yBaNDM4zuPHECTxbFHbNKc+mI0kRTh6X9o2M8+FlJ3hpdC6cm5+5b1Ll8fPvVMY6N+2dfeBwjvnvC/k8ujFT0/ve0TvabvNRw/1dz1irXWR7oFhnLmof/2xFw57X+C20Yvbh6fuGXq7Oxf2bv7B5tTAhc/+Ist3Jw790OsSOujFz9iffk1fWx7ZWvoXEvRioEASzxZzucFJdf8aZbSy5S0PfQUJehFsbZvnQmqNWMOBwybNcz0E5m6eq67gmmE+2mgk6MVAMctSnebJ6AWusB70IuhFsACb50JqjRjoxTVinquu4BroxXYBVYrJiFEv4vFFbXlyICFBL4KtbfNcSK0RA724Rsxz1RVcA73YNuC8w2R2FE9I1wTueDa+IZEbE4I7uijLHtbC5QJc8ANt4IJGoH0JdOEx4IIfaAMXNNrAF9CLQQMJHJNXV7SEoun8KZZvfmWJP4GG5AfABV8RaF8CXXgMuOAH2sAFjTbwBfQi4D3QkPwAuOArAu1LoAuPARf8QBu4oNEGvoBeBLwHGpIfABd8RaB9CXThMeCCH2gDFzTawBfQi4D3QEPyA+CCrwi0L4EuPAZc8ANt4IJGG/gCehHwHmhIfgBc8BWB9iXQhceAC36gDVzQaANfQC8C3gMNyQ+AC74i0L4EuvAYcMEPtIELGm3gC+hFwHugIfkBcMFXBNqXQBceAy74gTZwQaMNfAG9CHgPNCQ/AC74ikD7EujCY8AFP9AGLmi0gS+gFwHvIZf7fBc44gUMrHnz/NgVPxsc8eJz8/xAlDYzON8F8DUk6EUwMO/Mc03mZwO96HPzXGC1mYFeBHwNCXoRDMw781yT+dlAL/rcPBdYbWagF/0DkvjLZZpK1IN1MkufPMut8vnPCwKz067niCSo45xQW9WyNK0X9755rnL33szFQdCLvrfY9iMTwkKlmIzUXwxnCmXO/CKYD8xDNfbB+8MDO5LRrUfO1l98f2DzVwwlfPBHhd+wHutF/ven39r37Fd3vXP1RiD14rE3XvofqW8otzT2xP84cPiY+qe3Du3p3riOCJHEg9/o2vHSYdr70raZXkxRwxem7ty/caJvi/JK33u3bLr8P9868aLnpdULxDvX2dLA32144cwfQS+uNki4cqQnSiSzNMtLyPhid5GfX/Xy4J47VeDmZFlGwmSJSpJEiEzSPC4dmi73xsj4ICetrJolm9GL1MiHs3+R5S/5U6+BXvS5RXvLVSTLC1xhfYgkQmScKnFVkf+YE2r1F8F8Y17oMPZcKb9jc3zr//WT5IOh6I7hiwa9+N8G3r/koYo16MWpSyXqucd/ciD79P9BfnXf6U8DOb44/PLWrz2W3n+YPka//er2x9cRX3181+ERunSMPvpS97fXPfbjV98aHTm898mOB9d9/4XCsZUtzBrSi5lDJ6c+++LWP0/d+Yt8f2r4KfX1p4an5iYOpbR3buk7cQN9oX/FW704Oz158qd/99TfD7689eHQhgH2M9CLq8scl0+RRHI/WzWLL1Qppg6w4uI0GZJ4tkhty7KzrX92ppzeQBI7y8JCvSTJSP0VH+nFfa+cqnwpy6AXg2DKE4hOL+4pUEmS2FTgJNCLPjSP9CI9eo4d/2B4R9jnevEfT49N3bhx7TT1vcDqxdE3+597sn9I+e+x17d/80Hym70Hj5VGXuv9FvHIE8qfRt/s37KOeHT7a8e8LnDb6MXXhg/9ePPm7cNT9wx6se+9W59d2Ku9LVWY+OJLPwwu6vTi7yanZz//jP3p10AvrjqIp7uIUJRiRZs/ivzlPyx2QhrPLG8qcFLrn7XoRZtXVgOyoV589Qx/T/j9R3+8D3rR7xZJ5CfFKnv2D1ZpCHrRp+alIPO/XlQSFgOtF002/FL318l1W18a+eXhXQmSSOw6/Ev8p5HXer9FPLxx1xGvS9guelExi140mI8GFzeb8hdBL3rBPE93k0RnE6OAIs/S2ThO8Ipl8kw9mxAJ3KiS+BhND47zWHlivWiYzq7PLBOxTP4i7zg6OFNObyDX5zlNHKJKMRmJ9jJVhEtypsyMZJOGsU8kcOV8TxT3NPEBVqi18o32kA304oGhDwXp6vH9p3jQi3638O7T1SpLddtJQ9CLPjXf6cWuv/1xXzJMhEgiFN68++el86AXl9Pq44uacFT/dPiFjaAXV1kvZuipe34ZXAS96AfwuF3DUUCxQvdG47kyL8pyTZgcyoRD6nTwPE93q/pMrNC90TQjGMRliCQ2ZJgZWWAy4d3lqvo2ItJFVxzkm0kvihW6tyNdqmC1J/EsM5KNR3RvqAmTQ5kkLh6SeCYb31bk51v5RntIV724d2hi9l7l1Kv7sqAX/W6xvvItkRtM2EtD0Is+NX/pxbFf9X/vb/tHz49fYs+VXtn67YfIb+8+es7r9S5tpBdHXuv9lpK/aNGLQ9QTD4BeXE29+Ny+C3/yz+Ai6EU/gPVig0UtiKe7DGILj0riV2bK6Q0ddWnHZnsZQZbV8UXdDLLEX9ZWW+O+OY3f6VCq9QeKb3eTRKiedmZ+g/qtIpsN64sncfkDZWGhlW+0h3TTiz8/xd/Fa6JBL/rd4oOceL2YjDhIQ9CLPjV/6UWDsWcLPwoTHVsLZ0AvLo8dO7zr+19VF7VY9OLIwHPrQC+uol702eAi6EU/0Mz4ok0mIs56JNOMgLVjuKfAmLbesehF9aMSf7mMBwgb6MU8V5su98ZIIpLIjRkvrteLSGRzUTcXmvlGe0hnvbh3aGJWujpK7QW96HuL9ZVv/SebixIh0IvBMh/rxcvj77+SJL6SHHgf9OJy2Nuvbn98Xccz/cqmOcMvdX+dfGBL/9Co8gaYj15VvfjDQxN3ZT8NLoJe9AP6kUInJC6/yawpRTYb1obrRJ49cwrnDsap4hksHC16UUlzjCSokWb14oIsS5OFeIQkYn3MNLJ9g8vCmha+0R7SUS++dor/0uYD9/lT+0Av+sz0ibA6Frh8h/Ke7iI/D3rRh+alXvzNka3m/XQM9kFp76O+GF/k3vlJLOB6cXTo5W3feODx7QffVl+xXe/y9edeHva6qG2mF188cevPNnqx771b6C+fXRhIeV9CB734xzN/D/vprD7KSKHb3jRYkG3IMDP110Q2G8arqkWe/Sd1HUlNYAcSyuoZk16sVZnd0frM8kw5vaEpvSgjiRtMECFSyUS0vgF/kVXytvSN9pDN7dcN44vBMduhxJ2nhQXQiz40L/Xi+68kCZ1eHHtv4Mk+3e7c4ycGng77In/xw7eejgZZL44OHfzxxgdiT/b/w4judZv9dPTDjUEwzwVWE/byhTv3LXpx5/CUKCPdJt7+MINevF7aSoBe9AC8/2Ioqi0osaDsuaMsT9Zewbpwppx+sT6IKLLZMFaWJr1ozDjE+ym668X6Z5US6kSt4WqK5NV289ZfpNlvtIdsSi/ue+3ivyO5Bue7BMG6i/y8up2n+mI4x4rI/CKYD8xDvfhBae+jRChcP9+FPVvoeXRr7uj74+OXxt8bejEZTvWP+mB9ND/++vcfJtcF9XyXkcN7n+x4RN2jW2d4rTSeoX7rwHO27/G3eS6wGluqMPEFMknD1L4LnyH0xUTBV4OLJr14Z/IXf0OEvgLnu3iAcpSLfjZZluWawJ0rUnuK/LyyPzYRyxyZEJCMhInBdKeaUzhTTm/M0Nck7Tq491VmurXhvVmW6iTDvcWKKEuVcp7KuMwOKz23bhWOMisd0X2pVVBGEhTDS0iWRZ69yAnVFr7RAbKRXsye4u/rPwDz0f41c8bCApfvsKYxCOXt3hcVTDFvpNgHwzvC+mKoSYrnftm/eT1JhEjioe8qwtEzsTh+6bKSuai/Y08f/ShgenGov+sR6+8e6R4Ypksjh1/a+thXSSJkPicwIOa5wHK17cNT9wyh786FvZt/sDk1cOGzv8jy3YlDP/S6hA568TP2p1/T15ZHtpb+hQS9uLrUBO685fxohuXVbbwlflzb3dCwukXk2ROFdIwkQiQRSVC09hEkjO2PR0h1U0b1v5EExfBzk4X1IZJIZpmKsbu2nB+tKDwkVUqZsDms1EWAbg9IkkhmRycFJDf3jW6Qzc1Ht2Se98FgYEExbwWZz02djzab5zoJDJvnAqvNzDAfbTQS9CLgOSToRTAw78xzTeZnA73oc/NcYLWZgV4EfA0JehEMzDvzXJP52UAv+tw8F1htZqAXAV9Dgl4EA/POPNdkfjbQiz43zwVWmxnoRcDXeFgLlwtwwQ+0gQsagfYl0IXHgAt+oA1c0GgDX0AvAt4DDckPgAu+ItC+BLrwGHDBD7SBCxpt4AvoRcB7oCH5AXDBVwTal0AXHgMu+IE2cEGjDXwBvQh4DzQkPwAu+IpA+xLowmPABT/QBi5otIEvoBcB74GG5AfABV8RaF8CXXgMuOAH2sAFjTbwBfQi4D3QkPwAuOArAu1LoAuPARf8QBu4oNEGvoBeBLwHGpIfABd8RaB9CXThMeCCH2gDFzTawBfQi4D3QEPyA+CCrwi0L4EuPAZc8ANt4IJGG/gCehHwHnK59+te/R2PwcDa2DzfNNvP5rShd0PzfKdr35rne1avZYP9ugFfQ4JeBAPzsXmuyfxsoBdBL7aTgV4EfA0JehEMzMfmuSbzs4FeBL3YTgZ6MQgscIX1+hi9qcBJ6l/yHdrr6/PcgrcFXX7IZvQiNVSu3L0/88FroBeDbbHtRyaEhUoxGcGvRDOD47yIawISJktU0usSgpnNGyk2xhwd2JkM/6jwG1Z98f2BzV8xlO1B/V/9oRf535/++Y6/wsVb90y2dGnKL3qRPvzyC889Fnuif0h95ZeHdyWMv/Ujur+CXmxsqb30724pPbV879bvhqmU8qctmUPlqTt/kWVZlqVbv6P3prwvbWt68c6/Xir9dOvX/ufpP86CXvQhSGRzUSIUpVjR/KeZcjrWRVeQF8VaacjGevHA0Ie3kSzf55ks6MUgW7S3XEX6p6PuIn+bL+cSRCiaKVUkJEuThXjE83KC6W21Rdi5d36+I/Xo1hd2bF5Phnce/UD70/sDm//bwPuXvBWIrnrxxtXjLzz+k6PjUzdu8B+/s/OvSSKRPf2J13rx7YN7tm38ZirTvXEd8fXnXh7W6cXkxl1HPBeIgdWL24en5u5c/dXe1A82Z96YuPMXGf3pwr7nNm/+weYMPXXvz3cm3shsfm7viU/vyX/57MJAamULs3x6cfoKM/Df/+aFn/30775Bfu2nlz6D8UVfgocSO2zGECUun8owM14UasUhG+rFV8/wXyIZ9GLgLVXg5mRZpxeTND/HZsP4rxu2l2dkeeZ0ZoPX5QQz2Krn908gAAAgAElEQVTrxV8fLZ0fv/Tbozu+EzS9yL3zk22vj/2r8t+Pjj5LRJ9960Pv9eLL+SG6NPzy1gjoxeW0F0/c+N8n+rbg/6YOTXwhoy8mCqnNPzw0cVdGN9Q/vXji1p/lLyYOBWGI8fPP734+zV2a/H8///zfLw18H/SifwG9aGc/P8XPzf7+yr/dB70YaIsk8pNilT37B8mSfYGtM8vOomq5L+x5UcEM5pEUC6JeNBg/dujxdem3Jj71Wi8qBnpxZe2p4an78v2p4ac2v3zhzn35zoW9yp9+eGjiriz/x4W9T3tfyGb0omKgF/2Nq17s0TIaFwcSuLM0lSBCJBGKpoeuCLXWPjyqfbaecLYskK56ce/QxKx0dfQlhge9GGgL7z5drbJUd4Gz1YuRRG5MEK8VMzHviwpmNB/pxa6//XFfMkyESCIU3rz756Xz/tWLUxdef/qJXcc/5v2Sv2irF7s2PvvMxgdCJBEiH9j43J5DQ16LxeDqxfr4Yl044j89vffCf4BeXAqgF21oSi8igTvDnMr3RMO58crF/fEISWzLM2fKzLuFdEz5rMSzDFOmqYS2PkaaLMQ3JPKTkiwjYWy/liIWP1hmf9Pgs/JMOb2xj5lGMpIqpUw4RCZpHhkX4qQZQV4QmJ3Kf5M033SuJemiF6mRD2fn+FM/37MP9GKgLdZXviVygwm8kMuoF3UVHkl8OQv5iz4zv+jFsV/1f+9v+0fPj19iz5Ve2frth8hv7z56zmfrXW7cuvHp2exX1bv36K63xqb8qhePHdz++MbtB4fo0rG3Xt/VFSOJbz/38lHQi4syPAf9pwv7ntts1otb+k7cQKAXlwDoRRuaHl+UuPwmMrwxsRH3rDvLwsICl+8gNtTnrFGlmIyo66nxSpruIj+Pv0dgdpL1/8qun5VlWeQv/0FAuq8mdpaFBVlGEjeYMCzQWRCYnWR8kJNaWJlDOurFfa+cqvx/eE006MVAW3yQE68XkxHSRi9GEtTBbDxChjODkwKSZcTTXZ4XGExnftGLBmPPFn4UJjq2Fs74Ti9O/ePpsakbNz79iPnps+tC5Lpd71y94Uu9aLQh6okHQuu6qDdBL7ZuqX0XPkPqohazXvzBU8NT90EvLgHQiza0pheJWB8zjdB0ecdBVkRmzSfPlNMbVM2HBaK2R08jvWj4rL4UPMucLFJJVS9aleUsS6Wy7GxLXpNOepEa+XD28z+MDuwBvRhsi/WVb/0nm4sSITu9qDNckURtBQyYL8yXevHy+PuvJImvJAfe951erNu109T3SOKJ+goYP+tF+siuxx4mH3vhMOjFVi3zxsSdP9+7cUrZNOep4an7Mrr1Xp/yBpiPXiqgF21ocXwxx4rI+FlHzYeqTF84FE2XKhJCwsRgOqafMm6kF2sCdzwbj5BxqmjSi6aRS5HNplqYicaQDnoxe4q/b/P2L/lTr4FeDJI5bBq6wA1uod4o6BMWcZUWyts9LzOYzjySYmcKWztc9OIHpb2P+m18cerSr0//Xpew+K/jP3uCJLa99dG/+UAvjr7Zv2Wdi1489vr2bz4I44ut287hKRHd+ad8Zov6it16l/tTw095XtSW9OK/nX7hO6AX/QueibPTizPldMqsF43dcMMxQkUmEiHSst6lCa0ZwbmP6tikpheV0aAoxYoyEtmDzzPTrW4SSTazXzeML7aJ6ccXI130dXXcMUQSOO11nqe7vS4kmME8kmLvD2z+Sl0vjr038GSfbnfu8RMDT4f9lr949dc7Nh0a5/Xb68QiP/n1VV/kL+LduTW9SBd2bXlStzv3SOGFxx/4NuQvtmg/zk98hu59emLvc7oXbfbT0Q03+tp0evFfSn/3COhFH4Nn4qyLRUQ2u14/mtjE+KIlB7FC90bjA6zdsmjXz5rmsnF3rtOL8hyXT5HhHDt3vdj7RkuZixiyGb34sw9mkIzgfJfAW3eRn1cqGBEiM2VBW3ofz53m56RKaTtMRvvMvJFiY7/q73xId4ILe7bQ8+jW3NH3x8cvjb839GIynOof9dv66A/fevq/PEuVxqdu3LgxNf7Wrr969MV3PvLJfjrHDm5/1HCCyxD1xDdTvS+/MUKXRg6/tPWxrytrX7w2zzVT0/bc3hOf3tP26NYZXit978apvaktmeGrtu/xp+nOd/n9LzaFyYfhfBf/MsflUyQRSVDHOUXY1QSOKaQ39RnG7WZZqtMo2pSxSTzjLEuVcq4nsVGnFxe4wnrbk2MafhbPOMcy9DVJFnlmMJveZPfVsQz1Yt+iTqAh3fXiPsY4LQ3z0QG1TaYNoRa4fEc4UxjjlVclnlX3ewLzla26CPvt0R3fMZRh8yvvXbo8fu6X/ZvXk0SIJB76riIcPRaLFr346UenD+949GGSCJHEX+/42a/Hp2xWuqy+Xhx+eWvE8Jsmdh3+5TH67Ve3P74Ov9KhCEfPxWKQ9GLfe7dsOrx7U8PbN29+bu+x/3UH/9VwTqDfrZ65qK8wf1e6DnrRl4g8S+u2FIkkqJGznFCvlgKT0f+QaUbQPsjklO42nitXPi4mIySRzNLnOKEmI+HKkZ6osRtQBGLjz1bZXFL5E1/l8ptIIpKgGF4bSsTDRcbxzuYhmxlfbMU871/BwNrJPNdkfjbX9S5u5rks8615rpnWsunmo81Ggl5cGyCJZ4u5HN6vRHmFG0wQkWU6kxqJbK7DYfCyISToRTAwH5vnmszPBnoR9GI7GehFYJalOs2T0QtcYf1y6cV5nj6g7c7TKiToRTAwH5vnmszPBnoR9GI7GejFNQ+qFJMRo17E44upAje3DNcX2f07mOpihScJehEMzMfmuSbzs4FeBL3YTgZ6EcCLmpPZUTwhjfdT3JDIjQlLGl3E577McfkXl6I7PayFywW44AfawAWNQPsS6MJjwAU/0AYuaLSBL6AX1wxI4Jh8Rt2pJJrOn2J5qfHHXFHO4UhmmcpSLgUNyQ+AC74i0L4EuvAYcMEPtIELGm3gC+hFwHugIfkBcMFXBNqXQBceAy74gTZwQaMNfAG9CHgPNCQ/AC74ikD7EujCY8AFP9AGLmi0gS+gFwHvgYbkB8AFXxFoXwJdeAy44AfawAWNNvAF9CLgPdCQ/AC44CsC7UugC48BF/xAG7ig0Qa+gF4EvAcakh8AF3xFoH0JdOEx4IIfaAMXNNrAF9CLgPdAQ/ID4IKvCLQvgS48BlzwA23ggkYb+AJ6EfAecrH7da/mlsVgYGCemOc7cgdi92/YDNzzna7b2GC/bsAvkKAXwcDAHMxzDQd6MRDmuahqYwO9CGCQxF8uMyeLVJJMM4IXJSBBL4KBgTmY5xoO9GIgzHNR1cYGenGtIfIsU6SS9UAcp4rMeU6oybIsC0yGCDWnF0WePVNmRrLxjVl2dllKRjroxb1vnuFm7uH3oLuVsdHXQS+uFcuUTVUR8XSX9tdwplDmhIVKMRnxvqhgK2wrrtLGmKMDO5PhHxV+w6ovjr93NLf12w+RRIgkHvru1tzR98e91Iv870//fMdf4Ruy7pls6dKU13px5PDAru6NkS7qzfqL9OGXdzzR8SBJhEjiqxu7+w++Nbpm9WJq7/CFqTv3b73XV39xS+bQhVv38Am8f7kzVT6U2eJ5OVvQi9NXSCIUJUIkEUlQxxXlsFqAXlw9kDAxmI6RcaqoOwNQeTFJ80g52S9KsaL9BWpVZneUSKmHRC8IzE6S2FTglnqgIIa014uDF2bmZj48/kr/3r1vjv/7l0j+snLq1X2gF9eEZcqCUN5ufT1OlbiqyH/MCTV5gSus97qcYCtvK6jPzr3z8x2pR7e+sGPzejK88+gH6usfDO94JPn8EPPBJfbcaDb5YCjc9cqJMa/04o2rx194/CdHx6du3OA/fmfnX5NEInv6E4/04ujQa/3PPfboEz3PbXwgFOkeGNb+NEQ98c0tu157+xhNH+5/5hvEg9/oPjC05vTilsyh8tSdu7c++t93kHx/avgpTUHuu/AZkm6cyKU2b8nk/+kOQl9MFFLeF7hJvfjHSwNJkghVJISEsf3xSLSXqaJl6f+bAvTiaiFNFuIRMj7AWh4IEE9vwRpxgSusD3XkuQX7S3ihF3/2wYx0dZTC/93/iw/vyPKdD9/cD3pxTZijXtxToJJK3QO9uDZsJfXir4+Wzo9f+u3RHd8x6MXfHNm27chZ5W0fjPbHSSLeX/rAI73IvfOTba+P/avy34+OPktEn33rQ+/04qsH3xo9NjLw3Dq9Xhx9s/+p72x/fUT575Fdjz1MPvbC4bWoF4cOZbZsfmp46r5eL/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)
Chile, Uruguay, Costa Rica, Argentina y Panamá –que, como hemos visto, son los cinco países latinoamericanos con menores cifras de pobreza– son a su vez los que tienen los mercados laborales más formales. Aun así, están muy lejos de lo deseable: en Chile, que es el país que mejor se ubica en esta variable, el bolsón informal da cuenta de casi un tercio de los ocupados. El gráfico 2 también muestra algunas peculiaridades dignas de mención. En primer lugar, Argentina sobresale como el país con mayor porcentaje de empleo público de la región (19%), en contraste con países como Colombia (4%). Vale tener en cuenta que el peso del empleo público de Argentina es menor al del promedio de la Organización para la Cooperación y el Desarrollo Económicos (ocde) (21%) y, particularmente, al de los países escandinavos, en donde tal cifra supera el 30%, de la mano de servicios públicos como salud, educación y trabajo social9. Chile destaca por ser el país con mayor generación de empleo en firmas de cierta escala (de cinco o más empleados), lo cual contrasta fuertemente con lo que ocurre en Bolivia u Honduras (51% en Chile contra 14% y 19%, respectivamente). Asimismo, también es notoria la correlación positiva entre desarrollo y asalarización: en países como Chile o Argentina, esta supera claramente el 70% de la fuerza de trabajo, contra menos de 50% en países como Bolivia, Honduras o Perú. Este patrón regional se verifica también a escala mundial: en la ocde la tasa de asalarización ronda el 87% (con cifras que rozan el 95% en países como Noruega), contra 28% en países de ingresos bajos (mayormente del África subsahariana)10.
Otro rasgo a destacar es que el cuentapropismo es mucho más una actividad de subsistencia que un tipo de empleo deseable asociado al emprendedorismo o al «ser mi propio jefe». En efecto, en toda la región el grueso del cuentapropismo es de baja calificación, aunque hay ciertos contrastes: en Argentina, Uruguay y Chile los porcentajes de cuentapropistas profesionales se elevan (18% de los cuentapropistas en Argentina, 15% en Chile y 11% en Uruguay, contra 1% en Guatemala y 7% en México).
Por último, también es llamativa la relación entre subdesarrollo y trabajo sin ingresos, generalmente asociado al trabajo familiar en explotaciones agropecuarias. En países como Bolivia, Honduras, Guatemala, Ecuador o Perú, el trabajo sin remuneración supera el 10%, lo cual contrasta con países como Chile, Argentina, Costa Rica, Uruguay o República Dominicana, donde es prácticamente insignificante. Al igual que ocurre con la tasa de asalarización, las tendencias latinoamericanas se reproducen a escala global: de acuerdo con la Organización Internacional del Trabajo (oit), en los países de ingresos bajos el trabajo sin remuneración representa 19% del total, contra 1% en la ocde11.
Ahora bien, los países latinoamericanos tienen un denominador común si se los compara con otras regiones, y es que, considerando su pib per cápita, el porcentaje del empleo que es de alta calificación (profesionales o técnicos) es bajo12. En otras palabras, hay una clara correlación positiva entre mayor pib per cápita y porcentaje de empleo de alta calificación. Sin embargo, prácticamente todos los países de América Latina tienen un nivel de empleo de alta calificación menor del que se derivaría de su pib per cápita. Algo similar ocurre con los países de Oriente Medio, cuyo pib per cápita es relativamente alto en tanto su porcentaje de empleo de alta calificación es relativamente bajo; en ambos casos, el común denominador es un perfil intensivo en recursos naturales más que en actividades intensivas en conocimiento. Los países de Europa oriental y la ex Unión Soviética –que, como hemos mencionado, son mucho más igualitarios que los latinoamericanos– tienden a tener niveles de calificación de la mano de obra relativamente altos para su pib per cápita. Probablemente ello sea herencia del elevado nivel educativo alcanzado por los trabajadores de esta región durante su etapa socialista.
Ingresos y horas trabajadas. ¿Cómo son los ingresos laborales en América Latina? ¿Qué disparidades existen entre los países y entre las distintas categorías ocupacionales? La información que provee el cedlas es sumamente consistente con los datos de pobreza antes mencionados: Costa Rica, Panamá, Chile, Argentina y Uruguay son –en ese orden– los de ingresos laborales más altos (en dólares a paridad de poder adquisitivo) y tasas de pobreza más moderadas (y a la inversa ocurre con Guatemala, Honduras o El Salvador)13. No sorprende esta correlación, la cual dista de ser perfecta. Uruguay es el país de menor pobreza de América Latina: si bien se ubica dentro del podio de los de mayores ingresos laborales, no se caracteriza precisamente por ser el número uno en esta variable. ¿A qué se debe entonces su menor pobreza relativa? Básicamente, a tres factores que, junto con los ingresos laborales, también son muy relevantes a la hora de definir la pobreza, a saber: a) qué ocurre con los ingresos no laborales, b) cómo se distribuyen los ingresos –tanto laborales como no laborales– y c) qué porcentaje de las personas de un hogar percibe ingresos. Esto último se conecta con cuestiones como el tamaño promedio del hogar (no es lo mismo ser un único perceptor de ingresos en un hogar de tres personas que en uno de cinco), y es aquí donde Uruguay tiene una ventaja respecto a los demás países. El tamaño promedio del hogar uruguayo es de 2,8 miembros, contra 3,2 en Argentina y Chile (y 3,8 en países más rezagados como México); a la inversa, 64% de los habitantes de Uruguay percibe algún ingreso (laboral o no laboral), contra 58% en Chile, 54% en Argentina y 48% en México14.
Por su parte, hay claras regularidades en cuanto a qué categorías ocupacionales son las de mejor desempeño relativo en cada país: en primer lugar, los empleadores tienden a ser los de mayores ingresos (2,2 veces superior a la media de los ocupados en el conjunto de la región). En segundo lugar, en todos los países los asalariados públicos presentan ingresos superiores a la media nacional, tendencia que también se registra en la ocde; algo similar ocurre con los cuentapropistas profesionales. En contraste, en todos los casos los ingresos laborales de los asalariados en microempresas y de los cuentapropistas de baja calificación son menores a la media, en tanto que los asalariados en pymes y grandes empresas tienden a ubicarse moderadamente por encima del promedio15.
Ahora bien, dentro de estas tendencias comunes, es posible encontrar varias peculiaridades nacionales. Una particularmente remarcable es que Argentina es el país donde las diferencias de ingresos entre las distintas categorías ocupacionales son más pequeñas. En otros términos, la brecha entre los ingresos (declarados16) de los empleadores y los de los asalariados informales es de 2,2 veces en Argentina, cuando en países como Chile llega a 3,4 veces y en Panamá a 5,4 veces. Previsiblemente, algo similar ocurre con la brecha de ingresos entre los ocupados de alto y bajo nivel educativo: mientras que en Argentina es de 1,9 veces, en países como Brasil y Colombia llega a 3,6 veces y en Chile a 3,1 veces17. Aún más, en Argentina el poder adquisitivo del núcleo informal tiende a ser el más alto de la región en dólares a paridad de poder adquisitivo18. No es casualidad, por tanto, que Argentina sea el país con el menor coeficiente de Gini en lo que concierne a los ingresos laborales. A su vez, lo que ocurre en el mercado laboral en materia de ingresos tiene un correlato directo (aunque no del todo lineal) en la distribución del ingreso per cápita familiar. En efecto, en el gráfico 3 se puede ver que existe una clara correlación entre el coeficiente de Gini del mercado de trabajo y el coeficiente de Gini del total de los ingresos de los hogares (per cápita, el cual es habitualmente utilizado para comparar desigualdades entre países). Posibles hipótesis (que es preciso estudiar) detrás de esta particularidad argentina en cuanto a una relativa compresión de ingresos pueden ser la sobreoferta de personas con título universitario para la demanda de calificaciones que la estructura productiva del país requiere y/o las características particulares del país en lo que a la institucionalidad del mercado laboral concierne (alto peso sindical en sectores low-skilled, negociaciones colectivas, política de homogeneización salarial vía fuertes aumentos del salario mínimo, particularmente después de 2002, etc.).
Ahora bien, lo analizado anteriormente refiere a los ingresos laborales mensuales y deja por lo tanto de lado que pueden existir diferencias en las horas trabajadas entre los países y dentro de las distintas categorías ocupacionales. El análisis de los datos permite ver que, en primer lugar –y esto ocurre también en la ocde–, hay cierta correlación negativa entre horas trabajadas y desarrollo económico; en otros términos, los países de mayor desarrollo tienen jornadas laborales más cortas. En América Latina hay cierta evidencia de ello, habida cuenta de que Uruguay, Argentina y Panamá se encuentran, junto con Brasil y Ecuador, entre los países con menor cantidad de horas trabajadas a la semana (menos de 40 horas)19. Por el contrario, en el top 5 de mayor cantidad de horas trabajadas a la semana están Bolivia, Colombia, Paraguay, Guatemala y México (más de 45 horas)20. Si agregáramos países como Alemania, Dinamarca, Noruega o Países Bajos a la lista, estarían bien por debajo de cualquier país latinoamericano: allí las horas trabajadas a la semana son menos de 3021. Al igual que lo que mencionamos sobre la tasa de empleo juvenil, ello no quiere decir necesariamente que menor cantidad de horas trabajadas sea algo intrínsecamente positivo: en ciertos casos, una caída en este ítem puede deberse a una recesión económica, y no a una mayor preferencia por el ocio habilitada por menos necesidad de trabajar. A modo de ejemplo, durante la profunda recesión de 1998-2002, Argentina pasó de 44 horas trabajadas a la semana a algo menos de 40; en Uruguay, que experimentó una contracción similar en esos años, ocurrió algo parecido.
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)
Existen también otras regularidades respecto a las horas trabajadas. Primero, en casi todos los países de la región son los empleadores quienes tienen las jornadas laborales más largas (en Colombia llegan hasta 54 horas semanales, el máximo de todas las observaciones del gráfico)22; en el agregado regional, los empleadores trabajan 49 horas a la semana contra 42 en el resto. Segundo, lo inverso ocurre –previsiblemente– con los trabajadores sin ingresos, que trabajan en promedio 29 horas a la semana. En tercer lugar, también es recurrente que los asalariados privados en empresas de cinco personas o más trabajen por encima de la media (cinco horas más), en tanto que los cuentapropistas poco calificados lo hacen por debajo (no por elección propia, sino por la intermitencia característica de este tipo de empleo23). Los asalariados del sector público y los de microempresas en algunos casos trabajan por encima de la media, y en otros por debajo, y en el agregado regional se parecen mucho al promedio.
Conclusiones
América Latina experimentó, entre 2002 y 2014, un periodo de bonanza económica que permitió una significativa reducción de la pobreza (especialmente desde Costa Rica hacia el sur) y de las desigualdades. Dentro de un contexto internacional favorable, la mejora de las condiciones de vida estuvo particularmente apalancada en transformaciones positivas en el mercado laboral, tales como una mejora en los ingresos reales y una –modesta– reducción de la informalidad (v. gráfico 4). Las desigualdades de ingresos laborales también cayeron en el periodo, lo cual puede deberse a algunas razones no mutuamente excluyentes, tales como:
a) una mayor demanda relativa de trabajos no calificados, en contraste con los años 90, cuando la liberalización económica afectó relativamente más a los trabajadores menos calificados que a los calificados (con la particularidad de que durante esa década hubo crecimiento económico en conjunción con subas del desempleo, la informalidad y la desigualdad). Por el contrario, durante la década de 2000 el crecimiento fue más intenso que en los 90, y generalizado en varios sectores, muchos de ellos intensivos en mano de obra poco calificada –como por ejemplo la construcción o el sector primario–24.
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)
b) En algunos países (como Argentina o Brasil), por cambios en la institucionalidad del mercado de trabajo, que implicaron aumentos del salario mínimo muy por encima de los del salario medio25. Si bien la dinámica del mercado laboral fue el factor más importante detrás del achicamiento de las brechas de ingresos entre los hogares, hubo otras variables también relevantes, tales como la fuerte expansión de transferencias monetarias a hogares vulnerables (sea por medio de la cuasiuniversalización de las pensiones para la vejez –con los casos argentinos y bolivianos como ejemplos– o de los programas de transferencia condicionada –como la Asignación Universal por Hijo en Argentina o el Bolsa Família en Brasil, por ejemplo–), o la caída de las tasas de fertilidad –que implicó un menor número de niños en hogares pobres y, por tanto, una suba del ingreso per cápita–26.A pesar de las mejoras logradas durante la década de 2000, en los últimos años tales tendencias se estancaron –y en ciertos países, como por ejemplo Brasil, incluso empeoraron–. Son varios los factores detrás de ello, entre los que sobresalen la ralentización del crecimiento económico, producto de una economía mundial menos dinámica que durante la década pasada, y la caída de los términos del intercambio (particularmente en América del Sur). Se pueden adicionar errores severos de gestión en las macroeconomías locales; se destacan particularmente las experiencias de Brasil (que indujo una profunda crisis económica en 2015-2016, con efectos regionales dada su importancia relativa), Venezuela (con una situación dramática en todas las variables macroeconómicas y sociales, particularmente desde 2013) y Argentina (que, desde 2011, ha tenido una economía estancada que, en un contexto de crecimiento demográfico, ha hecho que el pib per cápita a fines de 2017 estuviera aún 3% por debajo del pico de 2011).
Más allá de ciertas especificidades nacionales en cuanto a performance económica, lo cierto es que ningún país latinoamericano logró un cambio estructural significativo en materia productiva –y, consiguientemente, laboral– durante la bonanza de la primera década del siglo xxi. En la actualidad, el perfil de especialización de la región (commodities en Sudamérica y manufacturas ensambladas en Centroamérica y México) es muy similar al de 15 años atrás, mientras que los gastos en investigación y desarrollo relativos al pib siguen siendo pequeños respecto a los países desarrollados. Esta trayectoria difiere sensiblemente respecto a la del Este asiático, donde en el mismo periodo la transformación de la estructura productiva fue mucho más profunda y se incrementaron así las probabilidades de evitar la llamada «trampa de los ingresos medios», por la cual a los países, una vez que llegan a tener pib per cápita intermedios (como ocurre en América Latina), les cuesta mucho pasar a ser de ingresos altos, habida cuenta de que ya no pueden competir mediante salarios (dado que hay países más pobres que los latinoamericanos con salarios más bajos), y por lo tanto la única salida es competir vía productividad e innovación. Lograr esto último no implica solamente un buen manejo macroeconómico y mejoras educativas, sino también que haya políticas productivas, científicas y tecnológicas capaces de fortalecer los encadenamientos productivos y el dinamismo tecnológico dentro de los países. Ello indefectiblemente requiere del accionar estatal y, a la vez, de capacidades estatales para poder ejecutar eficazmente la política pública.