En este espacio me gusta invitarlos a empezar a programar o aprender a nuevos lenguajes de programación, hoy más que nunca se ha visto la necesidad de evolución digital o transformación digital. Por lo que quiero compartirles en este post donde pueden encontrar ejercicios para empezar a programar porque como cualquier cosa en esta vida, la practica es lo que te va ayudar a mejorar tus habilidades de programación y empezar a resolver problemas.
Existen varias paginas donde plantean problemas de programación y que de acuerdo a los resultados de los programas de cada usuario te va una calificación y se van registrando rackings, o que te pueden dar retroalimentación de tus programas.
- https://www.acm.org/ Association for Computing Machinery , ACM International Collegiate Programming Contest, ganar un concurso o publicar un documento ahí es de los honores mas altos de la computación.
- https://coderbyte.com/
- https://www.codewars.com/
- https://www.codingame.com/
Hay otros que son concursos que proponen retos de programación por ejemplo:
- Hackathon de BBVAhttps://openspace.bbva.com/ (si quieren conocer un poco les comparto mi experiencia Experiencia-en-el-hackathon-bbva-2020.html)
- The International Obfuscated C Code Contest
- Maraton behind the code de IBM en 2020 (del cual les platico en Experiencia-en-maraton-ibm.html)
En esta publicación veremos un reto o problema de programación de la pagina de UVA, para que puedan practicar su programación, les voy a explicar como lo hice desde cero.
Primer paso tener su cuenta en https://onlinejudge.org/
Una ve creada su cuenta les llegara un correo (vea la carpeta de SPAM) para verificar la cuenta.Ya dentro lo que vamos hacer es buscar que problemas hay para resolverDespués elijan uno de la lista
Al entrar en uno les mostrara la descripción del problema, les dirá cuales son los datos de entrada y cual debe ser la salida y les muestra un ejemplo de como poder probar su programa y el tiempo en que debe ejecutarse su programa. Las instrucciones están en Inglés.
Una vez tengan el programa deben comenzar a realizar el análisis del problema. Este es el paso más importante de hacer cualquier programa, entender bien el requerimiento, cuales son los datos de entrada y cuales son los datos de salida esperados.El problema que yo elegí dice que se van a recibir como entrada el numero de lados de la figura, las coordenadas de las equinas de 2 polígonos separados por espacios por ejemplo
![](data:image/png;base64,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)
Y al ver esto en un plano cartesiano se vería así, las primeras coordenadas son la figura en rojo y las segundas coordenadas son la figura en verde
![](data:image/png;base64,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)
Después nos dice calcula el área de todo menos en donde se unen las figuras y esto nos lo dicen textual Calcula el área de la función Exclusive OR ![](data:image/png;base64,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)
Ahora debemos pensar como lo vamos a resolver, primero manualmente, por favor no traten de programar primero, es mucho mejor siempre pensar como hacerlo a mano, para poder comprobar los resultados que nos genere el programa.Entonces para resolver el calculo de un área de esta forma recuerdo que es con formulas de Geometría la siguientes ligas, me gusta compartirles varias porque no siempre entendemos con una forma de explicar
Ahora vamos a resolverlo a mano, primero calcular el área de todas las figuras y luego voy a restar el área de la parte en que se unen
- Área del Rectángulo es igual a 8 unidades
- Área del Hexágono Irregular 6.5 unidades
- Área del Triangulo que es la figura que se unen .5 unidades
- Por lo que resultado es 13.50 esa es el área de la función XOR para ese ejemplo.
Realice el cálculo por medio de determinantes, les muestro mis hojas de mis cálculos
Ahora el siguiente paso es pensar en que lenguaje lo van a programar en mi caso seleccione Python 3.7 ahora hay que traducir en pasos o en un algoritmo lo que hice en papel.
- Leer datos 2 líneas no mas
- Separar mis valores primero en una variable para saber cuantos lados tiene mi figura
- Mis siguientes campos en un arreglo por cada figura
- Después realizar el calculo de área de la primer figura
- realizar el calculo de área de la segunda figura
- Obtener los puntos en que se interceptan
- realizar el calculo del área in que se interceptan
- Calcular el resultado final
- Mostrar el resultado en el formato de cadena de largo de 8 con 5 números enteros o espacios y 2 decimales , el punto cuenta como el octavo carácter.
Después de probarlo vamos a subirlo a la página para ello presionamos el botón de submmit en la parte superior derecha y deben seleccionar el lenguaje que utilizaron para programar y copiar su programa o pueden subir el archivo.
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awifYBB8ABcAAcAAfAAXAAHAAHBosDjQurd919D239xitp50VPockLdjMfpeIPU/Gr/pMLn0aT5z6NJs/L/p3P291o5/lPoa1feyVxWRBosAiE9urf9qon37SeS4TVuuuqtu5hcEuYNV3dUhx++YDBrREinyoEcG3t32sr2gZtAw6AA+AAOAAOgAPgADgADoADwoHmhVX+MNNd99AdP19Ot61aTrfdsJxuV1vev5WPVy2nO26w6b9etdyUkaCwBUHBgc45MFWCEPwCASDQOQK4BnZ+DQSGwBAcAAfAAXAAHAAHwAFwABwAB7rNge4Iq8FX79GI3W5E2AfHUhzoXNqBBSAABKYKgVSfxjlc68EBcAAcAAfAAXAAHAAHwAFwABzoLw5AWIUIjOUXhpADv7lv7VTpQfALBIBAAwhwH8YDU389MKE90B7gADgADoAD4AA4AA6AA+AAOBBzAMLqEIpqcSPjePp1/Acf+n0D0g5MAAEgMFUIcB/GtXv6XbvR5mhzcAAcAAfAAXAAHAAHwAFwYLA4AGEVwioG70PIgd+v3zhVehD8AgEg0AACv1s/gWvzEF6b8ZA8WA/JaC+0FzgADoAD4AA4AA6AA+BAFQcgrGLghsH7kHHg7nsfpG3btzcg7cAEEAACU4UA9+GqGzjS8ZAHDoAD4AA4AA6AA+AAOAAOgAPgwNRyAMLqkIlq6FBT26H6Af/1E5umSguCXyAABBpEYN2GTRBXcY8GB8ABcAAcAAfAAXAAHAAHwAFwoI85AGG1jxunH0Q6xDBYQu39ax5pUNaBKSAABKYaAe7TuA4P1nUY7YX2AgfAAXAAHAAHwAFwABwAB6YPByCsQljFoH1IOPD79RNTrQHBPxAAAl1A4HfrsN4qHkynz4Mp2hptDQ6AA+AAOAAOgAPgADgwSByAsDokotogkQ6xNnORvOe+tfTA2t/RI7/fQFsfe7wLcg5MAgEg0C8IcB9/+PcbTJ+/5741+IMY7t3gADgADoAD4AA4AA6AA+AAOAAO9AEHZvTLoBFxAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABAYFAQirg9JSiBMIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAgb5BAMJq3zQFAgECQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAYFAQgLA6KC2FOIEAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQ6BsEIKz2TVM0F8j2HTvMx4w2Pfoobdy8hTZs2ox/wAAcAAfAAXAAHAAHwAFwABwAB8ABcAAcmGYcYE2AtQH+GCprBfgBASDQLAIQVpvFc0qtPb5tO01ASMWDwjR7UMAfDvCHE3AAHAAHwAFwABwAB8ABcAAcAAfqcYA1A9YO8AMCQKAZBCCsNoPjlFrZtn07ZqZCTISgDA6AA+AAOAAOgAPgADgADoAD4AA4AA7U4gDPZN22HTNYp1TMgfOhQADC6oA3I4uq+Mtcvb/MASfgBA6AA+AAOAAOgAPgADgADoAD4AA4AA54DmyHuDrgqlB/hv/o1i106VfOp7nnnEDjP/gufeniC+jTn/ssXXP9Crruxh/TfWsfpB07Jvsz+BajgrDaImD9lJ3/uoQbgr8hAAtgAQ6AA+AAOAAOgAPgADgADoAD4AA4AA60xgGesIUfEGgCgS1bNtPX/vOrdPrYPHrpq59D+xz0Cjp94Ql03EnH0uHHHUYfnX0gHfvvn6STzvo4Lbn2Qnps2+NNuJ1SGxBWpxT+9p1PTk5CVMUrHuAAOAAOgAPgADgADoAD4AA4AA6AA+AAONAxB3ZMDsfswfZVFpTsFIGNmzbSF770Ofq7v/8LOuucL9Ieb30pHXDwa+mUc4+mIz79IXrf4e+lN+3/ctr3kNfTYZ/8AJ204BN01Y++RfetfYAe37a1U/dTVh7C6pRB35njjVse7fjCib/itfZXPOAFvMABcAAcAAfAAXAAHAAHwAFwABwAB/qRA2sffoT4X7uxscbQ9G/nzp20fft22rZtW/CPz3FaV3471LqxK1YQfeITRC94AdGf/In9x/t8jtPkp8vIuQa2d0yspYN/cgn93RWfpF2/cjD9+ddn0d7XfpG++8AtDVivb+K3995H/K+bv61bN9EBH3otLTj3DDrrnPPoje94Gf3ts/6UjjvpCLr5rpvpnK/OpkOO2ps+c/LRtPAr59KCy+bTSWcdRl+85BN0zPwP0sy5b6ctWzd1M8Su2W5cWN3y6KN0wimfM/+6FnWF4Z9ev5JW/OwG04Ersg5kMn/Br92LJcrhIQAcAAfAAXAAHAAHwAFwABwAB8ABcAAcaI8DCy+4iA4+5LDg32mfP2PKx+hXX/sD4n+dtCtrDU38WDTdsWMHbd26lTZu3EgPPfQQ3X///eYf7/M5TuM8TQqsO3nW7eQkTW7YQHTccUQzZvh/u+xCxP/0ueOOs3mzck3UXWws+NX36SmLDqMZlx2Y/HfITy+hjdu7P0tz+U9+SgcecoT5x/vd+G3dupm+dPFM+uBhL6EDZx1AP/75N+nTJ3yMnvL0J9K+h76FrrjqSvra+CW07Jql9I0rx+k7115D3/nhOJ2/aC4dOPpaGv3C6+mTpx1MJ37pcNr86MZuhNhVm40KqyKqcqMdf/KpXQ28zDgLq9+75gc9EVe5nhddenlZOCbtwku+3JjYPLF5S1sXS/7r1ZcXfZWOnT3H/OP9Ti66KNvejRi4ATdwABwAB8ABcAAcAAfAAXAAHAAHBpMDsagqx53MFm2CC8ceZ8f5ndhiraHTn8xSZfH0tttuowsuuIDOPvvs4B+f4zTO0+Ts1Z07dtCOiQmivfe2AuqTn0zbd92V6ElPInrJS4n+9RW08xl/Rtv43JOfbPPsvTdNbtxI1OCsVRZViwRVfX6fa8/qFO7K8qedOd8Jq2efc35l/nYy/McV59OHDnkFzTv7ffSOd7+I3v3h19DHDtuX/vaZu9HBh76HPn3KiTT75E/SeZcsoO/9cJy+98Pv0xX/9TW6+977aPE3v0SfmvtWOvrMfejIM99M4z+8pJ0QKst8a/zbBgfeNv1rTFiNRVU+nqofd8xeiassmLKQXCauSp6v/sc3Oobk8e3tz1a9/CuLiP+Sds9v7zX/eJ/PdXLh7aTsnYsOor8/5SfGv9n/yCK6s4G1ca475dnObjvx6bjaKT9lZe5aRiedtIzu2HQ9nTPzKDpnRfsPKndcOZeOXHh9D7nBMc+lpXe1G7Ot85EzjyLzr8ux/3jhUT3Gp11c+qnc3bT0JM9LwzHD105j7Jzv3J4nXXl3g3y3dRU+FtpesZCObASDehhW8bbdfm/KSd+buZB+HF/H+drk0jvp5/XqOWXX4Ljectx0Oxs8+wXHsF+nsG+XVylbyXNTya/Ktu303lbM+epraOu+w76c3U+578p1KsC64D4Y5OkXnhbjmOSU9N1ubpk77rqYuG520zdsN3i/70NuoX170r4ipMZbFjZ5jJ36959XLOlqbDeu/oWbQcv7nVzfWHPo5MezUFkwvfbaawMx9bLLLiP+xyLrvHnzaObMmXTmmWeavFymid/OyZ1upurkU59KO5/4RKIzzyC6937iJK7ZzrUPEY0tINrtz4nzmBmss2eTKdtAEPz6f9lMVS2s8v6X71zegFdvgl/5Z33q82d+0fw7YtYnnbDK+3Ke8zSxPMDmLZvosKP3pXd99EU0/wsfox9d+++04Nwj6Hn//E+02zN2pQvOOZtu+p/b6Z77f01XXf0NOu74mXT2+acbcfUH13+Xrlu1jC79jwV08LEfovce80b62PF70qYtzc9alVm7vG3614iw2k+iqgDUL+KqiKq8beK3ZetjbV8kP3HUqBFU5SLLAitf/OW419t+FTD7Na6q9mlSHOr6QDj30Nf6ADDAY8UyJcp2LrQFto1QjcFhiEk7A4lqAaZzH+3EtZma7Dtch9BeCbcjUab3/S7Eqy3/RhzwooCxISKM6edR/aM6T1Wb99Rvt+tshCzfBj2t26bqft0Wr3L3iJCrvo5TzK/Kto3iq12vovq2cr4J32H73nHlwop7beSzEp9W6mPzhtfX1st77kxhWdNn/XNF/ro5hbH1lKOoZ1/wEW3e1liYBVUeW/Nr97+67Xb68U9X0Aknnky8REBRu7LYWpTWxHn2zTFUxVHH16OPPda2dMGzVfkVf56NKrNUv/Od79DmzZudTd6/6KKL6KCDDjL/li1bZso0sSTAzuuvJ+LZqH/wB0RPfDLRL39l/a66keisMaJzF/pzd99DO//uH23eJz+ZTFkXZfs7vKZqLJ6WHT/zimPad5YoKRqUFhKL9pvQqf7r6v+ksfOOpGM+80E6++xP0kWXjNK3vz+bPnDo62nGjBn0icM/REu+dRpddvEX6ITjj6XZn55Fq25eThs3bqKvj19GR5z0Xjpl4bH03tF30RsOfDm98/BX0Q+uvypRs85O9fWM1X4UVQXuqRZXhdBNkFXqtOnR9j9axTeA+EKaOhfn6dZxvwqY/RpXeTvwYKa5gXV3B8KpB+loMNbhQ16zA69mYytvxxQ2w3IuHKD3Ew7N8sUKq37GONdbBtB6fzNtiESH3ve7kFvt+M+VyYl80bWJ00V41fsd9vl+4lMulqidc+md1j2HediujfsL4q3u1zmOBOU7jXWK+VXZtlN5/2jAd0X98tfO7rdH3menHOp9+XyfaKCtGu1Xvceku9cp1Af4Ns8BHkOzoMozQ1kw/c9vLqFPzPo3868I76aFVeP/ppvoxptuMv45JlljlfeX/ddVJo3TOW9RXKnzrDm0+2MNhmeryuv/LKqmfj/72c/o6KOPNsLqYYcdRhs2bGjmGzkzZ5oZqOb1/3PPta5PPJG277ILTWb/dvA6q+cvtGnfWkY7WIjldVe5bAM//lBVmZCaSvv1xoca8GxN6Ff/iwRVOc95O/2dc+GxdObYPnT86fvRMcfuT587/WA6Y+z99K53v4z+aNcn0dtf/SJ615tfSCMj/0Bvftez6Yyzj6Lx736Z1j70IP36zl/S2ZcdQ4cc9wF6/YdfTa98/0vpVfv8bzr5nKM7Daun5TuasdrPoqqgOFXiKk+rZrI2KapyndpdX5X/csUX2NS/E046uaULrb/4/oYu+8iz6e+fJf8Oosvu9DcuESjNq/lZng8v+o3zJenG3nVz6e/dUgDW7onX/YROLLC9YZNOezYV2Q18mIdOse3j3MC+nZ+5dJlaosDWVfs6iC67bhF9+Flz6Tr3EBvhkC1v4HHyvkw8zlcYt4njI4voMl7K4FnPphOvy8rp+D6yiK7LxZcJNO7192igmw2Mfsyv98trZy5v5oPzSNrMhbQ0txQAP/T71wLl1WYzOBCRhPEwdkRE8vV2ApL2o8vJrNAV+pVhJRRndbijsHzkKxCZLR6+fmF8MsAxW6mj4GMEC19veR1Syvg2DvE5MvCfDZiK6uZ4pOpQdE7XP1juocy/8EHlMfXTuISY+HrFMekyjIsul/CTTM9sSpuautbBSMU/U7+6L36t3XzbhOlct6CtT1pGS+OlADTOJy0j03eEEy5ezwvpDw43U97yl0UAv6wGx6IwUxiYfMK/krbVvqSuvqz1qeuXyh/GKfVI9fu4/RPHpo/4OklMzkc2g9diYNvQic6RsCpldfweO/Zt29L3ZXWN4HbptN2K+p0677H2r0dL3L7OEeeknaP47nB28/y37aY5r+ua5eelU7RN5k/A07i9pJy269tO8D3nyuw67K7ROj/zRccidQ3bxrWx9LcgrtCe56jYUuk1rlW+j9lyzner/Mraia8HzDFnpwzjrEzxvYlj0hhH1x+NZWbL36uzctq/xlF8Ox6FbXDSlctyvj1HY26kjqU9UmmbaYPp+5oLNl/d9uBYgv7ksAjr4fkWn1e4aowivDdkyyPZ68ZcWmruxTruEruOv8vMUjZ8z1t4tr7/xHUuwMq1EaencWUsfF+oYwd5WuMz8AJezXKAx9aMKQxRhGAAACAASURBVM9aNcLqFUuIX/Xnt0GvvvaHdP6FFwXCJudtSljlt05TY3u2z2u88j/ej8f9XIbL1uHCxi3tr7O6bds286Eqma2qZ6qKRsPb7373u3ThhRe6Wat33nkncdmOf89/vv1A1bOfQ8TrxV5/PW1j0fQHP6IdPGv2hS+kHfLxqkcepp2PbqWdL/nftswLXtCxezaw61cObllYXf7Q7Y34ZiO9FlY/N7YfHTjzX+m4095An5r7ZjryU3vRnHn70MyZe9Ez/viPaOQNz6fj5+1PnzrxTXT+V95LX192KC259rO09Kqz6JxFs+iTZ+5LIwe9mF76nufQc/f6B3rl+59Hn5r/gcbw6IWhjoRV/nCTKN11tyec8rnG6iXrqPKHqur+W/GzGxrznzIks1S7IaqyvzoXwlSe+MIaH6fKlJ/LxEQtIhoB0AuOIiKGAqEXXwPRMyGs/r0SL40464RXK3Q6u0ZkTdsNfJgH20hYjWLecCeLpnqN1tiXiKhST3vshd3IvnqYtnhIOb65R7YzAdXXazNZ0VeVycXHduKH9Og4G3C4B3YzGIoHjWqQkaX7AXo0WBURNFsP1Q8GIr+q7m7wrwaFfvDFdcgG0m4gb225GGTQVFg+e1gy+VRdRIhR5WwsPo+IOA6frIw/LhgYO5s2dp8/Gzi7ulTUTQZuSlRzwpGzIQKKj5sHtUvNOrpV/jMs3aA1i0cNPsO2yLDU7Wf2ozbhcwHesZ9s0OzqYNMDscKlVWFk013ZgIOh3SqRy6Q7v1IHNaAN6iTigRasymLJsJM+xG2qfZm4VRuyL5Wej73cl3BXcDHtqEXnqC6B/SjNiiS6nrEAJAJsXCeFUYGwJ3Eyr3U/Mfxx/cj783ls27rju5bROW4t3Citsj7lWLprVK4flrTXiuuJxdEAV9VXpF2cbVXXsM/Z2BwXHH/Ed1TXgP+Cv+Qt6r98PvPjrgXCfylr/bg4TF1sGdcGUl/H26yMup5YLnnRK8SnrB3ElsQj8XpbIW62ro3xy3BI3RvdNc77l/utwyMr4+5VIha6tuY6+PImVoddxJ3Mlth29RJbhhfeluGVsxVzRERLld+1v+rLGd8dV02bZxzieJx94ZW0UeI6kJV1cVf097gt77hymV2fuayf55ZaiTmcHbu4Y75J/MKx7Fgwdm0u6XJdUjjmcEm0ce46ovGyPmPMGQ9p+/Lnb2kLbIETODCVHJDl9Jyw+k27fioLmvxKPs9k5X8sZsp6p00Jq1xvFk9FXOXZskVYsNjL437O2+qHtVJaR51zjz/+ON1///1mGQBeT7Xox2kXX3wxHXrooUZcXblyJXHZjn/PeIadffqmN9JONnbiyUT/9AKzb47fsbcVVnnW6o03klnZdc83WWH1T/6kY/ds4M+/PqtlYfWeTb9rxDcb4XVTb73tduIPVVXpdLLm6vKfrGjb/+Gj/0rved+L6ZOz30CfPOWNtN/hL6ZPfG5P+uwpe9Ff/q8/on32ejnNGzuITpy7D5009+10ySUfpv97wyn001UL6LJvfJreOfPVtM+n/oVe89Hn0mve/wI64pTX0d4HvbjteIoK9u1SAO0Iq1ymqV87wiqX6eZPC6tlH7RqN4aii2bV+VhIjY+ryufSjcCnBD/zQB2KilWiZpCeEFYDgVH7C/Lahwq2JeKmtqv3bR3CGFmwlXJSx6BMwpcVX7O667hkQMJltOCcwKaur8r42DYPttwggvGIHtpzgwA74JIH+NTDvBkYyUAjUZ7TpbwdRFfMdkvYkHL2QzfhwMTgo8vofcHZDDL94MeKBmrwI9hoEcGUDfEJ6iq2A3/52IIyQV55yNVl9H6WniwjZVPbMGbhTw4niT8QXvJl4wFtOEBP+S8Sb7RtvZ/ZCNooSg8wqMAoyGttew6GdoO2ybV3mFdw1H1A70t6YLM0loJBvggrcV+NbAV+OPYonePx9Y5EGckf8D3EVduvrKfjUgEfJD2OkY9VDDHXzHF2vdJ1kbppgcrgH9sXvyLwZdepyvok7MT+pb0Lt1HdJJ/G1Z6LeJbwXX79s+XdNTaqa+5aF/SzsvYK+ZCPNYpbOBXcX9i+tpMoE4lfAT4JLHw75G3F/In7RJzeEb8SsaV4FcSQKFPctvn6WSyz+1hsy7SrvqdF5XX+JAd0O5XxIp3GdY/FP+G82RqfYZ7a7ZGMNx1HwJ+IWxxHvo0Ypww3jZFcO7RvvS/p0TNU7L/OM1aAk7Mr9YvaMUvP10PyY1uOJ/ABPlPDAR5Ls2DKr9jzx6B5jVWeDcrLAXDaWWePmXT9waomhVVpdxZx2R/PkJVzspU03sq5Vrbt6hV1hFVeBoBFVS2s3nDDDc0Iq7vtZoXV3V9LO1lJnX820T88m3ZOTtJ2XuLgec+jyRkzaCcLq7ffTjv4Q12vfk2jwure136xJWH1j7/68XbhLi3Hb5hXCas6vd0PWR388ZfQoYe/ig459HV0zNFvpYVnH0rnXfgx+sbXZ9Fz/mo3euHf/BkdceiedM55B9IZY++myy48lJZ892ha+l+z6erlc+h9R7+SXrbfP9K/jPwd/eO//BX9xT/+Cf3dC/+itG7tJOq6tlO+rExHM1a5oURc5ZmofNxvP14KgGep8oxWFlX5uFs/EVV5K/tNi6vtLgUQC6nxcSsXWZM3JThu2kxaCAwESvPgGIqaQXpgL8xn/CkB05RTr9O71/gzMVPb1fu2jtq23vc3ZV1G7zuMVCzhMgKyJMKz1bIGYpdnp/pZtc6WrrfeT+AlZeKY/KBUfEUP7YmBhX+Aj/JmD/h6IGH2U7MvRHiVQb8SUyRWt03EEAwog4F6Vg9dRu9nMYbluQwPIrXQmhamOCZf/4Q4xfZ5sOXEhPzgNIePwsLWWeOaLx8MzF19pP1S24SNRFs5vIOBoY7F2s5xJolvFEdBHo9l3k8oMETpgb1E/VR6OQdDu7ptarVFwIfQluCpbbYSi5SX9uZXjAOhQtWR82o/7rik78X5Q95y+4W4+vzV9XSxl/IzbYc5YeqZFC2k//FrymF/9fEp7gV90ZZ1M7oZG9P30nFoe2a/BMt69RXhnGf8ecFL+7F2oniidrZ5uG2k/mE7cbrDMNnPo/wFOOfrFJXLbHtfUdwJTubrly/DeRgTEYY1PuXtkLel7RjfGsuCettrUhv80rYNNvl4TAzab66M9LtU2zL++dmijks5W5xf7LDdKB6dX++7Pptub9uGqo+5/Ppc7FunqX3tV+OibCbbQ5dTeSU2LpPv59avtXd3JhJYTIK8GcZ8DdLcE9vBfakgDu0jZUOf47zBdT1RH+fbpEXtmOVv3Y5qh0qfyBu2AfAAHp1zgMfSLKLybFFew5Rf/z929hz3+j2LqPEs0W4Iq9yWLOJyPHpGKu/zOU5rp727uRQAi6r84SoWVbu5FMCOJz2J6Be/JNq4yQit5sNYy5eb2ao7WVj9p38m4qUHfvNb2sl5WWjlZQQa+H33gVtaElbf8v0zG/CaN9ErYfWE4z9AB33stXTs0W+lby4+hq668ng64Yz30fzTDqS/fvof0D6v+mf65lePp08d+3b6zNzX0dz5b6fjTtqPvrjwSDr7ogPp3Ye8lp774n+gZ73gL+n5r/4betbz/5r22nskX6EOz/TtjFWuVz+Lq1Mlqkp7d0Nc3bSlvY9XxUJqfNzyBVeLi+qBjoVVmWkaC4AbNoVCZpAeiIphPhOb9sd5czNC/Q1S29X7to6hbS0ECwZ8Tuyb8m4JgswH+5dlCjiuOF3hITbjurvzui4BBuzLxhrPqNXxxcKJtRs9tCcGDnrQoPclLj7nZo5x+Zxw6PEWQfOcstfYEjEEg5tIADJx6DJ6X/AtGMRJHcy2II8ewOgBkisb+MsPToMyQV7BhdtAhJd8eRHaZI1FYy814HbibtSmggFvK/3ny7I/ET1yWGvber8Sy7yfsI2j9CDuCow4byEHQ7tB25j4dbre120lr2Da9ACbTORy/luIxfFJbLj2zHwHGCREgFJfifzcRoGPEFeNTWW/F1GtDV66/lXAGXvNEMylHRL1ifgdx+zr02m7acE0EnQCYcvHarlt+7iPQ9IjnkXtnL82he3E6Q7DrA+GPqL8hThLPLKNytXpH6nYjcAn17eorlm8uq2C2Es5nbfFZYP+qOMprDfXs3V+pa6luh6uP+t+puPJ6h5e9zTmXD/BTdpEbXO2uGxNYTWFhTmn/VlcikRIVz+uR2k7FcScisFgkmiPwrzyhxcRTvPXhbhN4r6i62G4F1wTpa9nuBbEoW0G/M21cdxGWbyl1818HdPPcgpn8YttWwKR5gT2waumOBCPpeNjFlV5pih/TEp8dktYZT+yNIEsQcA++Vy7s1Wb+njVvHnzjIjKYiqvqSqv/8ts1a58vOrII42Qaj5Itd9+tPPG1URzTrASzU9XuA9Y0TXX2qUCjptN5kNXDX68ip0d8tNLaour16z5lUhIjWx55ultt99BC85ZWDlj9YijjjFLBiz/yU/b9r1gwUn07v1eRZ844M30qcP3oWMPfQtdOO+D9MH9X0F/+pRd6biD30H/dvQH6DUvfzEdffj7acH5J9Pcz3+avv71hXTpJRfQMUcfRh89/JW053tfRG9964vpPe95LZ3xhc+0Hc9UFOxoxqoE3I/i6lSLqoJN0+Lqo4895i7OcpGus40v9vFxHRthHiv6iQBp0rTguGkzVYmaQXogKobip7GthdV4bdLoQTNnV0RQiUl9GMrkVem5NVaNXy8Wi9jphNUC8dNiFQqjOV9xPQIM7INPrkwWj8M9OfiJBqe5wVr4UG8GDXrwZgYaSlg1omfRjAztiwcYfhDHA5NAjNIfA8lm3vgBc1jW4Kfj5v3S8oyXHbyFM0dsfC4O5oqx5Qertv4+7rydfGzhQMv69XXJBlZuMJcvnxrAW84UP/Cm2qmVNVY1LmxLx1svniosNReyegSD1ihdt2+VsJ5sW8EqYVfx2eLm+Wt46dpG+OBFmBTOJ/Eg2Qm7KZ5JLHHb2/MSQ8jhzLeKxeRzfrhsDV86P+Ot7MWDdW2/up6+TmXcNHa0z6B/2bYJuJb1fSvu+H7IPmxMRX0xamexk9W/uj7lWJbVUdLuuHIhLc3Wlg6wDeos9fCcs9ccdVzj+qeFHYeNa+vomhL0s7J2sxh4Lsd8jTH2HNRtGLa5LROsxZnCI4hdY6HjzftnX9p3eK2y+YN04YURtlrhV74/mnY3ddGcjHyadF2fKD26toXY6bqn/HN76TpE+LBv1/ds22oszLVO3ZOFx3W2XFbbsmXupqULl5l1he1x7DOuO9fPnsv39+y84wVzkddYjeoo5VW+XGwR34L6Zc8z/v4n8Qiu+Thsf5X0rI8o/2LfxHFSxM/oeVTy5rYmLs+rUl7UtYl8bY2Pcm0DHIFjTQ7EY+n4WGaKsrDZjTVWNXdZxGV/vByAxMH7fK7dj1Q/+lj7a53yzNCtW7fSbbfdRjNnzjTrp7KAyrNTRVDlfRFVDzroIFq2bJkpY2aVipDS5nbn9dcT7bor0R/8Ae184hNpOwum4+NE27fTzu3badvmTbRtcoddW/XSr9DkE59o8nIZU7ZNv3GxiW2P0j7XnlUprr7yO3Pjoh0f9/rjVf911ZW059teRF847hCae8zH6TOHfJjmn3wg7fOWl9NfPuOpdNT730WXnH0yHfSBt9FhB7+H5p/2f2juyTPptFM+TZefdzadfurRdPDRb6J99n89jTzzL2nvf30O/eyG5R3j0EsDjQirHHA/iav9IqpKQzYprm7fsaOtGx5fcOVCG285TV+c6+9n4qp7LT9cczUQOM1NKhRMg/RAVAzzmXgCYXUzOQHU+fav2Qd2s+UJZLmADy/6CV32ES2UZgKw2PnIIrpu0UFuxqrxbQRjec3/ILrsOv7Ala6r/QiV+OCtnbUbCqtsywqlYkvyZYOrAAM/4DIzVAvi4wd7P2CQMtHAJBh82TzxwMQ81MsMi9RX0LPBiR0c+ddg2Y4f2IlIZQcLJk0GI1kM8rVlY0fSDDd4gOYHGQZ3HXdlea6XHeQV4eFj9wMm9mPqvlC++Gtnq8UDSodPNoi1Za5X/cb6dj7cYFfiKqlbzQc4F6u0U4BXmf+ID9FrujmsS+ORQanM6tNY5v2EM7eidN2+kfiQjKmAgzJw1+1uuJfhdNKV15uvORels8gU9wddnvltvtKt+VoYi+9fjgsch5RV5Uw8AQbCFYuti1eVsTY9l3I85Lwl3IvzO15zjKl6lnLB1rWcl2GdBBOpm/dveWTjK+mLjJfi/zkL53psZVawpKfqU4Kl4VxVfQP/4bVXcybHuaydW7n+sT3ByWEsPEr0F+ff5fHt4+uWXWev1DhW9GGDSY3ry5XLyPwBwuDvOZqPXdZrlmsIbyV/dI2oda2KYlN/gGuLX0H/yTCM2j24P7TZtp7H6vqQ2ZI3Gew9raR9kvk9ruesyNrb/TEgxYnUOW4HaZMw3fEs62cBFimulLSHXLsdFoJ9gPdcivu5va9o3mT3cen7vBVbHFNkb+kK5moeVxdHkCbPCPp+r3mRxsn3uRC/4LyOS8dbdR1Cunr2KsEXOAGnLnOA107lD1fF42o55mUCgj6/aTN1Y8aqvPLPfjkejiuOTS8REMdUdLxjclKkjLa2O3bsoI0bN9KZZ55phFUWT/kff6hKPlYl50477TSTl8s08eO1VOm44+w6q099qhVOb7+d6P4HiA4+jOi8S4guuYzooINM2s6nPtXmPe44mmwoBl2PL9+5nJ55xTFJgXW3rx1Jv9rwoM7eyH4srPJHrOQXf9CK83b6m5iYoDft+RL68P570Ufeuy+96PnPobcd8HJ6+16voD1f8WJ6/1vfSJ8dPYj2f9frafSw99C/H/NROn7m++niMz5LMz/yXtr/XW+hQ977QVo45wu030ueR3M+/FHasmVLp2Hlyvf1UgA62lhc1Wm93JePWnV7TVWuE68xy8Jp1Y/zNPXhrnaXAyi6cA7b+dTr/Y3WsUAAbdRHycOAq58RCfTgoI8fMHMDwBZj7bR8CZ5WzEkMmkrK9Kqt4acOT9oVD+rYtnlYTMgLCPXLox3rYdV0X0S7xbh3v6/0M9eb5lc/1xWxxdxXx009TzRlB88aOfEJ/FV8BT8Gjh/8ISsWOfUSAMLpbgir/NEs9sezU/njWeKL9/kcp8mMWUmr2m7c0vl3c3jmKU92Y3F1fHycDjvssEBgZVGVz3Ea5+G8TcxWZU1m544dNDkxQbT33lYw3XVXOzv1hz+i7U94Au3gf096kn39/8lPtnn23pt2cJkuCKuiE90xsZZ+tPY2etLlHzMiK2+vfvCXktzoVib2yceabr3tdmef9+U8b+toWa5wyc6Xv3wRvfYVz6Pn/9Pf0tOe/sf0opc9i97xxlfQUfu/nQ5551vozbu/it62x2vonW/Znd70htfQAe98G732VS+jPXZ/GZ3zhZNo/qGH0qX7jtJBr3sXrfrWj0o8tZ+k692+lXTJxmasinkRV5sSEcVuK1sWVHshqrYSU5N5t21vb9Zq1UV0ONILPhLV2IOJnZ0ar3vaM+zM7Fk7O5cHiQMj9nQ6AOm0fEn7Y7CtH+Dzs7/MLJ5+nk3TRW6Yfs323Yw6jRX2m77uNdoXp227lfVhCKtu9njJPaFpXsNeP10rbf/o/NnJ2tGzytHO/dTOiAV8nDoO/Oq2283MURZR43/trnda1p4s4LK4WpSH01Iib1F+Ps9aQxM/Fkp5FiovC7Bhwwb69a9/TStXrjT/7rzzTnOO0zhPU6Iqx21mrE5O0g7+aNWxxxK96CW2OnPm2A9U7fIUK6byEgH879hjacf69UQ807XDmbp1cNv1KwfTn339KBq/7+d1sreVh9dYZcGUZ6PyPz6WH+/Lec7D+l0Tv00bN9Jb3/wG+tP/72n0zL/9/+nIj+1HZxx7OH3gzbvT0R8/gI77+AfpNS9/Ef2vpz6RXveql9Lpx86kj75nL3rfvm+hg/Z7K33slc+l41/7Bjr38Dn06KbNTYSUszEwM1ZzkeNE1xDArNX4hulfx29W9PR25VX/Zu3H9YiOg2UIeAkBv+RB2Q2x79I6Fb86LV8yiG5UzCnx03dtMuixGuEsfB20EYydXXmltoNXPQcd4x7H31FfRLsVDqp8v4CwCmE1esbocR/3XOxVHFYA9a/5d/72gSyH0Lk42ysM4Kf3vAPmwHxwOdDEbNVYAJHZq9u2bSP9r8lZqjmfaubpzjvuIPrNb4me/3yi3Xaz/3h/5kyiFStcUZ7p2ovf+687jx7aurEXrnruY9PGCTpw/33oHW/cneZ95kia9+mj6NAD9qJ3ve3VdPQRH6XPHHMk7bfXCL31TbvTR/Z7E53+f46g17/mxfTOPf6F3vbCZ9HxI6+jrZs29TzuJhw2PmO1iaBgoxoBXvcEN63BvWmh7dB24AA4AA6AA+AAOAAOgAPgADgADoAD/cKByR7M2KxWOpBjkBF4fOujdPkXjqe5R3+Urpj3GbrkhH+jhf/+GbrqsrPpgV/8X6JtG+ja743ToR97B516whG06Jy5NPaZI+mz/3Y4PbpxcAVnCKsDzFosCYCbcL/chBEHuAgOgAPgADgADoAD4AA4AA6AA+DAYHKgqSUABlheQegNIbB1yya69ttLiGg9rV52MV331QX04M3X05pf3kDbNq6hX/78Ojrt/3yYTj/xMPrJknPp/ltvpMcf29qQ96kxA2F1anBvzOt2rLeKmbtD/yrfYD6c4KES7QYOgAPgADgADoAD4AA4AA6AA/3Oge09eg2+MREEhgYDgckdtGPz7+nWldfRb1b/lB6+9Qbauv4+euj+u+mm5d+h39x5Ez32WDNrvE41IBBWp7oFGvDPywJs3LwFAiMERnAAHAAHwAFwABwAB8ABcAAcAAfAAXAAHKjkAGsIeP2/AUEGJqY9AhBWh4gCj2/bThMQWCtvIP3+F0PEh79qgwPgADgADoAD4AA4AA6AA+AAOAAOdIMDrBmwdoAfEAACzSAAYbUZHPvKCk/l3/rY47Tp0UcxkxV/qYTQDA6AA+AAOAAOgAPgADgADoAD4AA4ME05wDNTWRvY+vjjtGPHZF9pFwgGCAwDAhBWh6EVUQcgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABHqKAITVnsINZ0AACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIDAMCEFaHoRVRByAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEeooAhNWewg1nQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgMAwIzbr/zN4R/wAAcAAfAAXAAHAAHwAFwABwAB8ABcAAcAAfAAXAAHAAHwIH6HJhxwQXfIPyrxuD00y+gj398TpfF9DU0PmuERkbGaLV4WjtOoyMjNLLAnlmzdJRGZo3TGkknotULRmh0qT6jEoltjtLYglFnw6eupjG2nf0LbIjfLG1slZSSGLNyWVycmotj1ZiPNdsfX+D9iU1Tp6I4xC22QAAIAAEg0BICS5Ysofnz59PKlStpYmLClOUtH/N5TscPCAABIAAEgAAQAAJAAAgAgeFBgHUr1q+g81XrfIwRj486/Qdhtaaw3BthlYVOK4Jq0XF0wRiNOjHV5hlfKx0/Ppbz2ZYFTRY/jVCqBFuKy62h8QWZYJvKawTUTFR1Yqo9FkG2UlgdGSGpF3FcSkDOlY2qgUMgAASAABCojwCLposXLy4twOkQV0shQiIQAAJAAAgAASAABIAAEBgoBCCs1hNURXjuVFTl8hBW+0lYFUGTt07IHKXxtSyCelE0ECH1rNBEd+e8Vsy0IqgIm6mZr1Kcy8gMWTlntiY+jsef1XaCuDiLji0SUq3Q623lynoX2AMCA43AXXfdRfwPPyDQKwRuvfVWMyO1jj+eucr58QMC/Y1A+Ifc/B+Lexd94TOShJB4VpKknmzj562eOK1wIs+3FdnaTTbPou6P/u1amU7lov40naqOugIBIAAEpgECEFYhrPbtdOWezFh1QiQ/8LCQuprGzEzVUBTVgmWpIBk/yDr7RGUPoYU2Y3t8UVI2c+VUWjxDFcLqNLiio4oGAQirIEKvEVi0aJF53b+OX14WgPPX//Ef+vySLvHSNPXtFOc09yftY8T/ES5ZytybJCb/R8hkXnPS3lOTy+AUFypP4fudjjkQeeRerk2E9/XkPdnYrKhPUPeCP4pqt+3u98pPYXwWL3lDpn+E1bAdTfgGqwrOFtaztYTccxcXr8Ob1tx0nttgUsHlDrwk+08H9moX1c+5tQtlGeM+5d5Ms+nhdbBpPkX9qdXYW8zPPA2uj1FdjbnSaygvN5bHIGj3Mo5FfaKerShm/dZdrfrbe6VMaEn1VRO/wyK6t44ULPNWiVM+7m7cp2tBgExAAAhMGQIQViGsTmthVT8g8P4YLwGQrZ0a3pD55ssPGPxglH/QkB5s7OmBntm3+cObuZSwW/MAFAwKs/TEYEHbCWMMRdfcg35kK1c2DAlHQAAIAAEgUBOBU045xa2pWlWEX13h/PV+duAn9yUuY+5Vbg3uelaqcun7SlVeTteD5Dplw3tcOPit4y/OY3wG4m98b87jRmb9c3mjpOCPnZEYEPu14qK3EWORy9/uiUwAEoGga35aia9MRGnFTsd5+1BY7bhOXTDQ5fYyfTD13NqFqgQmuY86YSxIKT9I9Cl7HRHxObqGVF0Lyr1NeWr8jG+uwepNPDtGCMczJo/CNj7mSgXtXsaxCL+ObNVGM7y3sE9973Txuzpyfo2BLa/fIKy+1yS+d1E7XmQEAkBgmBCAsAphdRoLq/bh3N10zQOCv8EGDw/Zw0S49mp8KYhv0Dbd3dgj+2aQJ2usRg8gxDNnzQNrFKNZp9U/KJgY3QOCzeseOGObkf/UQ05cIxwDASAABIBAC86ObgAAIABJREFUNQKzZ8+uzqRy1M1vrtM1xAu+F2gRTrmqJcSG9xJdusZ+fK/JFcnfG+vWK2eKT0T3smSe7F7JM7Y8LvYeKcfxPd7YKa1LfD9Oe+azWniOc5Wl2bx1/GT3e/lDruMInx+l8VXZRzhd/TPBgPO7vFYQCGa1KZHBtJGewWVwFxEqi5Q/7ikxaNFG8ppt6FPwiDmwZulYsOwRp/PzmWknFbfEJX5Ne2acMB8NzeJxz3biMNgW4VeOiYtF+5A65urvZ7EJ55y4v9S3j3tmE9FK8HTPdhJTiH1QndSBtEGWxriNrfI8sPgoHJS/lLn4XKr/hPhIvNL/M9+zxunmso/Cmj7oseN2dm3psM7SW4hZ+BTWw9bf2deJEX46Kb2vsJQ2VJwQ3oovORYej6i+Z+37tgowSDvPnc3XV9fV7nteSnHrU867GNU1I2j3Moyia2lHtiS8ym0+fsFbipr4HW84vx/3mTymTtk5vS8GEts81olMOAUEgMDQIwBhFcLqNBZW4xuq+pgUd31+KHA3XxnMqQe86PIQ3qxVon64MDdp/8AY3PCjh0l5sDEiq3tIi/3bhwj7YDZK40tVzNovh5N7QFBldT1V6NgFAoOIAJYCGMRWG+yYuzNjtWjwm8eK7z/+nhGml6VJTnP/UvcZLb5JnqKtKasG3rl85t4jIotNrSyTM6JOxPdmleR3s/u7ERjFd4hnMob4vukNslyaH4QH6f6gTDwtS7MWqvzYevg2ssf2eSJLc/d0tjVm3sZZzcaj5wAjdui2C+qv7UpZwTKbueb8ZOKfHGd+RuWPxx4avxe0Y+QrwjqM0+YN+G78qecjU49IMHGeM4xcvUPfoa/8a/5JEUXjlsXi4gswz3wLTtksatt2xe1uYlIinatK2Y7x69srtMFx2Le07Br+7Fv/EaLMsE2L+098zM/QFgNbr1Gz3JbYjeuqjjWWJnsUW8AbsVe1jWyo7Lm4szRz3rWTKlC4G/KIs4U2wvRynkXxxpwqjMEnpHjq6hpw0pfhPV3O7q+m8VmeG84GZ444FliK2rEjW4HhsoMQN10XKRW2CeePrxO2nQx3a3It5Uf8YQsEgMD0QQDCKoTVaSysttrRUzfgVm0gPxAAAt1GAMJqtxGG/RiB7qyxGg4SY598zAM6P+PJ7ssf7MrSYls82AyFID+QjvP6Yxuf+PPno73E4Dsc3Eb5Kw7zZe1A2ODghBB1v3aDYzVgFtHDiWuZ00gMCEIpESNsPhWHEqktrmVpgZec+BmlJtM9JtaPb5OwzvKHWmlrw5EAA825yFbQjjpfFqHGR+/nKiAnVBtx/gXj2Vr3+T9sh3HGdRKBRwskifjEbSI2j1/WpwoxCYUnMamXXtK2bLrGUe/bVF83m+YFc2e9vR1Tz0hYVfVivzFP/HG1S1NPZ68E72z2uHBOLAf+XR/NC9mc32OU54bYK98WxxfWI7NisKtzDdRe820b/iEjTA/qZMz4GPMcijDQbgv2A3yzPM5uog+IGV3O73Nstn8FeEUcExtmG11L69nS9zPdnwPLJQceQ87kffoiDgNzytdL5TBCMveFMC/nyPooX9/dvSZrG3XNb6wP+6CwBwSAwAAgAGG1WWF13333Ncus8RJqRf9mXHBBa06na/6efLyqlU6qH/xaKYe8QAAIAAEgMNQI3HrrrTR//vxadeR8nL/6Fw4Sy/LzADAWLiR/WZrkibepAWmcR47N4LNsNl1i8G3KOFFGLNkt+3ZvYawN0/jIlFWDWskRng8HzMamEe68WJKMIRIDxLbZlogRQT4zoC8WBSpnrFb5SeDp37AJxRsRAjw3Qk5ZXMxc1qwKtrzNH9kK/Fo7sajvXmcO8sbo+GPhGW/ZJ7cJb+VYcoZx6hizHDnMwnqKHbNNxaae70JfXCL0x+k5AVLxJsUrXybCNBYNlXCT8xFUIjowdcr6jfSrqJ5xvXxMvo6FPhP2w3qG/S2MriAtwtz5VliKncCXKifp8dbkz4Quy+ViPgS2jSHbRlXiWN5Hvm3DWe5hetwemmfadtDHpG2jChtbpr7+uhO2ry3gfJr29Hm1OV1O78sfD8Z5GQeJI+KYtiP55erSka3AcNlB2M6Bz6yYwdbdP1Lc9DbCvN5vfD7lx+fGHhAAAtMFAQirrWmcRWIpn2dRVf6V5YOwWlNY7h9hNXvIcjfi6XJ5QD2BABAAAkCgLgJLliyhxYsXl2bndM5X98cDNjeILSnEAz0rIOQzlaXlc9szrQ0U/UA0bS8/eG3NfmS1QBQIB7uxz+w+rl53NvlFIBAXCVFHkkT4cAKQT8jtlYmnZWnWUCjA5Iwn6u/rHpe1x54bYVvl+aXTI1uBiBLjG0UZ5I3S9KERyUZpVJ6vuNyCMbN8gQgynD2MM67TsMxYVcAk2lil1tuN2iDEMJ7NF7V1DQ9h/9G8iQsXcUXOs28l8iX6YBB7DWE1joCPAxsuQ77epl5lfyhyZeOdvK2OZqzG16bYXcUx1ze8Vuk2SsRq7Ok8MUeyP2qxgCuxRRwLQoraMY7H4lzTVmC47EA4ZfPEPvmsv1byUZjflNJxF/TD0EYeJ+sd/wMBIDDdEICw2oywKoKq3haJqxBWB05YnW6XBdQXCAw2AlgKYLDbb5CjZ9GUZ6SuXLnSvLbCdeGHAT7m862IqgYHM7CLBsirxqIBc+eI8UDRiW+5waQdbLvBtBmM+leM7cwkJYzkYraDeFc+Z7/1+I1IEokf5pwIdKkBcxaXq6ceQGchmAGziAapsEwZP+uVswTYpcq0c67UTyyK2PaxIkqcZo9dnaPXsg1mur7s12EY2YraLRYXaO1qWi0zjE1exZFCDHTsNlMuppwoZuNyfOJiUWzxkgeh+6heGSYiQuX8B5hkAp3DKLNs2iurbxyLSZP+EfsuEvwsLtJuJqaI72GdEkdRHHG9+Fjq3MofDcRT3P6xfb4u2Pi5LlJ/KW23bCP3UViNpckWlQ/wDO2VHhk8wr6bwzWRp9RmkJhvW4OR619hegov3/fC9mc3q1fpPzUEjpMHqfb19mXJBd0uNj6dJ7TBbrI8UieDV0E/j9qxI1vJGtqTAY5RPDFHuUQYR8StrP19v8j6Z9T3jE91DQhtlgSLJCAABIYaAQirnQurWkyN91PiKoRVCKtDfVFB5YDAVCMAYXWqW2B6++fX/HnNVf6g1ezZs82Wj+u9/p/Czg6y/SuhLIKuSWVs/1w2oBQfIuhYg5l/GUzzybL8icGpCF1p++2FbQbNel27YPAbDZjFhRN7shNm8C9LD4Tr5kmR3Daq+8gIf82+4fZgp6V+Qk54ISAUb0QI8e1py8mxEQgKMYxticjgxZi4vNi1sRcILhGgqxdE+eI2ygmrETbMS4OVj0v45uKJfEq68NHjJ3VUnAh4xYYU9iKuRCKS/WOD2NBxFWBq+payq2cFSv1zceQqlTth28f6N/uqD/Oxr3c+rpyx3IksXsHAxSn1lnblfBoDZSh1rYj7pJplLiU97wrsSsZ4G/cpFbv0FeGE2yrMYnPhscXQleM2TNgXzH0dYrwyq6Wxhp5TRzn7qXrEWEd5Qo6Il9U0JvniGM21JGuTqE+0ZysUwiWCcBv2m7jP5+4TErsxEpbltovLc7acjagv5rDOtX0YMY6AABAYTgQgrHYurKbE07JzEFYhrA7n1QS1AgJAAAgAASAABAYGASMIBELDwITetUCBSdegTRhOiK6RIJco1KenWhOnwbM+bUaEBQSAABBoEwEIqxBWqV8/jtXJGqvr1q0j/AMG4MBgc6DN+xqKAQEgAASAQA0EIO7kQQImeUy6doZF1GBWp7yiLrNdu+a5C4YhrHYB1HCGuJkRKzN84xnB3fEOq0AACACBughAWIWwOpTCat0OgHxAAAgMHwJYCmD42hQ1AgJAoHkEICLmMQUmeUyaP5O9Nh+LquwIM1abhxsWgQAQAAJAoOsIQFiFsAphtevdDA6AABDoJQIQVnuJNnzFCDS/xmrsAcdAAAgAASAABIAAEAACQAAI9AsCEFYhrEJY7ZfeiDiAABAAAkBgoBFYsmQJzZ8/n1auXEm82Dr/eMvHfJ7T8QMCQAAIAAEgAASAABAAAkBgeBCAsAphFcLq8PRn1AQIAAEgAASmCAEWTRcvXlzqndMhrpZChEQgAASAABAAAkAACAABIDBQCEBYhbAKYXWguiyCBQJAoAoBLAVQhRDSm0aAX//nGal1fpyP8+MHBPoFgTVLR2lkwep+CacwjmD907XjNDoyiB85KqweEoAAEAACQAAIAIEBRQDCKoRVCKsD2nkRNhAAAmkEIKymccHZ7iGwaNEi87p/HQ+8LADnr/Mzgpf+EnLuYy+raSx3Tj4A47+ePLp0TeDOCFTO7iiNrw2SiYg/LpMXrVoS4IzwJTHkbcUerU/JP0JxzLn8gf1UHXIlSk6spjGHh4+hJ2JjUA/23WldSqpZkFSvXSOMUrwrsN/UaQirTSEJO0AACAABIAAEgECTCEBYhbAKYbXJHgVbQAAIAAEgMO0QOOWUU9yaqlWV5zVXOX+dX07wir6YbYXXWIizAtjYqszDqjFy+0RkxCktirGwF89WNH5GgnJsLRdPSSVWL/BxmXLaZ6JcIJpRVIdc/ig9wiWXvfIE2/PxVmZvMoMRVrXwHNWtSV8Ftqrb1cakxW4uo3lVYLp7p3O4dc8VLAMBIAAEgAAQAAJAoAwBCKsQViGsykDTzVZpaHDFA72KgWRZ5wzSathKDow6HmwGUeAACAABIAAEEgjMnj07cbb4VN38+eu6FgB5VukojS2IXuM2glPBfazmPYFFzrEF+XtYPp7iOgYplX51vWzJUGgNrBHl7omdipF5/96jpFkf/r6eHWfPDlp05LIGK/dcoYVTb9nsJQRCrjvbC22Es3iDtOBZIx1XkH8kYSsW11WYpW2R5TN5pL4qHj4/tsrHZHFi7mYzg6O8I2LDbD2PXfwSZwI3Muf8jGMv/LJ/tpXFoXyqamIXCAABIAAEgAAQAAJtIQBhFcLqtBdWzWBAP2Tzg7k8uLfVrbJCuYFfB8Zq2DKDjjjuysFsBzGhKBDoUwSwFECfNswQh9WzGatmJmcmNvH1na/5OYFJRKu8mJe8T8TtwvbMPVHEKJ+hVnmf3e1VlsvVoXx2bN6erbMX0pzrmjv5uvqCNm00WBrBCnTOn4nfz/A18annitxzhjeeaD87qzgWao2Y7GbVFsUbn19D4wvGKVwIQpaKiETL+PnBxViNbVw/c5zZM/tuLVS2xX8MGMuWnwhx1OWM++gZJkiPOWOOfZ1SeIVt6CqIHSAABIAAEAACQAAIdIQAhFUIq9NbWI0e2pO9yeSRGRDqoT17qB/njz5kMyzcQCgbZMl5meFiBltqNobLnzkO07NBcYGtONb8QFMGTzK4tgMYickNCGNDOAYCA44AhNUBb8ABDL+ra6xqwYvvR5lgxyKTvY6nhS8raPG9S+4B2TIA2l4Ca76XyL2Jbcg+Z03eZxI2/Cl739E2fJray+6n+vNJxpcSJ1XuRBwWg0o/2kiwH94f+T7pbYXiHxdLxeZFv3x+K36r5wftO1d3Lp/Kq8/b+sZrwKbi0q78vrZV1a6J+nhD/M6PWZ82eKZQz1YeF1so5FTYbnHe2HaQHuEWpBlX2nYixqAOOAACQAAIAAEgAASAQPsIQFiFsDqthdXKQaIZHKgBjhosyCtnbvBlHvKjvAWDQtNlI9u5WPS6eJy3zJYM9OIBs4o3Z7/96wZKAgEgAASAgELg1ltvpfnz56szxbucj/PX+ZnrtvpjnBNJI1Ep/2q8t24EJyXGxmKcz8l7oeAWz4Zt9z5i6+EF3tAnJWdtlvnKp1kRLRD3nBMrqpk/KhbeR6N6u7IJTOR+G7RL9sdXcw9W/oI86vlA2zdtKX+8tVtfj0xAVXZSafIcksdFOyq2VV7O1sf71TbT+GjexIInH0u88sEyOY7zSrr4DtKjPmDSFE7yR2Rru6x94/rgGAgAASAABIAAEAACrSEAYRXC6rQWVoOH9ETfyaerAUYspMazNirFUP2gr+wm4igbNEv25MBICavha3FSClsgAASAABBoAoElS5bQ4sWLS01xOuer+0te1wuFvTLhLhM19T0hFYRJD0U+FqhE2CqKJ2UqPFdxj4sF3WztcxHcQlvZ2xiBSKrvp7ncNU6Ulc+nleOQz18aQCQQ+ryRWJwJsNIWLp96FjFxBbhIrnJb5fWpmunM9fUcMR4Vz+LnKD727WrjkuM4b6szVsWO1NpvW2wTXxB7QAAIAAEgAASAABCoRADCKoRVCKvxLE/VbcIBACeowYkazNgi0eCCBxa5AY4tLzMp/IC14qE/aUsFKgPtuC5qcGNym2MeNJfMHArN4ggIDBwCWApg4JpsaAJm0ZRnpK5cuZImJiZMvXjLx3y+FVGVC6cFr/T9wt+vwnU1Q7EtuwcF96bVNGaO1f1NtYiOQe+rLIldjlHdZ8y9Rwm/mUjohbAsLrmHRfdX41e/Hp+VF5ExrGMinMpTaUxtsVQanwvFxNWr/EIGuXjWrqbVawuCMHVRWLlsoY/VC0ZpdFbo08eXnY9wM88sZo3Vclu5eF0M2U6Gt28vK27LcSiIhm0ZpsXrx9q8aTt5AT2wFdc1PqY1tHqVrC6basO4kjgGAkAACAABIAAEgEB7CEBYhbA6rYVVO4szNaCxHSp4iDen1OAk9xCv0jhvTgyNBq3ZQMUODKOycX/O2YozFAzAzWA2X798vfL2cAYIDCoCEFYHteWGI25+zZ/XXOUPWs2ePdts+bju6/8aBSN4idiYJRSKYO56b+8n/g94BfcA9do0f7BxjSuvI5DX9K0oanyrcsZHINKqstk9TuIQEdTkyNJEULOlwrh1futXCbNcwMQrs2vzdVSR1Nhl35F9V6ogLapf/IdUc59VWOn6ONO8Y+wUxK/qaMrzscE7xCpY3iGKy2FcaIuDyOwVtaUJOPI5MkpjTrjMxFSpr+Js/LzBxy6m7I/VchxjFv8ROGVrRLebqqPhnYujoA2DhsABEAACQAAIAAEgAATaQwDCKoTV6S2sZg/14YBIZu/IwM0PeOzgLjs2gxc9ELODDjd4Mg/4xenx7JN4wMCDxmJbiQ5v/PlYOYeJ1w0sfBlzvnQA5fNiDwgAASAABIAAEAAC3UYg9xzUbYewDwSAABAAAkAACACBBhCAsAphdZoLq7YXxbMkzOydrINZMTUxK6ZKWM3WiLOzdTKBVc2mCGefpOIIRVIfoxZro6uAsh/PJArrUWIjMolDIAAEgAAQAAJAAAh0GwEIq91GGPaBABAAAkAACACBbiAAYRXCKoTVbvQs2AQCQGDKEMBSAFMGPRwDASAABNpGAMJq29ChIBAAAkAACAABIDCFCEBYhbAKYXUKOyBcAwEg0DwCEFabxxQW6yPQ5Bqr9b0iJxAAAkAACAABIAAEgAAQAAJTgQCEVQirEFanoufBJxAAAkAACAwdAkuWLKH58+fTypUraWJiwtSPt3zM5zkdPyAABIAAEAACQAAIAAEgAASGBwEIqxBWIawOT39GTYAAEAACQGCKEGDRdPHixaXeOR3iailESAQCQAAIAAEgAASAABAAAgOFAIRVCKsQVgeqyyJYIAAEqhDAUgBVCCG9aQT49X+ekVrnx/k4P35AYDgRWEPjs0ZodOkaWz3zoc/wY5y9qnflmq25j5D2KrLMj/ng6NRgU1jTLreX+ZDqgtWF7pHQCgK2r5mP4bZSbNDz9mO/GXRMET8QAAIdIwBhFcIqhNWOuxEMAAEg0E8IQFjtp9aYHrEsWrTIvO5fp7a8LADnr/9bTWMjIzQi/2aNUyZZ1TdRmJNtFwg7LLBU+DLClcRltgW2xL8RbaQuFXlNGSscSN2dWCf22tmaQbnEMEIjgcizmsZydQ7Fi6QwVGegH9Q99ttORQrK9MpPgXuifhVWw3Y04RusRml8bWFlGkvgvpLjbx3eNBZBTUMGkzp9s6a9KFuy/0R5unLIWOf6dk1PcZ+K7Jg6uetgU3xK8DUXbp08uUKNn+D657ideSlLazuQXvabuO1HRiglZMf3wjBPm/cVhaHjLscT3LM4E9/HPe/iWMz9M+JsFfaG01ImeU2wzyVSz7AP8P01fQ2J8wW8SWDNsYuPqpiRDgSmGgEIqxBWh1JYXbduHeEfMAAHBpsDU32DhH8gUBeBU045xa2pWlWG11zl/PV+dvCiBx88MGlkoGEGp+kBkBv8yMCqIFgzgMsN8goy8/BvgR/8GR8t2Q8HcsVeilNsvXwMVgTUx3m8RSgUzI2NuM5VA/1swCg2OEKNRXHELab0yk8rYSUH5a0YaCpvQoQysen2b8pX3k5SWM1nm/ozXW6vZP/pRa3bFVYTfcpeR0Q4Yl4pDlVdC2rXNcHXXNk6eXKFGjxh/bP4pe9R1kFZWoMhdNtU3B8yPuj6mvtgcC+L7yPxMQcdtl1ZvzBpYj/Bx5SwquNrB6K8T+G7WAvvx3H85liJvVzKCr7aDttQxzHW4gpbIDAgCEBYhbA6lMLqgPQ/hAkEgAAQAAJDgMDs2bNbqkXd/HWFSx7EaNFOB5NM4wEMi4MpEWDVmBkkm4GRDOa0QbVfNz5VxO+mfPvU3CwcTurInxm0KQEk8CUHdrAYzpKpMQAurYstX2egWya2lqXZ6Ov4sXnMDCaeYecEYj4/SuOrxmk0m3ln+eTx8HllgKxm/aoBtB08K6ElMVi2g24pnxhYmzI6PmmfPAfWLB0LZpyyf8ba+cjqKHFJ3U39Mk6MLRh1M8LL26kIv3JMXCwZtsaH1DEnLAgueqaW9Tu21LePm8HGEs1SH78+b+us8PUwFu9F7cU2xlZ5Hlh8FA4V14jYkYnV8c6mBvE7PNgn99fM96xxupnrGfmT9rbXMo9dIPY5rLP0yEYcoz529vXJeFa2Tovw00lF+7adstjK+MoGzLUmrGfRtT/2l8ZZcqVmVZan2WuS5ULcb8rSxGrhNm4vfa1yacJrxcWsf8WzJcvrXRiFTUi1p77ep9K5pM5jZpTaNvNtlfXpVdZNql9IZCZNOOvqr+9l0ldsiTRnxVq9bd6n4C3lbb+U+qTiN7yWvh7gITaibRGWUTYcAoF+RQDCKoRVCKv92jsRFxAAAm0hgKUA2oINhTpAoDszVsOBV1l4PKiRAU6crywtHPyFJYOBVZjkjgJBIDlryWXN7aQGYkGmxCCrskxgIDrggZ0MTqMkf5gNUI3AKAPJsB2SMZQOGsNBr/eV3ysTT8vSrKUqP5kAIQPdQBzK0hw+bGuMxhZkGJi28AP5YMDMzoP6W1tOaInaMeaVsSV+Mz+jC0qWuwjaMfKVeiU2qm/QT4w/JQKbevh6hi1Uhl9e8A0xsekOEzGsccticfFlWNhlCuL20fUubnfbP4XH4rRia/z6MqEN9jtqeGHjYt9aAK6wLSKwa5NMFFbHjJvFwNZrdJaPJZ6ZFxxrLE0YUWwBb6rjtDkiG6pY8jog9RM+q/yFuxHePp9tY8cHk2Ax8UtXhHlsW4Wiq/xBJBevw1k8ti6s2pKai2JLtmVpkiexDbjP6ZGdoK2jtKgNSq83Cde5U8n28e0Q2/flfR7H01bvK5mxwIfEE/BZ+yq41vjAau0lfQYl2afv+ya/7secV8WYTA/sEZHULT6PYyAwIAhAWIWwCmF1QDorwgQCQKAeAhBW6+GEXM0h0J01VsOBSyra1EBaxJuyNGcrGKC6s2YnGFiFSe4oEPuMrSJRyhXJZqIqMUsn6f3EIKtOTNqE3s+XtQNyM4PRCSFqgOoGhTafCBzJAWIJjnawWIaLisPNuJIBa1marp0MSkv8GDzDdI+J9SPcESFD6myFAYkpISJmM7Js/shW0I4JTuu49H5UPX+o2ojzLxincRHfXJvZ3KYPuMG+jcvXKYVZIj5xnIjN41eFSYHYoXijbVmXGke9H9fNpomAJuG2vTX19GJmiGFcj3xcVX7D/lOCd8Apb5XjcTzV7a2wlNxB7DqvZKjcFscX1iMzZLDz/aTSvMlgfbg6uUIW24CvuTok8rjyeqe4Hvb6FImxMms4q4/M8rZbzw3roYwDZWk6vmi/oq+Ff7RI+HDlE/V2aZHPokOTP66zt5vvt2KI88j1Vu27NgzbLsmnzFTgQ8Xjyyj78maHupe0c20o8im1i+8JPhafQ7dT0BdNFouh4ZRco03dNBcFP2UTu0CgjxGAsAphFcJqH3dQhAYEgAAQAAL9j8Ctt95K8+fPrxUo5+P81T878AgG1gWFeFBTlK8sTQ98YtPBwCpOTB6HA8VkFnXS2JcBvDrvdtUAUs6ZMjIIk5PZ1gzczGAyPRgrqk94PjFANcKdF0uSMSREHReeqUc6JpfH1aE4XyBixwX5uMpPAk8/oygWJ+K2DLmYHyTr/JGtwK8aTOuBvwgQQd5UJe059s9CFG+Z99wmvJVjKRnGqWPMcuQwC+spdsw2FZsTSVLCauhPYg5sKt6keOXLRJiKeOL6gk1nkSIv0AUewwNTp0zIEFtRPUMMWxRWE/bDeob9LQyuIC3C3NVXYSl2Al+qnKTHW5M/46W9nhbzIbBtDGVtIDjGxrPjvA9OsH64/fx1POQP5zJl3R+BzBkan+XLmLYK+pUsp1GAZRaT3UzVjFVfd/dGgeFNdC3U7Re0db5vuBmisoxEjIlcb4L6yzW0vD+YIiq+fJuIUY253pdrBf9ByLddnk9iJ2r3oH9K3ceViBv3UW+nlb2gXoFPsWLbTfiail/biK8jzsoC4ajgH4vYkhNbIND/CEBYhbAKYbX/+ykiBAJAAAgAgT5HYMmSJbR48eLSKDmd89X9FQ1G4vI8gJEBTitpUymsiphQFLcfHPsaMR5OSPGn6+2pwbAuoAd/eZ+ZWKIEj9QAsgxHmf1ZJ+4y8bQszdZHBtlrdPX8fqL+vu5xWXvs2yY8L9h1AAAgAElEQVQcROd5qdMjW8GgPBQYfHDZXpA3l+pPGJFllEZFZOJyC8bCD6EUiI++TjKQ1wKOrod3Z/ZK8ROxZLUqFNpKclcJRL4txITGUe/b9HwbpOojtlrYRm0Q+wnrkY+rylPYf0KMwrJFXJHz7Fu1ncJS7ASxG86ULDEhhaJtYMOl5ett6lX2hyJXtmQnqIP1oflaxBGdJ229DGcpMVXCqvhX24q+Fl5v823h/8gkXFG2W92N+gMXD9ohEatxEbRlHIeNWQvpYb8Ig8z70+KjbdsRJRaHfTS0VfcoiCeBQXz/DvIbJ1G7BHj4KIL+lfTj82IPCPQ7AhBWIaxCWO33Xor4gAAQaAkBLAXQElzI3CACLJryjNSVK1fSxMSEscxbPubzrYiqprAZaERiYvZxqUbCLhjssO1gMFfgLBD7Ylu52HkAqAaEJr8SRnL5s8GnzAAz6Sp/QUxlp80gTscg4psIdNEancZWFpcTL+J6ClYSZyoAU8bPTuIsjK+zmSrTzrlSP9FAN5slZwXfOM0e+/js4F2Og8Ewx8l+HYaRrajdcrxau5pWr80qa/IqjhRiYOPRYnUuJmlb1y42ruC12Ci2WCwI3Uf1CvBLCKsBJlm6wyizbNorq28ci0kTvse+E/6MyUQ7RXwP65Q4iuKIceVjj3s+roTF4FTc/rF95pLlGddF6h+YMH2HhXQnrHOyxtJkj8oHeIb2So8MHmHfNTFrXBN5Sm0WJQbY1+GrzSP9ssgsny/GuaxUnbQyDpSlldgOcOB8UT2Dts77MBzL+n3MN9LXm5IQXJKJRV2TjO8EH3Tfzvjg+0nERTae5ZG20zE739lOUIc4Hs4TcTvso7G1gmNj1/e30EZ4XTEWojji+HN9JGtDf59gK7bt3DU5slkQKU4Dgb5FAMIqhFUIq33ZPfMPCv0VZkV80Q26v2JHNMOOAITVYW/h/q4fv+bPa67yB61mz55ttnxc7/X/VN3soMasRWZeaWRBrmBWYqp42blggBpmDAZzYZI/ygaZNjY/KDMZzH1AizB+MCl1kUFlYX71iqye3eMDaH3P1Ct4NVQNmlPCKrtwYk/mL6j3iBIVS+LJ8JC685erx9c21I7abamfkEt+4B/f0+2xb59wYG0HzXotPI1hbCsTdZRIFpd3fkzs2pauWLi/Wj6sJafjNkqJSRobFl7MseZtWE8x7bdF+EkdizBhC6qsiDBx/wt4peMqwNSIR8ou89oJyRJTPTx9HaWc9W/aKrJZzBttpWg/i1cwkHZyfVLi5XwaA2Uva0cfh4hLGv9Q/OLSnncFdpWLYFfzhuNUsTtxyMUfvUoeGEocRLaDOuk0aYOAI9aX6z8J8/qUrz+XE5x1jnb289z0VsrSfK7cnq53hmuAS9BvrA9/XY3bR7d7a3iZuHKxpLkTYhtzr4DL6pqVvy/5egT3YhNPvu3WLOX7iUUyjsVgE3A2h7g5EcSQyx9dZ6K+GZTN9RHvLxeb9pPDuo328q6wBwR6jgCEVQir01xYtTeK8KEkunmoi36dG0ecJ7St+3jBjdZkafNhRJsv3Gfb+ZtyYfZkQkV85uaYfvhImsNJIAAEgAAQAAJAYCAQMINjEXoGIuLuBwlMuo+x95B4fg7ENp8TewOIQEtjiIrxyABWHyEDASAwmAhAWIWwCmFVrZ0mMwr0X0ZZKBVx1IimejARPchZUVWLlhVrFkV/8evJZST7a7fUqT2feJBpDzeUAgJAAAgAASAw2AhARMy3HzDJY9K1M/wcqyY9GD/R83jXfMNw9xGAsNoVjOOJP3qWb2djwq6EC6NAYOAQgLAKYRXCqhJWqx6Mc8Kqfm2wpQcBvlYk/uKeXUJMHPJ118TDYhhnOMNWi8KpKxKXHVuQfyiVusmN191kTb3s6xh8E7bnM2GV17iS15/cQ67EY2esGnsujSOKRNmk/VTkOAcE6iGApQDq4YRcQAAIAIF2EAifQdqxMHxlgEkv2tQ+P+ZEVXadeFbuRUTw0QUEWhpPRWOKLoQDk0AACACBOghAWIWwCmE1EgudoJjoQSI++iQljqb+gu4zJvZU2VyqflDQ+5xRl7Mipos5EyndcWyX043IqW3YTFYAHaWxpWrNN2MvmoFrZuzGD7c2DifqBg9FqRgzm0E+eTDGEgJxs+G4NQQgrLaGF3I3i8B3biXafxHRn/37TpoxZ6fZ8jGfxw8IAAEgAASAABAAAkAACACB4UIAwiqEVQirTliNBMBEX88Jq0pMzc/MTBgITuXFTZ8ciamxn2w5gpTPslkTnF/ET84n++y3NVtRfPJRAFkmIRJMje0sTfvNx5q36zHBHhAAAkCgvxE4/FtEL/gi0SU3ED04YWPlLR/zeU7HDwgAASAABIAAEAACQAAIAIHhQQDCKoRVCKutCqvy6rvZ+tmcKWGy/FLRgrDqZqla4VFmpBqfQTzZK/sicAYBRP6i2aha/JRiWgSVc3abF0ADkTQSVu2XdxmrMAZTJhG/FnxDvzgCAkAACPQnAiyaHvA1H9v37iC64GdEvJUfp0NcFTSwBQJAAAgAASAABIAAEAACg48AhFUIqxBWnbBKFIiDif6dEh9dtlhMdAlFO6HIGObKC5fse5TXNFXrlZbGExrM1p/ya6XKouWBSBsJssV45OML8iaw4HSztqvywecgosYNheNOEcBSAJ0iiPKtIsCv+fOMVP7d+jDRv36JzDIAvBQA/+NjPs8/zodlASwWQ/F/4n43FPVCJYAAEAACQAAIAAEgAARqIQBhFcIqhFUlrNqZlZHYt2rMiX9VQqYRF0f8LFb7oSZ9rPtla8JqMjYzA1Q+KGVtr161WjvJ9sOZrpJB10fvS3r+YwCracwIo60Lq9ZWGKutk15TdQ2tXqXWeHWBYAcI1EcAwmp9rJCzGQR4DVV+3Z9/saiqxVVO53ycv87PXJf1rH73hzW+f0T3KjaYfcDl2qWjJH88y20zG8k/bKllZ9hc4F/9USwVeyt55X6mY6v7RzbzR7pVqQjqnwtiZXwdrhU2jIga3dN7KKzaZwz7B9K6eFXUCMlAAAgAASAABIAAEAACHSIAYRXCKoRVLayaDmUHrH7AN0pjmdhnBmOtDC55wLZgnNasTfXU2I8dLNkZpHnhki2sXhAN6PikGdSpmaipAWI22M5JrmpAWFg3U9bbL4rPDPgEG2XX13wNjTMW/oTdi+yPiI04H46BABAAAn2KAH+oitdS5df+RUhNbTmd83H+Or/cdVlfy811Vt8T0n+sMzYS94VqYXU1jbly6XuSr0MreeW+pf+o5i0V7/l7prxpUZy3PKUU17KiOczbrUuZk4I09u3ujxaLTnEo8ITTQAAIAAEgAASAABAAAi0gAGEVwuo0F1Zb6C3ICgSAABAAAkAggQCLqPzjNVVTgqqc43T+SX57VPx/TgBMrVOdiW3BH7eUyfaFVWUk/kBhmJQ7KorFZUz+8c2lJnZY2GURuRlBsRjXlIAsgrUXdu0fXjNRO6vL2AI/SzicTWptuj/WOnHUnh9bOk6jMivZCdkJCIJTqTiDDDgAAkAACAABIAAEgAAQ6BECEFYhrEJY7VFngxsgAAR6gwCWAugNzvDiEejZjNVIWCURGo04p2ev+tiaEVYzEbDWK/g18hox0r8JMRIsoeNjz+91W1jNllPQAifPEpZjE3eEc1YXJ6aaWcUyG9di4d/E0IJolia2Saflax6eEbE3PIsjIAAEgAAQAAJAAAgAgd4jAGEVwiqE1d73O3gEAkCgiwhAWO0iuDCdRKCra6y6GY4J0Y+jyZZTccJeFGGZsOpmUcqMydR6o4FQGBmPD+vmZTHS1SsWH2Oj+rhLwirH7QTOULQMlkwoFFZFSOVYVYwmv07L1q01vvJCauVMX7fubSTuaoiwDwSAABAAAkAACAABINBTBCCsQliFsNrTLgdnQAAIAAEgMGwIfOdWohd80dbq1ofzH7DiD1rxef5xPs5f52dEUS16pmZ2JsQ7bbtMWM2JsYHAGFih8Vm8ZnhupW6dKdtvRSjNihT6jc0r0TJOkmODRzYbtiDeKly9mBqKrHZN80jUzOGvYjRpUX5X1/aEVVtN6yPXfoIBtkAACAABIAAEgAAQAAI9QwDCKoRVCKs9625wBASAABAAAsOKwOHfIjrga752/KEqXlOVt/LjdM5X92cEwAJx0NnICXsuxew0I6zKzNhIJAxd+SMWD1MisM8R7jmxMTydP1KiZT6x9plKXCUextbNZJUPVUUY5PBXMebSOp+xKpUsaldJxxYIAAEgAASAABAAAkCgNwhAWIWwCmG1N30NXoAAEOgRAlgKoEdAw00OARZNeUbqJTcQPThhk3nLx3y+FVGVS1cKgJwpId7pwIoEOD8rU+UWQZFP8b4Sdc1r6lpkVMWq8poYRtQr8Ryzs10wczMpzCrRUvtvcb8aV45plPiDVMGsUIP1CI3ptWZz+OsY47rZNGszTiMqWwqAY/ax2LK6fVqEANmBABAAAkAACAABIAAEGkIAwiqE1aEUVtetW0f4BwzAgcHmQLv3OQir7SKHck0gwK/585qr/EGrGXN2mi0f1339X8dQLQB2UVgVYdctRRDN1NSBVuTNCavZh5rcGq9OZLVGjcA4pcJqJmprMTirr62LXWrACKylwioXsmKq1DUWR/1xubBqLC1QH/wqErmzOLEBAkAACAABIAAEgAAQ6A0CEFYhrA6lsNqb7gMvQAAIAAEgAASAwFAioGfvDmUFUSkgAASAABAAAkAACACBJhCAsAphFcJqEz0JNoAAEAACQAAIAIGhQSC5VMLQ1A4VAQJAAAgAASAABIAAEGgKAQirEFYhrDbVm2AHCACBvkAASwH0RTMgCCAwmAhk66jqV/QHsyKIGggAASAABIAAEAACQKAXCEBYhbAKYbUXPQ0+gAAQ6BkCEFZ7BjUcAQEgAASAABAAAkAACAABIAAEpjUCEFYhrEJYndaXAFQeCAABIAAEgAAQAAJAAAgAASAABIAAEAACQKAdBCCsQliFsNpOz0EZIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAIFpjQCEVQirEFan9SUAlQcCw4cAlgIYvjZFjYAAEAACQAAIAAEgAASAABAAAv2IAIRVCKvTW1g1H6kYo9V90jvxFeI+aQiEMdAIQFgd6OZD8EAACAABIAAEgAAQAAJAAAgAgYFBAMIqhFUIqyMQVgfmioVAgQAQAAJAAAgAASAABIAAEAACQAAIAAEg0CcIQFiFsAphtURY5RmkIyPZv1njtEZ13CCN86j0IC06P7pUWVk15sqtWTrqfY2MUJBP+cUuEAACQAAIAAEgAASAABAAAkAACAABIAAEgMDUIwBhFcIqhNUCYdWIo5EoOrLALhpgRFCXtprGlBBaVo7TAsFUCat8OcilT/01AhEAgYFDAEsBDFyTIWAgAASAABAAAkAACAABIAAEgMBAIgBhFcIqhNWksGrF0rFVql+zCJrlNeJpJrJyDn9cXQ7CqsIUu0CgCwhAWO0CqDBZisCqVasI/4ABOAAOgAPgADgwfBwofQBAIhAAAkCAiCCsQliFsFoorI7S+Fp1nVAfurKv7cvarHrGKu8Xl8vNSMWMVQUwdoEAEAACg4kAD6S3bdsW/Hvg+/Nozryr6QFz/gG6et4cmvf9B3yeB66meXPm0dUPZOVuupzmzLmcbgrs3ESX585to23JvCV2dH69L76Cc4lYt22jmxbNoTmLbvLxb4vyxfUR227LdZlDl9+kcEr4DXwk0gMMt4U2TYwO8220rTQmG7/3l8Y6X28ffyotPBfGZzhSWac4rri9I9wNvpGfwEeKF1F+10ac16Z5XHx9Y46njrn+QRsHtuvZYhthO3M5rrfqL8ou97V8/nq+UnXAOWAHDgwHByYmJqjTf3x/xw8IAAEgUIUAhFUIqxBWC4XVESqasUq0hsZnqfVX3exVzFituuggHQgAASAwbAg0IqwmRcAiMSkvvj3w/cszkTYW3jo9zgbYRqxTwpY5DgUwIypqYdOIYSIWJ8S8QADMpxt7Slg2YnXuWIS8uJ7byOaXmDldYrF1MvadWMz+w3Qjrph2ER9c7gG6elEmmMdtFh9Hwq+xF9Q5JVh3ikMWYyDkx9jkfei6diJSMqatCKu5/Dm8M/6VCKs5G0p0hUAm+GELLkw/DnQqqnJ5CKvD9sSG+gCB7iAAYRXCKoTVpLCqX+/nzpcJqSKg8kxT2Y/6pl8WIF8uXJs1s+nWas18quPINA6BABCogQCWAqgBUh9kMdfDgutoH4TXUgiNCKsyK3TOHJqjZnYWz8az4hjntf+0KBilOfFQBtZl6bEIJ2VEqMz8Lbo6Pws3qoOJy/lOiHmRyGhn4kp95tDli/KzeI0YmtV53vevDmfBZqKcYDJv0eXBrGArtHr7fkYx15Hj0xj6esdxBbM5M4FZfIaiYo0665hFlI5ttoqDERbL2jgR17aofR2v5qiZ1wqTpsTLqK6MY4ih+GReikgu53jLdUmd13mwD1ERHJiOHICw2tKjDDIDASDQAQIQViGsQlgdUTNPzb68yl80K5WIzHqrYTm/dmpJObIzWkfEz9IxGgmEVJUenO+gl6MoEJhmCHRLWLVLgKh+30kfVUuLTLPmcdUddmG1sUGsEd4KBL+mxC3YKRdWgY9aAmKqBKoCYZWFWRGk0U590E5TxQ/4beyeM0T9CMKqe+TCDhAAAl1GAMIqhNXpLaw21cHUh62aMgk7QAAI9BcCOSGwk34PYZVyePZXc7cUTTxjlWbMIDrgACNy8LaTYx4s8yzNTl7PxoC7jugSzvCUWZOdtF2nbd9v5aeER3pGb25manrm7ZTEOURiFPCrc71AnkHgCYTVlh5lkBkIAIEOEICwCmEVwmo7HYhFEfUKqxEIOpm91k4MKAMEgEBPEcgLgf5jdWYJEDX7Xa/PHKSZ64aamW7KyIfwuDphmp8JH1Y1dc0JPo4XzKqXWfhElBN07Qx7iVds2JhVudC9FUVdfVX8xr6f1St2bfGwbmbmfnwdTdmMfPfjYSys8oCzCVHMD1wz0c+9Vo9Bvcem+1g00ZbDIND2EvNqX+gT1Rh1v28gBmDczxyAsNqPT0yICQgMJwIQViGsQlhto2+vWTVGo04AYBFBCQtt2EMRIAAEmkOgq0sBKCHQiqB58dGInnJNyAmZWT2T563w6MTITKR0xwFEnFf7VsdGVFVpemZtzm9CWJ01Gn64L/BL+Zmmq8Zs/jhec+zjENFWzGmhOhaKjbA7QH+sSgmr/TzYRGwQQ8ABcAAcAAeGnQMQVuWJC1sgAAS6jQCEVQirEFa73ctgHwgAgZ4i0DNhlQXLlPgXiJdWLM3NPA3yWHhicZHPGoExEHM9lIFQqWLJl1GCbc5vXlgt+jCf9axs+VDMXj5+a9vWXQm/WTkvrCZsRqJs5KrvDiGsQqAYdoEC9QPHwQFwYNA4UCWs7rvvvlSVh+/v+AEBIAAEqhCAsAphFcJqVS9BOhAAAkCAspmahTPVrThoP0zHs9j9TE39er+bfZoTOFP2s1fqC4RV8xG9TNjVIqvetw2nxNOcX5WWCbk5ETho/bxAKsleKJUzVhg29hJCqc8fYydLCWgMvc1+3IOwCsFh0AQHxAvOggPgwLBzoEw0/X/snb2O48qS53tf53rnEQ5QD3AxxvQTXLPLlTfGYIw15FQ5gzGFwq5xnUYZ65Ss6+w6vWjZa8wYC22fY9wG7mAsjZGL/IjMiMggRUokxY//AfpQzM+IfwbV5K+DKQ9V6U9bO4DVOd51wSYoMD8FAFYBVgFW53ddwiIoAAVmqEABgdo4BRv1q/jUvPWVfOMVe+rXeKR5PRwtEPLejNXrYPXJ3Cog6CMyeFnG6lWwWuxvdHfGFQCr8wAU5489fiF+tB9Rwg9FrR1Cwb95fI9hHYZbhyZgSkCVH5vaAqzO+OYLpkGBGSkAsAqwukqw+vPnT4c/0AAxsOwYuPXvysm2AiADBTT84d5fnt2zyFhNDXm78FkDypi5mbNafQbpt+80i3n0MPP55dU9c6DJAW7OtKV9oNUcoW2xo852raetwK3YY5UBUgGYGWRNQ3JQXUHZ376777+VucOctG9tKq7Lom/tWxmUMYf8BLB654Pw6eB2u4M73QkFBwOr4pfodwuHtWd33O/c/uPs7gM2w4HV09vO7Xblz+F0Z/xcjZv0Q1d5zvtj7T4tx/YX42N9EAM+BixYymGq/my1B1gd8m4JY0GB9SoAsAqwukqwut5LFp5BAShwTYHJwWqGl2ULgAwNE0ClLQJ4Nmhok7YWyDBVtTf3cOUCpPZ8XF/Nx9Y/rifqXt7d+5d+YNWPH6EmvbJP0Na5sD1B3i6BQdZgcwKfuf7JcQgqxyw2lfnYPNkGXgawuliYMCuwGiFcAZERTO7eTneCyUeBjnmB1QC/OUQPa793x3N3fTyY7Q5j6/ULYHd/dOerQLa7TYu99qDBQq9rxGaXa84CpX3LAFbDDRz+BwWgwBUFAFYBVgFWr1wkqIYCUAAKzFcBDxM1wJyvtWu1bCsZqzLTkMOwBK8oI1BAKwJ7R3eg+h0DYzo7NNepMX3fCm7qTESdXarGMO06hYzOkEEZxj+5o8ruHCwTtg1iaR24rwE+NmR4Jih99NsgkL7MT7lmTB815m7H1zNCmwhBy7x+fAE01Rii7kIZrmWNPKw+fxxVZjK16w6KeoPVDwXFk2b3Zkh3ATto031doRW0GjoG+kJUqz3A6lrv3OAXFBhWAYBVgFWA1WGvKYwGBaAAFJhOAf+6Pd8GYLqZMRNTYAtgtcryOx0yZAt1DATKc4Kb5fVrO2ux1JsP1wk8FniXxmXzagAq7bg4eU521UBRzy/72fDDgpAZdPIMTQuuWr69pYzKUMds1OcJbpYM2wgqy3n0s5zb9gcfGZC9hHHZvBmUpv7aDn2e2l/d4qHqZ9vH18TbWuLgenve13/WcaLrcd5fU2gGzeYYAxYo7VsGsMpudvARCkCBRgUAVgFWAVYbLw9UQAEosEQFxtoKYF5axD1LAVXnsSqrB6tt8MuqE2UG2BP1Fxch3hWwelHjhDFkHwHM9BweaIoyNZ4FPAnCXQOjDX27goY2cGvViTIj+1LUa92abFXj+DEkjJWZpXKOCJVkmWxva6EhcAOcCusmM2cLtGZZuE2+8fIKGDfMyfvgM16XRwwsMgb6QlSrPcDqPO6zYAUUmLsCAKsAqwCrc79KYR8UgAK9FNgGWO0lCRqPrADAKs9s7AAwBeBsAasBgkmglmGfAoEe3A0NVmMWqvJtBMAigaQEfVadKDN0EPWNYDWCZQEoM0C2oLMEpXKOW8BqHK/e3kH6bwFZP/dNGaspnm7qO8K6W76h7Pr6QyNo1DUGLFDatwxgdeQbKAwPBVaiAMAqwCrA6kouZrgBBaAAFIACj1EAYFXBRwFODUgn6hvAaoBgfFw1jgEUhwSrARxm0HgdZEQIKyFwgZYys1ZDAQtSUhurTpQZOoh6E6wmqMq2UZBZw0rrABUHBKspAzVD8p7Q0vvXF45OBclp3XC8fs1AI2g0dgz0hahWe4DVx9xXYVYosDQFAFYBVgFWl3bVwl4oAAWgABSYlQKrB6uXtD+p2oOT4JYEefZepgKiabCqz3X2qQdvFYzTr5GnDEhmY2+7AuBL0JGNM/bDP/lGel48DO21x6oEt+1+e5gjIan3L/RhIDmCyDIugeNso14zfW7MEXQcIGvU25rt6ABltW+jr2cHm2ADoCJiYPwYsEBp3zKA1VndbsEYKDBbBQBWAVYBVmd7ecIwKAAFblEAWwHcohr63KPAFsBqgH17npFZZ5PmDE0BJY3sxwrCEdiL40dolgBn/qX7gzvs1b6fCbbGeQ/u+LF3O2PuznYxgJv70Pw77u8IQCABxzxvlU1atBdQ8WrGaoHSYWzSR813eDs4/UNTEUjGefcfR3fYKaCpxzhxXWp460ESHzP76jXm/g4KJhNwz+vYoOOgc3Id8BkAETHwqBjoC1Gt9gCr99wdoS8U2I4CAKsAqwCr27ne4SkU2IQCAKubWOZZObkNsAo48Cg4gHkRe4gBxABioH8MWKC0bxnA6qxut2AMFJitAgCrAKsAq7O9PGEYFIACUAAKLEGBtYNV9+mTc58/h1+F9sctn48BN7asp46nMfTFmP2BFDSDZmuIgb4Q1WoPsLqEuzDYCAUerwDAKsAqwOrjr0NYAAWgABSAAgtWYO1g1T9gawC21fOxYMNW9fR+8/gaS1+MC1CIGNheDFigtG8ZwOqCb85gOhSYUAGAVYBVgNUJLzhMBQWgwPgKYCuA8TXGDFKBLYBVQIntQQmsOdYcMYAYWHIM9IWoVnuAVXm/gzMoAAVsBQBWAVYBVu1rA6VQAAosVAGA1YUu3ILNBlgFfFgyfIDtiF/EAGJgjTFggdK+ZQCrC745g+lQYEIFAFYBVgFWJ7zgMBUUgAJQAAqsTwGAVUCJNUIJ+IS4RgwgBpYcA30hqtUeYHV992zwCAqMoQDAKsAqwOoYVxbGhAJQAApAgc0osBiwej66/W7vjudhYMH5Y+92bLxwvj+682WY8R/3QH9yh93OHU4T+nE6uN3u4E6L166jZgPHYqdYCRpPvK5bWU/4GfYK7hSH0GoyrSxQ2rcMYHUzt3JwFArcpQDAKsAqwOpdlxA6QwEoMDcFsBXA3FZk/fasF6ye3XG/c/uPc/0gHMCYBIEBrL6dZNsEs3a7nYt/ZJ95gogRwaqhW9DA63QrlF6ixmOC1SaNPdAKWi0hBjsCakA6+X0DPaAHi4G+ENVqD7C6/ns4eAgFhlAAYBVgFWB1iCsJY0ABKDAbBQBWZ7MUmzFkMWCVPXB2A5rNYPX0VgNXDVZ1Rquf0yrrZsvCQVOAfS1w+UawaulplUHjEj9W7G5Cn97Xf9EM+kCLJcaABdA7/SYAACAASURBVEr7lgGsbuZWDo5CgbsUAFgFWAVYvesSQmcoAAWgABTYugLTg9WUUfnhX+0nWCdf8Q9wbX90p/C6vm9zcCedJZiy9465zU5kTXoAVTJNeZ2f38j68+NRxmoCidbr9GFcakewdX90Rz4fqw8P9AJMKqhLWYjh6G2OWjTbXyCJbEMaGhmreeyoifTr+npkKEG2asjl/eubsbpkjYPtpHdajzaNk25NsZr19bo2aUya+/q+WlNfHJERiRhYTAz0hahWe4DVrd/hwX8o0E0BgFWAVYDVbtcKWkEBKAAFoAAUMBV4FFjlcChmKRbYGc8VgNQwK4Gs8qp/BITlvCFjtQuYaoFbBH1pL1aytcBKZYcGiPo8+ZGhrgk+1JiXiwtQlQO20yHtq5pAKe2xqnXT55fYnq9HNTbZ1KKLgIPUvu3YMtbsNdYaXjtPa1xis17PrF+LLrGN71uuldyvTWvULQamYT3LPxxtXQsLlPYtA1g1b3tQCAWggFIAYBVgFWBVXRQ4hQJQYNkKYCuAZa/fEq1/FFgtIPLiLgpMabAWHrBVGyuzLwDBnC1qg1U/dgFc9kO8OT/BKQW+rLbcjlCfbYrz+fpsgxqvCSbwMbVeso8Eq6Jf8kGWyfZhrCabmspJmx5HS7fsh5rHast9mFxjFYvcFvJBlCl/fBtRz3Uz2tKY8ejjWmXL8v74DIiKGFhFDPSFqFZ7gNUl3pXBZigwvQIAqwCrAKvTX3eYEQpAgREVAFgdUVwMbSowC7CasiYJtlogrYKJBoCSsOp2sGpBW4Jb2jZ97tvxsmBT3vKAbU9AsNXwI8wV4B1r78egPgrskW3xKEGp1KSA3TyW0j6M0WRTU/ktIKdlLK6ft0ef67LJNVb6X9XY8NXq06p91jjGNV0roU+us/+hAG2gC2JgeTFggdK+ZQCr5m0PCqEAFFAKAKwCrAKsqosCp1AACkABKAAF+igwC7CqQJUF0iYFqwlqWvBKAzHLVt6GfzbhhgHdoq+79Gq/AUOVXnLchYDVJWus9LfWWJQZayzqORg12sr1Rcaq1GN5wAz2Y826xEBfiGq1B1jtczeEtlBguwoArAKsAqxu9/qH51AACkABKDCAAnMAqwEysf1CLVjZH6w2vG7twRVlfnKgpT4HG9IPSdFDcGMZs72CohZAPB3atwKo4FqEpdxurZnPso0gWILVSjcFBS8jZaxW9il9vaaNelq6z0ljreG182o9G2LTa2S0pfiLR7++2GNVagJQBz3WFwMWKO1bBrA6wE0ShoACG1AAYBVgFWB1Axc6XIQCW1IAWwFsabXn4eujwOqOvx7PoRkBN1VWAUIDQFVZgAlqhrnyeD3AVJiDv45fA60IB3kbmWkagAe3I/jN9sg0/PB9gi9Zo4M7vLGtAAKkjK+EFx1pTAVWM6wrNspM3Kb2zNfKfj8Wq6+gqTFm1SaBkCVqrEHqNY2NNW6NVbbuJ62bHyvH8vpgEgAh1hQxEGOgL0S12gOszuM+C1ZAgbkrALAKsAqwOverFPZBASjQSwGA1V5yofEACjwKrEq4Ny1M8FAr/3iUBlc9zwNYBeiSPxYzMPyDxuX6GDJ2AbCKrtACWswtBixQ2rcMYHWAmyQMAQU2oADAKsAqwOoGLnS4CAWgABSAAuMpMDVYdZ8+ub/94Q/htXX3+bPz5/7oH2rHPs8PziHjsDnjspdNv/4yqQ9ja3TL+FnXBKW7wD9o3C/ug8ZG5qvWHucAhIiBdcRAX4hqtQdYHe/eCSNDgTUpALAKsAqwuqYrGr5AASgABaDA5ApMDVb9np4erPYCawMBWA4crP09eX1nwPjrL+HV7M7tJ4LIU9vDtev6ubON0DjtvWpsM9Ezw7rr2qDdOuAc1nG562iB0r5lAKuT31JhQiiwSAUAVgFWAVYXeenCaCgABZoUwFYATcqgfCwFpgery33QBaTA2iEGEAOIAcTAFDHQF6Ja7QFWx7pzwrhQYF0KAKwCrAKsruuahjdQYPMKAKxuPgQmFwBgFZBgCkiAORBniAHEAGKgewxYoLRvGcDq5LdUmBAKLFIBgFWAVYDVRV66MBoKQAEoAAXmogDAavcHXUABaIUYQAwgBhADU8RAX4hqtQdYncudFuyAAvNWAGAVYBVgdd7XKKyDAlAACkCBmSsAsGpBgrM77ndu/3GWv3a/hP0sx/qBozDu3Pb4PLnD7sE2Daj3tX1/p4A5mMP6PkAZ4mL6GLBAad8ygNWZ34DBPCgwEwUAVgFWAVZncjHCDCgABYZRAFsBDKMjRumuwNrAaoBT+6M73wVBhwOrp7ed2+3Yn7ttu/KAPyDoKzDFA8y9O56vzH2X5reMvS6w6vUeJn6Vluej208Zg5PHgfIX8y/vH4SwZtWa9YWoVnuA1e73QmgJBbasAMAqwCrA6pa/AeA7FFihAgCrK1zUmbsEsGpBmaHAqh/n4E4MGgTQ+naqHqILxLTs6VE2AlgNsG9Mm5k+/XRYH1i9XGLsHU491rxVv6hRyb6O4+9muZ5D+Yxx+l1H0GuOelmgtG8ZwOrMb8BgHhSYiQIAqwCrAKszuRhhBhSAAlAACixTgceA1QR3chYdh48RBOUsTwGAEkj74Bl4LJMyva6e+1KWpc7Ys14fr/rqrQDa7Ir+7D9OYQuBML+wu4CLUTISOVgzwKrMmuVak93H8Eo96Sahnm/DNOZzaV25z0pPOebFXdrqyYfcpswf9MtxEzOBxdjKpgIUac6DO37sSxaxyiCWWu3cTtUT+CSt4pFpmm2mLOVie4Q3Ko4oRpmuw4LskzuqLS1Gj0HmyxyBFWwq30fQYr5a9IWoVnuA1WXel8FqKDC1AgCrAKsAq1NfdZgPCkABKAAFVqXA9GA1QVUG4c4fh/SaOYE+2ttUnycoxWBXAGHsvAs0inCOwbAE4wqg0/N2O98ZkEyCizjOtWzBCu5xkMh8lWMnQEBQMsEtrY88T/bsiha2NqU+z2lp9pa2YAh1DCj2PSc4yWIkzBvK2biXBNopu1PbpM/TuAW2xv7lXEOWul7qV2Atz0rOGl0uTrbXcRRf/S9xl+b3dl9b5zvgZbBJa3vHeNxffNYxhHPExG0xYIHSvmUAq6u6XYMzUGA0BQBWAVYBVke7vDAwFIACj1AAWwE8QvVtzzk5WFXgTzx0W3WiTIE0D4NEfcc9KhXoCzBRgCYFwNQcwWZRptpXkCraHbIbRwRmtV1+Xg4iL+4SfCdQatittAn6Cm0iJGiDc1YdL+Ofaf1FmdC2QAnfRkJQGQ/1OkawmfsY44p5q3VLYDT7b+hpjEk+1esR9b4G1i8BGNMaFf/LuCyeAnRvayv7V+Dc8LnMI/uiHHogBqaLgb4Q1WoPsLrt+zt4DwW6KgCwCrAKsNr1akE7KAAFFqEAwOoilmlVRm4FrAaAxjM/GXCs4ZoCjhY8E2WqfQusCmBrTLjK7QqQlF5J50eCrYbdswWrhq0qY7Ve4+QzgVGuTVqjau0tzai/1saPUY0Z7WzcKkCPb8aCAXBbYqor7IpQldZ+OkDU1T60w5ogBkoMWKC0bxnA6qpu1+AMFBhNAYBVgFWA1dEuLwwMBaAAFIACW1BgC2A1wDMOsBQgq+Ba+gGhtkxHCdQs6FcekAUsCHO3Zxg2AkIPhrkfFmzjoE/5KewIfQ27dR8/HoFFNl+tWfHXquNl/DPZJMq4D3lOw1YLrBq20hxyzaK9Yt7g+87xV/PregUmha0JqnIbRH3RKNoUM09znGVffXl7jGSfch89tjwPfgw8Zl8b0F6uCfSAHm0x0BeiWu0BVrdwFwcfocD9CgCsAqwCrN5/HWEEKAAFoAAU2LACk4PVBC05rOu7xyoHXxUsq0BWDeSqzL3QhwGzcM5fO9djXDtPwMCDOgVCA+BSZW0P173rlP/1fN52gnbaD9oqgGlh+BBsqiDk2R0H3WOVbCzwRb/GHs8ZCK1sihmlGVwqbbwfApxW9emV+wxKo14ldtN5BpaxPY9PCTRP7iDW3tDfg9ImzTtCVBkzyUYxb9FUtkU59EAMzCUGLFDatwxgdcM3d3AdCvRQAGAVYBVgtccFI5v+P/ff/v5P7tN/8X/+2f3PVPnjv/9DKvuT+7v//v9kl7Wd/a9/3o6va1u7FfuDrQBWvLgzdW16sOof3BOwyq/mc4im6jLUKv04uKrAKoHbMHYChAm40evZ+7eD27OtAPyDNEG60Obt6I57DlbL3DRGgWu+rgGQCVvSa+ljA64KDiZ4mLXesQxUw+6gFQOrwQd+7v1Nf8JcbIsBvlaqTqyZ799Wb/hAc0ZQGefcfxzdYcfAKkFJ7itfZ2NcAVYJtOb+B3d443rpONi748fB7TJYNfx6k/Xc/hhrp6Jn0jXEIteS9L7lqGI/xy/X5ZZx0adaN4pRHNl3BOLk5jjpC1Gt9gCrM73xgllQYGYKAKwCrK4frP7f/+H+LsBPgqDx+E//696rcc5gldvG/P77/+F+3Os27w+wytXA55koALA6k4XYkBmPAat48F4SfBkU9AG0XAEtEXZXIBq6XdEN3ylL+k6Brdfj1QKlfcsAVjd0MwdXocAdCgCsAqyuGqz+z38kqPgP7r/9X7pS/rf7pwxaS6Yp1XY/cnh5zzjdZ7ypJQfLAKs3SYhOUAAKQIE2BaYGq+7TJ+c+fw6QxB+3fL4cuOCziBuyVgH8BgV+AWKPndWMNRt0zZZzHV+HefBlPhr1hahWe4DVtrsf1EEBKEAKAKwCrK4WrLa+kj8IbARYdchYpe9SHKEAFNiwAlODVf/gvnWgSv4vCmKkV/eRSTkeeInbUQBgL+q6AKQGpB4pBixQ2rcMYHXDN3dwHQr0UABgFWB1pWD1WlYqh6Ism5UD13/8346DQ7+XqtwzlY/BMlZN2Kjbcvv+5D41ZJJyOBz3cv2T++Tt6vMf94nPY9rphM/SX+dKBnDMBP67v2/eT7ay/R//uWQKczuCL1wfyjL+k7t/u4Y+QqHtWhTAVgBrWcnl+PEIsApwMh6cg7bQFjGAGEAMLD8G+kJUqz3A6nLuxWApFHikAgCrAKvrBKtNMJFdbRz8ZYDI+/ntAhLE5G0L7OMwsA9Y9eAwtefzCWBaxs62OQZjKzDJHNMf+Ry8Xy+wWuzJtjvnuC7FTlme9WLzCZCc7WOAm7Xl42rXcA4FLAUAVi1VUDamAgCry38AB0TBGiIGEAOIgXXFgAVK+5YBrI5594SxocB6FABYBVhdJ1hlYE5APHbtcihIANVlyFegauhiltuwkWe5FijY0NbZ5cU2BmwFyGQQkvlkfuS23whWiz0qa5fpnH1tms8Ew8z/BrDctH6mryiEAlAACjxAAYDVdT2MA65gPREDiAHEwPJjoC9EtdoDrD7gpgpTQoEFKgCwCrAKsMoyU+cBVhlszD+yVV6Ppy0BcibotS+eJtBpQVE/llFetgBQQNdoa/WPJhoZt9y2Rl8lXL7mLuqhABSAAlMrMG+w6n80aefa9vU8ve3c7u2U9vm73n4NwAE/cLR8aLKGOIQPiEPEwHgxYIHSvmUAq1PfUWE+KLBMBQBWAVbXCVY5sONZmuw6NbMweT+eQWmWcwDK4J8FGxsyU51ZzgAkbRnA7O79kdvOtTDttMAq9/M6WDV1DUYzv8gOZkPOGu7tIDpAAakAtgKQeuBsfAUAVsd7MK6gQ/gBqIM73fljJ0OB1fhjSTu329Gf+22rfNa+no9un+fbud3+6M66Dc7xg0CIAcTAxmOgL0S12gOsjn8PhRmgwBoUAFgFWF0nWOWvnZtwsgEWcgj5MLDKbWPA9tZvHO4TAU0/FoOa+TV+s5zbMzBY5bZxvW/1Ff2ggHMOYBVhMLUCSwerEuTNPGN1ZmD19CZ/gX4oYCvXhIPruD77j3OCRmd33POMY94Wn5t1hDbQBjGw9hiwQGnfMoDVqe+oMB8UWKYCAKsAqysFq/IHlAQ49NdqE9DrVc6BIwOgJrBsaGtmrDpXXr3/k+v8yn/Td1CTT6adNnDlWajCHmuMpvk47M6Al2WxmgC8ySmUQwEoAAXmo8DUYFXDu/bzBEo/eJajhIFXtwJQGZIF6jWDiTBmzqrk8yUQSHUq25J8OfrtCagNbVOg7PD1cYsDNabvR31yxlbUIY/p21hz05w7bvPFkV2nj32yqyEztQv4DW0sG5v1LADk5I4Zqsb2ZBvPWg1luwYbsyZd5kOboj20gBaIgSXFQF+IarUHWJ3PvRYsgQJzVgBgFWB1tWDVX3gFUPJMyxaY1wQFzfIGWGrBxgaAam8F4C3nNnLbCXyqspZvGVsDNUcGnU1AmtnD2pax+Y9acV2YnUwX8YNUTeW0fmy+FjdRBQWgABR4mAJTg9VLAIwEzQgqFhDooWaBnwkoMogYoKc+zyAygdhTAggJZuY9WvW5Aen0+JfTIe/xGuryXBenzyMQJGB6cdFXdt4FXFY21lmdFYzU46pzsqvoagOWyndDHwITNGYNge2xqZ8+ag19fRybYqTfeHp8nEM/xABiYIkxYIHSvmUAqw+7tcLEUGBRCgCsAqyuGqyGq5FDUfYDSSLzki5b3pa/mm6Wc4A4bMYqmcMzRelHq8KxDTZyUJn9ZfbR4P7I/Upt/+7v/8HRXDLTl8HV1Paf/vGfG9pyqJ1+eOsf/9n9E9nDtQ32cC3lD3VJG7jx+AwFbAWwFYCtC0rHU2BysHph8NNDxP3R+UzKCP18XYGsF96WIJ+ChhLMsbEJ0DEQ6h+ufftGwBigJp+fAQmrTpVVwPMSoWieT9luP+yrPmEOCRnlPKp90EmWyfbMJ9Y2ZsPKeWz7VP/gU51B26UvAKrSkmIcR+wvihjYfAz0hahWe4DV8e6dMDIUWJMCAKsAq+sHq2u6YpfsC4O4gKVLXsj52w6wOv81WpuF04PVAjc9WAvQ0cNDn4VaQUQJSgOsU3CyDayGuvx6vPF6voYXCpQKOGjVqbIaYErA6bNfd9Yr7gQnma1tMFbOo+YIPsky2b4F5jXZp3Wyznv2DTYJiN5ilzUfyjYPnsT1iXhAPKwsBixQ2rcMYHVtd2zwBwqMowDAKsAqwOo419amRw2ZtiortWwb0JA9u2nF4DwUgAJLVuARYDUAxrejO+4pO9SDwL07fhzU/qIDgFWVsdoKYxQoFW2tOlVWA0wJOE2wGoAk6eDh4vU+ch7VPsAFWSbbtwFMnTHc1jbVERRm2zMI3QzYEYH3DdmxxljX5kJ9hzWEroCSiIHZxUBfiGq1B1hd8t0ZbIcC0ykAsAqwCrA63fW2mZkatzBQsHUzgsBRKAAFVq3AQ8BqAJLy9fGYwahf078PrFZ7nHp4cDo0bwWQtgoQPwzVd49VARgl4Iz2cIhaflgq/3hT0iZnrKbtEPS5tlFkwqrsURusem0l3IxrIMuawCStV789VqMewnYD6PSxo8k+lAOoIgYQA0uOAQuU9i0DWF317RucgwKDKQCwCrAKsDrY5YSBoAAUmIMC2ApgDquwLRseAlZ1VqaHayr7Mz4Q3wlW87hsG4Crr58n+Jdfy+cgVNUJiGpAUsNPvj1B/FEtPebBHfYKMBOIDjYd3PFj7zSczKAztOE2W3ZF4MJt6bzHKmWo9skEJngq/GheE4BVALElAzHYjvgdIgb6QlSrPcDqtu7n4C0UuFUBgFWAVYDVW68e9IMCUGCWCgCsznJZVm3UY8AqHryHePDGGIgjxABiADGwzhiwQGnfMoDVVd++wTkoMJgCAKsAqwCrg11OGAgKQAEoAAW2qMDUYNV9+uTc589hPzt/fOS5BhKPtOXRWuj5tTY4Xye8wbpiXRED84yBvhDVag+wusW7OvgMBforALAKsAqw2v+6QQ8oAAWgABSAAlmBqcGqf4jXEO8R500w4RG2zBHoNumD8nlCGKwL1gUxsK4YsEBp3zKA1Xyrgw9QAAq0KACwCrC6SrD68+dPhz/QADGw7Bho+burtQpbAbTKg8oRFHgEWAUAWBcAwHpiPREDiAHEwLAx0BeiWu0BVke4acKQUGCFCgCsAqyuEqyu8FqFS1AACnRUAGC1o1BoNpgCAKvDPgwDLkBPxABiADGAGLg3BixQ2rcMYHWwWyUMBAVWrQDAKsAqwOqqL3E4BwWgABSAAmMrALAKAHAvAEB/xBBiADGAGBg2BvpCVKs9wOrYd1AYHwqsQwGAVYBVgNV1XMvwAgpAASgABR6kAMDqsA/DbXDh9LZzu7dT+OGutnad6k4Ht9vt3OGU7A/nB3e6TOdPJzvb7JnK5qnmafN1gLrzx97t9kd3HmCstrUL8+z27nheUCyNrEmbXqhDnIwRAxYo7VsGsPqgGytMCwUWpgDAKsAqwOrCLlqYCwWgQLsC2AqgXR/UDq8AwOrFeZAUAeXZHd/GA1d9wWozSDu5gwZfHh5OAN0iQPDzM6h7K9QaCHhGELgLoNnD5t1OAeZJtTEg05B+DrDGIQ6DTkkzY8zm2DP8u3X90W+Yf2SBjqvUsS9EtdoDrA5/z4QRocAaFQBYBVgFWF3jlQ2foMCGFQBY3fDiP8h1gNWLO70lEHc+usPHeTYP6U1wK5TrzNdJ4eG8wOrpTWZXVrpNqo0BHmcFVs/uuJfg2Qb+vt0A8BzQbzbfJ2NkVWJM43ofKOYtUNq3DGD1QTdWmBYKLEwBgFWAVYDVhV20MBcKQAEoAAXmpcBmwer56PY8a099zq/YGw/JBO6O/tV+6sdBJ4G0cPRtIviTACvByQ9uBwOEuS/NQXUeeNFn9lDv/dGZh2qMPYPGwQeyXWW/tvsXgVv224+RfL+eCWn0VdmlXew6+Vfig+0SEGbIQ/rT2lnaUB07Svu5xnGtss98rS/Rp/3HMWTxUpscP0ac5ezoPa1tOopx/dqqeb3PYo2Vnkbd/uMUAGmwqxo/xg+tt95iIJQ39MlaM/1Qxq5H6AKgfGcM9IWoVnuA1Xndb8EaKDBXBQBWAVYBVu+9Or+9uqenV/f9yjjfX57c08u1VlcGaav+7d09Pz2799/aGnWsG3KsjlOiGRSAAlBgqQpsFqzSQ+/p4CJw9JCqAdRR23Qk+JfhWQJgGVwS0FRQygKrHJSFegbHTOAVQF0HO4MNCg6SPRo8qvPKvwQHtb/l3AJKEQpmTS4+M1iBQTXv5co52cXHtGBeNY9av059ToeyPcR+l2LE+0kglTKbCW6WNYl2lvPKL8ueSuM0Lq3ZJW5ZUcULq5fxRXbxGLDWqZ4n6+NtYvGYyy37UQaQiBgYNAYsUNq3DGB1qXdmsBsKTKsAwCrAKsCq++Hevzy5pyf60xNOjgFWw5hkz5N7/vrj+jfDkDBUj+Xt+fLuOlhx3U60gAIjK4CtAEYWGMNXCmwdrObXyD1EYpCqDSJZwFNALQ0IE3AQbRKMFXBS9bPmCZDuqp0RltkA0qqTZfW8sp4yKYXtBlSp/VWQT/ir56ghZm0XB4Wxf2smq2FjWOcANZVt1FbYmOYTZYbdejzRntvMP6txwhgMzmqwqufw9ooyNR75k48sG7YRnvo20oa26wJ1fD3xGfFwXwz0hahWe4DV6pYHBVAAChgKAKwCrG4crCaoyjNJA1R8cq/fjCvmjqLuGavf3esTm//bazdbNAy9w9aqK8BqJQkK5qsAwOp812atlm0TrDKolF+HL69l20CyPCRbgE+UNYC0GjSqPSxVPzEmATHfZq5gNYC9oqN4/VxAv6Sl8NcCgbLM1IN04Ucxblm3RtBj2UbjWWOJMmljmEOPJ9oze0K51CvHntFH+K/n8PaKMsMu8kkdxbiizl8nDcBZtGM+oXzQrMXGmIXOq9fZAqV9ywBW13rnBr+gwLAKAKwCrG4brDYAwx9fn0uGZtXGg8+U1ZogrNwKIIJRyoClbFMJVmMbqhOXdRsg7WSLnenq53/9VmyLc7Ns3ZyRSm20j2nc3E5YjRMoAAWgwGYV2CZYTSCI/VhV/gGrDsDCAlECmhpQzAMS0WZtGasB6klQLPwV0C/pL3SyQKAss3S3wVNPIGjZRnEgbOxotx6vcQwOLaWv1vYBwn89h7dXlKnxyB/rGPpZmanIWLXjCyAZuowfA30hqtUeYHWzt3ZwHAr0UgBgFWB102BVwk527QS4mfZNbYOZvouvz3useijJtxL44d5f4iv0Za4IM5szYgl2Gvu2ttlSAdkISGmeMH+208/x7F5fXtOerLKt02NV8zKt8BEKQAEosHEFtgxWPaiKr7Of3KHxdej6AVoArgy0GFS0QNoNYNWCawGedbE12MDB3ckdKNNV26fOK/8a9hXN2ZVeAzUGbRdQsmsj6KvO+avmegx1Xtvl16aGf6EdH7eCib4P3zfV3v81xoYGlNfONeA0zvVr/SyGiqbaxnjed4/VMl6KYw9RVfwEAK7KAjgz2gKo1d8H0ASajBEDFijtWwawuvEbPLgPBToqALAKsAqwyrcBoAvnRrAqMl1prHQksOrbmJmqVvuw7ysDrBXgZCBXw1DnXLAn+Ufz0zT+vNgRYW4+12NV89IoOEKB+SmArQDmtyZrt2jLYPXWh+EI7uQr3GK/UQUEaR6RwdkhY5V+KCnuG0qQ1IM9+twONLSdHLLJOjleqBOgTcNEAqlJgwRsg395a4WDO/gfqyKYG+BmgoOhzd4dPw5upwBoP7ui/3Jeb5OVfcm0Mtcn+hi19mNwTbjd2idDG5E5WtvIgW2eb39wB/EjWQRkKc4O7vixdxysyvhQPwxWwXDyX/up+1G79GNZYv1KHcU0jtAEMTBODPSFqFZ7gNW138HBPygwjAIAqwCrAKsWWPUgkbI7K6jIYKa/DllbDjL1JRozRuk1fQZLdUN1HvrR6/dttmgYSmA19QVYVcLidLUKAKyudmln6xjAav+H4ho89h/jHhgR5gfwunmPRQ9iOWS+Zy3W2zcCWPEPBlXm77Rxv16toSPWto4BC5T2LQNYne2tFwyDArNSAGAVP6ntyAAAIABJREFUYHXTYJVDUX5liszTNpjpO2mwShCUD+ic42CTf1bN6tOu2bNNYBUZq7WmKIECUAAKDKgAwGr9QNv2kO8+fXLu119C5qD7/NmF88+fA+Sb4jza5jMoeUal9GFqm+Y8X72WtXZztn+KmOL+k16P/scDsgNHeW1Dj+3o0ReiWu0BVge8WcJQUGDFCgCsAqxuG6y6tJ8pz1oNoNT/0FO68hWwDNCV76PKwGq1N6kfv9pj1Y+rsl7Fl0zp44sF5G2zRdW55Bv5oWGuP8+v/qe2+VyPFXzke8cKg3ECBaAAFNi0AgCr/R/UPVjlMOoh8Cu8zs72dVXZhFPbNNf5uoKoudrv7fI+TGWfnytux9AM7rtqinb9v1ugGTSjGLBAad8ygNVN397BeSjQWQGAVYDVjYNVf63Qj0XRa/o1QAxQMux36mHku/yBKg5W/XABStJYBV5qsBkBrbUlQPwhqac0X96SIF3Wjbb4eb88u+fcj8FhlTHrh+oFVql/GLvWJ5mGAxSYhQLYCmAWy7ApIwBW8SBPD/I4IhYQA4gBxMA8YqAvRLXaA6xu6nYOzkKBmxUAWAVYBVhVl08Alw2v86umOIUCUGCGCgCsznBRVm4SwOo8HqIBM7AOiAHEAGIAMUAxYIHSvmUAqyu/gYN7UGAgBQBWAVYBVq2LKW0H4LNG8+vxVjuUQQEoAAWgwOYVAFjFgzw9yOOIWEAMIAYQA/OIgb4Q1WoPsLr5WzwIAAU6KQCwCrAKsNrpUkEjKAAFoAAUgAK2AgCr83iI7gwzzke3b/nhqs7jqD1Z0a9jHKxB/4F9mOWerGEP4oM7PTDOh/wBsKjxzu12u/DDeecH+tX3u2JIHdrmPr0lfbxGb6ewN7Fvf1N8no/u8HHOY7TNO1adBUr7lgGs2vc9KIUCUEAqALAKsAqwKq8JnEEBKLBwBbAVwMIXcIHmbxqsph+ACrDCP4zvHgtiOj2gDwzF4pwndwj+E5iYSAfon8DNxPr3jqGzO+53bm+BpjDWRPHSByauEKya+vfRpG/bgTQcCqwKcNoGmL3dDKz677huNtB1uHfHkwerpxD3uwf9Q1ZfiGq1B1hd4E0ZTIYCD1AAYBVgFWD1ARcepoQCUGA8BQBWx9MWI9sKbBWsWllMVlkn2NkXWMyqfYRmHEQEgLE/ujGz4iytrTLo3yWT1q/h3h3PXdre0qYZrPpYmRz4dbl+BoKC98RfiOeBriM/1uQ6D6ThMDr4GJQAP3xPKYAa1ssAq5dLjOHDqUv8x7aPAqoUcxYo7VsGsGrf96AUCkABqQDAKsAqwKq8JnAGBaAAFIACUKCXApsEqyHLbuesh2z5sE5A6SgyOqt+aTzKfOUAhKDC6WMfX+MNWbH04E4ZovLV1fhgrdskqGBlGwYAUsYS9iU4cszz61eJz+74UV6bzWBizOzdzvqXTLNjw2u+wd4W/S8Eh7JGEUCGdeZZugYAk20SuJyl/j5WeoBV7cOVGJE68PjxGX4SdhEUirqXmKyuiax9bXe4Zhrq7evJwzJ9vfi5lW05BqJd/DqhcZvjzBi/gnqU8Vj83rG4atYxwT5lH+/r7eMaZp0vFyfH5Xoqm5ktpNf+o+G7TV1T/rst6qXG9OvUUweam74vuZ/eL1oL+Z1ZA1FqV/0DkNexsimNa5QXLWn9kLHa6yYCjaEAFFi8AgCrAKurBKs/f/50+AMNEAPLjoHF/w0LBzajwCbBagJJ1v6L8mGdIAIDNKEvgxcJQGRIo87DeLsrWX2qTwYPDAKcPw4xIzG01fO3nCdYU6BMhAflvAewYJmC5FeGIxmEGUCL9QsQo7P+CYZkqONtVfZr7fR58t8CLRqocE0CrOIg6nSIYGkm+hfbvSY+TlkMaL31ufbhaozE64Drk9eRa0TzhPG4PSd3oFjWa9/znOJO22KtlwCr2iZ1TuM2XcdS74u76DgjsEt+MkBYgb+gkxXHXDOvefne8fZpn71Nlt/kQ6hj9sjz+rstalDmzP8oQetqHW/QQdqRfGB20lpY/pZ1SPazfrnOr61V7m214rXBL+yxupnbIDgKBTavAMAqwOoqwermr2wIAAU2rAC2Atjw4j/I9S2C1fDg3vSALUCPBZQiECF4EcZSD/EeHBAUaJ0rP9CreYQNCnwqKKYhRYYtZJMxltVHQImR9xRs1UTZa7Xl9l/TvxMcIkBFmimNszZ+vVQdt4XaiTLlT7U+OQbSOof2HLCp9af2oR3LjBRg28oiZOMoHyyNhA8JGlJMk59ee11G/yhQl/v5VZwHX3gZ/0z2yjIrHiJsV5op3b0/0qY4rriOxXeCnJd8LkdVHzRlUPIqWFVAMfSnrFDyvRxNrfU6Umz4o1UnypT9Vh+lYfG92FWtaZijRQdhQxpHldlrTHPG79/wDzpivaj+4kI807XMNQn/KCNts31iY4n+05b3fe3fao+tAB50Y4VpocDCFABYBVgFWF3YRQtzoQAUaFcAYLVdH9QOr8AWwaoFkugBWz7UG/BBwaEAoDTUYq/HyvHYg7kBxjL4aQMaCkJIABbHF2XGWKKeg4NkE8Em0mTwo2ETzaH10ue+HS+7pn/jWgcdFZgkGKM0JtvCUdVZWooyw1dRP4j+Pk4VWOTj6s/KB0sjaaN1HcR1yDGb57DbRg2tOl7GP9O1Isv42ud10f54W4TucQwru5rsr8eV84a50vXBx6H+cr5oezVmsLMh5iiu2XdJHjvV8XMrFrMe3n9LE1Fm+CfqtYa0HlQu/ci2Cd0NHfQchq2Vbjm2mA2klwVXvQ10LYu+Hsr2uE5EXzm30HqkdhYo7VsGsDr8PRNGhAJrVABgFWAVYHWNVzZ8ggJQAApAgckU2CRYDQ/3dnbYdaAkM1Zl+/rh24QEAT7wB3wFOQw4kR/kFZiw5hdlxliiPkGBYGcP6BDbS7hSgNOVrLDO+kuIShpw+/lnqhdHw//6NW4re5CvD1vXmegvfAywv8FeC/ooHywoKHVV8cliJgO1PI/dNtpr1fEy/pk0l2Xm9aT98baIdZdjSO3iPPW4qk8Yj2ts1cu4F2MaMS81Jn/TUc3nx6q0tvymdbDqRJmy3/cT9VpD264qY1Xobmir5zDmFbqRP9YxjCU1D2vrbWgEq0Z7a+wZlPWFqFZ7gNXJbqUwERRYtAIAqwCrAKuLvoRhPBSAAlAACjxagU2CVcp2UiAxPNCLsho+xDbs4Tw83CtIezpkCGJBgqosjVHASZyXw4H79lhl9urX3ulc/9DPyGCh1pr2U+XwygCrWm997u1m+kvAxuEQ1yS9XsxgTIBePBvurj1W+VwK4g6iv48XqZsFD3NZ0Iy1N2CYhn76vBVgKSgYXtUnbfVcPc+rayfEqb5e0jmP6cqmGFuUnV2PG8ega7Kqr67ZGEPUnvYCzj/MpP1MewXna5zHrPdJrZGfv4yd4phix4pTqiPdq3PpX1hPNae2wbe5W4fKjvp6qOYgPbifNI4qa41L75/VPsRQ0TSMMYMyC5T2LQNYffQdFuaHAstQAGAVYBVgdRnXKqyEAlCgowLYCqCjUGg2mAJbBav5AZy9eit+7CY8WBOg4ZmZEpKFcRJkKRmbBVqZkCBtJ5Db7w/usNd7QCbYl+1L82r44e0M0KbYSLCo+ChtlpBMz9MwzhigQdld60+wtdjkNRP+ebta9DfBKkEZpu3hTe9Lqtc+reka9Nc+VNCvhl1C4wynfOzI2CIoFeI+6ytjW9aVa8XuK+vt68lDMR7He3f8OLgqnlrirR5Xg0cVD9Y1K+Lw4I4fe5fB6tWY4/bHeOdx7u2zwCpljObvEuMfhnJdXjevl/aPriOpd/iuSOsY7blfB5rbtsuAt03fxcIfBkb9OjOgLOLKKKf6uR37QlSrPcDqYLdKGAgKrFoBgFWAVYDVVV/icA4KbE8BgNXtrfmjPd40WL0KCw34cLUPe8BHW3cvrKiBF/S9V9Mh+3vwZgM/rNOQOjeDVehc6WyC1fhdzmF11W9m39cWKO1bBrD66DsszA8FlqEAwCrAKsBql2v126t7enp137u0nX2bH+79y5N7/vpjAEvvGGtVmg4gJYaAAlBgsQpsEay6T5+c+/w5QD9/bD4/u8svf2ipv4Rxmvsvv34M+NBLr19/2bT+FKdDrkMv/Ruuj2xPyNK0s1Zzm5kBqyXaFf6BgTKAU6bmEOtI8dX+PTj/7zG/pjy7VmesLvEfaPpCVKs9wOpib81gOBSYVAGAVYBVgNVvrxVk/P7y7N5/Y9fiiBDw+8tQkJPZ2/rxDhhajXvHWCNqWpmJAigABaDAiApsEaz6h/CuIMGDVZ+R17X9WkAF+TsWhKLxr+r16y/hderO7TsB8+7rf9W+ieYbeh3u1ZPbE6GffIWc1+PzeFml967jWvq3xdhS49MCpX3LAFZHvHnC0FBgRQoArAKsbh6serD59OXdlfzNO2DhDV8OywarNziMLlBgZAWwFcDIAmP4SoGtgtW2B3HUjQeCoC20RQwgBhAD12OgL0S12gOsVrc8KIACUMBQAGAVYHXjYDVCVPGa/2/v7vnpyT29pBf/6ZxtBfDj67N78m3yn7RNQGj76r5TnzDGd/ea2/k+ZUsBPQ5/PT8AX+onwK+8ksUY1I7syE2jn6/ffAH5zOynfr7aZ5K+fHd5/lRX5inZvNSG7C5tOKyW/gcbSB+mRWUX6Z/sff2a1sVrwuy158yO48MGFQBY3eCiP9hlgNXrD7iAANAIMYAYQAwgBqaMAQuU9i0DWH3wDRamhwILUQBgFWB142DVQ79n9/ry7CJ0dM6DuueXV/fM4F2AjQQBxSvsCVISBAzA0PfnGbD820C1dy4ATAKT1DIASxqTQGg+p1b+GO0X2xb44g5glc8p5gv+PVV6vKY9WUXbZFscy7YlgE/L9jYdxbhJs7we8bxtTq4QPkMBKAAFxlYAYBWwYEpYgLkQb4gBxABi4HoM9IWoVnuA1bHvoDA+FFiHAgCrAKvbBqsEIP0xwD8P7XxGpoeEJbOUg9UACjPkiyA2Z1AmsFqBTvZ9oUGjB5UcckYoWrJCQ1cBIdlgTdCV/MpNI4zkGav1nMlfPZc/b/LXAqAaoobxlD/eLj6PoVvRmYPU6FCBu7EuZxdnf/EBCkABKDCdAhZYHfaHPk7u4H905e109y/ED/cwHn8h+rG/Zh51GeZXqpPG6cdthhnz+oP/MOsxpA5T2WzME37Eaed2YQ34fqNzjH/DfvzA1Iy+n7A+w3y3LFtHC5T2LQNYne5eCjNBgSUrALAKsLptsJqhoQd0Hix+d68BInIQqSCgAIUK7FVAM309hD72q/c2WGVtaTsADnrFt06y4YkB2soO7k/8XIPVBD858PTzZI3ipAV4+nM9lmELjRH8sGF1nWHL59VzxCzfAlMb5ozm4v8bVABbAWxw0R/s8iBg9XRwu539y+D+l5ofCzCth+s1glVb//EAxVAaDgVWJVz2gHOcuIt+N8NrX8/Bqo+/oXy0Yhll48U4tIW2j4uBvhDVag+w+uAbLEwPBRaiAMAqwOqmwSrPHvWfX/0WAOyVd/ossivT6/t5f1WWzdkOCOO3Qsi2ZH1ssMoAZNcvE571eRNYvTdjlRnKbWHFJdNUwWqjfQG418BqmsAYg02NjxtSAGB1Q4s9E1ctsNr7YboJrIYsvqmBX5cH4aGgYJe5mtoMCdv8WFPrPJSGA+ngY01kRQ80bs7kjP7GjNSd6wdWL+7ir5H90Z3zeE1xgfLe3z/QFNm2K4wBC5T2LQNYncmNFsyAAjNXAGAVYHXDYFUBOwXmOHQVYNW3Y2BUXONhDAlFCyCMe5++fnkWr9Zr0OrHEwDSF3zzubTX/vPbF9DeqPwzQUyqU377vFP/Y1z0Cv9dGatko5o/FQstxDzaptg/gm1dZ+gTxrfnJItwhAJQAAqMpYAFVuVWAATQjvGVfv26uXgFOr4KTdDJj2NnDUpIJbNdIxAjgFVvIdBWT7ae3HGfXssm2BbgL72qHY/aNp9dm+cVoDJBuo+j2yf/dzuVlViNr+ovFxd0zf3jXKTVpUXHCJq0ZhzuefsawKoel/TwIELZnG0JkKLdZ6nVrkBDNWal0zUd2Nx5LbjNOfuzxIFeR66XXXcPvEy6nJrG8OtUr33MWrXKm8ZBOQArYmDLMdAXolrtAVbHunPCuFBgXQoArAKsbhisehDH9/784d75j07xV+A5BAzwVL2qT1DSAKv0unzIcLW2GQg/QJXGy8A2wsScFSvs5F9CESbmdmQHwVLaRuDl3b1/4WD12T1/YT6wfgIi+6m4DjSusjMCUNuWAFPJDu4H1zS4JPvnbOFquwEOVmWfDIe5RPgMBaAAFBhZga5glcPPCAgZyAswjZ0HOBZBoIR1HhQkQMhg2fnj4I7nUldgWGzb97yCeQkuFlv0uBcXQCHLKJTnCeI11tcARPYniMnBWjug0xqH8ZhmHooWXfxYWv+LI1gr/H5LWZNBE2aPPk8Ak2dZSp9qDS0IIvt00UGPq8/TWlj+hrhLa1Gteb1Glr3Xy9rXLcY305XZ5LUoazGUPRjn+ppBI2i0vBiwQGnfMoDVkW+gMDwUWIkCAKsAqxsGqwNdxQGmckA70LgYBgpAgZsUwFYAN8mGTnco0BWsFohHwI7BIxOsNsA+s2166LXqeBn/TMBKlGkIF8cNkJJDyQR3i0/eVuaPHzuAOYKVBkwT8xoP7areQ7Uyn29vjEk+5fmLTRWg5G3DWGRrsSX0EX6318n2hn3CJ1vrCuCIPhFgt+qg2ofxRJlhF9citLUzkrVtOoNY2lW0kv2uzB9iq6wb7+vn6zZH09wo53riM+JhzTHQF6Ja7QFW77g5QlcosCEFAFYBVgFWe1/w9ANXqWOVedl7QHSAAlBgQAUAVgcUE0N1UmALYFUCQw8jFBRM2Y351fP8uj4BMgOmCdhXxpRjEOxU8wUQWI8Z7MxzezhI8/vxY/syPo1Ndfzcl6Us3MnBavS12On9INs66FDpSlmuNEatmw1XrLmiLnb7rnXX5vfz8nUr49aAv9TdZxPGgX6IgbXFgAVK+5YBrHa6DUIjKLB5BQBWAVYBVvt+DXzze6yy1+j56+19x0J7KAAFoAAUWLwCAKuUnWrDsPiwbsA0AQATTOQQ06iX2YpyzABV2VYDMWO2ySY9nx+LwGMBLDVQbq+T7aV9QYerPmm7NBSN9W06xH1flS9iXsMunrHKPo8DMq/N73201w0ZqyX+1gbB4A/WdugY6AtRrfYAq4u/RYMDUGASBQBWAVYBVie51DAJFIACUAAKrFWBQcBqtT+nf8huAkw1fBt6j1UJ7gjuMdgVQJ18Nb8Cm8F+AnwGTLsC+8J4DHYGyFed056bNXCM7clmX0+2RIBRQ1BZHx7yq31Gz+7Yc49VsSeo8NnKiK116qcDxQ1fG61NPYf3tYaWsV0VCwy83gZC7PnLWN5eWjcJm7wWQs+7bZHjFxtQDi0QA0uPAQuU9i0DWF3rnRv8ggLDKgCwCrAKsDrsNYXRoAAUeLAC2ArgwQuwwekHAav02nl6jZ3gUQ276GE/wqnyujiHgqqOZ4EGENVWryEczRfBW57v7eiOew7vYrsIAeP+nKFtntuAaQoyxkzL0vfwdmCvwNfj7z+O7rBjoE1tR7B/O7g92woggtYyPv9RqbhNANew+K3t2mWfCDiXMWndIpDo4DO3mbJtE7QmrXvrcHWNDbt8H25LisNhoWqMLfKLjlIzr3sTWPV228B16QAI9rPrDbA8bEOCmLg/JvpCVKs9wOoGb+rgMhS4QQGAVYBVgNUbLhx0gQJQYL4KAKzOd23WapkFVgd7KA6wqwH4AUAMCCA8tIPOg8XtXbHZAFY9cCb4fNf49wObeegEP7AOiIG2GLBAad8ygNW13rnBLygwrAIAqwCrqwSrP3/+dPgDDRADy46BYf+6w2hQYDwFNFh1nz459/lzgH7+eM+5f2j0WaDDZg7iYbx+GI9ZnDqL8p61u3ft59a/1mzgOBIZszoztSHLFoB1wH9cGHg9sTZYmwfHQF+IarUHWB3v3gkjQ4E1KQCwCrC6SrC6posUvkABKAAFoMC8FdBg1QOoIaBYAVkJ+vFX0B/8wFpsWz+MGWIt1wBoH7fmiP/Hab/+6xvarneNLVDatwxgdd73X7AOCsxFAYBVgFWA1blcjbADCkCBQRTAVgCDyIhBeihggVU8rK/3YR1ri7VFDCAGEAPzj4G+ENVqD7Da42YITaHAhhUAWAVYBVjd8BcAXIcCa1QAYHWNqzpvnwBW5/+ADQiCNUIMIAYQA9uKAQuU9i0DWJ33/ResgwJzUQBgFWAVYHUuVyPsgAJQAApAgUUqALC6rYd1wBmsN2IAMYAYmH8M9IWoVnuA1UXelsFoKDC5AgCrAKsAq5NfdpgQCkABKAAF1qQAwOpcH7Dxg0ejwp/Twe12B3fCfr/4kSLEAGJghjFggdK+ZQCra7pbgy9QYDwFAFZvA6t/+ctfXN8/9D3+6V/+pd+kW23/X//rvzgfoPgPCkABKNBHAWwF0EcttB1CAYDVocHq2R33O7f/ON8JK4YCq+nHk3Y7t0t/7rdtaM36jDeQLgOB1fPHPusa9R0a1ur1G3r8Ptqj7aiwf4ZwD/4+Lubp4fueI8DqEHdJGAMKrF8BgNV+jJO+l/tCVd+e+gKsdgTLWwKr31+e3NPL90G+cW4f64d7//Lknr/+GMQODAIFHqUAwOqjlN/uvACrQz84zwysno9u/3ZikHcgMPkwCDSQ/QOB1dPb3h3PJYYCaN0f3XkQfWIs7dj6nd52bjfY+MVuADRogRiYVwzQw/c9R4DV7d7bwXMo0EcBgFWAVWwF8O21gonfX57d+299LqXSNoDNpyf3FP50G+d2GFrmpU+3jwWwShriCAWgABToo8B2wWqCVjmTk2UCBuhWMjwPJ/7AncDex9Htc98C1wL4yuUMgqkxd7vSh4BGnf24c9bclHnKgdvlQsAxHn0bOzN1KPDLNTE+K3+5LdJPqQOByaMHiKRjBot6zXaONGjUPQNOo6/aCqCLXaecocriJc9xcZeBgG2MibM7fnAoPvT4xrpxX/CZ/YMEtKLvKRyniYV7gCr1BVjtczeEtlBguwoArAKsbh6sBhD55d2VPM07AOO3V/f09Ooo9/T7S/nc9jVzOwxtGxV1UAAKQAEoMIUC2wSrCbJlYHdx549DzDz0GZ4ceurzBDB51qDMIuwGLmUfAmYcMhIopYd4Pa4+J6DaAPwIkgV/NLClOehIYzG4SZCzEdhS3wZfSGsNHtU5wc0MlCt7tS5sXvIxrRGHubbeTCtlhwakZBcf0wJM1TzZJsvO/mUEnofJiO0/v+UzyqAjYmD4GCA4es8RYHWKuyjMAQWWrwDAKsDqxsFqhKgchrrf3t2zzzZNr+b/+PrsngR4dc6DUOuVeatt/JqI87x+K18aoW2aI4DVnOXqs10ZkPX2fHl3370doU2qCxA3ZsbSuGFMZrtz390rG5faifmUDdwv0Y5r4Of+8u7e/RYGaXwau2nO4jk+QYFxFcBWAOPqi9FrBTYJVjVEY/ArgDGCgKlclhlgT4yngWfDA7foc3F+Dgnt1DyqfQAZoky1Zz6VthGUynka7NP9O5+3+W/VybIaHMr6kpnbbne9ZhxaE/wlsKrn8GPLstouPn9s23WP1WAbA9UZIl/TOKy38uNaH9Qj6xQxsMgYuAeoUl+A1fqeByVQAArUCgCsAqxuHKx68PjsXl+eHYFBDyefX14DzIxZrLFN2RpAn7MLS0HZUtMBrLI9VgWgTWNm4Omh5sure20AvwGG8jo2brAnjMfAbTZSZuqGcRhM5eO6BHVJs3gex+TAOA+ND1BgQgUAVicUG1MFBQBWOSCLgJNeL6csrBrSqYxPATglkKMxCNTl19sDWGsDewqUijmSzaJMtW+EKU32SR2K3X3L28a36mRZDTBlfSNYTZmtQl8C5FXW8dBglWkk1oSVN65HxzZhXBV3946J/osEbrdfmx1jDXExi7ggOHrPEWAVN3pQAAp0UQBgFWB122CVIKM/BgDp4aLfF9XD0wIfPVQUYJMBx/pC831TJmeGmv3Aasz6TPuzBhvZXq1kM00cIKe0lbJtI/BkfUOfaF/2h8ZxHKzGNhmc+jZ8Hv7Z13EbQ52eM0+CD1AACkCB1SkAsCphg4SosU6WGQBTwDQNAv0YsUwA26t91DyifbJZlKn2LXAkwEuCjma7OJaAlCzDsj3j1fKfNLbqZNlNYLXaLkAB8inBatiGYNis0qAJ357CXDPSGEeAR8TAGmLgHqBKfQFWV3fLBoegwCgKAKwCrG4brHoIGCCph4oeTn53r/n8KWexBqiYYKqArK2XJQeYt4DVND+Hln6+PmDVtw+gU20vwLYIKPBUg1UFR/m8bWC1cc5WsVAJBaAAFFisApsEqwbo7LvHqnh9WwBOBfUCBKuhZ3wdnDJW/R6ve7djP6YUz3mGogSQBGsL5Kzn8HDBj1PaeOAS28mygUFM0IPDxZM7EMhVWpl7mYpfvb/mt84+LT4WkB3HqM6Z3toOfR7WQ9hF85Q1JL35Ot4LeHSc3Dse+g8c64Dcs8juXGNcExy95wiwuthbMxgOBSZVAGAVYHXTYJW/tu4/v/otAL6mDQB4lmoAkR40eviogGPLJVvGvwWspnnuBavJPvEqP9ksAKkGqwws+/a8Lf/s67SNbXPS3DhCgZEUwFYAIwmLYRsV2CZYJSjGf5yJAbIA/0qdgKgJTIoyDQv5a+kE4/SYbwcBUj0YiBCN9kE9usOOg1XDZoKVDfA2wAZuS8o6HRWqJtBEYJiyXvmcso4D2ASYSbMwlgarBFLT+iQNuHYebB7edq6AVK3d3h0/av372RUBnZzX28Ti6G7o1pw5LOLv7nmiL2uEU/AJa7vUGLgHqFJfgNXGWx9UQAHhcXV5AAAgAElEQVQowBQAWAVY3TBY5SCxhoMFisYrxp/LvVfZlUQff3t3rwnMOvFqffzBq/yKPmWMpq0CKujpwSVtN6ChJc8c9fMqyFmNlWwL/tCYzN7nJwLFUg85TqzL9qs5m8CqOSfNjSMUGEkBgNWRhMWwjQpsF6wCOCwVOMBuxC5iADGw9hggOHrPEWC18dYHFVAACjAFAFYBVjcMVv2r+gQV/VXxw72/vLuYr5qAJQeRAWiyvVbZhZQ/BuCY9lf1+6zmPVYJ3FLdq3v/+pzrPcR8/vLsnmhv1mpeZmcPsBrAJo1JviY/aC7K0NUgmM6pnfClBayac2aB8AEKQAEosD4FtghW3adPzn3+HF5h9cctnw8NJ7aspY6lobXFeICJiIHtxMA9QJX6Aqyu754NHkGBMRQAWAVY3TBY7XtJaRDbtz/aQwEoAAWgwBoV2CJY9XBCQ7Ctno8Baraqpfebx9YY2mLM7YA1rPW215rg6D1HgNU13rXBJygwvAIAqwCrAKtdryufpckzSbv2QzsoAAUmVQBbAUwqNybzLzh8+4YfH8EelYgBxABiADGAGJhRDNwDVKkvwCpu86AAFOiiAMAqwCrA6tUrJe0vCqh6VSk0gAJzUABgdQ6rsC0bAFa3nRWFrDisP2IAMYAYmF8MEBy95wiwuq37OXgLBW5VAGAVYBVg9darB/2gABSAAlAACiBjFRlaM8rQAtyZH9zBmmBNEAOPiYF7gCr1BVjFbR4UgAJdFABYBVgFWO1ypaANFIACUAAKQIEGBRaTsXo+uv1u747nYR5yzx97t2PjhfP90Z0XDxpP7rDbucNpGJ06QZXTwe12B3davHYdNRs4FrtrPPG6bmU94Sf+gWmGMUBw9J4jwGrDjQ+KoQAUEAoArAKsAqyKSwInUAAKLF0BbAWw9BVcnv3rBatnd9zv3P7jXEODAMYkCAxg9e0k2wZguHO7Hf2RfToBsckf2McAq3HMRh28TrdC6SVqPApYvaKxj6OtAezJr52OYB12ye9J6DGKHvcAVeoLsLq8ezJYDAUeoQDAKsDqKsHqz58/Hf5AA8TAsmPg1r8UAVZvVQ79blVgMWC198N7M1g9vdXAVYNVndHqIapVNk+4OiQgijruGHT2+gmQeiNYtfS0yqBxWU8rdtevT/EfvkKLrcQAwdF7jgCrt94ZoR8U2JYCAKsAq6sEq9u6jOEtFIACUAAKPFKB6cFqyqj88K/2UyaofMU/wLX90Z3C6/q+zcGddJZgyt475jYS9gX4l8fndX5+I/PUj0fwMMxlv3YdxqV2BFv3R3f0sJHmY/UBAqTxqF5k0VIWYjj6MaIWzfYXsCLbkIZJX74VQB472ii3Cbi2Hmd3/LAyeZmG3r++GatL1jjYTnqn9WjTOK1xU6xeLh00pn9Y8GP11Zr64jhKZuFWQB/8LN+9U2hxD1ClvgCrj7y7wtxQYDkKAKwCrAKsLud6haVQAApAASgwQwUeBVY5HIpZigXUxXOVVaphVgJZBVJGQFjOGzJWu4CpBMKsPUMJ+tJerGRrgZXKDg0Q9XnyI0NdE36pMS8XF6AqB2ynQ9pXNYFSAqtaN31+ie35elRjK5u0BjdBhiVrrDW8dp7WuMRmvZ5aw2aNfd9yreh+OJ8WfkFv6D1WDBAcvecIsDrDmy6YBAVmqADAKsAqwOoML0yYBAWgwO0KYCuA27VDz9sUeBRYLSDy4i4KTJlQSbWx9psMQDBni9pg1Y9dAJcNBcz5CS4qIGi15XaE+mxTnM/XZxvUeE0P6XxMrZfsI8Gq6Jd8kGWyfRirzaZQp7I1SZseR0u37Iea32rLfZhcYxWL3BbyQZQpf3wbUa91a9XYx/X9+pOdONrfAdAFujw6Bu4BqtQXYPW2+yL0ggJbUwBgFWAVYHVrVz38hQIrVwBgdeULPEP3ZgFWU9YkwVYLpFUw8Sqsuh2sWtCWHrK1bfrct+NlAaDRFgH8SLDV8CPMFeAd217A96U+CuyRbfEoQakF8GSZbB/GaLIplNtbJEgbOkCZpjmUfn5crifNw8sm11jpL/Us8Dyvl+Gr1ado36ZxjGu6VkgPHDvEnAbYOMfWCDOOAYKj9xwBVmd40wWToMAMFQBYBVgFWJ3hhQmToAAUgAJQYDkKzAKsKlDFoVkGRqqNBT8lrLoDrIa5bLgl57ChH2/DP2df+MO8Ad0iRJbzi3G0Fnw8BalFv9ROlnUDq2FN0v6vph/Chg6Qa8kaK/2lnreD1W4aI2N1kPjrG69oDwg7cQzcA1SpL8Dqcu7FYCkUeKQCAKsAqwCrj7wCMTcUgAJQAAosXoE5gNUApth+ocOA1YbXrT3IpMzPlgdlC3I1ljHbKyhqAcTToX0rgAq2RvjJ7daaedAcsxgVKFUQsMr8VSA2QCs1f5ir576elX2G1o16KoBbxYPWVJ/7ucbU+Jqmul7p6TUO+rA47K6xX1/ssQq42uEfL4xrDrotRzeCo/ccAVYXf4sGB6DAJAoArAKsAqxOcqkNN8n3lyf39PK9/4DfXt3T06u7oWf/udADCjxQAWwF8EDxNzr1o8Dqjr8Wz8Fkw6vfFRDsAKsIcoa58hw9wFSYg7+OXwOtCAd5G5lpGkBGAn/FZ7ZHpuFHBm9Zo4M7vLGtAAIwiRm59ZgKrCbIWNpp+5rak6+xnvenz82voxtjNkGeJWqswek1jY01lmC1h8Z+rBzLy4FEAHpYK8RAvxi4B6hSX4DVjd7YwW0o0FMBgFWAVYDVb6/u+esPcel8f3l277+Jos4nAXw+Pbmn8IeN48Hml3cnZ2oZ9rd392yA0C5g1bfRPjmA1RaxUbUmBQBW17Say/DlUWC1Gcr1e/i85WHdQ63841FNwK9jeZVN2bHfLXYvps/A8A8al2tiyNhdTDzhmsJr+BuMAYKj9xwBVpdxHwYrocCjFQBYBVjdPFgNoFIAzx/u/YsBJrtcrQpefn9hGaIDgdUuZphgtUtHtIECUAAKQIHeCkwNVt2nT+5vf/hDeG3dff7s/Lk/esgz9nkGSSHjkDIyC7Si+l42/frLpD6MrdEt45NudOwC/6Bxv7gP2hqZr6Q5jvV1DE2gyZJj4B6gSn0BVnvfEqEDFNikAgCrAKsbB6sRoopX5EOmaHnd/sfX5yrTtAlcWm3DNwuNSZmsCeSG9lT2xGHud/fKysm+3J62AhDjxuzY3Cb1D5mruR0Dvc65AJVpHoLLua3PumUZt5v8ioTTUAAKQIHrCkwNVi+XUwCrvcDaQACWP2THV/jZK/kqI6ozYPz1l/Bqduf2E0Hkqe3h2nb93NlGaBz2jPVbMDwy07vruqIdgCZi4P4YIDh6zxFg9fo9EFpAASjgHMAqwOrGwaoHmM/u9eXZvX6LXwkeTD6/vLpnAo0utilbA+hz9lVCUJLAJ6sKr+LnMXlF+hyyXRnIDGNJEOpbBhiaxm8CvGZ5lU3LQa5zP76+hu0PzL6GuSiCAnNVAFsBzHVl1mvX9GD1/gdOPLRDQ8QAYgAxgBhYcwzcA1SpL8Dqeu/d4BkUGFIBgFWA1W2DVYKX/hhgpc9g9XDTw9MCNQVsvPpKv++b9ljlgLVTv35gNWanFjvpy0HYS4UcrAa/2VzUxnnA+owfuWJ64OPyFABYXd6aLd1igFXAiTXDCfiG+EYMIAaWGAMER+85Aqwu/Q4N9kOBaRQAWAVY3TZYzbDTA1UPKL+715BVGrcIoCxWnm1qQkvzeo2ANf+IVJ6LN6atCOjHrp5y5qwj6Mubq4xVX5Vf/WfZsKaNFVitgSxNZY1JdThCASgABaCAVABgFdBhidABNiNuEQOIgTXHwD1AlfoCrMr7HZxBAShgKwCwCrC6abAaAGLKKvWfX/0WAF9/hKtFwkl6/Z8yWu0LSpfy8Tmcje0UvA0gtT9Y5WPZtierKrBqZ6wWH6J9NGYpxycoAAWgABTgCkwOVsMPR8m9TeN+pzvn95Dcf5xbfgH75A67ndu9nVrazA82rONX7c/uuN+F/WTPaj/aNcMN+Da/6wlrgjXZQgwQHL3nCLDK73bwGQpAgSYFAFYBVjcMVhU4VK/HCyiaMkPl3qvGZfXbu3tNYNY5NX4AmxxmxoxWyor9/vLsnr9osMrO03Qe+D7xLQaM8tCGZbCGJhysatuCf3GPVe5V01y8DT5DgbkpgK0A5rYi67fn4WDVAK1ND81dfm2+qe9N5QP9Cvt4YDXBTg+bqx82inV9fuyIA24bcscx2+H3A6BPWKeoQa3DA+wBeF7UP3zc9N2ANcYajxwD9wBV6guwuv57OHgIBYZQAGAVYHXDYJWyUOlS+uHeX95dzFd1rsowTRmlrRmcAV6W1/o1AA2gMuy/mgArax8Aqz9nQDTA3bRfawGwBayW8fyc/NX+CG2ffF8aT4BV73MEv6ENa9c8JumEIxSYtwIAq/NenzVaNzlY1Q+jXeFlALAHd9L9xzzvatsVG8YCq2HcnL3rs3mZPt72XNcBLgZfWSZx0Nv4FfpHrEObvhrM6/O2vqgDHEMMIAZmGgMER+85Aqyu8a4NPkGB4RUAWAVY3TBY7XtBaRDbtz/aQwEoAAWgwBoVmByscvAVPpdMwx0Hg+ph10PEpkxJn8nqMxXjHwYHL2nrAKoToJGyL49xewGd9VnZRpBRZomGOcW4HmKqef3Y+6Mrr9CrMYy6/ccpvnrv+1bjR1AqNfFjku9+fvrcAap6rU9HdzzztqSP3pohlvfJhB0zIzCsvdDHsjuuR1P8jGkfxuYxhc+IB8RA1xi4B6hSX4DVNd61wScoMLwCAKsAqwCrXa8rlU3atRvaQQEoAAWgwLoVeChYDUDv4NqAanwIbYZ5AaxxMHk6uAj9NGCzz/ncIQOUw90uGasJwBbQGOfhMDSMy2zUMFCep/4dwGgYN0NFDw9jxqoErreCjAgji19lnC7jB58IaOsj08KE0Kz9NRjq59FtpJ7eboDVrjAH7UqcQwto8cgYIDh6zxFgdd33b/AOCgylAMAqwCrA6tWrKb0yT6/UX22PBlAACjxSAWwF8Ej1tzn3MsBqgYbiQZdnv6oM14sFRUWZBq0Xd9HjifZNkEGNE8Zgr+RfLk6AVT2Ht1uUqfG0X+KcIGzM1o0QlGkV7E+ZvAJmNvlC5WncDG2pPB39uE11wj7Vb/A6W6sarI5tB8YX1+Xg6wx9oe/2YuAeoEp9AVa3eV8Hr6FAXwUAVgFWAVb7XjVoDwWgwKwVAFid9fKs0jiAVfaquwCc/vX4hmxaDixTdmXOmjT6jAdWa9hQskk9YC3bAViZnTasSVC1DcR6H9vqJwRrll8Aq3Vc2GuNdtAFMTDXGCA4es8RYHWVt21wCgoMrgDAKsAqwOrglxUGhAJQAApAgS0pALDaE6wGcFqA5eWisiYfCVZ5tiz/nLJmM/xtBJ/xlfmr2ajexysZqwFuslf6yx64er/ZNGdD22s21xBVrUejrwBKcwVKsAuxiRi4uHuAKvUFWN3S3Rx8hQK3KwCwCrAKsHr79YOeUAAKQAEoAAXcMsCqh2UcZhbwEMAaz57suceqAHc6Y1Wf69f6PbQLbfg+nxEUlnETOGQ2ahgoz28Hg36csieqn7do5uuKTUW/DDAqP4w2CVKWrNjmNnncscGmXiN9HubXazIDu8fWBePj1+4RA4uOAYKj9xwBVnGTBwWgQBcFAFYBVlcJVn/+/OnwBxogBpYdA13+ErPaYCsASxWUjanAMsBq3KfUBoMRRJaMyAIT6UeLcp3IsjQApgHlAvRM2ZQRWqr59gd32CtomSBlnPfgjh979eq8HuPozhmCGHbluhYgaL2eH7Jnu+2xGrYrsLJGGRCOsDTaVwBui01d7B6iDfdzx+Ey2QawOhnoHmI9McaigSBijb537jveA1SpL8DqmHdPGBsKrEcBgFWA1VWC1fVcovAECkCBvgoArPZVDO3vVWBysHorNAmwUv4oFB7g73twv0k/rAOg163XMPohdhADnWOA4Og9R4DVe++Q0B8KbEMBgFWAVYDVbVzr8BIKQAEoAAVGUmBqsOo+fXLu8+fwcOmP+rwN9l19nR0P7Z0f2tt0bq67MZsW6zLyujwAsGNNsaaIgVFj4B6gSn0BVke6ccKwUGBlCgCsAqwCrK7sooY7UAAKQAEoMK0CU4NVD+0soMoBazPYS/uVilf6AZWa9RpSm7R9QbU1wJBzYKxp1hI6Q2fEwNxjgODoPUeA1WnvpzAbFFiqAgCrAKsAq0u9emE3FIACpgLYCsCUBYUjKvAIsDr3B1rYB+iCGEAMIAYQA4+MgXuAKvUFWB3x5glDQ4EVKQCwCrAKsLqiCxquQAEo4BzAKqJgagUAVgEPHgkPMDfiDzGAGEAM1DFAcPSeI8Dq1HdUmA8KLFMBgFWAVYDVZV67sBoKQAEoAAVmogDAav1Ai4d8aIIYQAwgBhADj4yBe4Aq9QVYncmNFsyAAjNXAGAVYBVgdeYX6WPM++Hevzy5568/mqf/9uqenl7d9+YWPWo6zNdjtC5Nv79c8a/LIGgTFRg0FiAqFFieAgCrM4cHp4Pb7XbucJq5nR1+yOb8sXc77NE66g/eZBB0Prr9bu+O5wnj5sZYDXGBfZOniYsO12mOIbR96JoQHL3nCLC6vHsyWAwFHqEAwCrAKsDqt9cKIH5/eXbvvw1/SZowz0OpL++uBWF2M+S3d/c8Fui0xu4M0yI0fXrRCPa7e316cq/fvHtdwGpsE9t3k6StlbkWukPw+8k9PaU/lQ+6Q4dzS8sO3aomncZJ2pP9g8WHsqZzLKh+I51iK4CRhMWwjQosEawGELPbuf3HeboH3wCqdgFyetA5DSD0P9Zlw7HTG7PF27MAMDUKWJ1iXRIwDOvutd4d3Gnu0GlMsBrGbtAgaNVQZ2rmfxTNjvEC+NKP1gXtF6K/6euEkBvzT/d3w0ha3wNUqS/AauOtDyqgABRgCgCsAqxuHqx6wCbBZhfIx66iHh9NmDdLsKqcsiBeH5hmtbXK1LTydGKwmqAqB7mDAHdLS+lot7MO4/z4+sxi+4d7fxkA4Hez7qGtAFYfKv8mJ18eWI2w8fA2ZfZjBDsF5HoYND7MtDP50twi89Mq2wLEGX9dIsSX4M8qKxBwxboLiN0MTz30L9fKFT08iBWxrNvX11r4R4XWPnoMnG8iPkcCnI/SjuDoPUeA1U3e1sFpKNBbAYBVgNWNg1XK6GOvtCegRhmWEk7Fa8wEpL6qgl0SBpr9OFht7Z/G+uozU1MGZc50jdmfObPSzEyM/fnr/d9fmN8pa9SDxACbn+hV+YaxExh99WA62cMhpPw24tmpRUPSWM7nXND85Xs8pqxWaiPmatWr+CH6JMPMtchG11rlqvwhtqGxyRfKvn3tu04Ud4aWwveQNduwJtm2+CH0a8myFePmWLL0r9fPERjPdvNYkvbxmIvXSJeYUc7gFArMWIHFgdUMYiJgla86Rwiz/zhF8CkyOROgoaw3DmYEMIqZoPLV+5M7quzYUbIvBRjw9kqg5x/wI9SzoFaEjMVu0uLoDuSztaWAysYs/dNc+6M7+Vf4wxh+XqWj0JgAlm4T7bU0i/5Q9q30l9ofeXauyMwdeV1SXHBNCLIEuMdsuW7rxV1UnAn4SJmeeT28FlpHC+brNik2wlxSz0se24jxNP8xr3VLVjbZKuKV1v7iwjz8+mpqd7m46xD27I4fJ5l9eG3+lvlo/XBk6wW9ZHzNRI97gCr1BVid8c0XTIMCM1IAYBVgdeNg1QOgZ/f68pxeSY9Q6fnl1T1n0BTblK0B9Dm7ojuAPgGZfNeeYLVk1yr4V83N7EofCVjG0wi/MgwV/TuMHcAavcqfYJwJdNNsHsBmyKc1lPNFmP3sXsUer7FNttcPK2z2BUabOH2CtAX+tYNVbV8aJB/iPMUfbn+qy/HD6yybqYxtPxG0TeeVj8mIpvJsY4qtDMh5RYLOeT2kP5b+saxkvAr9CLKGKbR2LFM22NzgpzQPZ1BgUQosDaxyEKPh1iVDPwWUqDyDsASj8rmEDBH2WfCytKvnLnUEbUIbBjXLq+Qt0Ioe6gMYq21onjf6VGAdATc2RgBSTJsr5wQ9y5i1jwQLC3ystT1/HMJenwQfz+SjBmTqnObPY7eATqF5w7pSm85HZQ/vp32pbL2obFptuz4Pc1nglGmu+1Rx7WF41DquC1vr0LflPM1f1lrZT2vmjy26RI18XxZ3vK/43LUd04D+caEjuOVrhs9SR+gxbz0Ijt5zBFhd1O0YjIUCD1MAYBVgddtgleCUPwbI5AGTBz8eDjVAOA5C9aVL4+XyCKwIBooMQco69UeCcK39FaBzCo5VfbMR5QNvE/aWfXevaW4JXdVcvB+NJmCaAQepHR35GP4z+Rzq5Xwa4sUhpJahjI/JxiG9Y7/0f9VWgEHRsKsvDBB6pJtfu5e++KHDuhPEVHZU9cEWPoaPRcoeZoYa47Da8jG0ixmiGeqHMml/zkAVvpRhnGPAVM/NYqHowPvGz0KHUMT9rNvfWoKtAG5VDv1uVWBRYFXDoQrwaLiYHpxDPwV6fN8mOKPnETCoLWt0wAd1b18FCBv8S/ZJ6Gq1jbCMQKVvX0Catz32oXoND20Qo+ap1qRoIsdT/YIPsky2L/ZJm9X4V4Fe1KBAbhUXbK3r+ctcGi5abfl6hHq1nkL/Ft2K7lIfbUNpR9mxBaRyW6idKDPmF/VMl9Z58zqWuWm+6mjGONOYz0mfg50dxqb2OM4yG7OKBaxTtU73AFXqC7B6650R+kGBbSkAsAqwum2wmiGpBzwepH5PoDECnwzocrsIyTKg0t8XGjipDEoT5rGx2zMwawglQFU1tzbOn5Nf/hjBWtw3tJzHXmoua2wG00Kf0EbBOmECzZ2ygo1sVNJVQl4apPSnkna9fKsIJfPr+k/FPnMtaOBrvjTpEWCx0q4rWOWgPX0mPbgfOSYtG8h+6xjapwzj9LnoQq/mx39MsPUvsV/Vs1io6pgtIV5b/WSN7/gIsHqHeOh6kwJLAqs1nJKgkMBgBd4CjKHXzfmxQLUAkUR2qQ1vgg0NPyg1KCxogE6NsCtB0eK7gnABXPCy+LkAxqILjWHBwuCjoSf1aYNucjxuC8E0WSbb+zaynus9yroEP0uMVPMxMF/bWrZS8Bm6dXwlvQm2Ns11o9Y6Y9WKG1FmzC/qOfgy2nJtaJ0I0Ms6udbtbahtOiYtevXhduNzBe/stVG6Q7eH6EZw9J4jwOpNt0XoBAU2pwDAKsDqpsEqh0D+86vfAiABPwneKFvPQ7MC56pvjAp2SRgox0y9JwWrlFn5nDJ04+vicusDb5eCg5Vf9Jp5yeqNkLNFG8qEfHk3NJTz8XUpGkstQ3llF29Da8Z07gpWtf/FiPgpzCt9DTbfAVYp7vRU4pwBzBoqi5bmSY6/SjfZ3NY/ZfJ+eXWv+hpgdhUd5Jj+LM9fV6EECixageWA1WYQWDI7G8DbFRAUABKDZBpKEXwI7a5mRBYoEdsXYCkgJp/PAhfeZoJurD4CRAv2dYHMvE2DVnoubWfQkkNnNU6L1hI+qn5hXlkm23tdZf2t60L9rh5D5vLOWSBPQ8fa1gRT0xrq9tXclm53aK1j2JpflBnzi3oWF23wPPrl14nHSLkmst9WFjmfQ32OcX9lTNUnz4Xyh4BB6G/EfY9YvAeoUl+A1UXfnsF4KDCZAgCrAKsbBqsS5mkwqOGSP68BpL5WY4ZkzioMwKnsQ2qCJQ5WU4al3V/Za2ZClrm0Zfk8QDXerh7XBqu8z21gNWde0mvx2Shpg9Y+Nottyr6mvrRFbwE//T6fz+5ZgVU5VjYmflBr5wu9XXFtpL1kR4Sjus7aCkBpKWwNM7nv334og9QWBdU61s396/05lpRWPhaF/998vnb8z9bf16U1ENs4qFgwfHl/SXuzGnWmn4YrKIICc1ZgMWC1CcSI1/Zt8EZAToLKkzsEaFj3qSFObNO4dUCPh+XOsMH7paFmmMeypbksZ5LS3pQcDFfgLmZZEki0YGFVFvTnWwokWxgUpn0/q74a5qnzqn0FVi2/74MZen2CDSpDubGMr1fShbSMoFNB2tOhbMWgfPd2VP730FqD1avnxvy3g1UP8C34X9bG+8ZjU+vOz4MdV8bj7fG56AwtlqsFwdF7jgCrc777gm1QYD4KAKwCrG4YrKqMRg+NCAD5a1QAT4Jaxl6X6noOUIpedw7ZmQWiXQerKaPU7H8F2FFGaOpbgJoyUPsZ+r268uNcvn09F/crjB3AY7+MVT+y16C2Tc7XCPYSTAyvsCc4y+16UnqXuphdKsalsSrIy/SiNrQeT14nAp4R6tLr9CXjVPpCPnOIWexiWiSQS+Pl9sqGMo+MlVpTWe/H5X1pjfN8DDoLnZgc4aOAtanSjAXaXkDN2+SnnueOc2wFcId46HqTAksBq42QR8C2CNpsYJMgHHvdP7dLwIoySvdvB7fnME3VU7sdbzM4XPX2NmfoRdjEsmEZyIwwpfZ3Z8GpANTYOKxNBfY42CUd9wd32HOw6kFGzIwtOkXIZo0XymgspWfdXq3vVOvSohGBK+lH1DNDVYqNyl62vgbYzP8gQPr00LoCqd4G5Yewz5i/uuYq+72fBkD1Y3HITP7nY3tsk6bxqGOpxKqwP4+9XJAm/YYfW9fjHqBKfQFWb7otQicosDkFAFYBVjcMVvte7xrE9u2P9lAACkyhAMDqFCpjDq7AUsDqFh+yA6yrgGlX4KIgJMDTqK9D1xC46zqtr50HsvkfLay4uwpe16fJFr+/4PN9cUxw9C9/+Yvr+4f6Aqzyux18hgJQoEkBgFWAVYDVpqtDl/tMO/0KtG6DcygABaAAFNicAksBq+7TJ+c+fw5wzB/ndD4eQPDZeiWrsZ/Pfwwa/f7rH2ep2RRreO+69NL7119mFZNT6Mv1yVobma+5LkFWD16RbXofdNOa4uZxUzcAACAASURBVHx9ehIc7QtVfXvqC7C6uVs6OAwFblIAYBVgFWD16qUTX+0GVL0qFBpAASgABTapwFLAqgcHU8OirvONCjUCqCogqqtN7vMf3XG/cx6scgDWvf88IXZf++9dm87z/fpLeP29c/uZ/iPBrfYHnVWs3qs9+q8PFmJNu68pwVGA1U3emsFpKDCpAgCrAKsAq5NecpgMCkCBsRXAVgBjK4zxtQJLAqt4KO/+UA6toBViADGAGFhuDACs6rsVnEMBKDCWAgCrAKsAq2NdXRgXCkCBhygAsPoQ2Tc9KcDqch+8AU2wdogBxABiYJ0xALC66VszOA8FJlUAYBVgFWB10ksOk0EBKAAFoMDaFABYXedDOWAL1hUxgBhADCw3BgBW13a3BX+gwHwVAFgFWF0lWP3586fDH2iAGFh2DMz3r05YBgWkAvMDq/4Hm8qeogADywUDWDusHWIAMYAYuC0GAFblvQrOoAAUGE8BgFWA1VWC1T//+ejwBxogBpYdA7f+1YetAG5VDv1uVQBg9baHXsAC6IYYQAwgBhADY8UAwOqtdzXoBwWgQF8FAFYBVgFWAWEBoREDs4yBvn+hUXuAVVICx6kUAFgFGBgLDGBcxBZiADGAGLgtBgBWp7oLwjxQAAoArAKsAqwCqs0SqiHbdNnZpkOsH/6KhgJLUeAxYPXsjvud2+3Sn/3RnS/08Km3AlBt9TYBp0MZR9ddLu78sXe73cGd8vg0D44AHogBxABiADEwzxgAWF3KXRTshALLVwBgFWAVYBVgFWAVMTDLGFj+X7HwYCsKTA9WEyh9O7n4QK/PJVg9ve3cLre9uMvp4PYf59g3QNW9O57Tg7E+B1hNGs8THADoYF0QA4gBxIAdAwCrW7kLg59Q4PEKAKwCrAKsAqrNEqoNkfGIMZad9XrrX5HYCuBW5dDvVgUmB6vno9vrDFIPRHPWqgFWc518APXQNUPWkJEaIe3hJNvhwR16IAYQA4gBxMCSYgBg9da7GvSDAlCgrwIAqwCrAKsAqwCriIFZxkDfv9CoPcAqKYHjVApMDlbVq/t5O4AMWyVYvVzied2u3iKA2kjYCpiwJJgAWxGviAHEAGLg4gBWp7oLwjxQAAoArAKsbhusnv7qLup74PL7/5klZGrOvjy7vykf3L+f7/Ph3/4jjNioRdKtsR6g8j79oV/QT4c1zqHAXBV4DFht2/NUg1UOGfi2AfEzICrXB58BZBADiAHEwBpiAGB1rndNsAsKrE8BgFWAVYBV51wGhAko/u3flvQKdQKrBFMJFtP5LZAOYBVg9Ja4GbjP+v7KhUdrVWBysHrhcJQAwMkd8uv+HKz6thLCij1XG/ZU5VsB4MerSGMc1wBb4APiGDGwjRgAWF3rXRf8ggLzUwBgFWAVYJWD1UVmYiqw+uej+9d/9182/+H+9VbQBbAKsHpr7AzY79a/MrEVwK3Kod+tCkwPVv1DcYKru52rX9/nYPXiIhgt7cperOnhutpaQIJYgNVtQAjAJqwzYgAxsKYYAFi99a4G/aAAFOirAMAqwCrAKgOrp9//M1xDOWOVMlh/L1sGUF2El3TJ/af7/eSzXP+P+z3sLcCgph+DZY8K6JnGp1FobP/avz2+lUlbg9XoR7Kptw9H92dlV7CP+fBnC0BTpiw5k9tHTS6//5VtWfAf7l9Fe6bXn9XWBnkcy3eUNW8RsXxtKJT6HgFW+yqG9vcq8BiwCgCwJgAAXxDPiAHEAGJg2BgAWL337gb9oQAU6KoAwCrAKsCqulo43MyA8fJXd/rz0Z1+/2vIAhXgMkPQBAcJZIbtBDRojdAwbj0ggSiNXaBqgY0CxlYZgXKcqj9B0ht8yFskEAQlyKnBaus5aUDwmcBp8k+NLXw9/dX9vqhtGZYPM+cEatWliVMoMFsFpgar7tMn5z5/dv4h3B/HPMeD/rAP+tATeiIGEAOIgWliAGB1trdNMAwKrE4BgFWAVYBVlrH6Z8qWJICYoGQGjAFq1iCTAGyEsqw+QMP/dP7ZN4wRxtOA0TkBczWk9HMKWKvhHZvPt1Wgkvr28sHwWwNPn5hLY4q6oFGCqQHm8s/edn2e7E/gN47lRJbvnGAfbNHxN9756v7GhUOrVWBqsOofyscGqgRuAQCmAQDQGTojBhADiIFhYwBgdbW3XXAMCsxOAYBVgFWAVQYIm7I9BfjU8JXBTA0a/+b3OvWQ1oPKy1/d7/48AcQA6AiChq+GBFxFmfzOoPEl3EtgkjclMNwIZRWM1T4YYFVk6Sr4m2EotyF89lmpGqTqcwlWM3hNY9k+jwfzpLaY55F6VOHUsQBbAXQUCs0GU+ARYBUP4MM+gENP6IkYQAwgBtYVAwCrg93mYCAoAAWuKACwCrAKsDoEWNUZpencuTo71QSF1N4DUQUtr4MtA5KGrNEEBbVtoc7ow9ulz9xWkZWqbBR1fO7wWYNUfa7BKsHMVH7Pj3BVttDYOF6Pq8drdOXvr8ZqgNVGaVAxkgIAq+t6GAdcwXoiBhADiIHlxwDA6kg3PRgWCkCBSgGAVYBVgFUOVilblDI+OWxkkE5kb+o9VkO7GhZG+EigNUKrf/132keVg84EHhlQ9PNxyCmhGO9rwLBbfNBgVeuiz3X7kNVLvmmQqs+VVv/2H3lrhHZga/jK1khqhLZL1KP6GwsFUGCmCgCsLv8BHBAFa4gYQAwgBtYVAwCrM71pgllQYIUKAKwCrAKs6guboKqHdA1Q0kOqCP2oswSmvr6CoR5G8rHpFXkagoFU/Tq82D6ggoe3gdVWH5Lf2TT/Qdie5uQ2qz5l+wQNUvW5BKsRWpeZyziAo0uEo/fYXKIAn6DAvBUAWJ35w/jp4Ha7nTucZm7n5bp954+92+2P7tyhLSDRdT1bNTof3X63d8fzneP0WasbYzXExdsp/KBdq099bEFb6LnwGABYnfe9E6yDAmtSAGAVYHXbYLWClIB394Aw9EX8DBkDt/5li60AblUO/W5VYIlgNYCY3c7tP87TwwMPjyaDgyd3aIBjp7ddAK4euoY/CwBTo4DVABCZFmOsTQKGWevdwZ3mDm3GBKth7AYNglYNdaZmZ3fcXwPA/jpga7wE/U1fJ4TcmH/6vxsG1hxg9da7GvSDAlCgrwIAqwCrAKuAq25IGIaxAFeHioG+f6FRe4BVUgLHqRRYHliNsPHwNnH2I4drY8A746HczuTzIGqn4K5VtgWIE4FbAexJhwEhc4T4EvxZZZvItBQQuxmeeuhf1uRKHF79h4p6TcM/Kkx0DW5iXY3vHvh9JW4n0Axgdaq7IMwDBaAAwCrAKsAqwCrAKmJgljGAv6KhwFIUWBxYzSDGyuaMEGb/cYrw0We5ZciWAA1lvnEwI4BRzIxrevV+lKxL8yHd2yuBnocdEepZUCtCxmI3aXEU2X6lPoEDDozVlgPk68m/wh908/MqHYXGBCN0m2gvjce3Aoj+UDai9JfaH3l2bl5PP9fJHVXWMvXhc9wMiVJcVJpdLi7APWYLzdts68VdVJwJ+BjW4eBOeT28FlpHHs/tWse5pJ6XPLYR42n+Y15rDe9pvouL41gxmNr4sfj1ZcZ3bHsdwp7d8UNtE5BsnX3WcIvfN8ckxlx8JmrXtQdYXcpdFOyEAstXAGAVYBVgFVBtllBtqKxHjLPcDNrl/xULD7aiwNLAKgcxGm5dMvRTQInKMwhLwCqfM2jUCi8T2OwBjcrr4wQP0/HaGAHC1fCq9plsjz4VWEdQjo0RgBTT5so5Qc8yJs3FjhV8rLU9fxzCXp8EHzP01IBMndP8GWxWczE7EnBq1qduexVwKHt4e+1LZetFZdNq2/V5mMsCp8xu3aeKax+fUesKrIa+bO31eZq/rLWynwO9Fl2iRr4vizveV3zu2o5pQNfntetHzCP783XEZ2gz1xgAWN3KXRj8hAKPVwBgFWAVYBVgFWAVMTDLGLj1r0hsBXCrcuh3qwKLAqsmDOIAR8PFBA1CP94uZd01wRk9D4M0GqiN9lDu4VUFfhv8S/ZJqGi1jbCMQKVvX0Ca1yr2ofpuvqp5WqCbHE/1Cz7IMtm+2CdtLmAotL8K9KIGBXiruOi61srP2laZ1Rrq1XoK/dV4dlxJfVozR1UMy9iImokyY35Rz3RpnTevI4O4vC//7OdUmth+lzWOc3cYm8+Dz5vJ8rwaPwuKBYDVW+9q0A8KQIG+CgCsAqwCrAKqzRKqIdN0uZmmQ61d37/QqD3AKimB41QKLAms1nBKgkICgxV4C9BIZYzmV9sZZKJtAsLRhjcWQBvlYb4BOjXCrgRFi+8KwgWgwMvi5wIYiz40RqOvhp7Upw26yfG4LQTOZJls79vIeq57aNvwQ1+8Xa/PwU8bvGrb9Lmfh5eFdRPxlfQmsNg0141a64xVK25EmTG/qOdAymgrdY3rRIBe1sm1bm9DbdMxadGrD7cbnwFYFxQDAKtT3QVhHigABQBWAVZXCVZ//vzp8AcaIAaWHQP4KxoKLEWB5YDVCGssEFiy3hrA2xUQFAASz15V2X4cDHFYxsutz2FcC6b5Mj6f9bDvbSboxurD/GZWZhfIzNs0aKXn0nYGLTl0VuO0aC21U/3CvLJMtm8Gq1FnG4Ba69K5LMTBzlkgT0PH2laZsarbVzZYut2h9ePBKo8RBUj9Wgdtu69ZjPsrY7LYrfRFHaDqwmIAYHUpd1GwEwosXwGAVYDVVYLV5V+a8AAKQAEoAAWWosBiwGoTiBEQVIK5AldiuQSVJ3cI0LDu0wZxLIBW5jEA0q0P894vDTXDWMkXUddcljNJKYOSQ9kK3MUsSwKJlq9VWdCfbylQa037flZ9NUxU51X7KmPV8nvANciaSaAX7FLZsZWtSRfSMoJEBWlPh7IVg/Ldx1TTmGVNm7XWYPXquTF/Iww22sprwAP8dmjqfSt+tK/ZaOD81msT/QBpJ4gBgNWl3EXBTiiwfAUAVgFWAVaXfx3DAygABZgC2AqAiYGPkyiwFLDaCHkEbIugyQY2CUKxDNLcLkEwyobdvx3cXoGz+Ip7eV0+tBVwsx0OSfDUpa23VwI9PkaETcyeKru19ndnwa4Aydg4rE0F9jjYJR33B3fYc7DqfYuZsaQnzWuNF8poLKV53V6tr1q3Ml+zblzDzp9bNKIxpB9RzwxVCcJU9jI7TVip1rCH1hVI9TYoP4R9xvzVNVfZ7/00AKofq/XaaI9t0jQedSyVWBX2k8Y4AnquJAYAVie5BcIkUAAKOOcAVgFWAVbxVQAFoMCqFABYXdVyLsKZpYBVCVu6gMnltwmwrgKmXf1SEHIlsGGucVBD4K7rtL52Hsjmf7Sw4u4qeF2fJnONW9g131gDWF3ELRSMhAKrUABgFWAVYHUVlzKcgAJQAApAgUcpsBSw6j59cu7z55CN5Y9zOh8PTvhsvZLV2M/nPwaNfv/1j7PUbIo1vHddeun96y+ziskp9OX6ZK2NzNdclyCrB6/INp0v0NPrhfPHrBXA6qPuijAvFNieAgCrAKsAq9u77uExFIACUAAKDKjAUsCqf7ifGhZ1nW9U8BBAVQFRXW1yn//ojvud82CVA7Du/ecJsfvaf+/adJ7v11/C6++d28/0HwlutT/orGL1Xu3R/zFAD7rPQ3eA1QFvdDAUFIACrQoArAKsAqy2XiKohAJQYGkKYCuApa3Y8u1dEljFA/88HvixDlgHxABiADEwbgwArC7//goeQIGlKACwCrAKsHrv1frt1T09vbrvV8b5/vLknl6utboyyBKqf3t3z0/P7v23jsaG9k/u6enJvX7r2GfwZj/c+5dHzt/iUMf4ahlhc1UAq5tb8oc7DLA67sMx4AP0RQwgBhADiIG+MQCw+vDbIxgABTajAMAqwCrAqotQzYO9+KcHFPRfFR3BF8Cq9b0atX/++sOqnLAMYHVCsTEVFFidAgCreODv+8CP9ogZxABiADEwbgwArK7udgsOQYHZKgCwCrC6cbCaoCrPJE0ZlENnT24GrPb6uvvuXvtkt/Yau09jgNU+aqEtFIACUoHFgNXz0e3ZDznd+1AffsWdjbeUX3Vfip3d18f/QNfO7d5O4Ue2uvcbF2rADuiLGEAMPDIGAFblvQrOoAAUGE8BgFWA1W2DVZ9t+uXd6XzJH1+fS3nVhsHA/Bo73wrA11P265OjbEwJVmMbqtOXeGjLxtCQV9QL++25/fjBpzwmszf74G0u2bpiDg6etbHinOancRKw/Oq3B0iaZHupbSznWoi5c3sxUTwRtj+VNfO1ad3e/RYMaW6hY8g0LnVtWxEI7bg9av4yvvRNbhXh67w+qQ0bz/Q72PnqXpv8MGTZehG2Ath6BEzv/3rB6jn8eNP+41wDuwBpD+6UfqXcPzwHYKnhXmi3Cz9KdGZtJ3nYNmxstLOzbQli7qTvk/hzieth/xp8tMuuA9yZZn2gM3RGDMwpBgBWp78fwoxQYKsKAKwCrG4arAaQZUHDAMwSfGwDq/6bI4GvuHsqQTP6Svnh3l8iuC1z9cuOjFCvgFA/DoeQP76+pv1Mm+cWoNg5F2xJQE+PFyzn/pMrXY+hrwSrBV5H34v92mZpm5+y6HbNgAgq89gJnGbYeW2dGvdYrW0Mlgg/KQ7Ib25r9LnsrxvHe/5S1pT8zLYHEJ7WVfmh44HPhM9RAYBVRMLUCiwGrHaGhwQHmsHq6W3nNHC1wGpo93YYNFP26oM7wVyfxWkAUMvOq2Mm7WLfQ8gQnQ5ixnXYBX92rnFe/4vy+6ObHGD3jiuKLxy7xh3aIVYQA/1jAGB16rshzAcFtqsAwCrAKsDqgGBVA0z+1UKA0LfhAI23MT9zyKlhHuvQPHcEjhkw+j5sHBvUKUjJ5rn6kY3t0v613F/SIY6joaVhqwCi7bMLSKz7cbt8HcsUJTuFRnkqDUaT5dWPkWlonAeI2cI5zgwfuW2lW/zU5odui3MoAAUeosD0YDVlJ374V/s9PPR/9u54Lg+eAQDuj+70sU/1B3cKwJG18yBud3DH3EZmlnooSjAvHDO08/MbGZt+PJGx6tvF+RpBrLYxQTo5t5xL1kmbBXxI/vGs2lBf2Vl0E/0rYFgyRk04S/OFo1qTXBY1FXBU1em1LDZdy0otepc+XX1DO2iGGEAMrCsGAFYfckuESaHAJhUAWAVYBVjNwIt9B3CYVUE4BQNZ2wAprfEo85Jeh3+S2Yps5vQxwjd6hT2/oh8AnN23eW49Fr3+XrIrI1xVr9K70s8GjrXVoURAwho2Xgerxa4ynu2zr8+2k7akP1uXMk4cO/TpDFbDLO79i9yyIPhBc7JjhshhftKaa6vixw/fsq4yI5raKo2Cg/gfFIACj1LgUWCVZycG0MdgZzxXWaUmWOVtIrgrmagNGaseBGbI2vIgztsFeCgBqWnj5eICOGXj63MJP7TNzB5jTtmXta0gqlHHtxbQWvr+YT5jr9NQroE2O1dzN/t7DaxG7QS0VWPf5T/GqrfEgCbQBDEw2xgAWH3UXRHmhQLbUwBgFWB102C1glbpO0CAt75gVQC78qXCgSL/XFrQJwXeAqBLIE1AS2ofj8JmUaXGE3X8pIagoVYDSt7F+ixsrMeUvmvb/PmTEyC3Zf7gM4HUlB2bX7nX/ZhdtVbRTjHvFd+8Hxmi6rZ+bhYHwed8rn2+Aktb/NDT4jwqgK0AEAlTK/AosCoAmgJ9AVoyOBmAmmoTQaCEnQHq5axTG6z6sQt8NQBkAA26bw0FTRsvvp2CjhxoGhBD2szsGRisynm0fwRWpZ5ed99P6hX7ivXjfjXaXWuoQWm3tWEa8XnxebaASK8zzhHDiIHrMQCwOvXdEOaDAttVAGAVYHXbYFXDOP9dEEAWg3sMyPnqAOXYjzwJOKvahlfMqz1W/SgGXKPvITGG36P12T3n+WpQmfdYFf2CpXl/1wok/vbdff+NJixHCT1TuRg3gs8ML0vX8km0r+2Vc9Q6yPrYv2k+0fbbq3v+8uxy2zYgKWz0pncEqymLNwBYY4zv3+LPoAm9f3t3r96uNrBqbJmQ17XNj6I6PjEFAFaZGPg4iQKzAKsBSJb9N01oOSVYNWCoBJPpx65M+Ku2INBbHYSxVZsMg9nDdiOgZG06w8Qa+FYam/NFiCq2VEjbNxTYarWpAe1FrbEFVoJNlhad/bxFG/Sx1gJliAvEwGNjAGB1klsgTPL/2XsTKEuu8kCzJANmsbGBOQZv3XOmZzzHtN2n55yZOePT9nRP+0m173tJQguSQEAlYLASJAFCgJmGxFCJDGOLRUnJGOyGImXWSmSEsBASJTJtJKAyq7SVUlmlpUpVUqlKuf1z7o24EffeiHh7vhfLV+c8vSUi7v3vF/99+d6nP+6DAAREBLGKWK24WFXvA6G8iy7nTl5mrQVeuH1g32j4q+7he0iq+IovATdVjY4EjARt+iXugbxVbViXrvuVmSbeSNiZysdk3ypSewxqiQFTnem+HsajpWF6O440THsbdYRj62I1cT6icad1FopexULvZ4na1PNinVu9PR6jzcTtyeoj6ifcw28jitXKKX1+bHFrxeh0ZB2j+jHntdE4nDZ4AgEI9INALsSqJ00T0k+JNW+fpaxY1f1H67/aEjQWhk3F6AvBUKra1Z6+sI1kRqrobPOLvm7LHod5bFXXpvaXUtnqjCmUqrYMTW1HxU3FanRuHYZtnlPaoEKXHCh1DiBW+/GJiD4hUE0CiFXEKmLVm/taNBqp5W3jaVDRa2QxPCAAAQhAQCQPYlXLRav6sylpmSLwfEnpP9diSx1ni8CEnAhkoS0/AyHmSsbUGFPWWJ2dVceFQjYRcyAbU+NJ7Jsl4II24grS5H6KQ9p2h09Wf/p1S8DOBtW6AZ+kLNVtWuvlxjIxuW+8LYhZHZvknhyPfxzPYUQOkANlywHEKp/QIACBXhFArCJWEatps82qREQixoB0tWpUlRm/ziMI5IkASwHk6WxUI5Z+iVXn8nJLqqovx6nSsuWKVVPlGlZnRn0owRdXnia+jGcJRi+u1BhDSRvIRVMV6v4glLttREb2utuDylzrWF052168emw+N1sk22O1H9v7qMd6mx2TFY+3bWTviAw6fMOqVq8COClQ1XlxBW7i3Phx8bzUFXucf2RplXMAsVqNz2CMEgJ5IIBYRawiVvMwE4kBAhDoGgHEatdQ0lCTBPolVpNirXcSQcnNtArOIn6JL81YlKCN5HfvcqGI55yYyQ9yoPw5gFht8kMMu0EAAh0TQKwiVhGrHU8jGoAABCAAgSoT6LVYlWXL5ORrX6sv+Zbt20U9V/dKFCz180hG6CpOq+rSqnzsZTytjjeKP4q3cZVnnsdjznsz668mx15+scKYOcfkQHVzALFa5U9mjB0CvSWAWEWsIlZ7O+foDQIQgAAESkag12JVSTQlVvsh/GxJoS/lz7j0vFXh2av97fhbedyr+Iwoba2/YO3V1HVmI4FcXbnSynlmX/KEHChPDiBWS/Zhi+FAIMcEEKuIVcRqjicooUEAAq0TYCmA1plxRGcEei9Wy/PFF4nBuSQHyAFygBxYihxArHb22YajIQCB5gkgVhGrpRSrx48fF24wIAeKnQPN/ylz90Ssujx4tvQEEKtIgaWQArRJXpED5AA50H4OIFaX/vMPPUAAAgEBxCpitZRilQkOAQhAAAIQ6BUBxGr7X3yRBrAjB8gBcoAcWIocQKz26lMQ/UAAAohVxCpilfcBCEAAAhCAQAcECiNW9Q9ODcnYdHe+xPtrrOrnBfhV+qLE2bxoYI3V5ll1J/fpD47kQP5zALHawQcbDoUABFoigFhFrCJWW5oy7AwBCOSdAEsB5P0MlS++8orVaRkbGpSh/dOSkAha0o7IhPXjSFpY7p1w99X7DcpgT4VrKBoHB2VQ35qI0xpHYqzONtO222b9YzoXEBN7zViC+5EJv80gruTr/n48X+pzRfvkGDmQjxxArJbv8xYjgkBeCSBWEauI1bzOTuKCAATaIoBYbQsbB3VAoDBi1RGEzXzxzRarSvT5wjVNrOr99o7I0GD3KmXrS4sg5kFL8GopaYndtDjrtxmzCo4dkZHBQemVxNR9Dloid2JEBtN4qtetcTY7JvaLzy8sYEEOlCcHEKsdfLDhUAhAoCUCiFXEKmK1pSnDzhCAAAQgAAGXQO/FaliduH9MhqKqTFdcahk3NCYT+4fiqk1/KQAt6EZkLNrHrSz1qyRjaaf6t0SfEbaqPUtozs6q/YK4MkWsH2PYltu325e7zY15dnZaxvZ7VbPhOKPq2kSczYqEQNoqoZoqZ00/+l5VllrnJHotpeLU2+YcN6v6GnMqgwOuaWI35o0cavacsh+5Qg6UNQcQq+5nFZ5BAAJLRwCxilhFrC7d/KJlCEAAAhCoAIF+idVYdIaiz5KdQZWjV1WaKlbtfQJhG1eiZlSsKhHYTGWkvZ+Wh64gTY1xdla0OLXa95+7EsCPOSlJjGSeNgK43Xt7+QOfpWrTCFJHLpvXfclqPffiqT/eWZlN6ztsQx3bq0pa9zwkubMdJuQAOdDPHECsVuADGEOEQE4IIFYRq4jVbk3Go6MyUBuQ0aPpDc7sG5DanvH0jSV/dXxPTQb2zfRllC73GRnd3b9Y+gKggp2yFEAFT3qfh9wvseoINE+2pcpEb59ABLqyU0u9SAymi1XVdixfs8SBf2wgQO2YU2O0qlyjL+Q6bjfOaJsRsVHMXjxadmZLTLudRo8bskmRx6pNdZzLK658Te0zo51g3/oiublz4zHyxG5qTOzjrh0MD3iQA7nPAcRqnz8c0T0EKkQAsYpYrbZY1TK0JrWauWWL0YbvC0USqweGpbZ7VFzVGUjH4QMNR9ryDkqs1mtXy8/oHNTft9XO64pVfc6GpZq6u1WSxdkfsVqcc1WWSHMhVrWQjKsVU6VlL8Vqigx1xWRYZWtVpmqhp49zf6gpysdA/QAAIABJREFU+AEqS46m7ZMmVsMKUlvmti8NldC0YtCX6A+5lbupQjSQqMEY3HHFsjVtnzSRHEhVd7kFV5Lq857GAgmUewnUfm66OUA78CAHghxArJblUxbjgED+CSBWEauI1Zot1sZluNam2EOsZr7jKbmZJVYDqeqdg4T0zWy64QZXrHq7I1Y9IDyFAATaIZALsepJ036LVd1/tP6rLRRjYdhUjL4QDKWqLUt9YaukQtC/K0I7kg2hpE0KUquPOmI1lqi+9Amlqi1D09oJx53dTtCuGnejfTri4J8PniNsyQFyIKc5gFht5xMNx0AAAu0QQKwiVhGrjlgViS5bN9JN39fiy/hVtWdUXWlVuJr9om3uJedpgk/1FbVly0TVx55xHYveHm4LJKQ6Jqtf63UJJLFpP7oU348zbNuJxZHLGe1IzCo4Nug7jrGWUhXrvU3pWOyYve16DGp7GEPEKDsm8catxx8uwWDGGLBw26iZPHD41IvNj5XnEIBAVQnkQaxquWhVfzYlLVMEni8p/edayqnjbBGY+FKddal78LoRf6kxmkv7rbHoH6QaCoVsIuZkFaeO2VpvtrFIrH95vTpetWnitttz+CRiCyWqft0SsKH4DeRw0HdCFNvx6+PjamS7f/+xisduy9/Oc19s85ycIAfKmgOI1ap+KmPcEOg9AcQqYhWxaoRaOP+UfNPiLZR+A3usS+a1VLVkm34eVlsmJGEg7kylpi9WteSL1lwNLsOP1mAN5a197MCeYRkO1ym1j43idd4/3L4llIWmPVHtR5LSHJi2FED9dnTfu+1qVLW/xcc0nXWfGoe9c9DewG6votUWv97YfB4ud2+NVX2s3XYsi+0oeFwsAiwFUKzzVYZo+yVWnepJR0TWu8zeEnwpItARhUqY2pfdR30oGRhXnia+lKe0a/axZar92Gw39zoOu+LVErnuthEZ2Ttoid5QtNrHho8zhWOdeHU8XjWwiVHf28faj33ZrLelV+5GP3pl4tw7IoMWX3e8VhsWkyAmNXbr/Pox8JzKQnKAHKhQDiBWy/AJizFAoBgEEKuIVcSqI1YtMZgQpYF0i+SnnuOWeEzZ35Z69uNAdHoC0pa09mPVjycgdVtOFasrB+3t5q3IlrF+e8E+SbHaqB2nTd2IJ4hN5xn3ae27u1p8ww1px8RxWOfP3t8T2G71bgo7JyfciHiWfwKI1fyfo7JF2C+xmikKe/DFWcm+tApORzr2II5u9FeasSh5G8lvqvC6kRu0QR6RA8XNAcRq2T5tMR4I5JcAYhWxili1Lt1Xl41HVZ1NVTNaMjJLrNoC1Ag+va+1DEAUQyj5WhCr6u1Fy0bVht1X1KbVj+nfE7XBW5Q1lvA9K2rXbytsx68OtdtRLCOBGbbn36VJUnefDFHqx6Oeq5iyzoEZtwRjjOJKOceq/2jciapeNzqeQQACEFAEei1WZdkyOfna1+pLvmX7dlHP1b0SAEv9PJIMuoozvWq1l/G0Ot4o/kj6Nq7yzPN4zHmf9X68LDnO4soRxsK5IwfIgXZyALHKZzQIQKBXBBCriFXEalZ1Yop0iysjzRS1KiobSD0t64zgS2nbtKjvWxSrwbGxNHT6choOn7QiVk3MKe2ki9VwxxQeiSYa7pMhVrNiSmnPZREz0rHUPQ/evongeQECEIBAQKDXYlVJNCVW+yH87C+3+lL+jEvPWxWevdrfjr+Vx72Kz4jS1voLlz9ILA2AjGnlHLMv+UIOlCsHEKt8SoMABHpFALGKWEWstiBW9SX01v5BZWNYZZqQeoGYMxWwel+rAjIhaQ+My7iZ+W2JVXupAkv4hm2OH4haD5YWSKyFGsSbudRBSjt1xWr4I1Jm/GZo/r3mYDEVXVVqLs9PilXz41R2u/HYkjK0sVi1qpS94BLnyNvO03wSYCmAfJ6XMkfVe7Fari+/yAzOJzlADpAD5EC3cwCxWuZPXowNAvkigFhFrCJWHalnTdCMasZApprL640AlOAy9N0DMmBdpm7LPyMEzeX6gUA07ah7a83VFsRqICZNO148Vixxv8EY4+OsfvWYw7ZMVaj9mmrPk8PRZfW62UDoqmUA9M20YWFNe+gyVZf1j8rMUbVnmlgNWZs+vJgizvb2KI4M8Rruq85XzEWNweKZFjiv5ZIAYjWXp6XUQSFWEQLdFgK0R06RA+QAOdBZDiBWS/3Ri8FBIFcEEKuI1WqL1VxNR4KBAAQgAIEiEkCsdvblF3kAP3KAHCAHyIFu5wBitYifqIgZAsUkgFhFrCJWizl3iRoCEIAABHJCALGaJgSmZWxoUIb2T+sf1er2F+ayt6fXrx0ak+noR7bSGPNa2fOA8ZHj5ED7OYBYzcmHJMKAQAUIIFYRq4jVCkx0hgiBKhFgKYAqne18jLVsYrU7Uq+iYnViRAYHR2SiQyHanXPQvpBoKHOmx2SoC+Ns2E+HHGl/CXOAc8P/NMp5DiBW8/EZiSggUAUCiFXEKmK1CjOdMUKgQgQQqxU62TkZKmI1Td4gVjuRer0SqxN7B2VkIu38ZbymheqgDA6qW+cCuRNGHJtxjnIuuzhvnLde5QBiNScfkggDAhUggFhFrCJWKzDRGSIEIAABCCwdgf6I1UBcBoLLl1wTMqLFVyjA9k5YlVXBtpH9quLQCLIhGZsOv+zrikvzuroPtzlCLdieEHKJY/2lAOrFZUTshF5CQI/Libu7MkIJxZidNf7ZZmIcc/hGHDIZ+edqUAYTY/P6VefGWQrAayNl29D+1tm1LFaNtOtSZW6vBAv9dHf+wBOeRcgBxOrSfe6hZQhAwCWAWEWsIlbdOcEzCEAAAhCAQEsEei9WQ8lmybnp/SOhHDWC0qxt6j8PBZ4l5rRktJ43Uy2p97ErFkOpGEnGWb/f5p5HItcIvLT7FIEZS9LGFZj+eGcnRsKqzWZjjCs1ExyaEY4ZrGzZ6p8DHbN1vt3nQdxNsfN4qnbic9aCLGpmnF5fRRAxxNhCDnB+rf9hBbc8zh3EaksfZdgZAhDogABiFbFaSrF6/Phx4QYDcqDYOdDu3zaWAmiXHMe1S6DnYrWe1Erb5rwWiFVHpjnbZ8WXeqlfmLUcjCs99TGW+Jv1xarXh27Tec2XmkskKry4nbE58YT9O6+lxOi35+yfNQavHd1GLGtVTM458PtQQst5zWuvnvDSx9nVut5jS7A7bPw2mxpn1vh5vS5bnzXPEZjkQFs5gFht91MNx0EAAq0SQKwiVkspVludCOwPAQiUhwBitTznsigjqYpY1VWS0fIBSsjFYtWtoFTizJN9aSLOec3bf6lEgiMkPcHnxBNuc15LidFvz9nfal+/7krMof1hVXHKMUsmVj2uVKxa58hjg/yEDTlQ7BxArBblUxRxQqD4BBCriFXEavHnMSOAAAQgAIE+EqiCWNXi1K5m9IRiT8Vqg6pLpxrXl2Ve3I44SRGcapmA+Eea2hSruo1YQjcjnRGrxRY6Tl75OcjztqoPYcqcaDUHEKt9/GBE1xCoGAHEKmIVsVqxSc9wIQABCECguwR6LlbDalB3Tc7W1lh15KMjD2fFlYnqy3xSKGrxZ1WsBsdY8lC3af94ld9Go+dLJxESkrjFNVajSlMlyHxR6z/3L+uPjrHZBMszxO1mrINrLbXgimyfZfPsVDtOLjQr/fycafY49kMqkgPkQI9yALHa3c86tAYBCGQTQKwiVhGr2fODLRCAQAEJsBRAAU9awUPuvVhV4iyUb9Gl+fYand42S8iZ4xyZlpBkgagLfhAqlKVelejQ3hEZssWqEYgmnr1jMjZky8OUmJ242peDrVYxGVEc/+CVJYR9ro1iTBGpWnqGHALONs9BGRwakRGfjcN3RMb2D8mgXSFsZLrhm7ItFrPNi9WW2TlxmqUN7Nxbwr57JGNaZkJciEJyIJc5gFgt+IcrwodAgQggVhGriNUCTVhChQAEGhNArDZmxB7dJdAfsYrAQoCRA+QAOUAOkANZOYBY7e5nHVqDAASyCSBWEauI1ez5wRYIQAACEIBAQwKIVb7YZ32x53VygxwgB8iB/uQAYrXhxxd2gAAEukQAsYpYRaxmTaajozJQG5DRo1k75On1GRndXZOBfTOpQY3vqUltz3jqNl6EAAQgAIHOCCBW+/OlGVkBd3KAHCAHyIGsHECsdvbZhqMhAIHmCSBWEavVFqtang5LqnJcIrGqJWetJrXoltF/8/NYRBCrLeFi51ITYCmAUp/eXA4OscoX+6wv9rxObpAD5AA50J8cQKzm8iMTQUGglAQQq4hVxGqtG2Kz+fcHv3pUP989Kum1ps22W1+sNtsK+0GgDAQQq2U4i8UaA2K1P1+akRVwJwfIAXKAHMjKAcRqsT5LES0EikwAsYpYRaymitVxGdYVpeFSAAeGpebt5wpSs39QiZp1Sb56s3CPExGnbbcdp8+wunZ030BU7Rr344lVvW9Nhg+IzJj9zVIAqr/dozKqlgcIq2bVfuZftL9fURu2GRxTlCUSzKi4hwAEILB0BBCrfLHP+mLP6+QGOUAOkAP9yQHE6tJ97qFlCEDAJYBYRawiVj1hGk0RZykAT1yKEqBGLgYyNJKTltSM2rIe+GLVfx7vGvQZrY0athvJ1Mz47NiC1pw+tMgNpKveaotd+3G4vIDpX7UR9R0HySMIQAAClSeAWO3Pl2ZkBdzJAXKAHCAHsnIAsVr5j2cAgEDPCCBWEauI1abEalhZGl6yr6s6wwpQ/di7lN8Rmd501tuiatD6Pypl9yOOSFWN2kI3Fr+q/Ujyhn078TjyVMRu1x+L/Vw/zmLljZGnEOgnAZYC6Cf9avbdT7E6sXdQBgcHZWSi91+uVd9D+6cl60ttV1+fGNHjVGPt13i7Op7Z3p8v4oc5OUAOVCkHEKvV/EzGqCHQDwKIVcQqYjVLFqaKTFWlGkhMIy8D4RhfVm8urzeVnv7EtiWn/TjaL6wojdox0jY1HiNRw+pWI2zNMWGjTj91xGqwLIGpxPUqZtVPZJllBbz2o9h5AIEcEECs5uAkVCyEvonV6TEZGhyRESVX9070RnDOzoqRuUpw9kSs6nEOydh0KEX850jKnp37KkkZxoqEJAeKnQOI1Yp9GGO4EOgjAcQqYhWx2rRYDcTiwJ5hGbDEopaNZv3SJiazIzmdqlO3KlY1pfc1fTUhVoNL9ePqVROO02c9sWr6zBC0QXvJ9k0/3EMAAhCoIoF+idXp/UOBUA0F64QjGKdlbEiJzwl9rys9jXzV+weVnwk56m3Lrg417S99xaoWuSZ2Pcbe9Y1YKbZY4fxx/siB6uYAYrWKn8gYMwT6QwCxilhFrLYgVoPL5v21Ru1L8oOJPH5gPHNGO5JT7WWJTi1pLZE6vHtA/9DUjNqvabFq9h0WE4XTp9WfDtJuVz02/WeOIOUHuOrsyyYIQAACZSfQH7EayMVgCYA00Ri8NjhoVXoqKRmK02jpAP+5I2dnRcvbwRFxpa36op7WZ/YXeLvKVUve8JJ+/XhoTKa9fm0ZkrbkQFK2Zvdtt8VjOJED5AA5UI0cQKyW/dMX44NAfgggVhGriFVTnRndh5fC28LRmrPje2JhGb2s97WWA6gjJx3JGTYQv2Zd0q/bCJ7rZQcS8dhCN1lFqtsM44jbd0Wu7t5u1x+HYhJW4+o2IkYpDCIYPIBAfwmwFEB/+Vex976IVb3maCw8tQB1BGW6+IyqXC2RmSYuI/GgxasnZ/Wx6e1Hx1ntd/Zaej+I1WqIkc5yB0bwIweqnAOI1Sp+ImPMEOgPAcQqYrXaYrU/8644vdrStThRE2nFCSBWK54AfRh+P8RqQoYmBGgdIWlXi5rH1qX2Wlqa1/V9P8VqsKarv5YrYhVhVGVhxNjJf3KgcQ4gVvvwgYguIVBRAohVxCpitaKTP33Y4zJsV9v6ywakH8SrEIAABCpNoPdidUJGHPGZtl5qHbFqSVT/y7kWlnbla0LYmi+z6e377ZnnSVkbxzxo95dS6ZqUqK31bWLg3pw77skFcoAcKH8OIFYr/dGMwUOgpwQQq4hVxGpPp1zOOzug1li1ljSohcsi5DxswoMABCDQTwI9F6tqGYA0GeksD5AhH9PWVJ0YkaAiNHlMsMZqfytWg3VhrRgyZW/5RQEyiHNMDpAD5EBzOYBY7ecnI/qGQLUIIFYRq4jVas15RguB0hNgKYDSn+LcDbC3YjUpP+Mv2UEla/YPWoVfRkO5Gv+IlC8t42rSob0jMuT9AFZa9al/qX4cU3NfgBvur6VxHFf041spFa4N2+IYgVGX8pJcIpfIgdzmAGI1dx+XCAgCpSWAWEWsIlZLO70ZGASqSQCxWs3z3s9R91asIoSQguQAOUAOkAPkQKMcQKz285MRfUOgWgQQq4hVxGq15jyjhQAEIACBLhPotViVZctEtm/XVULqPk/PG33RZTsyhBwgB8gBcqAXOYBY7fKHHZqDAAQyCSBWEaulFKvHjx8XbjAgB4qdA5l/udgAgZwR6LVYVV9I8yZUTTy9+LJMH0gZcoAcIAfIgUY5gFjN2YclwoFAiQkgVhGrpRSrJZ6zDA0CEGhAgKUAGgBic9cJ9EOsNvpCyXakAzlADpAD5ECVcwCx2vWPOzQIAQhkEECsIlYRqxmTg5chAIFiEkCsFvO8FTlqxCryosrygrGT/+QAOZDHHECsFvmTFbFDoFgEEKuIVcRqseYs0UIAAhCAQM4IIFaRCnmUCsREXpID5ECVcwCxmrMPS4QDgRITQKwiVhGrJZ7gDA0CEIAABJaeAGIVeVFlecHYyX9ygBzIYw4gVpf+8w89QAACAQHEKmIVscq7AQQgUCoCLAVQqtNZiMH0U6xO7B2UwcFBGZno3Rf76f1Duk/Vr7oN7Z+WJf9SPTHi9NnL8S752GZ7d+4YC6zJAXKgKjmAWC3ERyiChEApCCBWEauI1VJMZQYBAQgYAohVQ4L7XhHom1idHpOhwREZUXJ178TSy00lALXgHJKx6VBO6BiWWOzqPvw+reeIyd6cezjDmRwgBwqUA4jVXn0Koh8IQACxilhFrGa9DxwYllptWMaztufu9RkZ3V2TgX0zLUc2vqcmtT3FGWnLA+QACEAAAktIoF9iVVeOKqEaCtYJ5wvvtIwNqWrSCX2vq0uNfA1laGrFqbdN7eNUh06MxVJV92f6WbqqVV2Va2LvUZ9VqehinFQvkgPkQFlzALG6hB98aBoCEHAIIFYRqxUXq4GMrNVqEtwskeqJVSUf25GW8YzL7qvltlVsu0fFVajNiNVgn+EDcVTqEWLV5cEzCEAAAq0Q6I9YDYRmID3T5Gbw2uCgV9kZitNIlvrPHTk7K8Fl/yPiSltbREzIiC9fvTbUl3azZIGRuc790JhMpxxjvuyrY/3lBpKy1Y6Jx4Yd9+QCOUAOVDUHEKutfJJhXwhAoBMCiFXEaqXF6sy+AUtQzsjoHl9WxtOrZfkZH6of1eur5bZTxarXYerTdLGauisvQqCgBFgKoKAnrsBh90Ws6kvyY+GpBagjKNNkayhKnerPQHr64jL6Iq7FqydnIwkayluvvejYaL9OxEb6OBCrnTDl2O7mKDzhSQ7kMQcQqwX+YEXoECgYAcQqYrXSYjWzUvPoqAzoKtagglVL0aiq1a1c1W2YbYkq0vgdIauvrLaddms1iapMo9jCKtuwT7O/qap12vX2MRW6qs1oP2cpgHEZNmOqxeON9lXb6ow1HjWPINB7AojV3jOveo/9EKuJKs6EAK0jJMMfnXKqRi05qqWls0+aWA2lqiNzl0YuJMZqKmCtmPP4pZ6YliYf4ApXcoAcaCYHEKtV/3TG+CHQOwKIVcRqpcWq6Mv9Y3HoTL0mlgJwZWl4qb8jKK0W6/Sl2jFC1DoiehgITW+ZgoTYtJcCUGJ0QEaPRk2ED9IrVt1x+MeaSl7/db9tnkMAAhCoJoHei9Xg8ntHjIYiNK48rSNW6whJLVVtWZoQtuoLfdh/nXb8L71JWTsoUfx2fylVrvpYp6/0sfl98hz5Qg6QA+RAdXMAsVrNz2SMGgL9IIBYRaxWW6yqWWdVgDpys5FY1cd58tI7JjGpM/pqJFaDGFsRq1mSt7FY1RI3IW3VSLLaTIySFyAAAQhUikDPxapaBiBNRjrLA2TIx7Q1VSdGwjVMk8cEa6xaFavh8bHA7cGXdl/u+s9TZCwypQfnBe78Qjw5QA7kOAcQq5X6KMZgIdBXAohVxCpi1UzBUHpGl9x7kjQhPy1Jai6tT/wAlmnbv/f6SrSt93cvx6/ZFagqtoT8DMRnLIdDEWpdym/kaDTGMC67YlWL1ayqWyNXnTb9wfEcAv0lwFIA/eVfxd57K1aT8jOWiPYPSdXZL5SjUcWo/QNX3rahvSMyZG0PRKtVbWqWDEgTvd38wq2lcdxv9ONb3eyDtpBE5AA5QA6UJgeMWO3kXv195x8EIACBRgQQq4hVxKo1SxzB2ZRYtapIrXaaeWj3ZT8OjvUuu9exWNWxTYnVMAotcc2xnVSsWqNy2rRe5yEEckAAsZqDk1CxEHorVqlEjEUyLGBBDpAD5AA5kJ4DnQhVcyxitWIf6BguBNokgFhFrFZbrB4Yjn8USoIK0aiaM0Ws+lWidqWnnoMHxmU8azLW6Uu3Y1egOuJSrXE6IAN+xar9XPfpV6yaQOxxhVWsXkWqMw6nb9WGWWPVtKfu7Tbt13kMAQhAoHoEei1WZdkyke3bdVWRus/Tc77gp3/BhwtcyAFygBzobQ4YOdrJPWK1ep/pGDEE2iGAWEWsVlqsOr9y71/e7olVIxP15f6RBI0vtw+WATCVocnpWLevUFTabcf7B236l+hrGVqrSbxEgC1WA/EZxFSTmi1StThVx8WvO2JVhW7vE3Gp02ZyuLwCAQhAoDIEei1W1ZfzvAlVEw/ioLfiAN7wJgfIAXIgPQc6EarmWMRqZT7KMVAIdEQAsYpYrbRY7Wj2cDAEIJBLAiwFkMvTUuqg+iFW+SKd/kUaLnAhB8gBcoAcUDlg5Ggn94jVUn98Y3AQ6BoBxCpiFbHatelEQxCAQB4IIFbzcBaqFQNilS/xiBxygBwgB8iBfOVAJ0LVHItYrdbnOUYLgXYJIFYRq4jVdmcPx0EAAhCAAAREBLGary/TyA3OBzlADpAD5ICRo53cI1b5mAcBCDRDALGKWEWsNjNT2AcCEIAABCCQQQCxyhd4JA45QA6QA+RAvnKgE6FqjkWsZnzw4WUIQMAhgFhFrCJWnSnBEwhAoOgEWAqg6GewePEjVvP1ZRq5wfkgB8gBcoAcMHLUvt+wYYNk3ez9zGPEavE+kxExBPpBALGKWEWs9mPm0ScEILBkBBCrS4aWhjMIIFb5Ao/EIQfIAXKAHMhXDhg56t+niVV/H/McsZrxwYeXIQABhwBiFbFaSrF6/Phx4QYDcqDYOeD8teIJBHJMALGary/TyA3OBzlADpAD5ICRo2n3tlxN225eQ6zm+MMXoUEgRwQQq4jVUorVHM0xQoEABCAAgZITQKzyBR6JQw6QA+QAOZCvHDByNOteydWsbeZ1xGrJP8AxPAh0iQBiFbGKWO3SZKIZCEAgHwRYCiAf56FKUSBW8/VlGrnB+SAHyAFygBwwcrSTe8RqlT7NMVYItE8AsYpYRay2P384EgIQyCEBxGoOT0rJQ0Ks8gUeiUMOkAPkADmQrxzoRKiaYxGrJf8Ax/Ag0CUCiFXEKmK1S5OJZiAAAQhAoJoEEKv5+jKN3OB8kAPkADlADhg52sk9YrWan+sYNQRaJYBYRawiVludNewPAQhAAAIQsAggVvkCj8QhB8gBcoAcyFcOdCJUzbGIVevDDg8hAIFMAohVxCpiNXN6sAECECgiAZYCKOJZK3bMiNV8fZlGbnA+yAFygBwgB4wc7eQesVrsz2dED4FeEUCsIlYRq72abfQDAQj0hABitSeY6cQigFjlCzwShxwgB8gBciBfOdCJUDXHIlatDzs8hAAEMgkgVhGriFURGd9Tk1rN3AZk9GjmnGl+w4Fhqe0elZnmj0jfs1vtpLfOqxCAAAQg0CEBxGq+vkwjNzgf5AA5QA6QA0aOdnKPWO3wAxKHQ6AiBBCriNXKi1UtVW0BenRUBvaMd/4W0C0h2q12Oh8RLUAAAhCAQAoBxCpf4JE45AA5QA6QA/nKgYMHD0qnN8RqyoceXoIABBIEEKuI1WqLVSUta8NSV6PqfVKqWZWArQ3L6L6BqNp1YF9Yn6q3mWNqTuXqjLW/07dzTFg167wWt+O0YUvhxBTnBQhUjwBLAVTvnPd7xIjVfH2ZRm5wPsgBcoAcIAeUVD106FBHN8Rqvz9h0T8EikEAsYpYrbRY1YKyXnWqlqrW0gC2iA2lpytTvX096an7s16zq2XV46gt+/1D9WkdIzIuwzWrH3tfHkMAAoJYJQl6TQCxyhd4JA45QA6QA+RAvnIAsdrrT0P0B4HqEkCsIlYrLVa12KwjVpPbldSsyfABEdFi1Rac1jb1npIqRMNjzXuO1UZQhZpSPZtoZ0ZGd9ekVidu0zz3EIAABCCw9AQQq/n6Mo3c4HyQA+QAOUAOIFaX/vMPPUAAAgEBxCpiFbFaR1Amq0gDqdmJWI1/JMssFRDL2egSf7tCNSFW1eQN5Woto8qVdzgIQAACEOgZAcQqX+CROOQAOUAOkAP5ygHEas8+BtERBCpPALGKWK20WNVVpXXWWO1+xWosUbPffQJpGi0LkCpWw6Otitfs9tgCgWoRYCmAap3vPIwWsZqvL9PIDc4HOUAOkAPkAGI1D5+QiAEC1SCAWEWsVlusmspPu0JUrWFqniupaYlX53L9hNRMWQrAWwvVX2NVjo7L+NHkm40jdHUMWULW6zPZFK9AoHIEEKuVO+V9HzBilS/wSBxygBwgB8iBfOUAYrXvH48IAAKVIYBYRaxWXKwGc12LzJq5NL8mA3vGZSam9SwAAAAgAElEQVR8G4guz9fbrTVQG4lVEYnbjcVo/FrQn15WwNlXvW7142xT7QQyNVpSoM5SBpV5J2OgEIAABPpIALGary/TyA3OBzlADpAD5ABitY8fjOgaAhUjgFhFrCJWKzbpGS4EIAABCHSXAGKVL/BIHHKAHCAHyIF85UAnYnXHjh1y6NAhUX/f+QcBCECgEQHEKmIVsdpolrAdAhAoFAGWAijU6SpFsIjVfH2ZRm5wPsgBcoAcIAfaFatKqp48eRKxWopPaAwCAr0hgFhFrCJWezPX6AUCEOgRAcRqj0DTTUQAscoXeCQOOUAOkAPkQL5yoB2xaktVKlajjzk8gAAEGhBArCJWEasNJgmbIQABCEAAAvUIIFbz9WUaucH5IAfIAXKAHGhVrPpSFbFa75MP2yAAAZsAYhWxili1ZwSPIQABCEAAAi0SQKzyBR6JQw6QA+QAOZCvHGhFrPpSVT1HrLb4YYjdIVBhAohVxCpitcJvAAwdAmUkwFIAZTyr+R4TYjVfX6aRG5wPcoAcIAfIgWbFappUZY3VfH/uIjoI5I0AYhWxWkqxevz4ceEGA3Kg2DnQ7h9MxGq75DiuXQKIVb7AI3HIAXKAHCAH8pUDzYjVelKVitV2PxVxHASqRwCxilgtpVit3lRmxBCAAAQg0C8CiNV8fZlGbnA+yAFygBwgBxqJ1UZSFbHar09V9AuB4hFArCJWEavFm7dEDAEIQAACOSKAWOULPBKHHCAHyAFyIF850EisKnHa6Kb+vvMPAhCAQCMCiFXEKmK10SxhOwQgUCgCLAVQqNNVimDVFy9uMCAHyAFygBwgB8qXA6X4oMIgIACBJSWAWEWsIlaXdIrROAQg0GsCiNVeE6c/CEAAAhCAAAQgAAEIQAAC1SSAWEWsIlarOfcZNQQgAAEIQAACEIAABCAAAQhAAAIQgEAHBBCriFXEagcTiEMhAAEIQAACEIAABCAAAQhAAAIQgAAEqkkAsYpYRaxmzv1xGa4NyOjRzB1ytGFGRnfXZGDfTI5iahRKEPMwa8I3AsX2FgmwFECLwNgdAhCAAAQgAAEIQAACEIAABNoigFhFrFZbrB4dlYFaTWreLZB93RKrvRCI7YpVNUZ3/L0Tnb3g0tb7IgcVnABiteAnkPAhAAEIQAACEIAABCAAAQgUhABiFbGKWK0Ny3jqhC2SWE0dQBMvemPUorlXVbqI1SZOELtAAAIQgAAEIAABCEAAAhCAAAQgkFMCiFXEKmK1JbHqVnj6l96P77GqP3ePirow33mtVhO3GjZsL9xXJJCNUQXtnlj5qnYG9o1aFaaxEDZ92PHM7BuwKnHjfd33Ik+sShCPU7V6YNhqx5KufrVvNAYR0duGZdzsY8bhtBWwcvpyg+MZBCAAAQhAAAIQgAAEIAABCEAAAhDILQHEKmIVsdq0WPWkYygNjRgMxGe8xunMvuFwfda0ysxAaA7stoVnKFWNhAwlq5GlgTyN99fPM/bVUjXaJiIHhkOh678XeWJVi8+4D3VczV5n1t8eNRewMbEGYnVABvYEcjnYzesrHJ/hFzXFAwh0SIClADoEyOEQgAAEIAABCEAAAhCAAAQg0BQBxCpiFbHqrDFqVWTq6s34uZaVdlWmqUZVAlNL1nhfd/ZliVVTvRrundKG3acrUkXsbabSNRCbgeRsTlgG+0YVslnjiwaU3bYjllPGoiWt034al6gjHkCgbQKI1bbRcWCbBA4cOCDcYEAOkAPkQGs50OZbLodBAAIQgAAEckUAsYpYRaw2WbGqRaYjYcPL/iOxalV6OtM8TSD61ZvW5fP2sapCNJSRrYnVLMlrN64ee3GEVbim8tSRpfpQdywJJqZKVrfj8nBFsGrMbcuPjOcQgAAEikJAyZTZ2VluMCAHyAFyoMkcUO+b/IMABCAAAQiUgQBiFbGKWG1FrBpx6M/+tArNaJ80gegJTbVvShu2jGxNrHrVsFEs/oOUOOrI3EDEBm3r2CIewRhr5jli1QfNcwhAoMQEEKtIZcQ6OUAOtJYDiNUS/1FkaBCAAAQqRgCxilhFrNYVq7agVBLSfi4yfsD8uFQgFk2lp3of8ddYjaSjfpNJEZremqpGYpo2mxer4Q9mGcmp+mt2jVV7eYPwuJrFJ6hQDSpRnXgODMvA7gGJxpgiVpPiOE04azj8BwIdEWApgI7wcXAbBBCrrQkVBBS8yAFyALHaxh8bDoEABCAAgVwSQKwiVhGrKZf3m/VJA5FoyVQtDMMlANRxKWuGpq5Xah+nhWeaWFXvEYG8NW0Yqaq37KnF4lKL2wGr/6TY1eIzGpt7WX78buT2p/t1xhSu5ZrajnWsP6Y0sao61T9+ZfHzRHUcF48g0D4BxGr77DiyPQK+WD1y5IjceOONcvXVV3OrOAOVByofEImIRHLAzQHEant/bzgKAhCAAATyRwCxilittljN35wkIghAAAIQKBgBX6wqmXbbbbfJiRMnuFWcgcoDlQ9INVeqwQMeiNWC/aEjXAhAAAIQyCSAWEWsIlYzpwcbIAABCEAAAo0J+GJVVaoiVZHKJgdUPiASEYnkgJsDiNXGf1vYAwIQgAAEikEAsYpYRawWY64SJQQg0CQBlgJoEhS7dY0AYhWJaiRq2j1i1RVqCEZ4qBxArHbtTxANQQACEIBAnwkgVhGriNU+T0K6hwAEuksAsdpdnrTWmABiFbGaJlTNa4hVRCIyOZkDiNXGf1vYAwIQgAAEikEAsYpYRawWY64SJQQgAIG2CKgfsrN/CK+tRlIO0j/up3+4LmWjJH9QL22vsrzWtlgdu06WLVsW3zbcJAebXZNUH3ud7G92/xb323/NMll2zf6SLGlwUG7asEzWfuZg+niWmGX7YnVCRgYHZWQiKaW6Iuqmx2RocFCG9k/nb6mCiREZHByRidmssS8xm8x+s+KxX5+WsaGl5zq9f0gGh8ZkuqNY7bhbf9xJDIjVsvwFZBwQgAAEIIBYRawiVnkfgAAEIFBiArkQq0dHZaA2LOMl5dyWWNUyb63cdH9c7XnwM2tlWbNydYllIGI1Pi+m8rTd+6RYDcTbYEKa+kJuKeVh0NeSSdtOZR9itaHs7kRqdkXMz85KJzEgVkv6B5FhQQACEKggAcQqYrWUYvX48ePCDQbkQLFzoN2/ySwF4JLrj1h1YxDEaqJSMl2i7pfrlrmyNVPmLbFYzey3xcrXfLTToGJ1iceUJVaH9o7IkFOV6YvV1isIuyXM+t5OQ7GaZzbVOY+IVe9vHU8hAAEIQKCSBBCriNVSitVKzmYGDQEIaAK5FKtaLNakVgtuwwfik2XEp7qv1QZk9Gi8zTwy+5jncmBYartHZUa9oB6H7Zp7+9L/xLENYjFtqHs7TpFxGfb6qWUsBRCMxSxB4B9XvsrVblWspklIXTlqlguwL833xer9N8las19CziphGy85cN2YVY2ZcZxfsdoojuvU0gFhH+4l94HUNNuWLYuXL1Btrr3muiDurEpdPc60toN2r7smXE4hZKOFtRlr1KYRqzdZHOI4TkQszX7WkgHRtoBZJoc6cjZTrO6f1hV/8aX4vpDzK1bD5/uDS/hVxevg4JCMTduSMWgj2Ka2q1t8SX1ShLXTh91f8Hhir+krvHcuUTfjmtCXyOuY9k4EFZnhcgRRvOb1UKyOqcvd9RgGvcve3bh1/+ZYUy3ry1n9PI6zcbVu0EfUv886sz0zXnuJBe+8OHwUQ2+7dc6ytiXPZVhBanh58Zr9x+xz5TDzYxiUQWe7itNn4p8Xr43EOOPcoWI1+ovOAwhAAAIQKDgBxCpiFbFa8ElM+BCAQM4JhCIzkpT6eSxQtfjcPeBJTHdMCTmaEKu2rAxEpunPObZBLHaveg1V6/J9px0RaWmNVd2vHaPdU/EftyVWT5wQR9JZwtEIVreq1ZN+jvALxGkkTJ1t3nFapJqq2OzjdGy2rIwkZXBMJE91X9b6pfq5af+E6DFEQtiNJRi/JTgTclL1FbcVC1AlOYO2nKUTnHGHfHXf4b4R4/C5ics6zmVutxGOJYtDIvZYXtcTq4GoMuIzkFKxaHXlYSS1LFmlhWKd57OeXDRyLV6Xs/U+GlezBm3G4zCyzZPAoVSNBee0jO0N1wwNpWXcht+mF7duy21fsYmO97f7z42Mje79cxFIyyhWHZ/Vn/PcPzYcfyQpGz1XfY2EwtzfN96WOJfeuU499/byEwn+sfTU5zixPS0Wd51XX3D7z+3cQawW/28fI4AABCAAgYAAYhWxiljl3QACEIDAEhLQAtJUl+p+3B92UsIyq/LThOVLzWTFqist7TbtYxvFYvrT944MVbI2lsFqO2I1ptWuWDUC9cSJQFbqqs5I3AXyL5KlStwpAWi2WzLQeV0LPutYR6TGsk/3bbfhicFYrAZtRSL1hCcY/Tbq9ReO07QV9+HF5cViOAXVqEbEJuPKbq/BvvYYnPjVcUbsJtvwJayJ07+vL1bDKkMt3QJxFcnAsDowknmJ57PiyjMlGy3ZpyShJ9sSMi7RpicsU9qw5VjWY1eo+eMKBJ67jyf1vLhVP+7+fpxeH544dY9ton9TQRrJUDc+1V58ntS2oP/gXKXFYuR52I4anxHiKWONuNbZ5p5Lr08tiN3X3P3jmN1x2ON0j5/VTN1xOG16zPUY0l4L5TViNf4bwiMIQAACECg2AcQqYhWxWuw5TPQQgIBHIG9LAaQJSFt22o+9oURPE/vUrVh1pad9bKNYkpf7hzLVq7JVgaW1FQUsrjxmjdXmxKERrIF4tGSrubRd34di0ZKBgXCML5c3l93rdqz9fOFXTwzGkjKIwxa8znF++46YDGVwFP9aWbshrm6N+8jiE8jMaDwb1kq8lIAvOv3ndpvJbU7f3hjUNs1OjcWI7FAKZ3LIkMGKeSOxGlSiKiHqiaxWpWeaxPLEnCPCtODyBaX/PClnI+kXCrJYoMWX2TuX+4fS0Rd4abIzatuLW73u7p8RZygr9TgtKeoeG8jDtNei/tXYNE9rTEaEGukaXXIf7xOM0TuPeizxPvHSAqGkTBlrFEedbe659PrU58Z9zd0/Q6ymxBqdt5RYnDbT8i/ttTBvEKvxX0weQQACEIBAsQkgVhGriNViz2GihwAEPAK5FKsNKlbtNVG94einthzVLzQQq2p/UwVrH6tlaGYsXlWqXrsVsZp2PvzXWq9YDUSfLekC6WkLwKx9QmFoy0D1OBKAtlA8ISd80WkLQLsN+3WzTIF1Gb2pMlVxNi9W7fGouNznjtz0+tc8/Pic525bav/s9hrs67QbVwbv/8zaQLDq2JJtOBzS4g9fayxWQ3m5d0yvQRqJrKKI1VBAxpW1vgR1BZ+RhnXFZorEc/dPEasRr6C/7HiaFKu2OA7bThWnzn4pwjJlLIaBvq+3vc42R2qmymuXu7t/Vpx2xbN7vF/9rGJ32kyTqGmvIVb9PyE8hwAEIACBghNArCJWEasFn8SEDwEI9IpA+CNM9g82hWuWOmLUf82v9rSFpYjY4jNrJK4QDapB3R+vspcCcAWpLVmDylHrkn47FifOGRndMyAD0eX/XgVqWxWr/o9hZY22eK+3LlZDOWmvH6oknBZ85tJzT2AacWgEqiMDvapSLVOXSSBufSFo72s/diWsLSldgRgcE4lWJw63DSNSlzlrmbZQserwCMaRXbFq+JmlAmx+PgNPwvpjiJZmiNtKCGVvWQMtgjPkalNi1aqCbFusmjb8Sk37h5A8UafFmL3uZiQnA/nYUPwpSea1Ga0FG8XhCTojIhNC1l9j1b3svLFYDUWfqiSNqkvDcfiCz39uYoruJ2TEacMbgx6zLSGDvlOXAkg5L5pR1H7Qtv1DUUu2xmrUZ1KsOpJUcQjPj5+P/nObtXuOfMFu5dTsrFCxWry/dUQMAQhAAALpBBCriFXEavrcyHjVFRb+Ts6lsY6k8Pc0z5Oywmzp3n39mFvvJ5Q66tfBbcHUekNLc0RT3Jema1otO4E2xarCogVmTWpq3kSyMuDVjFh1L9EfkNF9w+KKVdN2cG9+uEr3oOeENV/rxKLfw6wYnfc0Ccevt4f9Zb4HJN/b4rbLJ1jbEatxRaZ9Cb8r8qIqzOhSemu7LwNDmRpdNv8Z65ftI1EY9BVJUSUCveNMFa0tVhNxGFEayWArLr9CVscZjvGa/U5Vqd9HUk4amaqOXys3jd0kayMZnZSl6ngtgRO8kvs6ffssjcS2xxlKU32caT9le3IMzSwFEAonLevstTv9qkz/eYrUDGWYudx8ZO+IDNpi1Ui+8DL2of1jMtKpWDWX6UeXxo/IiPrl+UZiVcm7cMwm3uiYhKz1JV0Ki1QZaMk8ry+7otWpIA3lqpaE0Zjs8bjnK4o94uxJWN1eKE+t9mJBqdoLxpNsK3tbQoSaCtKoj6T4tSWoWRc2jsOLcWhERobsfIxlaxDniIztd3+8yrQZjcMRuda5QKyW/QMT44MABCBQKQKIVcQqYjWc8upLvyMjUt8K6ktKR0L4gk8/t6vKVAdJ+ZDabUcv1o/ZCJvGYw+C0GN0LiXuKLjODlaCyI/F595ZDxxdQAJ5WwpgyRFqUeq/tyx5r3RgEWhbrGZUOKbJOV7zljgoELtkxaormNKkXrdeS5Nv3Wqbdnp3HsvImopV648IDyEAAQhAoNAEEKuIVcSqnsIplWipU7u+pHTEqn98qlj1d1qK5/VjblWsNlddtxTjSGkzTaym7MZL1SKAWK3W+c7DaBGrxZWevRDW/ROraZWTyMAySsoijgmxmoe/XsQAAQhAAALdIIBYRawiVtVMUoJuz7AMe5foqk1altqXvjr7hELW3q4vjTWvm7UMzXNzuW5QXabXPqzVxF6f0bymLxm2qjEDoTkqw1FfdoVaevvBm4TaZuJIe9sIjjUVq/X6yYot+zJn03cYnxqPEsy7R2V830B4WXQ4Dl11l7yM2emzZl1CrEW14VkLK1fDfpzxWksXKHbWpcv1xppGitcgkEsCVKz2/bQgVhGr9QRtL8WqWTM1uhQ7uhwfoVpE+VjmmBGrff/TRQAQgAAEINAlAohVxCpiVV+OH4jHQLTNxNMrUWVqRGGwi7+/U7Gqj7WEZqIt1Ya7FICWiJ5MNSJQb6vFMlU/tyRhHHQoEqNtbszxfuZRICNtsVqr048/5kCqWuN0JE/Q98DuOO7gx3MsmWykdhhvvaUGAslttaWOtXjpETncfRYpvOuM1RDiHgIQgEA9AohVxGpexGqZRRxjK5ccR6zW+6vCNghAAAIQKBIBxCpiFbGqRJyRc56oc0Spntm2pLQfB9Pe2d8RfCKBULSkoD7EFn2u4NSbLUnpi9SGArITsRodG1bsGj4pv2Dux+UuLZAypkZcrDEHVK3/6mMtht750nva7duPw2Zsbn7s9jarVx4WjEDllgIo2PkpY7i+WL3xxhvltttuk3qyjW3VkLEqD1Q+IAXLJQU5n52fT8RqGf8aMiYIQAAC1SSAWEWsVl6suhWYgeh0qjctyRhIw7A6M0vamf397fq5JQX1e44vVq3KT7XdOqahBNRC0r80XjWSFMDu250rPxv14/IS8Z+bKtyAYUrfjbgkxGoQX/Br6mp8FqOmxKrH3Dqm0VhdTjwrCgHEalHOVHni9MXqkSNHtExTl4BzqzYDJVVVPiDiOhdxMCwXQ8Rqef4GMhIIQAACVSeAWEWsVlys+tIuFJOhHPXFmyMpfUFo1mPtSKxaa4iqdydLMvqxONWVlixUh+l9oyrTFLnpvPMFDLJkstNPWxWrlghV/frcLHmsw7LG7PBWG/U2qz1v3Pp4u337sd7oVuDWZRruzx0EIACBRgR8sYoAKpcA4nxyPsmB7ucAYrXRXxa2QwACEIBAUQggVhGrlRarWhoaEWpmrS36HMmndrAlpV1tGhzstOdLPf3cE6dpa6xG8QTtO2usRttcQejIz6OjMrx7wFp71BWnZpjxvbu9kWxU2+0f27Llr2pTxxKtW2rzCntM5WJVldrMnX1nZHTPgAz4Fav2c9WFf8xuO95grCb+RmONGfEIAhCAQDYBxGr3pQsiC6bkQLlzALGa/TeFLRCAAAQgUCwCiFXEaoXFqisU46nrCtNAFFqX2DsiL2gjvkzd+tV5R/AFrdttBRWibl/mMvqoPUuk1peAoYRVv3qvK1WD56YK1fRrnsdjVY9cDvX7Sbv038hUw8iSpI6IDnv1uejn1jG2WI1EbbwEgB6Lz0WN25wXv/1wfIapkap65Hus82X6iip9XUo8Kw4BlgIozrkqS6SI1XILIAQf55cc6H4OIFbL8heQcUAAAhCAAGIVsVphscobAAQgUEYCiNUyntV8j0kJAm4wIAfIAXKgtRzI9zs70UEAAhCAAASaI4BYRawiVpubK+wFAQhAAAIQgAAEIAABCEAAAhCAAAQgAIGIAGIVsYpYjaYDDyAAAQhAAAIQgAAEIAABCEAAAhCAAAQg0BwBxCpiFbHa3FxhLwhAoCAEWAqgICeKMCEAAQhAAAIQgAAEIAABCBScAGIVsYpYLfgkJnwIQMAlgFh1efAMAhCAAAQgAAEIQAACEIAABJaGAGIVsYpYXZq5RasQgAAEIAABCEAAAhCAAAQgAAEIQAACJSaAWEWsllKsHj9+XLjBgBwodg6U+G8vQ4MABCAAAQhAAAIQgAAEIACBEhBArCJWSylWSzA3GQIEINAmAZYCaBMch0EAAhCAAAQgAAEIQAACEIBASwQQq4hVxGpLU4adIQCBvBNArOb9DBEfBCAAAQhAAAIQgAAEIACBchBArCJWEavlmMuMAgIQgAAE+kTgwIEDUuZbI6xlHnuvxtaIMdshAAEIQAACEIAABPJJALGKWEWs5nNuEhUEIAABCBSEgJJvs7OzpbypsTX6V+bx9+K8NsO40TlgOwQgAAEIQAACEIBAfwggVhGriNX+zD16hQAElogASwEsEViazSRQZrHYjPQr8/gRq5lpzwYIQAACEIAABCAAARFBrCJWEau8FUAAAqUigFgt1eksxGDKLBYRq0tfidwM40JMBIKEAAQgAAEIQAACFSSAWEWsIlbbmvgzMrq7JgP7Zto6urODWuj7wLDUasMy3lmHHA0BCEAAAnUIIFbLuxQCFat1Ep9NEIAABCAAAQhAAAJUrP41YhWxKoGorNVqEtwGZPSo/e4QbB92lplrQW7aTTX9eFyGa34c5uAW+kasGmjcQwACEFgyAohVxGonApaK1SWbmjQMAQhAAAIQgAAElpwAFauI1YqL1VCq7rFqOo+OykCtJrFIzZtYbeF9AbHaAix2LQsBlgIoy5kszjgQq4hVxGpx5iuRQgACEIAABCAAgW4SQKwiVqstVpV43D0q/gX9M/sGotfH95hK1uA+EK5h1eieYS1hdaWr145uI6qCtS7H1+J2WMZDgVuzpW40u7MrVk08ZhkC9Xxg36gMp/XliVV9bBinE58XexQGDyBQQAKI1QKetIKHvHRidVrGhgZlaP+0dCLu/GMn9g7K4N6Jptpspppy6ca/9Oubzs5OyMjgoAzq24hMzPaiT7ePZhgXfIoQPgQgAAEIQAACECgtAcQqYrXSYlWLxjSxaeSnnvrZFauxlFUiNF5z1RazqglbaIpue0AG9iSFbvxOky1WJVy6wBar9jqqzpgssapjisZar/04Ch5BAAIQgEBjAplicWIkFHZG3Kn7VuRdL8RqIBZHJlzZZ2RsM9IvbfzT+4eSYx8ak+meiMvmubUimQ2Tbt83w7hxFrIHBCAAAQhAAAIQgEA/CCBWEauI1Ug2WlOwSbFq5KY6MhaagWSNlxIQMTJVr90ailV3HVerb/2wnvgMq2XDH86K+w3acKSuEauqT6cqNWgjvVrWj4XnEIAABCBQj0CaWJzVUnVIxqZdYalEXpbETAq75gVh8li33+ztSyhWHZEajKXZStnseJsZV7Pcmt2vmT7b3wexWm92sQ0CEIAABCAAAQjkmwBiFbGKWF0isRr/GJZZSiD8MSpH2ma9QXRTrJr+7XVjVb+hXLUqbbOi4XUIFIkASwEU6WyVI9Y0saorNh2xmCLetHy1K1h90Weej1mXq7ti1vQzpi7vN5e0q8v8nWpZu49Zias0g/aj49Tx3hIBzUi/ZsdvYrWrVnUsJm6/mtcZw6AMejyzjnVfTx5npK2/X7TkgtevK8KNiI6XEFDHmbG1ch5MHM0wLsdMYRQQgAAEIAABCECgfAQQq4jVSotVMRWd3tx2qj5DAelUoHqX46vD48rRelLUVK9aa656fQdP67XRRsWqajRjrE41bWosvAiBYhFArBbrfJUh2jSxaMRmJOvSLoFvUqw6ywd4x2ihN2jJ1ukxGVKiMpKQoTy1hKkWitFzIwpTxO/srDQj/dLGb0RjLFGDfmweOo4ozlD4mud6HHbFrxpHLIjrHjtrhHSjtWlT9vP79Z9Ha7LGsShB2s55QKyWYfYzBghAAAIQgAAEqk4AsYpYrbZYNVWbdtWqFpB2dWfaZfOu3FRvJLFYFXHFrJKp4zJ+NHy76XnFaixxVYz28gVBREri2uOt+tsi44cABCDQGoE0sailmVf5qCpDbbEYyFdb0Pmiz3+u5KcrQrMEpl1l6e/TM7EaVaIG1bR2TME4bHE6K7NaYoY89GNLGDtiWjGoc2wHYtVlE8hm9zWXv5GjPmP/PEXy1YhjazzNyOvWMpK9IQABCEAAAhCAAAR6RQCxilituFhVUy2+JD64fD+8ZN+ehVqGhpfUawlbX6yqQ7VoraVcht+0WI2PNcsKBFWzbt+20NWj2Tcg0Y9q+VWq4TiGDwQy1bTLWqv2yeYxBCAAgdYIZIpVS55pARfKwkiuetWnswkhmCZW3dfaEXrNiEIjDJuRfmnjd+NKVqsGEtVaviCSsLEw1W1Er1tSOuToLGGg9zPHuozMWJL3yf1cNojV1mYCe0MAAhCAAMEPUycAACAASURBVAQgAIHqEUCsIlYRq9Wb94wYAqUmwFIApT69uRxcmlhMSrwUSdeWWHUrJl2BmaxoVXH4+7jy0G3Pj7s7YtVUo1oVqFqOGhEasPH7dp5rVuH+DY9NClOnrUh4J/dz2aScM69i2LTrM6ZiNZdTlaAgAAEIQAACEIBA1wkgVhGriNWuTysahAAE+kkAsdpP+tXsO02sKkHnXvrehFwMlw6IKloTFaxmLc94+YB2hJ4rD5Ny0chCdd81sapkpi1HZ701VbXsVLGEY5sYcZdN8GSqHoNzWb11rGk7Wkc2S9ymjN3rJ6istQVwuohu5zwYzs0wrubMYtQQgAAEIAABCEAg/wQQq4hVxGr+5ykRQgACEIBAjgmkidX0S91tQWdVQ5rL3feOydiQdcl7KFbdS95jqarEXDtCzxWrRniGl+V7MrIZ6Zc2/mRc9nhjDjoWM351H/UfCEx77L6ozj42ltj6eEfA2pI1RaxGAjhepsDtF7Ga46lIaBCAAAQgAAEIQKDnBBCriFXEas+nHR1CAAIQgECZCKSJRVONWPT7dsVq0cfdy/ibYVym+cJYIAABCEAAAhCAQJkIIFYRq4jVMs1oxgIBCAhLAZAEvSaAWD0gvRSRZesLsdrrGUt/EIAABCAAAQhAoHsEEKuIVcRq9+YTLUEAAjkggFjNwUmoWAiIVcRqJ7IXsVqxNwyGCwEIQAACEIBAqQggVhGrpRSrx48fF24wIAeKnQOl+mvLYEpNALGKWEWslnqKMzgIQAACEIAABCCQSQCxilgtpVjNzHg2QAACEIAABLpMALGKWEWsdnlS0RwEIAABCEAAAhAoCAHEKmIVsVqQyUqYEIBAcwRYCqA5TuzVPQKIVcQqYrV784mWIAABCEAAAhCAQJEIIFYRq4jVIs1YYoUABBoSQKw2RMQOXSagxGqZb41wlXnsvRpbI8ZshwAEIAABCEAAAhDIJwHEKmIVsZrPuUlUEIAABCAAAQhAAAIQgAAEIAABCEAAAjkmgFhFrCJWczxBCQ0CEIAABCAAAQhAAAIQgAAEIAABCEAgnwQQq4hVxGo+5yZRQQACbRJgKYA2wXEYBCAAAQhAAAIQgAAEIAABCLREALGKWEWstjRl2BkCEMg7AcRq3s8Q8UEAAhCAAAQgAAEIQAACECgHAcQqYhWxWo65zCggAAEIQAACEIAABCAAAQhAAAIQgAAEekgAsYpYRaz2cMLRFQQgAAEIQAACEIAABCAAAQhAAAIQgEA5CCBWEauI1XLMZUYBAQiEBFgKgFSAAAQgAAEIQAACEIAABCAAgV4QQKwiVhGrvZhp9AEBCPSMAGK1Z6jpCAIQgAAEIAABCEAAAhCAQKUJIFYRq4jVSr8FMHgIQAACEIAABCAAAQhAAAIQgAAEIACBdgggVhGriNV2Zg7HQAACEIAABCAAAQhAAAIQgAAEIAABCFSaAGIVsYpYrfRbQIeDn1+Q+SNPyOlb75bj7/tbmVl/gzz0e1fK5Is2ysFz1srBZQW9nbNWj0GNRY1Jje30N+6R+eknReYXOoTG4UtNgKUAlpow7UMAAhCAAAQgAAEIQAACEICAIoBYRawiVnkvaI3Aosji87Mye/BROXnjP8r0quvlod+/Sg6/+iI59PLtMvnLm+TgOeuKK1WNDD5nnR6LGpMa20OvfZNMr36/HrMau2Igi62hY+/eEECs9oYzvUAAAhCAAAQgAAEIQAACEKg6AcQqYhWxWvV3gRbGvzg7J/OPPSXPfu1umdn8ITn8mxcH1alGRpb8XlXiqjGrsSsG8zPHZXF2vgWC7AoBCEAAAhCAAAQgAAEIQAACEIBAWQggVhGriNWyzOalHIeqUp2b11L1qffdIg/85iUy+Uvri1+V2qYIVmNXDI5/8Esyf/S4ZkP16lImIG1DAAIQgAAEIAABCEAAAhCAAATyRwCxilhFrOZvXuYuIiVV5w7PyLFL/lIOvWJHpaWqWTdWyVXF4tglH9dsFCP+5YMASwHk4zwQBQQgAAEIQAACEIAABCAAgbITQKwiVhGrZZ/lHY7PXP6vpOrh37hQDp5b3UpVI1Wj+3PXy+FXXyiPXzEcVK6yLECH2dadwxGr3eFIKxCAAAQgAAEIQAACEIAABCBQnwBiFbGKWK0/R6q9dVGCy//fe4uuzkSqrk0sf6ArV1+5M1gW4LHj/KBVtWcMo4cABCAAAQhAAAIQgAAEIACBChFArCJWEasVmvCtDlX98r36kaYHXlPtNVWjCtWMNVn1mquvuUSzUsz4BwEIQAACEIAABCAAAQhAAAIQgED5CSBWEauI1fLP87ZHOHvwUZnZ/CHWVM0QqrZwVXJVsVLM+NdfAiwF0F/+9A4BCEAAAhCAAAQgAAEIQKAqBBCriFXEalVme6vjnF+Qkzf+oxz+zdclLn+3hSKP4+UBFCvFTOYXWqXN/l0kgFjtIkyaggAEIAABCEAAAhCAAAQgAIFMAohVxCpiNXN6VHvD3JEnZHrV9TL5oo2I1SYqVpVgVqymV79f5qefrHbyMHoIQAACEIAABCAAAQhAAAIQgEAFCCBWEauI1QpM9HaG+Oytd8uDv38VUrVJqWoqdx967Zvk9DfuaQc5x0AAAhCAAAQgAAEIQAACEIAABCBQIAKIVcQqYrVAE7aXoR5/7y1y+NUXIVZbFKuK2fH33dLLU0VfHgGWAvCA8BQCEIAABCAAAQhAAAIQgAAEloQAYhWxilhdkqlV/EZn1r1fDr18G2K1RbGqmCl2/OsfAcRq/9jTMwQgAAEIQAACEIAABCAAgSoRQKwiVhGrVZrxLYz1od+7UiZ/eRNitUWxqpgpdvyDAAQgAAEIQAACEIAABCAAAQhAoNwEEKuIVcRqued426PTUvXcdYjVFsXqwXPXaSHdNngOhAAEIAABCEAAAhCAAAQgAAEIQKAQBBCriFXEaiGmau+DPHjOWqRqq1LV7H/O2t6fMHqMCLAUQISCBxCAAAQgAAEIQAACEIAABCCwhAQQq4hVxOoSTrAiN21+5Z779gRzkc990WNHrBb9DBI/BCAAAQhAAAIQgAAEIACBYhBArCJWEavFmKs9jxKh2p5QNdx6fsLoEAIQgAAEIAABCEAAAhCAAAQgAIGeEkCsIlYRqz2dcsXpzAjClu9fsEEmX7ZNpl65Sw69apcc+rXtMvXijXLwnIz1Wn9pg0y+dJtMvWKn3n/q5dtk8kXr9f6TL90qU68I23nVLpl62WaZfEFGO+Fl+JMv2iRTv75LDoX9x+11Jkpb5VCcM02kEIAABCAAAQhAAAIQgAAEIAABCLRDALGKWEWstjNzKnBMqyLR7D/5m2+WR/76Xpl99LjMP3lK5u77mZzc8s5Arpo1SK37yde4+z9/5z0y/cevl8kXbZVHPnSbnHn4ad2OauvMZ26Sh393e521XzfI4f/0ATl531My9/gpfdzzPzogj//fqr31dY7rvnStQIrkdogsBZDbU0NgEIAABCAAAQhAAAIQgAAESkUAsYpYRayWakp3bzBGlLZ6P/k7A3Jk789k4bk5HczCkYfkmQvfJVMv2ZgqNvX+t8T7z913n8z81ytk8pc3yuFtX5BnHjwZDWr+vh/Lk//PFant6Dh/5UJ5+I1fkefPLMrioogsPC/Pf/e78ui/2SyTv1S/0rXVcTbaPwqaBz0ngFjtOXI6hAAEIAABCEAAAhCAAAQgUEkCiFXEKmK1klO/8aAbicOs7W2JVUvExmJ1vUz+3rvl6LceFOVI9b8nZ+SZ9/6FTJ2bUWH621fJ9Od+Gu2/eOIJOf2RT8jhF6yVg+dkHGNVz2aNqZ3XTcjcQwACEIAABCAAAQhAAAIQgAAEIFBOAohVxCpitZxzu+NRtSMT1THdFKsHX3GpPHLtd2V+IRzO/HNy9muj8sivr5PJFLk69Qcfkifufiwa+8LP7pGn/rhOhesSSVXFgX8QgAAEIAABCEAAAhCAAAQgAAEIlJsAYhWxilgt9xxve3S5EKvnbpIHVu6RZx+fk0UtVxdlbnxcjv6nS2QqZc3UB97yNTkzcyYa8/N7PycP/5tt2UsHIFYjVmV6wFIAZTqbjAUCEIAABCAAAQhAAAIQgEB+CSBWEauI1fzOz75GlguxumydTP3hu+SJ2x+VhbPzmsfCY0fk9NveI1Mv2xQL03PWyy9ecqk8tndc5s4siLawzx+Xk5e9Vw6/1P7Rqo0y9crXyQP/+3Vy9DN3yKl/uFOe+coPo9vJG2+R6f/tKjn8yq0dr8na15NX8c4RqxVPAIYPAQhAAAIQgAAEIAABCECgRwQQq4hVxGqPJlvRuumpWE398apAiE6++gp56MP/LPPPPh8gfPakzH/zy/LgK7bKpFk39QWb5OC/f6+cvOuRYH3VuVlZnByXx/7kTTIZVaWul6l/OyCPvm1Unv3ZtMw9Nxf8wJV1YhaOPy2zE/fJ8bd+RB789S0dyVWrWR5CAAIQgAAEIAABCEAAAhCAAAQgUEICiFXEKmK1hBO7G0PKi1g9+NKdMvmnn5YzT50OROjCrCzMTMrjv79DDqkfpVLi9CVb5fD2v5PTDz2th7743HNy9ubPysP/465g+znr5OALd8gjH/onOfPkWdENPf+8LJx8VuafPCXzx5+RhTNquQH1M1kLsvD0MTmx5o1y+KUb4qrYSNA29yNY3TgHtAEBCEAAAhCAAAQgAAEIQAACEIBAfgkgVhGriNX8zs++RpYbsXrOBpl81Rvl2J1HZe45tRzAoiyePCknd14hh18eiM/Jl++QR79wUGZPzobbj8vJHVdF2w++cJP84j+8R07e+bAszi+KPP+8zN11h0z/l7fKoVftksO/+3qZHvm5PP/UWc188dnT8tyeT8pDr9mOWO1rFrbXOUsBtMeNoyAAAQhAAAIQgAAEIAABCECgNQKIVcQqYrW1OVOZvXMjVpetk8mX7ZAHB74jZ2ae1fwXTz8nZ2/6tDz82zvk4As2y+RvDcrxB07KwuyiyOwZWZi8R6b/7Q6ZesG6QIyeu14OvuoSeXjFh+TYp/9Zztz9C3n6dbvl8Cu2BNtfslUObfxrOT0VVLzKmTMy99Uvy5F/dwFitYAZj1gt4EkjZAhAAAIQgAAEIAABCEAAAgUkgFhFrCJWCzhxexFy22L1twfkyBfuk4XTczrMhSMPyTMXvkumXrIxVVJO/s6AHKmzxqqO40WbZfKP/l85NX40WEN19nlZvPdOmf4/LpfJX71QJnf8ncyePKO3LT79lMze/Ndy+OWhNLUv4X/RFpl6zSXy0B+8WQ7/5gVy+LcuksO/e5kc/vfvkEev3SdnjpwK0J49I/Pf3CeP/q8XpcbcDJtenCP6gAAEIAABCEAAAhCAAAQgAAEIQKB/BBCriFXEav/mX657bkYepu0z+Vtvkoc/NS4Lp9Vl+SJarF70bpl6yaZUSdmUWD13g/zi194kx279mcyrS/kX50VOPyZPbRiUw//mzfLITaa/RVl48JCc3PmOFJG7Tg6+aJNM/up2OfQbF8nhP/mwPPnJb8vJL/5ATn3zZzJ3di6QtipoxGquc5PgIAABCEAAAhCAAAQgAAEIQAACeSCAWEWsIlbzMBNzGEOaNG3mtcnXvFEe+sSPZf7ZQKwuPvaInL7yOpl6aR2xuvdnsvBcUOE6d999MvNfr5DJX17vithzN8jD198mZ58K2lVy9czHPy6PrL1BTkyckIXZBRGZk9nbvifTv7NBJn/J/pEptSTARjn8x++Xo//f3TL71CmZf/q0LDx7Rhafe14Wz84FP2hlzgNi1ZAo5D1LARTytBE0BCAAAQhAAAIQgAAEIACBwhFArCJWEauFm7a9CbgZiZq6z2+8Xh684Q6Zf/Z5Heji44/J2es+IId+ZbMrSsNL9Kd+751y9BsPysJZ9cNUInM/GZeZP7pIJl/kidVla+XQn9woJ372ZARg7t675MR7bpXnnpmXReVVTz0lp/f8lRx64Vo5eI4lVl+0Sab+z/fL8e9Mydzx52RxYUHkmZMyd/hROfvjX8iZz39RZm64Vc4ceSZoG7EaMS7iA8RqEc8aMUMAAhCAAAQgAAEIQAACECgeAcQqYhWxWrx525OIU6WpvV5p1uNXXiyH3/FtmT91Nojz1NMy//eflwdfvUMmzY9JmWNfsFEO/fH75eRPT8jinDKjCzJ7193y2Gu3JvddtlYmf/fN8tjen0eX7C8+eUrmDk2LOlL9W3jgF/L01jcnBO7ky7bLwx/8oZx9/LSILMrimedk9stfkZnz3iEP/f4b5MF/d5lMrfiEPHt/KG0RqyFR7iAAAQhAAAIQgAAEIAABCEAAAhDIIoBYRawiVrNmR8Vfb1us/souObh5ROaeOi2Li8p2zsnCE9Py1GXXyAO/sVOmXrpZJl+yJbi9+lJ55Jqvy+zpxWDf+TNy9tZReeTla2TyXKviNBSxv3jJhfLQZV+R5+fC/Z1ztCjPf+OrcuR/vjApVn9tpxy97QmZO60U7LwsnHhInvzDXXL4xevk4DnrZPJXdsjhTZ+V04dOBC0iVh2yPIEABCAAAQhAAAIQgAAEIAABCEAgSQCxilhFrCbnBa+IJORk06L13A0y+T9cJcfuPCpzz6nL+xdFFuZl4dQJOfM3X5Jjl3xMZi78S5m58JPy5Ld+IbMnzwZSVVF/akaeed+HUqWq7v+c9XL4v3xQTh0+I4tzytqaf+rxWXnuXR+UB381uYTApCNWRRafeUZOv+1qefA3tsjBl+2QQ3/0XnniHw9H68Ly41WGazHvWQqgmOeNqCEAAQhAAAIQgAAEIAABCBSNAGIVsYpYLdqs7VG8TYtUc1l/dL9OJl+8VR7Y8ml59v4nVMFq+G9RFk6ckvnpJ2TuyJMyd+QpmX8mlKqqtPX55+Tsl78sR/7gorpSd+p/ers89tVJWTgTNSwyNyeLh++TY3/6Fpl6QbLSdfJl2+Th9/9Azh59Nohlbk4WDh+W5775I3lm9Mfy7E8ekflTZ2RR/QCWKmp9/qws3vldmf6Pl9SNpR4jM2rue08Asdp75vQIAQhAAAIQgAAEIAABCECgigQQq4hVxGoVZ34TY64nDRtuO3e9HPy1C+ThN31JTt1+SGYfO65/nEovDWD3rZYJOPWMzD34qJz579+UR/+vN8rUi5MVp05/r7hYDr/1WzJn1nBVNbFnzsjsV78kj6QsA6CPfeEmmfqP18iT/zAhs0dPqQLa6N/i2edl/vEn5ezdB+TZex6V+WfmRObnRB68T45miFonnkgou0I36oAHEIAABCAAAQhAAAIQgAAEIAABCJSSAGIVsYpYLeXU7nxQzcjDhvu8cIsc+v23y2Ov/6ScOPCEzB47JfNPWreZY/Lc3++Tx7beIA+9cpNMpayrmujjhdvk4P/yITn5wOMyF7Y198gxOfmWq+WBV2yuW2F66A/eIY8Nflmee/CkzD8RxDH78yl56t1/JY/8h0vkwQu+IKfuOybzT56U+ZkZOXXVtXL4xa4wTcSDWO082WgBAhCAAAQgAAEIQAACEIAABCBQQAKIVcQqYrWAE7cXITcrEOvud846OfiCDTL50i0y9es75dArd8mhV1m3V+6UqZdvk8kXb5LJc9fVlaJRP7rNTUF7pq1X7JSpF29s3MYLN4paFmDKimPq13fI1Mu2yOQL1+sf1Jr6tTBOFZtq8xzEai/yrZt9sBRAN2nSFgQgAAEIQAACEIAABCAAAQhkEUCsIlYRq1mzo+KvRyIzoyKT7fWFa8XTp6/DR6z2FT+dQwACEIAABCAAAQhAAAIQqAwBxCpiFbFamene2kARp/XFaSM+rdFmbwhAAAIQgAAEIAABCEAAAhCAAASKRgCxilhFrBZt1vYo3kbikO31xWuPThPdQAACEIAABCAAAQhAAAIQgAAEINAnAohVxCpitU+TL+/dIk7ri9NGfPJ+fsscH0sBlPnsMjYIQAACEIAABCAAAQhAAAL5IYBYRawiVvMzH3MVSSNxyPb64jVXJ7NiwSBWK3bCGS4EIAABCEAAAhCAAAQgAIE+EUCsIlYRq32afHnvFnFaX5w24pP380t8EIAABCAAAQhAAAIQgAAEIAABCHRGALGKWEWsdjaHSnt0I3HI9vritbSJwcAgAAEIQAACEIAABCAAAQhAAAIQ0AQQq4hVxCpvBqkEEKf1xWkjPqlQebEnBFgKoCeY6QQCEIAABCAAAQhAAAIQgEDlCSBWEauI1cq/DaQDaCQO2V5fvKZT5dVeEECs9oIyfUAAAhCAAAQgAAEIQAACEIAAYhWxiljlfSCVwN0vXiPc2meQCpUXIQABCEAAAhCAAAQgAAEIQAACECgNAcQqYhWxWprp3N2BXPuHK4Rb+wy6ezZoDQIQgAAEIAABCEAAAhCAAAQgAIG8EUCsIlYRq3mblTmJZ/Wfni/c2meQk9NYyTBYCqCSp51BQwACEIAABCAAAQhAAAIQ6DkBxCpiFbHa82lXjA7PP/984dY+g2Kc5XJGiVgt53llVBCAAAQgAAEIQAACEIAABPJGALGKWEWs5m1W5iQepGr7UlWx4x8EIAABCEAAAhCAAAQgAAEIQAAC5SaAWEWsIlbLPcfbHh1iFbHadvJwIAQgAAEIQAACEIAABCAAAQhAoAIEEKuIVcRqBSZ6O0NErCJW28mbPBzDUgB5OAvEAAEIQAACEIAABCAAAQhAoPwEEKuIVcRq+ed5WyNErCJW20qcHByEWM3BSSAECEAAAhCAAAQgAAEIQAACFSCAWEWsIlYrMNHbGWIrYnXFylWy9fUD8ra3XiWv27TO+9GrlbJq9TZ563uukTdcvF3WrehMWLpxLZd1m7fLlW+/Wi7dukrWrDxf1m3ZIVe98xq56pJtsm71Si+WbvZdv612mHMMBCAAAQhAAAIQgAAEIAABCEAAAsUhgFhFrCJWizNfexqpKzDrS8TV6zbI2z97u9x74Fvy8Ssv8GTmWtmw5V1y58lj8rXha2TXmvO87fXbrh/HKrnsHR+WsYPT8tk/Xy9b154nO94yKF+79wHZN/wO2bFpTRf7ai3Onp4sOoMABCAAAQhAAAIQgAAEIAABCECg5wQQq4hVxGrPp10xOqwvNF3J2D+xukauunZY7j36tHx+cIMWqytXrZa1GzbK2tWrZOWK5YjVYqRbV6NkKYCu4qQxCEAAAhCAAAQgAAEIQAACEMgggFhFrCJWMyZH1V9eKrG6c90aWX7RO+Ufvvs1+Yu3XC7rz1eSdoWcf/42uf6mL8jem/fIJeuWS239RTL02RH54s2fkIH/9ln53u3flx/84A75+pf/Rt556XZZvWqFXPjeG2XswEE5fmZWHvzpXXLLh98ir7/qKrnxy9+QT77nDbJx8za57F0flW9+/WZ5x7tukC/dul+3cfs/fV0+9tbXybaNa7V4Xb5ypWzYcZFc/cm/lbHbfyDfv/178sVPXivv/+svyS2fu0nesPU8WbnclcmN+FQ9f/o5fsRqP+nTNwQgAAEIQAACEIAABCAAgeoQQKwiVhGr1ZnvLY20kTi0t5uK1X/51+/J37zzLbJr1y7rdolcdsVfyIFnn5DR4Wtkx4YNsuKN/02mnnlYbrn+nbLlPLU0wAo57/zXyWd/cEAO3PN12b15hdS2XCVfuWtCHn7453LPXXfKHXfcIXfeMy73T03Jz/ffJBdvWCOXvPeTCbH65sFr5Vs/Pybf+PSgbN91sbx9+CvyxFMPyT8fmJA7f3CH/PNd98i9Bx+Qh//1dvnA7ktk9YqVsnLjTrn+C9+S8Z/dL/f+8C654wd3yO333i0/nToq999zh7zropqsbnFt2JZgszMEIAABCEAAAhCAAAQgAAEIQAAChSOAWEWsIlYLN217E7AtThs9NmL154en5L4ffl++8Y1vWLfvyNh375ajZ0/I11sVqz/+uRx75H7Z+8E3y/o1q2TV1svlhi/eJk+cOiQfvXiDbFixRt503Sdl/PGT0VIAF7ztOles3nirPHX2Wbnnb/9Crrhgs6xcv10ueO/n5JHTx+RrQ++Sres2yH9+60dl6olp+c5NH5U3blkvK9ask63v+5Tc9cAxeXACsdqbjKMXCEAAAhCAAAQgAAEIQAACEIBAsQggVhGriNVizdmeRbt69WpZvry5NUqXTqz+i9x3z60ysGmlrFKX4q/YIn/2wRGZeuYh+fgVG2TjymbE6lfl6DOH5ROXb5HNq5bL+cvXy8bt18pdp47J1/a8Wy7edYEMfObbcvS+2+X6t14qq9S6rMtXyIo1u+SvbhuX8QOtiVXFTLHjX/8IsBRA/9jTMwQgAAEIQAACEIAABCAAgSoRQKwiVhGrVZrxLYz14osv1oKwUbWq2m7EateXAvjxuPzkB1+Sy88/T1bqtVg3ydtu+LxMPvOwfPzKDbJpVTNi9Ssyc+qncv3m9eF6rmtlw5Z3yZ0nj8nXhq+Ryy66RK79u9vl4R99Va6+Yqf1Y1cr5b1/f6fcfXdrYlVJVcWOf/0jgFjtH3t6hgAEIAABCEAAAhCAAAQgUCUCiFXEKmK1SjO+hbFed911smHDBks0Zv94kxGr9x74lnz8ygu8Y1yRGa+x+oh88f3vlK3Lz5Pzl6+U81ZfJp+/8ycybq+x+uOfyL13/J1cdl4nYvW/y8zJf5X3bUwXqxdf8Dr5sy98V6YnxuS6N18UCtzl8qcr18sHvnqX3NuiWFXMrr322hZIsysEIAABCEAAAhCAAAQgAAEIQAACRSSAWEWsIlaLOHN7EPPNN98s27Zt8yRpulxtSayuXy8rrvyw/PzpGbl1z3vk4o3rZO36jbLh9YOy/6eT8tOWxOrqcI3VU7L3um2yc8MKuejt/hqr9cXqzq1bZfkNN8ux6fvlc+97h2xbv07WrNsgtYsG5Cs/npSf/6S1ilXFTLHjHwQgAAEIQAACEIAABCAAAQhAAALlJoBYRawiSrHXVAAAIABJREFUVss9x9se3Y9+9CO5/PLLWxKrP1EVq1ckK1bXb44vvd+1ZoWs3XSZfOZfZ+TBh38qt35qj3x0aEj+/gf3yQNPPin/8qOvy+7NK6S25Sr5SqOK1ZUr5Q3X/KX85Ikz8v2/+0u9RuobB9+rf7zqm58elO27Lpa331hfrO5au1LWbnm93PzjB+XwgxMy+qk98pGhIfn07T+Rw8dOyS9aXGNVMVPs+Nc/AiwF0D/29AwBCEAAAhCAAAQgAAEIQKBKBBCriFXEapVmfAtjfeKJJ0QtB7Bq1aqGcnXlmrXyho/+vezf/0W5/oIt3v6rZc36t8pX77tXbv7AgGxZdb6sXLVWduy+Xka+c7v8ZPxeueuuu+SLH3uPfOrr35Vvj47IFRuWS23jpXLTN74j3/7KX8mF550nK/Qaq+vkyj//hHz//h/KBy9eK+tWLJfNF14hQ1/7gdz747vlO5/7gFzxtj+XL37vXvnbjwzIpi3b5Q0f+oz8+L5vy5+vXSNrdBtp8ayRC676Mxn60rflngP3yo9+dJfcunePfPb2+2X8nuYrVhUrxUyx41//CCBW+8eeniEAAQhAAAIQgAAEIAABCFSJAGIVsYpYrdKMb2GsCwsLsm/fPtmxY4cnSpPLASxfuVI27LhIdu7YLls3rPX2XyErV62Xi15/mWzbslHWrFDHL5fzz18t2y64SF7/hjfIFZdfLlvXr5FdF+6SnRfslPUrl8v5K9fJjgsvkAsv2KGF6HItRVfJhs1b5eLLL5VNa1fJquXny8rV62TD9gvl8iuulIt2bZPt27fK9tddJts3r5fVa9bJhq3b5NLXXywbVq0M109141m9eo2s3HW5XPfuq+Utb3mTXPHGq+TKK98gr7v0TfL57/9EDvzw27J7a0331eiHvBQrxUyx4x8EIAABCEAAAhCAAAQgAAEIQAAC5SaAWEWsIlbLPcc7Gt2RI0fk+uuvlxUrVniyNClXG0nHvG7/03Vb5D+/5zNydOYR+e7IR+TSC7bJ1u075cq/2CsHfnG/3P7lj8nG886TQOxmj1sxUqwUM/5BAAIQgAAEIAABCEAAAhCAAAQgUH4CiFXEKmK1/PO87RHOzs7KD3/4Q9m5c2d55eryVbJq4yXy4W/8UA5OH5NnnjklJ58+IU9NH5bbv/opefPOLU1JVcVIsVLM+NdfAiwF0F/+9A4BCEAAAhCAAAQgAAEIQKAqBBCriFXEalVme5vjfOqpp+SWW26RTZs2lVSuLpflK1fLugsulbe961q54YYb5P3vv17e9+53yiW7tsi61SvrVuuqStXNmzdrRooV//pPALHa/3NABBCAAAQgAAEIQAACEIAABKpAALGKWEWsVmGmdzDGubk5UcLwIx/5iGzbtq2kcjX7Ev96SxgoqaqYfOxjH9OMFCv+QQACEIAABCAAAQhAAAIQgAAEIFANAohVxCpitRpzvaNRzs/Py/T0tJar5a1cbU2umkpVJVUVG8WIfxCAAAQgAAEIQAACEIAABCAAAQhUhwBiFbGKWK3OfO9opEocmmUBSr3m6vmNBauSqoqBWiJBMUGqdpRaXT+YpQC6jpQGIQABCEAAAhCAAAQgAAEIQCCFAGIVsYpYTZkYvJROwCwLoH6k6frrr5cdO3bIqlWr6q5BWu9S+qJtU2NVY1ZjVwyUVOXy//Rc6eeriNV+0qdvCEAAAhCAAAQgAAEIQAAC1SGAWEWsIlarM9+7NlL1y/dHjhyRffv2ybXXXiuXXXaZ/gGndevWyerVq2X58uWFl61qDGosakzqx6nUGNVY1ZjV2BUD/kEAAhCAAAQgAAEIQAACEIAABCBQXQKIVcQqYrW687/jkS8sLMjjjz8u//RP/yQf/ehH5eqrr5aLL764FFWsqjpVjUWNSY3te9/7nh6rGjP/IAABCEAAAhCAAAQgAAEIQAACEIAAYhWxiljlfQACECgVAZYCKNXpZDAQgAAEIAABCEAAAhCAAARySwCxilhFrOZ2ehIYBCDQDgHEajvUOAYCEIAABCAAAQhAAAIQgAAEWiWAWEWsIlZbnTXsDwEIQAACEIAABCAAAQhAAAIQgAAEIFB5AohVxCpitfJvAwCAAAQgAAEIQAACEIAABCAAAQhAAAIQaJUAYhWxilhtddawPwQgkGsCLAWQ69NDcBCAAAQgAAEIQAACEIAABEpDALGKWEWslmY6MxAIQEARQKySBxCAAAQgAAEIQAACEIAABCDQCwKIVcQqYrUXM40+IAABCEAAAhCAAAQgAAEIQAACEIAABEpFALGKWEWslmpKMxgIQAACEIAABCAAAQhAAAIQgAAEIACBXhBArCJWEau9mGn0AQEI9IwASwH0DDUdQQACEIAABCAAAQhAAAIQqDQBxCpiFbFa6bcABg+B8hFArJbvnDIiCEAAAhCAAAQgAAEIQAACeSSAWEWsIlbzODOJCQIQgAAEIAABCEAAAhCAAAQgAAEIQCDXBBCriFXEaq6nKMFBAAIQgAAEIAABCEAAAhCAAAQgAAEI5JEAYhWxiljN48wkJghAoG0CLAXQNjoOhAAEIAABCEAAAhCAAAQgAIEWCCBWEauI1RYmDLtCAAL5J4BYzf85IkIIQAACEIAABCAAAQhAAAJlIIBYRawiVsswkxkDBCAAAQhAAAIQgAAEIAABCEAAAhCAQE8JIFYRq4jVnk45OoMABCAAAQhAAAIQgAAEIAABCEAAAhAoA4H/v70zgZKsqNZ1diPNDCKTMiMyKCiCog9BRu8VFARkcGDQBdpXROHJ5SmCoKgMiijqeniRWVCuEzI8RZlZMjgwXKBBGhBoQBoUhQa6m6mJt/6o+rN2RZ2syszKrMrq+s5ahx2xY8eOON+J0935E3kSYRVhFWG1h57kX/ziF4kTBp1eAz20xMdkKrwKYEwwMwgEIAABCEAAAhCAAAQgAIFJTwBhFWEVYbWH/hiQoMYBgU4SmIxrCmG1kyuIXBCAAAQgAAEIQAACEIAABCDQiADCKsIqwmqjp2Mc/JNRBBsHzJNqSNbUpLrdXCwEIAABCEAAAhCAAAQgAAEIjCEBhFWEVYTVMXzgRhoKEWwkQp1vf+WVV9ITTzyR5s+fn5M/++yz6c9//nN67rnncl1+tStuIh6sqYl415gzBCAAAQhAAAIQgAAEIAABCEwEAgir7Qmrc+bMSe2etdNOa23QyRp/4omnJS3QyXQggo393X7++efTr3/96/Twww/nwZ955pl0ww03JAmsOh588MHcrriJeEzGNcWrACbiSmXOEIAABCAAAQhAAAIQgAAEJh4BhNXWNM52xdTYD2G1SWEZYXXi/YEyUWYsEfUPf/hDWrBgQZ6ydqe+9NJLldOX37tXtWv1kUceSRJfJ8qBsDpR7hTzhAAEIAABCEAAAhCAAAQgAIGJRgBhFWGVVwH00FPbqyKYBMW//OUv6ZprrkmXXXZZuvTSS9Mll1ySrrjiinTnnXemefPmdYyiREuNdc899+Tz3nvvTZ3eLTp79ux0++2314XVZicvkVXXrB2RE+Xo1TU1UfgxTwhAAAIQgAAEIAABCEAAAhCAQCMCCKsIqwirjZ6OcfD3qgimHZubbLJJqtVqQ85FFlkkbbjhhumII46of51+NOguuOCCPIbyLr300mmVVVZJd91112hSdrTvCy+8kAXZl19+Ob8uoNffvdqra6qjN4VkEIAABCAAAQhAAAIQgAAEIACBcSCAsIqwirA6Dg9eoyF7VQTT+0Y32GCDLHiuu+66aeedd04f+MAH0tZbb51WXnnluti65pprposvvrjR5TXl167YHXfcMW277bY576KLLpp3xTbVeYQg7VKdOXPmCFHNNesHrbRr1+9iba7X2Ef16prqJgnesdpNuuSGAAQgAAEIQAACEIAABCAAARNAWEVYRVj109ADtldFMImHb3zjG7PQecYZZ9RJabfm448/nk4//fS02mqr5fallloqXXfddfWYdgt/+9vf0qtf/eo0bdq0NGPGjHbTDOp39913d+xr/Nq5qmvXztVePnp1TXWTGcJqN+mSGwIQgAAEIAABCEAAAhCAAARMAGEVYRVh1U9DD9heFcGisHr22WdXkpL4uc4662Rx9e1vf3uaO3duZVyzzkcffbTjwmqzY7cSJ3H5/vvvT08//XQr3cYstlfX1JgBYCAIQAACEIAABCAAAQhAAAIQgECXCCCsIqwirHbp4Wonba+KYFFYPfPMMxtemuY/ZcqULK7+6le/ahj34osvpn/+85/5VLnqePjhhyuFVQm2Tz75ZJozZ05Vt674tCtVP6BVNVf9oNWVV16ZZs2aVTm23k9b1a8yuAvOXl1TXbhUUkIAAhCAAAQgAAEIQAACEIAABMaUAMIqwirC6pg+csMP1k0R7Mgjj0z77rtv+tjHPpY++clPVv7QlETTffbZJ8co7sYbb8wTblZY1dfj/SNX06dPH3Kx119/fTrooIPSpptumlZaaaV8brbZZunggw9Ot95666B4C6uLLbZYevDBB5Pej3rAAQek9dZbL62wwgpp7bXXTrvssks666yz6sKlds3uv//+9fP4448flFMVXcuhhx6a9ttvv3ydn/vc5yrfk3rfffelb33rW2nvvfdO73znO9Ob3/zmpJ24733vezM/vRLhgQceyPklvMYfsbrlllvS5z//+bT99tvnfur/8Y9/PF144YVJQuxYHt1cU2N5Ha2MxasAWqFFLAQgAAEIQAACEIAABCAAAQi0SwBhFWEVYbXdp6cL/bopgkmQrNVq9bMUMnU5EhtjzI9+9KN8lc0KqwqWSKocm2++eVqwYEHurx2bhx12WD33csstlwVSzWnxxRfP/mWWWSb99Kc/zfH6j4TV5ZdfPskvkdJxq6++eu677LLL1vPtuuuuaf78+enqq6+u+zQHCaHlod2uenerr1Plf/zjH4PCTj755CzeOkbzlRC85JJL1vupTSJ0PLSr9fDDD6/HrT61lt46tZY2nFpL06b0sX/Pe96T9K7XsTq6uabG6hpaHQdhtVVixEMAAhCAAAQgAAEIQAACEIBAOwQQVhFWEVbbeXK61KebIthtt92WlF8i4SKLLJJ3gJaXoV2a+lq7f6jqggsuyCGtCKvf/va3s/j4+te/vv7eUYmNEiIlTv7whz9M+mEq7W7VOXPmzLwTVe0SOe+55548poTVFVdcsf5qgY033jhdccUVeXepBMyHHnooffGLX6wLnRpD4uoNN9yQvvCFL2T/NttsU15i3jF68803px/84Ac5ZtVVV82vFnDgN77xjXpO7fCVWKv5SnyVYHfVVVflXaua71577eVu+Vo+8pGP5L6bTa2li2q19M9aLaVaLb1Sq6Vba7X08X5he6211hozcbWba6p+8RQgAAEIQAACEIAABCAAAQhAAAKTkADCKsIqwmoPPfjdFsH0XlOJm1OnTq0UVo3iHe94RxYI2xFWTzvttNx3lVVWSX//+9+TBF0JuUsssUS67rrrPMQQu9tuu+V+EkV1WFiVgLnmmmtmIXVIp5TSIYcckvtJMFYfHeecc072bb311lVdsk87dpX7da97XV1Y1U7SpZZaKvuPOuqohn2PO+64HPOhD32oHvPNb34z+5Rz06l9YqpE1em1WjqyX2BV/Xu1WnpVrZbe9a53ZSG4nqBLhW6vqS5Nm7QQgAAEIAABCEAAAhCAAAQgAIGeJ4CwirCKsNpDj2m3RbBHHnkk7wIdTljVLlJ9hV4CYTvCqt49qr4ScCWseveo3tk63HHTTTfl3akSdfUKAe0S1btUleuUU05p2FW7SP1agB//+Mc5Trti1W84YVU7WxUjYVWCs46vf/3r2bfhhhumefPmNRzzmGOOyXEWVh9//PEkIfmNU2vp5P5dqe9YpJaerNXSv02tpV2m9O1clbCq85P9Meeff37DMTrV0O011al5djIPrwLoJE1yQQACEIAABCAAAQhAAAIQgEAjAgirCKsIq42ejnHwd1sEGwth9dRTT82i4xprrJE03g477FAXISUknnvuuUNOvcv1pJNOSq961avSa1/72vTMM8+k2bNn51cDaLfrnXfe2fBuSITdYost8hhHH310jmtVWP3Xv/6V+73//e/PeT7zmc80HE8NpbD6k5/8JPf7cr9wek2/cKqdq4+H3ar/r1ZL/1Orpb/WammpKbW0++67DztOJxq7vaY6McdO50BY7TRR8kEAAhCAAAQgAAEIQAACEIBAFQGEVYRVhNWqJ2OcfN0WwcZCWD3xxBOzyLjRRhtlcdTva9Xu0GZOfRVfO0i1C1TvXJ02bVq66667hr0jFkQ/97nP5bh2hVW/AkHXMNxhYfXDH/5wDtOu3Cm1WpKgqh2pM2q1dH6tlhat9f141Wn9/o9MqaUv9Zclur7pTW9Kel9sN49ur6luzp3cEIAABCAAAQhAAAIQgAAEIACBXiaAsIqwirDaQ09ot0WwsRBW999//yyg7rTTTnnnqX7ESoLqLrvskvQDU4cddtiw51e+8pX87lG9CsDC6owZM4a9SzvvvHMeQ7l1tCqsPvXUU7mfX4Gg96UOd5TC6sEHH5wWqdXSPbVakoiq672lVku/DGLyxWHnqsTXd02tpTe84Q1pzpw5ww016rZur6lRT5AEEIAABCAAAQhAAAIQgAAEIACBCUoAYRVhFWG1hx7ebotgFlYl/N18882VV/7yyy+nd77znVkcbPUdq88991xaf/31c18JpK+88kp661vfmut6BUArh36IqhlhVfP1TtOvfe1reYhmhNU//vGPeV56x6pfBbDllltm35e//OVhp3rsscfmOO9Y9btZL63V0pxaLf3fIKJuN7VPaH3bIrX0o1ot7TWlljab2vcqAM1b8+/m0e011c25t5ubVwG0S45+EIAABCAAAQhAAAIQgAAEINAKAYRVhFWE1VaemC7HdlsE049JSUiUsHrttddWXo1ExrXWWivH6N2hOp599tnkr/SfeeaZlf3kPOecc3I/vSvVwq1+4EnjHXDAAQ37VTU0K6zee++9aemll85jXHbZZTmVfsRKY2622WZ592tV/p///Oc5ZrXVVqsLq3vttVf27bHHHlVd6j5di/L7x6uuuuqqXN8vCKralTq7v67dqtPC7lX11Wlhtp64C4Vur6kuTHnUKRFWR42QBBCAAAQgAAEIQAACEIAABCDQBAGEVYRVhNUmHpSxCum2CPbiiy8mvftUot7ZZ59deVlf+tKXcrtivMtUO1EtrDbqd8sttySJlOq3zz771HOfd9552bf88sunO+64o+6vKjz99NNp7ty5uSkKq/fdd19VePZ9+tOfzvnXW2+9pP46rr766ux7zWtek/RKgfLQj2NtuummOUZCswRnHSeffHJ9rhJsqw7lW2WVVXKchVW9J3XzzTdPS06ppSv6xdR/1mpp+am1dGetlp6q1dLSU4a+Y3bHHXdMjz32WHrppZeqhuqIr9trqiOTJAkEIAABCEAAAhCAAAQgAAEIQGACEkBYRVhFWO2hB3csRLCPfvSjWRR897vfPej9ngsWLEinnnpqblthhRWy/c53vpPpxB2rZ5xxRp2YhNpZs2alU045Ja288sq5jwRYvXLAh0RZv7t0gw02SFdcccWQr79L2NRu14033jgdffTRuauEVYmxiyyySLrooouGiI/6gSvFSsjVqV2qPjS+r+H444+3O1v9KNbuu++e+yyzzDJp2WWXTffff39uk1Vd+d773vcOEWWffPLJtOuuu9bHtLCqzhJzF1tssbTa1AFx9d5+kfWHFbtVNYZy6f2wm2yySTr//PMHzbNTlbFYU52aK3kgAAEIQAACEIAABCAAAQhAAAITiQDCKsIqwmoPPbFjIYJdfvnldWFQX5U/4ogj0pFHHpkktFpQ1I83qbz66qun7bffPl188cX1d6VqV+pWW22Vttlmm/SWt7wlvwdVsTqVY+bMmUOI3n777Wmdddapj7vFFlukT33qU+mQQw7JwqJFWeU46qijcn+Jo0suuWTus+iii6a3ve1tad9998399FX9VVddNbdNmzYtnXTSSUPGVH7Pa88990x6b+pnP/vZfE3yn3DCCel973tfjtF7YPfee++knaff//736/3WWGONpB+mct8111wzt0kAVo4orGoC2s2rOU+bUkv7TKmlS2q19D+1WvpYhbDq1w1oB+yhhx6arrzyyiHX0AnHWKypTsyzkzl4FUAnaZILAhCAAAQgAAEIQAACEIAABBoRQFhFWEVYbfR0jIN/rESw7373u/V3rVp8lED5iU98Iu9ilZCqHZ/LLbdcWmKJJdJZZ52VtttuuySB0/G22vUpQVW7XefNm9eQ2gMPPJDfs7riiisOySGfdtJec8019f4vvPBCOu2009IOO+xQ333qMWVXWmml3Of666+v94kF7S6V8Ln44osPGk/C8Omnn55D99tvv6TXBSy11FJp3XXXTU888UT2SyD1KxPimOqrd7NqF6z8pbCqznp3rcRovWc29nVZfr2+YM6cOXG6XSuP1Zrq2gW0kRhhtQ1odIEABCAAAQhAAAIQgAAEIACBlgkgrCKsIqy2/Nh0r8NYimDaKfmb3/wmf4X+wgsvTPGdovPnz0+zZ8/OQqO+Oi/BVF/N/9Of/pSFw9/+9rdJPxT1+9//Pr8KQK8RaPbQuNo1e8EFF6Sf/exnScKo33HaKIfmcOutt+av2+sr97fddlvSqwCaOfReV3HVD3FpXP04lw+9k1XXqfz/+Mc/UrwOvev1pptuynNUX73CwH2POeaYLJpql2vVoTw33nhj3v2q1xVoB7DmoBz6+v/dd99d1a0rvrFcU125AJJCAAIQgAAEIAABCEAAAhCAAAR6lADCKsIqwmoPPZyIYD10M4aZil5JoB2o06dPHyaqukmvXfjgBz+YJF6PxcGaGgvKjAEBCEAAAhCAAAQgAAEIQAACk5EAwirCKsJqDz35iGC9cTMefPDBhhOZMWNGfg2BhNV2fnBKu1/1jlpeBdAQ8agbeBXAqBGSAAIQgAAEIAABCEAAAhCAAASaIICwirCKsNrEgzJWIQirY0W68Tj6mr5+tEs/bHXuuefm1x/ox7f0yoJTTjklrb322nm3qn68S68LaOd46aWX2unWVp/JuKYQVttaKnSCAAQgAAEIQAACEIAABCAAgRYJIKwirCKstvjQdDN8Mopg3eTZTu4zzzyz8ken/ONTsrvvvnt69NFH20k/5n1YU2OOnAEhAAEIQAACEIAABCAAAQhAYJIQQFhFWEVY7aGHHRFs/G+GdpPqx7FOOOGEtOeeeybtTN1yyy3TTjvtlA4//PD8A1rjP8vmZ8Caap4VkRCAAAQgAAEIQAACEIAABCAAgVYIIKwirCKstvLEdDkWEazLgCdh+sm4pngVwCRc6FwyBCAAAQhAAAIQgAAEIACBcSCAsIqwirA6Dg9eoyE7KYLd/cyCVLvyuSQbjzkvvpKO+csLuU3tOn/x6Ni98zPOZSKVxezMh16snPKbr5+X/vDPwZwrA8fB2ck1NQ7Tb2tIhNW2sNEJAhCAAAQgAAEIQAACEIAABFokgLCKsIqw2uJD083wTopgWTy9dm769v2DxcB9bp2fdvzjvPTo/D4hUMJrKb62e42H3PH8qAVGiZeNBMxO5G/32hBW2yVHPwhAAAIQgAAEIAABCEAAAhCAwMJJAGEVYRVhtYee7U4Jq9qVWrt2bhYoZX1oV6V2qKp9pEMipne0Sox1H5XjDlfVLYY6XlbCrcaWiGu/+yleQqUP1ZVH89PuT8fHXaCKsV9Wx6D4a+cOmpdza8w8h2vn5v7KbyFZc7AALb+OOI76xdh4LSqbSdyxWvZ3jOasa/Q1SPCu57t27qBxHBPH8PW0aju1plodl3gIQAACEIAABCAAAQhAAAIQgMDCTgBhFWEVYbWHnvJOiWAWE3VpEv1+98TL+Sol+kmsG+lwnEVBCYIWQlW2QKo8qiteRxQYs7AaXjOgPhJalVPxzqd+qiuPDvmdLzvCf2J+5VE+z8WisXfiupvHjQJpHEs53ZZzBJFT81C7Ds3LQqfGVtnz9Lws9HoOEqe9Y1hiqa9Z/VT33BXnNvnd3/fN19KO7dSaamfs8erDqwDGizzjQgACEIAABCAAAQhAAAIQmFwEEFYRVhFWe+iZ75QIFsVOCXsWEiXoNSOsxv7CI4HPAqPaLAiqLcZaYJTfwmrEKyFUIqbmYSFR7ap7jvKrXnXE/BZBY5yuLc5Nbao7t+oaX/PQUY6lcSVy+sjibb/QWRXrvJ6X+nu3qa1jVNecdeS59++6Vb28fl2HBVnPpV3bqTXV7vjj0Q9hdTyoMyYEIAABCEAAAhCAAAQgAIHJRwBhFWEVYbWHnvtOiGAWNC3s2covgVR1CYbDHRIDo7iJsLqgUoS1aBqFVftKvs0Kq+qneyUhVwKwyqM5OrGmRjM+fSEAAQhAAAIQgAAEIAABCEAAAgsrAYRVhFWE1R56ujshgsUdqr40CX8WSrUbUmcU7PxVeMcrVn0swEoslNCnQzs6vasz7/688rl6bvXxjlHll5jocWUlFCpnzK+6+lmQ1Dgey/OxjfnVT/mc37tA43Wpn+ajefgaNfc4lvsr1jkc63mqTXMSN42rU2X31bzU1/1ldSjO5VaE1dw5pTzGaF8H0Ik15flgIQABCEAAAhCAAAQgAAEIQAACEBgggLCKsIqwOvA8jHupEyKYxEaLeb4giYsS/3RIeJSwKKHPZxmvOAmQble8REIdWUwNPwQVBUYJje5jYVXt2RfmZWHSscpvsdNirdrKecX8movadV3Ob1E3T7T/P752cVGc5mPxVWKpxVH3iWMo1iKrYiM3tZmJhVXliP3jNcSy5q26D/Xx9XueapfPYzi2VduJNdXqmOMdz6sAxvsOMD4EIAABCEAAAhCAAAQgAIHJQQCv2DzXAAAZnUlEQVRhFWEVYbWHnvWFSQSzsDreeCWsWrQc77mMx/gL05pqlh/CarOkiIMABCAAAQhAAAIQgAAEIACB0RBAWEVYRVgdzRPU4b4LkwiGsNrhxdFmuoVpTbWJgG4QgAAEIAABCEAAAhCAAAQgAIGuEEBYRVhFWO3Ko9Ve0oVJBENYbW8NdLrXwrSmOs2GfBCAAAQgAAEIQAACEIAABCAAgdEQQFhFWEVYHc0T1OG+iGAdBkq6NBnXFK8CYOFDAAIQgAAEIAABCEAAAhCAwFgQQFhFWEVYHYsnrckxJIJxwqDTa6DJ5bfQhCGsLjS3kguBAAQgAAEIQAACEIAABCDQ0wQQVhFWEVZ7+hFlchCAAAQgAAEIQAACEIAABCAAAQhAAAK9SABhFWEVYbUXn0zmBAEIQAACEIAABCAAAQhAAAIQgAAEINDTBBBWEVYRVnv6EWVyEIAABCAAAQhAAAIQgAAEIAABCEAAAr1IAGEVYRVhtRefTOYEAQhAAAIQgAAEIAABCEAAAhCAAAQg0NMEEFYRVhFWe/oRZXIQgAAEIAABCEAAAhCAAAQgAAEIQAACvUgAYRVhFWG1F59M5gQBCEAAAhCAAAQgAAEIQAACEIAABCDQ0wQQVhFWEVZ7+hFlchCAAAQgAAEIQAACEIAABCAAAQhAAAK9SABhFWEVYbUXn0zmBAEIQAACEIAABCAAAQhAAAIQgAAEINDTBBBWEVYRVnv6EWVyEIAABCAAAQhAAAIQgAAEIAABCEAAAr1IAGEVYRVhtRefTOYEAQhAAAIQgAAEIAABCEAAAhCAAAQg0NMEEFYRVhFWe/oRZXIQgAAEIAABCEAAAhCAAAQgAAEIQAACvUgAYRVhFWG1F59M5gQBCEAAAhCAAAQgAAEIQAACEIAABCDQ0wQQVhFWEVZ7+hFlchCAAAQgAAEIQAACEIAABCAAAQhAAAK9SABhFWF1oRRW//rXvyZOGLAGWAOsAdYAa4A1wBpgDbAGWAOsAdYAa4A1wBpgDTSzBtoRbhFWEVYXSmG1nYeBPhCAAAQgAAEIQAACEIAABCAAAQhAAAIQaJYAwuo4CKsnnHBq4hyZwRFHnJA++tGD0qxZszhhwBpgDbAGFqI18Nhjj6Wnnnqq2X+rEAcBCEAAAhCAAAQgAAEIQKAnCSCsjoOw+sCsxxInDFgDrAHWAGtg0q6Bh/6WHnr40fT444/35D+OmBQEIAABCEAAAhCAAAQgAIFmCCCsIqwi8iJ0swZYA6wB1sC4rIGHZj2S5syZ08y/V4iBAAQgAAEIQAACEIAABCDQcwQQVhFWx+XD9KTdpYV4w3pjDbAGWAMDa+Chv6XZs2f33D+OmBAEIAABCEAAAhCAAAQgAIFmCCCsIqwOfMDlwz4sWAOsAdYAa2CM14Deo80BAQhAAAIQgAAEIAABCEBgIhJAWEVYRUQYYxGB3bq8V5M1wBpgDQysAYTVifjPR+YMAQhAAAIQgAAEIAABCIgAwirCKsIqwiprgDXAGmANjNsaQFjlH6QQgAAEIAABCEAAAhCAwEQlgLDaM8Lq7encA3dIW207cH71twM7enp2d9Nvj0tbHXvVuH0gr+Jy+bE7pD52V6Wvbjs9nXtzuxzb7a9+x6XLEWp6al1UrRV87T4b9GPtdG4NIKxO1H9CMm8IQAACEIAABCAAAQhAAGG1p4TV0YiAnfuQ25Jg0NPC6jgxmYWw2tIaQoBGgGYNTOo1gLDKP0YhAAEIQAACEIAABCAAgYlKAGEVYXV0H+gRViv4IawirI6XqM+4rL2JtwYQVifqPyGZNwQgAAEIQAACEIAABCCAsNrzwurgVwT49QB9X3eXgNf/6oADz0u31nd9Vfe59ezp6aCzz+vrk7++H/pvu0M66Ozb+0TCm89LBx14Xrr87On9ryaIO2lj7unp3LOLVwFIaPWcGn4NP+bYYZhXCTSOG3L94XUEg18F4K/k94udYX5mmYWY4N+qzjIIpP1M6oyLutj6uvsYe9zH0nBtD1SOWwgjMSYy7Z/DucdqDfSPF2OPPS+de2C8d0Xe+nrBjxjHGmANjN8aQFjlH6MQgAAEIAABCEAAAhCAwEQlgLDaU8LqwPtVt7KAJqEsiIb+8C/xsC6mzXosqd4njEqMjGLagDjYJ/ANCH7O1WcH4h6QYBeE1tyvfw553Pp8+oVP17OoF/LnPKFeKeSV8/WH+77cdbF30DX2Xe/A9WvuA9fcWFgNIq7magG1YKzr7Ru3YOJ4XUcUVovrHsR5pDazm9UnwMbrzfel6N93b/qZ9t+nukCc6wMc+kTbUK/kb97Ywc8DPODBGhirNYCwOlH/Ccm8IQABCEAAAhCAAAQgAAGE1dELq7vttltqdM6ZMyeVZ636w2oDgbFfPCsFtwHxsP/Df13okxgYBVqV+8S1AcFwQDDoEwEd3y/C1XOVuTXHQigNoqRy1UW+fhFvyDwt7mXB0OP6x6YG5vWA3lMahcxCzCzzxvpAOQijQ957OtA2mEH/nLLgORAzSEgt5jL0ugf6qW3wvRvc5l2udRuEVq2Tobn7ROXMubxP4V70rbEGa8r3AFvxGoe4BilX/1kFF7h0dg2cftaZacbtF+Xzdxeeko795cnpkC8clvbYa9f0po02Ssusun62Kuvc9j3b1esuN2OrYhr55G/lXP/f90zrbvLByj7ye+6+Hl+T+tVunp9P+WLdfrFo9pw+ffqwsWof6Yxj+Z/Jr1psyTTa09ccWcTy6169dBru9PjqozjXZWu1Wj7ljzlV/sAmaw3ylfUyvqzHnLGsONXts7XfeRxTZWNsVXu7Pudtt7/7dSNPOzndJ9pY1nxdj2X7ZBudvtbYL/paKWstlvFep16jE816/vE5m2jXwHz7/nycLBwWhrUar0FlDghAoPcJIKyOXliVcFolrJaCquutCav94pfFPwuXA+Jh/wfcusg2INyVH/5LkS/nrAt5QYSr52oidxDzhhUBo4inPkE0HXItOXZshdXB4qdFg8CyIZMgdNavcaDf0GsbaCvvR3m/VB+WaTGnofnCPa3PzdeGreKNj3XBGhj7NXDJjy9KJ3/vu1nws9BpkUNiiH2xbF+VlXBW5Xf/qjb5fDrO1oKpreJUdl1WIvB//+/N0n/utlNdyHOc8sRTAqNFRvX9wGGnptrM57OoKn8WVGc+X7dqj2KnyvaVVqKpfe7j+kiCqtt3PPg99Rz+Z6w+2HXijBzKcilIVdU1B/nFSdZzkmDgNuVVmwVUWZejX2XFxjbPyW3RxrLHsM/1aF1WTHmqze2NbNnHY43kdz7HlXX7G9lW4oeLjW0u23ps14ezsS2WlUP16KuqN4qzP87FueyzbeRXu9edY6P1+pQdS1Fram1qHq9V6zl63tMWG3jG5HM+x9na36pV/1b7ON5j25b+sl7Gub1Zy1z7xFnzMk9b+1u1rXL1OvQzZes8Zd3zi1ZzjHmanbPHkNWzEW3M6TiPoXqcl9tlfXoOrsvG/v67GAsBCPQuAYTVzgirpbhqEbXKtiWs5g/7QcSUYBdfEaB6nzgoMc3lwR+QS+FtoE//V9v9dfpCsIu7NQf1mdU3Vn0emp/f9SkhT3livV/c0zzqffJO0qodq0OvI46tskVmsYn1gfKAiJl3wA6aS2gr510XIUNMnufA1+rzNVgcLoTi3OaxRmpzXH1M3bMgiJZzi0yr7lPMl/uGXchuGy7HoHkMXj8ITvBgDbAGurEGdnr/v2dxxGKjRAyJklW2ytcoNvolnsW6yj7LnBZM3W4rv9skpOpUm/of+qmd0j1nvTUd+OFVc13jafep2tVHZcX51LX6evf95g+zsFrb/7wswNXr/TtZVZdIKmuR1KLpcDbGumzxdDir63Je//NVH/A6dUbe5iEbBalGZc1BbaWw6rmpzUKpcrpsG32xrPYYozafjebSit/zbraPxm421nGxTyy7vbQjxZTtZT3ma6VNsWW867bKPVy5qs0+2Vh2LvujdVuVlc+n+7jeitW9t0gSRZNul6uEmuHGLOP9THn+FpIcZ+ucZd3+RjbGx3Kj+OgfKd7tpXUO+10fycb4WB6pn9pHind7aZ3bftdHsjE+lkfqp/aR4t1eWue23/WRbIyP5ap+Xoduc7z9pW1lvbqvc1dZj6e2WHZszBHLMb70u+580bpN/XUtHBCAQO8TQFjtnLBqcbVKTI2+YYTVga/G66vhWSjN4pj9A1/Dz+LhseGHouo7T/XBX4Kg++xQ3x1aCqt9wmd/3IHHpa/63axVgp1FxEG5h/54VZ+o6LEHhMjBH8bj/I5LXy1E0oHYGDdUSO6YsNq/M7T+dfxtLdpGYbX4Eapjj8s/8OUfs9L9cP/yx6uGaxvMy+MGYXXI3ALT8j6VsfHHq0oxNYqs9XuLaDSw9mABC9bAWK2B9dbv+6q/RcrhbFWbBDH5y1NiSIyPZQslZZ8Yo3IUU90m4fHKb/9b3qFqMS76lFt+i7Cy8tlGUVV+CarasSrhVB+mJIL6NQCyFlYtdtrab9HUVu2NysMJqrHN/f3PWM2rE6c+JCqPrts8VdYpsSqWLZ6al8Us9Y/lOC/5fU9kY1m5oy/WHed5OI92Un/rtF+lS//rZ/lUXed3/s9JdcaZ1R4H5R3Xh+xxUBbc37fpTnn3sqyvyVa54zi+lm7YdsYp+5T1OM+yzfUqK5/9zuH6cDb2831S/+gvy7E9tql/2RbrKledylHlty+uSfts1eZ1LzsWpwUaj+V6aWO75ymf4uJz5br7u59t6Xe9tFXxjinb7Lct20eql/2ajS/7xXosK5/rpR1prLLd/e23Lf2ul7Yq3jFlm/22ZftI9bJfs/Flv1iPZeVzvbQjjeX2UlS132vcecu6/bJe/3E+LrufbOzjdo83XN05qubqtpjffxdjIQCB3iWAsNpZYTUKqI3KtU58WB3YlcmH/07wrM4xWFitjmmRf4UY2pG8lTtNuzD/ynFaZEAO3u3KGmANhDUgYdUiWyu2mdiqGPlKv4QT+yyI2qev92snqr7qb593p3qHqvqqXad80R93rqq/TomFtlu//6i6kCq/6x/85e11v8XUUjSN/rJscTT2ieLpcGXn8j9f9QFvtKeEJudQWaKjmZuLmajdwmr0RbEq5lNefYiVL4qnLluQUy77PGasu6w8mt+PZ85Pt9z/XHpi3ryM4o8LXhnkk/+MF17OPsXqLOv2n/Sbu5PuqYRaieI6dY8k1P7pipvqr8PQfdEa0Ck+Oi3Q2nrukZHZjLXVXMoxoy+WFee5u2zruNK63Xa4/m6LOeK9d7t8MV8sx77yx9Nt0TdS2Ws+ii1jUbbg47FcL23Z7rrnLeHHZbU127+Mc935Yz2Wq8Zo1O5cto3iGvnLfo6zLdtVb9Rmv21VX/uayePYRvnst62Kb9Rmv21VX/tkG8U18ruv20tbtjczhnO4rwVJ121jnNat67aOi/2r4hRfrnvV1b/M5XppHV+OpRxxTMe5f4xXrOocEIBA7xNAWEVY5QN++IA/SOTUbuFBO4FHLyBKEK9+n+vocw+au3evdnj+5RjUO3/fYArTybYG2hVWJXJYmBvOWpwq493HQqrjtPs0CqP6mr9FUwkyii93rCq3xMiLLr0kXXrq8Xm3ovIp1qdifEoQ06l6/QerZj6fffV6/6sAJMZFkdSiZxRMLdRFX4xTWYKdbSmq6pqjz3H+Z6w++I32lADlHPqwqOs3c3OxjWKVOcmncmyL+ZRTbRbSZGNZuaMv1kt/ve2wU5MEUQus/33HTfXy3Hvvy4KrhFeLp46zAFuKrIff81TOp3tqoVVWOdTHPrX7tADrdaC1EE8JsLp/stoxq1Nc7VdZgqzWYSnM6jrFtGQsv1jaluXyHriu++FytM4f87ndviorX3mqn+6XbGwr67FN5XItuD32c7m0ipWvnVNMtDbLs5G/jGunboHGfV0vbdnuuq3i/YzJur/bbUu/66WtindM2Wa/bdnuuu1o49zftipvozb7bav62ic72jj3t3XuWI/lOKb9tlV97Yv97Cv7NfI7rrRV8Y4p2+y3VXujdVjlj/2cW9Z+9Yl1+2XdFttj2e2xj9vdpnopksrnOJdjPfaNfv9djIUABHqXAMIqwirCaims5q/N66v94Wv3ZUyz9Xqu/lcFdFXoLF6dwFf8WdvNrlPiWCvjuAb+11ZbZIFEApAEjCobfSr7dLzrZZzbG1n3c7t2p0pItbAqMco7VuWzOCOh9ZQTD8unRR6Jkdp5KGFV7fKrv8ZoJK5qXLVJPPMPWEm8qb8KQD9i1f+aAOXXWSWyqr/bY4xjhxNVo6Baxvmfr/qwN5ozClIxj7nL+rR4aiu/y7bOF3PpQ6j84l51Kk/0x3osK6Ze7xcxLYRaZC0FVAur2sHq02KprWIsrCpPeXoMC6oWUnVvXdb9tNAaxdWRynrdhGJsY9k+WYuz0aqsNWyhVsKtGEmk1bOh01zlM786wyCC6v7I79P3cTir2NivLMd6Gat6OZ/SF/vEXCr7LGPsb8bGNaqyxZRYtq+T1oJPszkbxcuvuVogGi6u2bEUF/PEcjM5GsXbX9oyp9tLf6N6jI/lRvHR3yje/tLGviq7vfQ3qsf4WG4UH/2N4u0vbeyrsttLf6N6jI/lRvHRr/Wovw/0PzN16M9d7f6P6zR/G+Dym/Lfy/q7zf3159nFl1xa/6aA/PIpl7894Fj9T6sZ99yd0oKUreI0Vz37itcYitXfu+qrPytiXTGak56hGK+Y//jkf/R9G2JByn2332H7+hw9vqzG44AABHqfAMLqBBVWJ9uOJq6XXXysAdYAa2DhXANRWNWHFn0wqbKt+KpinVdtPuPuVAmcrktE1Qcn+VSOO1bVV1/n1oek3114ShZu9KFJH9zk0xmFVeXw2C7rA6FO+XVK1JKAKqtcEs8kwunUrkeJcBY9LaBKHHO5FFbtl3U/xavs021l3X0V70NzGs0ZBagyjxlE6/jIyD5Z+WVjLn0Alc8iX2mVP/rKuts8j1wPu0MtcFoQtZhqwVRWIqp3sj475456WR/6He/+sr7H0cofxVWLqrIWVe3TPfIZBVL5JIRGn9Z29Kuu9mjVHvtUlbVeJKDqVF+tdb1zVgJrXvchh+egOJU9vuvy+VUZKuvZcm6LtL4vsvGe6V77Xtkf614Lbov9HSef4spc9tkq3uVGVmtxuLZyrUbhpNNli1StWs/DQpDn7Lrbnbes29+sVf9mY8u4cuxW62W+kerMdeog0c+8Su72N2tb4WrR1DYLnillgdJl/f2lsbV268eCPuHVcz308//Z17Sgzyhef4ZJPNXxxHPz8rUut+qG9bry5mNBym2rvXrZQfUZd9+d63vuuVtud1059Wem5yO/5qE/U3RoLImzPnxtnqs5uh0LAQj0LgGEVYRVdmqN404thKKFUyjivnJfWQPNr4HyVQASV/Shw+JnWXebbWy3TzaeitEHo7jrVD4JPPI5Vj4LRG7Xhx4JqdqNIp9i5Tvx4kvzDxqpvz40KZeF1VNP2q6eV8KRBFX1tbCqHFE0lIDlnanKJQFNXw2XqCpRTuUoeLos20hUlYildluVLaI2smW8//mqOUk0km3ntOBUJYiqzaKX74Os/K67n5k5n+fiD6GKV66qs2wr67GPx7UwKIY+LbBK3IwiqYVTWd0viazevWphVQJqFFQtxire99sxVQKrx9ZcVNa69LwaWQuaao9CaazHsmLcR2va9VjW+hEviZ8SJPw/HlSO8c4jn/uXY6ne6FQ/xzuvrXIrZ7R6xvzcuiwbxdpY1jWU6yCuR68zrwfXW7GNnh2vWVnFxPp4lzUfCzyem+oqW+ipmqNjW72m2K8q70i+ck6u247Uv9X2ON9YrspTtpdzct3WOWK/WHa7bPTHcowp48q24erlnFy3Ha7vWLTpz1Udej61PvXnUv5zplZLG2/05tzmnamq6LnVvBSnQ3+nK4fY6e9u55NIqzjl1eG6cnuHqnLFNvXXoT9v1Nd15dQ4+rtLh/zip1w6lE91zenb3/1e5Z8Dmh8HBCDQ+wQQVhFWEVYRVlkDrAHWAGtg3NZAsztW9SFHH1qqrHw+Lajog4q/piyfPsDoa/5lnAU1xUhY1C5UfZBSf/n0QUh9ZZVPH6hUV5x9+uDjWPXV6wAs2EpY9ZwtrOpDlkVCteX3qs58Pu9glF9ikT6QSWyTlcCqucVTglMUVVV3eyzrOuSXT+VGp/vKOsb/jNX16bpl2znVV9cVrfPI53ti61jXFRPj3C6f8vhDvOJ9P0eyVbH22eo+lKKgxUwJqz6jwCphVIKprO6bBFZZ1S2aWnz1/TVn1fef2xcbc1rE9Xi2uqcqax2o3OiMAqU+0Jdxbi/9rqvdp8TTS//rZ/lZ0POgVwPISjzQMyFm5qb+Ktu67LrHdW7bqv6et61iHSfrM/qdL1qNrRwxzvNxDls9095Rq7JOtfl/lGgdav15fTayca277DXbDWvhq7Qeq/Q3qite87XIaiuf2sp+zm9bxpX+qhzO6VjXR7KN4kfyq93zVNnXGP1ubzSHRmO0Gh/zaEz3t9/zsI1zdYyt+zrG9bLd/ka2UfxIfrfbOr/r0bqttI6RP/LQNamu3aH5WNAnWMrnOD3j2i2qv8/097UOia3K6R2r8uvvVz3XM26/KP+5prp3rCpWf8f7UE7P0cKtd6A6zl/n/9PlN+VuEkt1yK9DfuXN80spi6kaX9eS/1wq3sHq+5c78x8IQKCnCSCsjr2w+v8Bm0qj6XhabpUAAAAASUVORK5CYII=)
Les dirá que su código de envió
Después cuando los haya calificados los jueces les darán su calificación y verán en que parte del racking están, en mi caso este ejercicio aun no lo resuelvo al 100 pero esta muy entretenido.
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)
Espero que les haya gustado esta publicación a mi en lo personal me pareció muy entretenida y divertida, además de que es un ejemplo de como pueden aprender a programar ustedes mismo, la práctica les va ir ayudando a plantearse mejor los problemas y a desarrollar mejor o más rápido.
Programa en Python
Les comparto parte de mi programa para que puedan empezar por ahi e irlo mejorandolista = []coordenadas = []ciclos = 0ciclos2 = 0contador = 0contador2 = 0contador3 = 0fig1 = ''Operacion1 = 0Operacion2 = 0resultado = ''Area1 = 0Area2 = 0while fig1 != "0" : fig1 = input() lista.append(fig1)ciclos = len(lista) // 2ciclos2 = ciclos * 2print(ciclos2)while contador < ciclos2: coordenadas = lista[contador].split(' ') coordenadas.append(coordenadas[1]) coordenadas.append(coordenadas[2]) contador2 = 1 Operacion1 = 0 Operacion2 = 0 print(coordenadas) while contador2 < len(coordenadas) - 2: Operacion1 = Operacion1 + int(coordenadas[contador2]) * int(coordenadas[contador2 + 3]) contador2 = contador2 + 2 print('Operacion1', Operacion1) contador3 = len(coordenadas) - 2 while contador3 > 2: # print('contador3',contador3) Operacion2 = Operacion2 + int(coordenadas[contador3]) * int(coordenadas[contador3 - 1]) contador3 = contador3 - 2 print('Operacion2', Operacion2) if (contador % 2) == 0: Area2 = (Operacion2 - Operacion1) / 2 else: Area1 = (Operacion2 - Operacion1) / 2 print('Area1', Area1) print('Area2', Area2) contador = contador + 1 Area1 = 0 Area2 = 0 Si ya eres un programador avanzado o te gusta plantear problemas también en esta pagina puedes subirlos o también puedes ser juez.
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Al entrar en uno les mostrara la descripción del problema, les dirá cuales son los datos de entrada y cual debe ser la salida y les muestra un ejemplo de como poder probar su programa y el tiempo en que debe ejecutarse su programa. Las instrucciones están en Inglés.
Una vez tengan el programa deben comenzar a realizar el análisis del problema. Este es el paso más importante de hacer cualquier programa, entender bien el requerimiento, cuales son los datos de entrada y cuales son los datos de salida esperados.
El problema que yo elegí dice que se van a recibir como entrada el numero de lados de la figura, las coordenadas de las equinas de 2 polígonos separados por espacios por ejemplo
Y al ver esto en un plano cartesiano se vería así, las primeras coordenadas son la figura en rojo y las segundas coordenadas son la figura en verde
Después nos dice calcula el área de todo menos en donde se unen las figuras y esto nos lo dicen textual Calcula el área de la función Exclusive OR
Ahora debemos pensar como lo vamos a resolver, primero manualmente, por favor no traten de programar primero, es mucho mejor siempre pensar como hacerlo a mano, para poder comprobar los resultados que nos genere el programa.
Entonces para resolver el calculo de un área de esta forma recuerdo que es con formulas de Geometría la siguientes ligas, me gusta compartirles varias porque no siempre entendemos con una forma de explicar
Ahora vamos a resolverlo a mano, primero calcular el área de todas las figuras y luego voy a restar el área de la parte en que se unen
- Área del Rectángulo es igual a 8 unidades
- Área del Hexágono Irregular 6.5 unidades
- Área del Triangulo que es la figura que se unen .5 unidades
- Por lo que resultado es 13.50 esa es el área de la función XOR para ese ejemplo.
Realice el cálculo por medio de determinantes, les muestro mis hojas de mis cálculos
Ahora el siguiente paso es pensar en que lenguaje lo van a programar en mi caso seleccione Python 3.7 ahora hay que traducir en pasos o en un algoritmo lo que hice en papel.
- Leer datos 2 líneas no mas
- Separar mis valores primero en una variable para saber cuantos lados tiene mi figura
- Mis siguientes campos en un arreglo por cada figura
- Después realizar el calculo de área de la primer figura
- realizar el calculo de área de la segunda figura
- Obtener los puntos en que se interceptan
- realizar el calculo del área in que se interceptan
- Calcular el resultado final
- Mostrar el resultado en el formato de cadena de largo de 8 con 5 números enteros o espacios y 2 decimales , el punto cuenta como el octavo carácter.
Después de probarlo vamos a subirlo a la página para ello presionamos el botón de submmit en la parte superior derecha y deben seleccionar el lenguaje que utilizaron para programar y copiar su programa o pueden subir el archivo.
Les dirá que su código de envió
Después cuando los haya calificados los jueces les darán su calificación y verán en que parte del racking están, en mi caso este ejercicio aun no lo resuelvo al 100 pero esta muy entretenido.
Espero que les haya gustado esta publicación a mi en lo personal me pareció muy entretenida y divertida, además de que es un ejemplo de como pueden aprender a programar ustedes mismo, la práctica les va ir ayudando a plantearse mejor los problemas y a desarrollar mejor o más rápido.
Programa en Python
Les comparto parte de mi programa para que puedan empezar por ahi e irlo mejorando
lista = []
coordenadas = []
ciclos = 0
ciclos2 = 0
contador = 0
contador2 = 0
contador3 = 0
fig1 = ''
Operacion1 = 0
Operacion2 = 0
resultado = ''
Area1 = 0
Area2 = 0
while fig1 != "0" :
fig1 = input()
lista.append(fig1)
ciclos = len(lista) // 2
ciclos2 = ciclos * 2
print(ciclos2)
while contador < ciclos2:
coordenadas = lista[contador].split(' ')
coordenadas.append(coordenadas[1])
coordenadas.append(coordenadas[2])
contador2 = 1
Operacion1 = 0
Operacion2 = 0
print(coordenadas)
while contador2 < len(coordenadas) - 2:
Operacion1 = Operacion1 + int(coordenadas[contador2]) * int(coordenadas[contador2 + 3])
contador2 = contador2 + 2
print('Operacion1', Operacion1)
contador3 = len(coordenadas) - 2
while contador3 > 2:
# print('contador3',contador3)
Operacion2 = Operacion2 + int(coordenadas[contador3]) * int(coordenadas[contador3 - 1])
contador3 = contador3 - 2
print('Operacion2', Operacion2)
if (contador % 2) == 0:
Area2 = (Operacion2 - Operacion1) / 2
else:
Area1 = (Operacion2 - Operacion1) / 2
print('Area1', Area1)
print('Area2', Area2)
contador = contador + 1
Area1 = 0
Area2 = 0
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