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principales](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExIWFhUWGR0YGRgYGBgYGBsdGBgWFxcZGBgaHSggGB0lHRgXIjEiJSkrLi4uGB8zODMtNygtLisBCgoKDg0OGxAQGi0lICUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS4tLS0tLS0tLS0tLS0tLS0vLTctLf/AABEIAMIBAwMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQIDBgABB//EADwQAAEDAgQDBQcDBAEEAwEAAAEAAhEDIQQSMUEFUWETInGBkQYyobHB0fAUQuFSYnLxIzOCkrIVosIH/8QAGgEAAwEBAQEAAAAAAAAAAAAAAQIDAAQFBv/EACwRAAICAgIBAgQFBQAAAAAAAAABAhEDIRIxQSJRBBNxkRRhgaHRBTIzUsH/2gAMAwEAAhEDEQA/ANlXBAiJNxLtb/krsPTAIsTuehvHiF1OmS4kmSL+epV1eqCCReOWq+WUfJ67fg5sCJttbSQNVbmvl1kCR85XOaIyHlqeZ6rnOETcwNfGPVWUnEm0nsspg2I8hvGkfBE0cQQBeR1F/VLKLTMkRPl/tXt1ABABO2kc+ipiyfkCUUNKWLdafzwRdHEA7zeD90M2oGjTRU060GREfTmOq74T92c0o30OGmNV62sEqq8QBs2Z/BKupVp81b5i8MTgxh2wUxUCXsqAi2/TyV7WplMXiEGoF5nVWVcQg5GomXrs6rXSsaizOvC5Vhy7MsaixehVgqRCxqJFeFQMqD5WDRYXqOdUOBUQ0o0GgjOvO0VJY7kvGSVqNSLHmULB7Twb8z/CLAkx4/BePZCWgp0UBhzl3QD0lTcVS/GNDocYnRXMIOl0qnF6TGafk8clePrgNN4TGpVBAI0OiyvHKtzOgUPiMzS0UxQtiitxVocQuSh5ZJXLh4nocUb1zwBcGTMzba/zCqbiBMjdVZy65m0A76mbfJKuI8YFIQBLmwdRo5wCldvRBKx2XSYO22q59S/1lAYfG525hERY+BIN+SuZXkDl0UpN9DcRhTl0SfL5EIfFYltN9NpBJeSC4TaGyCdgDBCpxbntaS0CReD43v4IemysKod2ssJdLSNh7oHmfgF1YmibQ4/UOMiNR+fBQabQNBYdBuCu7Tug77/IyqRUaSQdD6SVS99i0ToYotaZGu29tJUcVjK/a0hRpgUjapngTJE5bzZocf8AuCEq0mhwcLkE8473vR1sERWf7usD81VI5HELimaPAd0QTPnPh4fwjGVAdFm8HjO7IGo/0m9B1vFUx5bOecKDsyD4rxKnQpuq1XZWN1PwAA3KCo+0NB1U0RUHaDbmeQO5QvH8bR7Kq3EZC1kGHCRzBjpf0XTaEUHY7w+Ia9jXtMtcA5p5g3C5zki9mOJioCwNDWsDS2NIOgHp8U9kIwfJWaceDpnmdeyvLc14S2E4pIVF72ypgc13Y9VqDovFdd2yqZS/uUuy6rUjHdopCouBA3Us45ogODirKboPkoZwvHEoAaOxLyBLRoRI5yb/ADUa9cBpJVT88HfT42KA4m4ixUcrqLaHhG3RkvaPiTiczbZfin/srxZtZhabPG3Q7rH8edBN4Eapl7AiajiToNtwbrz8N8j0MkI/LNRW4iwEU2xIOUDe0/ZJuNtnVB/q2Orh4cA5z+ziJggwXa8vmiOPuIEclXKtbJqHFqjJV6YzGAPVeqx9dk3aVykdWzV0HAA5TvcOMxyQGIwgzh2QFzm5M3MEg39EdSqMgPI1vzF/z4qt+Ia7LBiDPTQrnXuQXZ1PD9mwtDYaLADS/wCH1UMxm5VtStMC5B5cxP55Id7Dmg8pnmPpslyx3cQxfuFueSLHWbG+uspccK6q9wc4hhDYDCQZMBwd0vsvHVragflk1w57Gg2o8A1Kmm4AsB5n6KmCdeBcmiWIoluXLOuXwgEyfRc11zljr5ePVF9pLNBOswJB0VGHwx7Tsy+Hv2jS26v1JWS5a2RqOtHqvBiQBeLa+phVcJBe4szgd7KNyY3UMVhwB3qkPdo3ci3oklkXaCmroKZi2geU+SrxXGhTY95mGNJ9AVGhw67WOfD3RbfpPqEq47wqpWLqFJw3BcTYQTJPTdTjJtp+LH9PR8u4fi6zqrHCz5Dm3DSSJNpO6+oe02JbUFIP9yqTmH+LMwEjlCRj2Kwwp/8AVzvByuee6TN5F9tNAtNxvhVIYOnQLzPZ2dbN/aZmBYR5rtyZot6fQt1R57FOFGjzc8kyeQMAeAC0Y4mDrZIvZzg5ZTDHOhz3uLJv3STlmNkXQwGaeYBdHgOilHO06Qs3B22NW4tsTK9GLB3Suth2gZc4nccvzkrMRScHtpSDMQBYSfroqx+KkxHGIf2x2Ki3FOn+UurU2C5d6SD6bqPH2ANbTZUdTe5re8ASZ1PQWIVI/HNt66BxQeHtNRj3EjLmAIPdBI/cpVuLOb+wnwugq+EIosa52YG9rSRa9t7qLGFkNc/K6Jy6gcgTsUPxtNuUTcUy53GzuwqynxVu8g+CSY8lzHPe7JTb+8i8zo217I+oQ1lN2YODxLZbfcAkdYKov6hCr4mcEnRVxjjj2BvZzYgkxNuXmpj2sEgZXX6TBUy/swWPe3MNbQDMGBzKXO4oBllrYc6xAtqBYrfj4f6hWNMaVvaUMfDnDvRlbv1Jhe18fnuTEGPgltfFAlrg0SyDYCeX1QdekC4vJFrAaESJU5/FRnGkh1ipij2gqh05oEHnrrqiPZfEhlNznkDMDlki95iD+XXnEcIHgGL7pNx3CvbRc4GILbAWiRtzUMco2jqa9NFz3UBmrzUMOzFggEGZyufMAaX5EJrjeMse1uUm4nQx4T0KwxxJaXjUVSJYZABEAeoITLgoDqIBJD2nK655mBfaFbNFVYFt7C6nEb2hchH4a5nNPQfyvVD0lDTuxjmuyjQQ2PBXUqlgOQJJ3nNH3VTWQ8W97veBIj7qbaTZygkEzrvvr5rh7WhdWEvJbcOmBIP3CiziYN3akR5xMLqBIN9Nx9uqFxVNsgNGhLo6cx9kYxaVMzoqfWDSb6+nVOq1dmIoUQ2q1r6bQ0tcQ33SQCJ19dlk6laM0mYdE+X3UaVRgqF2tgSBe88vGVSCaFmk6ZvuFOayozNUDhImLhGUcTTa97i9mctcc02vMXPVY/BVRlB/q2/NFXxPENZTsbuHS3rrdMpyv9SLxX5HnAXMpVXPzglrHGdi4jYIOljQ+u11Q2Dr+GYH5JXwpjqsNaL5bxptN/JCcRwpod7tmvzujK0yRzSqLa42PUb2zdNx+Hbiw91VjnOJyme61sEi+xNh0S3A46iH12Gq3PUYRmJ7uaZLc3husfDjlGUknTz/ANonEcCyNc6pVpscNWTLhPRW6f639znlFe5LH4amwQKoc+dGe6L3vz8Ex9scVSOV7awcGsa1jGm9gJLrW8FjgSBPomXD3gtl0HoRdM4aoK7RsOI8XY8NqUsRSpsNNoO9UQILQNvkl3AOOU6VPFVO17xGWm1x7xnUwlQp0+QCBxeBbcs9Psslcr8m4qqDOG8TLqrDUdDS4STym613FKjaldz2VmB0y05oEAwL6T9tV86ZQMi5laSnwBwb3qjWugHIT3vRCcUtGktjTjXEWuqUocM1u1c33Zm5HlE9Vf7S4tpqOcysDPuhpm1hJ8lkMbSe09mbO3VlKmGgApGrV2GMK2bnFY6mOwPagtY1kgGSTMukeZQ3FnA1H1P1ALSSQGmSZki2yyTRFwUSHSSAklbtfT9hliryaPH4zDuwtIVaoDQCXMnvudIgeFhddxzH0Xin/wA9NoDGgd6Gg5TOblBNt1hONYctyuLib+ior8LLzlBzsBBke7pfXUSbHddEcfKP2/YHy0n2bDH4zPh2031WVq7T71MgksaJGY6TGbySTB1nu1mBA0Fmgn0vCG4VwotgX0Nht5/BNWtDRpHQHktJVYyiohtOraPy6pqvM23+iGqYotYTaYtO99uaGfXBdM6CY9NPipJNjDE4nTvA9FRiiHNc1xsfwJScVcwvK2KBN25QOv1Kp8sHJhDMIwmGuiZcZJFzG+wsPRTpUAxoAI1vOpjTVB4Kt376R4328FdTqEmOv8JpXQYy2GtcQNvRcmFPDiBquUqG+ZEY1MKXSWiYjy3+ii2mAzORJmevoqeGY6HguMtMDr0PiDCecUY0w9sAm3QrYIJiSk0xLUEzBFjI6g6JHxDEOZWAg3+l7J1i6oZZw6ztO4KCr1GVWk6H43sY/NkZ4+L2GMwPFVQbgNk3Jn1Mc/ultWCWxYmST4QACrH4HKHOIOtje9gQfivKzWnR0ENHWTm+BWSSehnIbUHEUgI3Atbbr1R9PBds5xJytayXO5AH5yEkZQAYADJ1JJ16rRcFxtI4epRqVSHFwd7pLi0SYEdUnEnKbS0EsFKngq1WnmBfFMOdvuY9Es4VwZpbSNXNNZ0Ma0XiYLjyH2KYY/iuHfhmtzd1rndwamLNv6knqoYjjVKpTpluINKKYY5ob3zEixjQ+Ka1WvCIWyHAsM1mMqAQ5tBr3zrcWHxWWr1O1qHMbl1jzk6rQcGxmHpsxEuNPtWgNLpcYmXTG5AWYx76Zqk0iQ0CB16po/yFJ2aah7MUX0O0D3Wflc93uwBLnActushV4ThVCrUjDl3ZtGao5w28JPl4qzG8UacHRo0n5iJdUGlz/Cu9msfTpsqseQwvAgkS0EGYIRq6NTpshxrhVNlOnUp5peSAHamDExyP0V+D4NTFVlCpmNR+oaJDZ5mdlB2NpdvTe6oapa4En9oAOjQmlDjmHp4guFTMX5iakGGyDlbz1Nylher1tBalVIWcL4dSOPDQJawkn/tk38YXcJa2vi6jzVIeMzrCYAEkztyV3DeIYenUqnPBdTc3OQYLnR5xCA4XxTC0qmIbnyZ6eVrnA96T3tNN0z9VWgbK8FhG1e3quzOFMiQDLjJIknYWRPCeGYavULGPcZBgcsrZOa/O0KnhGJw1Ko2rTxEC4fTIJLxuCNCT42Qns5xqjSq4qqXBjnNLaTTzMb+CWMU6bC+WxzQ9n2OZUyuPaU8ub+luYmxM6gCTZVcQ4TTZSp1Kbyc5Il1tDBIg6FJsF7SUWYKpTFbNWqVMzwAdLQM2i0Z4hQfSohrpyMAyAGzpJdJ0i60oqMba8f8Af4D6ih/AaOanTrEl9UiAP2zEE/ApPxLAGjU7LNADo8Yn4arU47iFHt/1ObNlALWCfeAFjtEhZLG4l1apnduSY5XTRlWkGF3s8e4ib3H3RGHoOcREucbQASfRX8J4Ua1RrBzknlzPkvpmAwNOg0NY0DmTEnxVceHn2bJlUT5TjcAQ6Hi425QqMRTAudui+i+1vB2V6ZcyBVbcZSO90K+adoZIcJcD6EazdbJi4dBhPkgTGMAE8+XND0ajXNIcbq7HxsUC51xAMjWbf6Qj0MMuEYfM6TtoEbh8OM/WTE6WQ/D6oEgAg80wwtAk5idLpJtmY9wzJaCBquQrcZFoXqnzfsTBMHjmUoBAdObNmG7WuLRfS9o6I2hxSMrHNJzQ5hsRa5Do0kEQkVWs10kHRwcRrJaTePM+qKdVDg50AZ3ZgNxqbKmOOxz2rVMMFRwLpMi1r2tqqquFNhoDceEGOpHRCNb3yXHXUnbkR6ppQcXsdTJjIe4ZvESD8wjNNvYU+IvdSc0mXSx3nNoAPogDhGjN3iDYCDbnHxRj2u906xJANuZI56qqnSDdZnmfglsRysjTJAJn8sFOlULTJLg52mWBG8z4K1pBHioNpEkgXJsBI84lBdg7KcUba7knz8FXSMkC2k3+CtZhhHeIzXgFwtGm+9/RLccQ1zINjoBPqE0VegLYzxD2xl6X/hDdjlvP4VZSYTuLhd+nmNZRSoslyYTh6QAnNfxiyhjMbNhoPiuNORlaDPOR+FA1TAPNPE00iw4qTcR8ESaFszdOXRBMOcczy5IjAghxg/ZVjG2BdF7RKFxDOg6FG1mgCZuLoWvJgLTiCwbsQGm90gq4VweCHmCYmE8r1CLhU0ml/dJjyt5pItx2MoiLBU3OqFsSMxMCcpiwX0DCPimLAE7CNvkqMFhqbIaGjSJhXhwDo1Cnmnz6G0iecOjp+XRWHo6W6IPJBmN/smrDAlc7fEWh/wCz1dlJj3PeGgkDkTrYblF1faygwtYZh2riIA8ZWNxFYkNOuUm2mojVAV+1JaSWNG4Pe9DuuuOVxiqDj+Hjku3s+kYnDsrMMGJu1w18VkMZwR1UmsCHH3TFpLbE33MKzhvGy2m8bNaS084ER46eqM9my4U+9NyT6klVlJTpoT5csdpmPxWDezuubkPUd7xlKdDeCQvrrsPSrtNOoARt/B2WE4/7NGlUiJbq19o9FOUaNGaF+GykDNE9B6+KPbTzQAS22o0N/WbqNHB5Wibk7/QdEfRc20Lmb3oLINwzuZXJpTYSJgLlhDL/AKNrQXycpt8Z+fzURgqfvEkHVpmL/bonfEWjIGAa2NpAMTJbvdZZlAsJM5pN52vqB5p+L9zKVhz6Lg2wk9L7qzB1HmTbTvdIVdHF9w3tM8hoCvcLi2NBEy8cuR5890Um9AbKO3iXTH9PPf7KXbB7C6YjUcv4QooZicsRr+fcq7DUMoh1p+Uo8aRlVA7MQcw5X80VTqgzuR1Vj8LTAl2sH4oSuxrSMkwdog9ZkoKuzUWPpAxt0102XgwYJEHwMR5KHaAGHGysp4lwdF4P31CdWMkSZTMx+ckwoUZ1F/VUtpGRH8q+i3LI7wtczKFlGqRznMJILwD1ICX16EkmWx/k37qOMwjS7Nty1S51Bh/aPiqR40KugqmGAklzb694bIplZjf3t9QlbsFSmMohXjhtKJyBXxpPo1BdbFs1zDrcIelimEyXt8JCBruwzSAQ2508ldSw9EvAbkIgzeDO0ArZIoH0LqrQ4xmb/wCQV1MMYyz2T/kCgqvDqebKKYJJgTsr28KpNJljZHTUKEuKD0Etrgm9QATtmPlYJpSZYE1G89z9EprOpMEBoAGviicA5r25g3eNBsk17BfQ0w9MTZwd1RddhiEPRgCwgKQxF/JI4p+CalsCrAWDuavxHDTUbna0nLAy3mCCZAXuEwzajs7jYW8TqmRx4FRlMfuMHpNvzxCClG+J044ziuaM9gHPNVzHDI2mWyDzmb/+K1nB3uqszghjCe4DqRpm8/sk9dn/ABYsmDDxDt4Obu+Vj5lFYGuWUGEGS1jWgxp3RrzPyV0qWhcknIdVAWXkGNYn6qyo/tqZa4TEkG0CBPx0SOpi3OpZpEi0nwhW4R3ZxNxP9WvUiFovwTcPIrbVaSWjaZn0VlFgBWhdwVjRnYzWSZJkWmw80ndRh8aCRG2vNQnj4i9hrNBdeqh1W+q9SUxLF2K0LyQaQEk7kx+QszXxgIJIh08oJbP4R4JrXe4N7pkmbbX58zA+KzvFcRDtpDRO+l4+KrGNsCRbUyZJa+xm5AExpPqR5JfRLi7ONSbbgcxAQrgXAATGw8bFNmUy1vdtNyd5MfBWriMTp0XAjbUE7m522TnAtzTm/I5IHCkhgJ/LlX0sYAQ3wUJSe0BKy6oJBO+33QzXdmcxbM+Fv9oj9QL7X/PshqrpknxCWK8FeIJjaQqHM0QRMcl7hXOEcvzdXU6+8em6PohhaTEaDl6+ivFeApJEsI+pMl1uuvqrMU/r+eC7BsE3sQvMRSBtv0OqSmabVAhrzYwEsqugyNzyTCrTERM/RVfpSfEpoOhItWB0zZW4is4UzlMECZNxpoUsfjuzkO1nTz/0nPDMlakRuZj0NgqqTjsoo3pHz844l+fK0XmALI5vHIECmAf8ifhCW1cI9pILHW6FVBpmIMrrpMlcon0fgLZoNqON3S7w5AcrAKnimIDIOa+1+ay2F41UaxtOO60AH1K7GVnF+5tPrcrmli9VjRfkMr4ouzEm4081puBjuiNI5z1KzGA4c5w71piAtZw0FgAGmillaWkGXQ47cAbydeiHq4qLNHO6rxFeB3pJKvwdEkBzrN67+AUeegRxtvQTgjLYmDqbTE9OZTLBezZkVXvEyCBPLw8kgp1mMrta41C0u77htaYJGlvRagcZZDstgYA1sFXDhtcqOrNklBcUxTj61JlGtQa5zndo5xLmkSXvLmhpNngCBZWVR2bAyXd1sR8yTzV9fHte1oAb719LASfKYHqleO4s2o3umDOUjkZunyLiQhsEq4+AymJJc4WAk8yVocLgQ5zX1HExcNNh0ssZRqO/UitkcabJ93WT9LBajB8UZXY/s3d7lv5JUktjTvo2TKv/ABuncLNY8wYjQZmnwgOHxBUuE8W7RmWTMkGdbbIhtLtQAPea74dfJLy5+klx4i6i3M0OuJE7rlvKOEYGgACwhct8r8yPI+TYurDXAkRBDjoL8tliMc+XWOY2k3+E3K0nEq3aMMgREAAfl1nsRUDSZEwAAeoA+SbG9lKJUnxAET8tBZHYavmsDIGumxsetkHgqTiRHdBFyYHW3l80bieyc2xDX2GVt2kjlOhtfbwTy3oDRfjsTlDGiQdbqsggAz48hfU/FCUxLtCY0J+1+aZ4bD1M0ftNtLdVKSSCintiNBOvX8/lMgJu3SJjy2SnG4V7XkCTec089Uwa7KMje8SACNdCZ8vsso3tDzdoqFJzvdMCZym/+k7wlMEd4elx6pSaBaMzhIGo3EphQrtiefO2qZuuwxugrsxNuSsdQbAbIBicoVBxBERlJAjoiX1gLkTaCYulbikB2JMVhg2SDN4AVuHDoBI6a3RtWo14IGv5og2gMBv05mfFInfQjRn/AGn4TIL2i4ufBKMJLWNAd3vedO9+60eUT4jktqRmGU76eCzeN4ae1c4AESPQcwuqE9cWPHTsAxuLzvBa1rMn9Nr+Oq3mHxlGtTpivTa7O0SdCCBGovqvnTaRuepWn4bUApNzH3RPjJKGR0vSdCSl2e8S9kcM8n9PWNM/0v7zT56j4oHAcLc1wFQtJbIJaZB0+KtxeKOaRoruHs18UHkk47EcFF6CG0bw0T4BG02Ea2heMe5zoHdG8ckdhOF1a5Ia3uiZOg9Suar0JKizholubU6AoqpiMjC47CfsvKPcphkXGvLqkXHceQWie7qR8lBJymeljilAIx2NNGlTpg98jtHnmXyfkIWb4j7SHPl0j3ndeUIbHcWLwarhf7WakFOpc5t/yV7sZuMUkeZkls0tTi12nPBtDhPxG60VT2XxTwKgfSLahkvEg217pC+eUsSWmLFsjXRfY/ZnO7AhwILoLgJvrF+Vo+Kjldq32BSfghhKLKVMMF41O5O5KB7BvadrSgOOwsD48ivRiXTDpttHXRF4bgriczAQDrK4N2W0uyABae2YIDiA9ukO0zfQra8Lo5aIcLONz15IXh2AyQ15a7623C7ieMqNB7M6DSJCvjguXJnPklekN2YsQuWewxLmgumTrc81yvyic5hf04LCBNhbYiZ1PNAYnhgqPa282loHdP8AVL9gCIlHV64ZlvJHLc9T8VVXxxyEC30k7Aa+a8+Fp2XRZVwuHbLdXcmgnXbMhHcMbB/6Qi+ji4+qvpYo2y2AGog2kRJ9U1oOa5hcGjMRJHTnbVPzaFYopUsrdALycoA+ilRqVXNBYQ3XqbaC5sTqmmHxV8hDTA3A3+QQWLwTHd5tjOg0843st9RU9gnD6XN3ek5idoGqsP8AxBxaJzanQnk0HZdWdldkZczqPy/giabLQ73hv+BZSoukJsJxIZjbKIgiQZ9d04og20IPS/2BQuNwTHwYl3jHpHyVmApvZ3TmIjXlrveVWVNDoadiNCcsxoo4hob1I8T6L2lSzEzmOloUxgyAM5IANoup8QNWqFoxLsxFp8L9bqWJphzW6yDrqEfi6JMZW25jW3UoEVIEEi/Mz8kONdEkj2i+Bl3+X8aKnFNHZnn/ACvQy8NvGiliJLSCL6fZNY0XszFUiB0UBi9W7NAHorMfSNNtxz9AkIxBA6zdXjC0XnlSZocBh3VXtEi59BuStaPZZ7Q0U3SSZ7xAJt4W31Wc9haVStVaxt9fRtz9F9cwnDqergXPIjvWAH9o8dSqRhFqmRyT9hTwj2RDY7WqCSJLW38bp5xTEU6FHKwBuwA62kruJYLJSZ2YuyZy6kHWOd1luLGqabzkLWtiS73iZGg6WlcuSfF8Yr9Q4oKbTbPKgGUkrBccxHec7fQJ7xfiJZSGUyXH6LI40ucQHa6n88EuDHuz0skuMGKsdWs1nIT5m6EmVKuZcSoheieO9stoP2K+r/8A8+xQc9je17rKBaWaAlzxc84AHqV8oAi60Xs7xtmHe10jL+7+rf4X+CWt2Mq40fZMRSo0O+KbZnXU81dw/jQcLuBmLcpCx3tJ7QU6+HBou1bmJNjAt9VmcN7QvomItlAm+omDOxCSdRl6QJXHZt/ajiwbGSS8aQbwDcfJC/8AydSqGPcCDYEeWqUswgce0Bl5uTtNpt1gIx9ctZGpNwfD+Fyyy+AtdDtmLt+5clVEPgbrlOmDghJicC4u2aB18easxbHMptNOmHHR1p1HvTyR+No5v22m8m58DsqHgBtwWTaJ5aiNoSJmk6QgwmIeH+4YJuAItfQlND2sZpAcDMyO8NhAOsW8lNlIT3X59+8bDzhe1DIuYM7yR0iRYJ+VmtVTKGYkFwOs+o6IqlVLWkc0tYwtJzAgEz0PgrGU7kkmZ6xHgtVgcS6qADmedNA0D1MqFXFOs6QRoYnwBja6HxVU2MggCDradNVHDVcwA66dIiOqarRXG6GdSpnIiZP5J5q9ldzbFojmD6leOY0Q5wLSIuOWkofE4vvk0yC2PeEAeC2yiduhjTqEwRpe/wA7r17zmlxJAvbpsISX9Y4DNHoeZndF4PGl2r3CLyW6+YTOmhuLQzfXMamI0j6pPWpEukbnT5X8U1bVLqZLjAzA+W0clRWcwCBYu2i8azO8opOiTSsGNZjTIkRtz6+q8Lg4zN4vFvyF63FhrZOkwRE6DfpdV522eLTy0t9UGickU4usXtya+KL4B7CYes0PqudcSWtMDqPwoSrUzCQcsec+K7CcRc2MptN72/hUxT49gdn0v2b9n8Phu9SYG6gGSTfXXwTXHtpkS92UDrH+1isD7UBje84kD3bZjfbyUX8Sw+KLhUxTxlnuBuUwI2vPkqymn0KoW9sfY7iNNlKoWOIhp0LTtExJgLL0uJN/Tua9jWy2A5hc2Tr3mSQb8lbhsfhWuhgqViB3Wlhayebp121So4MvL31HS90kjQDQwBt/Ck24rf2OiEY3SM9jMRmMR7unXmEsxlUHfa3ibH4D4orF4sNrFkG5GWLm+kIfFYOrnewUbtb2hOsAcuV00F5OvNkTjSM4Har1hXjxFlJrF0nmVslrCLw+FGp057eCooUiTATGq1wcWxlAEt05THmkY8R5w17XDJAyhrtoPUdQRCLHDW1DLSIPpPLrqrOC4AVGAiA6J5bRHomuIwAacwtbw/mbLjlL1UNJhGFpwRpcXCh2DgYOgEgdDz+KJwLg8AxcESfjKoxdMioWtnMTLjfSbDlz9FOtiR7GeErsLBYfhXirp0y4SGtg+C5UobiJquZwiQNY1lcaRIGa2YXG55X2XUaZe6QNPqEwrtaIBe0OgTLr/DTyXNFWCSuhRlayGH1G3iNZ/IUMZiexpkgh0ECT16hE/p2vbmbVoxJH7gBPU7xPqp0sMOyLBUpVJ62PS/mqOHGpM1JsCoYhtVltYktn4tK9Y1pOblvoRGocEI/hT6Dg9rSad/7iJ2t73j1UcRj8zS5vdeyJHMEakfuHNPw9ugDGsWFsFkT7rgZB5WQNDBU2OzOBtcAGDY68spnW3RV4eq4XyEtd3hTnTaWzqOiZYriPYywtJJbmeYBMnRkbZRy3VILiH8wh47RrsxLhaANI8NQEvHDGts1555XfQxr0XmExbhEEFkZbWI3FvBGvL4DQ5rm8yb+dkt+5aGwOnRcSBldHM3/0iqeEYxvaOO8amD5lTwmbMSXANEk32i8wPFUVcjveeXybZYa0HkP5WS8juQZ+upHLOsAwQYv1PRSxNOWlxs2IaAAT0PTzUMjRcA6Xi50ka+duiGaSBJkgyDqW3HTyVNkfoLX93NNhpJtM3jW9/kp0MSMobBcSSYbEDkp18IHO2FvLneddvBVUsILZiJIvH5ZBtAo9fQMS4xbb6oN8tv8A6RbaQaYDzHI7joVXUMA7hKA7C3BM2nrpCLwzGsdm28LkG6AoVWgm0AjTqjMHjmkEOG8Rytt1C0gpGgwOIa6Yb3nbEa25hXVYIg6SSenQJDhRlc1zHTHrufRGDFg5hmi43N7g3SX7G6E9fsWVO1aQ4izXRGUc42dFkHg+JPmrXa4kNBZ2Z0LOfxBT6tw9lQkNAGpzRYk8pskuJ9nXuccj4Bs4X0685uV0qaaobluzH4ysXPLg2Mxn1RH6WoDlLDO1lqK3soGPlx7ouSNBEZVtPZn2Y7UCpOQZu7MF0Ce8AbC/SdU0syXQqhe2fLaXCXZywgz8uc+ZT7hNHM+XMaHghsRPdgRfn9lt+NcCfSc4++1wMPIAcDrHVL+H4YsdbQjXcxcXHiVKWVtGklHohg6OSGhvnEBD8XxdYPa1rHADV5aCDyyyb+JRuPpPzCDuC7e2587qdPCv1FQXkDM0OI8CudNdiXvYFhqlRomA49HNHUWA5wEbXxGcEMaTUMEi4AMdYlenDk27R1+UawZjyQj6Dqbie0LpvNpt9I+SfVWPVDPB0quQXA6crrl5Re4CAZHMudNzPNcqUgcmC5ADoPdQYYMzbD3eS5coQ7F8nYim3sQIHvjboFVwek2NB7p28Vy5dE/7UBHnCDlFICwJdIFp7yN4/h2dqw5G3aZsL6681y5EAPwek0upAtBEixA6o/E0mlrZaDJvIBnXVcuTBQHSpgMdAA7zduoVoptzmw05LlyXyVj0X5BIsL69bIB1JvaN7o22HRcuWkYPwjQab5E/8p//AEqWCW36f+zly5ESJ1Ck0l1ho4af3hUPYO00FmjbwXLkgWRq0mye6NTsOaEq0mx7o05DkvFyIqKqdNuTQeioqUW/0jUbDkF6uTBGvDqY5DQbKWLpi9h+3ZeLlJdmY04T+385K/BNGd1tj9Vy5MArx7B2ZsPeK2eApgYelAAhgi2ltly5Kxn/AIxT7UuPd/xP0SzDNHLl8iuXLPol7A8Wb4IPEGKFrXeP/s5cuSLo3k9w/wC3/If+ilimjO2w0PyXLkyKS7HeFYMgsPRerlysRP/Z)
Hola a todo el grupo:
Les dejo las actividades correspondientes a la continuación del tema "
Realismo".
Consigna: leer el material y resumir en la carpeta, brevemente, cada una de las características del Realismo expuestas desde el punto "a" hasta el punto "f".
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