Federalismo y Centralismo
Estado Nación:
Un estado es una forma de organización polÃtica que cuenta con un poder soberano para gobernar una
nación y un espacio geográfico determinado. Una nación es un territorio con normas y leyes además de
que tiene una estructura de organización.
nación y un espacio geográfico determinado. Una nación es un territorio con normas y leyes además de
que tiene una estructura de organización.
Un territorio es el asiento fÃsico del estado, un elemento tangible que está compuesto por la superficie
terrestre, el mar, las aguas internas, el subsuelo y el espacio aéreo.
terrestre, el mar, las aguas internas, el subsuelo y el espacio aéreo.
La población es un grupo de seres humanos que habitan dentro del territorio del estado. Está dividida
en sociedades y se vinculan para conseguir fines comunes que beneficien a todos para un desarrollo
productivo.
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u1bxnSNsf0+uFoP81vvmrnmFGep6XJa7A3DjPYpNilL0V7lkWf9hKjfSpN5aUWArGLE/k/LDFdSyPwjNbZ2+kllXta9NDW/fyvssWnXT4Q4+9OX8r8ICyrfHIbRaQ3JUYjLTi53RyBPom5D069MQJ3/NwhFyJv97705+7q9UvuxYOPd9JeiDzGZGNUwAEO0Nvjf8luH5Blx3YGcCXVhPVFx+0KK/Efnz96Y8ftFQXnPm4So30sVeUpKIGYhEgZXyFIf//p7yoJxyfeeyBTfObdK+OfwlTryZ208nelt3Mc/yWAxhdAYtY+M77uLxrykFVW47SRWMJKjMZSUvKzNQJ9E0dVxeg9L/yZ++zC0VQxmnevbxy7mp+ihtL13s4i/+39rIe1rrcvuFQG9ZWBbQN9OZYY7UtJKh+1Eeiq6JjULytGH37tb93C0px7au+G5FU7INrX9zsObx5xPXftC/fD7bcnQpQXEZY2fvn7B9fcO3nxWGJz9caK+8W79zu+zuc5/EcvKjfY/8HL3xrZQxyEYTyEs3GZbpbvuL+4cj0xb3uC/TwhzUlZdjEeeWIfY2+n9b/oWIKnPsEjtt1lW9QuYrwvMRpjqcnnRgl0UXBU8Yli1Iq85ZVF98COv0rEIQUf7l+Ym0muIz2IPgg3xsMYUR7bOHb8KAUjhaU9x/G1xcuJfdrZcfipNQLW72mF7/D1v71y50g8p/mOeJ+c+2gkgi8tnBsdp+WpCs+uxcWE8FilyIqJtsd21tVgbR6HfoyvxO00RpaHvccvvScZq2ht+sd12fXT0bnGjNb1eyK7ItBJAgfPvJP41TWxUdUfilHYseIw7RxhsdmeRQpHfrBkbeTd8+2jh9LaZb6sPXvsxy+6x15RVi76m5Ynpt2H/ZsfX3RcpWjceTvJKpa9hMnN3jsKQU5BZLnk3bPhdNzdnlC/bGJpn+P4qZ7RcWgp7KAIvHDgsSS/fRAoNg/jiFHEo8BkDyTPKe6sKMy7B1s2LMSoHRJAH20YvMZnr6sf34ZLu8deV9q1e/rJPNl7sR8PqZH6D+khn9veT59D3j0/rM67L0r72MYlRvtYqspTEAIPvbYusRO7OPH9LytGIdheObplNJ5y32evjl51Z72Kp8ijUPXPrbhME5NvTb+4RrAyPkUr4meNLbX2+HqfPa+IB5+y8uQzivk8SOWPxMgQhRN7OlFEtieUgnPL3pnRhP5ckYj3frrzZDL5vH2dbyd7Z7EzHr/6xnX75beNwwn4bRoolyI/N75+2l1eWEmStLZhhwsS0A/Y48IDiMA0h1j+yHMfN4nRPpaq8lSZwPzS1USEwVDMwsT3na+oka8T54+MPjhCD+F/3fk3o3MIvr//7X8ajctEeApC2KQda4MikfcYnuewcXnhfPJREXskIRK5pfnAD5r4yp3xKDYRt0w8+kJxyzR53ecU8znzNoT90MQIVyzieE+IRa78QxFHocZzhKVQpACkiIVgvDC3PFre0y4lijinLlxPJmTHMdd+t8cUnL/ZP5sIS9rN8vPerdMjAUq/IWxtvGNn5xJ/rG845rKmKHPk47tPHV0zLnpIdaGPbVtitI+lqjxVJoDxohAk2GIWJvK92pydMfKrXPkjMjAkAYK8UlSih9M/9+/hPsQqehftPXsM0Ujxh/BWjOIcf+wFpXhEGNtjyXDWrj3GfXtuj9PusVeU1dAKb1xLS5s+DGVPNn3aS4z2qTSVl2AEMF70xzu+ndiLUZDI5+GJUJZ5sEYQgaGhiA/m0/Yi4poVdvaY4YvEKG1QAFJw4jp7PfEK3fZMpglW2uHr/3H8tH7jmD2wzIPd0yfrp70/lOMImubYLkqMjo1MEYZAAONFn9n/cJJVPuS1H67Ai6nsh9A+mcehiA/mk2KMYywh+uxreYpBhLfCzhd8DAd70zPzqa+8rei0YtTaYjo7D51fI4zH9ZP+8PU+ez+RP/SMwt5LH345ei3/9tSl0dACshnSnvW/T3uJ0T6VpvIShADHi75/YldiLyYhIl8lmIM0gkiMDEmAMK8Qg2k9mRRyLDr2HtrrGJsJ8YoN+3VPf+ymZ+cZZbTnOFOmwxsUvhCJ3JDOPc9OjewwTJqf1pcy8Si6KW6ZJq+TydD25NCnvcRon0pTeQlCgONFz8+dTexJ4EngxVQHgjSCSIwMTYSEzi/E4eNvnhn1OMI+ROSBU1fXXAudruxVmz4qkuY5lpsSo2PhUuAhELDjRZHfmISIfJVwHkIbZR4laqqJmrSPkXCNHw2JbzW+dfFj/e/TXmK0T6WpvAQhgPGinPAeBiXwJPBiqgNBGkEkRup62A/Frn1tziLneM2hMIgxnyyrPu0lRvtUmspLZQIcL8qlQGEwJiEiXyWcKzeCiAzEKCTkczd7G2Mql4iaaGlXJUZLo1LAIRDgeFGIUm4SeBJ4MdUB1tsh7GMSEPJVIjRUHehj25YY7WOpKk8TE8DreS4DSiMxCRH5KuHMejuEfaiHu+xIKMZUB/rYtiVG+1iqytPEBPzxojAkgSeBF1MdmLjyRxgxJgEhXyV4Q9WBCJtqocsSo4WIFGAoBNLGiyLvMQkR+SrhPJT2inyGerjLjoRiTHWgj21cYrSPpao8TUQgbbwoDEngSeDFVAcmqvyRRopJQMhXCd5QdSDS5prrtsRoLh7dHBKBtPGiyH9MQkS+SjgPqc2GerjLjoRiTHWgj21cYrSPpao8TUQgbbwoDEngSeDFVAcmqvyRRopJQMhXCd5QdSDS5prrtsRoLh7dHAoBLP0JwWHnF2XeYxIi8lXCmfV2CPtQD3fZkVCMqQ70sW1LjPaxVJWnsQm8f2JXIkbt/KI0IoEngRdTHWC9HcI+JgEhXyV4Q9WBPrZtidE+lqryNDaBZ/Y/fMv8ojQSkxCRrxLOrLdD2Id6uMuOhGJMdaCPbVtitI+lqjyNTeDHO769Zj16a0ACTwIvpjpg627fj2MSEPJVgjdUHehju5YY7WOpKk9jEcgbLwpDMQkR+SrhPFbljzxwqIe77EgoxlQHIm+2qe5LjKZi0cUhEcgbLwoOEngSeDHVgSG13ZgEhHyV4A1VB/rYxiVG+1iqytNYBPLGi8JQTEJEvko4j1X5Iw48t7jqfvD8ca3C9AuJvFAiLwY7dz551C2v3Ii45aa7LjGazkVXB0Qgb7woMEjgSeDFVAeG0nQXllbd42+ekRiVGB1UHXhw2wk3t7jSu2YuMdq7IlWGxiFQNF4UtmISIvJVwnmc+h972FcOXxiUEImh504+1ttTvfm9L9QzGvsPl/wXAZ8Axouuf/E2lza/KMNK4EngxVQHWG+HsL84t+zu2HRYglS9o4OpA2cuLvayaatntJfFqkyVJYDxohvfWp8bPCYhIl8lnHMrc89uLq6sujc+vjgYIaJex3p7HbvO99d7Z9z84mrPWvHN7EiM9rJYlamyBDBedMfhzbnBJfAk8GKqA7mVuYc3MX7uJzs+kyBV72iv6wA+1rt6vX9jRfmTJDFKEtoPjgDHi07NHsjNe0xCRL5KOOdW5p7ehCDdeei8XtlLkPZSkGKcaJ+FKH6WJEZ7+uOsbBUT4HjR5ZX8MTgSeBJ4MdWB4prfzxBLKzfcuatLbsveGYcvjjWWdNivtLv+yr3Iv/tf+sRt2vO5m5qZ7+XX8/6vkMSoT0TngyFQZrwoYMQkROSrhPNgGnBGRldWbyQPb+y1iUCsBNDbv7jcz/GhaWUiMZpGRdcGQaDMeFGAkMCTwIupDgyi8SqTIiACvSIgMdqr4lRmyhIoO14U9mISIvJVwrlsG1A4ERABEegKAYnRrpSE/GiUQNnxonBKAk8CL6Y60GhDUmIiIAIiEICAxGgAiDIRH4Gy40WRs5iEiHyVcI6vNcpjERCBoROQGB16DRho/n+0/fbC+UWJRgJPAi+mOsB6q70IiIAIxEJAYjSWkpKfwQicvjid9HYWzS/KBGMSIvJVwpn1VnsREAERiIWAxGgsJSU/gxF4Y+r5ZD36ovlFkeD15XmHr+4l8iTyYqkDwRqKDImACIhAQwQkRhsCrWS6Q+CJ9x4oXI+e3s4vXXU/332XxOhzEqMxiNEfbr/dLa5cZ/XVXgREQASiICAxGkUxycmQBL7/8rdKjxddWll0v/3oSYlRidEo6sCT7/+DW1iaC9lcZEsEREAEaicgMVo7YiXQJQLjjheF7zNXTkYhRGLouZOP9fYwH/5ib5eam3wRAREQgVIEJEZLYVKgvhAYZ7wo87ywdM39+oNHJEjVO9rpOrDxrfVufukaq632IiACIhANAYnRaIpKjoYgMM54UZve1euX9CGTxGhnxSiGnlyaP2errI5FQAREIBoCEqPRFJUcDUFgnPGifnp4XY8PRPSqud5XzeI7Hl/U6anZD93q6rJfZXUuAiIgAlEQkBiNopjkZAgCHC964vyRic1dW7ysV/bqIe3Mf0gw0wN6RCVEJ27SiigCItABAhKjHSgEudAMAYwXRS9S1Q1jSNEThS+XYU89eeP15IlXdV4YbrLvs1ccph7TJgIiIAKxE5AYjb0E5X9pAniA4y/Uhil0lleXQpmTHREoTQD/IdImAiIgAn0hIDHal5JUPgoJoBcTvaPaREAEREAEREAEukNAYrQ7ZSFPaiTA8aLYaxMBERABERABEegOAYnR7pSFPKmRQKjxojW6KNMiIAIiIAIiMEgCEqODLPbhZTr0eNHhEVSORUAEREAERKAeAhKj9XCV1Y4R0HjRjhWI3BEBERABERCBrwhIjKoq9J6Axov2voiVQREQAREQgYgJSIxGXHhyvRwBjRctx0mhREAEREAERKANAhKjbVBXmo0SeHzPfUHnF23UeSUmAiIgAiIgAj0nIDHa8wIeevaWVxbd+hdv0/yiQ68Iyr8IiIAIiEBnCUiMdrZo5FgIAlOzB5LlOjW/aAiasiECIiACIiAC4QlIjIZnKosdIrDj8OYg69F3KEtyRQREQAREQAR6RUBitFfFqcz4BDa+tV7jRX0oOhcBERABERCBDhGQGO1QYciVsAQ0XjQsT1kTAREQAREQgToISIzWQVU2O0FA40U7UQxyQgREQAREQARyCUiM5uLRzZgJaLxozKUn30VABERABIZCQGJ0KCU9wHxqvOgAC11ZFgEREAERiI6AxGh0RSaHyxDgeNH3T+wqE1xhREAEREAEREAEWiIgMdoSeCVbLwGOFz0/d7behGRdBERABERABESgEgGJ0Ur4FLmrBDBe9Mc7vt1V9+SXCIiACIiACIjAVwQkRlUVekkA40Wf2f9wL/OmTImACIiACIhAnwhIjPapNJWXhIDGi6oiiIAIjENgbnHF4e/68uo40RRWBAZNYHnlRtJu0HZWVm9UYiExWgmfIneRgMaLdrFU5JMIdIfAwtKqw4P0o8+vuef+MOse3HYi+Vv39MfuL3/xkf7EQHWgRB2488mjo7azZe+M+/DkVQdNOr+4MnZjlxgdG5kidJ2Axot2vYTknwi0QwAi9MrCinv8zTMOD1IJTwlv1YHwdWDj66fc7JVFN7dY/k2DxGg7v4lKtUYCGi9aI1yZFoFICVyaX05EqMRHePEhpmKaVgd+tuukQ7srs0mMlqGkMNEQ0HjRaIpKjopAYwRmryy59Vun1RNa4tVrmqjQNYnNSesAhr6cunDdLReMKZUYbeznUAk1QUDjRZugrDREIB4CEKJ6JS8xNamYUrzqdeeOTYfd8dn53B8NidFcPLoZGwGNF42txOSvCNRHAOND795yTD2i6hFVHWi5DuA/hBeuZb+ylxit73dQllsg8NBr6zS/aAvclaQIdI0APp7AmDX1bFXv2RJDMQxRB+5/6ZNkKqi03wqJ0TQquhYlgfmlq+7u577ptB59lMUnp0UgKAF8zRviASobEmKqA+HqAKZTS9skRtOo6FqUBA6eeScRo1qPPsrik9MiEIwA5jnE9DISEeFEhFiKZYg6kNU7KjEa7OdPhtom8MKBx7QefduFoPRFoAMEllZuOHw0ESE25HoAACAASURBVOLhKRsSYaoDYesAxnL7m8SoT0Tn0RLQeNFoi06Oi0BQAlgJRgIirIAQT/EMVQd2/Ol8slKTbfQSo5aGjqMloPGi0RadHBeBoAQWl1fdpj2fS4y2/PV0KOEiO/0TwT/Z8dktHzJJjAb9GZSxtghovGhb5JWuCHSLwNziSrJetkRM/0SMyrQfZYrp1rA0r90kRi0NHUdLQONFoy06OS4CQQng4yWtttQP0SLx2c9yxHjuFW9FJonRoD+DMtYWAYwXhSDVJgIiMGwCyys3tOKSXtFrmEbH64D/KyUx6hPReXQEOF4Ur+q1iYAIiIB61PrZo6Zy7U+5+r9SEqM+EZ1HR4DjRSFKtYmACIiAREt/RIvKsp9l6f9KSYz6RHQeHQG8nsdrem0iIAIiAAISMP0UMCrX/pSr/0slMeoT0Xl0BDReNLoik8MiUCsBiZb+iBaVZT/L0v8BkBj1ieg8KgIaLxpVcclZEWiEgARMPwWMyrU/5er/EEiM+kR0HhUBjReNqrjkrAg0QkCipT+iRWXZz7L0fwgkRn0iOo+KgMaLRlVcclYEGiEgAdNPAaNy7U+5+j8EEqM+EZ1HRUDjRaMqLjkrAo0QkGjpj2hRWfazLP0fAolRn4jOoyGg8aLRFJUcFYFGCUjA9FPAqFz7U67+D4LEqE9E59EQ0HjRaIpKjopAowQkWvojWlSW/SxL/wdBYtQnovNoCDyz/2HNLxpNaclREWiOgARMPwWMyrU/5er/GkiM+kR0Hg2BH+/4ttajj6a05KgINEdAoqU/okVl2c+y9H8NJEZ9IjqPgsD5ubPu7ue+6bQefRTFJSdFoFECEjD9FDAq1/6Uq/+DIDHqE9F5FATeP7ErEaNajz6K4pKTItAoAYmW/ogWlWU/y9L/QZAY9YnoPAoCGi8aRTHJSRFohYAETD8FjMq1P+Xq/zBIjPpEdB4FAY0XjaKY5KQItEJAoqU/okVl2c+y9H8YJEZ9IjrvPIGujhddXV1x80vXkr/VGyud5ygH+0mAdXBx5Xo/M1giVxIw/RQwKtf+lKvfjCVGfSI67zwBjBdd/+JtrivjRfHwP3ftC/evhza5jW+tT/7+7sXbkjGt+MhKf2LQZB1gHXz2g0fd6UvTnWknTf6wSLT0R7SoLPtZlv7vgcSoT0TnnSeA8aJ44HZhu7Z42T225z4JTonuztaBn+++y12Ym3HLq4tdaDKN+CAB008Bo3LtT7n6PwQSoz4RnXeeAMaL7ji8uVU/F5bn3InzR9wPt9/eWRHSZG+c0up27y966t+aftHNLV5ptd00lbhES39Ei8qyn2Xp/xZIjPpEdN5pAhwvOjV7oDU/V1eX3ZGZ/RKh6g2Nrg7sPvYbd315vrW201TCEjD9FDAq1/6Uq/9bIDHqE9F5pwlwvOjySnuvHK8sXFCPqIRodEIUvdfoIZ29errTbTyEcxIt/REtKst+lqXfziVGfSI67zSBtseL4mMljRHt9itpDRnIL5+HXl3n5hYvd7qdV3VOAqafAkbl2p9y9du4xKhPROedJtD2eFF8nSyxky92xKf7fD48/Van23lV5yRa+iNaVJb9LEu/jUuM+kR03lkCbY8XXV5dci8ceExiVK/oo68DT77/D25haa6zbb2qYxIw/RQwKtf+lKvfxiVGfSI67yyBtseLYl5TTJOjnr/u9/ypjPLLCLNA9HlS/CZEy30vHHeLy6u3/F4urdxw3/vVMVfVB9ifX1p1P915srKtIl/+5pdH3IW55UbSyvOlyTzn+YF7YHJ5YcU9/fuzpfiPG74o/ZD3u8SV+fIbjsSoT0TnnSXQ9nhRfIWMYQISOvlCR3zi4NPZhh7AMT7w6t7/9ROH3fTs/BrB8uy+mcqijsJmZfVGZVt1M7D2f7br5BoW9l7RcRfyXMX/ovyVuV9H+l3gmpZ3v5lLjPpEdN5ZAm2PF8USn1pZKQ6hJUFcXE6dbegBHEt7+NVxLU2Mhkqni71ZeXkLwaLNPIfwP49P0b0602+Ta1a+/WYuMeoT0XknCbQ9XpRQJHKKRY4YxcGIdbqP+6wHYOjrvoDwe0Wf+8PsCO/slSX33aeOpr7yhVjgK/83Pr6YhCkSEOhF42ZtsycM92zPKu1tfP108voZ949+MZekhTh4Tc97jEdbPM+yQQ70x9rFq27fF1sOflymhTBpXGxcHGcxTos7jv8Mi2ESYA3G2w+eS/KCMmK6WeVVNX3kjfzT+DF93LPlTz5VudJOXfsEpPlHYtTA0GF3CbxzfFuyHn2b84uCjoRWHEJL5VRcTt1t7dU9q+sB6tvNe+BDSJy7ujQaPwqhlyZGYePY2bnkdTxFIQSQFUN+urh39fpKYpuCBWMb6Q/HOb47fdlhDOu9W6dHApRjWiGwIPx8Aeqny3OGQ+n4NuCv9QP+Zvnij6eFjxSv9An2srhYFlmM0+KO4z/zYvkg3xCe4IH/OPAY5UC+FNJV0y/il5Vvy6YKV2unrmO/lUuM+kR03kkCT7z3QCfWo5fIKRY5YhQHo0429EBO1fUA9e36gsvvGYUgwMbeMz8+zilubNYhJikCIcz8eOgVS7Ppx7Hn9pjp8gMpe88e54Xz71HAUQjn2WF+EMd+OGXj4Ji9xWRD24yPfRrjrLjW/jj+Ix7Ff96x5Znm+6Tp+75m5RvX8ReCK23VtWeZci8xShLad5rA91/+Vuvr0QOQhFYcQkvlVFxOnW7wFZ2r6wHq2/XFqH8f5xRp7E30w1hxY+/5wsXegxhlb6K9bnsWcd3asMd598qG820wnxSMeb7QZ6QF0cY4Nm0cUwAyfNaeaZNxVlxrv8h/G9bayzu2YjTNd2uzKP0y/Px8kw/SCcGV9urY+01cYtQnovPOETh98eZE822uR08oEjnFIkeM4mDEOt3HfR0PzzSbaWIUQuDAqauJCH3pwy9HvZpvT11K/TKeNtjTCRECceYLF5u+fw/nOw+dHwlfClXY4njCtDhWPPGYAocC0YqiPBt+PJ6n+cK8MO9pPvKez4VxsUcaaYyz4o7jvw2LY4rLvGMyDJF+Hr+sfJMN05+UK+3Uufd/dyRGfSI67xyBN6ae78R4UYCR0IpDaKmcisupcw09oEN1PkRpG6LEfxXLLEDIUUzwGkUZ49u9tYVwFBOIy94+Gx7HEIncbBhri9d9e/c8O5VMSYX4ECwbfntizZymfPWN+xfnlpN8YjwkwmKDXd8GxsMyHvOa5oufDxuGadFve482bfw8xn7cIgbW/+mZ+RGfc9eW3KkL15N8/3rvzOg6ypgfEdnwVgCyfqSVaRV+efkmH5v/cbnSRp37BKj5R2LUwNBhNwl0Zbwo6EjkFIscMYqDUTdbexiv6nyI9tE2hAt79fqYP+Wpeys3+S1dYtQnovPOEejKeFGAkdCKQ2ipnIrLqXMNPaBDEh/jiQ+IUb6GFrvx2InXZLz85i4x6hPReacIcLzoifNHOuGXRE6xyBGjOBh1okHV5IQEQjmBYF/lcoyo2JVjJ07VOPlNX2LUJ6LzThHAeFH0jHZlk9CKQ2ipnIrLqSttqg4/JBSqCQXxE7+664Df7iVGfSI67xQBjBfFX1c2iZxikSNGcTDqSpuqw4+6H6SyL7GmOlCtDvjtXmLUJ6LzThFAryh6R7uySWjFIbRUTsXl1JU2VYcfEgrlhQK/zG77NX1VP4b0EVZVVl1oH367lxj1iei8MwQ4XhT7rmwSOcUiR4ziYNSVNlWHH1142Ob5wLlE88Lo3viCmstxil15dm2x8tu9xKhPROedIdC18aIAI6EVh9BSORWXU2caeg2OtPWALZMu57tsuyeyjK8xhRlSz2hM5ZLlq9/sJUZ9IjrvDIGujRcFGImcYpEjRnEw6kxDr8GRrAdg1esUPFv2zowmvLei0n6dzpWDGGfXR+dvySkncs+Lt/H10+7ywkoSl+GRj0ni2Iny7eTsdo5RTlyPBG16lh1fEzNDmKT+3q3TiZ/snWQYnmf5TLvk9NOdJ0erT2XlPS8fjMN0rR+8B7/9ifX9c4RhGdJH7K09+OqfMx82LcuxiC/yhrLZfvBcghc+cHJ9+sM0kD584n1EYLmWsYO4Rf7YvIc8TjJn/pEYNTB02C0CXRsvCjoSWnEILZVTcTl1q7WH9SbkQ5O2KDrgKR/4EAEUMejxPHZ2LlnyE2EvzC27NEFCOxSxRfFoH+KCAmuSOBAwnEuUPvxm/+waAYkwWG0IqxHZ8GSAPfNGIQS/6KMvkux5ms+0QX+QP8uMdm3erV+MB5Y2LXsMn+05ju267bj/7L6ZpNzyfLQMrD1rv4zveXyZH9QxCE/6ymOUX5roP3d1yX3vV8cSYQofvvfMsdF/YBgXeeYx6wHs5/lj8xz62G/xEqM+EZ13gkAXx4sCjEROscgRozgYdaKh1+RE6Acn7fkihOKBYojLPzJbvG57Hm0c2KXgYBzs0+LZtCeJA+EMMcK8cG/t8hrEHzaKQV7HHvdsTx/iW3Fj82ptZ/lM237YLDtl8mFtwb5/Dhv8DwXKY++nlxMuRT6m+erb99PyzxE+jy/CW55Zx5YPezdt+Zaxw/zk+cMwofe2vuNYYtQnovNOEOjieFGAkdCKQ2ipnIrLqRMNvSYnQj84ac8XFhAy6AFFD599+DM89mlx8NodgpP3KTjy4lk7ZdOycSDArIhkWjYMhTLC4dj2uDG8b8f6Ym0xbxRNNhxt2b2Na499O376tGHj2GM/Ps7RAzo9O5+UAXtFGS6tLJgG93n28+6V4Yv49CHvmFzpE23zPxB5cWmfcfLKm/ZD7/2mLzHqE9F5Jwh0cbwowEjkFIscMYqDUScaek1OhH5w0h4e8PYVL3qU2MNGgcPeKdxL6+GkAKAYLRsPaVOATBLHxkd+cL7z0Pk1YtkKPfiZJkaRLw4XoB1f3DBvNmyWz5Yt85fma949Px8+Y+sH08M1bCw/XC/ykXHz7Of5XoYv4pNn3jF5wJeXPvxy1OP99tSlW/5zlGWnjD/Mc+i93/QlRn0iOu8EgS6OFwUYCa04hJbKqbicOtHQa3Ii9IOT9vBQt6/i2QuVdh+9TRQ3yKYNy9eq7Km0dtPi3fPsVNKTBzsUT5PEoQCjP77dDb89sSZ/Nj3mEXuIGLul5Q33L84tJ/Z43/eZNi2nc9eWknGMiI94vo8Yz5qXD6ZFxml+MF2EoXDmtSwfeZ/7NPsQ6SifLN+L+FoOv947Mypz+Ejm0zPzo+tIy44PRbp+/cmyg3A2r4nTpn4xn3XtmR73EqMkoX1nCGAdeoiJLs0vSjgSOcUiR4ziYMQ63cd9XQ9QPLzZI1VXGrHZBRP25MXkO4Tfu9OXko+1YvK7L776vzsSoz4RnbdOYMfhzZ1aj94CkdCKQ2ipnIrLydbrvh3X9cCWGL11MvVYxSh6V/1e0brqjezeWm/83xyJUZ+IzlsnsPGt9Z1aj94CkcgpFjliFAcjW6/7dlzHw5/jBMGKr4LrSCcmmxCiHLYQCxO+XucQiZh498lX/zdHYtQnovNWCSyvLLr1L97WqfXoLRAJrTiElsqpuJxsve7bcZ8e2srLrb1qYhI/E/83R2LUJ6LzVglMzR7o7HhRgJHIKRY5YhQHo1Ybes2JS6zEL1ZUhv0uQ/8nQGLUJ6LzVgl0ebwowEhoxSG0VE7F5dRqQ6858SwhozGf1QVOzAyt7xx2kTdutEyYrLrW5euWQ1t++j8BEqM+EZ23SqDL40UBRiKnWOSIURyMWm3oNSee9oClsLBzZKaF6+O1UB/rtMmwah7a9L1LdSqNQ1W2k+TP/wmQGPWJ6Lw1Ahwv+v6JXa35UJSwhFYcQkvlVFxORXU95vtZD8cu9Ahl+VbXdc5dmdcDOE7abTAMlYc2fB+HbVNhLYdQbMf13f99kRj1iei8NQIcL3p+7mxrPhQlLJFTLHLEKA5GRXU95vtZD0b7EEYYnPNrcK6cxDAbXz/tsGwnNvvlNXqR/A1faCMse13Tep/4FbdvL8tXmw4nukdY2oYdpkcbnBgd9xBn3dMfjyZIx7VPvlzI9RNpIt72g+cQPFnLnjZ9Plv2zmSy2/XR+SQ+BHAaY/hLuwho88e8cE+xlBj8qixYRjadLL5+fDKjDSzlirTSePthstgzXFadwX2/nuUxsOlwlgLa4Dn5pPnOifCZV9rjOf39x1dPjVU/GK8Md+tf2jHLk3uJUZLQvnUCGC/64x3fbt2PPAcktOIQWiqn4nLKq+ex3bs0v+wOnLo6EjhpDz9c48MUAgQi5djZuWTpRDyssca8FRN86EOk8CHOcBQwEFQUqta2nxbunbpwPZlgHcdFk8TbMBQSEHYUVuzlhACjnwhnl+9EXrBakY3v+2XPbd4hPOEDBBSP6TOvU0Dy/Df7Z28R72mMwS7LV/iT9mfzwGPUUcs+iy8YMRzLknlluabxZn4YJov9vVunR/lmWTCdrHpWhgG5sqzB5dl9M0l9tYzSfOd/AuwCDQjHc3tMnkzH3kM6PCezstytj2nH/m+MxKhPROetEcB40Wf2P9xa+mUSlsgpFjliFAejMvW9i2HmFlfc4c+vJcLz56+cTHr/+LBbv3U6cZnn/p4PVogBHLO3ivkseohbcQXbZcUo/WDvG0ULr/t72GVPpL1n/cd1/5y9gzZuWbFBJlZ0Zh1T1NA3pEvRau9lMUa8NF9pz98X5YHhfb6Ih/9kIG8IY3nZ4zK8bfg8W2n30uoZwhUxgF8U/cjL3k8v3yLWy/ie5hPLqYitzbc9hk3++dx5PW/PNse9xChJaN8qgRjGiwKQhFYcQkvlVFxOrTb4kolDtEF4vvzhl0mvJcQmH3B3bznmIEbxMEYYiFRuDOPv7cMUxxRbNpwNg+tp5xQXVlSmhfMf+Oihw8Pf9mDatHmMPLE3j9ewtz1uOPfTxDWKC/rG86Ker7rEaBpj5om+0Vde9/cMl5UH3vf5gg/KKi2eZZfF24bJY2/DwXd7juNJGdje2LReUaRVxvc0n/y6mcYoLx7uZXHHvaI/tlXuJUZJQvtWCcQwXhSAJHKKRY4YxcGo1QafkThE5Y4/nXOPv3nG/eD546MH2p1PHnU/2fFZ8uDF63i8ls/bsh6EViTwQc9eRIgNPJBtGNix53j4Ts/Mp65nzgczH+pWvFjBgHBFYtSmSR92Hjq/5uGP60jD9py99OGXI2ZvT10aDUHAeFb6lecn0qVwyjumkKFvNo69l8UYPqT5Cntpf77PPp8svkyfjGy8rGPmCbxtGPrA/yRY9jYc45MDffDrWVkGSAcb8+DzSUvb1hWWu62PNg7zxXD+eVY8+JHF3fcx7dxvvxKjPhGdt0IghvGiACOhFYfQUjkVl1MrDd0keuLcgnv18AW3ac/n7v6XPhmJkDs2HXYPbjuRPOj2fXoleQibaKUO0x5+FAUwwJ44PJTZywmR4Ye559mp0QceEAP+B0F0hg9yvnbF9Ytzy4ltpIUeXKbDOLDHD4UY3/pNEWL9xX3rM/OB6xQRtE/RhHv0i9d4bv3E2Ej4hO3Xe2dG+YZvEB3YfEa4Rh98dt/71bGkTK2/TD/LV6aTxoM+4z8D07PziT9M26aR3DDizd5jmdi8UuT5vP2yx/hba4tp+/kuilfEwNYBHiPvaUx43/ed7MkMTNLyzjwwHH3jeVE8y8PnTt+y9gzPvcQoSWjfKoEYxosCkEROscgRozgYNdngz1y87t78+KLb/N7ZRGjaBxSEJ77Mfnf6kkO4EJu1H/IYwgO9ttYmHsjorbXXxjlG/Cfe/nzi+OOkFUNY8VjbO4w6h7YBMRxD+ZX10W/nEqM+EZ03TiCW8aIAI6EVh9BSORWXU10NHT1N6NGEwITQRE8nH1DoAUVPKIQpekbr2phe6D167vi6lbZxLa/XiuHS9ujRYs9c2v2hXROPtUIU5Q8mk9avLtcfv+1LjPpEdN44gVjGiwKMRM6tIufh1/7WLa7c7NE6fu7QiJG9fu7aF+4HL39rdK8Mx3tf+nN39fol9+LBx0fxaNNeK2NLYW4ttxAN3U6pBOGJsZ18AGLMJ3oR8Sp+aubma9UQaZaxQR9C7+0rWfrhi9PQacrerQJtCEz4qpyvzvuWZ7Yf7iVGSUL71gjEMl4UgCRqbhU1ZIJyxGaF4j0v/Jl7/djWYNx2HnlmbFFL/7RfW3bjNviiKZUwDyG+esdHSG1vfXtwKz/DFKR9Lnf/N0Ji1Cei88YJxDJeFGAkaNYKGsvj5T/9s3v+wD85DLt4YMdfJaxCi1Gbno6zy6IMm7yGjg8b7JRKmEaJD0Z/SiWE7dpGX7u+54c8IV7DhrTVdW5V/ZuEFcay8gv5sulPEqes7UnDTZL3SdPKi+f/ZkiM+kR03iiB+aWrbv2Lt7kur0dvgZR5yA81DMQoROgHp95wfC3vi1Hc42Zf6T/x3gO8PIqLV/ILS3PuF+/enwhbvrZHwNUbK6PrDPfU3g3Ja33ct7aHWh5F+R4Bdy4RnpxSyc7lia/H7ZRKdi5PG79rx3kPwa7cs6/8Q4jRruSrj35QwHE1pjJ5nCROGbtVwnSpzvm/GRKjPhGdN0rg4Jl3EqHR5fXoAQSiGVvRA37I9ylGKRp//+nvnBWjEI2fX/40ec2O42uLlxPxao8Zd8fhpxJhSdEJO59dODoaAgBRix7Y//bKnSMByh5ZCFvGG3J5FOUdX7bbKZUw3rPqlEqN/njkJFblgd1kXAoWidHuv4afpJdzkjh117+u1Dm/+UqM+kR03iiBFw481vn16CFyHtl9V8Kl6AE/5PsUo2AAgYmPmrYd2nTLmFH2glI8YqwphKvPDjbYM2qPab/MPd+mzm++2v/bX3/X3bHpiHvy3S+CTqnU6I9HTmJ5D3Q+jBkdwwy4vjh7vhiG57AHYcG5QrM+WrLzPdqv5GkPaVqbvG7n9bTxstLkfJywx/C+8KFtP02GS1trHPnkhzOIl/bxTNZ9psf8+edV04VvafnGdabl5xX30sqEvthlQtPK1vYk+razOOTFsX5yjk/4grR5Dp/xRx+zysnaInPGzeKE+4yXVeey8pXGkX6msaMvWXvwtJvEqKWh48YJPPTaus6vR4/Xv99/+VsJG4mZ7HGKVoyCE0Qmeij3ffbqmtfseIWOHtALczNJzyjCpb1WtwLU7+209+wx0vXPVWa3ltldz/3HZAJ3+9BqvPHXmGDWAxAPYrtWOR6wFAF8+FuBwjGCEBjHzs6NVjSyNpgW4nMlIj7w0eNJccLeTzzsmSbDUUxYH7LSRBy7ghPEyveeOeawyhLtZKVJ0Q309AEMGA/pn7pwPZnT0ubH5rHoPpkhDvNjBdUk6cJWWr4x92ZWXjHxu80DWf9m/+wtrLLKFmVFQV6WU1YcyxDijfUB1/2lPulrVjnl5TmLE9OnbVvmLLOs8k/jyLqdxY7pZe395i8x6hPReWME8OobQqHL40XRs4cxrZh+CpuEza3Chky2f/Qvo3GcuMZX6xSaVnRaMeqLR5y/Nf3iGlHJ1/e0BXHKcalp8dlrSt+0v7Xc8OU7xoRCHPRty3oAQlBQXCCMfcjimA9l3uM57rH3h6ysmEB4CPu0HtM8uxQGtGXP89Jk75VNz6Zjj9Pywnz593COP3DCRuHI69xn3a873aJ8wz/rQ5kyQfi0skVZ2P90WLtZHMrEQVz4xR5txNn76eXRB4K07adnz+2xn2ecp3GiXVvHcM0/xzW/fPM4prFjWnl7tiPuJUZJQvvGCXR9vOgHJ3cn4vOd49tGbCRqbhU1YMIPk/yxmhCRB87sSThCNHI+UgKloOSre1zH6/v/uvNvkjGiOGcYG5+v+Cl48+KpzNLLDHOEYkJ6fLjUty3rIYiH6qRilL2eZW0zHB7s7IXCNSskfCFgzxEuL02GpWC0dvPStOGy/AEj2Lc9sAjLNLPu59nOu1dklyytD8x3Xl798qYd6wuO0zjjuu3BtHGy/M2Lw7Sxtz2bfq8ow9n0cM2e5+WZ8ekjOfnX0/4DxDh++eZxTGPHtPL2/m+OxKhPROeNEejyeFH0hKJHFD2jdpOwSRc24hIfF9RrfMSEqZr6tmU9BNMe4nyY8kHMh7QNS/HAnkjcYzimZcUCruF856HzawQcriOu7RXD63Xasj5kpYkwL3345agn7e2pS8nwAZs+7VB42zRtOPrJnlIrOmDDF6NF95ku82MZVkkXfmblm2mWzSvKxPqSxZnXWVY2ThaHvDjIg/0DG2y0b+/h2Kbnn+flOYsT7TMuy8ieZ+UrzRdwZH7z2gXT9ff+b47EqE9E540RwHjRrX98tLH0yiaEL/sxRtT21jGuRFd8oktlll5mqNPoHcVDAst39mnzH3z2HA9cu9meI77exP2Lc8trPizBA5mvJCl8rF0cU2AgvrVr49rrTI89pzxnGBuPaVI8MA+4TlGAaxQ3Ni7t2XC4ds+zU2569ubqWIi34bcnRnmkfdpD/qzNtPsIwzzgPhkif7CDbZJ0YTct37ju+8W88p5fJn6eMe7U5oucfbvMC+z//JWTmZysLRsHY1jpE/dgRVHIa9gXlZPvs81zHifYZvmk1bm8fPkcmR+bX8vO5iftmPWHe4lRktC+UQIcL4pX9V3a4NeGXd9xEMp4FexvEjbpwkZc4uPCuo0HEJbu7NOW9vBLu4YHKXtG0+7r2trePPEIxwOC893pS8nHYkPk6v/eSIz6RHTeCAGOF+X8nY0kWpAIxCdWg/rxjm+7KwsXUkNLdMUnulRm6WXGCn7i3ELSY9OFZTzpU9V92Ye7xGg4cVWWucLdZI6exrRe0aHw8du4xKhPROeNEMB4UfQ+dmnDkAGMEz19cTrTLQmbdGEjLvFxsZUcvaP468tW5oFuXy/a15xl4iqMROykdYCvycd5pT1pWl2O5//WSIz6RHTeCAEIUQjSrmxvTD2ffPFdNGxAois+0aUySy8z2/YwZhQPLvSS9mHr8kNYvknIqkkZIgAAIABJREFUqg58dMvPjMToLUh0oW4CXRsvyiEDEKRFm4RNurARl/i4+HUd40YxOXkfNj3sJfhUB7pdB/zfGYlRn4jOaydA8deF8aJ4JY9X82W/6pfoik90qczSy8xv6Ogdxbyj+MI+9i12IYIhBJxuiV9Hc3whz1FGQ3/V26VyZrmwnLrkWxd98X9jJEZ9IjqvnUBXxotiCid8rPT4nvtSv5xPAyFhky5sxCU+Ln79xrhJrMiEuUdj37r48C3rE0UNp96x8fAFNpdftILVhgl53KWPbLrkS0jGQ7Xl/8ZIjPpEdF47gS6MF8WX8/AD0ziN00Mr0RWf6FKZpZdZWkPHakzoHZ1bXEm7Hc212B/wWUIz63od+eVcl13o6euSL3WwHqJN/8dEYtQnovNaCXRlvCgmtMfE9ugdHWeTsEkXNuISH5e0es/e0diXCI3x4U7BxXJhzygF6Ja9M2smWucretznZPxcCYdxdn10PjEHQZkXDmOFsRIUNtj1fclLC6ztQgJ2knxbDvyKnGnYezxmrzDCMP9pvqTlL8t+nm+04+ef/mTZtBPAM7+09dOdJ5OPAdPyArsMl5Um7vvliXh5+aC/Me2Tymb+kRg1MHRYP4EujBfFMAGME8WSn+NuEl3xiS6VWXqZZdV9vKbH63oI01i3mB7K9BXCh6IPYgdijIKFwoxChoIHQo2v7SF+Lswtj+Kg7GivKByntmK6sE8xxZ7RNBsMZ5cNhc9YIYj5wh5+n7pwPbmO47SFBig6mR540C/rC49t/rLsI2yWb9YO07H5z7Jp/aeN3+yfTcQ8yykrL/dunR6J/rQ0qzC2vGM49n9bJEZ9IjqvlUDb40XfOb4tmcLpg5O7J8qnhE26sBGX+LhkNQB8wIRX9TH3jsbwMLY+QtRASFJkQvDwA6asY8THPfaisTzZC8r444ZjPAotisOstGCfPYjsmbV5s8fsUaQQs/dsPnHdnqf5Qj+tjTT7eb7ZNPw0ade3iR7KtHxaW/bYt1t0L608YSMvH/Q1pj3rK/cSoyShfSMEMEazrflFj5zdl/SIbju0aeK8SnTFJ7pUZullltcI0Dsa8xKhMT2U4SsECkSIFX4UW1a82GPGS+tlrBKO6aYJwLS0yJrh04Qm76GnFse2t5Lxba8k85bnC+8hbJF93vd9S+NEu4zj+wwxyh5n+u77m5eXvDRxb1LG1pcYjv3fH4lRn4jOayOA8ZkQBkUTy9fhwMyVk8kY0af2bqhkXsImXdiIS3xc8hoClwjFdE8xbjE8jK2PfK2bNv7Qihd7jPiMx546iKC0ntGy4ax9ijEK5CwbCPfSh1+OXsu/PXVp1MPLPFoBh/BpYpTpUeghL+TBe/TF+ok0suwX+ebbsedZNm0YpI3znYfOp/bkpuUlLT4FcBXGZB3L3v9dkRj1iei8NgLvn9iViNFxvl4P4QzSwxROj+y+q/QUTlnpSnTFJ7pUZullllXHeR3Lg8baOxrLA9n6CZHCV7QX55aTY4xBhCDDxmssHyvMGA/ih4IG4WxPoLWfFu6eZ6fc9Ox8Yp4ikK+GKap8G/CfQpF+MWxW3hiOaWSFs74jDH2Znpkf+ckw1i9r/3vPHBuN0cR165vPyc//ht+eGJWHtYnxsBDK3OCDHxdhrE/0syhNPx79LcPYcozhmPy4lxglCe1rJ/DM/ocbX48eUzhtfGt9IkavLFyonEcJm3RhIy7xcSlqDOwdjXGJ0BgexvKx2ysEqXzqLR//90di1Cei89oIoHey6fGieC2PKZzwmj7EJtEVn+hSmaWXWZn2cP9Lnzj0kMa2SUjUKyTEV3yr1gH/N0Vi1Cei81oItDFe9NWjW5JhAfhwKdQmYZMubMQlPi5l2gTGjOKhE1vvaNUHpeJLbKkO1FsH/N8fiVGfiM5rIdD0eFFM3QSB9MbU80HzI9EVn+hSmaWXWdmGgXGjsS0RKiFRr5AQX/GtWgf83x+JUZ+IzmshgPGiGLvZxHbi/JFkCqc6hgRI2KQLG3GJj0vZtvjq4QvJvKOYfzSWreqDUvEltlQH6q0D/m+JxKhPROe1EMB40R2HN9di2xrFcIAfbb/dPb7nPns52LFEV3yiS2WWXmZlGwW+BMaKTDH1jkpI1CskxFd8q9YB//dHYtQnovPgBDhedJLlN8dxBlM4YVL9h15b5+qaPkrCJl3YiEt8XMZpW1iN6c4nj0azRGjVB6XiS2ypDtRbB/zfH4lRn4jOgxPAeFGsBY9plurc0BuKXlGI37o2ia74RJfKLL3Mxmkjc4srUS0RKiFRr5AQX/GtWgf83x+JUZ+IzoMTaGK86NY/PpoIXowXrXOTsEkXNuISH5dx2wle0+N1PV7bd32r+qBUfIkt1YF664D/GyIx6hPReXACdY8XxRfzEEP4gr7uTaIrPtGlMksvs3HbCj5gumPTYffu9KVxozYeXkKiXiEhvuJbtQ74PwoSoz4RnQclUPd4UcwhCrGBOUWb2CRs0oWNuMTHZZL2svH101EsEVr1Qan4EluqA/XWAf/3R2LUJ6LzoATqHC96+uJ08moeqyw1tUl0xSe6VGbpZTZJm+ESoZgMv8ubhES9QkJ8xbdqHfB/PyRGfSI6D0qgrvGiWGcer/8xd2ndH0ZZIBI26cJGXOLjYuv1OMdYHvTBbSfGidJ42KoPSsWX2FIdqLcO+D8KEqM+EZ0HJVDHeFGIz0d235WI0bqmcMqCINEVn+hSmaWXWVYdL7p++PNrnV8iVEKiXiEhvuJbtQ74vzMSoz4RnQcjUNd40Sfee8B9/+VvuZkrJ4P5WtaQhE26sBGX+LiUrfNp4bBEKHpIu7pVfVAqvsSW6kC9dcD/7cgWoytXnVu+7IfX+dAIJPVgsq9n6xgvuu3QpmScKD5camOT6IpPdKnM0susSvvBmFE8rGevLFUxU1tcCYl6hYT4im/VOuA3/rVi9MaSc0uzzp35/5w7eodze/835974hv6GzOD3/865Q3/h3Im/d27xC+dWF/w6lHkeerwoxC2ExTvHt2WmWfcNCZt0YSMu8XGp2lbu3nKss0uEVn1QKr7ElupAvXXA//35WowuX3Luy+ed2/NvJT6HLD7z8v7W/+Tc6UedWz7v16PUc7xKD7UePZYSxSpOLxx4LDWtpi5KdMUnulRm6WVWtc1giVDMO4r5R7u2SUjUKyTEV3yr1gH/N+OmGEWP6MzTEqF5Qkz3vq4fn/69cyvX/Lq05hzTLkEEhFiPHmNPIWwxVrTtTcImXdiIS3xcqrYlrMSEFZme+8NsVVPB41d9UCq+xJbqQL11wG/0N8UoXs2rR/RrsSXhmc8CPaTzx/y6tOYcqyKFWI8eX8vji/yHXlvX6BROazJjTiS64hNdKrP0MjPVeuJDCNEuLhEqIVGvkBBf8a1aB/wfnZti9NRD+eJD4kx8/Dpw7D87tzLn16fROXoxMQdolQ1TOMHGj7bf7tA72oVNwiZd2IhLfFxCtCcuEYpX9l3aqj4oFV9iS3Wg3jrg/158w2GsKD5Q8cWGzsUkrw7s/99dUnf8GvXVeYjxovgACr2reOXflU2iKz7RpTJLL7NQbWrze2eT3tFQ9kLYkZCoV0iIr/hWrQN+O/+Gw9Q9+GI6T3jonvj4dQCv6m+kf7gQYrwo1pqHiDh45h2/zrZ6LmGTLmzEJT4uoRoSekfxYOrSEqFVH5SKL7GlOlBvHfB/f26+pveFhs4lPsvUAb82fXWO8aLoGZ10gwCFuIEg7dJ2fXk+Gb8q4RWf8FKZ3VpmIdsWJsDHRPhd2SQk6hUS4iu+VeuA/1shMVpGdClMujj3a9NX5xgvOumX7+hVxav5rX98NMN6e5cXlq65h15dlwhliZtbxY2YxMME/1lcXg03Yf2JcwtJ7+iBU1fba6Am5aoPSsWX2FIdqLcOmOaaHEqMSmimC80yXPza9NU5HnToHR13w0dK+FgJHy3h46WubQtLc+7J9/9BYvS5eESXBHJ6Wf18910OM1WE3H6y47POLBEqIVGvkBBf8a1aB/zfHonRMqJLYdIFq1+bnEs+NoIAGPejI4hPTN+0Ydd3gj8kU9yc+NLhL/ZKjEqMRl8H3ph6wa3eWJm4HaRF5BKh6CVte6v6oFR8iS3VgXrrgP8bITEqoZkuNMtw8WuTc0mP6CTjRR/fc18yzrQrUzilZC25NL90TeNGJUajFqNon1evX8qq4pWuY9zoxtdPV7IRIrKERL1CQnzFt2od8Nu5xGgZ0aUw6YLVr03OJWNFxx0viiU+MU40xGpNKS4FvzRz5WTUYkSvrtNfXQ+FCz4QXFlNnwmjamN5d/pSJ5YIrfqgVHyJLdWBeuuA/1sjMSqhmS40y3Dxa5NzSe/mOONF3zm+LRF275/YlWKtm5cWVxbc7w5vliBVD2l0deCxPfc59O7XtXGJUMw92ta2sLTq7t5yLPmgSoKiXkEhvuI7aR3wfx8kRsuILoVJF6xebeL8omXHix45uy95mG87tMmz1P3TucXL7tcfPBKdGBlK75/yeWvvL4RoXa/nbYvFakx3bDrsMP9oG9vc4op7cNsJidFfSChNKpQUr966g/8s4j+NdpMYldBMF5pluNiaNOZ4Ubzqxti1cV/pe0m2eoqpnk6cP+J+uP12iVL1kna2DqCd4dV8nT2itiGid/TOJ4+6tpYInV9ccRtfPyUxKjGqOtDROnD/S584/KfRbhKjZUSXwqQLVluTxhgvemXhQvIR0CO77+rkFE5etgpPry1ednuO/6vDdDnqkbu1R05M2mHyD7u+43YdfSbpDa1rjGhW4+ASoRCmbWxvHbskIdJRIaJex3p7HWPgu3XfjFtaUc9ourCS4Byfi/eUQQ9M0XhRTOEEEfrjHd92EKV92kLP29gnNspL8wQwL+7q6treh6a8wCt6vKpvrXd0aVViVGJUdaCjdeDMxVvnEVfPqETo+CKUzMyTrex40af2bki+nC87rtQkoUMREIGICKB3tK0lQvEKEK8CY+glko/qKRxSHVj39Mfu+vLaXlH8rEmMUlhpP74oNQ/GMuvR40MlvLLFh0vaREAE+k2AS4RiMvw2to8+vyYx2tGesSGJL+V17X82Xj9y0a2mjN6RGJUIHV+Ekpl5wmAJz7yPkT44uTsRokWv8Y1JHYqACERO4OevnGyxd3Q1SVtiYK0YEA/xaKsOoFd03vuKnj9xEqMUVtqPL0q/qkUYB4pJ67OEJr44x/2tf3yU9U57ERCBARBg7+jUzHwruf3i0mIydrWth6/SlfBTHfi6DuQtFSwxKhE6vggls68eL1g5Ca/f08aBYnlPfNiE5T61iYAIDI8Axo2ih7SNDR/sHvliTq/r9bpedaDlOvDGxxfdovcFvf1NkBilsNJ+fFH6VU3acXhzIjhtxcIxvi7fsOs7yZ++NPfp6FwEhkEAY0bRO5TXK1InCTwAD566ph7SlsWIegi/7iEcGgsI0WvX82f2kBiVCB1fhJLZV0+QtPGieHWP3lD0iqJ3VJsIiMBwCaB3dNOez1sDgA4ZvLLXMqHDFURDE4BdyC/GiOI/oXk9ovxRkBilsNJ+fFHqXDJpPcaDYo15u2F8KK5jvKg2ERCBYRNoe4lQ0scShO9/clmiVL2kem1fYx2ACMVX81kfK7E92r3EqETo+CKUzJxzHC9qez/xIRPGkOILem0iIAIigJWY8IDC3KNd2CBKZ68sus3vfaF17GsUJV3onZMPzfSGY15fvP3Ax4qYRzRt+qa8ti8xSmGl/fii1DmH8aJYTYkb1sCGEMV1bSIgAiJAAugdxZr1bS0RSj/sfnnlxi1rZNv7OhYBEShHAAtNLKZMZl8utia9H1+ASbR+zcw5h/Giz+x/OKlv+Joer+axypI2ERABEbAE2l4i1PqiYxEQgW4RUM+oxOXX4nJMFpxf9P0Tu5KPlNBDinXncV2bCIiACPgE8Joer+u71Dvq+6hzERCB5gl0T4y+/T87tzR7K4nVBefe+18nFk7OCq03/0fnLr/j3J9uK7Zn/fniia/D2+sLnzi353/5+p5Nyz9GvMUza9Pe/384t3J57TU/XgfPOV509sop99Br65LX9ZrC6daqqysiIAI3CbB39M2PLwqJCIiACIwIdE+MQnSlicXj9+aL0U/uKy/mZn7l3I3l8uHh06f334Q2/V++Fp3w8+RDX59PKhiL8jap3ZrjcbwolgHFFE4zV9qZ2HpUm3UgAiLQeQIbXz/d2hKhnYcjB0VgoATiEaNFwursU+XFZZrYLbIPwfj5487ZHtpQYrQo7Y7ex3jR//7qf04+WDpydt9Am5CyLQIiMA4BLhGKyfC1iYAIiAAIxCFGbc8hBOCV92+W3pl/cu7Df+/cob/4ujTRc2lfoVvxaMPZnlH2esKKfRVvRSB9QK/qpbdv9oZaMZqVJm3TD/81Pe/btBHm+mfOTd11M1/jDAOwPtd4vLz7f3D3PP9niRD15xj9ujB0JAIiIAK3EsDyoA9uO3HrDV0RAREYJIHuilEKThQLhRzEFQQlBSN7Qz/8P9eOAYXAQxjbA4pxmUvnbr7qt2M0cXztTzfHfOJ4dc45+yqego5ilKKT9vmaPi1N+ErhChGLOHaIQFran3z/a7GNuL54pT8t7z9/9d+4//L8/+V+9YefDbLhKNMiIAKTEzhw6mqrS4RO7rliioAI1EGgu2LUfmBEIQgBRsFoewut6KRIsz2oEJcUi7hvw9vruEfRSDvc+z7gg6OP/p+1Y0b9NGHLF7Zl0mbPKD7YsuHpSwf2p1/9N0mvKD5i0iYCIiAC4xLAEqHoIdUmAiIgAnGI0TTxBRGJDWLPF2zokcRreIhF9LAWiVH2XiIdX5wybStGGe76SecwVADnaWmWEaNpaUcgRpFnTOW07dAmtSIREAERGJsAxoxidZzZK0tjx1UEERCBfhGIR4yiR/T0o8796T9+/aESX9n7YpQiENcpRhGWr/t5HeeH/u+vp1Xy7VCIYu+LUVxDOhSTWWmyBxcC88vn1gpn5IlTOtm0IxGjLxx4bM3qS/1qGsqNCIhA3QS6tERo3XmVfREQgWwC3ROjEGJp84zygyOI0YVPb+aI4pLCEFfRCwrhiQ1xEJbhIBjtxlfo7GXFPV6zQpTx6APvUWDivChNxmVaFKk8t2kzPQhd3md4pt2BPecZ1ZROtlLpWAREoCwBLBF6x6bDDvOPahMBERguge6J0Q6IrDUT5MufzHlUsdIS5hd99eiW4bYg5VwERGBiAliJCb2jW/bOTGxDEUVABOInIDEqsZkpNgtFuXPJOvSYb1SbCIiACExC4Lk/zGqJ0EnAKY4I9IiAxKjEaCUxinXp737um07LgPboV0FZEYEGCXCJULyy1yYCIjBMAhKjEqOVxChEKMQoRKk2ERABEZiEwOb3zia9o5PEVRwREIH4CUiMSoxWEqNoAnhN/9TeDfG3BuVABESgFQKY3gnTPGmJ0FbwK1ERaJ2AxKjEaGUxig+Y8CETPmjSJgIiIAKTEMAE+JgIX5sIiMDwCEiMSoxWFqPn585qNabh/XYoxyIQlMCJcwvqHQ1KVMZEIB4CEqMSo5XFKKr7hl3fcVv/+Gg8NV+eioAIdI7Ag9tOaInQzpWKHBKB+glIjEqMBhGjWBYUy4NqEwEREIFJCXCJUPSSahMBERgOAYlRidEgYpSrMZ2+OD2c1qOcioAIBCeAcaMYP6pNBERgOAQkRiVGg4hRNBl8xLTj8ObhtB7lVAREIDiBNz++qCVCg1OVQRHoNgGJUYnRYGL0mf0Pu0d239XtGi/vREAEOk2AS4Ri7lFtIiACwyAgMSoxGkyMfnByd/JV/ZWFC8NoPcqlCIhALQSwGtMdmw47rM6kTQREoP8EJEYlRoOJUazGtP7F27QaU/9/N5RDEaiVAHpH73zyqNMSobVilnER6AwBiVGJ0WBiFLX68T33uSfee6AzFVyOiIAIxEmAS4RCmGoTARHoNwGJUYnRoGL0nePbkt5RrcbU7x8O5U4E6iaAV/R4Va/e0bpJy74ItE9AYlRiNKgY5WpMR87ua792ywMREIGoCWza87lbv1XTxUVdiHJeBEoQkBiVGA0qRlHnHnptncOX9dpEQAREoAoBLRFahZ7iikA8BCRGJUaDi1HMNfqj7bfH0wrkqQiIQGcJYAJ8TISvTQREoL8EJEYlRoOL0RPnjyRTPGGvTQREQASqEJiamXd/+YuPHPbaREAE+klAYlRiNLgYRVNBz6hWY+rnj4ZyJQJNE9ASoU0TV3oi0CwBiVGJ0VrEKMaMYuyoNhEQARGoSmDfp1eS3lGMIdUmAiLQPwISoxKjtYhRfE1/93PfdPi6XpsIiIAIVCWA3tHH3zxT1Yzii4AIdJCAxKjEaC1iFPOMYjUmzDuqTQREQASqEtASoVUJKr4IdJfAN9zqdef2/NvJBYnE3HDZFdRrrMSEFZm0iYAIiEBVAliJad3THzuszKRNBESgXwS+4ZYvOvfhvx+uoJKYnqzsf//vnFu5mtsa3j+xK+kdxZr12kRABESgKgH2jmqJ0KokFV8EukXgZs/o9N2TCRIJueFyO/QXzi1fyq3NVxYuJONGPzi5OzecboqACIhAGQJaIrQMJYURgfgI3BwzOndkuKJKgnqysj+/vVRtf2T3XVqNqRQpBRIBEShDAK/p8bpevaNlaCmMCMRB4KYYXbni3NT/O5kokZgbHreD/8ElwztK1HHMNfr9l79VIqSCiIAIiEAxAfaOvvnxxeLACiECIhAFgZtiFK4uX3bu4zuHJ6wkpscrcwjRpdnSlfv0xenkVf3U7IHScRRQBERABPIIaInQPDq6JwLxEfhajMJ3jAG8/J5zGA+ID1Qk1MQAdQCzLeAjN7yaxwdvY24/3vFtt+3QpjFjKbgIiIAIpBPA5PdYIhST4WsTARGIn8BaMcr8QJQWfCnNoNoPgACm/5pAhJLMCwcecxt2fYen2ouACIhAZQLoHb3/pU8q25EBERCB9gmki9H2/ZIHPSKAV/RajalHBaqsiEAHCGiJ0A4UglwQgUAEJEYDgZSZbAJYjQkfMb0x9Xx2IN0RAREQgTEJYIlQ9JBqEwERiJuAxGjc5ReN90/t3eA2vrU+Gn/lqAiIQPcJsHf0zMXr3XdWHoqACGQSkBjNRKMbIQlgNSa8qtdqTCGpypYIiICWCFUdEIH4CUiMxl+GUeQAIhRiFKJUmwiIgAiEIsAlQjH/qDYREIE4CUiMxlluUXqN1/R4Xa9NBERABEIRwEpM6B3dsncmlEnZEQERaJiAxGjDwIec3KtHtyQfMuGDJm0iIAIiEIoAhKiWCA1FU3ZEoHkCEqPNMx9siufnzmo1psGWvjIuAvUR4BKheGWvTQREID4CEqPxlVnUHmPye0yCr00EREAEQhLY/N5Z9Y6GBCpbItAgAYnRBmErKZcsC4rlQbWJgAiIQEgCmN5JS4SGJCpbItAcAYnR5lgrJeccV2OauaKJqlUhREAEwhLABPiYCF+bCIhAXAQkRuMqr154i9WY8DGTNhEQAREISeDEuQX1joYEKlsi0BABidGGQCuZrwk8s/9h98juu76+oCMREAERCETg/pc+0RKhgVjKjAg0RUBitCnSSmdE4IOTu5Ov6q8sXBhd04EIiIAIhCDAJULRS6pNBEQgDgISo3GUU6+8xGpM61+8Tasx9apUlRkR6A4BjBvF+FFtIiACcRCQGI2jnHrn5eN77nNPvPdA7/KlDImACLRP4M2PLyZjR7VEaPtlIQ9EoAwBidEylBQmOIF3jm9Leke1GlNwtDIoAoMnwCVCMfeoNhEQge4TkBjtfhn10kOuxnTk7L5e5k+ZEgERaJcAVmO6Y9Nhp97RdstBqYtAGQISo2UoKUwtBB56bZ3b+sdHa7EtoyIgAsMmgN5RiNGXP/xy2CCUexGIgIDEaASF1FcXdxze7LQaU19LV/kSgfYJdGGJ0MXlVTe3uJL8tU9EHgyFAOvcwtJqFFmWGI2imPrp5InzR5IpnrDXJgIiIAKhCeAVPXpH8cq+6Q1iANNLbdrzuXtw24nkD8uV6k8MmqgDmG8X9e7xN8+4jz6/5uYXV5puAmOlJzE6Fi4FDk3gR9tvd+gh1SYCIiACdRDAw3j91uk6TKfaXFm94WavLDmIgSZEh9KQuC1TB9AGzlxcdNeXu9lTKjGa+nOii00RwGpMGDuqTQREQATqINDkEqFzi6sOk+7f+eRRCVH1AneyDjz3h1l39Xr3ekklRuv49ZPN0gTwNf3dz33T4et6bSIgAiJQBwFMgI+J8Ovc0CP6ztSlTgqQMj1nCjOcHtYn3/3CzXdsLKnEaJ2/TrJdSADzjGI1Jsw7qk0EREAE6iAwNTOfiMTDn1+rw3xi89zVpWR8qkTdcERdzGXdteVyJUZr+2mS4bIEsBITVmTSJgIiIAJ1EahziVB8rKQxohKhMYnTu7cccxhW0pVNYrQrJTFgP94/sUurMQ24/JV1EWiCAMZyQizU0SPEnteYxIh8lXh+69ilJppeqTQkRkthUqA6CVxZuJCMGz145p06k5FtERCBgRPAF8X4uj7khnkcYVPiTuIutjqAqZ/Qq9+FTWK0C6UgH9wju+9y+LJemwiIgAjURaCOJUL1il4iNDYRSn/XPf1xZ6Z6khit61dPdscigLlGMeeoNhEQARGoiwCWCMUDGCszhdrQM4rxd3zAay9xGlMdCNUOqtqRGK1KUPGDEDh9cTp5VT81eyCIPRkRAREQgTQCWKseqzKFfD0Zk/iQrxLLtg6ktZE2rkmMtkFdaaYSwDr12w5tSr2niyIgAiIQgkAdS4Tah7uOJfZiqgMh2lQIGxKjISjKRhACLxx4zG3Y9Z0gtmREBERABLII4DU9XtfjtX2ILSbxIV8llm0dCFH/Q9iQGA1BUTaCEMAreq3GFASljIiACOQQQO8oHsivHr6QE6r8Lftw17HbTj5fAAAgAElEQVTEXkx1oHwtrzekxGi9fGV9DAJYjen7L3/LvTH1/BixFFQEREAExicQconQmMSHfJVYtnVg/JZTTwyJ0Xq4yuqEBJ7au8FtfGv9hLEVTQREQATKEcDk93goYzL8qpt9uOtYYi+mOlC17oeKLzEaiqTsBCHA1Zjml64GsScjIiACIpBFAL2jWMaz6haT+JCvEsu2DlSt+6HiS4yGIik7QQhAhGLc6AcndwexJyMiIAIikEUg1BKh9uGuY4m9mOpAVtto+rrEaNPElV4hAbym12pMhZgUQAREIACBHzx/3KGHtMoWk/iQrxLLtg5Uqfch40qMhqQpW0EIvHp0S/IhEz5o0iYCIiACdRII0TtqH+46ltiLqQ7U2bbGsS0xOg4thW2EwPm5s1qNqRHSSkQERCDEEqExiQ/5KrFs60BXfgEkRrtSEvJjDQFMfo9J8LWJgAiIQN0EdvzpXLJEKOYfnWSzD3cdS+zFVAcmqe91xJEYrYOqbFYmgGVBsTyoNhEQARGom0DV3tGYxId8lVi2daDutlXWvsRoWVIK1ygBrsY0c6XahwWNOq3EREAEoiVQZYlQ+3DXscReTHWgKw1WYrQrJSE/biGA1ZjwMZM2ERABEaibAF7R37HpsMMr+3G3mMSHfJVYtnVg3LpeV3iJ0brIym5lApjeSasxVcYoAyIgAiUJTNo7ah/uOpbYi6kOlGwatQeTGK0dsRKYlAAmvscE+FqNaVKCiicCIjAOgUmXCI1JfMhXiWVbB8ZpH3WGlRitk65sVyKAeUbXv3ibwxKh2kRABESgCQKYAB8T4Y+z2Ye7jiX2YqoD49TzOsNKjNZJV7YrE3h8z33uifceqGxHBkRABESgDIFJekdjEh/yVWLZ1oEybaKJMBKjTVBWGhMTeOf4tqR3VKsxTYxQEUVABMYkcP9Ln7if7PisdCz7cNexxF5MdaB0Ja85oMRozYBlvhoBrsZ05Oy+aoYUWwREQARKEhh3idCYxId8lVi2daBkk6g9mMRo7YiVQFUCD722zm3946NVzSi+CIiACJQmgHGjGD9aZrMPdx1L7MVUB8rU7ybCSIw2QVlpVCKw4/BmrcZUiaAii4AIjEvg1cMXHERFmSVCi8THXz9x2E3Pzt/iwhsfX0zSKIo/6f37Xjju5pdW3U93nqw1nbL+wZ/F5VX39O/PNubPc3+YHXE/+sWc+9muk7Wm/ze/POIuL6ysSSN0vkOW6whOywcSoy0XgJIvJnDi/JFkiqfTF6eLAyuECIiACAQgMM4SoWXF2LvTlx0FKEQRtrqEGUXRyuqNzojRFz740n33qaOVhSjE/baD5wrtgDfK8Xu/OpaErZt5Vj0IlW/YD12uAZpKEBMSo0EwykjdBH60/XaHHlJtIiACItAUAazGhFWZinpHs0SIf92KUfaWorfODxfqPGQPWiifQtgpI0az8l53z2iI/BXZyMpbUby0+021paJ0JEaLCOl+JwhgzOgju+/qhC9yQgREYBgE5hZXEjFqX/Wm5TztIZ92zYpRCAq8smZPKe5xswLVpj17ZWnUs5gVniKXtmzPKHvVcM9et76y9xBhbHpZcREe4bYfvLmMKvJDn3HMeEzPP6ew2vj66eT1NtK1+be+8biMGIUPtleUcblnurs+Op+gQg81ywQXWC4In8U6jRXtcmgE8wubZACbDFc233nlmuU385q3TzLfgX8kRjtQCHKhmAC+psdqTFcWLhQHVggREAERCESgzBKheQ97e8+KGrhH0QUxcerC9URo4vjq9ZXk1TKEzLmrS6PXzBAueM2dFR5pIQ3ahViiAKKY4bAAhPPFmp82xz5mxb136/RIQEK8IT4FtrWFYzt2ledWiNEX67NlRx/SitWKZsZB/tKu474ViGQF+8fOziVDGnD/wtxycgxf08rG5o/2frN/NuFRxNxyK8q3zQ99tYyy/Ga8on0azzauSYy2QV1pjk2AqzFh3lFtIiACItAUAbyix6t6vLLP2ooe+LwPgWR73Hide/a0UaDgOuJgS4vnh7ciCnEp+tBLZ4/9e0wfvYlp6eTFtaIs7zhNjJb1i/5xDwFWNGYUeckSo2n5h+8Q0najcEd4n3UZVkXcspgwn9wXlWue37SRtbf5bfNYYrRN+kp7LAJYiQkrMmkTAREQgSYJPP7mGXf3lmOZSWY96P3rWWKUPWvo+cKx7Q2FDd6nSOW5H56CiiLKiiHbmwab9h79hMBi7xuvYZ8XF3bYk5t3nCW8fD/8c+sHj8uIUd9nxoX9nYfO35J/6zvDYp/FOouV9d/3wd6zx0jHP7c+4B4EZ1q54h752zhljzMrdcM3JEYbBq7kJieANeqxVr1WY5qcoWKKgAiMT6BoidCyD/4sMWqFjRWjOH7pwy9HHzi9PXUpeXWcFR4iDVNIsUfQChwrquAvhBLD0X8bHtdwDuGWF9eKoaxjxqeYsiItLU0rXOmb3ZcRowgP3hTwOIcf0zPzo6EONh2yY88wfIS/WazT/PZFLvNNgW+Zp8W3/vj5zSrXLL9t/Lzj8VtDPTEkRuvhKqs1EMB4UYwbPXjmnRqsy6QIiIAIZBPABPiYCD9ty3vY4x4FA+NSnDAehIn/qhVC8XvPHBuNyURcxssKz/GktHVxbjmxS0Fm4/EafeAegombDZMW1+br13tnRnOpUsRZnzncANfoF8ZWIp/YkNY9z06NbPhCmf6Nu7fpMj/Wb16DXZvHMqx9Vmn+W5tMy08/LZ6fT2uH/GjP3qPffvys8wR+B/6RGO1AIciF8gTwRf0z+x8uH0EhRUAERCAAgcOfX0t6KLH3t6wHva5rNaau1wG/Lrd1LjHaFnmlOxEBzDWKOUe1iYAIiEDTBLKWCO264JB/EsVZdaDpNpSVnsRoFhld7ySBmSsnk1f1WJVJmwiIgAg0SWDfp1eS3lGMIbVb1oNe1yUCu14HbD1u81hitE36SnsiAj/e8W2txjQROUUSARGoSgBf1WN+TLt1XXDIP4nirDpg63GbxxKjbdJX2hMReOHAY+6h19ZNFFeRREAERKAKgbQlQrMe9LouEdj1OlClLYSMKzEakqZsNUJgavZA8qr+/NzZRtKbNJHry/Nufumam1+6OqkJxRMBETAEFpL2dM0tLM2Zq80e4gvmdU9/7LAyE7e2BAenDuKUSUV+4KvrrOmD8uJOGi/PJu+Nazsvz+Paog9Z+9BphfYvy+9xrrMOt72XGG27BJT+2AQwz+j3X/6We2Pq+bHj1hkB4nNx5brDuNbfHd6cfPW/8a317ue770rEM6al0p8YqA5MXgceenWdQ5t68v1/SNrY1OyHbvXGSuPiFHNPYlUmrF2PbZyHf8iwEDdPvP15qfQprLhUZVk/Jo1Xxn5I26FscX7RPP8nSWuSOHk+hLpX5zNxHNsSo+PQUtjOEHhq74bkodQFhyBCz137IhGfP9x+uwSnRLfqQIN14O9evC0Rp6cvTSdvIpr4TfCXCA0lDOq2M2nP3KTxyuQnpO2qtjj/Z5me5knSmiROGYZVwjTRXsqkITFahpLCdI4AV2Nq8xX44sqCw0T8mPdUvV2T93aJndiFqgPoNcV/DPE6v+4Nr+nxuh5bFTFQNi56Y7lxQngrbri6z/aD55JgWEmIcbiqEMNv2TszmmSf9+AHe+9gwPagMh7Wks8Lh3tMEzbop59Hij7mx0+Lk/Zb32jD92VcW4yPj9AuL9zs2cZE8b4dXGNY5tsPY/22k+vbiefz4iBP/n0ywd7aYf5D7216bR5LjLZJX2lPTAAiFA+wD07unthGlYgLy3PuT5+/59ArE+pBKjsSZaoDYerAK0d/5eYWr1Rp4oVx0TsKYYAttEDw7UEk2vXqIaS4OhMEkRVWEHAQURB0POba5bxOkchz9ARSFLFX0C6laUVZXrg0P7EqlJ8f2KbQgoimqIPtY2fnkiVPYevC3HJyzPgUywyP6+PYspy4epFNn/bBgMdl0gKfUxeuj5YZJe88/5intveFFb2hABKjDYFWMuEJoBekjdWY0Ouy7dAvJUIbfBUrkRZGpA2J49P7/nvy5iL8L8/XFg+cuvlxYhOCgj1vtrfQikQcUwTlHfsfMMEuRau959vmPXsd+fbP0/y0fHyRaePjmL2ipExxTBs2/CS2bHzffwpQpmnD5qVF3yBssVHololDcc/82j0FO+3XsbfptXksMdomfaVdiQA+YMKHTE1u6BGVEJUwGpKoizmv//L7B2vvIcXvTx0iIc0mxRLFjhVLOK4iRm0PIdL2bVOM5oWjz76fvE67EJxpgs/mwcaxx75f49qy8ekP80a/s3zLSovxIB5xzF5spJUVx+apzeMmn595aUmM5tHRvU4TwNROeFBiqqcmtqXV6+6DU7vVI6oeUdWBiOoAXtnXPYa0bjEBgfPSh1+ORO/bU5eS19dWWOF4XDFq41hBhfxAdNrX+b5gY6+dDZflp+XDnsA027zH3l/YpjCkDZtnhh/Hlo0Pm/acDJimvZeXFsbJkgdsUIzmxWF+2t438ewsk4bEaBlKCtNZAht2fcdtO7SpEf9mr57WGNGIREjMPXryPWzve93LB9ctKCiS+EPHHjh+gINxjRBk2H69d8ZNz84nxxBV/KAIcSiOaIc9rPQf4gs9edh4z8bhtbRwsJHmJ23bvY1/cW45STPNNgUe41pfrAClz0W2bHykd8+zUyNWtMdhBtMz87fcy/L756+cHHEjW9rLivO9Xx0b/eeC+WtjT3/b3kuMtl0CSr8SAQhRLA9a94aelSfee0A9YhKjqgMR1gHMT1pn72gbIkJpanWnEHWg7mdnWfsSo2VJKVwnCXA1Jkw0X+eG6WLUWxW2t0o8xbPJOoAJ8uvaQogC2ZC4bKMO1NUmxrUrMTouMYXvHAF8xPTq0S21+YWlB7HiS5MPTqUloaY6ELYOYCW0uuYlbkNEKE2J1xB1oLYH55iGJUbHBKbg3SOA6Z0wzVNdGya3h+CVOAgrDsRTPJuuA5gNo44thCiQDYnLNupAHe1hEpsSo5NQU5xOEcDE93io1dXrgY8fmn5oKj0JNdWB8HXgw9Nv1fLb1YaIUJoSryHqQC0NYgKjEqMTQFOUbhFYXll061+8zWGJ0NDb8uqSe+HAYxKjEX60IjEXXszFzhQfIdbxIVMIUVDWBr4I5ypFmPrI/+K8rJ2mw+Grck4P1XTaeelxBgBO55QXdpx7Zex2oSxDPzMntScxOik5xesUgcf33Oee2rshuE/6il6CJnYBJv+/rsN1fVU/jkipGrYLAmbcPFCY2aU1x7XRx/BdKMvgD80JDUqMTghO0bpF4J3j25JxneglDbnh1T8+fNAD/esHuliIRax14Ifbb3eLK9dD/kQktpoUShAwR76Yc5inEj2jnCC+SR8mSaurPaOT5CVUnC6UZfDGMKFBidEJwSlatwjUtRrT9eX5ZB7TWB++8lvCUXVgbR2o45crlDgpa+eFD750333qaLJ60BNvf55Mns6VkLYfPJdkESKVE95bwcpJ3RGIr/gpFHd9dD6Ji1fWsMeNE7jDP/Zy4l5RTyfEFifg98PbyeCtf5bBuD4wHxtfP+24IADzCLtp9hjnpztPJhzT/GKYKnbTuMOntLK0DOo+Zhm3vZcYbbsElH4wAg+9ts5t/eOjwezRkB7max/m4iEeMdcBtuuQ+7oFQ5F9KxAh7CioeGyXCT114fpIyOL6vVunbxFuiM84tA2BSnHJ8ZUQWFw5Kc1H3KcYhBCkeIUdjnuF/Qtzy8nyptbGuD7YfNAnm2aavd/sn03ynueXFaCT2kXaPnetwLS2BUqMruWhs4gJ7Di8uZbVmGJ+8Mp3CUfVgbV1oI6fOCui2jq2YivrmL6xh5DiCuHtx0XoUU3rrfTD+ee0j70vMm1YHHMJT5YHBS5tTOKDTQN27HkZe1l+WTuT2GWefO683uae/NveS4y2XQJKPxgBTsF0+uJ0MJswpIf52oe5eIhHzHUg6I/DV8baFBNMG4KJvZlZx+zlRG8ljs9dXUrGnvpiC8KNPZq0j73tacS5H8+GxT0ITopMGxbH9NXGsceT+GDT8P3LsmfjZPllw0xiN4u7zW9bx3W0h0lsSoxOQk1xOkvgR9tvd+ghDbnF/OCV7xKOqgNr60DI3wbaaktI2HStkMo6toIsT4ymia+dh86PxotSqEKc2vGk1h++0ud9a5P32PsKOxSttGHD4xrOi3xIi8Me37R7sGevZ/llw9CXcexmcWde29yzDre9lxhtuwSUflACGDP6yO67gtrUw3ztw1w8xCPmOhD0x+ErY22KCaRNEQV3fr13ZvTREAQehBA2CEiIKv/1+LlrS8l4RoTha3vY5Ctl/7q1YcOnMbBhL84tJ2kzjr1HcevbGMcHywBp3PPs1IgDBbFvLy2M71cIuxt+e+IW7vTJz3PT50nl6MA/EqMdKAS5EI7AkbP7ktfqVxYuBDMa84NXvks4qg6srQPBfhiMoaYFhNLT6kuh6oCpxq0eSoy2il+JhyZQx2pMepivfZiLh3jEXAdC/+bAXihhIDsSmU3XgTrawyQ2JUYnoaY4nSaAJf/wF2qL+cEr3yUcVQfW1oFQvwvWTtMCQulJtIaqA7Yet3ksMdomfaVdCwGsUY+16kOtxqSH+dqHuXiIR8x1oI4fnVDCQHYkMpuuA3W0h0lsSoxOQk1xOk0A40XxsMT40RBbzA9e+S7hqDqwtg6E+E3wbTQtIJSeRGuoOuDX5bbOJUbbIq90ayWAL+qf2f9wkDT0MF/7MBcP8Yi5DgT5UfCMhBIGsiOR2XQd8Kpya6cSo62hV8J1EsBco5hzNMQW84NXvks4qg6srQMhfhN8G00LCKUn0RqqDvh1ua1zidG2yCvdWgnMXDmZvKrHqkxVNz3M1z7MxUM8Yq4DVX8P0uKHEgayI5HZdB1Iq89tXJMYbYO60myEwI93fDvIakwxP3jlu4Sj6sDaOlDHj0/TAkLpSbSGqgN1tIdJbEqMTkJNcaIg8MKBx9xDr62r7Kse5msf5uIhHjHXgco/CCkGQgkD2ZHIbLoOpFTnVi5JjLaCXYk2QWBq9kDyqv783NlKycX84JXvEo6qA2vrQKUfg4zITQsIpSfRGqoOZFTpxi9LjDaOXAk2RQDzjH7/5W+5d45vq5SkHuZrH+biIR4x14FKPwYZkUMJA9mRyGy6DmRU6cYvS4w2jlwJNkngqb0b3ON77quUZMwPXvku4ag6sLYOVPoxyIjctIBQehKtoepARpVu/LLEaOPIlWCTBLga0/zS1YmT1cN87cNcPMQj5jow8Q9BTsRQwkB2JDKbrgM51brRWxKjjeJWYk0TgAjFg/ODk7snTjrmB698l3BUHVhbByb+IciJ2LSAUHoSraHqQE61bvSWxGijuJVYGwQ2vrW+0mpMepivfZiLh3jEXAfq+A0KJQxkRyKz6TpQR3uYxKbE6CTUFCcqAm9MPZ98yDSp0zE/eOW7hKPqwNo6MOnvQF68pgWE0pNoDVUH8up1k/ckRpukrbRaIYCpnfBAxlRPk2x6mK99mIuHeMRcByb5DSiKE0oYyI5EZtN1oKhuN3VfYrQp0kqnVQIbdn3HbTu0aSIfYn7wyncJR9WBtXVgoh+BgkhNCwilJ9Eaqg4UVO3GbkuMNoZaCbVJAEIUgnSSTQ/ztQ9z8RCPmOvAJL8BRXFCCQPZkchsug4U1e2m7kuMNkVa6bRKoMpqTDE/eOW7hKPqwNo6UMcPUdMCQulJtIaqA3W0h0lsSoxOQk1xoiSA1ZjwMdO4mx7max/m4iEeMdeBcdt/mfChhIHsSGQ2XQfK1O8mwkiMNkFZaXSCwDP7H3aY5mncLeYHr3yXcFQdWFsHxm3/ZcI3LSCUnkRrqDpQpn43EUZitAnKSqMTBDDxPR7M467GpIf52oe5eIhHzHWgjh+jUMJAdiQym64DdbSHSWxKjE5CTXGiJLC8sujWv3ibwxKh42wxP3jlu4Sj6sDaOjBO2y8T9vryqlv39MeuaRGh9CRcQ9SBMnW8iTASo01QVhqdIfD4nvvcU3s3jOWPHuZrH+biIR4x14GxGn+JwPOLK2791mmJ0V9IHIYQh03auGPTYbeyeqNELa8/iMRo/YyVQocIvHN8W7IaE3pJy24xP3jlu4Sj6sDaOlC23ZcNN7e46n6266TEqMRodHXgB88fd6i/XdgkRrtQCvKhMQKTrMakh/nah7l4iEfMdaCOH5v3P7kcnRBpsgdOaXWz1/jFP36pntE6fhBkUwTKEHjotXXuhQOPlQmahIn5wSvfJRxVB9bWgdINf4yAVxdWNG5UPaNR/YcEr+gvzi2PUcvrDaqe0Xr5ynoHCew4vNn9eMe3S3umh/nah7l4iEfMdaB0wx8j4MqqcwdPXYtKjKi3spu9lU2Vy85D593SSjfGi6KpSYyO8YOjoP0gcOL8kWSKp5krJ0tlKOYHr3yXcFQdWFsHSjX6CQLNLa64f377jASpekg7Xwfuf+kTh/rapU1itEulIV8aI4Ce0VePbimVXt0P8w9OvZH48ftPf+d2HnnG/eDlbyViOWS6TAMJrd5Ycb949/7gaeT5e+9Lf+4uLZxrPN2mfErL38Ov/a1bWJprLM/Wh7y0bbg8PmXu3fPCn7lPzn1UOo8h0y7jX1qYUo1+wkBXFpbdT3Z81nkx0lTvm9LpXu8rhOiFa915Pc+mJjFKEtoPisDWPz7qHtl9V6k8pz3QQl174r0H3LlrXyQCFMMHeBzKPuwgDQjdkDbHtQUx3IYIHtfPkOFf/tM/uwd2/FVj3C3jX7zzozUCcftH/7LmPFQ+bZplbI4bvozNccOUavQVAqHHad+nV9ydTx6VKFUvaWfqAMaI4tV813pE2dQkRklC+0EROHJ2XyISrixcKMz3uA+7ccJDKB4/d2gkWOroGYXIbVuMjtuDNg5Dhb35GjqP8b7PXq1FjOalmVYu44ZPs1H1WmGDDxAAczdeWVhx+FpZc5B2r3dwSD22d2855ja/90XysVKXxoj6zUxi1Cei80EQGGc1pqoPv7z4eG159fqlNYKU4dGLhC2rtxRxL8zNuHc/2T7qdfTjQIhyg52//+1/WvO63A9fxib94555QDrgmtYbaEVImfDWbwpp37df/v5B99mFo8xekvZ/e+XOhKf1hfGeP/BPSVjyxHUOHcB/CvyNvFA+2Gze6B+vWVvgwvuI5/vv+0GOdu/7bO1k2fcZp+XtxYOPuyxfbV7S8mz9s7xsj7dfn2wcHPs+FqXjxw9xnhRmQ/9AlGJSfG0i0BaBhaVVt9yhD5X+//bO7deSozrjf16e8uQXHpI8wYvzkBcsxVgBEqGAsEWEsBIjc4kQMiE4EJkxVnyJgzNjLHyBiQ04drCDxeC78XhmPBfP0NG3le+cNXWqdu9bd1dX/1qa6d7dVWut+q3aXd+p3ZcSB8RoiQz7myegATUOqqUGH2IAXGdD4kCDchzUFZdFjAZ4b9uOBnULMR8r1ZEwchnZsp+0vGbPNrXpOLS2/Sg04nFtx2N95XW94+/Ov7q6dEHbV69f6U698I0TscmOZpXX2Y6CVWWjEIss7jn9qSMRHf3nYhU3z2Y7N9FWrJ+LP40jx8p5sB/bkZjM2df+yCHG85Uff/Km6zrjsVxbcm2OMcr/xavnV7y07eti0/7kPhfrxhj7/MR6h9wufc/ZDwEITEcAMTodezxPTEDvqNe76jUjtG455EC4zpYGZwtFbcfFoiTW9+yZZyJLdTzoq24qBlIfm9qMcdiuBZSEUe54vNFFcZTKx3hlx4Ivjc1CKrYpF0usF8vGbccby3pfGqviSdsYbW0SfyxvP3Gdi8N2vXZ584k2S9uqE4/l2uIym+Qn2lJcccn12Vi+z4/bd+h1jJFtCECgDgKI0TryQBQTEND1ohrodP3ouuXQg2G0J0EVhY3FgQb2uD/W8XYqWEp1oniJYiBXflObjkFrtUEi2rOQubij377yiisKGcefxiabFkwun7Md68U44rbaEcu5fTl7zpHLaB1tbRJ/LB/teDsXizmU7Eebpe001lxbcm12XFo7jtSW9udyH+vGuPr8xHqH3F73XecYBCAwDQHE6DTc8VoJAd1Rrzvr1y2HHAhTWxqQfQ2jBmqJKw3o2m+BJWFy9tzpE7ONqWAp1SmJh1z5TW3GdljQxPjjcW1HEdJXPv70G+vlYkt/Cs7ZjvWivdK2Y//uc19ezcoqHyobc+OcybZyE21tEn8sb39xLbu+5lP74+eS/WiztC1b8Vjsf25LjmGMTXV8falsiYs+61rYvj4bfff5iT4Pub3uu84xCEBgGgKI0Wm447USAnrWaN/bmA45EKa29AieHz7/9dV1kULiwVzlNFhr8cCf1vVxC6NcHQkHLxJuEqZaXMc27MOffTxnM43DPjQ7+u6lN7LxRr/fefZLqxg2Ka+Cnm1LY5Mo0/WkXtS+XCwvv3V2VURsYxyPv3T/av/vP3yre/38/9rM0Vrlc/Z0WYRjSS+rMDf7kbE0/jSO3HNlJQx9c49s2I/Z5+x7n2J44fWnVu1I86pYYjn5TttSarN9xz5hWGkb7TfW0Xb0vUk/SOsf4rNjZg0BCNRDADFaTy6IZAICeguTBji9lam0HGIAxMbNb8E5BI/0WZpDPBbrEHHuYkNiVE9K8PXAu9igTr7Plb7n7IcABKYjgBidjj2eKyGgmVHP2ORCYlDPD+pTcok/9yoOibdHXvynE5cyTBnjPr4Ro8P1udx3nH0QgMC0BBCj0/LHewUEfnD2nu7Ox24tRrKPqKDucKLCPycrcaWfhefI39dhql3+2X+O7ag15uIXnQMQgMBkBBCjk6HHcS0EdE2hBk5d75hbahpUNWMWb2xRbPGGlppi3SSWdIZzkzpDlsnxHdLfprZr45SLu1Z2aay57zj7IACBaQkgRqflj/cKCGhW7fYHbunO/NJbBPcAABdOSURBVPpUNpp0MKvt89jvQD/ke85180x6c86UfGuLxyxqjcvxzWmd/ZKzEwIQmJQAYnRS/DivhcC3fvr57qun78iGM6eBdoxYD/me89pm/GqLx/msNS7HN6d19kvOTghAYFICiNFJ8eO8FgLr3sZ0yIHWN6ak7yfXfj/KJ17/6BurvC/9KdTHxdHP3Cz56GuHH/Hj6xQlgPxQ+TOvnOrufuK2o0cdyZ8f55OLIVc3+o/Xe8aZ0V1slXzlbPWxiaKvlJPYDm3bT8xRmkv7ffKVB1czwfrjJy2T2tXnEqc0V67rmB1LnFF1DJv2PdvUWpeC6BWtfhyW+ogfzeT+Ivu+hCSXk01tbMIlxrbtdi3nHOKAAASOCSBGj1mwtWACH167sHo16H+dO3OCwraDXal8HKD1rMk4eEvQSExGMSQhonKyJ1Gh41FceHDXsyK1nb7DPfVRikv75cti1r7iPs+Gpu85z8UgkZqra/+qk3u3+S620tgdZ85WfL99iU3kn8uJ2+B1LkdpPb+ZSh3LjNMy9z75mRNPAihximydK8ejtUWnHgvl9sQY0rb3xRL7reKXfQlG2bF9xR/7ZoxROYn+19noiyW2c9ftE19wdkAAApMTQIxOngICqIWAZv7ue+auE+HsOujl6uWEgoVIHPQl6DS4e/bRtuLg74HbxyxM1vlw2XQtW3GR0JAYksD1zJfqRP/6XIohV9c+Y51oL+5XWbdnnS2Vyx0v2epjE+ORbX327HCaC8eY25/Wi35VbxPbsQ0xLu2Pi3Jlm1pHX7Feaf8msZTqup1iEH3lcrKJjU1iiW3dZTuyYxsCEKiDAGK0jjwQRQUE/uPl73effvBjJyLZZcAr1SkNyJpJ0s/VnkHS4L6JGI1CxOKl5KMUk/arbk5U+ZigpILDx3Ix2JeFU7TtOFUmChjt39aW/TgWx1my1ccmxpPLSfSn7VyOcvWiX9XLlUltr+MUeab1oq/YntL+TWIp1ZV9vyY1+nJMaoNzsomNTWKx7V3Xq4D4DwIQqIoAYrSqdBDMlAT0aCcNcH59pGPZddDL1SsNyBY1cXDXwOxZSdUb4h3ojlG+LATtK77hSMf182oqODQDdvnapU6zu/FYrm705Wsa3V59lo9tbclmzlcprhJ/xxbbkMuJy3mdy1GuXvSrurkytum1bOc49b0DPvrStn5Sl50vPPKJo7c6bdvOaDPWdf7SP1RyOdnExiZczGfXtb/XrCEAgXoIIEbryQWRVEDg8w9/vNO1hXHZddDL1dNgq0XCz7NG8WYQzY7G97u7vG/yiXV0rag/y6Zny1yn5MPl0vhczwJIgsLPXvU+1XE528nFUKprn7ZhzvvYKvnKxWW/KRu/H9511uXEbfDaNp0jiUgtMZf+A8d/XOTK5F79adspJ++PeXE8Wvu4Ynj7wrnVHwvel7bdNyLFeNNYYl1vqy3xhqa4/e2nv3ii77ie/Hs7tbFJLLGdu2ybJWsIQKAeAojRenJBJBUQkBCVII3LLgNerXU0Y/jPz335pmsMa42VuIZ7e9WS2cbvNtsQgEAdBBCjdeSBKCohkHsbUysDt4SoHs/jWcBW2kU7EK3b9IFKTjWEAQEIBAKI0QCDTQiIgN7GpJuZvGwz0FEWYUQfqLsP+HvNGgIQqIcAYrSeXBBJJQT0eCc95skL4qJucUF+yM82fcDfa9YQgEA9BBCj9eSCSCohoAff3/avf9zpQfhathnoKNuuMIp3kZPn+ea5ktMMYUAAAoEAYjTAYBMCIqA7lCVGn3vt8RUQhMd8hcchc6c7wH3H/CHtYmvc/sVZDgIQqI8AYrS+nBBRBQS+evqOo7cxIRbGFQu18mZmtI1+UMHphRAgAIGEAGI0AcJHCIjAmV+fWt3IpO1axdGS4/KTAeKzLf2MSj/LU3z83FDl0e+F98PX9fB4LbF8fP6lnzrgZ4KqrGdG/TB57Ss963PJ+am57auk8x8EIFAVAcRoVekgmFoI+G1MiqfmgXWJsfmtP8qNBKaFoR6mHmcvLVglKrV99fqV1QsN/K55lVfd9y+/s3oovESnBatEqbZV7+LV850eAq9tvyFKIlfHo78l5mKOba7lHEMcEIDAMQHE6DELtiBwE4E7H7t19XmOA27rMXt2UyIxCkILVb3RyYLRLCwwS3XjLKoS7zcVWaBGP7JpXyrrN0jZF+t6f9K/6UvOBwhAoAoCiNEq0kAQNRKwOEFY1CcsSoLSAtFiVILS+bM4LdXV8VRUuo5sRDGqWVT9ZP/Npz7XaaY1rWefrOvrOzWea4gJAksngBhdeg+g/UUCv/39/6yOISjqExQlQRnFaPxZPQrJUl0JTItXlTl77nSnfb4m1Lb1WW/qkgD1PsRofX2k9L0tfuE5AAEITEYAMToZehzPhUBpUGP/dALENxpJPHpbNyLFG5p0rahnt9XXLBhd3j/D65hvYvIxC1Dl2PvcX2VHIlWLZkd1fbHKa5+vKaVvTNc3+tg7j6whAIF6CCBG68kFkVRKoG9w43i9woPckJu0D1R6miEsCCyaAGJ00emn8ZsQSAczPiNw6APz7QObfOcpAwEIjEsAMToub7zNkADCY77Cg9yRu7QPzPAURMgQaJ4AYrT5FNPAfQmkgxmfETj0gfn2gX3PB9SHAAQOTwAxenimWGyMAMJjvsKD3JG7tA80dnqiORBoggBitIk00oghCaSDGZ8ROPSB+faBIc8V2IYABHYjgBjdjRu1FkQA4TFf4UHuyF3aBxZ06qKpEJgNAcTobFJFoFMRSAczPiNw6APz7QNTnUfwCwEIlAkgRstsOAKBFYEphIcftK73ov/br+7r9AD3beJwfT2U/d4nP7NVXfuJby3yvlbWesPS+5ff2ZlNKxy2bcc2faJWxpzWIACB+gggRuvLCRFVRmDbAXvf8nqTj98IpDcIeXtTu6ovEbtp+VI5Cdp9xGzJ7rr9D/7iH0cRiFO0bV2753JsG27blB2z/ZWdXggHAhDoug4xSjeAQA+BMQdK+ZKY9DvS9XnbmVEJ2EOI0W1mwQ7F6OnfPDqKGJ2ibYdiNKWdbbhtU3bMNvV83TkMAQhMQAAxOgF0XM6LwJgDpXzp580LV96/SZA6Bs02aSnNlsZ3sZ+//G539fqV1XvT//qhP129Y90znfLx3qU3u++f/YcT9iSGvcTyikmL39t+12N/3v3u/Ks3vQ/+O89+aVUmxpfGXPId/er97+YQfZpDXG9qP9ZJhVK08dkf/cmKf/SrtqYsddztlL3fvPfiqu1nXjnV3f3EbUcz07l2pPYUW4mLjsW8+g8Nl3/ylQdXM9g/fP7rvfnIxbIudjOLuXGf0LHILb2UJDLO+bXtsderJPEfBCBQFQHEaFXpIJgaCYw9WMqfB+848EsQWIhIBHg7jS/OjFqwSIxaHHzzqc8dCSfNwKqMr5+USLp49Xyn8tq+fO3SaqbSNnM2FIfjlT2X0bWqacya+bRoS31/5cef7F555xdHM6Opz9y1r9vYj5zWxaj2WCxKFLueLyFIfap83Jeb3V1nT/YVT4mL6kr0S+zZzqkXvnFUXv5j/XX5yDHdJPZcn4j1cv0xMs75Ndex1zWeY4gJAksngBhdeg+g/b0Exh4soz8N4hak2o5L/Ck/rSNBon05MSpRV9pv0aC6UUz4swWTZy41uxqFrmxbGKlMLuaS79Rfzqf2xX/b2I/1oq+cDZXVfs98Kuaz506vfOfKWyS6fPTl7ZI9Hy9xUT3nU2Ut/GJ57Y+fY/tiPlTOn9WXlKO+2KP/aDfHwW2xn/jHReo3lh1zO36H2IYABOoggBitIw9EUTGBMQdK+dKMU5yRk/iwsIv7S3FF8VASKKX9sW4UHopJotizqoqjZMOioxTzunpRvOR8pm1WvCmTkv1YN7YtZ0NlYzs8K6r9pfI+pq6cxrTOno7pXylu+Yt/eOizZz/9x8C6+rEd65jKbi52+3MbnCPtz7XT7YmM1/l1+bHWFZ9qCA0CiyWAGF1s6mn4pgTGGiTtRwO3Z9hSIWFRIuHimTrX8zqKhyhwtK3rPnXN5xce+cTqmtF0VlO+fU2ofevzy2+dXQkP75MIibaj8IhlZC+NeV09Cx21xSI82nMbvd7GvutoHePN2XBZHdPifGh/rvy9Zz59dHmBjseZTNty3dSej5e4aObSl0vEuGN52YifY7nIL8e0L3a1J9cndL1xmlu3ResYQ85vLDvm9qbfe8pBAALjEUCMjscaTzMlMOZAKV8SB7oZRTfMaPGAr2Ma1LVYHKSxWTypjAWR62hm8+0L51aiyftk2zNiFlw+tnL0/7N8tisb7156Y+VfAlWLbLiObDz+0v2r/ak9x+yy63xL7OZ8Sjynbba9Tey7bqnNtuFyWst+OgOY+lTOxEVLzkafPfsxzzQ+f9Zxx+IYUs7r8uEbzGIe7//Z3b2x29eqgZkYcm12zIov5zeXy8hpqG23gTUEIFAPAcRoPbkgkkoJDDUoYvfm6z9r5KHZvWdfe3zrlw6U2nJoeyU/7C/3rUpPM4QFgUUTQIwuOv00fhMCDOzlgb11Npqd9UzkIdp6aHuHiGlpNjb5zlMGAhAYlwBidFzeeJshgaUN1rT3+HII/eR9CB7+mftQ9g4R01JtzPAURMgQaJ4AYrT5FNPAfQksddButd260cfPVd2njTk78WajfWxTd7jZ+H3PB9SHAAQOTwAxenimWGyMAMJgOGEwFtv4aKbU57pjadm+zw88/7XVc1f7ynF8uj7V2OmJ5kCgCQKI0SbSSCOGJIBwmE44HIp97q1Itr3umMuwnn8fcA6HPFdgGwIQ2I0AYnQ3btRaEAEPYqyHFyR+HFB8VJD3qcv5cVV+pqaedanFjzfyMzW1z++I9yOitE83I8Wf1+Oxh375raPnsOqxQ7rOU49A8mtIHYdji3bUN3xcfvripC8N35dKjJUfFghAoC4CiNG68kE0FRIoDWrsP6ygkDD0DT4SghJ0ugZz3XvZVT6KQtmwEPSMZ/rO+ygy02MWubmXAaSxRTvbxknfOWzf2YZnhacYQoLA4gkgRhffBQDQR2CbgY6yu4sMibv0MUqabbS4FFuL1JJolCjUywI8U6o68U1A6ef0WMluLrZYd9s46Se795N92fV93zkOAQiMTwAxOj5zPM6MwL6DH/U3Ex45wSeR5xlJcbToK4lGs1Y5LRK3UTTqePwct3WsZDcXW6y7a5yOl/VmfeQQnGZ2+iFcCCyCAGJ0EWmmkfsQOMQAiI1+saGf2D2jKVF49tzp1c/0fe9lj6Iw9571eFx5iJ/jto5FMartC1feX73eU9emprHFuvGRTnF/tBf30x/6+8NQjPY5F1AXAhAYhgBidBiuWG2IwFCDInZPChLNQGrJ3Tik/f4Z3+U0a+pZUInFbz/9xex71l1e9WP5Tz1wy+qn/5xtxfD2hXNHNzDZhmNL7fhzzlYa59//5192Ftn0g5P9YEgmyg8LBCBQFwHEaF35IJoKCQw5MGJ7XCECb3hXeIohJAgsngBidPFdAAB9BBAwCBj6QDt9oO/7znEIQGB8AojR8ZnjcWYEECLtCBFySS5ndvohXAgsggBidBFpppH7EEDAIGDoA+30gX3OBdSFAASGIYAYHYYrVhsigBBpR4iQS3LZ0KmJpkCgGQKI0WZSSUOGIoCAQcDQB9rpA0OdJ7ALAQjsTgAxujs7ai6EAEKkHSFCLsnlQk5bNBMCsyKAGJ1Vugh2CgIIGAQMfaCdPjDFOQSfEIDAegKI0fV8OAqBDiHSjhAhl+SSUxoEIFAfAcRofTkhosoIIGAQMPSBdvpAZacXwoEABLquQ4zSDSDQQwAh0o4QIZfksufrzmEIQGACAojRCaDjcl4EEDAIGPpAO31gXmcfooXAMgggRpeRZ1q5BwGESDtChFySyz1OBVSFAAQGIoAYHQgsZtshgIBBwNAH2ukD7ZyZaAkE2iGAGG0nl7RkIAIIkXaECLkklwOdJjALAQjsQQAxugc8qi6DAAIGAUMfaKcPLOOsRSshMC8CiNF55YtoJyCAEGlHiJBLcjnBKQSXEIBADwHEaA8gDkMAAYOAoQ+00wc4o0EAAvURQIzWlxMiqowAQqQdIUIuyWVlpxfCgQAEeOg9fQAC/QQQMAgY+kA7faD/G08JCEBgbALMjI5NHH+zI4AQaUeIkEtyObsTEAFDYAEEEKMLSDJN3I8AAgYBQx9opw/sdzagNgQgMAQBxOgQVLHZFAGESDtChFySy6ZOTjQGAo0QQIw2kkiaMRwBBAwChj7QTh8Y7kyBZQhAYFcCiNFdyVFvMQQQIu0IEXJJLhdz4qKhEJgRAcTojJJFqNMQQMAgYOgD7fSBac4ieIUABNYRQIyuo8MxCHRdhxBpR4iQS3LJSQ0CEKiPAGK0vpwQUWUEEDAIGPpAO32gstML4UAAAjz0nj4AgX4CCJF2hAi5JJf933hKQAACYxNgZnRs4vibHQEEDAKGPtBOH5jdCYiAIbAAAojRBSSZJu5HACHSjhAhl+Ryv7MBtSEAgSEIIEaHoIrNpgggYBAw9IF2+kBTJycaA4FGCCBGG0kkzRiOAEKkHSFCLsnlcGcKLEMAArsSQIzuSo56iyGAgEHA0Afa6QOLOXHRUAjMiABidEbJItRpCCBE2hEi5JJcTnMWwSsEILCOAGJ0HR2OQYCH3vPQ/39BwLUk4jmpQQAC9RFAjNaXEyKqjEBLAzFtQVguvQ9UdnohHAhAgIfe0wcg0E9g6YM37UfAttQH+r/xlIAABMYmwMzo2MTxNzsCLQ3EtAVhufQ+MLsTEAFDYAEEEKMLSDJN3J3ARzeudbc/cAvXTXLdJH2gkT6w+9mAmhCAwFAEEKNDkcVuEwQuX7vY3fnorQiRRoTI0mcFl95+/WGpPzBZIACBugggRuvKB9FURuDDaxe7e07fgRhFjNIHGugDf/vwx7vL1y5VdpYhHAhAADFKH4DAGgJXPvqwu++ZuxAiDQiRpc8K0v4/Wv1hqT8wWSAAgboIIEbrygfRVEjg5799AjGKGKUPNNAHHn7xvu7GjesVnmUICQLLJoAYXXb+af0GBK5dv4oQaUCIMDPIkwTeufj6Bt94ikAAAmMTQIyOTRx/syOgn/XufuI2BCmClD4w4z7wNw/9WafLblggAIH6CCBG68sJEVVG4MaNj7pfvfkMQmTGQoRZUWZFf/Lqj7obf+An+spOr4QDgRUBxCgdAQIbEOART4gZBO18+8BfPfix7vJH3EW/wamOIhCYhABidBLsOJ0jgZff+jmzo8yO0gdm2AeYFZ3jGZeYl0QAMbqkbNPWvQhcuvpB972f3Y0YmaEYYVZzvrOa++buaz/5bPfB5ff2+u5TGQIQGJYAYnRYvlhvjMDFq+e5mQkxyh8kM+kDesg9QrSxkzDNaZIAYrTJtNKoIQlohvTvHv8LBMlMBMm+M2vUn+esqoTou5feGPJUgG0IQOBABBCjBwKJmWUR0AwpP9nPU6QgLtvPmx7Fxozoss7JtHbeBBCj884f0U9IQDOkv3z9p52eX4jAaV/gkOP6c3z7A7d0ullJfyyyQAAC8yGAGJ1Proi0UgJ6kLYGQERp/WIFQdlmjvTopkf/+7udXlDBs0QrPVESFgTWEECMroHDIQhsSkADoETp+cvvdP/+0vdWNzkhTtsUPgja6fMq8amf4n9w9p7uzQ9e665ev9Lptb0sEIDAPAkgRueZN6KunIBmaHj1YOVJIrzZEpD41HfsoxvXZtsGAocABI4JIEaPWbAFAQhAAAIQgAAEIDAyAcToyMBxBwEIQAACEIAABCBwTAAxesyCLQhAAAIQgAAEIACBkQkgRkcGjjsIQAACEIAABCAAgWMCiNFjFmxBAAIQgAAEIAABCIxMADE6MnDcQQACEIAABCAAAQgcE0CMHrNgCwIQgAAEIAABCEBgZAKI0ZGB4w4CEIAABCAAAQhA4JjA/wHQCNLaIg+kuQAAAABJRU5ErkJggg==)
en sociedades y se vinculan para conseguir fines comunes que beneficien a todos para un desarrollo
productivo.
Cuestionario, información y ejercicios:
https://e1.portalacademico.cch.unam.mx/alumno/historiademexico1/unidad4/estadoNacionMexicano/concepto
https://e1.portalacademico.cch.unam.mx/alumno/historiademexico1/unidad4/estadoNacionMexicano/concepto
MonarquÃa o República:
1) En febrero de 1821 se consumó la
Independencia del paÃs con la proclamación del plan de Iguala.
2) Iturbide organiza la formación de
la junta Provisional Gubernativa.
3) Iturbide ayuda al antiguo virrey
y otros ejecutivos del antiguo régimen y clérigos dándoles funciones
ejecutivas.
4) Los recursos se administraron mal.
5) El nuevo grupo de gobernantes
debÃa organizar el gobierno pero hubo disputas entre ellos que crearon
diferentes formas de gobierno, la monarquÃa, república central y república
federal.
6) Santana y otros rebeldes crean el Plan de Casa Mata para destituir a Iturbide.
7) Se suprime la monarquÃa y se
adopta la república.
MonarquÃa constitucional: Era un sistema polÃtico en el que el rey era el jefe del estado, pero su poder no era absoluto, estaba limitado
por una constitución.
República Federal: También conocido como “Liberalismo” su propósito era restablecer la constitución que se tenÃa en 1812, este tenÃa la
idea de que cada estado pudiera decidir sus leyes y dividÃa los poderes del estado en: Legislativo, Ejecutivo y Judicial. Y gracias a esto se
creaba una democracia.
República Central: Era un movimiento que buscaba reunir todos los poderes que hay en el estado (Ejecutivo, Legislativo y Judicial). Sin
embargo tenÃa ideas monárquicas, pero en vez de tener un rey, tenÃa un presidente.
Logias Masónicas:
Logia Escocesa:
Esta “idea” se creó desde 1314, viene de Escocia y todos los miembros de esta organización deben apoyar y creer en las ideas que
se originen en esta, creció más en México y tenÃan la creencia de que solo la clase social alta y el clero debÃan tener acceso a la educación.
Logia Yorkina:
Se fundó en el siglo XVI en York, Inglaterra, se dice que los fundadores de esta Logia fueron unos arquitectos, y al igual que la logia
escocesa apoya al liberalismo.