{"id":150,"date":"2017-05-16T11:36:22","date_gmt":"2017-05-16T14:36:22","guid":{"rendered":"http:\/\/www.institutosantosdumont.org.br\/?page_id=150"},"modified":"2025-05-28T15:52:18","modified_gmt":"2025-05-28T18:52:18","slug":"ensino","status":"publish","type":"page","link":"https:\/\/institutosantosdumont.org.br\/en\/ensino\/","title":{"rendered":"Teaching"},"content":{"rendered":"<div data-elementor-type=\"wp-page\" data-elementor-id=\"150\" class=\"elementor elementor-150\" data-elementor-post-type=\"page\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-12b5b5a elementor-section-full_width elementor-section-height-min-height elementor-hidden-tablet elementor-hidden-mobile elementor-section-height-default elementor-section-items-middle\" data-id=\"12b5b5a\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-7b5d8f7\" data-id=\"7b5d8f7\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-55dd8e7 elementor-widget elementor-widget-heading\" data-id=\"55dd8e7\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">Teaching<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-09d0484 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"09d0484\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a4e0f3f elementor-icon-list--layout-inline elementor-align-start elementor-hidden-tablet elementor-hidden-mobile elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"a4e0f3f\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items elementor-inline-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item elementor-inline-item\">\n\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/institutosantosdumont.org.br\/en\">\n\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Home<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item elementor-inline-item\">\n\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/institutosantosdumont.org.br\/en\/pos-graduacao-neuroengenharia\/\">\n\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-chevron-right\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Teaching<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3dfcf52 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"3dfcf52\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>The Santos Dumont Institute offers the <strong>one and only<\/strong> <strong>master&#039;s degree<\/strong> of Brazil in Neuroengineering and the <strong>single Multiprofessional Residency program<\/strong> in Health Care for Persons with Disabilities in Brazil.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3695435 elementor-widget elementor-widget-button\" data-id=\"3695435\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/institutosantosdumont.org.br\/en\/pos-graduacao-neuroengenharia\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">postgraduate enrollment<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b362fb7 elementor-widget elementor-widget-button\" data-id=\"b362fb7\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/institutosantosdumont.org.br\/en\/residencia-multiprofissional\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Residence Registration<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-963b1a2\" data-id=\"963b1a2\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-837f0f4 elementor-widget elementor-widget-text-editor\" data-id=\"837f0f4\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>NUMBERS OF THE MASTER IN NEUROENGINEERING<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1305980 elementor-widget-divider--view-line_icon elementor-widget-divider--element-align-right elementor-view-default elementor-widget elementor-widget-divider\" data-id=\"1305980\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon elementor-divider__element\">\n\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"52\" height=\"52\" viewbox=\"0 0 52 52\"><defs><pattern id=\"pattern\" preserveaspectratio=\"none\" width=\"100%\" height=\"100%\" viewbox=\"0 0 1028 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JFXJ2v\/VpN1\/+RTvpw84hswjcNvB5tBHOgMuIb8Hg8BKYOOoz7HTQ5IkqUV50C4JYAe5SrxumvfThY8rzaaDdHN0AZcBf0yWFPSO+vhc3EFCkiSp5dghIAnyWHA0U+8OUGtYAbwZOJ3Mg7idLAOZAzxOtqe0Y0CSJKlFGAhIgpzkHU3W\/6t9VUhnwGXAH5AdB44C7gc+jmGAJElSSzEQkAS5GryFTJdfVG4pagBdwLXAi4u3fwrcTHYgkCRJUotwra8kyNT5xWTrwOmq4pXkVtBP5gb0AecDrwFWlVqRJEmS6soOAUmQE71LSCgwVcPAgeL1Lnx8aSULgV8n8wRuBm4FHiMB0jFAN\/A0mTEgSZKkJmGHgCSAPcBmRk7op2II2EeWHbiXfWvpAE4A3gb8f4H3kHBgBfCbwOtxqYkkSVLT6XzfNV7Ek8QechJ\/ArniO5WwsEoCAcgV4y4ypE6toVLclgArSQB0IfAuoAe4iYRBkiRJahKmAZIAdpPBcY+QpQOdU7iPDmA+CQam8vVqHrVugQ7gFNJdchawARgosS5JkiRNgoGApJph8pgw1aVEHdP4WjWXbuC0UW+fDPwWGU55E7CthJokSZI0SQYCkiAn8scXN6\/u60iM\/j1ZCryaBANLgBuBp0qoSZIkSZNgICAJ8lhwJnA6U1\/3P0DWlXdjqNBuKmSOwCVkR4IVwKeA+0d9fB4ZWjl6cKXbU0qSJJXIQEASZKBgH1Nv+R8CtpOhggvJyZ8DBdvTacC7gWXA35FQ4FTgucAm4GHy+7KLdBEMl1OmJEmSDAQk1cwjV\/enokpO8vaTK8BVDATa2bHAm8hJ\/03A88mSgt1k8GAFuBn4Z2BHKRVKkiTJQEASAHPJPvJzp\/j1nSRQ6AF661STmttSEgpcQXYlWDXm41vJrAEDAUmSpJIYCEiCrP\/fBOwBFkzh6ytAf3GrYBu4ojaocuxSlPuAH5PtCiVJklQStwiTBGnzX0dCgamqMLJMwMcWwfhbUe4AbgFuBfaO+ZjLTCRJkmaRHQKSICdi+8iab2kmDZDlBC8lWxTeR4KoYQ6ePeEOBJIkSTPMQEASZCDgU6RL4BzcNlAzZy7wbLJF4Rrg22SLwruLjzuQUmpfFUa6iobKLESS2oWBgKSaB4FfApcBi0uuRa2rD1hZvH4sGTY4H\/h78jsII6GAXQJSa6stNRs9d6aH7HgzetcaSdIMMRCQVLOd7BG\/new44FVazYajyW4Eg8CngXvJ0pVaKNADLCTPV5vICYKk5tYHnEzCwB7SofY4eRwYILvV9JNgYF\/xfknSDDAQkFRTWybQgWGAZtdRwNuAU4EvAF8CtpBQ4Gzg9cAcsrzgx2TLQknN63Lgd4HjyHPObcANwD3AThIK9pDHADsEJGkGGQhIqukgJ11zyy5EbWk58ErgDNI18ClgPXAV8A7StXISsAH4WTklSpqmucAy4M3AaxkJos8sbvcAvwC+QkJBSdIMMxCQVNMDzMPHBZXrDOC3SCvxPcDzSEBQJdsUumRAag5LyJDancD95O\/4pcAVwIs4eHjtQuC5wJXApcBdZKnA8WTY7V6ylECSVGce+EuqqR2cOdlZZVsFvIWsKz6BLGG5Ffg4ObGQ1Nj6gdeQZQEbgG+QpUFvIX\/THeN8TVdxW0l2IrmKBIKPAo+RzqA7MRiQpLoyEJBUswdYS9ZnLym5FrW3CjlpOIY8T+0iswNuIVcNJTW2E8iSgGeRHQTOIQMCVx7qiwqdwLtId0Dt87cB\/wQ8CTxd51olqa0ZCEiq2Q+sJuu2Tym3FLW52lDL7uJlJzkxOJ20Eu8uoyhJR2wesJQs9ekgJ\/dHYpgEgbXP3wvcR3YgWIsdbJJUdwYCkkbbjwdcajy9wAtIG\/K3yG4DDzOyNeFRZA3y5uImqRyV4raTDAUcYnLHmmOXEgwCnyFbku4knQKSpDoyEJA02lHAirKLkMboIFcNX0kGjp0N\/G9y5fBo4J2kg+DjGAhIZZkPnEU6e04nAd7wNO9zHnlO2gpsn+Z9SZLGYSAgqaaTbOu2rOxCpAl0kVbit5OugX8gJyEvJoHBTcXnzSFbmHUDa4CN5EqjpJnRDbwMeCtwLNlecAnTP86sAOeTwM9AQJJmgIGApJo+cjWmcrhPlEq2EHgbOUm4nQwarJJugbnAhcB7SLj1GeBzGAhI9VZbHtBFArg3kFCg9hxSpT7PJ3OZfqeBJGkCBgKSaqqk3XojsLjkWqTDmQO8HDiDtBN3kjkD3eSK4ksYGWr2C+CecsqUWtY8Er6dDJxLdhQYHQDUK1zejoGAJM0YAwFJNXvJPs\/fJVdeF5RbjnRYHcBpZFvCHuBasn\/5fEaWvpwFnAjcS8IBSdPXA1wJ\/DH5G+slf3f1NkwCv4EZuG9JEgYCkkZUgQfIfu\/PJwd3Lh9Qo+tgJLzqI10BtSnnTwK3kK6XDtxBQ6qXxcCrgBcx888TPTxz9wFJUp0YCEgabZgcfPWUXYg0RRUyL+AB4JPAl4EnMAyQ6ul00iEw02FAlcwIccmAJM0QAwFJo80BjgMWYXeAmlcH+R3uB3YA+0n3QAdwAAcMStNRAS4gzxUzbR3wHWDDLHwvSWpLBgKSRptLJrXPKbsQaRo6yNyAt5ClL\/eScOBJ4OfkJEPS1PQAy5n5Y8gB4EbgS6RLAA7ewUCSVAcGApJG62RkKympmXWRHQiWkYGZfcCPgDUYCEjTsZAEbt0z\/H22Az8lM0AkSTPEQEDSaPtIi7XrrdUKOsiVzJorgIvJfIE9pVQkNb9zgctIyDaTBovv0cXBy3zsDpCkOnJqq6TRBsiJkmus1YqWAK8BXkJmDEianIXAK4FTZ+F7LQBeBlxffF8wDJCkurNDQNJoXeSAy4nOakU9wPNI18AZZJ7AY8BaMnhQ0ogusr3gPrKNZwcZJng1s3P82E8CgXnAZrIlriSpzgwEJI02HzieHIhJrWgucAn5PV9N1ih\/DfgZOelxuYzaXS8Jza4AnkOGcT5EnheuI2HabBgmgd2twHoy28YOAUmqMwMBSaPNJUPYesouRJpBFWAlsIK0Pp9EAoJvk5BAalcnA88HrgReQLYWfJwM9ltcvD13lmoZIoHdv5C\/S8MASZoBBgKSRptT3Kq404BaX4UEYC8m4cBmDATUPnrJXI2FpDtmCfBO4NXACYwcI64qbrN9zNhR3A7gXBtJmjEGApJG2w1sIuupZ3qCtNQoesnk9GcBPwC2kC6ZKhm0KbWSWhB2AfBy0iGznQQClxcvRwfCZR0r7idbhO4o6ftLUlswEJA02hrg+8D5wOnM\/D7TUqPoJ63Sm4Gnyfrl+4F7SetyJw7cVPPrAM4kk\/uvJQHAXHIFvov8njeKXSQUmEPqcr6HJM0AAwFJo+0iazavImuqDQTULiqkQ2AVOfFfB7wfeIRMOb8c2Av8koQGUjM6CfhD0hlwFCMBQCMFATWLgTeRjoW\/B+4utxxJak0GApLGehy4jezVLrWTuYwMTFsCnE2upl4F\/C5ZTvPfgK9gp4CaQx+Zj9FZ3K4j3QFHl1nUEeoiQw5fCHwJAwFJmhEGApLGGiKPDQ4VVDsaIB0Cg8B5wG+QietnkHbro8nMgX3k72QQp5+rMS0gAcBLSNv9MAm4jiqzqEnYAdwC3AjcXm4pktS6DAQkjVYhSwUuIQeTUrupkBOnOcClwGUkAPgO8M9kxkYvcBZ5Dr0b2FNKpdLE+siV9d8nv8MdJOztpjGXB4xnH\/BZ4KO4y4AkzRgDAUmjVcjjwlycH6D2UyUnS7XnxtpOG7vJcMFvkGUD1wLvBX4FPDDLNUpH4izS3fJssmMGNN9j+jyyG0JH2YVIUiszEJA02jDZ83l\/8boHYmonEy2T6QOuIHu0Pwa8nazD7gBOIXM39hY3lw+obHPIjhmXMRIGNKN+8ve1ENhYci2S1LIMBCSNdXxxc4aAFJ3ARWR+wFbgRBIGnAS8jXQQPAh8i+xOIJVlAVkq8GpgebmlTFuFhALNHGpIUsMzEJA0WoVMpF6GgYA0WoUEArXp7EPASuC1pKPmFmA78CNgC3YKaPYtAl4PvAu4mNbo8DoZOI6RoM3dPSSpzjrfd42ZgKSDLCTT1U\/CUEA6lDnk72VdcTt11Nu7SqxL7elC4A\/JrhitcnDXQzpwBslsm20YCkhSXbXKE4ak+rkXuAO4mpGhapIONvrqaxU4bdTtSWAz6RyQZsspZJhgK3QG1CwFfpMM8vws8CjZGlSSVCet9KQhqT4GSMvzgbILkZpAlXTTPIsstTmX7PU+OnDvxABeM+tY8ju4sOxC6qyLLM25gJGtEyVJdeQBiqSx9pIBaY+TpQOSJlYh26PV9JN1z8tIq\/NScqK2Hrgb251VPx1kff0VwFXAdUBvqRXNjCrwTeCrGFRLUt0ZCEgaa4BsrbYOOAc7iaTJ6CInZ2vJgMGzgecCNwP3lFiXWs8iMkDwHcAxtO40\/qeAzwAPlF2IJLUiAwFJ45lDrnRKmpwu4HyyW8eLyN\/RALATdx5Q\/XQBzwfeQLbBbFX7gS8D3yGDBSVJdWYgIGk8G8hVmQFaswVVmmkritsAcBPwEC4X0PR1ka0vrwHeROZXtLJNwHfJkpseEgr4dyRJdWQgIGk8G4BHgH0YCEjT0Q0sYWQex0Lyd\/UgsL14n50DOpwKmRdwHVmCchVwAq19HFcl3WpXkTkd24EfA0+XWZQktZpWfiKRNHVLgKMwDJDq4Wzg98jVzoXAHuBTwOeBHSXWpebRCbwNeA+wquRaZstTwFYSfLyieHstBgKSVFcGApLG6iZrUs8H+sotRWoJC4FLi9drQzoHgJ8wcSBQwc4BRQdwLfB22icMGCY73XyGzN+4lOzeMXq2TQf5G\/HvRJKmwUBA0lhdwBm09qAqaTZVittoxwGvIktzHiBLCA6Q1uiTyLKCx3GbtXZ3FPBy0hlwRsm1zKYKmZVwEumo2U9O\/BeQHRUuBYbIEoKtJdUoSS2h833XmAlIOkgPmV79POwQkGbCMPnbugC4mvzN3QHsJsPi\/owsM7gXT3ba2QrgzcDvAxeWW8qsq5BtFc8k298ezcjfzUuB3waWA7eRpTiSpCkyDZA01gEyvMkrk9LMqJ3sLCZXOS8hVz73Aq8HXgk8TNqlHymnRJWsk4QA7wDOKreU0lTIcWqFLLFZAryOhAK1rTz34pIBSZoWAwFJYw2SdmX3fJZmxujlA51k+cCLyTyB04B1ZN\/1J2a\/NDWQE8lAvXY1RJYL7CZ\/J8tIGLAOuBH4KBkyKEmaBgMBSWN1kSFoHYf7REl1sYrsQrCPnPh8A\/gI8Bgj4YFXQdtHB+kYWUaGvLarDvJcNIeRToEq+fv4L4yEAQ7glKRpMBCQNNYCcsWy\/3CfKKku5jAyMG43sJHsNX8isAb4JblSqtbXDVwEvAi4nvxutKsK2fp27Pa3C8a8z0BAkqbBQEDSWPvJ2kxJs28ucAWZK7ANuIG0SDtLoD2cCbwPeAEwH4\/TxnMtmbHxX8nfSBVDAUmaMluCJY21B\/gRcA+Z6ixpdvWSk8HjSThwOdmOUK2tA7iOnPAuxjBgIguAi8kuA5AgwDBAkqbIQEDSWFXgUbLlmTsNSOU6B\/gt4A1kGzq1prnAa4A3kTBIhzZEBgx2cvCQTknSJHW+7xoDaEnPsIy0rJ6DV6mkMnWTSfNnkCuiO4GnsXunlawkoc+fkMdcL9Yc3hAJrzvI38L2csuRpOZlICBprA7gZODlZAs0r75I5aqQkO5c4BRyAnSA7MU+j7SXDxVvq7nMAd4J\/AF53DUMODKLyPDFS4FNwN3kb0CSNEmmAZLGqpJBTU+Rk46+UquRBAkFFpI15ieTnQfuKd6\/F7iJLPPxpKh5LAFeBvwG2dnF8PXIdZFQ4BQyU0CSNEUGApLGqpIw4AFgFwYCUiPpAE4vbjvJriC\/BH7KSBjQQ7oFHLTWmBaQJVnPJ9sLnolhwFQNkkBMkjRFBgKSxrOftGHuIq3KkhrP\/OJ2NFk2MJ+cXM4FbiedPmo8rwH+A3AiHodN12KylGYhsLHkWiSpKflEJGk8g8AaYEfZhUg6rKXkSvOVwCXAQ+TkaDt2CTSak4F3AaeWXUgTGwDWkiVtJwJHkd0GJElTYCAgaSK7sI1VagYLgVeQNdWLyKC6xSXWo\/GdRsKAS8oupMk9DXwCuI3MEFiHuwxI0pQZCEgaTwe58rKo3DIkHYF+8vdaM5csI5gD7CmjIB1kHnAF8AYyRLC\/3HKa3iBwB\/DF4u1+ssxNkjQFBgKSxjOHXHmZX3Yhkg5rbCfPSnLiWQF+Bqye7YL0r+YB1wN\/CDwL6C21mtawgIPDakMvSZoGAwFJ4+klW2LNKbsQSZO2BHg5cDHwQ+DTwI\/JlVXNjlqX1dXAW4HnlFpNa1lEll\/0kzCgg8zKcF6GJE2BgYCk8XTidoNSs+okgwaXkOF1pwLvB77KwVdTO4rbEJ5M1duFwNtIMHNyuaW0nE4SCBzFSPdLBX+HJWlKDAQkjaeXHHQNYIur1Gwqo172kf3u+0n7+tfJULZFZM7AdmA9CQU0fcvIbg+vI0sFlpZbTstaSX6fAYZxAK4kTZmBgKTxVEgY4BUXqfl1k6F2y4Fjga8AZ5Mr198kAYGm71TgncCritftspo5nRy81aDPVZI0RQYCksazu7h1lF2IpLqoAKcDv0PCgBPJkoK1wO1kT3dN3cXA28lOAitLrqUdLAQuIGHWFhJgS5KmoPN915gJSHqGOcDlZBBWd8m1SKqf+SQYOJEsGxgA7gI2jvqcxcC5JBDcObvlNZ1u4Brgj4BXkHXtmnlzgVVkScaTwKZyy5Gk5mUaIGk8veSAyzBAai0VRuaCdAFXkRPaR4F9wPHAW4DrgG+RYYSbZ7\/MprAMeAnwbvJz7Dz0p6uO5gCXAccBDwH3lVuOJDUvAwFJ4+kmez37GCG1tpXAq4E1ZLjg64E3kVkDu4GPllZZ46gNrKuOevtUsovAq4FzcHnVbKmOunWSYZnduMuAJE2ZB\/uSxlMlB1hDeNVLamWdwLPJ8cB2skzoKGAr8FNgQ3mlNaQu4BTgt4HfYmTSvWbHMOlmWU9CqweAezAQkKQpMxCQNJ4KueLlVk5S65tPtsobZmQ5wX3AN4DBsopqILUTzcXAy4BrgRdiGFCGDuB+4NNkBsbjZAbGcIk1SVJTMxCQNJ4BYD85GegpuRZJM2\/0vJADwK+Ah0koeDTpFtpUvGw3FbIjwztIZ8DJePxUlgoJAobIMMF9ZHvH3SXWJElNzSc0SePZCtxLtnNyCy2pvewlMwX2ApcAryFXZb8I7CivrFJ0AqeRIOCNJBxRuc4Ffo+E1j3APwOfAnaVWZQkNSsDAUnjOUC2G7NdWGo\/PeQq+LXA68iOAx+h\/dZoLya7LryTzAuYW2o1qllMtsWFLBV4jCxvMRCQpCkwEJA0nj7y+OBAQan99ABXA2cAF5LHgyFyRbZdHAv8OtlO8EIMAxpN7blpA5kjsK\/EWiSpqRkISBrPHjLFeRtZMuBwQal91NrkzyR\/+3uBY8hWe7X93rtJJ1GrqQDLgPcAv0\/Wq6sx7Qa+BnyWLG+TJE2BgYCk8XSTq4SdGAZI7aS25ejo44M+snxgD\/CF4mO9ZM7IGlpnaVEncB7wKrJMYFGZxeiQqiSc+hfgzpJrkaSmZiAgaTy9pGV2YdmFSJp1tVkBlVEvVwFvAc4m2+0NAF8GPgY8TUKDTtJN0IxbwHUAFwP\/gSwT8LGvse0BbgceKrkOSWp6BgKSxlO7SthuQ8SkdlcLAcb7218GPJ+cPA+Tk7IvkXbtl5KT6O8Bq2e4xnqrAOcAfwy8HLuimkEXCa1PA9bROl0qkjTrDAQkjadCDvo9MJba00R\/+12jPr6ETHyfD\/wmcBzpHFhLc52gnQz8DnA9PuY1i17gUuA5ZMnApnLLkaTmZSAgaTwHyEBBSRpPLRB4ETk5u5yEA+cBX6U5Hj\/mk50U3gC8pnhbjW+ALBW4C7ifdKpIkqbIQEDSeAbINmNDZRciqWEdD\/wGeZxYSEKCk0gr93Yae8nRcuC1ZInAJWQ3FTWH7cANwIeBJ2iubhRJajgGApLGs5C0\/7r3tqSJ9JB2+2GyxAjgfOB1JFR8lJGTtUaaSbIEeDPwXuAUsquKmscgWSLwGI3zOyVJTctAQNJ4jgbOBRaUXYikhtcx6vXTyTyBRcAXyQ4E\/cBOcjV3YJZrG60LuIhsofjrZLmAMwOaz3wSRC0g3QKSpGkwEJA0kW5GdhuQpCPRAZxATrjPJtsQDpG5Ap+k3EDgYuDPgCvJjgk+tjWnXhIK9GEgIEnTZiAgaTx7yFCwAXLwJUmTsRx4ITnp3g08TpYidZCwcSdZajAblgIXAO8AXkaWOqh5DQHrSdgkSZomAwFJ4+klV1+8giZpqmrHGAvIbIFXkZPxzcC3gQ2zUMPpwOvJMoHzMQxoBbvILgO7yi5EklqBgYCk8ewnB1sH8ABa0vSdDxxFWr0fBrYA32KkS6CD+nYM9JIlAu8kOwksw+GBraL2e9KLXQKSNG0GApLGs4u0ZO4D5pVci6TmViVt+0cVb88HriZLklaSMOBn5KpvPabGzwWuA34PeA4wpw73qcbRT7a27MZAQJKmzUBA0njmkz3GF5ddiKSmVwE6R73dCZwGrAJeSYKA95HOgekEAl3AJSRseAVwxZjvq9bQQZa0zdYMCklqaQYCksaqkCswK\/BgWlL91U76e0gn0i0kDKid4FWYWjBwAfCfSCiwGB+\/WlUnOX7tONwnSpIOz0BA0njmk33EJane+ki799eA\/w7cS5YnLSHzS3ZP4T6PIlsdPr+4f7WuYRImORNCkurAdFXSeJaTyeCSVG\/9wHlkfsAuEgS8CfgT4HLSIdBBhsYdbqeTlWR5wL8HXoNhQDvYRuZEXEo62dwNR5KmwQ4BSWNVyaCmobILkdSyTgXeDVxFugLOIid5g8BTwLlkGOC3gHXjfH0XWSLwLuClZInA\/BmvWmUbICHShcXtk8CHSUggSZoCAwFJ49nN1Np2JelIrSpuNbvIsMFfJ1f7u0lA8GmeGVA+G\/gD4FW4NWq7WQAcR7pBfoH\/\/5I0LQYCksYzSNb0StJsOou0gp9CHoeeA3wfeLL4eC\/wXOB3gevxZLDddJEtLAeAm4DPA1tKrUiSmpyBgKTxbCAH4AfwgFvS7OgDziTHJjvJid5JZFnBt4r3vR34HeB8PIZpR7UtLJ8gSwW+h8vbJGlafDKVNJ7tGAhIml1dxW0Q2ExmC1xCTvj2kwFyf0hCA7W3XvI7YhggSdNkICBpPKvIlbnesguR1HYqwEJyJXghmRewgCwjOL7EutQ4tuGyNkmqCwMBSWP1AmcDz8J9niXNvk6ya0DNcmBZ8X5pN1lCcv+o91XIDjmSpEkyEJA0Vgc5GJ9XdiGS2tboveU7SqtCjWgf8CgjWw0aBkjSNPgkK2msuWTJwNyyC5EkaYxOYA4j820MAyRpGgwEJI3VB8zH9lxJUuPpJc9RdrlKUh0YCEgaayewEQc2SZIaTy9wLAkFJEnTZCAgaawBMkzQgYKSpEbTQbaePKnsQiSpFRgISBprMXAqzhCQJDWm04BrgSVlFyJJzc5AQNJYi0k7piRJjWgxcCU+V0nStBkISBqtAqwgE5yd3CxJakQd5LnqqLILkaRm54RWSaN1A8cACzh4H3BJkhpBlcy6GcTjWEmaNh9IJY1WJVdeeg73iZIklWA3cBdwE\/B4ybVIUtNzyYCk0YaBDcCWsguRJGkcQ8DtwMeAh8stRZKan4GApNGGgY3A1rILkSRpHPOAc8lAwcGSa5GkpmcgIGm0KrAMt3KSJDWmTuBy4HnA\/JJrkaSmZyAgabSVwIuAU8suRJKkCTwFPEm62iRJ02AgIKmmA3g2cB0wt+RaJEkaz9PAh4CvkAGDkF1x3BlHkqbAXQYk1VSAfrI+U5KkRrSVDBXcWLxdIcvdJElTYIeApJoh4EHg7uJ1SZIazVLgbGBB2YVIUiswEJA02qPAT4HNZRciSdI4FgInAXOKt+0OkKRpMBCQNNo24C5gLR5kSZIaTxdwHBmCK0maJgMBSWN1Ad1lFyFJ0jg6gWcBbwJOLrkWSWp6BgKSRusHTgSW4cRmSVJjWgG8FDiXBASSpCkyEJA0Wi0EcLmAJKlR7QfuIFsQ+nwlSdNgICBptCqwnZG9nSVJajTrgM8AvwKGS65FkpqagYCk0eaSLZ3mHO4TJUkqyX5gBzBQdiGS1OwMBCSNtgy4hKzPlCSpES0GziJDcCVJ02AgIGm0brKVk7sMSJIa1XLglcAFZRciSc3OQEDSaDuB9TikSZLUuDqAK4FnAz0l1yJJTc1AQNJoQ8C+4qUkSY1qPxmA67GsJE2DD6KSRpsDLGJk+0FJkhrR\/cDtwIGS65CkpmYgIGm0VWSGgCRJjWofcAvwMG47KEnTYiAgqWY+cA5wAtBZci2SJE1kD\/AUWTIgSZoGAwFJNd1kyYADmiRJjWwAlwpIUl0YCEiq2U+uugyWXYgkSROoAveQ+QGSpGkyEJBU0wMsxA4BSVJjWwM8UHYRktQKDAQk1SwFzgTmlV2IJEkTqADnAZeVXYgktQIDAUk1Q7jdoCSp8Z0P\/AVwPQ7BlaRpMRCQ2luFkRDgaeBuYFd55UiSdFhdwKXAa3CrXEmalq6yC5BUqiojgcB+YHPxPkmSGtVmMljwNmBvybVIUlMzEJBUCwB6yLaDdg5JkhpVFXgC+Hvg68BOEmwbZkvSFHjgL6mmB1iC6zElSY2rAnQDW0gYAIYBkjRldghIqlkAHEcOtCRJalRLyfNVBzBcvK8T6CveHgYGybDcephKB0LtotvwIT6+pLjfzcX7OoFFwGKyFGIXeU6ukmV9e6nfv0mSAAMBSdEBrGLkAEuSpEa1GHge8BPgIXLCfBTwQmAFsA24vbjVTqArZFvdvSQsGKubHBd3F7ddxdeuAs4mXXTrSGfC08X3gIQQq0io3kOeQzuKmh4H1jASCowOMI5mZCjibcCjwPHAhcXHtgHri6+ZR0KDHwF3FV\/fRQKEgeJz+ovvv4+JhwNXiq+pDRQeLOo5ETgN2AE8WbwcLu5vsLgNFDdJLcZAQBLkastV5IDAJQOSpEZVJSeqrwbOAj5PZglcArwLOIWczP4I+CA52R4ALgMuJyfZq8nJ\/kZyIg5wAdnO8ChysvwUOdm\/qLjNKz5\/DfBd4MvF2+cDby6+7xygt\/i6p4APkBPsfuAEcvV\/Y1HDNcBvkTBhbXGbW3zeMuAAOTGvFO\/fSJ6jvwjsAc4sPucJ8rx9Pjmxf5oEJXcxEhRsL+7n5OI2h5wDbCp+Di8FnkPChKdJkLG1uN+NxffZRQKW1RP9x0hqTgYCkirkAOZocrAiSVKjqu2MsxB4Nrl6fx0wn1xd7y0+\/ipyYn0rOYG+HLiSnNhuJFe9HwS+UXz8VcXHF5NAYTc5EV\/GSFB+evGx84rPewi4Fnht8XaFkWPrzcB3yEn6JcCLyMn\/E8D9wNUk0Ogu\/i3ncPDOP\/0c\/Jy8mCwxOLuo\/bSilieKl6cXn78LeC4JRHqL991d1PU84Izi39VT1DgEnFv8\/KokRKgtV+ggYcJA8T2+DXyUhBwLSFCwofj51fQwsmRDUhOobPrz3sN\/lqRWNwd4PfBn5GBDkqRmMcxIG\/xo+8mJfZWcYM8Z8\/G95IR6HzlxXzDOfYynSjoLtgCnkpP1sbaTLoItpDvhLEaWLGwhJ+Djfd3hDDLS+l+rZXjM27Xugj4SBDxefM3x5GdQ+zcOF59\/pJ2BG4GbSQiwlPwbf0A6JjYDx5J\/6xLyc32AhAndRd27GFmOIKlBGAhIghwcXAz8JfD8ckuRJKnhVRm5oj6eWpt9NyMt+s2uSroBap2F+0n3wafIyf9lwCvIsosngftI2DK3+Jo7gR+TzoqdxccOxe0kpVnQCg9OkqavdrVh7NUTSZL0TON1JIxW28q3ldTmGdT0A5eSwYjri5fHkpDkuOJjB0inAiQkeCEJER4ncw4eIPMK9nPwyf9CssRioPjc0csSJNWRgYCkmpOA5WUXIUmSmkaFDEI8jmeGJB2MhAGQsGAFcAXpEHiczFO4F\/ghGQA5XNzfK8kshA3ADWRQoqGANAMMBCRBUv3nksGCkiRJk3GkWxZ3kfkJ84FjyO4GO4APAQ+Tzor3Am8jAx13kZDgUUZ2hJBURwYCkiDdAZfikgFJkjS7FpChjsuLl69i5ALFYjIMsaeMwqR2cKRpnqTWVSEDgBbh8B5JkjS7qmRpwfHABRy8fHEXcA\/Z4UDSDDAQkFQhU5D3YSAgSZJmV4XMIDiThAFDoz62i2xhuLWEuqS2YCAgqQqsAdbh3sCSJGn2rQAuJLsSrGUkFOgmuzWMt2Rg7ABDSVPgDAFJVeAxMuX3cjLoR5IkabYsBM4DBkk3wADZDnkB2ZXgR8Avi8+dQ7oJlpJdCgbIOc1mMqCwo\/i6OWQ7wy0kaOgo7rMWNnSSCyGjOxLG6sCLJa2ggl2wEzIQkASwm4QCOzAQkCRJs6sbOB3oBeaRk\/Xa+58D\/CFwOzk5XwxcRgKBe8h2hD1kl4LHyPnNSWSbw13Az4AHSRdCD9nu8ACZndRbfM5GYBOwjYQSXWQHpkUkoNhMwoVaV0IZIUHte3tiO74KI783g8XLxWRA5Rzye7WE\/D\/\/Atg72wU2KgMBSZAnxMUYBkiSpNlXIVf1zyZX5UcvAVgCvAS4kpzw1UIDgLMYucK\/DdhefE5ta8Nu4JXAakaChjXkQkg\/mVmwG3gE2EBChSeLj11EgoWNwF3FfdS6FjYX369KOhC2Fq8vIKHDJnLC2cfInKYDxb+z9u87XHfCWK0UBPSRk\/R9xev7itsCcn66g3R+HIkKMBdYRYZkV8j\/TwcJji4lW1wuKu5\/E\/BR4Ivk\/w7yO9YNrB9zv630M5+QgYAkGJnuu6DsQiRJUluqMPG5yRwm3hq5dlV4aXEb69jiVnMWuYJcW0JQBa4iwcAG4GlyUn8iOVE8QE4U15CT1mWkW2AzOal\/ErivuM9jycnp\/eSkdhG54HKAhA0byTHX3OK+niy+Vz\/wEDlZXUbCjDnF96gNVOwu7ucAWWKxr6gD8rOrncA2yknseB0N3cA5JGxZUbxvPvAA+RmfQ34+95CQ5iny7+8g\/7e1pSA7yc+uWtzPlcB1wAmMLBPpAi4m\/4+9Y2pbUnzf7xU1PZf83\/0UeJT8n+wm\/4\/7aXEGApJgZMsfSZKkVtbJSIgw2sLidtqY93cDJ5MLJ8PkZHH0ye4AOQHdR07su8hJ7GDxdm\/x+esZCRvmkxPOdYx0HdxffHwhOcldXLzvFyQEWEFOTteRzgWAW4rv1Vvcx67i+3QXbx8gIUMnI1fi9zJykl7h8F0KleL+a4HE2BPkWhDRMep+55Ar9j3Fz6Z2Jf5i4G3A80ko0ld8zlMkLDmu+PmtJx0ZdwB3FjWeA5xCgoGNwE3Fv+1ZwMuBS8jPe6D4\/G6eGQTUnAf8FplP0UW2uzyadKKsJ90kjwEfA75L\/q\/qbSodCL0kZNpJlsrUp5BNfz7Rz0lSG7kQ+H9JuipJkqSpq3LwLgjjvX+YhAa1te8HivcPkBO\/2lXqNeTkb27xeevJFe65ZCD0muJrVpKOgkcY6ZbYSWYmDJHOg+Hi448yElhsI1s7dhafs6v4up6ipgXkRP7k4v5Xk5kM24FTSVDRR4KCJ0jo8BzgehIMPEa6HwaBFwIvJmHH4QwWdawt7ntl8e\/uL96+p6jhKBI+zBv\/biZUW7JR6xQZ7\/vfCvwzcCMJH7rJz3qqXRgd5Od6DPkZrCP\/n2NDmfHCguXA1STEWA18i\/zf7ptiLf\/KDgFJkAdy5wdIkiRN33hhwNj3104Oa\/rGvISc9J\/JwSeHJzMyY+GE4mN7i\/cdICf0\/eRkfC9ZutBVvD1MTqLXMjJHYQc5ue4gV+i3FO+j+JwV5ILR0uL9m8iODxuL2k4p6txBTlQPkCvuZxb3uYd0MewhJ8JHujy1i5w0jxce9JLOgNoSialsOzl2VsV43\/8K8u8+hQQbc8lJ\/M8Z6Qo5kuGEHeTfcRyZk3El+Vk8TYZe3kT+X84ovsd+0jXxFPn3LQFeB\/xG8Tm7yLKLfwBuO7J\/7qH\/oZK0gDwASZIkqbFUJni99nZ\/8XofB59w11rMR1tKQoXaHIVhMkOhs7ifXYycLO8r7qN20Wg5Wa5wbvH18zn4pPri4v2jW9DnM3MXnWqzE2ZKBwk2jmeka2ID8CsSENwP\/ISRLoyJLAJeSrojziY\/w7nkZ38d6bR4mHRWnE1CgJ+T7oTVwLXAu0kI0EGWlTyPzEBYXXyPvYwsI6iFP0c0\/8BAQBJk3dSysouQJEnSrKidB9auXtcsGvX6eG34HUx8EWmi+QzNrEJ+DrWfxVIyZ2I\/6ZK4kZy4\/2qcr611ZjwbeCsZXjiHg0OMk4G3k+UYxzMyGPOC4nveQcKE8zg4fOknHQwri\/t8nAQEnSRAAPghCRoOcAgGApK6SIp4yAcLSZIkSXQVt7lkQGJtd4p1xcc7SZv\/WeTq\/0vJMoH+sXdEwoHji9toC4DXF\/e\/koOXl0C6BF7GSOiwHrim+N5XFC8vIdsr3swhugUMBCQNk4EyW8lQlplsvZIkSZJawT5y1f65pF3\/i6TdfyWZcfBS0k1wPFNbmruYdGyMd2zez8EBwyIyU6LCyByKt5DtFDeRLRXHZSAgqWPMS0mSJEmHViFDF1eQk\/4LyZX4xSQIOJPpb+s9mQt1c8a83U\/mElxKlh7UAgwYGchoICCJTpIqzsfuAEmSJOlI9JAZXB1k+8MTGRl02E3jzFNYTo7z95Hz\/36yfeIeoOoVQUnDZFuZnWUXIkmSJDWJCs8c9DeHdAU0ShjQRzoXziveru1K0Ve8boeAJAbJIJTdZRciSZIkqW76yGDC1cBasl3iXhJkdAEH7BCQ1EG2OFlUch2SJEmS6ms+2cbweHIhcC\/pEO4GOgwEJA2RrU3sGJIkSZJaxzDwCPA94D4ySHCABAMAFU8AJHUAvTxzMqkkSZKk5rUfuAf4AdlivJsEAnuLjw8ZCEjqIa1E88suRJIkSVLd1LZGfClwOnAv8DOy4wBgi7CktA714paDkiRJUivpJfMDzgK2A98gw8QfrH2CgYCkJcCxNM72KJIkSZKmr0KWBc8BFgIvIV0C24ANcPC+iZLaU225QHfZhUiSJEmqq31ku8GngBOAdwCXU1wMtENA0kbgfmAT6RSQJEmS1BqeAt4P7AZ+B+gH+khzgEMFJbEd+CWwGjgaO4ckSZKkVvEw8GUSDGwn243fQbYet0NAEpDtR8DBgpIkSVKr2A58G3iUbDX4OTJocCcwDAYCkrIVyQuAc0kgUMVgQJIkSWpmO0kA8AUSBgDsKW7\/ytZgqb3V9ia9iEwelSRJktTcDpDOgI+R7oAJGQhI7a1KHjB24rIBSZIkqdkNA3cDHwJuoZgVMBEDAUlPkweN7WUXIkmSJGlangI+BdxMLvwdkjMEJHUAi8iAEUmSJEnNY5iRTt+dwDeArzMyN+CQDAQkrQDOAeaWXYgkSZKkIzYAPA7cA2wDHiOzAx4+0jswEJC0nSwb2A\/MKbkWSZIkSYc3ANwFfBr4HrAR2E2O7fcf6Z0YCEiqAPvIg4qBgCRJktT4niZhwEdIGFCdyp04VFBqb33AlcBzgP6Sa5EkSZJ0ZHYDdwAbODgMmNSOYQYCUnvrA44HTsaOIUmSJKlZHAWcBHSPel+FSXYKeAIgtbdBssZouOxCJEmSJB3SAPAosIVc2FsFLAPWFR+f9LIBAwGpvc0huwz0lF2IJEmSpEN6Avgo8DNgCbCHzAKbMgMBqb11APM4uNVIkiRJUmMYJJ0B24CvA59nZFvBjuLjU2YgILW3PcXNJQOSJElS49kN3AncDNxIwoCh4mNDZG7ApGcH1BgISO2tQpJFAwFJkiSp8fSQuQGfAx5gJAyomVIQUOMuA1J7202GkExr7ZEkSZKkGTEHOJEMD5zUloJHwkBAam9DpAVpQ9mFSJIkSQLSvfsw8Fjx+nwyRLDuHf4uGZDaWwdJHQ0HJUmSpMZwH\/CPwF7gAmAtcA9woN7fyEBAam+nAb9G9jCVJEmSVK4h4KvAP5MA4Ctkee9OZmDul4GA1L66gcuBlwB9JdciSZIktbvdwE+ALwG7yMDA9TP5DW0TltpXhexpurfsQiRJkqQ2t4eEAe8Hfsk0dw84UgYCUvsaBB4CHsRtByVJkqSyVIEtwHeBbzGLF+wMBKT2NUx2F9jKDGxhIkmSJOmIVIBNwG3Attn8xgYCUnvrILMEDAQkSZKk8uxgZAewWTs2NxCQ2ttCYHHZRUiSJElt7kTgVcClJBSYFQYCUntbAKwouwhJkiSpza0EzgKWkVlfs8JtB6X2tgSYX3YRkiRJUpupkq0FtwFPAPcCt5M5AgdmqwgDAal9dQJLi5eSJEmSZl6VBACPkB2\/7gF+AawmWw\/umM1iDASk9rUIOBnoL7kOSZIkqVVVgSGyXL8D2A58FPgK2WpwHQkCqmUUZyAgta9OYC7QU3YhkiRJUosaIFf\/twGnk+0Fbwd+RnYTKCUIqHGooNS+dgNPkbVLkiRJkuqvSgKA\/0k6A3aR3QReRLb\/LpUdAlL7mgcsxw4BSZIkaaZ0kePuR4HNwIXA28iy3dXAw2UVBgYCUrvqB64AXggsLrkWSZIkqZVUGVkO0AlcALyTzA9YRWYKHKABLswZCEjtqZsMFDy+7EIkSZKkFjQE7AQGyc5evw7sB\/qArwLvJ7sNlDpHwBkCUnvaBzwGrC27EEmSJKnFVIrbNmANmRswj+zydRvwV8D3ivc7VFDSrNsP\/BK4GxguuRZJkiSp1VTIMt05o963H3iSbDNY+kBBcMmA1M52kHVMgzTA+iVJkiSpxSwmnQG1Y+0e4GLgD4A7gV8Ad5BOglI6BQwEpPa1GFhGBp1IkiRJqp8K6QIY3QnQBZwOnAi8HPgcsA7YOtvFjS5IUns6FTgDlw5JkiRJM2kY2EI6AeaRi3L7SBCwt7yyDASkVtZR3AbH+dgc4CLgOJJeSpIkSZoZA8AtwCfJLgPnkQHf3yIzBUpjICC1pk6yreCZZDuT+8kQk5oFwDFk0IkkSZKkmTNEhnl\/i3QFLCPzvErtDgBbhaVm00FO9se7qt8B9Bav95N1Sf8V+Avg+Rw8K2AI2AwcmKlCJUmSJAGwE3iEhABDwHoaIAwAAwGpEY13st8JnA28GbiMtBqN1gNcDryGXP2vkO6As4GrgdMYCQROAM4FniZrmSRJkiTNjAGym8A95GJchXTqN8S5uEsGpHJ1kCEjh3MU8NvAq4GPA\/dycKpYAS4E3gisLD6+svjY3uJ79JCppn8ErCJLCdxuUJIkSZoZQ8BdwJeAB4r31S7+lbLN4FgGAtLsqTDyh98PPIcM9\/spsHHU50304LCCXN1\/FtkycCfZxqS\/eLm7eP03SDvSacXXdQHPBY4FzgKuA+aSKafzp\/2vkiRJkjSedcAXgBsY2VpwmCO7IDgrDASk2VUhQ0ReBvwOaRv6L8A3SUt\/H0kSq+TvsxPYQzoJNhcfO5MsDbgNOJ4MD5xLugg6yNX\/eYy0Ic0n8wQ6SHBQ+7tfNFP\/SEmSJEkMkyCgYZfpGghI01e78t9BTuiHyb6iY1XJiftrgfeQK\/27gAuAtcCp5Kp+rcW\/n5zM95BOgjPIGqTjyPKBbcBSYDkjSw9qoUJtXkCVDBqsDRuUJEmSNDuOJzPAHiMXAMfbDrxUBgLSM41u7T8Stc\/tBa4iJ\/G3khP7HnKiPh\/YRFr9X0DW+0Ou+F8FnEOCgaPJ9oCV4mt7yJDAIdJN0E1O9s+Yyj9MkiRJ0qypAFeQ5bs\/IRf0GoqBgDS+fvL3sYuD1\/hUSGv+PmB78b5aV8Ac8sd+NXBx8bVLyUn8vOLzO0hnQMeor30uI7MAJlJr95+s8XYskCRJklRfQ+TYu3acP0iWCqwGHqdBj8sNBKRnqpI2\/LOBp8gWIbX2niWk5X8+8A0SBJxL\/sAPAKcAl5Ar\/rWQoIOc7O8q7nveqO9lO78kSZLU3DaTE\/9ecj4wh5wbfBv4LNl2cGdZxR2KgYCazWTb+SEt9kMTfOx0MpTvAbIN3xxy8n4q8Krie\/2QkZb9lWQd0Lmk9X9f8bkLyJKABeSq\/3hX++eN8z5JkiRJzWs3cBPwRbIj2O+S84vdwA+Ar5LziIZkIFCeRcCJJE1aU2olzaVKfnbHkJ\/b4ZK2JWRQ3zpywj\/accDvAc8HPg98n5zon0xa\/Z9Ntvq7tvi+g+Rv5hhywv\/ice5vmJE2IUmSJEmtaxj4FfAx4Lvk3OECst33z4Af08BhABgIlKUf+H1yQvl94G+A9aVWNHVd5AR4gMlfuZ9ILzmRP0Da7DvIyfgAufr+NtKWfwNJ4\/aR4Xv9xdfuIYncMFnL\/17S9v\/x4vNWFN\/nSrJ933HF93sRWSpwDOkq6Cn+fQs5sjU\/FUam+0uSJElqbavJOcb3yGDwNeQcZQ85z7u\/rMKOlIHA7Olj5OT5tcAfkonz\/SQ9upH6nVDPlrnAeeTE+XZgxwSfN6\/43O0cvB1fJ1mnv4h0SlTIz+gE4HIypf+x4vN2k2EcFwC\/Q7orFgLLSFiwlLT7zy8+9xbgYTLV88UkQDiJnPivJGHByeT\/AJLiHUv+D8ae\/DfkABBJkiRJpRkEbga+wMg5TpV0BdxLOpQHyintyBkIzI5TgJeTK9FV4DnkpPVBsu58Cfm\/aPhfmDHOAf4vYANwHwkGLiH\/tnvJv+d44A3kZPuLwG3k31pbj\/9u4KLi\/ZAr9F3A+eRK\/o7i7T2ki2IlOZHvJFf0Ly4+3kd+tl3kZP+u4nYu6Ro4hgQxfRz6BN+Tf0mSJEmHs5Z0K29gpFN4kJzfbSyxrkkxEJh5pwF\/SlrT55KT5q3Ah4B\/YaRzYDHZlmJw\/Ls5pKkM2hv79Yy5j3lkm7uth\/ge5wIvJe34tRP1f0eu7H+SXPV\/K2nxHy6+\/mhydX8\/ucL\/CtIRsJz8LFYUX9dPgpIlo77fKaTDolbv3OI2nitIOFEZ9TVzJv4RSJIkSdIR2UKWBvy0eLuTkXOOpur6NhCYGR3k5PVsEgS8gWeejFbJVfKHSBv8e8mV9S+TzoGJfpFGn7z3AGeQdvknyBqWCpl0P0wG7g0fQb1jv9ccciJ\/FFkTs5l0NzxN2mFqJ9fnk1\/+o4rPXw68sHjfscV9XU6u0A8x0rp\/MiPLA5aRn9epjCRrxzJ+MDKZ9fkdJGCQJEmSpHqpbSf4CbIsAHLu0VRBQI2BQP3NI63srwIuIyfsY09k+4A3ApeSPSlPAK4nv0TnAP+7eP\/Yk\/naSfQAuXr\/AuC3SQDwv4BHyTr5N5C1918mV+tr2+5VyAl4Pzm531\/cXycjaVYv8FyyXcaKUV\/3bNKCv4FclZ9ffF61uM93kZCgtrXe88bU3km2+KP4nmNb80f\/LlaKf58kSZIkNZItZFvy+8n5WoWcnzVddwAYCNTbEuAt5Gr5xUx8UjuXnDifQNbPDxef20f2uF9DugS2Fe\/vJ90DQ8Wt9r1eXdx+QU7wKe7vD8mAi+8VX\/tscvK\/iwQVS4GvkzX5xzKyjV6FhAAXkWBiGHgHufK\/mFztHyKhQaX4d3QWt+VH8PPxJF+SJElSMxskndp9ZM5ZLQRoujAADATqqYdc9f8TcqJ\/qL3oa1fHO8j\/wc\/Jyfqp5BfraDJ48GEyg+Bcsm3FT8kvWkfx\/RaTZQF3kBP6S8nwwpVkGcIrSKv\/y4uv20Fa9juBZxXf8ygSEPQxEkz0M7IGpnZVH47spF+SJEmSWsUBclG0h5xHLQOuBX5FztGGJv7SxmcgUD8XAe8kA\/Mmo4OchD9JTuy3kW34fpOkTycCZ5KT8W1kEN98chK\/uPicc4E\/Jify5xT3exLw78kv7KJxvu8lJAA4VHBxqI9JkiRJUquqkllq95Al2ueQQKCPnGstnvhLm4eBQH1UyIn7SVP42n4SJswFfka2qTgeeAkjKVQHcDU5sT+ZhALDpBNhPlmeUFObVzCPdBwciif8kiRJkvRMW4AvkQGCLyCz4XpI1\/WPgLtp8u4AMBCol1o7\/i4m31ZfISfvF5C1\/FcU9zF6O739JCQ4jYO34ZMkSZIk1d8B0h1wMzlnO5sMUf8J2WL9kfJKqx8DgfrZQradmEqXAOTK\/kqypn\/sBP7u4v3+f0mSJEnSzJtPtlm\/CFgL\/DW5APwI8Djjb5PedDzBrJ\/HyGCJi8kU\/qkar42\/Y4L3S5IkSZLqbw7wUjKk\/V+AG4GtpDu8KXcUGI8nmfWzGfgWLdI6IkmSJEltrJN0aT+XLO8eIHPcWiYMAAOBehoiQwF\/SNb8S5IkSZKa235gA5kp0HJcMlBfm4GbyDqTixmZ+C9JkiRJaky1eQCd5ELvZjI0voPsKPAFYF85pc0sA4H6GiAdAouBPyZ7VUqSJEmSGlOVBAKbgG3AetL5fXfxsYeA+8oqbqYZCNRXlfwifYlsEXgyGUYhSZIkSWo8FaAH2Ah8DrgNuB94mpG5AS3LGQIzYzPwPZImSZIkSZIaz16ylWAH2WbwfuA7wBNkdkBLhwFgIDBTqsDtwEeBO2mRPSolSZIkqUXsIp3d7wceBLaQOQEDtNhOAofikoGZswH4MLAW+LfA5ThkUJIkSZLKNgB8F\/hfpKv7p2TpwB1lFlUGA4GZUyUp0xfI\/pWnAitKrUiSJEmS9ADwz8CtZFeBL9Ci2woejksGZt4Bsg7lx7TpL5kkSZIkNYBh4Cngq8D3SRgAbXyeZiAwOx4BPg88XnYhkiRJktSG9pKlAf8I\/AsZBN\/2XDIwO\/aRBOpbwHG4FaEkSZIkzZYDwI+ADwA\/IPPe2mZw4KHYITB71gNfBu4uuxBJkiRJahNVcg72AeCLwNO0wXaCR8pAYPYMkqEVnwc2TfO+quSXeBiTLUmSJEmayJPkHOxm2nhWwEQMBGbXduAbxW3LNO5nENhG1r0MTr8sSZIkSWo5e4CvkU7t6Zx\/tSwDgdlVa1f5a+BzwK5p3M9OEjAYCEiSJEnSwQaAbwIfAe4rt5TGZSAweyrFbQj4FXAD8NgU76sbmA\/MLe7PNTCSJEmS2t0gsJWcZ32PhAE\/xYuoEzIQmD1VDl7vfzvwdabWulIBFgFLSPK1D2cJSJIkSWpvO8lW7w+R8637yMXT2sVZjeG2g+XZAHwYWAy8Blg2ya\/vIP9\/tV9sf8ElSZIktbM5wHLSTb0DWFq8v8pIKOCF1FEMBMpTBe4H\/pJc4f91Eg7UflmPRAXox04PSZIkSe2tCvQAxxZv7yLhQCdZZj2Z86y2YSBQvoeAvyHzAH4NWDCJr+0gv\/SSJEmS1M62Aw8A+8kygVuBJzg4BLA7YAwDgcbwCPA\/itffSMIBSZIkSdLhVcng9v8DPAUcANYC63Gg4CEZCDSOe4B\/BM4ELsdlAJIkSZJ0KAfIrgJrgc8CXwV2Fx9zJ7YjYCDQOKrA3WSvzHOZ3NIBSZIkSWonVeBnwE3AvcXrO0utqAkZCDSWvcCXSYfAC4HucsuRJEmSpIb0CPAB4EukK2Cg3HKak23pjecOsnTgdhx6IUmSJEljbQY+SS6mbiVLBzx3mgI7BBrPEFk2sAo4DVhUajWSJEmS1Di2AjcAnwG2FO+r7SRgKDBJdgg0pr3AN4CfkoBAkiRJktrdAHAb8C\/AfcX7KmNumgQ7BBrX48CHyf\/R5bgVoSRJkqT2to9sL\/hLRi6cju4KsENgkuwQaFz7yZqYPwduxv0zJUmSJLW3ncCDwI4x769iGDAldgg0tj3AD4F5wMnAeeWWI0mSJEmlWQ08WnYRrcQOgebwY7JOZnXJdUiSJElSGdaQYYJ3lV1IKzEQaA47gI+SP4DdJdciSZIkSTPtSeAXwNNkZ4FPAZ8GNpZZVKtxyUDzeAr4EnAtcA6GOZIkSZJa1+PAXwHHkC3ZPwWsLbWiFmQg0FxuAz4O\/BZwasm1SJIkSdJM2Qt8n3RLrwDWl1tOa\/Iqc3PZBXyMhAJbSq5FkiRJkqZrvN0BdgP3AAPFbW3xUnVmh0DzWUcCgYuAV5VciyRJkiRNRwUYIlsKbgQ2A3eT+Wl7SqyrLRgINKdHyK4DFwAnlluKJKlEVXIgBTDIyPP6\/uL9B8hVlgGgm7RfVoEFwHDx8d7i66pAH9BZ3EeFdBJ2jPoekiTNhN3AjcA3SSDwJDnnGSyzqHZgINC8vknmCPwecHTJtUiSZtZgcTtAlo8NkzWVO0e9vo08r+8jE5kPFK9vI4HAnOJrDwCLiq8D6Cler4UBfcASYFnxNXOAhSREWFK8XgsQwLBAkjR9a4FPAN8qu5B2YyDQvLYBnwSOA94B9E\/jvobIQWOFXCnqPPSnS5JmyDA50d5DTvY3Fbd1xcst5PF\/z6jXq8XHdpLn9QESEFRJiFDrCugZ9X26yWN\/R\/Gx3cXrc8lzQR+wmDy39JIAYR4JCU4FlgPHFi\/nA0uLjzubSJI0WYPALWRmgGaZgUBzW02GDJ5MtiOc6oHYAXKw2UW6DQwEJGnmDZGDoJ2kPXJr8XIdsIZc5X8C2EBO\/neRpQCD5CR+gAQIFUau9lcYfzgTJPgd7\/Wa4aIWSKCwYdR9do6638Xk5H8hsJJMfj4TOIWE1KuK99W6COwgkCRNZBi4k3QGODS9BAYCza1K0rSPA+eQA7GpqJDfhdpLSVL9DZETesjJ\/qPFy\/vJXstPAtvJQKXtjLT8H051gtfrpdZpUFPrWgC4g3Qb1LoHjgVOIs9JZxbvO410EdSeZyRJqtkIfIVsL3gkz3mqM0\/+WsOtwE\/IrgO9U\/j6HkbmEHSQVtQKWTcqSZqeHeTq\/zoyNXl98fIR0vK\/gRwE1a78127NYoD8+7YBDwPfI7MGjiKBwNXAJSQsOIMsP5AkCRJ+P8JI0KxZZiDQGp4GPlS8\/nImP0+gg5EgYSNZirCEXOVxPagkTd5uctV\/NfBT0vr\/IOkK2E\/a\/1ttP+XRIcYWRlo\/fwUcX9yuBp5HlhUcTboL7BqQpPZUW1Y2hzwfuKNACQwEWsNu4GZy8LkbeDtTmwMwTA5St5PBUs10hUqSyrSHnOg\/CvyCBAG\/BJ4iVz720b6PqbvJsoiHyM\/mRrJl7jXAFSQcWFJWcZKkWbeXLDmrdQasJsvqVAIDgdZQJX9E9wMfAE4HLmfyoUAHOSjrwmnRknQ4tWn+j5ET3fuLlw+TYNW1kAcbIksLbitu3yezBp4DvAS4kAwqlCS1tnuAfyBLngdIqN5qXXNNw0Cg9dwG\/BNwDGn5n6wFjIQBtnFK0sGq5MrGWuBnpB3+l2Q5wAZsd5yMTSQU+DnwHbKU4CoSECwvsS5J0szZCnwd+CZ53mzX7rmGYSDQevaT5QMvZ2qBQG17KUnSiF1kGODjwA9JCPAQmQ2wl5Ft\/zR5e0gocCfwObKU4FoSDBxD1pVKkprfAPBj4EsYBjQMA4HWtB74InAucHad7nOAdA0YFkhqF0PATtIN8ANy0voIaXXcUXzcg5n6qJIlFo+RkOW7wAuAlwGXkh0Leib4OrCjTZKawQB5Dn0Inz8bhoFAaxomyVsF+E9kpsB0728vCQP6MBSQ1Pr2k+UAPyZrHH9E5gIM4uCjmTZEgoGPk2UZzybzBU4DVpKQppfsqLO7eLmA\/N8sABaT5z9DAklqLIOkK0wNxECgde0mXQIXAb9HTuSnqtYKW8FBg5Ja1xDZD\/lpsvTqRjIFeT0OOyrDfuAuciXpRjJXYB45oFxYvL6TdA8sI\/93xxS3RcXn1D5vKQkO5pBOA8MCSZpdm4CvALfi0N2GYiDQ2vYAnwcuI4Oapnoy30EOpMCDKEmtp0qWADxCdgn4DukKeAq7ARrBvuK2ccz7O0hg3UVO8odJ+L24+Ph8EgYsJFsbnkLCguWk2+Bo0mlQU9sPW5JUP0+RuTvfJxcr15DAVw3CQKD13Qb8DTlYunyK99HBSJgwVNy6sFtAUvMbBh4gHQE\/IEsENmAQ0Axq3WuDjOzusI8s7Ri7NrWTdAksIgHBmSQgOA44i5FugolmFUiSJm8nCQHeT7bmtTOgARkItL4B0p7TCxwPHDuN+6qSSdt7yDrNudOuTpLKURti93PggyQQ2ETaztXcxhtUNUSCng2kC+AecgzUC5xIgoAzybyC44CTgRWzUKsktar9JGj\/CHB7qZXokAwE2sMB4FvAh4G3k4Od6VzdHyJXY2yvlNSM9gEPkj2QP03mBDgjoH1UOXioVW0pwnfJlazlZP7ONSQkOIaE4F34nCdJh7OHzH+5HbiJbCmrBlbZ9Oe9h\/8stYIKOci5DngfcN4U76fWmtmJe0NLai6DZEDgD4HPkCsXm0utSI2qn4TnK8i2h5eQpQUnkaUFkqRnqgK3AH9PnmM3YOddw7NDoH1UyR\/lp0lr5J+S7Zsmqwt\/byQ1nyFyleKTpGPqPjxI0cT2kC6SB8lE7GOBM4Dnk3k855GZBJKkEUPk+fUHwNqSa9ER8sSu\/QwAnyBXPt6DcwAktb6dwE\/JOsavA1tKrUbNZgBYXdx+RuYLPI8sKbiSkV0NJKnddZEOYgePNxEDgfa0noQC5wAvwj9aSa2pCjwJfAr4HOkQ2FtqRWp2W8n2WQ+QGRRXA68ALiDbGDpjQFK7qZJdXzqLl7U5Y2oSne+7xkygTW0ja2e3kQPkJRy8H7MkNbNBMkn+fwD\/CDzMyNZ00nQdIMvw7iTrZR8lHXfH4sUWSe1lB3AvOa\/YS3bv+SEHD29VAzMQaF+DwGPAT8han5PInsyS1Oz2k4nx\/w24gSwZkGbCEFmCcieZqr2NDPBdit0CktrDHcA\/kOfd+8kSPUP4JmIa0N4OkDTv+2RN5AVk4KAkNavtZHjqB4Bf4QGJZscQI0sJvgD8LvBasl2hwYCkVrUT+DbwJWA36ZTaS7b3VZOwQ0CQdT7byaDBs8kaIElqJsOk6+kDwF+RE7PhUitSOxoAngK+R5YRrCRbF\/q8KqnV7AW+AbyfPN4NFe8ziG8yBgKq2UFaHU8FVpVbiiRNSpW0a\/93spPAhlKrkbJs5U7gO8XbJwHzsFtAUvPaDWwkwWcf6Yr6S7I1q0MEm5iBgGqq5KrGBnLgcgweuEhqDneTeQGfBnaVXIs02jbSLfAY2dlnGT63SmpO9wFfJbuVHUsG995AQgLIY5s7lzUhAwGNNkRafrYBJ5KdB7pLrEeSDucucoXi87hmUY1piAzaupsE7sfhQbOk5lIlj2HfJTPoLgAWkefdp8iWrGpSBgIaaxh4nFzN2E32VV5YakWSNL4HSWfA53F7IzW2KnluvZl0CZyJg50lNY8KeRxbApxHlhcvI0MEbwdW47KBpuWTkcazC7iJ\/IE\/Bfw7YHGZBUnSGPcB\/wjcSMJLqRk8Cfw+WZ73XmB+ueVI0hE7hexKVlv2VBtK\/jQO8W1qdghoIlUSDKwm2yadSgaIuPZRUtkeA\/4rmRmwrdxSpEk7QPbt3k\/abvvLLUeSDusA6XJaQ3ZN6SbnCJ8kFxGHSqtM02YgoMPZSYaG7CLrHhfj2kdJ5XkK+M\/Ap8juKFIz2kO68LYDl2IoIKlxDQG\/AP4W+BywiQwWvIF06W0urzTVg2mADqe27vFvyQPAvwNOK7UiSe1qLVkm8GlcJqDmtwP4J9Ip8H8DJ5RbjiSNaz0JAj5Jwsw7gaVkCdT2EutSndghoCN1AHgEWEFaHHvKLUdSm3ka+AfgA8CWkmuR6mWIdApsAs4nA7skqVEMAV8APkSehyGB\/EYSZqoFGAhoMmpbiywlMwXcklDSTKuSOQHvB\/6Okf2OpVZR285rK3AhDvGV1BiGgW+T595f4S4CLctAQJO1hSwh2AsMkAOXvlIrktTKKsDXgb8kSwakVlQFHiDdeBfg7gOSyvc4Wab3dXLMrxZlGqDJGiQp4aPAWcAfAK8vtSJJrexuckDycNmFSDNsH\/Bh0ob7\/wGOwZ19JM2OanEb\/ZjzKNkRZW8pFWnWGAhoKoZIp8CPyVWMi8m+pJJUT2uAvwBuLrsQaZbsAj5KWnX\/A7Cq3HIktYHdZEBgFVhEOpX2AXeRLgG1OJcMaLqeJA8cp+MwJEn1s4dMYP8AtiqqvQySIb4dZPmAWxJKmilD5Fj+djI0cBtwG\/AV4GukS8DZAS3OQEDTNQjcS9LFs3EYkqTpOwB8Gfhrst2R1G72k1Cgj+w+0FtuOZJaVJV0A+wh4WMXcAvwGeAh0q2kFmcgoHo4QEKBKpmQPLfUaiQ1s2Hg58D\/S65SSO1qFwkF+kng7na\/kuqtgzy2LCNLlBaQ5+DvkIt+agMdZReglrEH+BfSXnSg5FokNa\/1wCfJjBKp3a0mW359HNhZbimSWlQf6fCdC8wjwbzniG3E\/2zV0zqy5vczZB3SIK47knTkhshViS9jsChBDswfJDttfAX\/LiTNnNrjzb3YHdBWXC+gevspsBn4CfBC4PnA0jILktQ07iTbrjnVWBoxTKZ9\/yNwFPAC3I5QUv0MkOfd24AfAvfhMN+2YiCgequSISTrgPtJC9I1ePAi6dA2Ax8BbsXOImmsYRK0\/y9gJXBOueVIaiFPkaV6nyY7DuwttxzNNpcMaKbsIgf2\/ww8VnItkhpbFfgecCPZsUTSMw0C3wT+D7Cx5FoktY4ngZuBe8i2g\/tLrUazzkBAM2kvWfP4cTJ0UJLG8zDwKWBN2YVIDW4vCc5uxKt4kupjEW5t2tYMBDTTtgA3kCFhTkiWNNYu4HPAN3C\/Y+lIrAH+AfgqDhmUNDXDZJAvjGw56FLyNuV\/vGbDfcBfkf2U3wCcWm45khrIPcBnSTAg6fCGgV8B\/xNYAVxdajWSms0wCRafIFsNPkiGCjrvq00ZCGg2HCCTS1eTg\/93AlcBc8orSVIDGCazA+4puQ6pGf0c+AJwLhngK0mHUwU2AV8iXUZDZCbJY7jVYNvqfN81ZgKaFVUyR+AusrVYH3AcMK\/MoiSV6jYyNf1x3FlAmqwhMgBsFXAmLgOVdGhV0hnwJTLf6yeke\/dpHCTY1gwENBvGtiCtB+4lDz6nAgtnvSJJZdsKfAj4Iq6DlqZqK7ADOJ9sRyhJE9lCthf8EHAHMFBuOWoUpskqyyPAB8kWSj4gSe3nIeD7uM2gNB1D5CrfJ4DNJdciqfFUSei+gywz+jyGARrDQECzYWwrcK1j4Enga8Da2S1HUsn2AN8mByWSpmcH6bS5mZGp4ZIEeXy4mSzP+zuybLd2XO4QQQEGAirH6IDgR6R16QlcQyy1i\/vJMCN3FpDq4xGyJvi+sguR1FDWAP8M\/DXpyh39vOtxtwADAZVvA\/B+EgrY7ii1viHgFjJgVFJ9DAM\/IOuDt5dci6TGsRG4m8wPcJmAxmUgoEawHvgw8A3c8kRqdQ+TpUI7yi5EajE7yPTwH+FzqSTYCdxOdhGQJmQgoEbxBOkU+DywruRaJM2MAeDHwC\/LLkRqUQ8DNwJPlV2IpNI9AfyQBAPShAwE1EhuAf498BfAgyXXIqn+NpEpx9tKrkNqVfvIOuEf4oBBqZ1VyfDuh3CpgA7DQECNZABYDXwU+N9kONJwmQVJqpth4B6yRdq+kmuRWtlasg3hPWUXIqk0B4BHyewA6ZAMBNSIdpHBSP8D+BmGAlIrOECuWj5adiFSixsCbgW+hVcGpXazm1xcu5XMD9hdZjFqDl1lFyBNYD3wMbL+6Y+AF+Lvq9TMtgC\/wq0Gpdmwk+w9\/jLgzJJrkTQ7tpChvT8kSwUew+dcHQFPsNTI9pErHABHA+eXWIuk6bkdhwlKs2WQdNjdAPwx0FduOZJm2BDwfeCvgTuwu1aT4JIBNbphbH2Umt0+8nfs5HNp9mwHvk6CuGrJtUiaWRvItqOGAZo0AwE1g+3Ap4Hv4tRkqRk9jd0B0mwbAu4m2xBuK7cUSTNkN1leezPZrcswQJPmkgE1i58D\/4u0PV6Bv7tSsxgG7gcewKuU0mzbBnwFeBFwbbmlSKqz+0kQcA+Z0ePQXk2JJ1VqJjeR1uP\/CDy35FokHZl9ZH7AhpLrkNrVI+T58zJgYcm1SKqPAbIU75+Ah8lOPnYHaEpcMqBmMkCWDbyfTE6V1Ph2AffipGOpLAeA7wG\/KLkOSfWzlxwLryHBu2GApsxAQM1mCPgq8EFgXcm1SDq0KjlYuQcPVqSyVMkVxJvIdoSSmt\/TJBBw4LamzUBAzWgr8FHgA8DakmuRNLEKWdO4uuQ6pHa3k6w1vqPsQiRN22YS8P2CdAdI02IgoGa1BvgH4K+Ah3BYmdSoVgN7yi5CanPDZOnOl0irsaTmtA34IjkGfgi771QHBgJqZk8DHwb+G\/AzDAWkRrOLTEH2CoZUvv3AD4AHyy5E0pRUgR+SZbMPAIPllqNWYSCgZrcd+DQJBRyYJDWW+4A7yy5C0r+6i4QCXlWUms8dwGeA2\/AimOrIQECtYCfwNeB\/4l7nUiPZCGwhswQklW8PWXu8sexCJB2RKrAJ+Dbwd+Tv90CpFanlGAioVewjuw98BLcklBrBEBl8tA9DOqmR\/Ip01Pl3KTW+x8kQ7f8CfBbDPM0AAwG1ku1kpsD\/Bp4ouRap3e0m8wO2l12IpINsBn6C25VJjW4HcAM5rv1+8bZUdwYCajXrgU+QbgGHrUjl2Qc8hQMFpUazn2xBuL7sQiQd0t3A58lFLud+aMYYCKgVPU0eQG8vuQ6pne0ggcBQ2YVIeoY7gFtw2YDUyB4CHi67CLU+AwG1oio50PlvZK2kqao0+zbj0h2pUe0nz48uG5Aa0xPAj4Ftxdues2nGdJVdgDRD9gBfIdPN\/x1wEf6+S7PpCRx+JDWy7wEbgONKrkNSLmYNkB0FNpPds37MyPJXu3k0YzxBUivbC3yJdAj8GXBJueVIbWMPGVq2uexCJE3oDuBB4FjcGlQqWwVYR4YIfg+4B1jLSJergYBmjIGAWt0+4MvAYmApcFK55Uht4Qdkz2RJjesAsJqccHSWW4ok4D4yGPu2sgtRe3E9itrBfrJ84GvArpJrkVrdE+QKxwNlFyLpkIaAX+JOIFIjWAN8E587VQIDAbWLp4EbSerqECVpZuwGvkC6cg6UXIukw7uLkaFlksqxl2yX\/TXyPCrNKgMBtYsq8EPgr4EfYaeAVG9VMgDpQySAk9T4tuCsD6lsD5Iw\/SHyXOpMD80qAwG1k31kyOB\/BG7G7QileloPfAS4u+Q6JB257cBTOLBMKssAGSB4Hzku9dxMs85fOrWjW0gwsK7sQqQWMQR8FvgGBm1SM9lK1iwPlV2I1GYGSBh3M1kuUOvUMZzTrHOXAbWjYbKly7eBt+DfgTRdvwQ+SE4uJDWPAbK12QF8LpRm0wPAp8ly1tvJdr01hgKaVXYIqF09Th6IH8AHXmk6NpClAveVXIekyRsmMz\/2HO4TJdXNNtIV8AHgJ2TpTo3HpJp1BgJqV8PkquaduOuANFUHSLfN13FXAakZDQKrgZ0l1yG1iwMkDPgECeM8BlXpDATUruYC1wJnAz0l1yI1q8dIp83qkuuQNHW7OfgKpaSZMQzcSpbY3VNyLdK\/MhBQO+oDrgPeDZxbci1Ss9pLOgO+jy2OUrOqkiuUdghIM+8e4MNkuLUDeNUwDATUbjqBy4B3AlcUb0uavNXAjbiHudTsNmOHgDTTNgAfJ7tc7Su5FukgTpRVu+gAKsBxwBuAF+HvvzQd3wbuKrsISdN2ANhRdhFSi7sZ+DywZdT7KthhpwbgCZFaWYUsD1gOnEBmBVwCvAToL7EuqdndTg5stpVbhqQ6qAC7yi5CalEDwI\/IUoHHivfVggDDADUEAwG1sqNIJ8CVZHhgL7AEWFVmUVKT2wl8BfgVMFRyLZKmbz8ZLDgAdJdci9RK9pM5O38L\/JCD5wbYHaCGYSCgVnY88FbgGtIpAHnwrZRWkdTcqsB9wNdwzbHUKgbIicsBDASkenqKzNr5HvkbqzEIUENxqKBa2WLgJEbCADAMkKZjJ\/BN4JdlFyKpbobIkgE7fqT6WU+W1t1EOnCkhmUgoFbVDZzMwWGApOl5kmde6ZDU3LrJjjsG5lJ9bAW+AHwEeKTcUqTDMxBQqzoHeCGwtOxCpBYxDPwcuLfsQiTVVQ+ZseMyUmn6djISBjxYbinSkfHBX62mAzgdeCNwBTCv3HKklrGObDW4sexCJNWVnQFSfQwDDwBfB24DBsstRzoyBgJqJRWyveBbgbcDR+OBjlQvt5EOAdcZS62lQo4H7RqVpqcCzAXOJ4N37yAhukME1dB88FerOR94NYYBUj3tAX4KrMUDG6nVGAhI9XEAWAa8B\/h\/gOeRgEBqaHYIqJVUgRXAsRgGSPX0EHArWRspqbUM43OmNF07yY4CjwOXFm9vISGB1NAMBNRK5gFnAv1lFyK1kP1kqcAdZRciaUYMkh15OssuRGpSVeD7wH8HHgVWkaDtPgwE1AQMBNQqKsDFwCVkYrKk+tgN3AVsLrsQSTOiQp43XTIgTc2TwKeAX5EAwOG7aioGAmp2fcDxwLnAr5EZApLqZzUZKCipNfUD88suQmpSW4F\/Br6F3QBqUgYCamYV4E3AG0gocBIOb5Hq7VfA\/WUXIWnGzAUWlF2E1IT2A58H3g9sKLkWacoMBNTMLgbeDVxZdiFSizpABgo6TFBqXfNJIFDF4YLSZHwf+AAZJCg1LdeLqVkdB7yDzAyQNDOeIEORhsouRNKMmQP0YhggTcYvgQ8WL6WmZiCgZrQUeBvwOnIQI2lmPAw8iIGA1KoqwBKyS4+kI\/M48Angu8BAybVI02YgoGazEHgF8Hbg6JJrkVrZEJmc7LRkqXV1AyuBRSXXITWL9cD\/IbsK+PyolmAgoGbSBbwM+BPgjJJrkVrdBrK7gNsNSq2rAnTi8aB0JLYDXwA+AjxVbilS\/ThUUM3kdOCNZItBSTNrPRkoKKm1HYtLBqTDOQD8GPg0sK7kWqS6MhFWszgB+E3gqrILkdrEDtxGSWp1c4EzyWBBSeOrArcDHwZ+UrwttQwDATWDecCbgF8nw48kzawq8AC2REqtbjnpEJA0sfXADcC3SKeA1FIMBNTo+oCXkF0Fjiq5Fqld7CFTlPeWXYikGbWKhAKSxrcL+FJx215yLdKMMBBQI+sBngf8NnBWybVI7WQfsLPsIiTNqE7gGNxhQJrIAPBF4O\/JFrxSS3KooBrZGWR7wavJgYuk2bGeHPzsL7sQSTOmh2w56PwA6ZmqwD3AvwB3A8PlliPNHDsE1KgWki0GrwV6S65FaidVYC2wBhgsuRZJM2cJCd59jpWe6R7gQ2SIoGGAWpqBgBrRQuA1wBtwbaM02waBrWTdpKTWtYJs59tTdiFSg1kDfKy4OTdALc9AQI2mF3gR8G7g\/JJrkdrRfrJkwIMgqXV1kt0FDN2lg+0gcwNuBLaVWok0SwwE1GiWAq8AnoVzA6QyDADrMBCQWlk3cDFuOSiNNgh8F\/go8FDJtUizxkBAjaQTOJMcpDjkSCrHMFkyUC27EEkzZjlwCdBfdiFSgxgEfgr8I\/BLnBugNuIuA2oUS8lwozcDJ5Vci9TOhoEDQAVDAalVrQJOKbsIqYHsAL4J\/BDDALUZAwE1giXAq8lSgecCc0utRmpvO4ANGAZIraqDdOMtLbsQqYHsAh4F9pZdiDTbDARUtm7gKjJE8FKcGyCVbT+wh\/wtDpVci6T6WwY8m+zoIymeAFZjGK425AwBlakLuAL4bQwDpEaxiywZkNSaVpElel4UkmI98BXgTgwE1IYMBFSmU4G3AS\/EMEBqBEPA08AW7A6QWlEX2dL3ZDwGlAA2AzcAXyBL5qS245OByjIfeCVwPdBbci2SojZI0CskUmtaTkL4o8suRGoAe4HvAB8DHim5Fqk0BgIqQzcZHvhaPCiRGskw2XppoOxCJM2Is8j8AI\/\/1O6GgTuAjwO\/wK44tTGfEDTbuoErgXcC55VbiqQxhoDtOGVZakVdZIivW\/tKGSL4GeC7GIKrzRkIaLadRXYUeBHQX3Itkg7WQUI7Sa3nVOAasjRIamfbgBuBLwM7yy1FKp+BgGbTccAbgRcDi8otRdI4OoEenCEgtZoK6c47p+xCpJIdAG4CPgk8VnItUkMwENBsWQD8GlkqsLTcUiQdwi5cSym1mqPJMMElZRcileznwAeBX+JznQS4B61mz6XAG4Bjyi5E0oQqjAwWlNQaKsAFZJigW\/yqnT0EfAK4FecGSP\/KDgHNhrOBtwEXllyHpEOrkNkePjdIrWM+8HyybE9qV6uB\/0MGCTo3QBrFgz7NtNOB3wNeBcwpuRZJh9dF5ghIag3nAi\/Av2u1r41kiOAngc0l1yI1HAMBzaRlZIjg63CIoNQs+oC5ZRchqS46ySDf88suRCrJMFkicAPwZMm1SA3JQEAzpRd4GfB24KiSa5F05BaTbh63JpOa37nAddgdoPY0DNwCvB\/4acm1SA3LQEAzoRO4Gng32fdYUvOoki4BAwGpufWTDr1zyy5EKkGV7CTwN8B3gP3lliM1LgMBzYTFwHOBi8suRNKk9QDd5GBKUvM6H3gRLgFSe9oAfAG4Gdhdci1SQzMQ0EzoJXse95ZdiKRJWwosxEBAamYryAyfC7DbR+1nB\/BxssXg1pJrkRpeV9kFqGVUyFXF+cA5wAlk7Zahk9RcenBHEKmZdQMvB95Alg1I7WQY+B7ZUeDxckuRmoOBgOplEXApcBm5InEWhgFSM+oAlpBZIEMl1yJp8o4HXgMcU3Yh0iyrAncCHwLuKrkWqWkYCKgeKsBzgPcWL+eS3y0DAan5zCNLfjowEJCaTRfwWuCKsguRZlkVWAN8APgmcKDccqTmYSCgejidrFW8FucGSM1uDukQ6Ae2l1yLpCNXYWSHn8Ul1yLNtg1kZsDngL0l1yI1Fa\/garqWA28FXophgNQK5gDH4gmF1GyOBt5OQnqpnewHvgF8GFhfci1S07FDQNOxEHgl8CoSDEhqDSvJgFBJja9Cno9\/nQwTdFcBtZvtwLeBh8ouRGpGdghoqjrJ\/sa\/A5xZci2S6uvo4iap8XUDLwF+G1hWci1SGXYDT5ddhNSsDAQ0VRcA7wIuItuUSWodS4BTsItMagYrSafeyWUXIpXkEWALntdIU+IfjqbiNOA3gOeTTgFJraWHnGQMll2IpEPqB94MXFd2IVJJ7gW+CDwKDJdbitScDAQ0WSvI0KLXkwMRSa2nH1hF1iVLalzXAm8jXT1Su3kM+BBwA7C15FqkpmUgoMnoI0ME30qCAUmtqUJ2Gjim7EIkTeh84DdxVwG1nyoJAz4IfBRYV245UnMzENBkHEO2F1xVdiGSZtxSMqDM5wmp8ZwO\/D5ZutddbinSrNtPlgl8AthYbilS8\/NAT0dqJfBiHFoktYujgOPweUJqNEuAfwO8AbcHVXu6HfgasLrcMqTW4ARpHYnTyXZGLyNdAtVyy5E0CxYBp5J5AjvKLUVSoYcM9X0HhgFqT\/cDfw\/8sOxCpFZhIKDDWQD8GtlicFG5pUiaRb1kjsA8DASkRtAPvAX4Exz4qfa0Efgs8FWybEBSHdgKqkPpA64H3ohhgNRuOoGTgMVlFyKJPhIG\/N\/A0SXXIpVhF\/B54NPAtnJLkVqLgYAm0gU8i2wxeG7JtUiafRXgrOJWKbkWqZ3NJcH8H5GQTmo3VeD7wD8B9+LSVamuDAQ0ng7gbOCdwJX4eyK1qzlkbojLy6Ry9AGvJmHA2eWWIpXmMdIZcDuGAVLdeaKniVwAXEdmCEhqT13ACTi8TCpDB3ANCQMuKLkWqQxVYA3wYeCbJdcitSwDAY2nSrYZXFp2IZJKtRC4mAwXlDR7eoHXA\/+V\/A1K7ehx4GPAp4D1JdcitSwDAY3WRQaInQacTLY3ktS+KiQcPL7sQqQ2Mh94E\/AfgfNLrkUqyy7ga8BHgUdLrkVqaa4LVU03cBFwBQkDnoOBkSRYBpxKdh0YKrkWqZVVSFfO24E\/IM\/FUjsaAm4huwo8BAyXW47U2gwEBDnxPwv4LeAlZG5AL\/5+SIIlZMeRpcCGkmuRWlWFbCf4buDfkiBOalf3kM6AWzAMkGacJ3yCtCe+kEwy9iBE0mgdwBlkuOBGnPAszYSTgHcA78HnYbW3bWRHgW8Ce8stRWoPtoQLoB+4BA9CJI3vROC5uNuAVG\/dwLnAnwK\/Q2Z2SO1qO\/BJEghsLLkWqW0YCAjSEnxi2UVIalhHkXXNp5VdiNRCFgMvB\/5\/5O\/rqHLLkUo1CHwV+CfgEexGk2aNSwbUQ5YLnFJ2IZIaVgdwDvBS4DZyVXOg1Iqk5nYM8GYyM+BUPB6T1gLfAO4ouxCp3fgE1N46gecDb8ArE5IOrQv4NeBpoI+0dn6XHMRJOjKdwHmkI+DNuERAqllE5tXMB3aWW4rUXgwE2lcH2Wbw7cCFZMKxJB3KWcB\/BuYCTwL7gBtwO0LpcDrIloKXA38EXAXMIW3RPv9KCQSuA24Efl5uKVJ7MRBoTx1kf+N3kfWLc8stR1KT6CFXNKskBNiOYYB0OHNIV8BrgJcVr9cYBkgjziRbYC8Ebgc24ywBacYZCLSnE4DfBt5IHnQlaTIq5EBtS9mFSA2sFziadAO8gSzRc6cOaWLzgbcAFwPvBz4O7CLPOQYD0gwxEGg\/88lgsNeS3QUkaSpWFDdJB6uQ59ergBeRLTvPxmMu6UjMBS4g3TQ\/Bu4p3m8gIM0Qn5zaSxc5QHkLbjMoaXr6cOtaabQOsg76ZHIy8wbSkdePfyvSZHSQLoHfBb4I\/AzYWmZBUiszEGgfFZK4vgO4BA9OJE3PvOImtbsKma9xPtnG94XAZcCCMouSmliFLLf5HRKyPYqBgDRjDATaxzFkZsB15MqeJE3HfOAlZI7A7cD6UquRZl8H0A2sAp5H\/h6uwK0EpXqpkq0IzwKeAPaXW47UmgwE2sMy4HVkbsDikmuR1Bq6gVeSbUs\/B\/wt2XVAanUVcvX\/FNJ59wrSEXAU+buQVB8VsgTnvSQc+AYwUGpFUgsyEGh9vcD1ZB3WSSXXIql1VEgr5yJyIrQP+AiwcdTHHQKlVjOPXLF8DukIeBb5\/e8ssyiphS0ErgH2kgGDj5ZbjtR6DARa3wLgBcDpuN+xpJmxEngPcB\/wleJ9BgJqJYuAU8muAS8iuwYcXWZBUhvpJUOx3wb8C7CWBASS6sBAoPUtI22NkjSTlpATpE5gCANItYY+shzgWjKQ93ISDkiaXUuBd5Fdsj4I3AoMllmQ1CoMBFpXNwkCXkaWCnhwLmkm9ZHHmaHi7Sp2Cai5LQd+C3g7WRawCJ9LpbJ0kG083wQ8CdwB7Cy1IqlFGAi0pqXAq4DXAGeSgxpJmkn9wHFkved2YBhPntS8ziWzd36TbCkoqTH0AVcDnwHuLLkWqSUYCLSmq4F\/D5xWdiGS2srryJWbj5L1nXYHqBmdB\/wn8vssqfGcQ\/4+NwFPlVyL1PQ6yi5AdTcHuJIMP5Kk2XQ2GS54dtmFSFN0FPBvMAyQGtkSsnTgraQrVtI0GAi0lm7gUpKcDh3mcyVpJpwFXFh2EdIUdALPA15RdiGSDqlCds96D1ki21tuOVJzc8lA6zgOuA64nhyMG\/ZIKstycoC2v+xCpElYCLyUbKMpqfGdSmZ9PAF8h8yukTRJne+7xkygBcwH3gH8W+A55KDGYV6SyjAM7AGOBY4B9pEhg84TUKO7HPgD0o4sqTmsAOYBDwNPl1yL1JRMA1rDs4B3kh0FJKlMPWTP9mvIllDfBP4SeKDMoqTD6CbdAavKLkTSpHSSv90twH8G1pRbjtR8bCtvfl3AJcAZZRciSaQ7aR7Zs\/14sm3bm8lBm9SoziLzA+yuk5pPP\/AS4JXAgpJrkZqOgUDzW0qGCHaXXYgkTeDFpK1TakR9ZP7O6RgISM3qOOBtGApIk2Yg0Nz6gRcAV5RdiCQdwnHksep0ciV2XvF+T75Utk7gucBrSVeLpOZUAS4D\/pSEAn3lliM1D4cKNocKBx84d5LBgVeTdtyLsR1XUuPqIkMGryGPVw8Au4ETgb3AQGmVqd0tA95LOgR8HpWaW4V0ox0NPAI8Vm45UnMwDWgOtencveRK28nAKcDzSRraU05ZknRE+oFnk6VNm4G7yFXZq4FPAl\/GUEDluIh0r7jsTmodl5LtCDcBd+AuN9IhGQg0j04yPPCVJAQ4nlzZmF9mUZJ0hGonXAuAt5Ot3Y4hXQIdwBeBwTIKU9taCbwFOK3sQiTVVRfwMrLl7V8Aj2IoIE3IQKB59JE9kt\/E\/7+9+46O7D7PPP8toNE5k83QzDlnihKDQitblpVzsmzZM9Z4PJ6Z3eGejefM7O7ZmbHHQU4zlmVJtmXLsrIoKpGKDCIp5swm2U02yc650cjA\/vHcMsAm0A10A7h1b30\/59RBrvp1QNW9z31\/75uD6E7cfyupejpJI9Tm89cVwP9KKgS+A\/SXtC61l07g7WRcmf2UpPqZC7yDjCH8E2BrqauRWpgvgtWxiFzFOIYEOYYBkqrowJ4oDVK2\/R\/INihLtzUbLiIB+zFlL0TSjFlOJg\/8Cl4ElSZkIFANXWQ\/1BXYNVVStY0XZjaAq4F\/T6am2NxNM2kZuXJ4VcnrkDTzTgV+A3\/fpQkZCFTDpcCvkSsaklRHHcCbgP+TNBz09UkzoYP8\/3ofaXYpqf5eBvwW2a4m6QCWz7S+k0nTo7eQKQOSVGevJSdt84HvAcPlLkc1s5psFTi37IVImjXNJoPPAJ8i\/QQa2GhQAgwEWl0X8AbgPcCCktciSbOhQa7gLiBTB27CgzZNj4XAB8nrqn14pPaykvz+7wI+DewpdTVSC7Eks7WdQOZ0H1\/2QiRpFnWSqSr\/ljwPStPh9WT73aqyFyKpFGcAv0Mqb5eWvBapZRgItK5OsufpEmywJak9rQHeSaasSEfiWNJt\/KyyFyKpVKeQBrbvxUbdEgCd169x10AL6gAuJFcyriWzVCWp3XSRKzoLgW6y79OeApqq5aSh2IcwXJIERwGnAQ8D60pei1Q6A4HWsxA4D\/gI6R2wotzlSFKpjiLVUqcAjwMby12OKmY+aSL4b3H7naRRq0ifmrtJ4GyvGrUtA4HWsgT4JeBjxdsTy12OJLWEeaRSYB5wL7C73OWoQl4J\/AdSdSdJTQ1SJbCEBM3bsAJNbcpAoHXMIyNR\/i3pgLwKuyBLUlNzKxXAHeTK7yKgp7QVqdVdAvxvwOvKXoiklrQAuAhYBtyFkwfUpkwDWsfZpDLg5fjvIknj6SLB6WOkgqoH+B9kjJQ01oXA\/0Wq7SRpIgtJaPgZYEPJa5FK4Ylna+gkBy8X4r+JJB3M0cD\/TMYR7iHPmZ8GtpS5KLWU1cC\/JOGRr6mSDuUY4FXALbhtQG3ILQOtYQXwLuA6HIEiSQczj2ypmkv2fp5HmsXtIKHAUHlLUwtYBXwS+A3y\/0OSDqWTVJ0NAeuB\/aWuRpplBgLla5CSxo8Cp2PfAEk6mI4DPl4CXEr2gW4HXgD6ZnlNag2Lgd8Efptc8ZOkyTqKVOoOAk+Q15oFwABOIFDNGQiU7wrgd0kn5M6S1yJJVdRBru5cCqwENuMWgnbTBfwa8D\/hhB5Jh2c5cDI5Hj8LOA7YhM1rVXMGAuXoIDO1ryKVAW8lTU0kSYfvKOByckK4l4ySGih1RZoNi8hr6f9CXlsl6XAdTV5DLgCWklG320tdkTTDTAPKcS4pa3wFmS6wtNzlSFJtLALeRk4M\/w74CgkG7C1QPw1SEfIuUhlwWrnLkVQTZ5IqswfJa8cSsiVpG4bMqiEDgdnVIM2vPgj8KmkmKEmaXl3AlaTk82rgr4GfYG+BujkBeDdpIHhOyWuRVB+dpIFtF\/BG0lugH\/gn4E7SZ0CqDQOB2dVBnlTeimGAJM20ZcD7STDwaeB7wLpSV6Tpsor82\/4LUmknSdNpCbAGuAY4FegmocATpFJAqg0Dgdk1TA5iji17IZLURi4H\/g9ycPdV4CbcE1plJwDvJU0EDQMkzYQuRkcR7iLb0S4HVmMgoJoxEJhdI8BWYCfZOiBJmh0nAO8kk11eDXwduJ88Jw+XtyxNQSe5UvdrwMfIv6kkzaRu8jrxLPAQaVgr1YqBwOzoAuaS\/UiLgd3lLkeS2lIXcAbZc34d8EPga8DdwL4S16VD62R0Ms87MFSXNDvmk+ebu4EbcduZashAYHYsIqWqV5MJAyeSaoFGmYuSpDbVBVwEnE+CgRvJNoI7sPFgK5oPvBz498BrcDKPpNkxQi7ozQUuAV4JPAK8UHwNciw\/Mu5PSxXRef0aM4FZcAxpfPSrwHnAcgwDJKlsHWQ\/6OVkDOwyYA95fu7Bg7yyNcj4yF8C\/g3wemBhqSuS1E7GHqsvJKHA0WT7wNbi8534WqGKMw2YHfPJXsclZS9EkvQSS4CLgZPJFJifA98gV4K2Y4+BMswlFXUfBN5G5oJ3lboiSe1uOfARMnbw98n2gSEMBFRxBgIzbx4pTV1d9kIkSRNqkHGwV5PGg9cAPyF9Bm4hjaU0O1YArwXeR7bbrSp3OZL0zxYCbwEeBv4a6CVVAkNlLko6Em4ZmFld5MCy2cCqs9zlSJImoZP0erkEuIxcFRom\/QX68GrQTDoV+DDw28CrsF+ApNazBFhJKsh2ke3AnaQ5ra8PqhwDgZl1Lukd8CtkuoAkqTrmAseS7QTXkoBgPgkHeoH+8pZWO\/NJVcb1pCT3DKxilNSaOkh\/sKNIv5lXkKqmftJfwG1mqhRfbGfOcjIa6W0kRZQkVU8HKVlfRQKB15HeAj8AfkbmUjuy8PAtBE4H3g18gPQK8NhEUqubSyoDXgacBryZNBxcS0IBKwVUGb7ozoz55InhPTgrWZLqooM0iD0BuBJ4F3AXcBtwD\/A8aTY1iPtJJ9JJttMtIVvqXgO8ETibjOiVpCpokKD4leS4fy\/pF\/ZK4FvA7vKWJk2NgcD0mwe8CfhNcjXJ8YKSVD8rgJeTkYXvBO4nlQPPjHm\/m\/QcaHdzSADQvKJ2EXAV6RFwXPF5SaqaBcAFwBbyvD+PbB+4FQMBVYiBwPR7Gekb8EpyNUmSVE8NcjJ7IqkaeD2wE3icHBCuAx4DHgX2k74DTXUuJ+0gAcBJpCngScCFxdvLgVNINYCNdiVVXSd5vjueVAn0kMC4h4QCPeUtTZocA4HpdQbwSdJYxHnJktQ+GuTq0HHF7XISAjxDthU8B2wg4cAecuC4h1QQVLEBVYOc+DebLC4iEwKOIj0BTiFXzlYBJwPLyN+PIYCkOhkhz3+rgRuAu0k4fDpwM\/Bd8nwvtSwDgemzgowXfDs5QJIkta8lxe0YMrpwP7latBbYCGwGniJBwVZgE6NXk5r9B0ZIP4IydZCT+A5yQr+CNAI8jpz8n0CqAM4ggcDK4msr8eRfUntoFLdBUgn1QeBSsnW4k\/QU6C6+p87VYaooA4HpMY+kge\/ApkiSpFENUjG2rLidTK6o95DpBNtIELAdeJLsRd1Z3PaQ8GAPOdBs\/swwOahs9qgZLD6ezIFmcyvbCDkGaP5sR\/HxMDnBP5rsjz2anNwvIyf\/J5MpOieRcGBZ8XMLyWuhJLWT5vPwfNIX5UISjo6QfgJzyXPo90mVmH1l1HIMBI7cXBIG\/GvgrJLXIklqfR0kPF5EKgiaWwaGyVWkXlJRsI8EBRtJ1UA3qSTYRUpQ+0lIsK342b7i8yPkqlRz7+q84uc7yMn+XHIQe1Tx9QY5yV9OjgtWkxP+lcXnFhU\/s4KEBM3wQJIUHeR5czV5\/h4gz5uXk+f5pcCfYiCgFuQL+pHpBM4nWwVeVfJaJEnV02C0tL6TnIAfqJfRCoBhcnK\/jxyA9gE7yMHnflJNMKe43z5yAj+PhAPDZBtDV\/FYSxntBbCo+L45wGI8PpCkw9FJKqYgz8td5Dl1ABsMqkX5gn9kTgE+hGGAJGnmjNeXZtmY908t3g4Xt+ZJ\/mTH3o7dfiBJOjKd5Hl1B+kb8wvSXLC5hWygvKVJL2UgcPgWk54BbydllJIklamDwxt3axggSdOr2UDwIeB2spXgEtIf5nay9UtqCQYCh6cL+GXgo8CZeDAlSZIkadQK4ApGxxKeDTwO\/G\/AHSWuS3oRA4Gp6wAuJiNFLuLwrsZIkiRJqq8uMn7wAtKjpUEmt1zBaCDQ3OI1NM7PS7PCQGBqGsB5pDLgFThjWZIkSdL4Onnx+cI84M3ALWTk7JlkeswT2FtAJTEQmJoTgY+RRoJHl7wWSZIkSdVyLfAvyXnYFcBXgD\/GQEAlsdx98uYBrwfeCazCvgGSJEmSJm8I2Ej6ClxLAoFrgJVlLkrtzUBgchrAK4EPA6eVvBZJkiRJ1bMP+DHwPWBD8bmLSQXymSWtSW3OQGByLgV+A7gOt1lIkiRJmrp5wHHA6cAyYBg4Gfhd4N8Vn5dmlSe3B9cgfQPeTxqAzCt3OZIkSZIqah7wWuDq4v0ngIUkFLgW+DLwdGmrU1syEDi080kYsKzshUiSJEmqrAaworjtA24DHgBeDmwHtpW3NLUrA4GDGyEVApbvSJIkSZoui4AlpCJgXfHxHhIaLCXjCgeAXpxAoBlkIDCxLtLx8xRgQclrkSRJklQfDbJ9ABIEDJBzjp3AlcBq4GHgi8Dz5EKlNO0MBF5qLnAGcDZwFhkF0lnqiiRJkiTVzVHAW4FHgTvIVLOXk3ORucDXgW9gGKAZZCDwYg0SAvwW8HpgMSnlaZS5KEmSJEm1NA\/YC2wGTiJNBjcANwJfA3aQ85FBsn3AcEDTykDgxVYB7wU+RLYLSJIkSdJMOpP0ENgE\/BC4j4QBg8BHScXAT4CbgF2lrFC1ZSAwqouU6bwLwwBJkiRJM6+D9As4nlQD3AkcC3yAbB94B9m+fAbwCLAbqwQ0jQwERp1HwoBzyl6IJEmSpLbRKG5HA9cBlzM6hWADCQC6yPYCaVoZCMQC4I3AGtLAQ5IkSZJm0yA56V9afPwM8H+TyoHjgX5SUTBUyupUSx1lL6AFNMhowStIKidJkiRJs22YNA7sKz7eAzwOPEEuYB6H52+aZu1eIXAs2Y\/zKjJm0F8wSZIkSWXoIhcrm+ckJwDvAZYDFwJbSRWBNG3aORCYD7yBTBW4kJThGAhIkiRJKkODhAJNC0hTweOB7aR6ANJfoIdUFEhHpJ0DgfPIGI81pHOnYYAkSZKkVjIM7AS2kOqAi8lFzY1kDOFO0ltAOiztGgisAj4MXMuLUzhJkiRJagUN4HlgP7AQuAA4FfhXpPHgd4C7gJvJSELHEWrKOq9f03aZwALgV4FPAitLXoskSZIkTaSneHs8sKL4eA45j7kGeDWpELhnzPdKk9Z2aQDwGuAj5JdKkiRJklpRJ3AaGTM4j1Q5dwP\/g2wZ+ATwa8Cbga+QPgPSlLRTINABXA38C+DScpciSZIkSQfVII3QmxaTHgK9wG2kv8DrSG+BRnFrcvuAJqWdAoG3AP+OhALT3TdgiPxC2pxQkiRJ0kw5AXgf8CjZQvAEcHvxcTMEaIz\/o9JLtUsgcA7pGfDaGbr\/PmAP6U+wbIYeQ5IkSVJ76yRbBLrJucci4BlSSbAfGMDqAE1BOwQCRwHvAl4xg48xSEp3OskvoKmcJEmSpJmwEnhT8f4K4OPAlcB3gR9gc0FNQd3L2xcBbwTez8xOFJgHLCcpnYmcJEmSpJkyh1z03AB8s\/jcO0jz9Pnj\/4g0vjpXCMwnozg+Clw4w481j9G+BHUPWSRJkiSVqwt4lkwcWA5cX7xdBuwsbVWqnDoHAheRURyvJqX8M80gQJIkSdJsmAdcThqn95OtAx3AZcXHO3HrgCahroHACuCdwBuAhSWvRZIkSZKmUydwPnD6mM99j1QJrAEeBx4g4YA0oToGAvNJUvYuZrZvgCRJkiSVpUF6mEEanK8jQcH7gfuBTcDz2ONMB1G3Mvc5ZLTgbwBnlbwWSZIkSZppI8ALJCC4DLiOXCA9l9nZOq0Kq1uFwPnAx4CrqV\/YIUmSJEkHGiA9A04hAcDPSGVAb5mLUjXUKRA4AfgQ8GbSZEOSJEmS6q4BnEpGrj8M3AI8QrYMuF1AB1WXQGAJ8L7itqzktUiSJEnSbOkCjgKWFh\/PBS4lYwm\/CGwGziu+7wFg++wvUa2qLoHAq0l1wKklr0OSJEmSytAFnA2cQbYO7CBN1teRKuodwH\/CQEBjVD0Q6AReAXwCuIiUy0iSJElSO+pgtJfa0SQIWA8sBtYCg+UsS62q6o33zgQ+DrwB+wZIkiRJ0ljHkS0ETwAbi895EVX\/rMoVAscx2kRwUclrkSRJkqRWMxc4kUwguJwEA+uBvhLXpBZS1UBgIfBu4CPkP7gkSZIk6cW6gJPJVus9jDYelIBqbhlYQKYJ\/DZweslrkSRJkqRW1gnsB74N3Ar0j\/ma2wfaXNUCgQZwHfCvyOgMSZIkSdLB7QJuJ1sGRspdilpJ1QKB88k2gcvKXogkSZIkVcQSRhsMNjWKW9XOCTWNqvSPfyxpIvg2qtv7QJIkSZJm20LgdcBbSDjQwWilwDzSa8DtA22o8\/o1lTi3XgK8HfhNbCIoSZIkSVPRAawiY9uXAj3FbXjM9wyP83OquSqkAZ3Aq8hWgTNLXoskSZIkVckIufo\/D3gZmTrwKuAnwA3AY8AQ9hZoS60eCHQAFwEfBK4k4cBM6gW6SUnNghl+LEmSJEmaDc2T\/QbZiv1m4GzgBeBJYJDR7eRWCrSRVu8hcBzwAeCNzPzMzF6Sjt0NbJnhx5IkSZKk2dA44G3TInKO1ewfcAXwBmD17C1NZWv1QOBk4Gqy32Wm9QLrgGfJnE5JkiRJqoMDw4ARUhVwKTnfOhX4KPAnwFtnc2EqVytvGZgPLOfFozFmUicpn1kGHD1LjylJkiRJs61BLrq+CzgP+AXwS6SB+2ydf6kFtGIgMBc4AbgYeDXZNjAbFgEXFu8vmaXHlCRJkqQyzC1u1wAXALuAPwS+PuZ7GthssNZaMRC4kDQRvBo4DThmlh63g5nvUyBJkiRJrWYZ8DxwF\/Ac2bp9DbCRVA90l7c0zaRWCwSOB94HfJhUBhy412U6DQEDJBVrzPBjSZIkSVIrOwF4L3AUqRh4H7AJ+BTwZQwFaqmVAoFFwFuA95BgYKZtBLaTCoRjMRCQJEmS1L6WAu8gE956SY+1y4D\/nWwnuIFcVFWNtEog0ABOAn4ZOH0WHq+PlMQ8R7YKrKL1Jy5IkiRJ0kxpAAuK2zrg8+Si7elkS0EXBgK10yqBwAhwFhl7MRtX6hvACjJqY\/ksPaYkSZIkVUEPsJlUBfSS7QJ9pa5IM6JVAoGjyESBU2bp8bqKxzqheN\/qAEmSJEmKFWTrQAfwEPAIsBcnDtROKwQCHcBrgDcweyfmDWBecZMkSZIkxTCwEngtOU\/bB\/wE+K\/A3cX3OI6wJlohEDgDeDtwTtkLkSRJkqQ217x4OgTsJ+HAO4FtwG5gA9BffG9HcRuc\/WVqOpQdCMwnlQGvw6v1kiRJklS2Bjnhf5JUBHQA15AxhIuBPwDuJ9ParibTCR4AHif9BlQhZQYC84GXk8kCx5W4DkmSJEnSqP3AC2RM+1zSP+A04N3A7cXX3gX8S+BE0mfgM8DXSANCVURZgUAX8Cbg4yRtsqmfJEmSJLWGecCpwGpyIXcl6RmwCHgruaD7FjIlDtJroAvYAtxE+hCoAsoKBM4BPkE6V7pVQJIkSZJaxwJSEdA5zteuJUHAseN8\/t8DW4F7Z3Jxmj5lXJk\/EfgY8CoMAyRJkiSpFY0XBgAsJ+Pbx7u4\/JritnBGVqRpN9uBwDzSM+D9wLJZfmxJkiRJ0szpJNsMym5er0ma7UDgWODNwEmz\/LiSJEmSpJnVSc75rBCoiNkOBM4DLiSjLCRJkiRJ9dEAjiLbClQBs1HKMQc4HTibVAccPQuPKUmSJEmaHcPABuAJ4D5SKdAJDJW4Jk3CbAQCZwL\/iowXPAF7B0iSJElSnQwBtwN\/DqwD9pe7HE3WTAcCncB1wDuwb4AkSZIk1VEX0As8BOzELeKVMdOBwHLgIrKPRJIkSZJUL0NAD7AdGCk+NzLxt6uVzGQg0ABOAc4i4wYlSZIkSfUwBAwA9wM\/AG4iVQKqkJkKBDqAc4H3AeeTrQOSJEmSpOrbSYKA9cDXgJ8AfcVNFTJTgcAJwCeAX8XtApIkSZLUSpol\/Y3i\/aHi\/eZkgOExn+sqvneAnPDvAf6BBAGbgecxCKismQgE5gOvB96OYYAkSZIkzaQRptbE7zngUeB44ERgN3AvOdGfTyYEdAP7gBXABcXbu0lFwHPAjcVbVdx0BwJzSRjwYdI\/QJIkSZI0vUaAfnLi3ksuxE6mb9sm4L8DNwBnA5cDG4GfkWBgDqNNArtJQHA2sAR4gmwV2F98XTUwnYFAB3AJ8OvAtdN835IkSZLULvqAbeSkHHJCvoqcYw2QK\/qPkiv2A8BrgKuApRPc31BxX98A\/g54BngEuLl4rP2MVhqMnRCwm2wLUE1N50n7scC7gVeTJEmSJEmS6m6YnJR3MLrffrL2kyv8\/cACcuV9M3BPcdtOTuSPJudZFwBPkf37vyBX9+cAtwKvI1f8ryru64XiMQZJcHAvCQSeLT4\/AOw4YD2OC2wz0xUILAfeBLwTWDlN9ylJkiRJZRgqbl3kqvkQOTnv5MV90vYBdwEPFt93DXBp8X0j5GS+v\/j5EXIS3l3c1zZypX43OTHvIgHBenL1fmPx\/cPFz\/4QOLn4uad58Yi\/WxjtC\/BaYGHx8YLiPp8ke\/734Em\/xpiOQKALWAN8FDhzGu5PkiRJkqbbRM33Dvz8o8BtwHHAheTkfivwPXIF\/\/XAanKy\/lPgb4C1xcevI1uozyAn\/Q8B64qf6ycn580AYCPZkz9ITu7nFGvpLT53oPXFbTyDpLJgC6kgGCFhRXNqgDSu6QgEzgXeD7yclMlIkiRJUpn6yblOBzk53kpOlkfIyfPe4uvDpLT+ZNI87x7gT4A7yUn9pcX3byIl9\/3Aj0gJfz9wPy\/utv810nzvLHJi\/0Rx\/80tBSPM7Ii+keLP1mQYoIM60kDgbJKAvRFYdOTLkSRJktRmhsiV7ImMMHpi2yAn8X1kwlnHmFvTz8iV9EuBU8mV+K+Qffad5ES92URvBHi++L5LyEn\/z4r72UQCAsgJffOq\/ZZiDRP9WR4gJf+N4mcs0VfLOpJA4Azgd4CPkB4CkiRJktrPEDkhH68c\/1C2ABvINuQOcuK9r\/jahcAKUlb\/i+J7Tyw+Xk\/OQZpVABSPvxv4OtmbfwWpZl4H3FQ8TrMsv3mS3nz\/WVIVcOA4vfHG600UBow1Xsm\/1HIONxBYAvwy8F4MAyRJkqR2MkxOlHvJVfTt5GLh6uJrzYZ6u8lV\/LmkvL5piJy87yIn798f87Xmlfge0qfsFcDDwA0kEDi2uN+t5Fymk9EgoVE8zqbi8Z8kTfWGGD2xn+hEfYTxT\/6lWjucQKCTdK78dfILKUmSJKn6xs6hb3a2h5xQN\/fAbyKl9xvJSfl6cqL+OnKO0Oyq30NK8WF0HF9\/8fURcqK+A\/gmKa\/vZLTCoNnh\/0Hgi2RP\/Obia08w+RL8IUarDSSN43ACgTPJRIFLpnktkiRJkmZe84S6n4yh6yNX+5sn4nvJ1fseckLdXXzcSzrw30XK9psn\/5AT9ZsYvRq\/v\/jZYRImQM49+ovPzSs+v6v4eLwy\/D3Fbby1S5oGkwkE5pFZm8Pkl\/oS4IKZXJQkSZKkaTdMTrCHgfmkQ\/4N5Op7D6Oj8XoYDQr2kiBguPjaPsYvu99U3E\/zKv\/YffqSWtTBAoETgfPJtoDTyWiNPcAxwEImnuMpSZIkqfX0kxn1m0m5\/leB75Ar9c0tAg1GO\/k3tw9MliGAVDHjBQINMofz3aRp4EpgKbCMpIF9JBAwDJAkSZKqYw6jTfluAX5Arv6PdWAHfkk1dmAgsBC4DngL8AZSIXCgJTO9KEmSJEnTbg6pAl4C\/KjktUhqAWMDgU7gVcDvklBgcSkrkiRJkjTdmlf+u0nvgHW8eBSgpDbUDAQawFXAJ4E3ktEgkiRJkupjN3Ab8AXgxxgISG2vGQgsAN6MYYAkSZJURw0yPeDnwHfJ2EBJba558n8ycDkZPyJJkiSpfuaSqoDushciqTV0kCqBlwHnYidRSZIkqa6WAMeT6WGSRAewglQHHIOjBCVJkqS6GgQGyl6EpNbRAXSRcYP2DpAkSZLqaxDYA\/SVvRBJraGDNBd5GthX8lokSZIkzZwR0kPAbcKSgAQCfcALmBRKkiRJdbYP2E4uCEoSHWQf0TZgR8lrkSRJkjQzmtUBg8VNkuggTwhbgGewfEiSJEmqowYZOzgHG4lLKnSQEGCYNBgxLZQkSZLqaQjYhRcBJRWakwW6yZNDd3lLkSRJkjSD9pJjfkkCRgOB54E7gTswFJAkSZLqqI8c\/7tlQBKQPUSQEOAnZMtAD\/BmYH5Zi5IkSZI07Y4GLgUeBjbi1gGp7XVev6aZCbCXNBZcS\/YXLQEWMxoaSJIkSaquYTJpYBuwgUwbk9TGxgYCkCeI54B7gfWknGgpKS2ai+VFkiRJUhX1k0rgZeRC4L24VVhqexNd\/d8IfAV4FHgZcDpwdfH+IpImDjA6z3QusJCXBgbDjPYpkCRJkjT7mmPG+4AVpBJYkg66HWAAuJ+EAouBa4BfIaniLkZP\/vcXXz8bWE5Cgr3F184GjpnmNUuSJEmavP3ATkaP3zeRagFJbW4y\/QH6gR3AzcA6ctV\/V\/GzneTJZC5wBjn530cSyLOBf42BgCRJklSmDlLlu5Acwzd7he0pc1GSyjeVhoE9wCNM3I10Y3F\/A6Qp4YkkMHDbgCRJklSeBcAJ5CLeCNkKfBO5iDdY4roklWyqJ+oHG00yCPQW33MV8AngImxEKEmSJJWps7jtJ8f\/lwFvYbSS1+N1qU1N95X7OcArgeuBN5E00icYSZIkqVw7gFuAe8iWgTeSLb6S2thUtgxMxgLgFeQJpmua71uSJEnS4ekDngU2A6uB3cXnGxy8ClhSjU13IDBCnmSeAY4l0wZWkAYmg8B88qTTrBroL97OO8h9Dhdv7UMgSZIkHZ4lwIVk2sD3gR9y8P5gktrAdAcC+4GfkBP+FWQawbHF+8PF+2cWb\/eR4KAfOBk4vriPRWS0YS+wvbgtAE4lgUJf8X0dpHlh15g\/RzNoGMGtCpIkSVLTcuBK4GngW8CXge4yFySpfNMZCDTISf8zwJeKjwdIA5MOclK\/nJz4ryZTC54nJ\/7HkhP+IWAlcF7xs2uBx4GlwHXF9+0hoUDzfjuL+z2j+Ho\/sJUEC0cVHy8svodijQPF\/QyRtHRecT8Hhggjxc3qBEmSJFVdF7mA9ziGAZKYvkCgufeoGQqM9wSzj5yorx3zuEPF20fJCTlkHEqz4+kOUmXQCdxK5qUOFrchRrcfdAHnkFCggwQNC0n4sJ+MWbm8uO99ZMTK08VjnMZoKHAKcBwJK7aT0GBx8fPLSKjRXPf+4nHnj\/kzDhe38cIFSZIkqSwj5Fj8x8CT5S5FUquYrkBg5IC3h3LgvNMhRsOBfnLSfuDXN\/DiLQEHWktO3ucVPz+HnLDvA1YB55IT9T1k79S24udWMbrt4PTi424SCuwilQZnk60OlxXfu5b0SuggIcKxJDDYW9zvUcX99ZGw4aRiXf3Fn31OsZbh4s\/WUXxfK3C7hSRJUv3sIFsFvgBsLHktklrEdPcQmGmHChz2MRom9I35\/EZyoj4wzs\/sZPQE+Inie5on6c2QYjE5yT+fBAQPk5P\/YdIf4ThSjdBDurceRSoU9gBHkzCiuX1hf3F\/S4rH3U+qDM4k4cI+8oS9hGyfWEwqE+YWf\/5+EkZsJ1svVjNaKTHCi0OGQ\/37jnfybxggSZJUPztIxe3DvPTinKQ2VbVA4EiMFwY0NYOGnjGfGxrzfjNo2Ej+znrG\/MwL5Im1edW\/j9GT8SFyIv+D4nPzGH0Cns9oFUEXaax4Inmy3k0ChRNJSHAaCRaagcOjwHOkcuEaEjbsKH5mAQkLlhU\/t6J4nJ3F21Wkb8MeEi4sKb5nbvF3NFDcz0R\/RwYGkiRJ1dKstn2IHAdKEtBegcB06Gd0VOKBmr0NIFfpm9\/Xw4uDhok8Q07K+xkNIzpIQ8XjSV+FPaTSYSd5Mv8ZcCM5ge8r3ja3SSwFziKhwlwSIIyQEGEOsK64v5OAl5PA4Tmyt+yM4uMtxdvTSCXDfhJqLCPVC8PFfcwjQcTe4s+6rHhMwwNJkqTydQM\/Bx4reyGSWouBQOsY4qXBwTDpY7CL9C0Y4sXbJvYVnx9PA7iHnJjPIS8EQyQoaDZX7CNbEr5Lqgw2kRP840i4sKN4\/8LiZ7aTCoJTgYuLx3iquM+TivfXkSkRl5OKid7i8VeTqojmGMmji5\/fV6xtQXE\/nbx0K0MzaLFZoyRJ0tTtJ8d1veTi0SCT7\/0lqcYa2\/7jvLLXoNbQxWj\/gQMtHvP1QXLyfjwJDV4ovnYcqS54gVQlXEj6Lewu7vPc4ueeIE0Ym1UJj5NQY0XxMytJpcECUs0wTLZJdDG6taE5xnIRo6FDDwkLji6+txkqdPDiKRiSJEntZg\/wHeAGcqz2EKkEldTmDAR0uJon2ROZS07Wmwn0AlIpsJtUCqwmgcJm8iK1kAQFK0nFQAdwQfGzzxY\/v5xsT5hXfP\/RJKzoI5UJg8AlpEHj2NCgjwQGJ5FtFJBKhV3Fn2PFmD\/LEhIojHXgn9NgQZIkVckwoyPA7wU+RbaeSmpzbhnQ4TpUmdmBvRb2jnl\/Py+df9tDeiN0MLpF4N7icUZIuDCHF09PmMvoyft2UolwAqNbHpaR8GB\/8fgnAmtIsPAY8HzxM2cU9zFEQoOTSPPFIfLi2Sgea25xfyeSUKPZ06GLBBPLGR0nOVysu7f4+cUT\/UVhw0ZJkjRzRhjtS7WUVGsOl7oiSS3DQECtpHkiPfbjpiHG385woA3FrUFO1BuMboXoAm4nYcE2crI\/QCoEIC+YK0nlwfHF17Yz2qxxhPRaeAUJHdYCT5PAYSlwFal82EEqE4ZJo8a5ZDvE8cX3Li++vpfR7Q5zi\/tcQCoahhkNEZpjJJsv6AYHkiRpsprHDXuA24C\/BR4pbzmSWolbBqQXazC6HWK8Koj5ZOLDckYnPjRP4E8qvtZNth6MkFGVXcDppLKgl4QKq0k4sIsECEvJFonVxef6yRaKBcX99ZOA4HxSvbCveMylJLiYW6xprIFibc0RlxOxQkGSpHobAX4K\/DFwEy+u3JTUxqwQkF5soiCgqZf0NNgwzvc1qxPGs4Fc3R8mJ+\/zyZX\/YUYnMRxPTvC7i4\/nkxP6pk7gItIjYXtxP4tJX4aTgNeQwGBe8XN3kCqGY0n1wWKyjaI5dWI\/CQ3mkwBjAaNVGqsY\/\/lhpPh6s2GjJElqfcPkIsUDGAZIGsNAQDo8Ux3VM3bLQw8vHTE5CDwz5r4nuv8nyYl9D\/n9bY5uXAr8EHgtcA4JCW4A7iTbE44mWyOOJSHAzuLtQPH144v77ScVDVeSkKGbBAzLSWDQ7MfQ7ItwMgkZxhogHYwHSRCx6CB\/L5IkaeYNkuOFyWy\/lNRGDASk1jGZBj+9xe1AO4DvkkaMx5NA4WlGrwJ0FLd55IT9wKaP80nFASQQuJmc6O8vfmYp6a8wTLZKDJGA4UrgZaQx4wnF5+8Bvkq2PryRjJjsIiFEDzkgaU6WOLH42vzisecWjyNJkqZPs8Jv8FDfKKm9GAhI9bK5uB2ouRVgogOBA4OGHby0SqGT0e0IkOePn5KKhIuBs4vP3wV8nwQADwDXkJP+LcX97iu+1gWcQrYnLCHVCKuBdxRvu0k4MI8EDc3KiY5iLZIkaXIGyMjB3WUvRFJrMRCQNJ7xtiwMkYqBsR9vBDYBt5KT9\/nkZH9P8T13AI8yOulhiIQSQ2O+Pp+c9A+SrQmPkO0K+4AryISGTkYPYi7hpdsUJEnSxPrIdr59ZS9EUmsxEJB0pEbIlYfxKhNGOPTViLHVCd1ku0EXOXj5Fqk8OLa4n5MZbb7oVARJkiZnFwnwm4H\/MvLa3cPU+yJJqhEDAUmtpnvM++uKW7O\/wRVkwsKZs70oSZIq7CnyetoAri1uvyBb\/wZKXJekkhkISKqCZhPEQVJNMIIVApIkTcYQee08B7gM+Hjx\/n8mW\/4MBKQ2ZiAgqUr24\/5HSZKmooP04\/kd0qPnJOBZ0uzXMYRSmzMQkFQl+xkdoShJkg5tBDiKVNb1AfcDXyIjhq0OkNqcgYCkKhkiPQaGcPSgJEmTsZf0CvgemTSwm0z0Ga8ZsKQ2YyAgqUq2kgOalwGnlrsUSZIqYR9wC\/A5Xjw+WJIsu5VUKT3koGZD2QuRJKkiFgNnFLeFJa9FUosxEJBUJZ2kGdJRZS9EkqSKWARcAlwJrMDjf0lj+IQgqUrmAVcAp5S9EEmSKqIDWEW22s0DhktdjaSWYiAgqUr6gO1knrIkSTq0DuBk4JeBq0goIEmAgYCkahkC7gUeK3shkiRVSCdwInA+cHTJa5HUQpwyIKlqOsksZUmSNDmPAT8B7iHhuiQBBgKSqudK0ilZkiQdWh\/wM+DPgKeAQRKsj5S5KEmtwUBAUpUsAI4nHZMlSdKhbQeeBp4k4YAk\/TN7CEiqkgbwHLCj7IVIklQRc4DVwAVAV8lrkdRiDAQkVUkvcBfwEJY6SpI0GauAVwIvB5aVvBZJLcZAQFKVDAPrSSDg6EFJkg6tF9gH7CGvo5L0zwwEJFVND7AVAwFJkg5lELgP+BxwE7C7zMVIaj02FZRUNfPJDGX3QUqSdHDDwBbgUWBzyWuR1IKsEJBUNVeQfZCLy16IJEktrgs4BzgPmFvyWiS1IAMBSVWyCHgdcGnJ65AkqQoawFKgs+yFSGpNBgKSqmQxsJIEA5Ik6eB6gR8DdxYfe+wv6UV8UpBUJfuAHwFPl70QSZIqYBNpKngM8Frg2FJXI6nlGAhIqpJu4Bbg7rIXIklSBXQBa4D\/D\/gkcEa5y5HUapwyIKlqhoD+4q17IiVJGt8IqQx4c\/H+kzh2UNIBDAQkVc0Q0AMMYCAgSdJEGqRCYCfwdeBPgUfKXJCk1uOWAUlVswt4ANhe8jokSaqCdcDfk14CQyQokCTAQEBS9fSTg5q15MBGkiRN7IniNlz2QiS1HgMBSVX0DAkEBspeiCRJLWwvsBVYQEb3ziH9BCQJMBCQVE27gedItYAkSRrfHOBK4HeATwAXYA8xSWP4hCCpahrAQmARPodJkjSRIdJQcD7wLhKm7wIeBwbLW5akVuLBtKSq6QTOJVc8FpS8FkmSWtUg6bnzA+AMYCnwPIYBksYwEJBUNUOkQuA47JQsSdJE5gEryZSBr5Pj\/m3YkFfSGPYQkFQ1I8Bm4IWyFyJJUou7kPQN2AQ8RbYMSNI\/MxCQVEXPAncC+8peiCRJLex5MmUARqcLOGVA0j8zEJBURTuBm8n4QUmS9FIDwD3ArUBfyWuR1KIMBCRV1QtkL6QkSXqp5nG+PQMkTchAQFJVLcKmgpIkTaQTOBlYXPZCJLUuAwFJVdQAVgMryl6IJEktqpdMGNiCfQMkTcBAQFIVLQTOJ6GAJEl6qY3ATTiVR9JBGAhIqqIu4ChgftkLkSSpBY0A3cBerA6QdBAGApKqaD9wPxmnZLMkSZJerAEcB1wLnFbyWiS1MAMBSVXUD\/wA+BTwi+JjSZI0WhFwFPAqEgjYhFfSuAwEJFXVFuDLwI+A3SWvRZKkVtE8+R8BniPVdG4bkDQuAwFJVdVBximdASwteS2SJLWaXcCPgcfLXYakVmYgIKmq5pBA4HxgXslrkSSp1QyRqTyG5pImZCAgqaoGyVWPO8msZUmSNGoFcBlwTtkLkdS6DAQkVdUw8BSZsby55LVIktRquoE+YC7QWfJaJLUoAwFJVdYH7MAKAUmSxhomVXQ\/BtYWH0vSSxgISKqyYfI85oGOJEkvNkgmDGzDKQOSJmAgIKnq9gN7yl6ENA4PwCWVpQM4FjiK0TGEkvQSBgKSqm4XbhlQ69kM\/JxsaZGk2TZCpgwMYSAg6SDmlL0ASTpC+0gvAakVDANPA58BbgbeAnwMOJ0coPcX3+eoTEkz7QngQUafdyTpJQwEJFXdEAkFBoCuktei9raDVAV8G\/gW8BzwDPAs8EESCvQBK4HjSlqjpPbQx+jzjyRNyEBAUtU1SBhgSaRm2wij\/++eBP4KuBHYSMKBEWAL8E9kRObFZCb4mw\/4WUmabvNJD4HjgL0lr0VSCzMQkFR1PaSp4BA+p2l2NU\/o7wH+BPgyqVY50D7gp8X3PQ9cDqyejQVKamtnA2eSsYOSNC4PniVVXTe5CjuA+7I1+34M\/BHwPQ7d3LIZDHwJWEq2EEjSTJmHW+kkHYKBgKSq6ySN3Bzxptl2A\/CHwM9IIDUZ24HPAbuBjwCXAAtnYnGS2t4eMolHkiZkICCp6gbI\/sjBsheitrGX9AX4Y+ARpv5\/byPw+eLtx4BXklnhkjRdhoDHyDalBobmkiZgICCp6gZIA7dDlWtL02EP8BXgv5KRXs3mgFM92O4m0wi2A5uAtwInTt8yJbW5XhIG7MYwQNJBGAhIqrphJl+uLR2JXtIr4C8ZDQOORD9wC6kU2At8HFh1hPcpSZAKgUEMAyQdgoGApKobAnZihYBm1lrSM+CLwN28+CD7SA64h4v7\/jNS6fI+4FIcSSjpyPSQhrv7y16IpNZmICCp6oZJ2bVzljUT9gF3AN8gYwU3ztDjPAv8BelJ8BvA64EFM\/RYkupthAQBezAsl3QIBgKS6mCYlF9L02kH8FkSBDxCDq5nygjZ6\/tNYDPwHPA24IQZfExJ9dQAFgFLgA5SSSdJ4zIQkFQHXfh8pum1C\/gC8AfAC7P82HeQRoMPAb8KXEkO6psNDCXpUPpIUG4PAUkH5QG0pDqwJFLTaTOpDPgCsx8GND0D\/C3ZSvBrwKuAFUBnSeuRVC1bSKXRcNkLkdTaDAQk1cEyUiUgHYldwG1kksA3yEl5mfYC3yehwK8AbwbOJP\/f7S8g6WA6MCyXNAkGApLqYBkwH0uqdfj2AZ8mIwU30zpNKvuBB4ANwF3AGuDdwFllLkpSy1tAegh04WheSQdhICCpDraSq7vS4dhHqgI+DTxZ8lomspPRaoHFwDEkCJOk8ewhwaY9BCQdlIGApDpYT2bDn0NOlqTJegj4AfB1WjcMGOsJ4DPkIP9XgJNJabAkNfWSySjrgcFylyKp1RkISKqD54GvkG7sl+G2AU3Oz4HfA35Mda6kDQMPAn9KGoZ9HDgX\/89LGtVLGqLuLnshklqfgYCkOhgiV3fXA5dgJ3Yd3H7ga6RfwK1Ub0b3EKkU+BLZI\/wB4CRgXpmLktQyms9pVQg5JZXMQEBSHSwlzdYuwPJpHdxm4B\/JFfa1Ja\/lSD1LQoH1wDXAK7HZoKSEg8eQLXQ7Sl6LpBZnICCp6hrkwOcNpIfA4WpeSbH0up4GgfuAfyD9Ap4uczHTZJjsE14L3Ay8BfggcDVWyUjtbD5wFLCo7IVIan0GApKqbgTo4cjGKnWT8W4Lsey6jnqAG4A\/A+6gXrO5h4rbeuBzxdtPANeSsWPzgbnlLE1SiXqBvrIXIan1GQhIqoPdpIFSLzkBmqoBsq98DgYCdTICrCNbBP4GeKzc5cy4\/cB3gU0kEDiRNNm8loRdktrDHFIV1V\/2QiS1PgMBSXXQS7rED3B4gcB88nx4OD+r1rUJ+ANy5by7+FyDejfaGgbuAR4FVgKXk3nka4Dl2GNDahdDOHJQ0iQYCEiqg0Gyj3oT6bo+FSMYBNRNP7AV+CrwT4yGAVDvMGCsHjKOcwf5vfgF8FbgZbiFQKq7HmAjqRqSpIMyEJBUF\/eTk56pdlm3iWC9bAJuBG4iV8q3lLuc0vUAdwMPA9vINoJTsImmVGf9JAzsPtQ3SpKBgKS66GK0HNyTnPYzDGwgFQF\/CjxT7nJayjC5UvgLMl3hFPwdkepshFTOdZKtA5I0IfcSSqqL44Hz8USnHQ2RaoA\/Bv4cw4CJbAHuwqoJqe56yTG+F\/4kHZJPFJLqYg7ZG22FQPsYAp4D7gW+BHybNNDT+HYC3yC\/K+8ATi91NZJmyiDZLjBc9kIktT4DAUl10QPsK3sRmjUjwLPAp4DvAE9hR+1D6SEVAs8DTwD\/AriEXEk0RJPqYwfZQuXYQUmHZCAgqS62AduxQqAdDJLKgL8D\/h5L4KdigGyp+BK5gvhu4CpgdZmLkjRthkg10FasEJA0CQYCkupiB7Cr7EVoxu0hWwS+CHwLw4DDtZOMZXwYeD\/w68CqUlckaTo0SGWAzQQlTYqBgKS6mEMOgoaxYWodDZEqkO8DnwV+Tkrgdfj2k3BlJ\/n7\/TCZQCCpuhrk99lAQNKkGAhIqoMGsABYic9rdTRC9rx\/E\/gycHfxOU2P9WRCw+Okr8DVGKpJVTVCwtPdZS9EUjV44CypDkbIvOXlJa9DM+M54K+BLwAbS15LXW0B\/gF4Afgt4I3AklJXJOlwDJNeIfvLXoikajAQkFQXO4AngWuwqWCdbCdBwOdJkyzNnAHgJvJ3vhN4L7Cs1BVJmqo5JBxfgj1WJE2CgYCkuthHuqf3A\/NKXoumx0bSL+AvMAyYTfeScY4DwK8AJ5CrjUPkJMPATWptDWBu2YuQVA0GApLqoofsmTQQqL4h4BHgb8hYwRfKXU5begj4c2AtcC4JBE4D1gBLS1yXpENrjLnZb0XSQRkISKqLQWAzGT3o3ufqGgF+Bvw+cAs2xirLCAllnidXGjtJtcCVGAhIrW4O0FX2IiRVg4GApDrpIxUCqp4Rsu3jDuC\/AD\/CsVllGya9BCBTB9aT0O2EshYk6ZCGSUDu86ekSTEQkFQnPeRASNWzFvgK8FXgPjyYbTUjZCzh35PQ7VJgfpkLkjSuIfI72o\/bBSRNgoGApDrZDfSSg6DDbXw29meP5H40OSPAs8CfAX9Ltnx4ENt6RkjTzs8DjwHvAt4GHF3moiS9RB+ZLrC97IVIqgYDAUl1MkACgcPVLFvfTvZMH4f7MGdSL+kX8Hng2yQMUOsaAbYB3ycjPl8A3gKcSMYT2sxTKt8IqRLoKHshkqrBQEBSnQwA3Ufw8w3STf0h8vy4FOewz4QeErr8FPg0cBv2fqiSAeAJ4L8DtwMXAr8EXIOjzqSyzSch3bE4rlXSJBgISKqTbmAPR1bqvxg4ily9Hp6mdWnUfuAmUhFwKzmxHCh1RTocI2QCwQtkGsQm8ntzIW6zkcrUBawAFpS9EEnVYCAgqU72k67oAxx++fJCclLTW7yv6dNPpgh8GvgJ2Z5hv4BqGyEh3A\/IFps1wOnAydh0UCrDMOn3savkdUiqCAMBSXUyQA6GjuS5rQEsKW6aPvtIVcBnSJn5vnKXo2m2iTSF\/DFwJvBh4E2kF4ek2bOWBHQbyl6IpGowEJBUJ71k28AQnoi0kq3A94A\/Bu7FkYJ1NEJCgU3Ag2TrzfnAqSWuSWpHa4G7ObIGu5LaiIGApDrpJvua93P4zc1GyIHUYHEfc3FP9OEaBH4BfAv4DnA\/9mWos+b2jx7gZuBc4CPAqtJWJLWfZg+dBm7JkjQJBgKS6qSTnIQeyajAIWAzKbc8ETgFA4HDMQT8HPgLEgbswoPTdvIU+bffAnyUVAtImnnLcTqOpCkwEJBUJ0Nkb\/qRdK1vXlkZxqvZh2sX6RPwN8CNpOmc2s9a4K9I1c5vA5czetxhyCZNvxHy+jeEAaykSTIQkFQnA+RktIdcJTkcnWR+8xIyqcATl8kbAB4Gvk+2CdxDtm+ofW0Dvkp6C7wLuI78bi4lv2P+fknTZ4hMc\/H3StKkGQhIqpsG2TZwJObjyLSp2k+CgC8Ct5L59FZYCNLb4wfA48C1wAlkK84bgbNLXJdURwuBi4DtpDqnr9zlSGp1BgKS6mYrsAM4qeyFtJlbyBSBWzjyQEb19CwJiuYBxwDrgV8j\/QW8oikduWFSefPa4u3XyO+dJE3IQEBS3WwhJx0X4ujB2fAIcAfZInArhgE6uMHitg74HLmC+Q7gatLEs6OshUk10E2q2y4n23V8DZR0SAYCkupmCBsqzZZ7gP8C3EYmMxxJM0e1n+3AV4AHgA+QaoETS12RVG37gN3AXvJ7tb3c5UiqApN4SXUzTMIAA4GZ00OqAf6AnNA9h2GADs8AqTL5AWk8KOnwdZEtAp8jz81OeJF0SFYISKqbflIhYKnkzNhJ9qX+DXAX+buWjtS+4ibp8C0lTQV3knBgMdlGYEAuaUIGApLqZoDsnRwE5pa8lrrZQcKAPwPuxykCmj7PATeQE5rTSEO0OeRExoaD0uQsBF4BLCOVNzcAP8Txr5IOovP6NWYCkmplgJxAnAUcjycT02Ef8GPgr4G\/Ax7GMEDTqwdYS4KB54DbSenzShIO+HssHdwg6R8wj7z+nQU8RX6XbPYqaUKmAZLqpoccAN1FZjHPK3c5lbcT+ALwWdJEUJoJI2Rk6LdJ+DQAHEcmEHwcOKekdUlV0Uemd8wFzgMWkCCgr8xFSWp9BgKS6qYDOIWcQBgGHJk+4C+AT5OZ8dJM289oefMuUpWyD\/gNHCUqHUwXCQN6SAXXVlJtI0kHZSAgqW7mANcAl5W9kArrBp4kV2v\/Ag8qVZ4twN8Xb98PXAscg1sIpAPNIT0EniF9A+4D7sSGgpIOwUBAUt30k6sjXkk8PJuAz5DmgWtxbJXK12xmuYn0E1iDxy\/SgYaBzcA3SZ+XF4ANGAhIOgRfUCXV0TpylXtp2QupmEHgW8AfkUkNUqsYAJ4gvUFOIFUCR5e6Iqm1NMjr3i+w34ukKTAQkFRHT5E978eXvI6qeZRMETAMUCsaAH5G\/p+eC7wZOBNYhMczUgfZMmB1nKQp8QVUUh2tBe4Fri57IRUxRKoqPgvcXfJapInsB34O9JJxhPcBVwDXAS\/DJqJqbw0Sjq0seyGSqsVAQFIdDZJxeSPYfOxgRkizttuAb5DtAt2lrkiaWE9xg+yPvoGMKHwUWAxcWsqqpNaxDDjqgM81sI+ApIMwEJBUR3PIie0+0oRM49tGqgK+DDxASrKlqugtbt8HTgNWAasxBFT7GiLNBZs6D\/hYkl7CQEBSHfWRbQMbMRAYz37Ssf0GMlHgyXKXIx2RzWQ04QAZTXgemckutZtnSf8cSBjQSaoDrBCQNCEDAUl11CyF30WujnSUuprWsgv4HvBd0qDtqVJXIx25ERIA\/iWpevkEcFWpK5LKsRPYzmiVzBCGAZIOwUBAUh01gOWk47JhQIwAe4Bvk7GCj5BKAakutgFfA84ALiAN1qR2cjTpIwAJww0DJB2SgYCkOuokHccXlL2QFjEMPA58HfgqmVMt1dEO4H5gA3A2BoJqHyOkoW4DmF+87cFQQNIh+EIpqY6GSVNBn+NSMvoY8N+B38cwQPU2BNwFfJ6M0OwrdznSrNlJJm7MB64BLsZRnJImwYNlSXXUIOXwPYf6xprrJn0C\/gT4R3L1VKq7tcBfAb8H3IShgOpvhPSHeQY4AfgQcBmplpOkg3LLgKQ6GgKeJjPKz6b9nuuGyYSFb5Du6w8Ae0tdkTS7tgHfIhMIdgFvIvurpTpqkMkaZ5ApG68CdpNqge4S1yWpAjqvX9Nux8mS2kQ3OUi6BlhR8lpm0yBwH+m4\/lkSBvSXuSCpJIPA8yQc3EeeB1biVVPV00LgONJQ80RSEXY7sLXMRUlqfaYBkursKNpra9Qg8DDwB8ANZKqA1M4GSZPBzWTE5keBK8gUEqlO+oFeRrcPbC8+38DGgpIOwkBAUl0dDbya7KesuxFyFege0ivgRgwDpKYhUinwT8A64J3F7ZQyFyVNsz0k9NpLQoDvAc9iGCDpEAwEJNVVL7k62A7lwU8Cf00aqD1GyqMlvdh+4KfkpOk54CPARbTHc4TqbzkJubYBT5AtA4NlLkhSNdhDQFJd9RZvzwWOJVdM6mgj8CkyVnA99guQDmUv8Dj5fYE8Pyykvs8Rqr9h4AVgE9kq8AT5\/72ZTNnw\/7akCZkGSKqzO4E7yFXAuvUS6CHlz98BvoJTBKSp2AF8k8xtfwp4L3AmVguomraRLQK3kUqYx8jrwwCGAZIOwUBAUt01qNdBfj+5EvT94vYwKX+WNDXDpFLgs2T\/9RuBU0mn9sXlLUuasmFy8r8QOIlUyD2JFWOSJsFAQFKdDZKGYoPA3JLXMh2GGR0p+H1SHjpUfF7S4Xka+BzpL3AF8CHg2jIXJE3RMuC64nYSCYrnAD8gI3glaUIGApLqbIiMX+qn+oFALznI+0vgC4z2SJB05LYWt7XA8cBl5GqrVAWdZKLOQmARcGlxuw0DAUmHYCAgqc4apDqg6lfQ9wI3AF8CfoRhgDRTdpCxnWcCrwSWAktKXZE0OQce08\/BkYOSJsFAQFKd9QG7yQn00pLXcjiGgA0kCPgb0jl6oNQVSfX3C+D\/AV4HXA1cSfoKLKR+zUlVD12k70WzX84cYB7+f5U0CQYCkuqsuWVgf8nrOFy3A58hkwQ2l7wWqV0MkO05zwP3k0DgZOBC4BpgfnlLk8bVIKFAsyJgLnAKsALYgpUCkg7CQEBSnQ2T8XxVHLv0GPDHZKuAWwSk2bcL+DmZRDAXOB34MPBWYBX1ml6i6ttP+gWsJMf355EQax2plpOkcRkISKqzYXJQP1jyOqZigIwRNAyQytdHpnk0yPadp4CHSDBwGR5HqTX0AfeQfjMXkq0CD5OQoIqBuKRZ5AuZpDobIQdIu8teyCQ9B3wX+DrwMwwDpFbRLLneAHwW2AP8OgkFFpW1KKmwjVSzbAAeAdaTCQPryZQdSZqQgYCkOhsmB\/I9ZS9kEh4F\/pqMFNxC+h80cO+n1Gr2AF8mYwrfDbwFOKbUFanddZHGuTuBO0m1gEGApEkxEJBUd\/3k5LqV3Ql8Cvg22eIAlnlKrWwvqebZD1yAgYDKdTTwS8Cx5P\/lc8VNkg7JQEBS3W0njZZaUTdwB\/CHwPd58RUdKwOk1jYI7GA0xJPK0gGcRIKpK4BLgb8klQKSdFDOJ5XUDgbKXsA4dpCRgv+RjBW0vFOqnn1kz\/aOshciAfOAE4E3kakYHudLOiSfKCTV3R7SbXlP2QsZYz9pTPZHwK20\/pYGSePbAHwJ+Acs0VZrGCFjazeQPjqSdFAGApLqqrkHfzspy19Ha5Th7wD+ioQB6zAMkKqsj3R3\/wPg94B7y12OxFbgJhIK2ItG0iHZQ0BSXY2Qg6ELgNeRpkvDQGeJ61kL\/A3wd3g1UaqLYeBpsgXoWeATwHXA8hLXpPa1DvgJ1Rm3K6lkBgKS6uxU4N8AHyKzwssqn9wH\/BD4W+BGsmVAUr10AzeQUu13Ax8DTih1RWoXwyQAHwDWk\/GDkjQpBgKS6mo5OSh\/JwkDoLxtUj8D\/l8yXlBSfQ0CdwPPkL4lHwXOBOaWuSjV2hCpONtEtrAMkyqVh4DbyP\/FVtguJ6lFdV6\/xkxAUi1dCPw2cH6Ja+gjpZt\/TkIBGzxJ7WE\/aWa6nvzen0o6wEvTrZ9UoH0GeBS4HHgf2bayn0zB6CltdZJanmmApLpaSmYyl+UZ4IvAV4EHac3Rh5Jmzk7gm8CTxftvJbPiy+pjonrqKt7uJb1yTiNVcUPA8eS1cCdWCUiagIGApLpaBSyc5vtsHlAdrHNzN3AP8AXg68DmaV6DpOoYIKXbnwIeJ9uYXsboNibpSHUCVwFHkde90xmtGvg6sBHDAEkHYSAgqY7mkKsky6bxPvcDLwBLyIHXeM+fvaQi4C9IKNA3jY8vqZqGyISRF4CngF8FXk+eR6TpcArZltK0h4wdfAhfhyQdgoGApDpqkIOg6boq0g\/cTDqIvwp4GwkGxtpNrsb8EXDfND2upProBr5P5sS\/ALyDBJfSkeojAcAC0sRyHqkUOA7YVuK6JFWAgYCkOhogB0cbgRUcvMT\/UPpJQ8A\/An5O9mi+fczXu4G7gO8BXyb7hSVpPEPAL8hz04NkNOF1eDymwzcI3A98AzibVAvMB84t3n+ovKVJqgJfgCTV1VNkz+7ZjDZdmooRsv\/\/O8DngVuK+5nPaLfwvaRp2F8Bd2AnZ0mT8zwJEPeQioFXk\/3fRxJeqj11k5G2N5LXpF8mr1OrmN5tc5JqykBAUl09S5oqXU3KJid7oD1S3NaScYFfIeW9I8Dy4nsGyBaBzwOfJePFJGkq9pHA8THgQ8B7gZNxPKGmZi6ZJLAD+AFwDfBOEjptKHFdkiqi8\/o1ZgKSammQnMgPk+ZdKzn0uK8RRssv\/xuZFLB9nPvdSHoK\/B2pQpCkwzFAKgTWkhO4PUAHOclbUOK6VB1d5PWtG1hf3DaQqrZbSPAkSRNqbPuPBtGSam0Z8Frgk6Qsd+4BX29WBGwrbs+Rq\/7f4KVbABrFbT45aPdAS9J0mQccC5xPrvJ+kDSIkw5muLg9RZpWfov0DeghAdNweUuTVAWWB0iqu91kOkAPudq\/hhx0jxQf7yIhwE+AR4B1ZAvAeP0AmuHB\/pletKS200e2Oj1PGpiuA34TuBBYREJI6UA7gSfI2NsLSGXcfeS1TZIOyUBAUjsYIP0EdpMpAGeS8sp7SCiwnhxQ7SVbAiSpLEPkZO7LpLHpW4E3kBGFh9r2pPbTB9xNXsOuAa4k4fYPsYpN0iQYCEhqF\/1kPOCTwBISEjxHDrANASS1mr1knGmzqen7ST8UaazlZKLAOtJc8ErSU+BUEgqsJaGBJI3LpoKS2skwKfffSfZWNj8nSa2oubVpMXAVcHS5y1EL6iL\/T3qBU4BzSTXJVWTCzlpSaSJJ43I\/miRJUusaJKMJ7yOj5UaKz49M9ANqO0tJuP0gcAepFjiK9My5hJc205Wkf2Z5gCRJUusaIc0G\/5aMKHwbcDKZeDI2FGjM\/tLUIjpJ74m7gC+RqoHXkKBgB14AlHQQBgKSJEmtbQdwM2kWt5WMJDyNjCpU+2r2v1kGXE62w90BPEr+vywmQUF\/KauTVAn2EJAkSWp9g2T6wONkT\/g84CRyNVjtZ4RMEegGFgLHk5DoVGAFGVW5lfyfcXuJpAkZCEiSJFXHPhIKPEpKxU8jJ4RqLw0yPaCfhEPzycSBi4FXA68i0weeJZUDhgKSxmUaIEmSVC09ZPZ8D6kceA9wbKkrUhkWkgqRZtPAzeT\/xGrgfDKV4hFgPW4bkDQBAwFJkqTqGSZVAn8GbAI+DJxFqgZUfyPkOL65ZeRZ4C+BZ4CPAq8n2wWeBwZKWJ+kijAQkCRJqqYhEgp8ioya+03gWsY\/vhvBSQR1Mvbfshe4HfgcqRI4ngQFNwMP4HYBSQdhICBJklRte4Avk\/4Cg8B1jE4gMAiov70kCDgNOJf8P\/gTsq1kR4nrklQBBgKSJEnV1wd8j2wl2AVcRIKABcBxeMxXRyNkO0A3+fe+mPybfx34CTYTlDQJvjhIkiTVQy\/wXWAbo4HAKuCtwFVYKVA328lWkTnAy0mTwYfJFAorAyRNioGAJElSfQyQ\/eR3k+7zy0ljuRESCnSUtjJNpyEyPeAe4BISBjwA\/DfglvKWJalqDAQkSZLqp7+47SMl5HuBD5Cmg6twGkHVDZPwZzH593wU+E\/AV0glSAO3C0iahM7r15gJSJIk1Vgv8DS5gryFVA2sZHRknaqpAzgZWEq2ivwIOIH8++4lDSYl6aBMAyRJkuqvF3iIbB\/oAk4kZeaqpg7SLLITeK64vRZ4G3Ar8PtAT2mrk1QZ7iOTJElqHztJf4H1WFJedXPI1oA+UiXwcuAasi1kaYnrklQhBgKSJEnt5RHga8BjE3zdoKBaRoD9wKbi7akkHJhf4pokVYQ9BCRJktpLD7AB2A3MI9sJRsgJZPNikSMKW1vz32cIuBP4NHAv6SFwOXA86RexHnsJSDoI0wBJkqT2MkgCgb8H7gNWA2uAD5NSc8OA6hggvSHuI+HAraSXwFXAK4DbSOAjSeMyEJAkSWo\/I6SfwK2kKmAH8DLgyjIXpSnrB7YXb1cCZwCLgM1kssS+8pYmqQoMBCRJktrbMHA\/8D+Ap8j+81PLXJAmbQvQDZwLvBp4a\/H5O4DbcdKApEMwEJAkSdIO4B+BHwK\/AnwSOKfUFWky9gCnA2eRf6+9JNT5UvHWBpGSDspAQJIkScPkZHIv8AXSS+Bj5GTTqVStaZBsE3gPMBf4HvDnwDPFbX95S5NUFQYCkiRJGmsb8DkSDvw6cFGpq9F4eslUgW1kq8BS4AXgW2UuSlL1OHZQkiRJB9oDPE5GEx4LHAN0lroijbUT+DrwWTJd4EJgAfBccRsqbWWSKsU0QJIkSePZCXyFXIX+MBlNOFTcjgLml7e0tjefVAU8CDxP+ge8Afgd0jvgyfKWJqlKDAQkSZI0kd3A94FngR8DS8jJ5y8Bx5e3rLa3BPhlYB1wJ+kZsAPHDEqaIgMBSZIkHUwvGUv4IGle9wHg9aWuSAAnA79LegcsBX4G\/CWwvsQ1SaoYu8ZKkiTpUEbIVoEeYC0pSR8sdUUCOAF4WfH2EeAe\/HeRNAVWCEiSJGkqHgE+BTwNXEaOJ5cCpwKN8pbVVkYY\/bveRIKA9aSCo1F8XZIOyUBAkiRJU7GD9BV4jIQAncB5wMeAC3AawUwaKW7dpF\/AFuBGsqWjA1gN7AL6S1qfpIoxEJAkSdJUNbcOPEVK1H8KbAV+C7iUjMDT9GuQMKA5XvBJ4DYydeASYID8uxgISJoUAwFJkiQdjuHiBrla\/U\/F2\/cDb8OxhDNlmAQyAMuB1wAnkRDgZtIEUpImxUBAkiRJ06EH+DawAdgPvJuMx9P0mkO2B+wDVgCvBZYBnya9BIbKW5qkqjEQkCRJ0nTpIyel\/5k0uXsncCH2FZhO80j1xTrSUHAhmTTQV9wkadI6r19jJiBJkqRpMwJsBx4gDe7OAVaVuaCa6SChwBbgB6SHwHrSz+EZ0mNAkibFNECSJEkzYSfZQnAxcCIZTajpsQS4ljQW\/CLwF6SHQM\/BfkiSDmQgIEmSpJmyB7gVWAmcDBxHyt2Xk\/3vOnyrgbeTng2Pk79rSZoSAwFJkiTNlAbwGPAsMJdsHTgOeGNxW1Te0iqvQSovziFjHg0EJE2ZgYAkSZJmQgMYJGFALzBQfH4RGZ13MXBGOUurjX7yd7mM9A7oJj0cJGlSbCooSZKkmTJMgoCxo\/CawcAZwOlA12wvqiaGgW3F7TQSsPSSZoPDJa5LUoWYBkiSJGkmjXfF+kngb0nH\/DeTrvl7SPXAvNlbWqX1k7\/HIeB9wPFkO8YLxU2SDslAQJIkSbNtNxmZtw1YS0reFwFrgJNKXFeVDJAT\/wdJKHBx8bmOMhclqVoMBCRJklSGXuAX5Cp3B\/Aq4KpSV1Qt84BLSQhwO\/BXZOLAlhLXJKliDAQkSZJUlgFga\/H+48AzwNl4lXsy5gLnAqeQIOCzJGSRpEkzEJAkSVIreJr0FRgCXgksKXc5La8P6AS2A+vJRAdJmhIDAUmSJLWCfcA3SE+B95M98YOkUd7ZwAIyylCwC7gJeIyEATdiICDpMBgISJIkqVXsI30FNgGrSSf9M4F3kh4Dx5Kr4u1sELgF+EPgEaCHVAtI0pQZCEiSJKmVDAPPkn3xI6SL\/k5gIfBG2jsQGAaeB24Afl583NRg\/BGPkjQhG7ZIkiSpFTVPbgeAR8mJcLuf8A6RqoA7eGkYIElTZiAgSZKkVtdPqgQGyl5IybqAxYzfcLHdwxJJh8FAQJIkSa1uH3AfqRQYoL1Pfs8CzsOtv5KmgU8kkiRJanX7gVuBE4A9wCnAiaSvQLtZCJwELAV2kO0CHWQLQTsHJZIOQ+f1a8wEJEmS1PK6SaPBO4G7yYnwatovFJhDTvzXF7dhRkcyDpW2KkmVZCAgSZKkKhgh1QEvkMZ6j5PKgdOBZSWua7Z1kCBkF3A\/sBeYT\/5+DAQkTYlpgCRJkqroYeBPSbPBj5NgYLxme3UzAmwDtvLiJosjuGVA0hQZCEiSJKmqtgKfA54A3g58gOytr6t+YB1wA\/BtYDvZKtBf3CRpSgwEJEmSVGW7gO+SrQQdwDuAo0tcz0waBp4Gfgw8xugWgX6sDpB0GBw7KEmSpKobJmMJfw\/4Y+DBUlczc7pI2NEB9I75vGGApMNiU0FJkiTVxXYSBjwDLCdjCueQsvo66CATBZ4B1gIrSO+EIdJgUZKmxEBAkiRJddILPElK6nuAVeTEuS6hQBepCFhBtke8GthIRjIOl7csSVVkGiBJkqS6GQDuJFfS7wc+CVxJPY595wAXAGeR8YODpKni3WTigiRNWh2eFCVJkqTxbAa+RE6U3wO8DDgFmE+1e2nNY\/Q4vpdUBtSlAkLSLDIQkCRJUp31At8jWwjOAS4DrgGuAlaWuK7D1Qc8ANwKLAL2AjcCe8pclKRqMhCQJElS3fWTvgJPAt8Bzgd+DXg\/cCzQWd7SpmwAWA\/8Lekd0EHCAPsHSJoyAwFJkiS1g+ZoviEyieAPyFSCjwNnlrSmw7EQOIlse7AqQNIRccqAJEmS2tEe4CngOODlJa9lKhpkpGIf0A0cXXxuX4lrklRRBgKSJElqV3tJqf01ZIxfVSwATgBeA1wN7AYex20Dkqaoyt1VJUmSpCN1P\/BFYAOZRrCXbCtoVSPAtuLtRcDrgfPIFgJJmhLLAyRJktTONgGfJVMITgOOIk0Hr6A1qwZ2kQkD64E3k8kJy8tbjqQqMxCQJElSu3sSeIY07FsEnAu8B3g7sLrEdY01TCoXngNuAe4ElgBnA6eSbQR7y1qcpGoyEJAkSZIyzm93cdtCTrz3Ax8DVpW4rqYhslWgp7jdD3yNVDPsJkGGJE2JgYAkSZL0YoPA08DNwHWMdvIv05zidhJwLXAj8B2yhWAOsKO0lUmqLJsKSpIkSS81QhoNPkLG+5W5jqHi7SrgeOC1wLtII8FbitueshYoqboMBCRJkqSXGgKeJVUC60tawyCwkWwPeLBYz37gWOCDwFVjvm+kjAVKqja3DEiSJEnj2wPcBjwAXFjC4w+T6oRnSCgxALwCeCWwjDQVlKTDZoWAJEmSNLFNwI+Bh8iV+NnURfoXnESmCGwBnichwbPAullej6SasUJAkiRJmlgv8F1ytf6XgFeTk\/TZ0ACWA+cBS4EzSB+BuWREYrPZodsFJB0WAwFJkiRpYiPkqvwXgbuBPuCd5Ir9bGiQkYJnAieS4\/e5wDnApcDtJLSQpCkzEJAkSZIOrrmX\/z7g82Tv\/uXACQd8X3MiQCfTP6awg1QFNB9nK7CdBBSSdFgMBCRJkqTJuxXYRwKBNwGXATuAp8kJ+nLS\/f\/EGVxDN\/BD4OekWgAMBiQdBgMBSZIkafK6SZn+\/cXbi0nJ\/lPAC2Rf\/28BH2PmthV0A7tIs8FrSBjwCxJKDM3QY0qqIQMBSZIkaWpGyEn5vSQY6AD6i689B3wLeDnZ4z8TFgDXAhcAZxfruRX4DKkasMmgpEkxEJAkSZIOz3BxO9ADwD8CO4HVpNfAIqavr8AS4Mri\/fnF29NJj4ENJJSQpEPqvH6NmYAkSZI0jXqAZ4A7gLtIGf\/pjJ68H6kG0FXcGsWtE1gB\/AxYN02PI6nmTAMkSZKk6TUAPEtCAUjFwE4yrvDUGXzcXcDgDN6\/pJrpKHsBkiRJUg2N3cf\/JPBnwJ8CD87gY+4jYYQkTYqBgCRJkjTzngI+C3yKbCPonYHHmE+2DkxXrwJJNWcgIEmSJM2OHcAXgd8je\/2nexrARmDzDNyvpJqyh4AkSZI0e\/aRsYSLgXOBk6bpfncDPyWhgCRNihUCkiRJ0uzqBX4EfAXYzvijC6diALgB+CYJHCRpUqwQkCRJkmbfeuDPgQ3AFcClwPnF14bIhbvxegGMkG0B3cAp5Hj+JuAvgUdmcsGS6qfz+jVmApIkSVIJdgAPA3eQk\/wOMpHgyeL9ecXbsVW9W4G\/J9sO5hT38QXgh0DfbC1cUj2YBkiSJEnl2VPctgIPkO0Ec4BrSOXAcuB0RnsN3Ax8vvjeR4FTgZ8De2dxzZJqorHtP84rew2SJEmSXmwpcBwZJXg6cDnZLvBj4BbSN2AusJCEAUOlrFJSpVkhIEmSJLWeZuUAwOPA7SQQ2EXCAID+4iZJh+X\/B\/XCIpufsq7xAAAAAElFTkSuQmCC\"><\/image><\/pattern><\/defs><rect id=\"neuronio_2\" data-name=\"neuronio 2\" width=\"52\" height=\"52\" fill=\"url(#pattern)\"><\/rect><\/svg><\/div>\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-3b9e095 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3b9e095\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-d9b213e\" data-id=\"d9b213e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c4dbcc4 elementor-widget elementor-widget-counter\" data-id=\"c4dbcc4\" data-element_type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\"><\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"2000\" data-to-value=\"850\" data-from-value=\"0\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\"><\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-91ce931\" data-id=\"91ce931\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2127bce elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"2127bce\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Enrolled in the selection<br \/>from the beginning in 2013<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-9334a84 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"9334a84\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-cdbd2ef\" data-id=\"cdbd2ef\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e68d437 elementor-widget elementor-widget-counter\" data-id=\"e68d437\" data-element_type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\"><\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"2000\" data-to-value=\"203\" data-from-value=\"0\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\"><\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-3341523\" data-id=\"3341523\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-33bffbc elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"33bffbc\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Newcomers in<br \/>master&#039;s degree so far<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-b046df6 elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"b046df6\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-29ff575\" data-id=\"29ff575\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-82d7123 elementor-widget elementor-widget-counter\" data-id=\"82d7123\" data-element_type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\"><\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"2000\" data-to-value=\"131\" data-from-value=\"0\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\"><\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-50fd23f\" data-id=\"50fd23f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7b83a95 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"7b83a95\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>defended dissertations<br>until February\/2024<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-98ba539 elementor-section-full_width elementor-hidden-desktop elementor-section-height-default elementor-section-height-default\" data-id=\"98ba539\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-8030dd0\" data-id=\"8030dd0\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5f70788 elementor-widget elementor-widget-heading\" data-id=\"5f70788\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">Teaching<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-fd77d02 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"fd77d02\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7871fe5 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"7871fe5\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>The Santos Dumont Institute offers the <strong>one and only<\/strong> <strong>master&#039;s degree<\/strong> of Brazil in Neuroengineering and the <strong>single Multiprofessional Residency program<\/strong> in Health Care for Persons with Disabilities in Brazil.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c42f908 elementor-tablet-align-center elementor-mobile-align-center elementor-widget elementor-widget-button\" data-id=\"c42f908\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/institutosantosdumont.org.br\/en\/pos-graduacao-neuroengenharia\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">postgraduate enrollment<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8185827 elementor-tablet-align-center elementor-mobile-align-center elementor-widget elementor-widget-button\" data-id=\"8185827\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/institutosantosdumont.org.br\/en\/residencia-multiprofissional\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Residence Registration<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-9fed0db\" data-id=\"9fed0db\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-bad4d94 elementor-hidden-desktop elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"bad4d94\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div 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\"><\/image><\/pattern><\/defs><rect id=\"neuronio_2\" data-name=\"neuronio 2\" width=\"52\" height=\"52\" fill=\"url(#pattern)\"><\/rect><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7491aaa elementor-widget elementor-widget-text-editor\" data-id=\"7491aaa\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>NUMBERS OF THE MASTER IN NEUROENGINEERING<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-02fb219 elementor-widget-divider--view-line_icon elementor-widget-divider--element-align-right elementor-view-default elementor-widget elementor-widget-divider\" data-id=\"02fb219\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon elementor-divider__element\">\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-4152ce6 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4152ce6\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-5dd6903\" data-id=\"5dd6903\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d1a3239 elementor-widget elementor-widget-counter\" data-id=\"d1a3239\" data-element_type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\"><\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"2000\" data-to-value=\"850\" data-from-value=\"0\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\"><\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-ace6964\" data-id=\"ace6964\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d8d49d4 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"d8d49d4\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Enrolled in the selection<br \/>from the beginning in 2013<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-6f661e3 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"6f661e3\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-69a94db\" data-id=\"69a94db\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-454dfe8 elementor-widget elementor-widget-counter\" data-id=\"454dfe8\" data-element_type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\"><\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"2000\" data-to-value=\"203\" data-from-value=\"0\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\"><\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-d751f7f\" data-id=\"d751f7f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d453908 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"d453908\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Newcomers in<br \/>master&#039;s degree so far<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-a25ca54 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"a25ca54\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-d1c7b14\" data-id=\"d1c7b14\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-159c1ac elementor-widget elementor-widget-counter\" data-id=\"159c1ac\" data-element_type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\"><\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"2000\" data-to-value=\"131\" data-from-value=\"0\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\"><\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-95be68a\" data-id=\"95be68a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-49bd3f9 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"49bd3f9\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>defended dissertations<br \/>until August\/2024<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-63be1f3 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"63be1f3\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-1352298\" data-id=\"1352298\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-fd4d391 elementor-widget elementor-widget-heading\" data-id=\"fd4d391\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">TEACHING TOPICS<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-defe386 elementor-widget elementor-widget-toggle\" data-id=\"defe386\" data-element_type=\"widget\" data-widget_type=\"toggle.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-toggle\">\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2331\" class=\"elementor-tab-title\" data-tab=\"1\" role=\"button\" aria-controls=\"elementor-tab-content-2331\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><i class=\"fas fa-plus\"><\/i><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-times\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Postgraduate Degree in Neuroengineering<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-2331\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"region\" aria-labelledby=\"elementor-tab-title-2331\"><p>Neuroengineering, an interdisciplinary research area that integrates neuroscience and engineering methods to study the functioning of the nervous system and develop solutions for limitations and dysfunctions associated with this system.<\/p><p>The structure of the Program was designed to overcome existing barriers between exact, biological and human graduations. There is an evident need for real multidisciplinary training in Brazil, especially in the Northeast region.<\/p><p><strong>The IIN-ELS master&#039;s degree is free, lasts 24 months and has Biomedical Engineering as its concentration area. Selection processes take place twice a year.<\/strong><\/p><p><a href=\"https:\/\/institutosantosdumont.org.br\/en\/pos-graduacao-neuroengenharia\/\"><span style=\"color: #234c4d;\"><strong><span style=\"text-decoration: underline;\">ABOUT THE PROGRAM<\/span><\/strong><\/span><\/a><br \/><a href=\"https:\/\/institutosantosdumont.org.br\/en\/matriz-curricular-neurogengenharia\/\"><span style=\"text-decoration: underline; color: #234c4d;\"><strong>CURRICULUM<\/strong><\/span><\/a><br \/><a href=\"https:\/\/institutosantosdumont.org.br\/en\/pesquisadores-iinels\/\"><span style=\"text-decoration: underline; color: #234c4d;\"><strong>FACULTY<\/strong><\/span><\/a><br \/><a href=\"https:\/\/institutosantosdumont.org.br\/en\/corpo-discente-neuroengenharia\/\"><span style=\"text-decoration: underline; color: #234c4d;\"><strong>STUDENT BODY<\/strong><\/span><\/a><br \/><a href=\"https:\/\/institutosantosdumont.org.br\/en\/area-do-aluno\/\"><span style=\"text-decoration: underline; color: #234c4d;\"><strong>STUDENT AREA<\/strong><\/span><\/a><br \/><a href=\"https:\/\/institutosantosdumont.org.br\/en\/pos-graduacao-neuroengenharia\/perguntas-mestrado\/\"><span style=\"color: #234c4d;\"><strong><span style=\"text-decoration: underline;\">QUESTIONS<\/span> <span style=\"text-decoration: underline;\">FREQUENT<\/span><\/strong><\/span><\/a><br \/><a href=\"https:\/\/institutosantosdumont.org.br\/en\/matriculas-mestrado-neuroengenharia\/\"><span style=\"color: #234c4d;\"><strong><span style=\"text-decoration: underline;\">ENROLLMENTS NO<\/span> <span style=\"text-decoration: underline;\">MASTER IN<\/span> <span style=\"text-decoration: underline;\">NEUROENGINEERING<\/span><\/strong><\/span><\/a><\/p><p><strong><span style=\"color: #6e8f90;\">Questions at the ISD Academic Secretariat<\/span><\/strong><br \/><span style=\"color: #6e8f90;\">secretaria.academica@isd.org.br \/ (84) 99127-6085 <\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-352eda2 elementor-button-success elementor-align-center elementor-widget elementor-widget-button\" data-id=\"352eda2\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/institutosantosdumont.org.br\/wp-content\/uploads\/2025\/05\/Edital_002_2025_PPGN_Mestrado.pdf\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-file\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Selection 2025.2 - Access the notice<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-61cffe5 elementor-widget elementor-widget-toggle\" data-id=\"61cffe5\" data-element_type=\"widget\" data-widget_type=\"toggle.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-toggle\">\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-1021\" class=\"elementor-tab-title\" data-tab=\"1\" role=\"button\" aria-controls=\"elementor-tab-content-1021\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><i class=\"fas fa-plus\"><\/i><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-times\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Health Residence for Persons with Disabilities<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-1021\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"region\" aria-labelledby=\"elementor-tab-title-1021\"><p>O <span style=\"text-decoration: underline;\"><strong>Anita Garibaldi Health Education and Research Center (Anita)<\/strong><\/span> (ISD), since 2017 offers the only Multidisciplinary Residency program in Health Care for Persons with Disabilities in Brazil. The Program is enabled by <strong>Ministry of Health<\/strong> as <strong>Specialized Rehabilitation Center - CER IV<\/strong>, in the areas of <strong>hearing, physical, intellectual and visual impairment.<\/strong><\/p><p><strong>THE ACTIONS OF CER IV ISD ARE ORGANIZED INTO THE FOLLOWING CLINICS:<\/strong><br \/>Epilepsy (child and adult)<br \/>Parkinson&#039;s<br \/>Autism Spectrum Disorder (ASD)<br \/>Spinal Cord Injury (children and adults)<br \/>Microcephaly<br \/>Hearing Impairment (children and adults)<br \/>Prematurity <br \/>Neurogenic bladder<\/p><p>The ISD Residency Program is aimed at professionals in the areas of <strong>Physiotherapy, Speech Therapy, Psychology and Social Work<\/strong>, adding the areas of teaching, research and extension.<\/p><p>In addition, the Program contemplates the performance interface <strong>jointly with the Graduate Program in Neuroengineering<\/strong> from the Edmond and Lily Safra International Institute of Neurosciences (IIN-ELS).<\/p><p><span style=\"text-decoration: underline;\"><strong>OPEN SELECTION PROCESSES<\/strong><\/span><br \/><span style=\"text-decoration: underline;\"><strong>PREVIOUS SELECTION PROCESSES<\/strong><\/span><\/p><p style=\"padding-left: 40px;\"><span style=\"text-decoration: underline; color: #234c4d;\"><strong>PRECEPTORS<\/strong><\/span><br \/><span style=\"text-decoration: underline; color: #234c4d;\"><strong>COMMON QUESTIONS<\/strong><\/span><\/p><p><strong><span style=\"color: #6e8f90;\">Questions at the ISD Academic Secretariat<\/span><\/strong><br \/><span style=\"color: #6e8f90;\">secretaria.academica@isd.org.br<\/span><span style=\"color: #6e8f90;\">\u00a0\/ (84) 99127-6085<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-1022\" class=\"elementor-tab-title\" data-tab=\"2\" role=\"button\" aria-controls=\"elementor-tab-content-1022\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><i class=\"fas fa-plus\"><\/i><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-times\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Permanent Education<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-1022\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"2\" role=\"region\" aria-labelledby=\"elementor-tab-title-1022\"><p>With the objective of developing permanent education actions aimed at health professionals, the Institute signed agreements with city halls of municipalities that are part of the 7th Health Region of Rio Grande do Norte, covering Maca\u00edba, S\u00e3o Gon\u00e7alo do Amarante and Extremoz.<\/p><p>The schedule of activities includes <strong>debates and clinical case studies<\/strong> axis related <strong>Health of People with Disabilities<\/strong>, with topics like <strong>Capacitism, Care Network for Persons with Disabilities; to the Women&#039;s Health Axis<\/strong>, where issues such as <strong>teenage pregnancy, family planning<\/strong> and the <strong>child health book<\/strong>; in addition to ongoing education activities on <strong>Sexual Violence Network<\/strong> for professionals in Maca\u00edba.<\/p><p>Courses are taught by <strong>Multiprofessional or Medical Preceptors<\/strong> who work in <strong><span style=\"text-decoration: underline;\">Anita Center<\/span><\/strong>, and also count on the participation of residents of the Multidisciplinary Residency Program in Health Care for Persons with Disabilities.<\/p><p><a href=\"https:\/\/institutosantosdumont.org.br\/en\/cartilhas-informativas\/\"><span style=\"color: #234c4d;\"><strong><span style=\"text-decoration: underline;\">DISCOVER OUR INFORMATION BOOKLETS<\/span><\/strong><\/span><\/a><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c1a20ee elementor-widget elementor-widget-toggle\" data-id=\"c1a20ee\" data-element_type=\"widget\" data-widget_type=\"toggle.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-toggle\">\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2031\" class=\"elementor-tab-title\" data-tab=\"1\" role=\"button\" aria-controls=\"elementor-tab-content-2031\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><i class=\"fas fa-plus\"><\/i><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-times\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Scientific and Technological Initiation Program<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-2031\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"region\" aria-labelledby=\"elementor-tab-title-2031\"><p>The Voluntary Scientific and Technological Initiation (ICTV) program aims to assist undergraduate or high school students who wish to develop their research activities under the guidance of a qualified researcher at ISD units, recognizing and certifying Scientific Initiation, Technological Initiation and Junior Scientific Initiation projects that do not have scholarship availability.\u00a0<\/p><p>The program is organized and maintained by the Institutional Committee for Scientific Initiation, which is responsible for providing information and providing opinions on applications.<\/p><p>To register as a volunteer, you only need a referral from one of the ISD teachers. The list of teachers and their contacts can be accessed at this link\u00a0<a href=\"https:\/\/institutosantosdumont.org.br\/en\/pesquisadores-iinels\/\"><strong>address<\/strong><\/a>.<\/p><p>It is recommended to contact the faculty and learn more about the institute before filling out the form to become an IC, IT or ICJ.\u00a0<strong>voluntary<\/strong>\u00a0on ISD.<\/p><p><b>BAGS<\/b><\/p><p>Scholarships for the Scientific Initiation Programs (PIBIC), Technological Initiation and Innovation (PIBITI) and Scientific Initiation-High School (PIBIC-EM) will be offered by ISD through grants and notices from research-promoting bodies and foundations.<\/p><p><strong>ATTENTION:<\/strong>\u00a0To register for the notices and compete for the\u00a0<strong>scholarships available<\/strong>\u00a0access this\u00a0<strong><a href=\"https:\/\/institutosantosdumont.org.br\/en\/editais-ict\/\">link<\/a><\/strong><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2032\" class=\"elementor-tab-title\" data-tab=\"2\" role=\"button\" aria-controls=\"elementor-tab-content-2032\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><i class=\"fas fa-plus\"><\/i><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-times\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Move La Am\u00e9rica Program (Capes)<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-2032\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"2\" role=\"region\" aria-labelledby=\"elementor-tab-title-2032\"><p>The Move La Am\u00e9rica Program, organized by the Coordination for the Improvement of Higher Education Personnel (Capes), aims to complement the internationalization efforts of Brazilian Higher Education Institutions by attracting students linked to foreign teaching and research institutions in America Latin and Caribbean, allowing the strengthening of Postgraduate Programs (PPG) and the creation of an international institutional environment.<\/p><p>Internships, research, extension activities and, occasionally, courses in Postgraduate Programs (PPG) of Brazilian Higher Education Institutions (IES). This is the focus of the program, which offers scholarships in the master&#039;s and doctoral sandwich programs in Brazil, always in areas related to its field of activity.<\/p><p>O\u00a0<b>Santos Dumont Institute<\/b>\u00a0is one of the participating institutions, offering 10 master&#039;s degree places* for foreign postgraduate students from Latin America and the Caribbean. The places are for\u00a0<b>master&#039;s degree\u00a0<\/b>from the institution&#039;s Postgraduate Program in Neuroengineering (PPGN).<\/p><h6><span style=\"text-decoration: underline; color: #008080;\"><a style=\"color: #008080;\" href=\"https:\/\/www.gov.br\/capes\/pt-br\/acesso-a-informacao\/acoes-e-programas\/bolsas\/bolsas-e-auxilios-internacionais\/encontre-aqui\/paises\/multinacional\/programa-move-la-america\" target=\"_blank\" rel=\"noopener noreferrer nofollow\"><i><span style=\"font-weight: 400;\">Find out more: check out the program&#039;s official page on Capes&#039; institutional website<\/span><\/i><\/a><\/span><\/h6><p><strong>About the Master&#039;s Degree<\/strong><\/p><p><a href=\"https:\/\/institutosantosdumont.org.br\/en\/matriz-curricular-neurogengenharia\/\"><span style=\"text-decoration: underline; color: #234c4d;\"><strong>CURRICULUM<\/strong><\/span><\/a><br \/><a href=\"https:\/\/institutosantosdumont.org.br\/en\/pesquisadores-iinels\/\"><span style=\"text-decoration: underline; color: #234c4d;\"><strong>FACULTY<\/strong><\/span><\/a><br \/><a href=\"https:\/\/institutosantosdumont.org.br\/en\/pos-graduacao-neuroengenharia\/perguntas-mestrado\/\"><span style=\"color: #234c4d;\"><strong><span style=\"text-decoration: underline;\">QUESTIONS<\/span> <span style=\"text-decoration: underline;\">FREQUENT<\/span><\/strong><\/span><\/a><\/p><p><strong><span style=\"color: #6e8f90;\">ISD Academic Secretariat<\/span><\/strong><br \/><span style=\"color: #6e8f90;\">secretaria.academica@isd.org.br \/ (84) 99127-6085 <\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-53f4f93 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"53f4f93\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-303b727\" data-id=\"303b727\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-9d538bf elementor-widget elementor-widget-text-editor\" data-id=\"9d538bf\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Highlights in Teaching<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ea06828 elementor-widget elementor-widget-ucaddon_post_magazine_grid\" data-id=\"ea06828\" data-element_type=\"widget\" data-widget_type=\"ucaddon_post_magazine_grid.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n<!-- start Post Magazine Grid -->\n\t\t<link id='font-awesome-css' href='https:\/\/institutosantosdumont.org.br\/wp-content\/plugins\/unlimited-elements-for-elementor-premium\/assets_libraries\/font-awesome6\/fontawesome-all.min.css' type='text\/css' rel='stylesheet' >\n\t\t<link id='font-awesome-4-shim-css' href='https:\/\/institutosantosdumont.org.br\/wp-content\/plugins\/unlimited-elements-for-elementor-premium\/assets_libraries\/font-awesome6\/fontawesome-v4-shims.min.css' type='text\/css' rel='stylesheet' >\n\n<style>\/* widget: Post Magazine Grid *\/\n\n\n\n#uc_post_magazine_grid_elementor_ea06828 *\n{\n  box-sizing:border-box;\n}\n#uc_post_magazine_grid_elementor_ea06828\n{\n  display: grid;\n  grid-auto-rows: 1fr;\n}\n\n#uc_post_magazine_grid_elementor_ea06828 div.ue-grid-item\n{\n  overflow:hidden;\n  display:flex;\n  position:relative;\n}\n\n#uc_post_magazine_grid_elementor_ea06828 .ue-grid-item-image img\n{\n  width:100%;\n  display:block;\n}\n\n\n#uc_post_magazine_grid_elementor_ea06828.ue-layout-cover .ue-grid-item-image\n{\n  position:absolute;\n  top:0;\n  left:0;\n  bottom:0;\n  right:0;\n}\n\n#uc_post_magazine_grid_elementor_ea06828.ue-layout-cover .ue-grid-item-image img\n{\n  height:100%;\n  object-fit: cover;\n}\n\n#uc_post_magazine_grid_elementor_ea06828.ue-layout-cover .ue-grid-item-content\n{\n  position:absolute;\n  width:100%;\n  bottom:0px;\n}\n\n#uc_post_magazine_grid_elementor_ea06828 .ue-grid-item-image-overlay\n{\n  position:absolute;\n  width:100%;\n  top:0;\n  display:block;\n  bottom:0;\n  height:100%;\n  transition:0.3s;\n}\n\n.ue-grid-item-title a\n{\n  font-size:21px;\n  font-weight:bold;\n}\n\n.ue-grid-item-category a\n{\n  display:inline-block;\n  font-size:10px;\n  text-transform:uppercase;\n}\n\n#uc_post_magazine_grid_elementor_ea06828 .uc_more_btn{\n\n  text-align:center;\n  text-decoration:none;\n  transition:0.3s;\n}\n\n#uc_post_magazine_grid_elementor_ea06828 .ue-grid-item-meta-data\n{\n  display:flex;\n  flex-wrap: wrap;\n}\n\n.ue-grid-item-meta-data\n{\n  font-size:12px;\n}\n\n#uc_post_magazine_grid_elementor_ea06828 .ue-grid-item-meta-data-icon\n{\n  line-height:1em;\n}\n\n#uc_post_magazine_grid_elementor_ea06828 .ue-grid-item-meta-data-icon svg\n{\n  width:1em;\n  height:1em;\n}\n\n\t#uc_post_magazine_grid_elementor_ea06828 .ue-grid-item-category\n    {\n      position:absolute;\n      top:15px;\n     left:30px;\n      line-height:1em;\n    }\n\n\n#uc_post_magazine_grid_elementor_ea06828 .ue-date-calendar\n{\n      position:absolute;\n      top:0px;\n     left:0px;\n     text-align:center;\n    }\n\n@media only screen and (max-width: 600px) {\n  #uc_post_magazine_grid_elementor_ea06828 div.ue-grid-item\n  {\n    grid-column: span 1;\n    grid-row: span 1;\n  }\n  #uc_post_magazine_grid_elementor_ea06828\n  {\n  grid-template-columns: repeat(1, 1fr);\n  }\n}\n\n<\/style>\n\n<div id=\"uc_post_magazine_grid_elementor_ea06828\" class=\"post_magazine_grid ue-layout-cover uc-items-wrapper uc-avoid-duplicates\"  data-postids='34702,34676,34601,34566,34537,34438'>\n\t<div class=\"ue-grid-item\">\n\t<div class=\"ue-grid-item-image\">\n       \n          <img decoding=\"async\" src=\"https:\/\/institutosantosdumont.org.br\/wp-content\/uploads\/2026\/03\/1.jpeg\"  alt=\"H\u00e1 quatro fotos dispostas lado a lado, de pessoas falando ao microfone; a primeira foto mostra uma jovem de cabelos pretos e ondulados, usando \u00f3culos e um vestido preto. A segunda foto \u00e9 de um homem de cabelos grisalhos, usando \u00f3culos e uma camisa social branca. A terceira foto \u00e9 de uma mulher de cabelo loiro cacheado, usando uma blusa bege. A \u00faltima foto \u00e9 de uma mulher de cabelo castanho arruivado, usando \u00f3culos e uma blusa preta.\" width=\"1600\" height=\"900\">  \n      \t\n      \n      <a class=\"ue-grid-item-image-overlay\" href=\"https:\/\/institutosantosdumont.org.br\/en\/neuroengenheiros-formados-pelo-isd-dao-continuidade-a-pesquisas-basicas-e-aplicadas-em-programas-de-doutorado\/\"><\/a>\n    <\/div>\n    <div class=\"ue-grid-item-content\">\n      \n          \n      \n            <div class=\"ue-grid-item-meta-data\">\n        <div class=\"ue-grid-item-meta-data-date\"><span class=\"ue-grid-item-meta-data-icon\"><i class=''><\/i><\/span> March 23, 2026<\/div>                                \n      <\/div>\n            \n      <div class=\"ue-grid-item-title\"><a href=\"https:\/\/institutosantosdumont.org.br\/en\/neuroengenheiros-formados-pelo-isd-dao-continuidade-a-pesquisas-basicas-e-aplicadas-em-programas-de-doutorado\/\">Neuroengineers trained at ISD continue their basic and applied research in doctoral programs.<\/a><\/div>      \n            \n            <div class=\"ue-grid-item-button\"><a class=\"uc_more_btn\" href=\"https:\/\/institutosantosdumont.org.br\/en\/neuroengenheiros-formados-pelo-isd-dao-continuidade-a-pesquisas-basicas-e-aplicadas-em-programas-de-doutorado\/\">Read more<\/a><\/div>    <\/div>\n  \n    \n            \n      \t<div class=\"ue-grid-item-category\">\n        <a href=\"https:\/\/institutosantosdumont.org.br\/en\/Not\u00edcias\/cat_noticia\/neuroengenharia\/\">NEUROENGINEERING<\/a>\n      <\/div>\n      \n              \n    \n  \n<\/div>\n<div class=\"ue-grid-item\">\n\t<div class=\"ue-grid-item-image\">\n       \n          <img decoding=\"async\" src=\"https:\/\/institutosantosdumont.org.br\/wp-content\/uploads\/2026\/03\/WhatsApp-Image-2026-03-19-at-10.06.44-scaled.jpeg\"  alt=\"WhatsApp Image 2026-03-19 at 10.06\" width=\"2560\" height=\"1920\">  \n      \t\n      \n      <a class=\"ue-grid-item-image-overlay\" href=\"https:\/\/institutosantosdumont.org.br\/en\/semana-do-cerebro-isd-leva-neurociencias-e-novas-tecnologias-a-escola-da-zona-rural-de-macaiba\/\"><\/a>\n    <\/div>\n    <div class=\"ue-grid-item-content\">\n      \n          \n      \n            <div class=\"ue-grid-item-meta-data\">\n        <div class=\"ue-grid-item-meta-data-date\"><span class=\"ue-grid-item-meta-data-icon\"><i class=''><\/i><\/span> March 19, 2026<\/div>                                \n      <\/div>\n            \n      <div class=\"ue-grid-item-title\"><a href=\"https:\/\/institutosantosdumont.org.br\/en\/semana-do-cerebro-isd-leva-neurociencias-e-novas-tecnologias-a-escola-da-zona-rural-de-macaiba\/\">Brain Week: ISD brings neuroscience and new technologies to a rural school in Maca\u00edba.<\/a><\/div>      \n            \n            <div class=\"ue-grid-item-button\"><a class=\"uc_more_btn\" href=\"https:\/\/institutosantosdumont.org.br\/en\/semana-do-cerebro-isd-leva-neurociencias-e-novas-tecnologias-a-escola-da-zona-rural-de-macaiba\/\">Read more<\/a><\/div>    <\/div>\n  \n    \n            \n      \t<div class=\"ue-grid-item-category\">\n        <a href=\"https:\/\/institutosantosdumont.org.br\/en\/Not\u00edcias\/cat_noticia\/educacao-cientifica\/\">SCIENTIFIC EDUCATION<\/a>\n      <\/div>\n      \n              \n    \n  \n<\/div>\n<div class=\"ue-grid-item\">\n\t<div class=\"ue-grid-item-image\">\n       \n          <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/institutosantosdumont.org.br\/wp-content\/uploads\/2026\/03\/Pesquisa-consiste-em-um-protocolo-para-estudo-de-caso-utilizando-um-dispositivo-de-eletroestimulacao.-Foto-Ascom-ISD.jpeg\"  alt=\"A imagem mostra um dispositivo de neuroengenharia.\" width=\"1600\" height=\"1066\">  \n      \t\n      \n      <a class=\"ue-grid-item-image-overlay\" href=\"https:\/\/institutosantosdumont.org.br\/en\/artigo-publicado-em-periodico-internacional-reforca-impactos-da-neuroengenharia-aliada-a-reabilitacao-da-lesao-medular\/\"><\/a>\n    <\/div>\n    <div class=\"ue-grid-item-content\">\n      \n          \n      \n            <div class=\"ue-grid-item-meta-data\">\n        <div class=\"ue-grid-item-meta-data-date\"><span class=\"ue-grid-item-meta-data-icon\"><i class=''><\/i><\/span> March 10, 2026<\/div>                                \n      <\/div>\n            \n      <div class=\"ue-grid-item-title\"><a href=\"https:\/\/institutosantosdumont.org.br\/en\/artigo-publicado-em-periodico-internacional-reforca-impactos-da-neuroengenharia-aliada-a-reabilitacao-da-lesao-medular\/\">Article published in international journal reinforces the impacts of neuroengineering combined with spinal cord injury rehabilitation.<\/a><\/div>      \n            \n            <div class=\"ue-grid-item-button\"><a class=\"uc_more_btn\" href=\"https:\/\/institutosantosdumont.org.br\/en\/artigo-publicado-em-periodico-internacional-reforca-impactos-da-neuroengenharia-aliada-a-reabilitacao-da-lesao-medular\/\">Read more<\/a><\/div>    <\/div>\n  \n    \n            \n      \t<div class=\"ue-grid-item-category\">\n        <a href=\"https:\/\/institutosantosdumont.org.br\/en\/Not\u00edcias\/destaque_noticia\/\">EMPHASIS<\/a>\n      <\/div>\n      \n              \n    \n  \n<\/div>\n<div class=\"ue-grid-item\">\n\t<div class=\"ue-grid-item-image\">\n       \n          <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/institutosantosdumont.org.br\/wp-content\/uploads\/2026\/02\/ISD-divulga-resultado-da-primeira-chamada-do-mestrado-em-Neuroengenharia-2026.1-Foto_Ascom_ISD-scaled.jpg\"  alt=\"ISD divulga resultado da primeira chamada do mestrado em Neuroengenharia 2026\" width=\"2560\" height=\"1707\">  \n      \t\n      \n      <a class=\"ue-grid-item-image-overlay\" href=\"https:\/\/institutosantosdumont.org.br\/en\/isd-divulga-resultado-da-primeira-chamada-do-mestrado-em-neuroengenharia-2026-1\/\"><\/a>\n    <\/div>\n    <div class=\"ue-grid-item-content\">\n      \n          \n      \n            <div class=\"ue-grid-item-meta-data\">\n        <div class=\"ue-grid-item-meta-data-date\"><span class=\"ue-grid-item-meta-data-icon\"><i class=''><\/i><\/span> February 27, 2026<\/div>                                \n      <\/div>\n            \n      <div class=\"ue-grid-item-title\"><a href=\"https:\/\/institutosantosdumont.org.br\/en\/isd-divulga-resultado-da-primeira-chamada-do-mestrado-em-neuroengenharia-2026-1\/\">ISD announces results of the first call for applications for the Master&#039;s program in Neuroengineering 2026.1.<\/a><\/div>      \n            \n            <div class=\"ue-grid-item-button\"><a class=\"uc_more_btn\" href=\"https:\/\/institutosantosdumont.org.br\/en\/isd-divulga-resultado-da-primeira-chamada-do-mestrado-em-neuroengenharia-2026-1\/\">Read more<\/a><\/div>    <\/div>\n  \n    \n            \n      \t<div class=\"ue-grid-item-category\">\n        <a href=\"https:\/\/institutosantosdumont.org.br\/en\/Not\u00edcias\/destaque_noticia\/\">EMPHASIS<\/a>\n      <\/div>\n      \n              \n    \n  \n<\/div>\n<div class=\"ue-grid-item\">\n\t<div class=\"ue-grid-item-image\">\n       \n          <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/institutosantosdumont.org.br\/wp-content\/uploads\/2026\/02\/David-a-direita-destaca-a-experimentacao-pratica-com-diferentes-ferramentas-e-recursos-e-o-desenvolvimento-do-projeto-de-pesquisa-coletivo.-Foto-Acervo-pessoal-David-Meneses.jpeg\"  alt=\"Uma foto de uma sala de aula com tr\u00eas pessoas em p\u00e9 na frente de um quadro negro. H\u00e1 uma mulher \u00e0 esquerda, de cabelo preso em coque, usando blusa escura e shorts escuros, com uma bolsa tiracolo. No centro h\u00e1 um homem de pele clara com barba e cabelo curto, usando camiseta azul clara e shorts escuros, com o bra\u00e7o dobrado na frente do corpo. \u00c0 direita h\u00e1 um homem de pele morena, cabelo curto, usando camiseta preta e cal\u00e7a jeans, com um crach\u00e1 no peito. Na frente deles h\u00e1 uma mesa de madeira com um notebook aberto e outros itens pequenos em cima, al\u00e9m de um trip\u00e9 ao lado. O quadro negro atr\u00e1s tem escrita com giz, mas o texto n\u00e3o est\u00e1 leg\u00edvel nesta imagem.\" width=\"1280\" height=\"960\">  \n      \t\n      \n      <a class=\"ue-grid-item-image-overlay\" href=\"https:\/\/institutosantosdumont.org.br\/en\/mestrando-do-isd-participa-de-programa-de-ensino-internacional-na-universidade-de-sao-paulo\/\"><\/a>\n    <\/div>\n    <div class=\"ue-grid-item-content\">\n      \n          \n      \n            <div class=\"ue-grid-item-meta-data\">\n        <div class=\"ue-grid-item-meta-data-date\"><span class=\"ue-grid-item-meta-data-icon\"><i class=''><\/i><\/span> February 23, 2026<\/div>                                \n      <\/div>\n            \n      <div class=\"ue-grid-item-title\"><a href=\"https:\/\/institutosantosdumont.org.br\/en\/mestrando-do-isd-participa-de-programa-de-ensino-internacional-na-universidade-de-sao-paulo\/\">ISD Master&#039;s student participates in international teaching program at the University of S\u00e3o Paulo.<\/a><\/div>      \n            \n            <div class=\"ue-grid-item-button\"><a class=\"uc_more_btn\" href=\"https:\/\/institutosantosdumont.org.br\/en\/mestrando-do-isd-participa-de-programa-de-ensino-internacional-na-universidade-de-sao-paulo\/\">Read more<\/a><\/div>    <\/div>\n  \n    \n            \n      \t<div class=\"ue-grid-item-category\">\n        <a href=\"https:\/\/institutosantosdumont.org.br\/en\/Not\u00edcias\/destaque_noticia\/\">EMPHASIS<\/a>\n      <\/div>\n      \n              \n    \n  \n<\/div>\n<div class=\"ue-grid-item\">\n\t<div class=\"ue-grid-item-image\">\n       \n          <img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/institutosantosdumont.org.br\/wp-content\/uploads\/2026\/02\/WhatsApp-Image-2026-02-02-at-11.30.20.jpeg\"  alt=\"Tr\u00eas pessoas em um ambiente de fisioterapia. Ao centro, h\u00e1 um homem em cadeira de rodas, usando \u00f3culos e camiseta azul\u2011escura com uma faixa clara no peito. Ele est\u00e1 sorrindo levemente e com as m\u00e3os apoiadas no colo. \u00c0 frente dele, mais perto da c\u00e2mera, est\u00e1 uma mulher sentada num banco azul. Ela tem cabelos castanhos escuros, compridos, e est\u00e1 sorrindo bastante. Usa blusa branca sem mangas rendada e cal\u00e7a clara. As m\u00e3os est\u00e3o cruzadas sobre o colo. Atr\u00e1s do homem, um pouco mais distante, h\u00e1 outra mulher sentada. Ela tamb\u00e9m sorri, usa \u00f3culos, tem cabelos lisos castanhos, compridos, e veste camisa social lil\u00e1s clara com cal\u00e7a escura. As m\u00e3os dela tamb\u00e9m est\u00e3o cruzadas no colo. O fundo mostra v\u00e1rios equipamentos de cl\u00ednica, mesas, monitores e aparelhos, com paredes claras e luz de teto forte.\" width=\"1600\" height=\"1066\">  \n      \t\n      \n      <a class=\"ue-grid-item-image-overlay\" href=\"https:\/\/institutosantosdumont.org.br\/en\/pesquisa-destaca-melhorias-no-controle-urinario-de-pessoas-com-lesao-medular-atraves-do-treino-de-marcha-robotico-aliado-a-interface-cerebro-computador\/\"><\/a>\n    <\/div>\n    <div class=\"ue-grid-item-content\">\n      \n          \n      \n            <div class=\"ue-grid-item-meta-data\">\n        <div class=\"ue-grid-item-meta-data-date\"><span class=\"ue-grid-item-meta-data-icon\"><i class=''><\/i><\/span> February 2, 2026<\/div>                                \n      <\/div>\n            \n      <div class=\"ue-grid-item-title\"><a href=\"https:\/\/institutosantosdumont.org.br\/en\/pesquisa-destaca-melhorias-no-controle-urinario-de-pessoas-com-lesao-medular-atraves-do-treino-de-marcha-robotico-aliado-a-interface-cerebro-computador\/\">Research highlights improvements in urinary control in people with spinal cord injuries through robotic gait training combined with a brain-computer interface.<\/a><\/div>      \n            \n            <div class=\"ue-grid-item-button\"><a class=\"uc_more_btn\" href=\"https:\/\/institutosantosdumont.org.br\/en\/pesquisa-destaca-melhorias-no-controle-urinario-de-pessoas-com-lesao-medular-atraves-do-treino-de-marcha-robotico-aliado-a-interface-cerebro-computador\/\">Read more<\/a><\/div>    <\/div>\n  \n    \n            \n      \t<div class=\"ue-grid-item-category\">\n        <a href=\"https:\/\/institutosantosdumont.org.br\/en\/Not\u00edcias\/destaque_noticia\/\">EMPHASIS<\/a>\n      <\/div>\n      \n              \n    \n  \n<\/div>\n\n<\/div>\n\n\n<!-- end Post Magazine Grid -->\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0c80323 elementor-hidden-tablet elementor-hidden-mobile elementor-widget elementor-widget-ucaddon_load_more_filter\" data-id=\"0c80323\" data-element_type=\"widget\" data-widget_type=\"ucaddon_load_more_filter.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n<!-- start Load More \/ Infinite Scroll -->\n<style>\/* widget: Load More \/ Infinite Scroll *\/\n\n#uc_load_more_filter_elementor_0c80323.uc-ajax-loading{\n\topacity:1 !important;\n}\n\n#uc_load_more_filter_elementor_0c80323.uc-ajax-loading .uc-filter-load-more__loader{\n   display:inline-block !important;\n   color:#696969;\n}\n\n\n#uc_load_more_filter_elementor_0c80323 .uc-filter-load-more__link{\n   visibility:hidden;  \n}\n\n#uc_load_more_filter_elementor_0c80323.uc-button-visible .uc-filter-load-more__link{\n   visibility:visible;  \n}\n\n\n#uc_load_more_filter_elementor_0c80323.uc-ajax-loading .uc-filter-load-more__link{\n   display:none;  \n}\n\n#uc_load_more_filter_elementor_0c80323  .uc-filter-load-more__link\n{\n  text-align:center;\n}\n\n#uc_load_more_filter_elementor_0c80323 .uc-load-more-wrapper\n{\n  display:inline-flex;\n  align-items:center;\n  justify-content:center;\n}\n\n<\/style>\n\n\n<div id=\"uc_load_more_filter_elementor_0c80323\" class=\"uc-grid-filter uc-filter-load-more\" data-numitems=\"3\" data-affect_single_grid=\"false\">\n  \n    \n    <span class=\"uc-filter-load-more__data\" data-more=\"1\" data-nextoffset=\"6\" ><\/span>\n    \n    <a href=\"javascript:void(0)\" class=\"uc-filter-load-more__link\">More news<\/a>\n  \n  \t<span class=\"uc-filter-load-more__loader\" style=\"display:none\">\n      <div class=\"uc-load-more-wrapper\">\n                      <div class=\"uc-loading-image\">\n                \n                   <svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" x=\"0px\" y=\"0px\"  viewbox=\"0 0 32 32\"><g stroke-width=\"1\" transform=\"translate(0.5, 0.5)\"><g class=\"nc-loop-bars-rotate-32-icon-o\" stroke-width=\"1\"><line fill=\"none\" stroke=\"#696969\" stroke-linecap=\"square\" stroke-width=\"1\" x1=\"31\" x2=\"26\" y1=\"16\" y2=\"16\" stroke-linejoin=\"miter\"><\/line><line fill=\"none\" stroke=\"#696969\" stroke-linecap=\"square\" stroke-width=\"1\" x1=\"26.607\" x2=\"23.071\" y1=\"26.607\" y2=\"23.071\" opacity=\"0.4\" stroke-linejoin=\"miter\"><\/line><line fill=\"none\" stroke=\"#696969\" stroke-linecap=\"square\" stroke-width=\"1\" x1=\"16\" x2=\"16\" y1=\"31\" y2=\"26\" opacity=\"0.4\" stroke-linejoin=\"miter\"><\/line><line fill=\"none\" stroke=\"#696969\" stroke-linecap=\"square\" stroke-width=\"1\" x1=\"5.393\" x2=\"8.929\" y1=\"26.607\" y2=\"23.071\" opacity=\"0.4\" stroke-linejoin=\"miter\"><\/line><line fill=\"none\" stroke=\"#696969\" stroke-linecap=\"square\" stroke-width=\"1\" x1=\"1\" x2=\"6\" y1=\"16\" y2=\"16\" opacity=\"0.4\" stroke-linejoin=\"miter\"><\/line><line fill=\"none\" stroke=\"#696969\" stroke-linecap=\"square\" stroke-width=\"1\" x1=\"5.393\" x2=\"8.929\" y1=\"5.393\" y2=\"8.929\" opacity=\"0.4\" stroke-linejoin=\"miter\"><\/line><line fill=\"none\" stroke=\"#696969\" stroke-linecap=\"square\" stroke-width=\"1\" x1=\"16\" x2=\"16\" y1=\"1\" y2=\"6\" opacity=\"0.6\" stroke-linejoin=\"miter\"><\/line><line fill=\"none\" stroke=\"#696969\" stroke-linecap=\"square\" stroke-width=\"1\" x1=\"26.607\" x2=\"23.071\" y1=\"5.393\" y2=\"8.929\" opacity=\"0.8\" stroke-linejoin=\"miter\"><\/line><\/g><style stroke-width=\"1\">.nc-loop-bars-rotate-32-icon-o{--animation-duration:0.8s;transform-origin:16px 16px;animation:nc-loop-bars-rotate-anim var(--animation-duration) infinite steps(8,jump-start)}@keyframes nc-loop-bars-rotate-anim{0%{transform:rotate(0)}100%{transform:rotate(360deg)}}<\/style><\/g><\/svg>\t\n                   \t\n                   \t\n                   \t\n                   \t\n                   \t\n                   \t\n                   \t\n                   \t\n                   \t\n\n                   \t\n      \n              <\/div>\n        \t\n\n      \n                                              <div>Loading...<\/div>\n                             <\/div>\n     <\/span>\n  \n    \n<\/div>\n<!-- end Load More \/ Infinite Scroll -->\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-b781c8d elementor-hidden-desktop elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"b781c8d\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-a6adcc4\" data-id=\"a6adcc4\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0a70dc3 elementor-widget elementor-widget-heading\" data-id=\"0a70dc3\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/institutosantosdumont.org.br\/en\/?post_type=acf-field&#038;p=23\">More<br>\nNews<br>\n<\/a><\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8d564a4 elementor-widget elementor-widget-heading\" data-id=\"8d564a4\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/institutosantosdumont.org.br\/en\/noticias\/\">+\n<\/a><\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-aa6d6ce elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"aa6d6ce\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-f776441\" data-id=\"f776441\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-426e823 elementor-widget elementor-widget-heading\" data-id=\"426e823\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">career<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d58c42c elementor-widget__width-initial elementor-widget-tablet__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"d58c42c\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Find out about opportunities <strong>open positions<\/strong> for the careers offered by the Santos Dumont Institute.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5977179 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"5977179\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<a class=\"elementor-icon\" href=\"https:\/\/institutosantosdumont.org.br\/en\/oportunidades-carreira\/\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"318.044\" height=\"26.933\" viewbox=\"0 0 318.044 26.933\"><g id=\"Grupo_147\" data-name=\"Grupo 147\" transform=\"translate(281.5 1.402)\"><path id=\"Caminho_15\" data-name=\"Caminho 15\" d=\"M413,2008.312l15.727,12.079L413,2032.44\" transform=\"translate(-393.826 -2008.312)\" fill=\"none\" stroke=\"#c4dadc\" stroke-linecap=\"round\" stroke-width=\"2\"><\/path><line id=\"Linha_1\" data-name=\"Linha 1\" x2=\"315.401\" transform=\"translate(-280.5 12.169)\" fill=\"none\" stroke=\"#c4dadc\" stroke-linecap=\"round\" stroke-width=\"2\"><\/line><\/g><\/svg>\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-f9f6fee\" data-id=\"f9f6fee\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4552d5c elementor-widget elementor-widget-heading\" data-id=\"4552d5c\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">News<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-84ea767 elementor-widget__width-initial elementor-widget-tablet__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"84ea767\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Follow the institutional news and the <strong>day to day<\/strong> from the Santos Dumont Institute.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2181f3c elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"2181f3c\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<a class=\"elementor-icon\" href=\"https:\/\/institutosantosdumont.org.br\/en\/noticias\/\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"318.044\" height=\"26.933\" viewbox=\"0 0 318.044 26.933\"><g id=\"Grupo_147\" data-name=\"Grupo 147\" transform=\"translate(281.5 1.402)\"><path id=\"Caminho_15\" data-name=\"Caminho 15\" d=\"M413,2008.312l15.727,12.079L413,2032.44\" transform=\"translate(-393.826 -2008.312)\" fill=\"none\" stroke=\"#c4dadc\" stroke-linecap=\"round\" stroke-width=\"2\"><\/path><line id=\"Linha_1\" data-name=\"Linha 1\" x2=\"315.401\" transform=\"translate(-280.5 12.169)\" fill=\"none\" stroke=\"#c4dadc\" stroke-linecap=\"round\" stroke-width=\"2\"><\/line><\/g><\/svg>\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-7943d9b\" data-id=\"7943d9b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-375dc2d elementor-widget elementor-widget-heading\" data-id=\"375dc2d\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">neurotalks<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d359973 elementor-widget__width-initial elementor-widget-tablet__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"d359973\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Go to <strong>discussion and presentation platform<\/strong> of ideas about the various areas within neuroscience.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d30fce6 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"d30fce6\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<a class=\"elementor-icon\" href=\"https:\/\/institutosantosdumont.org.br\/en\/neurotalks\/\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"318.044\" height=\"26.933\" viewbox=\"0 0 318.044 26.933\"><g id=\"Grupo_147\" data-name=\"Grupo 147\" transform=\"translate(281.5 1.402)\"><path id=\"Caminho_15\" data-name=\"Caminho 15\" d=\"M413,2008.312l15.727,12.079L413,2032.44\" transform=\"translate(-393.826 -2008.312)\" fill=\"none\" stroke=\"#c4dadc\" stroke-linecap=\"round\" stroke-width=\"2\"><\/path><line id=\"Linha_1\" data-name=\"Linha 1\" x2=\"315.401\" transform=\"translate(-280.5 12.169)\" fill=\"none\" stroke=\"#c4dadc\" stroke-linecap=\"round\" stroke-width=\"2\"><\/line><\/g><\/svg>\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>","protected":false},"excerpt":{"rendered":"<p>Teaching Home Teaching The Santos Dumont Institute offers the first and only Master\u2019s degree in Neuroengineering in Brazil and the only Multiprofessional Residency program in Health Care for People with Disabilities in Brazil. Postgraduate applications Residency applications MASTER\u2019S DEGREE IN NEUROENGINEERING NUMBERS 0 Applicants for selection since the beginning in 2013 0 New entrants nominated until [\u2026]<\/p>","protected":false},"author":14,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"elementor_header_footer","meta":{"_acf_changed":false,"footnotes":""},"class_list":["post-150","page","type-page","status-publish","hentry"],"acf":[],"_links":{"self":[{"href":"https:\/\/institutosantosdumont.org.br\/en\/wp-json\/wp\/v2\/pages\/150","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/institutosantosdumont.org.br\/en\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/institutosantosdumont.org.br\/en\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/institutosantosdumont.org.br\/en\/wp-json\/wp\/v2\/users\/14"}],"replies":[{"embeddable":true,"href":"https:\/\/institutosantosdumont.org.br\/en\/wp-json\/wp\/v2\/comments?post=150"}],"version-history":[{"count":6,"href":"https:\/\/institutosantosdumont.org.br\/en\/wp-json\/wp\/v2\/pages\/150\/revisions"}],"predecessor-version":[{"id":32400,"href":"https:\/\/institutosantosdumont.org.br\/en\/wp-json\/wp\/v2\/pages\/150\/revisions\/32400"}],"wp:attachment":[{"href":"https:\/\/institutosantosdumont.org.br\/en\/wp-json\/wp\/v2\/media?parent=150"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}