{"id":23879,"date":"2022-12-26T19:18:43","date_gmt":"2022-12-26T19:18:43","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=23879"},"modified":"2023-01-09T22:43:36","modified_gmt":"2023-01-09T22:43:36","slug":"determina-vec-a-vec-b","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=23879","title":{"rendered":"Determina \\(\\vec a + \\vec b\\)"},"content":{"rendered":"\n<p><ul id='GTTabs_ul_23879' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_23879' class='GTTabs_curr'><a  id=\"23879_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_23879' ><a  id=\"23879_1\" onMouseOver=\"GTTabsShowLinks('Resolu\u00e7\u00e3o'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Resolu\u00e7\u00e3o<\/a><\/li>\n<\/ul>\n\n<div class='GTTabs_divs GTTabs_curr_div' id='GTTabs_0_23879'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p>Determina \\(\\vec a + \\vec b\\) em cada caso.<\/p>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag093-3.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"23880\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=23880\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag093-3.png\" data-orig-size=\"459,440\" data-comments-opened=\"1\" data-image-meta=\"{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}\" data-image-title=\"8_Pag093-3\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag093-3.png\" class=\"aligncenter wp-image-23880\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag093-3-300x288.png\" alt=\"\" width=\"320\" height=\"307\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag093-3-300x288.png 300w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2022\/12\/8_Pag093-3.png 459w\" sizes=\"auto, (max-width: 320px) 100vw, 320px\" \/><\/a><\/p>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_23879' onClick='GTTabs_show(1,23879)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_23879'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<p><script src=\"https:\/\/cdn.geogebra.org\/apps\/deployggb.js\"><\/script>\r\n<div id=\"ggbApplet\" 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\",\r\n};\r\n\/\/ is3D=is 3D applet using 3D view, AV=Algebra View, SV=Spreadsheet View, CV=CAS View, EV2=Graphics View 2, CP=Construction Protocol, PC=Probability Calculator DA=Data Analysis, FI=Function Inspector, macro=Macros\r\nvar views = {'is3D': 0,'AV': 0,'SV': 0,'CV': 0,'EV2': 0,'CP': 1,'PC': 0,'DA': 0,'FI': 0,'macro': 0};\r\nvar applet = new GGBApplet(parameters, '5.0', views);\r\nwindow.onload = function() {applet.inject('ggbApplet')};\r\napplet.setPreviewImage('data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAA2cAAAHqCAYAAACA+jZKAAAACXBIWXMAAAsTAAALEwEAmpwYAACAAElEQVR42uy9B3dc15WgO7\/prXlves3MW+vNm7Wmg9vdb3qm2x3ctizKsRVstYNsy7aCbVnJshgkZopgzgEkCGYiAwwAiZwzChmonIH9zj5VBRQKVUDhoiCC4FdrbQE4uLXru+deUOe759x9\/4Nsste9e\/dkM74qKyvhggsuuODa4lz0FVxwwQUXXE\/z9R+QM7jgggsuuOCir+CCCy644ELOOIBwwQUXXHDBBBdccMEFF1zIGVxwwQUXXHDRV3DBBRdccCFnHEC44IILLrhgggsuuOCCCy7kDC644IILLrjoK7jgggsuuJAzDiBccMEFF1wwwQUXXHDBBRdyBhdccMEFF1z0FVxwwQUXXMgZBxAuuOCCCy7kDC644IILLriQM7jgggsuuOCir+CCCy644ELOOIBwwQUXXHAhZ3DBBRdccMGFnMEFF1xwwQUXfQUXXHDBBRdyxgGECy644IILOYMLLrjgggsu5AwuuOCCCy646Cu44IILLriQMw4gXHDBBRdcyBlccMEFF1xwIWdwwQUXXHDBRV\/BBRdccMGFnHEA4YILLrjgQs7gggsuuOCCCzmDCy644IILLvoKLrjgggsu5IwDCBdccMEFF3IGF1xwwQUXXMgZXHDBBRdccNFXcMEFF1xwIWccQLjgggsuuJAzuOCCCy644ELO4IILLrjggou+ggsuuOCCCznjAMIFF1xwwYWcwQUXXHDBBRdyBhdccMEFF1z0FVxwwQUXXMgZBxAuuOCCCy7kDC644IILLriQM7jgggsuuOCir+CCCy644ELOOIBwwQUXXHAhZ3DBBRdccMGFnMEFF1xwwQUXfQUXXHDBBRdyxgGECy644IILOYMLLrjgggsu5AwuuOCCCy646Cu44IILLriQMw4gXHDBBRdcyBlccMEFF1xwIWdwwQUXXHDBRV\/BBRdccMGFnHEA4YILLrjgQs7gggsuuOCCCzmDCy644IILLvoKLrjgggsu5IwDCBdccMEFF3IGF1xwwQUXXIWQMwUjCIIgCIIgCIIgnm4wcwYXXHDBBRdc9BVccMEFF1ybYeaMjoILLrjgggsu+gouuOCCCy7kjAMIF1xwwQUXTHDBBRdccMGFnMEFF1xwwQUXfQUXXHDBBRdyxgGECy644IILJrjgggsuuOBCzuCCCy644IKLvoILLrjgggs54wDCBRdccMEFE1xwwQUXXHAhZ3DBBRdccMFFX8EFF1xwwYWccQDhggsuuOBCzuCCCy644IILOYMLLrjgggsu+gouuOCCCy7kjAMIF1xwwQUXcgYXXHDBBRdcyBlccMEFF1xw0VdwwQUXXHAhZxxAuOCCCy64kDO44IILLrjgQs7gggsuuOCCi76CCy644IILOeMAwgUXXHDBhZzBBRdccMEFF3IGF1xwwQUXXPQVXHDBBRdcyBkHEC644IILLuQMLrjgggsuuJAzuOCCCy644KKv4IILLrjgQs44gHDBBRdccCFncMEFF1xwwYWcwQUXXHDBBRd9BRdccMEFF3LGAYQLLrjgggs5gwsuuOCCCy7kDC644IILLrjoK7jgggsuuJAzDiBccMEFF1zIGVxwwQUXXHAhZ3DBBRdccMFFX8EFF1xwwYWccQDhggsuuOBCzuCCCy644IILOYMLLrjgggsu+gouuOCCCy7kjAMIF1xwwQUXcgYXXHDBBRdcyBlccMEFF1xw0VdwwQUXXHAhZxxAuOCCCy64kDO44IILLrjgQs7gggsuuOCCi76CCy644IILOeMAwgUXXHDBhZzBBRdccMEFF3IGF1xwwQUXXPQVXHDBBRdcyBkHEC644IILLuQMLrjgggsuuJAzuOCCCy644KKv4IILLrjgQs44gHDBBRdccCFncMEFF1xwwYWcwQUXXHDBBRd9BRdccMEFF3LGAYQLLrjgggs5gwsuuOCCC65CyVllZaWFIwiCIAiCIAiCIJ5eMHMGF1xwwQUXXPQVXHDBBRdcm2HmjI6CCy644IILLvoKLrjgggsu5IwDCBdccMEFF0xwwQUXXHDBhZzBBRdccMEFF30FF1xwwQUXcsYBhAsuuOCCCya44IILLrjgQs7gggsuuOCCi76CCy644IILOeMAwgUXXHDBBRNccMEFF1xwIWdwwQUXXHDBRV\/BBRdccMGFnHEA4YILLrjgQs7gggsuuOCCCzmDCy644IILLvoKLrjgggsu5IwDCBdccMEFF3IGF1xwwQUXXMgZXHDBBRdccNFXcMEFF1xwIWccQLjgggsuuJAzuOCCCy644ELO4IILLrjggou+ggsuuOCCCznjAMIFF1xwwYWcwQUXXHDBBRdyBhdccMEFF1z0FVxwwQUXXMgZBxAuuOCCCy7kDC644IILLriQM7jgggsuuOCir+CCCy644ELOOIBwwQUXXHAhZ3DBBRdccMGFnMEFF1xwwQUXfQUXXHDBBRdyxgGECy644IILOYMLLrjgggsu5AwuuOCCCy646Cu44IILLriQMw4gXHDBBRdcyBlccMEFF1xwIWdwwQUXXHDBRV\/BBRdccMGFnHEA4YILLrjgQs7gggsuuOCCCzmDCy644IILLvoKLrjgggsu5IwDCBdccMEFF3IGF1xwwQUXXMgZXHDBBRdccNFXcMEFF1xwIWccQLjgggsuuJAzuOCCCy644ELO4IILLrjggou+ggsuuOCCCznjAMIFF1xwwYWcwQUXXHDBBRdyBhdccMEFF1z0FVxwwQUXXMgZBxAuuOCCCy7kDC644IILLriQM7jgggsuuOCir+CCCy644ELOlrzm5+dlLh43EbMxPxdfiLm5pT\/naq+prjJtcYmb9lg8KnETNl9y28zt55KxPG8i4nHNk8iVeH+u7VfmS3DFFrhsrrR9XI0jW7vmsfs4l0+e2LJ2bauurkxwaa5YNGsfLeaN5ck3p0eTP0S44IILOYMLLrjggguuZ1HOYmZAP+0PSte010a3iZ4Z30Jk\/pyrvbaj176\/bdIrzRMe6ZxKz+VNhi\/v0Pe3mjzLc\/nWxKdcC7nG3Cvmyie6krlaTHRM5ZPHm7WttqMn2V+LudbD1T2diDFvQELR6JY54fXCQTwel8rKSvs1bs7XmH6Nx5d+Tban2jJ\/n22bhW1TOc3XeMbX9HwL7WnfV1RULNsmlrltxmfHcjGlvTeWjSNb7hzfV2T2V659S\/6ciyGWB3u2YxHP0sd6LPmHHi76Ci644IILLuRshVc4PietRhDuDHjkwahPGif80jy5GC2TgSU\/52p\/Mu6V+nG\/yeOVy91uuT\/ql6YJf9b35hMPx\/xyO5nroeFqypMjs73RcOn7b\/Z5bK4HyjXpnOuR4bppuK70eqTG5XOcpzHZX5rrWp\/m0vZc+7J6vgaTq2zQIw2jHpkysr0VTvhILCrjvoAMzhrJbu2UIbc\/EbP+xe\/Tw2w3mIzM9gETfUZi+2f094vty3Ok\/2y2dfuWtev7U7lqWzqzciS282XlS2\/TXL3Tmitj+wyOzNzLmGd9SS6\/9Juvtr9ycmTJPbu0fSBtHzM\/z+bLxpGDT7cfNp\/jCQWlrKyMf+jhoq\/gggsuuODaenKmMwkKt964W1kj15r75EqPT1qmozLij8tYcO0xGohLlzsmd4fDcqozIC0z68hlosPkup3M1WFyuRzm0mifjcr1gaCcVC6zj8rqlKvTcJWaXGe7A\/J4MuKYSaPHE5PrgyG53BeShsmoze80V583LreGgnKja1wqH7dIeXl5Qc6PpxVlZfek7skTKesakYrBWXlkpLNxwmuk1mPFVr8+GU+0PUlrW95ufh4z8jvikWs9M3JvwMi+y7Owrc2ZjFQevdCQ2ZZq16gzuUpsrlmbS\/Mv5Bn3LONY2r6Yv8G8r3bYncyV4lr6mcs5lnI\/SW73WHONuOV6r1vuDbrlUYorY38al+xPOt9i2+PxBNetfrflqh9d3MfU5y3n8CzZx4V28777hqtqYEoedvXaGb1n+bwkCIIgCILIFgWbOfNH43Lf5ZM7QyErU5E5kbn5tUfcxEx4Th6OR+RiT9AKUMT8wmmuydCc1I1F5EJ3UCaDcxJ1yKUxYeSlwhWWC4ZLJS+2jlxThqt8JCTFvQHp98Yc59FwR+al0hWRm0Nh6fPE15XLG9VcYSk3A3OdqZifn3umr0Yof\/\/0rFzvc1vpbDOCPWSOnZMY8MXlwURUjnYEpKQ\/ZC8cOM3VZ475w4mIHG7zy7WBkDQb2R\/0OcvVm8xV1O6X6yZXSwFynegKSKkR\/rbZmN1vp\/v4wPwdX+gN2lx6ocQpl\/6NNExG5O6QXxpcM1JZU81VOLjoK7jgggsuuLbezFmhEgWM9dSNeK2cqVDFnI3pbRmKWSNn9RMJORsLzDnPZZJNGwm6r3Jmck2F5q2wOc01aeSs0hUyuQJ2H+fmne\/jjOGqGAkbOQvKgBl4ruflNXJWNRox8hE2g9i441Ie+j6fkbOqLSNn85Z\/wMiZzt7UjYXtuaXHbT4po\/MZMbdCu56HfZ6YnDWirwKrgj23hjzpEhwxJ6Ied52FrRoN24sIc3lyZLaHTC6Vl9NGqGpNrqng0n1cy36Gk7ku9QWl1vzdzIYTfzNr6ae5tFwqaDeMmNWY89MbmZP4XP550n+OmYZhI2kPRoPyJClneu8Z\/9DDRV\/BBRdccMGFnOWQs\/uuAsrZeEQu9RZOzlT0JoPzdnBYCDkb2+JyVjHosfcObRU5u93vMedBWNzhOcfZVFJUNs71JORseh25oubkGTS5dLlt9WhC9Jy4hr4lbHIN+IycdfqlzuSaToqek1dKGi8bOasbT8iZ41xz8\/Z8vDm0KGdOc8VM54yYv7n7Y0F5bOSsqrYGOYOLvoILLrjgggs5yy1ncStntwdD4trKcjaSWNZYCDnTXFeQs2dKznRW6Vx30PbRzCaQs5QEDWbImdNzIFPO3OuSM9kQOXsyipzBRV\/BBRdccMGFnOUlZzpztl4503uoHk9EpXQgJBNBI2frWIpY+Jmz50POyo2cbYV7zub0nrOpRTnzRNYvZ3r8Vag2m5yd6QpsTjkbRM7gQs7gggsuuOCC60uWswItazTjLY+RjZbpmNQYqdLv5wohZ91BmQoW4p6zMPecPUMnvD4fq23CLbcGvLaghC\/qXKj0eOuFB60k2jgVtbKxGeTMLmv0FkjOkqJXGDlL3L9WSDl7kFzWyD1ncNFXcMEFF1xwIWcrvNKrNa5FznSANZd82Gw0GpVIJCozgai0TYdt1blQzPmgdWMKgmxOOUtVa0TOlr6C5pyqdvnlRrJSYzjufECvPTEVnpPmmZgM+eLrylVQOYtvTjmLbqScVVfxDz1c9BVccMEFF1zIWa5XYuYsfzlTKVMhC4VCMjs7K+Pj4zIyMiJDw8PSNeSSB33j0uhyiz8UttupwK31SnmmnE0WTM6CzJxt9hN+ft6eL55QVK4aOSg1fdNr+ibb8Z9PbqvnWCpSbUvkzPw4bo5bqztuv67DzQq7rDGeyGXlbGz9yxoHN\/GyxgfJZY3MnMFFX8EFF1xwwYWcrShnyXvOBleXMx1U6SyZSll7e7vcvHlTzpw5I0eOHJGioiI5dPS4HDhzSUoq6mRweET8fr\/dXiVtLQOyzV4QhGqNG+1n8+I2cnZlICzX9RlwWeRMt4nFYvYigc\/nE6\/Xa756JRgMSCQSWXJhYM7EcGBOGqbj4gpsIjlL3XNGQRD+oYeLvoILLrjgggs5S5ez1ao16mB3ZmZGmpqapKSkxEjZabl8+bLcunVLysvLpaKiQm7evi3nLxfLkROn5LSRtqqqKhkcHLCSpgNpHSwjZ8jZ6vuTkLPiLHKm55DK2ODgoNTX18udO3fk6tWrUlxcLFeuXLHn48OHD6W\/v1\/cbre9OKD3r+lyxvqpmBEF5Aw5439AyBlccMEFF1xwbVo5W1zWmEvOdEA8OTkp9+\/ft4Pga9eu2QFwT0+PjI2NyfT0tI3xiQnpHxiQJ42Ndlbt3Llz9mtHR4ed2chX0DZ7tcZnY1nj\/DN7wqfPnJUm5SxmTgCdJRseGZbq6mq5WqJCdllKS0utoCm3ftVz89KlS0bUiqWqqlL6+vrMueeTfndYHk1ErCgUTM5ciQdHF2RZI9Ua+YceLvoKLrjgggsu5EzlrG6Fao06kFKxevDggZ0xu3v3rnR1ddmljanlY6n7fFJLzXSmTGc2dBCtA+UbN67b9+iMh85krCZoG1et8fm550zk2ZUzLaPvDkflalLOejxR8RjB0nOo9HqpnSlTzkf1j6Szs1OGhoYS9z2ar7pNYkbttr2QoPLW1NQszcNT5jwPyLAvakS\/QAVBXJuoIMgzcM8Z1Rrhoq\/gggsuuOBCzlZ5abXGXHKmgygVML2\/TJeMqZipdGlbanmZDoh7e3tldHRUgsHggqSptE1NTVlBS82gDQ8PSyAQsAK30gBt46o1bkI526BqjVtJztom\/NJtzrEbN27Yc+nRo0d21rahoUFaW1slHA4vFATRc0vPQ5W1urpaOX\/+nIkLcvtRi5T1TsqAOyTRNd4DmVPORremnEU3Us7Mvwf8Qw8XfQUXXHDBBRdyluO1UrXG1H1mulTs2rUSO0uhYmYHcNGoXdp47uxZWwwkNWhW+Up\/vwqZitnRo0ft73X5YygcWrFIyBI569ZqjXObRs6mCyhnHpY15tifxWWNV\/uDUtM5LGUVFVa0mpub7UyuXiTYuWOH7Nm9Wzwez7Icen7pufbo0UM5rMVqLpTIlYZu6Z70SDgSzfv+x42Us+exWiPLGuGir+CCCy644ELOVpSzuNwfSRQEGfHF7SBPRUiLFfiCYWnr6LTVGGtra+1SxtTMmC5d\/OSTT+TTP\/1JPv7oI\/n+974nP3ztNWlvb1uSX2cxHj9+LMeOHZPLxcUyMDgkM16fBMJRCRsT1MFuzHyefuZcMuJWqOak1gwMzxs5mzCDO91uLm2bfENzjZv3V4yE5HxPQFz+hIA6yjWXEL1yk+tyb0D6PTFHeVK5ZsNG9EYTM2e9nrhtc7qPHvvMNJWzrVOtsbg\/JGfbZ+Vc2UM5d\/GiLTCj953p77Xgx09\/8hP55S9+YSUs22Mb5ub04sK0lJWXyYe7D8jRW9XSPDAq\/kBwzRVECy1n+pZwsiDI6bSCIHPrEL30e85m1\/0QagqCwIWcwQUXXHDBBdeXLme6rLHGyJnKRuNU1D58tnM2ZosnVPTPSlHxbSk6cVpa29rs8rHFge+cnRXT5WM6UN63b6+89tqrtnLjksFZLCYDAwNyqfiKfLLnkFyqa5a73eNSPewzA7awPJyIms+N2UGqipPGiPm+dToqpQMhOdLutw+1Hkr+fsRuE1uIERvx5HsX2xLfJ7bX918xg9Yik6txMiLDvvjCZ2W+b8QfW9I+kpZPv7bNGGkwuY53+G0f5fO+pZ+1+Hmds1E7M3S+J2j6IZLxnrT+WNK2\/Pf6fY87JtcHgnK3371l5EzPyf21fbLv4g1z\/hTb2bLUjFdKzt742U9t0Q9d5phaNpvaJrUsd9ico\/uPnJB9py9J3ZMWmXG7JWzvl5xbswirBPWn3XM2EZxzLNWpZY0qZ7VJ0YvPO8+lXJfMuVk7FpGZ8Ppy9XkSD6GuTsqZ031UmR025+j9UeQMLvoKLrjgggsu5CwPOZuTyhGfHGrzy6XekNwYDMu1wYhc7DUC0jgqvzt0Rs5eviIDZmCsoqUvXdKog+OPPvpI3nvvPfn000\/llZdflhe++U25e+fOkvypSo+375XJ25\/ulk9LauXwo0E53T5rZ7Iu9oWkuF+X9kXk9nBE7gwnvhab9oOtAfnksc8MOEP296nf3cmIbG3pv7ts3r+vxS9\/fOyVCz2LubJte3uV3Mq1t8UnnzZ65ZyRqlzb3V6FS+Nqf0j2t\/rl82a\/nDVc+bwnV1wbCMtRI4ylvbNbplrjhS6vfFjySHadKpbyigq7nDH1GjDn3+uv\/0j+8i\/\/Qn7+8zfkJ0bUvvmNf5UDB\/bbczMlaPpVZ3lv3L4jOw8clku3y+3sWd+0X4a9UfvcMxv+OSvyOntsw5\/2Na1dZerReEQOmPPpqjkXVPyHs2y3JI8\/+8868\/rQ5DpozqdScy60GvEfzrZ9rjxpn6NiphcLjnYE7EWN9pmYfXzAMpZsXBntuo\/Kpee3nldds7Gl++hfYf8yPm\/QG5eGyajcGfRLgws5g4u+ggsuuOCCCzlb8eWLxKV6xCtnuwL2KnmLGdS1mcFY01RYKrtHZefhE1Jy\/YYt+JEa8GohEJ0h++d\/\/ic5dOiQfbbUb999V1588UVbNCRzoK3LIatqauXjXXvk5M0qudc2IA9H3NI4aQa3ZkDaNhOX9tnFaDMMuszrXIdHPqufMnyJQXC74dLfdySjPSOytel76sYicrY7aEVI91Hz53r\/iu3mfQ\/MoPVMd8DKbLkr7CxPMlf9RNRImZHgrqCUuRJceb\/f9kVs4XcNU1Ej1wG51Te7ZQqCnO2YlbfOlsvOk5eloeHxwv2OVs4GBuTVV16Rv\/7KV2T355\/bqqAqad8wgnbn9u2FbVMPTn9YXy8ffLZP\/njyqpx80CNXumaMxATkxlDYROLigN77d2vISHIyMr\/XuGHE54w5lz6o91rhv9wbXPhdemS+L1v7dZPrrDmXPqr3WNnTJYk3c3z2avmuDyZy\/emxVw6a8\/xKX\/4cmd9rrtMm12dNPjnYFpCS\/qXbrZRvWX+ZXHqv55lOr9wfnqYgCFz0FVxwwQUXXMjZSi8tCFJr5EwHnXqfiRaWCMXnxR+JydDouBw\/ecoW9EiXM53BuG0GwH\/zN1+VPXv22IHxW2\/9Rr73ve\/agXE2OauprZXPzbZlldXSOzgkUx6v+MwAPBSbs8uoQmmhs3m947Nyqa5VPrlcKc19Lpn1hyVotg1lbLtqxObtVf+7wyErVbqPgdj82vMkc+kyQi2ecqEnIF2zUWd5krl0Sdy9EZ2pDEunO2b2z1muoAldEldmJLZsYOtUazzTPi1vnrgln50qtstq04t46MzZD197Vb7z7W9Lc1OTLQqiFUX\/4s\/\/XIoOH7bnXOql95c1t7bKR5\/vlw+PXpRjNe1ypXPKyJFfbg2H5fZIxByHiJSbY6HCbb+mh2ux\/a7ZXmeVP2rwyiEjQSouZdm2deXOkYo75pzU5\/j90eQ6bGS\/ZCAt10o5srQncgVkxxOfHG73S+lgMlceHJntmkuFao8RxsPtASuMa9rHtPZ7pr90tvl8l1ceqJxRSh8u+gouuOCCCy7kbGU5y\/YQah0Ia6GFCxcuyNWrV2RoaHFZo957piXMf\/Xmm\/LuO+\/YwiC\/\/\/3v5aOPPrSFQ5YWZUgsaywrK5Pdu3dLXV2djIwMLzzzLHOgptvrQLvuUb18bAbT3\/vpr+Vi8RU7U5IqBrGW1\/P6nLOtsKzxTNuUkbOb8vnpYmnv6FgmZ6\/\/6Efykx\/\/2J5fek7qYxv+4s\/\/h71gMD4+vkTOWlvb5LN9B6To7EWpauyQ9tEZ6XeH7DJCXdaoDycfDy7GREak2lXOH09GrZjp8sGO2ZgtOJO5ba73p7cN21wR+cLk0vu79F7PsUDu7XO168\/DvpjNdaIzIVPdnsVcq70\/s30kyaUSqsuc+7LkypYjW7v+vTVPR+XeEMsa4aKv4IILLrjgQs7ykLO4kbNEtcZMOVNJ0hmy06dPSVtbm5Wj1OBZRc01MiJVVZX2OWipwiA6w5Y++EoVBNEHAu\/fv88+m2p01JVTzrSgw5Mnj2Xnrl3y91\/7mvzn\/\/p\/y8uvvCwXL16wz1TT9ziSs5HEbNfYFpeziq1QrTFZSv9sx4z85vRd2XXqsjQ2NS1cHNCXnmuvvfqqfPc735ampkZ7Tuk58pW\/+ks5deqkPb\/Sz8HHT57Inn375fLlYunq6pbZVFGQuURRkPk8I7MgiFYVXcv7UzFn\/hM0f3t97oicbPdKzUhQJvwxicbiRjQj4vcHbMGSfPMtLwiSqLo67yBsQRBvRkEQh7liFASBi76CCy644IILOVu7nN0ZXPqcMx1AaRl8LY3\/xRdfSE1NzUIp\/bW8UqX0Dx8+LCdPnrSSp7MaWqQhU85UCPv7+8y2X8j3f\/B9+cpff0X+7M\/+TP7+7\/+3vPHGz+x9brqkci0MyNkzKGfJmbNzXR75\/eUa2XHiolRX19hzKV3O9J6z\/\/Sf\/i\/5\/ve\/Z2dvv\/a1f5BvfesFe56kJF5z6UWFMtP22Z59UlJ63b7XbeQs9TD1tbwKVUpfhXHW65NW17QcbhiVO10T0j8+Yx\/crrPSeu+mXhzJly+zlH5BnnNGKX24kDO44IILLrjg+rLlbE7qRrzLHkKdKqSgS8aKiy\/b+3nSH0Kdzyv1EOrS0mu21L7OwvX29toBqA60dYCaKWc686aDa32w9Vtvvy3\/y4jZZ5\/tkjNnTttBq86sOZKz525Z47M\/c3axxye7ytrks9NX5MrVq0bqxxaOvZ6XJSUlcuRI4gHoWjlUBU2fhaYPTk9tp+eYbnvk5BnZefCI3CqvlCFzTqrkZ5u5\/bLkbGJiQiqqqqXofLG8eeCCfHr8kpy+dMXO7O3du1feffddqX\/0aMnjK1aTMx5Czf+AkDP6Ci644IILrmdczvQ5Z3Wu5XKWkiWVqKamJnvvmVZl1GdNrTao1d\/pe1XCKioq5OjRI3Zp5OPHDVbWdNZCB52ZDwJOzXLowLW+oUH27Nsn33zhBfu53d3d9n3pS9u2gpxVuhIPoS60nD37BUFiUtwXkKOPXXK45J6cOXvOzsCmhF4vEuj5NTY2Zmdi9cKBir9Kl55XqfNXlzc2mPPuo117ZdfJi1Lx8Im4Rkdte+bFgS9TzvQ8Hxkbl7r2ftlT3iHF9d3S3DNoH1mhs8uPjJilHq79ZctZdIPk7LFrhmqNcNFXcMEFF1xwIWcrvXLNnKVkyc48TE1KZWWlXLx40YpSV1fXwsxD+rIr3V4Hkzq7pQVEKirK5eTJE\/YeoMrKCvugYBWvbEsaMz9Tl54dLiqSF7e9ZIuMqJjlO1DNLWcBCoI8M3IWlSv9QbnQ5ZbSh61yteSaLUyjFwdUbPS8031M7Wfq5\/QLCypgHR0dcvLUKfl4zyE5VFIm91u6ZWIyMXObeXFgzXLmci5n+rkef0BqWrrk3WOlsvfiTXnS0S1+87ej57\/K51rYCjtzlrh\/bUPkjGqNcNFXcMEFF1xwIWcry1m2ao3pA+VwJGwHxVpxUZeQ6RLH+\/fv29ksLcSgMxjT01N2BqOvr0\/q6xvskjOdMVMxKyu7Z2c2dMmi3kejs2Yr3Uujv9PPO1x0RLYZOaszcqYDbSeDukU5ez7uOSsf9GyZao0qZ1f7A1I\/MCmPGhrs7O3166VWuHRWKX32NRV67mi7npPNzc3mXC2WPXv3yuELJXK26ok86R2WmeTMbabQOZKzoDM5088en5qWi7fK5Wefn5Tf7zkqRSfPGOaWNc8Op+RsYBPLGfecwUVfwQUXXHDBhZzlJWfZqzUuDvznJT4Xl0AwYJckamGQs2fPyrFjx2x1vBs3rptOumvj+o0bcub8Bdl\/6LDs339Azp8\/b8ubp8RMZ7901mO15WSZclZbCDmjIMizI2fJe86K+0P2GXAd0yEZNeKvj2HQe8z0vKs1g3y9OKAXBPS80plcFX+dmdWZXZ2pPX36tBw8eEAuXb4kN2sbpLSxV9pGJsWXnJ1aazGQZXK2jmWN+tljk1NSXFYrf7rZKHuvVsjPfvOunDx5akmlyacjZxQEgQs5gwsuuOCCC66nJGdzWas1LhWcxHJFFSsttqDLE3WZ46lTp2Tv3j2yc+dO2b5jh\/xx+w75YNdeOXDinFRUVklLS4udSdP7gnQAnSoCstqgeEPkLHnPGXL2DMhZauZsICylpm963FEJhsJ2ee2jRw\/lxInjtmiGXiC4fv26PT8ePnxo5a20tFSKig7Lrl075cCBA\/b3Tc3Ncr+9X+51jUrPpEdC4YijWbNCypkuWxyfnJbq5i756HK17DxTKq\/97Jd2KW\/6A7SRM\/4HBBd9BRdccMEF13MnZ76s95zlEjSdpdAZCr0vrLW1RRoa6uXBw0dS+aBBSmob5dajNunu7ReXK7HkUbfPZ8ZsuZwVybaXXrKD7kLJGdUanwE5kww58yae\/xUKJy4O6EysVvTUmVmt6nno0EErYvv377dfVdp0Wa2eN7oEcmBoSJoGJ6R6cFb6Z0MSicUdC0Ih5EzPb+X6bPce+e7rb8gvD12Rj44Vy8s\/fsOy6z2bTuTsWajWyD1ncNFXcMEFF1xwIWcrvPx2WePqcpYuaHrVX5c5qnTpvT8qaqNjY9I9NCq13aNyv2fM3k+jy8x0oKnbx+L5LyNLyVlR0RF5sWByFtqUBUE2qlrjsyxntiBImpz1mn6OmXNCzz29V0zPKxV\/Xb6oFRz1\/KiurrJl9HUWTauC6vP5Bgb6ZWxsVCanjdBNeOX+aECGfFH7YGSnr0Lcc6b7cOPGDXnjl7+Sw8W3ZF9dv7xXdEl++qt3rFQ6WW6p94kN+gpVrXHjCoJU1VCtES76Ci644IILLuQs52thWWMecpYSNB086iyYVlzUGTFdrqhV5sbcPmkc9UjTqFe8gVBCysx2a62KtzFy9rxVa3zG5SycLmdxic8tXhzQ807POZU0fYaZ3s+o90MODQ3JyMhIQsgmJ2R2dsZeQPAHgtLvDsmjibCM+M35OF8gOXM4c6b8d+7ckR\/\/7A156+Md8pNdx+U7b7wrP\/\/123ZG0MmrkHIW2WA5Y+YMLvoKLrjgggsu5CynnMUX5MyVh5ylBC0laTpYtgNmI2Ezwai0T4dthEzezHLna5WzzXrPWaWRsyubvlrj1rnnrE\/lbH7pxYGUpOnFAZ2d1ccz6Dmiod9rm\/5OLxBEzLmpM2b1U1ErCvF1uEGhljXqvZgXLl2WnV8cl18cuCDv7T8hZy+X2HZHQlWAe85Sf6uai2qNcCFncMEFF1xwwfU05WwwfznLKmr63CYziOuYjUnbTExCsXnHsqGD14GCV2ssjJxNJ2fOCiFnHgqC5NifRTm7niFnuS4O6AxtZmi73cbEsD8uDVMxc47PPXU505eyuX0BaRyckKIn41LeNysud8Be5Hgacqb9qVKrs5H6\/LU+t56XyBlcyBlccMEFF1xwfclylljWeMvI2ZAvLiEzyFNBW2uYNDJjBoRN0zEzOIzawWHUQR6NiPlPb\/+gHEo+hLq6plZmvT6JOmBThjEzMC8fCcm5noAMm33UZVsxh2wTRvTuDYfkUm9Aej0xx3mUS0Wv3BWRG1r0whO3A3+nubS\/K8w+lm+Rao2ecEyuDoSsnKWWNWYT7\/RnnOUKvXCgUvbEnJsucy7ETDKVtvSZ3dTPq7XrudnvjsrJDr9Umf6eCMSs\/GXbPvP5a+ntyhTSXJ6onO7wSa0rJFPBRK58ODLbw8lcl8w5XjsWkplQfEmulfLY\/YpEpL293V4IaWptl9ZRt9wcDBZUzuyyRuQMLvoKLrjgggsu5GxlOasZ9soVIxvNuuzLDF7Hg3NrDr2Xq8sdk7tmMH26Kyht01E7EHaUyx+T+s5+2XmgSL7+rW1yvaJGeifcdtZrrbnGjEy1z0SlpD8kR9sT+zgamHPEpbl0ZvBqf1BOdPnl8WTUUZ5ErjnpMf1VYgTkQm9IGkwuze80X78RxRsDQbnbvzXuOfOGonJ9MCSlg2F7XqmYqyA4CRVYnT1tnwpacfX6\/XaWKLX8MbUs0p9Hu9vrl\/YxjxQ9mZQ7PTMyOOUVnz+QdftUW652veDQPuaWo40TUtY7I8PTmsu\/phypnzVXx7hHzrRMSZnOwplzwJfnfuqstFZVLS4ulnfffUd27t4jpfeb5Gq328qZzoirHDvpe73goBdE7o8m5IxqjXDRV3DBBRdccCFnK7x8kbhUDvvkcLtfLhuBuT0Skbsj0US4onLPlfiaarvnWoz09rvmfSVmIF3UHpTtT3xyqc\/kGo4s3X4kR56M9jsjRvAe9sibOw7J3379RdlTUiXXuqbl7nB4GVtmjuV8Efsw4\/2tfvnTE6\/lupO2j6vxZe7j1YGwzbW90SfnjVTlzOFauV2\/6gOWD7QFZHdLIJHLFcnZ33fT2zPy3jFxfSgixzr9cr13dkuU0o\/G4\/Jk3CtXe71SNhKSbiNoQ0b2nYQWymgYnpUTdx9J0cVrcubCRblwMREXk3HhwoWFtiXtF5e2n9WHrJ88Jz\/bfVo+\/OKsHDltfn8hffvlOXK1a64DJ8\/LG7tPyUeHz8rRM+flfJ4cmXnPGoYDhutXe0+bXGfk+NnzK25\/IbnPqX3XxxJs375dXnppm\/zLN74p\/\/67j+XT6\/W2\/ztmo7YPnfS93rumFx7uDPql3jVt5Yx\/6OGir+CCCy644ELOcrz80TmpdflsJcOHE1Hp9sTsPT6p6E\/7Pr0ts12XnumSxtL+sBxu88sjmyv39ivl7vVEpbqtXz7Zd1j+8Zvb5NLdGmkeddtlhKtxZGvXweHF3qAcMly6j72eeF55ssWTqai9d+2IkdnasciaODL3u3kmZmXxVHdQqseiK\/bJSkza960m15X+oNzeAjNn+tKldl2TbjnbOWuOm88uSdX9W2sUm7jc65eDdX3yw+1HZdtPfi3feeVH8oNXf5iI15LxapbI0v59Ey\/822vy1Rdfka9951V56eXXcud5LUt7Wtv3XjG5vp\/I9Y\/fTcv16hryJH+2uX7wmvzPlxK5vm1yfX+lfVmW8zV54aVvy\/\/4y7+U\/\/L\/\/Df5yje+K6\/uuyy76iflXLff9qOT\/td74E50BeREh0fuD01TrREu+gouuOCCC66tKWeVlZUWbr1xt7JaShr7pLQvYCXAH52XcHztETQxHjCiNxoxg7mgDPrWkSsal66+ATlwuEheePElqaiulSm3196js9Zceg\/diGG5OxySM90BGTD7GIw549JcunxTl25eNILW5Y46ypPKNRmck3sjYbk2EJZOd+J+P6e5tDCFzjDd6p6UqsY2KS8vK8j58XTirlRUlMuD9i451z4lJzp9cmMwZCturjUqtILlSFDONI3Km8dvyS92FcmHu\/bKjt17ZafGnn02duxORbJdv9ff7d5nf96RjE8\/3yu\/3b5Hvvv7XfLTjz6XD3buSbxnIc\/y3EvaU20m758016d75Hsm1xsLuRK\/27HwmftWyZP42ebavltefu8zeePjz+0+bl\/Yl71p+7g3gzfR9ulnu+UXv35L\/u7vvyZf+f\/+Trb97G15+3ylfNE8K7eGgrYfnfR\/mRbPMZJ2vtsrVb2j9p6zsrJn+dwkCIIgCIJYHpumWmPqpdfCZ8NzUj8ekUu9WhVxznGuDSmlP\/J8lNLfCtUa7cJGwz8wPSulfW65beSgxxOTCSOzTkKPef1YQA48GJazD3vlUXuvdPX2SXdaZP6cq62tp08qmrtl5902OVvXIQ\/behzl0p9bu5O57rXJ+fsmV3uPdDrksrmaumVfebucf9Al9WYfO3vyy9Vltmtt75BTZ8\/JL375pvzm3d\/JgQvX5XjDsJHioF2aOG7+hpz0vV7MaJ6OStmQXxooCAIXfQUXXHDBBddWnTkrnJyt7SHUeclZT+HkrGAPoS6gnG3uh1Drc862jpzd7vdI3VjYnlu2OqOsPbR0fp85Vue6AuY80KqIcVstcd5BROKJqoipao2Ttlrj2vOkV2s81elPq9bojGtptcZwslpjnixa7TEclocPH8qlSxflTnmFPOobkxsD+riAxWqNTvo+Zt6oRYYejKYeQo2cwUVfwQUXXHDBhZytKGd1I4WVs4sFk7OigsvZ6GaTM1eh5Wwr3HO2KGe3+t1y38iGOzznOJvKmc7+6HJb7aNpFT2HuQr1nDN96bPJNNcZI411Jpc+WsEpVyrXep9z5na7xePT55xFC\/oQ6gfJ55xRrREu+gouuOCCCy7k7MuWs17kLF85qzRydhM5Q86espylS5rm0vMROYMLOYMLLrjggguupyBnBV\/W2FvYZY21LGt8buXsdiHlrGdRzpy+CipnmstXODkbKICcJbgkIWdDhZUzHkINF30FF1xwwQUXcraqnG1AQZCezVoQJLDlC4JsxXvOCj1zNrPJ5Ox05xaXM\/\/iQ6iRM7joK7jgggsuuJCzfORsaKtXaww9F3K21ao1Ph9y5t9kcjZv+ws5gws5gwsuuOCCC64vXc50WaPvqS9rTB+wLZGzgt5zFth8BUGYOfvS5WxTLWvUe8423cxZgeUsfVkj1Rrhoq\/gggsuuOBCzlaWsy+rIEiqZHcoFFoSgUBAxsfHrYDFYrElBUG2URBkjXJGQZB85GwzFQQ5u4kKgiTkTCgIAhdyBhdccMEFF1xbRs6y3HOmwqWC1dHRIW1tbUvi0aNHcvjwF1JbUyMz09NW0J4bORtFzlaSs9tUa3wKcrZB1RpdyBlc9BVccMEFF1zI2apy9mU8hDoej8vU1JTcvHlTSktL5dq1azZKS6\/JhQsX5P0\/\/EHOnj0jIyMjaXJW6IIgW79aI\/ecrSBnPQW+58zkmgoWoFrjVr\/njGqNcNFXcMEFF1xwIWf5ylmiIMjtwY0tCKIDsmg0KtPT01bSEjFpQ5c0dnV2yujoqF32uHHVGoOboiCI7oeGxwx6kbMvUc4oCLIGOaNaI1zIGVxwwQUXXHA9NTn7Mqo1qnS5XC7p6e4Wj8ezMEjTrzqzlvp5q8qZ7lcwGJSJiQlxm\/2f8kek0shC4QuC+JCzZ0nOnoPnnCFncNFXcMEFF1xwIWd5ydniPWcuv3M508GbytmjpJxlWyKps2LXS0vlzu3bdpYs1yBNJWYg7SHUhbnnLCTnu\/3iMoPh+NzcwuyVflYqUm252vX7qWBMyodDcrknIP2eaF45Ut9r8ROVTl3aWV5RIW19w3Kn38s9ZyvKmXvTVmusGA7IiCck4UjU0bm5UK1xsxYE2ZBqjdxzBhd9BRdccMEFF3K2qpzdGjTi4ItLMDZvB6BrDR0cTgRNLjOYO28GwUNGgjJzzXq88uGHH0nJtVIZco1KKBoz75tblitsrK6nf1AOHi6SF7a9JNW1dTLj8WXdNh+uEW9UbvfMypH6EWkZHJfxiUmZnFwMncmamMxoy9Ku33cNj8uV5hE5Xj8kDX2jS7adnMySN5lDQ8WssqpK3n\/\/fXnrrbfk5KUSOf2oT0p6\/dLtjltWR32vfWsG4+VGQMsGqNaYj5ytpyCIzlAdb\/PI5aYRqWvutBcS9MLDWoU6nJztSpezuXUWF9nUBUGo1ggXfQUXXHDBBRdytrqc1bp8UmwGdU3TURn2x+3SP43xwOL3q4XOlHXNxuy9a8c6AtKckWvUH5P2oQl5+Uf\/Lmcul8j9xlZp6u6XrpEJI0+RJblcZttHnf2y88Bh+ZdvbZPS8lrpmfDYHOnb5eIbz+BqcrnleFWLvHO0RI6cuyyXiovlsoniK1eWxOUs7ZfT2vX74xeK5YMjF+Stg+fl4JlLC+3Ztl\/SZuL8hYty4OAh+eHrr8tf\/fVfy3d\/9FN59\/h1Od44LvWT0bz3KVv0eeJyfTAod\/u3jpz1T81YOatNLh9UMYo5CBWXbrdKUNAIbFgmgnFHeTSCeuFgNix76wblg1M35I97DtpjPTo6ZgQtYiVt8Wvq+2ztYfEGw9I1FZATLbNSOeiVUU9QgsveF8mSL7ys3Wdydc+E5HzP4nLLqON9nJceT0yuD4TsPZE6Ix5xmEsFVC\/61CWXNSJncNFXcMEFF1xwIWcrvPzRuFQOe+Vwm18u94fk9khE7jmIuyZKzGCuqD0g25\/45HKfyTW8+PtbA345UdMuf\/F3X5Ovvfgd+dYrPzbx7\/KzP3wq5x71Lsl1Zzgkpx90y5s7Dsnffv1F2X21Sq51Tcvd4bADrrCcfTIkvzlwTv522yvyj\/\/6gnzjW9+SbzqMf\/7GC\/LVf\/qm\/OXXviH\/YHKt5b3feOEF+eevf12++jd\/I\/\/x\/\/yP8p\/\/+5\/Lv761Xd6\/3WYG1UHbh\/ccxvWhsBzr9Mv13tktUxCkf3pWSnrdRhKC0joTlSFvLBG+ZHgzIkubzibprFntWFgO6Tluzku9cJA1x0p5k+29Rsyqeibklwcuyv\/67uvyje98X\/60fadUVNXIk+ZWedLUsvg19X22dhMPnzTLjbpG+WNpvRwveywV9U3yOPN96e9Pz5HR\/qi5Te409cjBxxNytT8gLWYfB7yr70+29l4jZnXj5u+mOyBXzd90+2wskWsN\/ZQK7ftHk+bvf9An9dxzBhd9BRdccMEFF3K2upzVjnjlcm9QmqaiMuxLzDalYiyw9Odc7Xq\/WqfOnBlJONqRyDXkW9x2YCYgZY+a5O\/+9z\/IibPn5WFjq9wqq5TPD3whn+w7LMPeqM2h24+YAd7Djn7ZcaBI\/uWFbVJSViM94x47ozaagycXn+ZsdHnkeGWzvHX4shw6dV7OX7hgy\/evNfR9R06flz8cPC1v7j4pnx85JefOncv7\/WfOnpF9+\/fJv\/\/4x\/JXX\/kreemVH8nbR0vk2JMxeTQRyXvfsoXOdJQaibk74N4yctY7NStnOmZld5NXjrT7beEMJ3HKxP4Wn\/zuoUc+eeyVIoe5Thn5Pdo0JR9erpGvfvuH8n\/81\/8m\/+W\/\/Xf5+3\/+unzvldfk5R++Lv9m4gfJr6mw7a+lfZ+M75u2F17+kXz1pdfkH7\/3Q\/n2KznemxY\/yNH+bz\/+ubz6+x3y47P35ZNH06a\/fHa\/neznic5Ef33U4JXtjT7z9xxwnOukyaVSfLjVLXXDyBlc9BVccMEFF1zI2YqvVLXGQtxzNhmck\/tjETsLNJSey\/xuatYtt+7ek9\/8+tfS3tFhl28NDA4ZYTkn773\/gfhD4YV7rhbvOTsi39r2klTV1MqMx7uOe84icqt7Wg4\/HJTGvhEZcY3agiRjY2NLQtvS2\/WZa62trfa5bFevXrVx+mKxfHzkovxq72n59OBROXr0qH2Qtm6bK08q+vr6pLy8XP7wh\/fkl2\/+UorOXJQT97vlaq\/PLruLzDm\/52xmC95z1mfk7GLXrJWiW0MhqR6NOIoqV8Tei6Uzul8YUdB7qRzlcoXlXp9bjtyrl3967ZfyZ\/\/vX8hf\/PVX5QevvCJvv\/uu\/P69P8jvNP6Q\/JqM9Hb7\/e\/fs9v\/\/Fe\/lld\/9kv5h1d+Ltv+\/Rfy+s\/flJ\/94pfy8muvyYvmvP\/1W2\/Lb997b0muZTlTP3\/4R\/ntnqPyTskTOdwya\/6eE\/fXOdlPXfqp\/bW\/1W\/F7M5w2Pahk1xajfRaf0gudHvl4QhyBhd9BRdccMEFF3K2ipxtwEOoM0rp62BMS+gfPHhAioqKbLEMbRscGJAzZ87I9u3b7YOnM0vpF21AtcYRX1Ri8fiSCou5IhKJ2Gew1dTUSGVlpVRUVMi1O2Xy+cU78k5RsXx64KgcP37cipg+w221fFpGv7+\/3z54+87dO9LUPSC3+jxGFqjWmE3OdFnjdSNDd4dDdnmc3kflJLRQzZOpqBxtD9j7qHrcznON+sLyoHdU3jxwXr72g5\/Itu\/\/m\/zpT3+S23duy4MHD+T+\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','data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWgAAAA+CAMAAAAxm3G5AAACPVBMVEUAAAD\/\/\/\/Ly8v\/\/\/+UlJT\/\/\/\/\/\/\/\/\/\/\/\/z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','data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAABQCAMAAAC5zwKfAAAAhFBMVEUAAABmZmb\/\/\/9qampsbGz+\/v6qqqpvb29ubm6enp6rq6t3d3d1dXVxcXH6+vqCgoJ+fn719fXv7+\/n5+eTk5N0dHSXl5eNjY2KioqIiIji4uLe3t6UlJSQkJDr6+vW1tbCwsK5ubmioqK7u7uzs7OmpqaFhYXk5OR7e3vNzc3Jycmvr6833NujAAAAAXRSTlMAQObYZgAAAlhJREFUWMPVmNuW2jAMRS2Ogk0JCZBwvzPATNv\/\/7\/SdrqyBoxl2U\/dH7DXUeSLYvP\/czrPAPAdgG+DTNsCRKAvMJKlQwLIA4BWb2st02tAQ13OFcloSncUR2wnmGKZG5k3gKIBRN8H6YA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class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_23879' onClick='GTTabs_show(0,23879)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado Determina \\(\\vec a + \\vec b\\) em cada caso. 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