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1.2 Organizar o código HTML de forma lógica e semântica.

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1.2.3 Presença de tags HTML sem atributo e conteúdo de texto 1 240
240 <![CDATA[<img class="alignleft" alt="" 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qhE3SMVCxKW6riRlLEFq3hTwQTQzlcS6L+qkMns37luYA3Qqqk8W1EOpnEEoRdyEqY0bnppZs8j0xabx7VLHsTUqoA4Aij+ZI5skHkfXGNSEj1wkdEkQOrOrqzLzFsvaoJNHaao9vTuJ/FfHFfSHTxIlGeSS105jCqzSSAguwIPKrQXsTk7DyO5Taf0Gir3k9p/MArpQ6BT+BagtBowe83TUsFYgb0Z7oc9xX1yzUAxwyKSRLEko3RshG4XQ3H4hz6fL3xPwhdkGn5ooqFTdUdtCvnz2x2ecysjuWY7TsZt1FDtJ23wwsLyPlnNvdDy3gsOazr0Gvn8l9Fa2TO0h3Zrbrsk9N4VLJrklhkWMwCN6ZHYMCZlKkLIo9bvuPeiQdRpdPPH0/vkJjDgEwn9sgtf3nex3yv8ALfM8/wAkh/jPl1FqkZmVXUshAZQQSpIsBh6EjOu4ZG3+kZf3quU4lK8Yl4afulmPNCyGTRLJ0nRZpHASIqVPRl5Nu3w23t325rvJ0laWRvaRz+5VH8szvmOX7+BPdJn+fwmFf+PKvS+b9Rplni6UTxHfsHxiQkglixPw0Oe19gO5rIE0jI8eSdAG18bVhh2PkwQrU5vkpfDeZdLu77ifr0JbzWbczfhcd6iH5Bz/ALm3/izUVkjgJ/tiT1J+Sicb/UAdwHzUe3DJKzzL21SZVJWZPzMw+36YevRmP7niB/iM1+Y7zR/1jp/U/ZtRx/8AN01d8reIa4d6kNGqUlk3aXp3qQRp5IBF2jDu1bjt7rt579uO+cePz7NLO9kbY5DY7j4TyPni8j6iSGeSNZht04lj2/ZAu5hMLO92LKrIvHBNHjkZF5hmJ8OnZhtJhb1B/EtDlePX0ygxDZS6PmV3CvYt770tdaTUJDHoUeZNPC+xGkkIpVEDuotuASyqtn+OWejSCbVzxN4giwxJGUkSTTAszi25cMpAr0rFYJZYjpJIEjkMRDFZHKKwMDxVuCNRtwe37Pzy18K8wTxTaiVtPDc7RttEzUuyMIQD0ueRfYd8wwjsIGXNWazuulxIxJfUd1Q2SGg0eleGd38UYMkk6RjraMWsTNGhIMYvcV3WODu44rJYv8nmPSk+IKXkMfV/0pOPui70qn4bYAfK6ym1XnefSw/ZY10u55NRIzby7bZZZJSmzau0jqAbrP4DxzxTyedtZNHEhaJVhC7emgDo6L0/hckkHaWBPqGNAXlq1mGcMzWCvIfRU02LfC4te42PErZeMeHaEanR9PWy9N5HWVROxDL0ZXUggE2JFQcH9o5RmdVWU9R2iTW7UaS9wRZVWjYBoG+49Mmi/pDkGlgkmmTqadgoBjBeSXpNFX4hu3CQm/h9CaAyPy35Pn1jmfXkrE80kyadQy73kZpCZedw7k9MWwoXsAJzQ+GPEDLG2qOpqtu5ShI5rTndYc01re/Vc+H6+DVO6hJxGWKq0hnWCZj8ciRqzbSeNxWroXVDNBl9qvCY5YQkgUpXwqoAVQKP3QU91NHcCFU0WZqzHTSyaKQRaks8TH7rUkDbz+CKdhQWSuz0qv8As5HxeCc0ZmEkDpuqp8ZGoVP5ke9bGvvA/wD51yBhI1CSZnUBAVMenUHp3ssrGDwWJ4PPF3WMeYtv2qNz3COvY1+yTicsyuCg3PasSIw5baBbmk5AA9fy9xm7Dk8poCpcU+QSZY71AuvavoHk3wzpRGRrDyVXHxKgooAP7RJDduWeIfstmiMgAJ4+h9ORwe/IBUEfsq7/ALWfJ9B5cnkdy0viaKgHwh9TRIZr5JvcHNAepJAFg5Zy+UAp5TXzAE8NNIfw7UO37xTd7VHzAHccSXYkR9kMcfJp9dlf4aMCJoboPHQ+1aXx+MrulDMAeJQrFePw3SkXtAazzShhdRc1azCNjTybpPjIVpSWCKiWFQ9gu0cCspm8qIrHZ4bqWABsNLE/O8pY3zm7JKgetGr5y50evMMqnpyKVWSB0GwtEWCNRoMpooo4v8XfK7EPkkla63sadDrQ9aCucO1gido1ztwKsriN6IoaqxyONXQ67ehPA3t6flkraeSRivS1TlT0iCZRyVWXad7CxtCt6jj3GS/5zyE7Wj11EwHcPse34CjNYoOCKNUPbJH8cDPZh15HV3UdRGhK9HZe5JRR3cd+wzMw4f8A2ncf+4QSTf6wj/yqHVR394qPHKJo4m3t8VRzlWUkMbBtuL9cuN33DpVOzPYEY5DSR0TIzVRRATQsV+eVmpXag4KBtRGQGlaRqaRfxSOSWYmzyTjWjkZ4JJZC8YjTUvaCLaei4VQNxZ39bpQbqvnow3ML3cqjuLPdooWPBEjaAByi+neqnxH/AKagMbyqzLuVHjRqquGkZVu6AFiywyfxnwxYoEPTMb9eSGmnUuyIJVBMYJu9oN2ff1yDW6cy62GJhzIyLYQuykI7FlReSRtPtQs+lYeIeEdCONysiM880W2RUFrEZFDiiG5CoeRXx9zwcssP/gGnRc29v4UhyA766X9dFbeX5CI9I7EgqIXYqFJ/AN3DceuNigkaBpWEasoMnToAtY2hB7Vd+2V/l0XptMCT+BFJ2s7cCjSryzGq/M44O0LDqHqRlm3xOihlKqwTeoLKSSQfavzyiJn5EgFZL177sfwu/byjLG43mI07tioNT44uli1DF9rt00jpWYl9sr8heQABd/P58/O+uZPvN7Fjbsd9vbWwO5T+IHsb49Ms/McYOtcmgajF1Z4U9uR71izQUBRABBIY8CiSRx6nk8Zc4d9QRt8PXVctjmOlxEhb0P8AHp1W8bWrqTpJg+5hpmVhxe5jCZNw9Duj/jlL4iG3O6yHgOhT4SLMwC+lj4TR59sU8oK/U3HcY2V9jcVYKrIornhl9fcjmuPo8vgGnbwx5WghaQJI4cxru3BmZTuq7BA5+QyPNGZsU4k1QB2tXGFl5eEZpuT4Ko8Jl/06JP8A3Mz/APhaFf8AizW1mW8EIOuA9RA5+hkjH/D+mavLLg2mFHmVX8X1xJ8guawzrPct7VTSMyPmP/rCL/4eT/7sV/yzXZk/MR/0+P5ad/1lT/llfxH9M72eqzaqHZE+110qspkkjVyIEUvGWMnLsKoqeT7Zx5i1Ik8MmeqD6csAasbksA1xYsYyngyrW1IQyyTSCRkLv99d9yACu413HbjjF/NEAXw2dB2WEgfkq0P4Zz7jDmj5ZJOl7rcculK00q1Gg9lUfoMg8X1hhgkkUAlRfN0OQCTXehz9Mm08ylENgAqCL44oZxrIUmjZGI2t7MLFGwQfcEZStoSDNteq7p9mMhh1rRfOJmqm/FbFrK9rs8UBXsCf350r8ll7cE+/N80ewHr7X2zQzeTSx+CcMBz8SjcPblD/ACr3Byn0ngTmPdCrvX41JQN8aBgi3QC80aomh6DOnbionDR3y9Vxv/GSsFyNs67a37lZ+SPKEWqnnlmnmjaCJGDxmMFdxl3n4kagAoque/fN1/m8pKqdf4kdxRKKqFv8SKSNONqetWFb1vKHyrp5oNJrSIWaRxFEFQFnAZXAakDdi98jsLNd8d6vijR9T7GOrcMm19RKxZo1AcECkG6vmBu9fTEyZi48yu7UUdFnC1zWAOGvVaF/K4S3k1uroHeS0yBRVgbiVraL4B+EHmryp1Pg0M7dBfFZXMheIRN9jls7C8g2mKy2zncea9cuvN3iEsekAjhkkllqMCIA9NirPvawRtBWrIPJHBvMxptVOJxM8M+1Z2kHUE5YCSJNK7sF04QV8UhO4KAflkeGSVzC8yG+g71vIF7L59BpmjMSmTqWHCg0Xv4QBY3E2KoHnv2HGfWfKHlowRfeANLIRuNck/iSFL7Kg5JI72xANBfjOr8aCS6d0aRZIkLdRGchWKR2V3IV45Hb5e2bHybrNVrZnifW6lQILJHTDU0lAC04vmzVn6CrIzMw8Rlk6fVV8bGma61Oy+sggClPAogr638O9Qfc/BGD623PfPB8uTxQX6qu0+12qel735zLy+WXqzrtWKoswaNbCqUA4SlAUngAVZPfnM7qPBvvm3Ty7ESGW/8AKEglqXqx2EDKu5I1sqvNSULPB0YfisOIDjECcu+n1pTnRFu6+mXQ4+VbR/qBlH02pfAosbyh8xeDs4MsC3Ki7aWgJFFkRKW44+IoTXO9jQbmqP8AR9FYPVnsev2jU3228fe8ccZSeP8AlpIGVItxJSwDPKD+JVv7xmvgEfSvXIreNYPE/hUTfh/K3RwyNcC06q00upWRQysTYBqqP1BAIPuD2z2PU32SZwSACmnnZTZoUwQhhf7QNcH2OVvlfwtJXZWIWBGO4M9maQnaUJNEqGIHB+JrWwFet2vmPSKDeogHA/8Aap2J2rwCPhJG0AVvqhSjnCDhLX25xIHTa68d1YTcRLOy0C+u9Wsj4hppHEZWCZgsiyH7tl+FCbYB6v4iKrv6ZJYVgrwtHZIUuoAZgSWUH+0Kuj3o1dGtRN5q0q2TPGaBNCRSeODWy7Ppajj8KAmzld4/5j0nRqfeVY0NkMzAFVLDbsU1QBNjgDgEkswmDh0LWZQ4+0j+FT4l5xDs799tFjvF/wDpJPYqEKkEgg03II7cGv34nJKd1kMf7xN/xN5BqvEfvCzlm3bVRjE6F1HAbawHNkgkCuxHBzuHUbzx2Hfn93pznrGljQCuRxTXiR3d8FovAP8Ao8JsgqdwIJBBVmo8Y/dkWSdo2i2JpbugCeBftlX5N1AMUJk/As0wb4C4pXlCkrfIsL7/AJVll0FBG02aYMemiWS5YVQBIrtZNbqykljpsh5lU49m99d6v5dF9Nwz7EQyX2R2u7TyVMnld9bqJXDgIjrG6hQXqnbctnaTZAo9hzfplNp/BZtVJJHEivJpzsYXsai8ibgGYqBcRtdx/Fwff6H5Mio6k/2pf4LX8KxXydptms191ZkJvuaabUSAX7DcP3Z0uFhYYoj3/Rc9inHPM3oqrw3wN9H0kla3aNpHUEFUdigZUr9nj6mzm8B//wAg36xN+pP/ADyh8xJ/pUZH/ZOCfzdCv8G/flxM5Hg6H3SL/edB/PIjqGKmro0eimx/povM+qz3lsX4hKfRdOg/fIxP8BmvzJ+VE/0zUn+5CP8Azn+eazLDhQrCtUDiZ/uXIwwwyyVajMj5jFa5WJAC6c2T2FyAmz/q45/n5pfeT/ZnMz5n81QSzKArSI8LqwKNZAkQFdo72JD7DjIOP7cDmjw9VtDHDonYzLMqvAFEZG8PJ2kHBG0d1Qiz1DxQuiLIg8TdZdNMCCPhKurCmU+qsp7Gv3ggiwcpH8UhCxomk0bRKkIBniLudyKXPxSqFFhQBX7Av0pCfxGCOPVsiKkjKUPTG1SEhVmpEJXiUMoP1vKd+GjDRy7sEfZW0tFaLXeS4I5S5kQMVSHvErgAqxHJQkc7uL9e2aTV+V9NOQZYYnrtv00XHy5iB/XM35AhABDl7Gn0h4GlJJ2yK3Eqlx+AduOTm1CJ/Ycf6un/APwyyw3+JtKfP/kKxHj3gsWm1MP2ZIYbjmLBY1iVgGgAtkWybIoX75W+VW3RsexHTBq6/qkbgfXGf6VfE/sxgZVtW3ozOsRFsY2WlUKDwjd/z9OcmPH10qhbTc21qKsW2iKNbDL8/T5HK3HYd0jnV1r4KfhJmsAvpfxX0ryrrV0sOsmn3BTqUAIR2Y7o9NEihFBY3I1UB65pP8tLvVCkoLSGEEpQ3iMzEGzwNik38q78Zk/Lvh7a/wAHTYVjZtR1RvUsPudVdOqlSbEXax+frl34b5WMcyvI0UgBmahC6tulPfc0r8BSyVXYgCubgZYQ12cnMNK6aD76qNI4ueSNlFqvOEcskkGklQvGdsslgrH6lUH7clX7qpBvcRsNL4144+n02pinLyRvHL9nnN/jKECCVloE2fga6bgHmiz8vg8czBVfpA6nUUYY4SfhEcexhJG6ld267Arj65Pz5pkg8O8SBffJ9og08bMsKymPp6aeRVEKICN0jA0PzyzgggIEddqg6/v0UdxO6+YanxJ5NUSNwNbALJbihyR27Dn2Az6R/Q8/Um1LkEOqRoQRXBZ2B+fIPPyz471Oboc+lcfrn2P+gyEdHUuBW54we3orGuP8X8c1cbpmBf7B8QsIGDmgr6NrtZFGv3zoivajeyqG4JKizyaB4+RyjOvgUssmu0oiPSLKpjjdhHewSv1KKkiyFVbojsSM0PhukV/EEcgEpBIBfpveKz/u5beHaVfteqlFXUMJ+QRTKB/9cn65U8J4Y9+G5jJS3PuAB0JG6lSyAOojZU2j18cwLRSJIAdpKMGAagSCR2NEGvmMx/nSStUvJBEQqnZbBd7FLZP7uPfNjHEBNqWH7c5J+e2OKL+CAfTPmf8ATDaz6Yhtm6OQFuf2GU0edtfH6g5V4HDtZxAwA7Zh7lJbJQD0npNHphKHWOEyXuH9u+bJt7a+fT3z6AvhTEqsUsaBYYhsaKYlTs7ho9RHwTR7E8Hn2+ByzrKb6gU0dvw8g0eSwU1z6gj88/S0JJkbaWI2RngSkG172nHb5Z1ow34oa5x1Hp52o80uYCgq2PwllFPMhY3fEwWv8MurPH1yl8zwLFo+CafU8kbFWOoviKEMwqksmzyzZr5lP94f4pEAP0kQH9cyH9JZH2KJQNwbUkcEAbUilD2QKrap9MzmwzYspBOp613HyUUutpWA1+uM8jkFSqnYg3bvwk/iPu1A+3YVxZ90hqRfnz3I9O/PpXOJ6LUAlbbcW/Elr+Ht8S3+vFn2yZ4u24V34s17d+xAFD1zeAB2QqeWHMwknwr2eeq2Xl+UCAKgtmldEX+0x+IgfKtzE+gUk8C8eGkfSvU0hk6pLBqIVTYULRJ2qRwDxypsAkXnvJUymHUSyRTSnTtLtCSSRi5Gh32UpuKIquQT75fS+MvPp9T9wAqBCLlmN05FOHYgjaoFUL2/QQThocsmf8zrPlWq6eCaUMiDdmho94AWg8mvY1PBFTkfn8EZsfv/AEyt8jaoyavXkgCpWHH92fUoPrSjFvLHmmLT/aVmLBjOzUq7gBsjAFg/K/rinlTzHDp9TrGbcI5ZC6UpJ/rZ91+3cH65b4amxRDw+SrcQHGSU11+avvMBP2s88CFavte+Sz+gxbTePySaKPTERNs6dyJLu3BGDH4QnrXHP78h8V8Tj1Tu8VkdHYQRR7ueR7cn9c0Hi3h4Gj3OFd4hpUDkfGCekrkN3Fhu2VUzHPnxBY6tBel32VaQOayGEObep61WqrfKbXqtV8lh/USZq8wXg/j0el1U5l3U6x1tUnlWlDX9NuXf+fml95P9mcteGkNwrAqriLXHEvIH3S0WGZ3/PzS+8n+zOGT87e9Qcju5fPdmLT+GLJIjsWAVWFKE5sowPxA1W39f32OzDZkQixRVgdUsdGlUDJwqqLI9B3+GvW/3/XJfEtLBN1qWRBLv/aBKh2diB7/AIyPoMk2YbM1mFixyhXHl/zEml3bo5HBSNAEleMAIGHIBN/i7/nlw39Iy/s6d/rqpf5DMfsw2ZmxgY0NbstjnFxso876xvExEpCxrGxeiZJCxIocs4qhfp65nJ/Lby/1k3G1UARNv4aAvczXx+WaPZh08FoJsrzMQKTvl/zLPotMmni6TLHupnRix3MzkmnAJtjzjB89a67D6evYwMf1Eoyq2YbM0nCwk2Whe5ipvD/MGqgYMjQEgzH4oZCL1Egml4WZR+JRR7gXZN4t43rp9ZBPBK0QSeVZ2McTK4dVRRtLSMNtIvFX35zvZhszaI2h2YDXZeWsfF5BTcd0rlfQAKD9SbH6ZrPJ8zeGI6RfeI7BqfuDQX8Q/L2yTZhszCeCOdhjkFgo0lpsK60XneaLUSTCOI7444wpZ6XY0rkg+u7qAf6gxjQf0gywvO4hjYzydVrduG6ccIA47bYl/XM7sw2Z7FCyFgjjFAbISSbKu/8APmb4j0orZma9zn8TFqqh2uu/pmZ84dTxPpiUpGE3D4FayGKk93ofhHocb2YbMjM4dhmS85rO1qbs7nfqs+Y6qtZRvJYNffMQPQqte/pm9Hm3UUv9VuCKhuO0baKB2sxIP1rK3Zh08l5G3m6rAuJVsvnXUj0g+iSr+iygfplV4v4hJqoxHL0yodpANhNM4YE2zE18beuebMNmeuaHbheKkk8GY18UdD2jIJ4ognefl+v0UbyzJuBScRgcAInbj0JY5ptmGzAYAsSxp0pI+CwNp1nViJOtfJ3ArbBroGiSQb4HfLDS6gLHIrxoxkKkmmAG0ueAWNcNXN9s52YbM1ugY7ceHvW5krmCh90q9NCVL7TtDMWACjjgCufyHpi8OhmS6eMg7j8SNfLM/NMLrcR6ZcdPDZmwNAAHcsC4kk96W8MeWF3Ysjb1VCArKBtLm6LN33+/pl7L5smaAQkArUYLMxLExur2T63tA+Q4575V7MNmYclluNfm38VnzHUBe2yTYSvK7yMpDdlVSNvJPcsbPNX8vTJNmMbMNmZsYGANbssXOLjZ3S+zDGOnhmSxTPTw6eM9LDpYRSJpY40VpQWZxaqrbaWyNzGj3IND5fPI9P4VJLZjRmAv29OavizXt+7HhpllVfjVWUbSHNAgE7Spqu3BB9vnkuq0aydLpvGCihGtwoDKTbqWqw13xzhFWL4RIQG2UGraSVUNfYAsRZ+Q5ySLwOVq4AJvarMqu1Eg7UYgnkEZZ+ZJBI0VOHqFQSOxa23mvQk849qt8klhIZkoDcdh2gDkbwbUXdX9MIs/qvCq6IQEtIgJB9HLsm35dvXOP8iy8DZZ4FAqSL7WLtb+dZpPtTSTRKmoPSRqbfLQpZWZSQT8VrtAIyp8O1PS1O8ngs24+4Y8n99H6YRIeG+GmaQKAxFW20AsFHcgEi+49c9fwWUd0IuyAaDMALJVbtuOeLy78A04gkZnkjX4Sq/ECW+JTYrsKB7++L6xh9sU7gQDCN1/DSqgPPt3/XCJHwzwCSZkOx+mzBS4HFWASMh/yRIVZ1Rii3zXpdX8/pmikVG1qTCWPYrJVtTKFAFBfof381i2tiV9UZopY1WwwJYBkqgV29z2NbbBFYRZ1ISSABZJAA9yeBjup08SfdgMzg0zhhtvsQq18QH5i/fO5WHWLoKG8uo9hu3KPl6ZNL4epJdJE2myAzU4/ula5PpY4PfCKFPL8jSEIkhQPsLFQCOaNiyLHyJ7ZzP4G4kZQKG9lTcyKX2sV+EMQWP5Zd+J7ZtSkqyxhFZeC1FdrW20etnm/njmrnDTb4XhWIMWk3FeW3GwVPLWAKIvv8qwizPhvgMkzJ8D7GdULAdrYKx59ryIeDyE/CvFmrKgkAkEgEgnt3A9M0WsCPrlmEsexXQi2oqFIsBfoT9ec71KRt1ZIpI1MhKsWajHHQUqijkk0eR6dsIs2/gkgBNLajcyh0LqO9sgO4Cj7ceuHg2hWWdEkvabujR4Ung/mMvY4mYkzLGUNkzrtDmwQGDKfiY/2e/POVvgcoi1EbkgAE2T25Uj+eEXEukhmjLadZFddtoTuDbztG0jkNZHHrzXbFx4JKf2RXNnem1aFncwNLQ98uoNeJkAlcIwDIeAFO8bRIFWhuXkH3DfI5NqoClJDJDsAISPcrdQEguZLpbNCvX4RWEVRofACZVEl7GFhoyjqQGVW+IGgBu57kWOOcXn8IO8iMMVUKSX2pW4AiyWrn05s+2aXQMsbK0qpA9/hBpSpKWxW/hPH1F+2eVDK9hoyYh8CswCOSkYViT3C7SCPkMIs0/gcqi2QqPdioX2rcTV/LPdR4XshDEMH6joyn0CqhHH+tll41zHCDKJTcrMVPAZmBP/APccn1ztDFHDNtYKu4dQKtFFBsk1wQbHfnCLOQ+FSOAVWwbrlQWrvtBILfTJD4JJRNCwNxQOnUC1dlL3AVz2zRNp49rvDLGGIEe5m29NFUIdi9yWrgj0ORwxMWuZY2j5vUDar1VBgynlv7vf3wizL6NlVWI4e9vI5o0ePTn3yPp442kpVNqd18A8rRr4h6X6Zx0sIlunh08Z6WHSwiW6eGM9LPcImenh08a6eHTwiWMJHcEXyPmPfAw1Vg89vn6ce+XsuoULCJE3qI7AuiDucfVTQsfLG0XrwgyMR3vaFql6zCh8gAAMIsusJPYE550s0PhGlR3JUMNoYUWBsMji7rg/pzkWk0Ucu4gFAlGt3BHaySCV5r37/XCKj6eHTy413h6iNHSqYleGLCwAb5AIPJ4+WR6bRLsaSTdtB2gLVsx5qzwBXOEVX0896WXmn0ivG9FljVwxB2k1tI445a6HtzjGl0MckDbd4VZATuK+isPxAcDkehP8iLNdPPell+3hMfT6t0gO0hG3EnigNwG08m7vtnUmjRtOjKH2h2G2xuLMFoWB24PNfKsIs708Onlp4hpFRgq3dWw3bgCf2boXQ7/nXpnWk8P3bbUsXJCgNtAArczNRoc/phFU9PPej61l8mgiJPTAk+Iimk2EAVRXgbr55/LjOtbpIxCqlyu1pKVkJPIQ0SOPbnsbwioY9MWuhdAsfkALJzjp5pIPCx/VA0zqCQXprFkfCBVX6WfzvjKnSwqXUOdqk8n2GESPSw6eX0nhQK2E2VzuRxIu0AlrF2DQ49D24yDU6NFjVqZWY/CCwJK/2iNoq/T6+2EVR08OnlvoNCjLI77qjCmlrmyRXPbmucki0sLRu9OuwD4bBu2AFNX5g2MIqQRYdPLePRowDBWNnYEB5Ld/xV2r5Y1P4ZCiFzvba2wqGFFtoYjdQ4HIuuawiz3Tw6eXkPh0bKZBuCjghjQDcftAEkEHjj0NkcX3rfDoo443otv3UFf4aFD8VX9O/PywioOnh0svk8Oj2qx/b7B328ewoG6PG4127Vzh4l4bHBIEO9jQJNgVftxyfXCKh6eemLLx/Do4XVXLs5IPw0FAJ+G77nsa4zrxPSRpPIJN5JZmtapQx3KefxcHkcYRUHTw6ePajS7GKnmvUdiDyCPzBB+uR9PCJXp57jPTzzCJrp4dPGNuG3CKF+av0FD95P8APGoNcUTZtBFMPmNwYH/zZHtw24Rd6DWmHcVAJYVz6d/+f6ZxpJ+mGG0MHG1gbHHfgjsfnhtw24Rd6rVBlCKgRQbABJPauSe+caafaCrKHUndRJHI4sEduMNuG3CKb/KJFhURVPBUDuKqifX3v5Z7F4jtRkEahW/ELbniu5JIPzyDZhtwiYPiI2GNYlCGiQSSTXqW73edQeLlAoVFCgk1bevzJu/niuzDbhEaqYP+FFQd+LJJPcljycl0Wu6alSodW9LIPNXRHoaHHyyLbhtwi6aRG/FHVdth2ivY2Df5987k1u8jegIHKiyK4VaJ9RSjItuG3CJlfFBv6nTXqcfFZrihwvYGhiCKLFix7dr+V5Ntw24RSxasR30lILdyzBhV3tqhxnus1/Uv7tQTwWsseOwF/h+mQ7cNmEUugl2JLVGwvB7EbqIr655JrQUZFRUVq4BPcEGyTye1fKzke3DbhF3oNYYSaAIPcWR7iwRyDRP78Z+2jo0I0C7+U57beDd3djvie3DZhFOfEARtMa9P+wCRRHru72fW841ms6iqoQKELUAT2Ncc/l3yPbhswiki1gAUPGHKWFNkV68gfirONfqjM+4gA0Bx8s824bcIp5/Ed7BmjQkVR+Liuw4Iv655qNf1G3SIrHmuWHF2Aa7gZDtw24Rczyb+SBuskkXz2oV2AAHGQ9PGNuG3CJfp4Yxtwwi7wwwwiMMMMIg4YYYRGGGGERhhhhEYYYYRGGGGERhhhhEYYYYRGGGGERhhhhEYYYYRGGGGERhhhhEYYYYRGGe4YReYYYZ6i//Z" 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