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      <title>Meu mural grandioso by Robson Gomes</title>
      <link>https://padlet.com/robson_gomez/dgpbrqa47vpm</link>
      <description>Feito com firmeza</description>
      <language>en-us</language>
      <pubDate>2018-10-01 11:12:37 UTC</pubDate>
      <lastBuildDate>2018-10-29 11:19:13 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
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      <item>
         <title>O que é biotecnologia</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287528381</link>
         <description><![CDATA[<div>Trata-se de um conjunto de técnicas que envolvem a manipulação de organismos vivos para modificação de produtos. A palavra tem origem grega: “bio” significa vida, “tecnos” remete a técnica e “logos” quer dizer “conhecimento”.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 11:17:31 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287528381</guid>
      </item>
      <item>
         <title>Produção de Insulina</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287528949</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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" width="310" height="163"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 11:19:39 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287528949</guid>
      </item>
      <item>
         <title>Manipulação de animais, como o porco, para utilizar os órgãos em transplantes</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287529537</link>
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" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 11:21:35 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287529537</guid>
      </item>
      <item>
         <title>Terapia gênica para tratamento de doenças como câncer, neurológicas e cardiovasculares, cujos tratamentos convencionais não são eficientes</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287529851</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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         <enclosure url="" />
         <pubDate>2018-10-01 11:22:36 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287529851</guid>
      </item>
      <item>
         <title>Produção de insumos, tais como: fertilizantes, sementes e agrotóxicos</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287530123</link>
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" width="251" height="201"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 11:23:42 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287530123</guid>
      </item>
      <item>
         <title>Melhoramento genético de plantas</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287530498</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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" 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         <enclosure url="" />
         <pubDate>2018-10-01 11:25:13 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287530498</guid>
      </item>
      <item>
         <title>Processamento de alimentos: alimentos transgênicos</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287530772</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview"><img width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 11:26:15 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287530772</guid>
      </item>
      <item>
         <title>Bioconversão de resíduos provenientes da agricultura</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287531006</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview"><img width="303" height="166"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 11:27:07 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287531006</guid>
      </item>
      <item>
         <title>Produção de biocombustíveis a partir de organismos vivos ou de resíduos vegetais</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287531098</link>
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         <pubDate>2018-10-01 11:27:28 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287531098</guid>
      </item>
      <item>
         <title>Produção de plástico biodegradável a partir de microalgas</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287531273</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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S7xApDTZzMmGU3bI9bDKf7CPT+SqjNPpMb5iNflWt2PuhFdjGPAirT02ChTxJrghGyY7WQFdmb9JCXGxScaF6Kru6ZSfT/Q4hu397VMTjXB1On6fpoQqSd/ntNNpPJaCeIB91RpbVBKzsg/doKtbhxxqSHamEMGzQFGhUsME+BZsQ0TopQxY1Q5SycwrVBrShzw7zor2CuIk1G7gqWi9SJ9ndg6SmxZphMm5kQ0A47SY/R2oCoVNWZz2tNKm0xA5JbOf1EFp2O/hVjv+udRJ6hFBjugTitLNfu60MJ6Jp0Wyof6Rc4kDiT7LNKe+xzcmdt0jGu0faWu17qNRmUEnM7cE6QQeXIckmWPXGr38hKwRzQW+6d0PYV3LgHHNU6B0D2kLC206kjl9R2sJUkl8AzTubMf+VafNzfu5Gs0fIzXmfj9ZfYkjFKI+C3oM6ks+wKnbLwS/PgBJTfP7N/uyBfNFcQ6pSA5Ak/WPoltty1aisUnhdqLvz2RWb5tK2cC0tJBBytiTHkEzH2mXZ/PwOxheXqYtO682Xv8ADDGH1nCiLcUmQ97tvE4yc3OTpMre1vVmtwgmoJ20t/gaJUs4U00H2dD9niEeB3oUyMvAfjy+DO4jcZC106TCO9xt72Eby8DaJfOwlGaD58xHGe/uXvnTMQPKUm7Zws7k8mouOAWdN8Eq0aMUb5NJwVwYwN4BGbobDt9eiIlDKQGTIkCqLwSk2Y9abJ9JwG6JNBqcRT7umNDCmpFvLBCmNpOHwhX3S7g0K/KUiIyhSokSxvYF4hgtsKdTwicrvoVTjFC30+GO9GEYrSrCq8MrPDcxABa1x0MbkSfVL7RLahEephHZxToufYPtU+/q1qBBIYHPY+APDmADTz3EeSnZyXJeTppqKcmaPhDSweLdFHYZg7q3JlWoSdlbLmrdicpcNVKLStURhYNVaQOxREumEaBA0JyRrgG1XkAiShM0nJKkwdRxepRfBMj5o4yozYvSGTDk0z3RdMJxUVm7rRGVnpsOaOSNoj41SkGSVbDkjKe2TGAFCY8q2Kz2PxAUb2k6YBdB8igjtIvDaaZuuLY800oaZJRzntSHdTnUY0iuXGK0bWmKtZ4aCYbPExMJCOfBUrq/cZliuL21zVe5j4EhviEAwIBB2jhB5JWXHL1gZ4csKlp53rmiNb27qbs1PQ76D/pIWWWS9pCp5YzVT/PmWGn2pu4yllJ+kS5jZ9ywqdq0vW+iEPHj8/omLrdprgCO4ojqGM//ADVLK3/d9F9wFjhLx/8AlfcG32N3NUQYaNoaAB/whqvXfrSsOOHCnb3+SA/5ePE9wA4kw0ep3RqWruxNXaXtFX9S3/h92qsrao4PfB3zEENOaBoTyjjvmWvHFw3Zoxwnjqco8/Q2AVG1GNewhzXAOaRsQRIKdyaXvugZe0igYqUQJj+LObRIOkcfJWpeBaz0qYL7Qdsmfk6jQ4Ziwga8YT3LY2PJcDJbBpkapUDBke9Gl9kauwLkQ/GW6/xoUWaGTwCHJNRVi+r6pYIX4gEYs97sz3QOQWWORz3PMZetyznu9vYHcNuS7xNRbm/BkclaClEucddESNsE5PcmC0B1JR6R/ZDtOllGilBKNIfpugK0FFUZV+Mfai5talOlSlrXszZhoXGSCJ5DTQfuQuGt1dInZdq6bpGf2naR7mNNRlJzxoXOBk6kiY6ED0Qzik6oXl6aClsmbL2N7J2+HUiKZzPcB3lQ/E+No/a3XYJluQcpuXekH23rdlV0UpokNqA8Vdh2c7+FYLnQk1wqB1oQ9oKoppMD4iQzdAzPlSXIAv7U1NWb8kNXsc7N0/ad6HJzDzXtIefh4hNxpxW5r6OOXp95cFmxLEM9HODGic2d67VmL9s7+SYdPqhEySboCdl8PdXrAn4WmSqlsgOolphpRqba+YZW7DRJZx5Z01sxztJ2eF/adzmDajTnpuMwHRBDo4EadN0UJ0zd0/UKFMyDEsDubJxbVpub/ajPTI/iGkeaY3GX5ub+1x5dr3+TDGAY2aTPHRZUYDvAMeQ3jyB8ljyY1r25fn9zl9V0inPuyafx/wCi20cew5zZLabHabvI5ToQOqUoW6eP8+BzcnS51xCT92/8ko4thQ/Ww/32/wDUjeKC/sfyYtdPm/8AXP5Ay+7T2bJ7mnTcdIILn/IN+6GKl4Qr3jo9Bmm9017/APbKXjuLOrGXNA/aAGgD01JPp6rRhxKLv5nZ6PpY4dov38/n1CXZnsDcXoY9jTTpgxUqVdBpBORsy867QBzKepvfivYaO35WzXsN+w9jKFGnQZOSmxtNs7w0RJ6qtQrtRb7hpCmpE7SLKj2oa0tcOBCBvczZ6owvGw9lRzSTE6J0Ha3N/SOMsaZyxuSCFdUTLjT3NG7MEuAy7niqYuT0rYuF12ZfVZId4krJj1qjB1HSSy7+IHo4e6k/LWad4HIpEYaDmLptM6yIvOGsa1o8MBOR2McYRXASovB4IkNTQ650K7CsQHqWTUOgqwrBuPYJb3dM07imHsEkE6FvNzXDVp8lKL9piV12Rptce5rMdTMlpqU2vdBPhlwInSOHFKlK39nRy8npSpNOL+Dr6Uy8YZ2ieMjKgzANaI+B3hEGODtuiUsy1bArrIt7br6/7LpZmjVbmYfMEQ4eY4LQtzfBwmrRJp04UoYh00+iKi3EW1nRSi9J3J0UolEK8w4VNHKtAE8KnsxFOyZTENCtRouOKMFSQLxag6oMoGilNgZE5bA2vRNKkaZMiCPdWzTh7sdLMd7Q0PGW8ZhWVdSLF2ftRRptYPidqUjNk0nK9IdQ6aRb8Is4BJQLg5fTx1XJhr85SpN8R+6s6UXCC3ZRq9++vcVHmTTL/BybADdjwMD3lZcslOSSfBl6yUWrT3HauGUXEZ6TZ55Rr5GJRbrZtr9jDHqc0V3ZOvePUux9vUEgNHTO8fKUxJ+Zox9X1TVqa+n2O/8A8Jb8f+d/80VPz+iDfWdUuZL5f6Gn9lrNkyxpjm5x+ROqp91W5fsZ5ekOrtpS+VL+DjbSnTaTSoDb9DAI83RokNt3yxevLlf9Sbr2tkjsDjD6Fd9GtIp1dRvDXNJiIHJ0EmNhyTsE41pO9gzY1FJPb+TRniRI2T2jRKNAy9pkbIWZskH4FTxmq4mJKrws5WbLPXpszntFa5pdxCLDl1bna6HLp7oDoW+bZaWdKU6No/D7s9loh51duhoz6L3NDw1pAgqIbAn1LVj/AImgq2kwpQjLlHBaDYKtJXZI6LYDgppB7NIQ62BVURwR0W/IK6K0Ea9umUh4jJ/aN/XkqexUmo8lGx7tRVfmp0zALSNNBrpObd0dISZZPA5eb0hGL23Xs/N/oVKhhzgILZ6hwb8oOvksjhPy+py59TFu0/pYaOHugGCSd+icoLl8ieyyUqQSsKz6A8Z00g8R0HPyRqVHT6bJPEqycF8w6sCB3ggmIPA9DyK0RrxO5jrxC3dBMpGjQjhaFCUhp4ChVDTgFRVDNQBUC0gfeVw3YSqbAk0iiY9fOqVO7AI/khSb3ELN/U0lUucEzVg46xr6oh2RbWctCe9J5GAFiyRbnfkcHqe8qXLLnXrd0IcYIbJB4E7A9enueCZVchaOyjvzX5+fMDhxeSHTJOg5+aGr5ME5uTZMoYa7QRv0EQppQDwZGywWeFNA8LnDoHaf4XSFSilwb4dPtsyR/ohvFs+bGfYBFpC/TR8V9F9kJ/0U3kPb/upQP6ePkhsYU1uo8PVrWA+8ShUEuAXg/KQxXwtkgvzOB2zOJEjWInl9CqeOL5KeDe2Qb3CJ+AR11gDp1VtWLfS/4i7e4q0RlBMN5/fkjTpUPx9RlxrS+Pb+bflhihiLXtE6E8Oo3Hn0V2dCGaMkV3tUxobI3KGXBi6qMdn4lBvLcmQdknDFxe4zFkSor+E2jnVxTbuXfKV0U7VnZnJSimfQnZekWMDTtAVEiyz02ohqQ8FAhQKhBYKsh0FQmwNvb/cU/V3/AE/zQN+Qmc/Ip2J2hvGO7mqCWlpDgQ5jnGTGYHxEQJ/iCTLvcHOzxllTiuP3K9TogHu64NKp/a+E/wALtkD9pyF0tOnswtTwOqBplI5mfsiTZX6HJ4UH32DTJBk7w3Yu+32VUdfsY8o5a4cwuFWqQ4j4Wj4G/wAyrSXiXDFG9c37vJE+hiVF48L2uG24RqSNUMsJcMKWl1ENJlp2PLof5pqZpjKtnwTiUQ0bfChQw4BUDQ24BUVRCvntaCoC6RVbyk0y+NVOBFK9QAtXN73U76BBYyb2JV1bik8d20GrvP7eZPIpc5b7HIztQn/TXeIldvjlwJLiSDrMjhHTXTqleJilbl3vHx/PIOtsAK0hriconTRpjaRpm+is1djF5LJ1KmA7cg9ZH1UGrHTJ9OmiGKI53Z5qUXpOOYef1UoHSIdS6qqKcBPcf5+h81KLUCPdMMSDqND/AJ5KmgZwfKIVa2zeqqhTxaiJdt7sAFvh2PPp8/ZWmVOXZJJrukGrYuuy0MM9T03kfu+u/kSjYEcLzyUsbJJ7DDd7ifom6EbYdBXLKezC222ITwDT7yEcTbCOlaTT8KxNhAMj0RJWEposltVDhIKg6LJMKBHQFCxasgMvrqZaNum7unQIGxM5gx9SeQhLbM0p3yKbctaYJHkFVorXFCqzqVQFr2hw5Fsj/srtFOUJbS3ILcBtx8Bqsb+1j3NaPIDZDpQvsMb4b+Y6+nXmGFpABkHQn15qUyOOT+0YddjIWVAWj4SDoR08o1BQsTKS01JFPq4SQ5zqZzNGsDeErTvscqeKVbb18xzDsbrUYLXF7AIcw6kjmBzCuOSUVtuP6brMkHX0NBwHHWV/DPigEA8QeXNa4yTPQYOojkVIMOCM0DTmqEG3NVAg3EBooBIEXQ8JHRCwK2Kwbdtr/wCJqa1HT3LOQP8AvD15e/JKyTUVuZeozKCXn4DNpf1MxIaC4xJOuvIJCyXwjjfqnHdLdlgpW7nAF4ILtSWx6esI7NMNclc1u/z5hak5oIEgxtoQR66hWjXGvAkmqT+n/PoiG2/IcL2wPDB46n+SvYt8CwydoHrP2UI4nKTBlObcGNyFRUUq35I9eqQBFMn1H3UJLjgTb1sxg6dAWuPtKgMXvuLudGuAiSNJH2KgUls0gVRuspAefCdso4/2o4ILMyyNOn9AP2jvajauUwKcAwePMhDKVMydVlkpaatCMJxekx+gNMiJ5a8QVccisZ0+bHCmti8tuO8ZM6x7g7ELUnaO7CepWZf2qti2s9/+dFSEzem2BcOqVtMsn1KcrowRluar2Vr1cg7xU2dHC3W5aqdSVRpsdBULAPaLHW0gRMAfGevBjevPkl5JpIydR1Cxr8+RSzjVeqN8oJmGjZvBs8epSHJs4HUekJvuw59ngS8JLt3Zjr57cFCdI5PeTYTLGueHCZHAa+6tG+k5WibSqO5f59ERoimLzVOTR0Vl3JHHXBnN8h94VWXqd2QMQaKs5tZ6bRtCFuxGWCyXZUMRqGi85C5vAnYR66FLkcmUXCbUSEzES8kPBzjVjmwGmORHHoUpy23AnBqpp/dfD+SRhVySQWOLXBxIOxa7fbrxGxCZilaH4JzxzUfkapgWKd/SDjAeID28jHDoVtjK0elxZNcbJrirGDT3KAg28KoFguu9rQXv+EcP3HgPqT0BQydKxOXJHHHVIpmIXZuKpe7adPIbADoue32k9+DzPUZ5Tk5Px+iCltQDQHOOXbLESY1JH3T/AHFYcL9aW3kGGMcRmcSBwbsfN3H0VnThGT3fyHbU1Rq3LP8ADGnXX5olY/G5LgMNc1zQHNAdxIAieiO0ak01utyZ4YEsHsrtB93yOsY0j4R7n+amxSSfgeawDTK33M/VQiS4oWQ2NWtVhbeQy1zQIyj0VWCtK8BN5UbA0MjVRsubVFbxi2Eg0xEyXRtrrtzCXKjBngv7QRdukBtduYAwC34hxGn8ktowz8sgJvLdkZ6bg5msQdQP7QS5pNWjLPHpez2DXZPFv9yTrvTJ24At8joj6fMn3Tp+js7i+zl8PsQO1NJ1R5A6rXF943Z23siZ2Yw0NpiRqj1F4cVR3LVbiFRrSoJUHqwkRsdxfuKenxv8LB1PH0VSdIXmyrHGzO8WqZ3HMZDdgdidyeplZMm6tnl+q6hzyUmLwNvegvdAAMaGSSP08ghxu46mBDpu9u9kcbe1bisKbGmnQDhmMw9w49RPJFG27fBsTi+7H6Fvdb5vCwFrRER4SmG5Q2qOyJ9sHAQHDmjTNMb8x8NneCfMKB+8jutQ4aGOh+ypryFyhfDBt60sOV0EnbdA9jLkcl3WAr9ryCwt7oRo4RUBAjgfuqaM0sm1S2r4gG8woNdoWtcRILA5ubQ6wZadiglFPcTJ26u/Y/4GrOm4ulklxAnpHE+6HHHvC9DdKPgWqhfvtatGq4QxwyVf4CdHebSfYla06Z3Mc3Bpvhl7L5TDcM1HKEIFdyEFlH7Q4galYsHwM8I6uIBe76DyHVYs+R6qPP8ApHO5T0rhCcOs/HLgSANG8zwkbxJUjCjFhhql3kGbZvd/0pBqv/S0ZnNE6NaB8IH1lMSOjFKCWvl+Hj8gkxmgzS3o8y72ar2RqjH4e/kn0WsGm5RbLkcq95Op0iRpA6QiW4xRdHYI3/krposWXEbNCm5VteB4kn9Km5Tk/I8akcNeQUJroQ53OFRd+Y1WbpPi9FGR7gq+e3RrnDxatbOVxI4Dig53M82uGyBdWIdObMD1+8a+oQtGeeFS5sqWLYZXtX99SaHA/EJEPni07B31QOFOzLLHXdybLwlzXv8AYC7bEQ9+YNLddRGUg/qBHA6/NZZpwnqFzxSx+N+7+C50nGvTbVI8YzU3/wBos0zjz0XRxS1Kzs4JdrBSfJOsHQ0BMNMeAnRerDTJ9OqAJOgAknoN1YRXrh/fzUOjnA91PAD4PuT59EqW5iyPtE/p/BUMba11NlEhweCcwBgyNIJ+fqFmk1I4cW8T43V3YqnSpUWBri2mDxe7K30aPE4/50V8DceKeV20/e/sEsLx+0bDBVNUkwGsaGNnpxRKaNcY6Nnb+FFzDmtA8Ak9T9SnJbWa21HahyndyPgE9VLZaybcHjiMbtb81NRO19gu4a1mpcABvKTLKk7kw5Y9tiHb93cktaMzGwc0HKTyaeY6Jyi5Qtr5/uJx5I5JaVv+xVfxArPoVLVjBIfUhw5jYj2KCWyE5umVuT4SfzFW3Z6tXqOefC34ATMBvExuSRGnmqjBy3M2Po8mTjZeYbFlQtWBjPNxO5PMlM7sVR0eyhijSKniePsrV+6/SAfKToQghK5bC3k1e4unZO9L6PduMupw3zaRLD7aei0I3YpXEKVZUGFb7V4mKLA0GHVDHUMHxu9iB5lKySpGTqsvZw95FxbB87G3NEa5QS3iRzA5jkkZIXU0YOt6bXHtIDdjTc4BxeYO5buRyzHY/RWqE4INK9Wz+fzJVza3AaRbmnTbruC5x6kncoqvxod3o/8AGlX1fxGux15VqA98Acry0GIJI3gKJU9IeGS2b8Sw4dQflzOEEkmOWqZOL7Rj8F6U2qJ7KsaHRSnE02nwSW1OevzRL2F6vMUBPD6hWTZ+Al7XHZo9SqpgtPyFNt+cBSglBie5YNZJKvbwK0JcsTWbmGWIHTdVVvct8Ugdf2bZaHAHY+ThsRyKW3UtjNngrWr8YKrXLmVTTdqDq2ev05eiBujO8klJxZEv3sIIOZuYhrhGZsnaR/ngqYucotbOr+KK5cYMXVm02AZp1icpEEAknUAZtvRKnj1bIydnLX2cVu/l4bhvHKzLEWrAdASx/wDaa/V7vPNB8pTlWNxSOwksKikEmtgkcvnyK0GpEmkrLGcZrf6vux+rf+Ebj1291TBm9qA9KsK7gWO+EeFJ1b0cxZFkk6e6Jlxg7bgS4RVAiQSA8cASNQeRGyvRe4yWB5VfEil9rezdK3pGq5jy4EA5nFxg7Ekk++yrTSqtxMf1MZqDfPsX8Ev8LMHFUuu3ABjSWs23HxOPlsghBuVG5Y9LuRqTbWWzxOvkOAT0Hosb/KxwVtFKCPGj/ZCm5NMfIRUsqJcXupFxOuUkH5EwPVBGEYPUkr+oM4qfrXXl/r7izWeRENY0cB4neuwb80XelyWtTVJUvz4L6kG5oBzhUNNpe0ENc4Zi2d8s7Sr0eZbj4tDDbiq9jhMEOEHmDofYwqnxsDGc5RZDuMLzDxvPX+SXpQMoNrdgKphlFrjABA1PPTVG9NGaMdD2COB3zG3Le7Pge3IfPdvsZHqiizfikm1RbagJRDzOe21jXq12V6YzU2tyADzJcfc/JZ80HkjSOf1dyvYPdmsS7uk1r80gxqD6KsdxVMV0mdaalyg47D6b5dThpdqR+kk8eh6hMcU+DRPp4S3jt+fQRWpuY0CII9vOeKDS0LcHHZiLSxyuYWj4RmEfvJJcSOsn3RVaoX2bUlKK4/GE6+KNAgiD10H+LYesJil5j31WOt9vf9+BvD719R5a+jDf0vDmuHqAVFLyaYePI5unF+/YIuYwaTlVuvEfpS4YtuWPi+aq4l17RqrdU2buny1Qua8FZG0uWJtqmfZjo5nRGk/FUBGSlxY9UqNbuR5BC5pBNxjyQKuMsDhTaW53aNBMSVScpcCH1UFJRXLIl/RrNIqd+2QRNMtBYRxE7gxxQpKL3dg51W7lv5EfFrcVWh2Qt/bqC6OBEbf91JIz5Y9or015eZCpWjzOdzW8CTBMcBA4oVEmPDOXOw7+etrVh8QkxJJlxI5q3KMVsOXZYlszNO22JvurgNZJDYGnM6lKUXKQCyxa1SexoeGvJp02u+MU2B3PQFoPs35LXe5pwS1QVk6moOK/jWIkVCAJcYY0dBMn6lDIR1E9EbJOG4LSMOY4jSNCltJvcxw6fHJ6osMWdk9ujnZgNuatKjXFSiTHNbUBp1Gh7CIIcJ33CO75DctW0kNYLgVK1Y6lRBFJxLshPwl3xZDuBxgq4qnaLcW1V3+/zH3m5p/AadQcA+ab/IkS1x9kLhXquvfv9QLyx8n9H9v2Hba6ru0fSDf74d9ENZPFoOORvmNfIIgpgwas6RiTGuquK8Q4QrkfdSHJMD0oadRaqKcUQbhlJknjEQhlQmUYoCYtmIys0S21wZ8t8RAdXDnOzU3Oyl7TlI6BCo6kZ1jerTLxKR2dvH0Lp9CofEHyP4m6wOhGqKL2NkY0k0at2rxf8vZVbiYIZ4f43+FvzM+iNj37CP2MuA+yoFwI8Dd99t0qLEKkqYabatP6Qjqy9F+A4aBbuQ0K3GgJJx5JFMgCNSENlqQgvZI0jkFNibWKuKIcIk/dWSeNTW4OOCjcOAPsflCFxvkzfooreO3u2HRh74gvcfUn7qlDyC7HJ/kxylaFo/og4+cfcot14DFGSW6v894+KrhtRA9f5Aq9Ugk3/iN1n3DtnNYOgzH0JIA9iqq+SN5X7Pz4EU4VPxkvPOo9xH+BsN+SleSX7iuwbdvf3v8AhUhFvhNNjiRkb/A3L8xqpvxZUemSd/tt/v6k3uKY1Mn2ClIcscY7nalVrtBopyFszj7BkaiZ+6ZpQx4otAut2btycxZMa6oHGvAyPpMad0NMwm3pkuFMA6kmOkqnJgrFjTuinU8cjFGsnwOaKB5ZoDmn/FI9UrHK5sZhe5dnaAnkCVoNRXMMDalV4Il2UGeQJI9zCVKW5lyvU2iwUsKLYymFKAWFxXdCdBhbE6piSNEYqt2Tm0W7hHSHrGhYpK6C0iwxSiaRL6bfLyMIXFAuCIVWoAf6R/s3+SBpC3H2knAqmamOavENxeqTayaMZFKoACYxb+LMhmrRjzR3siVKnwnmI9Roky8yk7pgy9uYrMPAED3OqLFvIzZslZYlT7dYP3dYXbNwW94OeWIcPTQqnsapy0unw/3Jfbq87+jh9qDpWqMe/wDgZDdfV3yRydI06qjfsNEsKAAECANAOgQoWlsSW1oJAGyJMKMxb7mQYHuprAnl2GaDzOu6BMWn5jtNuvAekqwklY8IO0/REMVDe5hQq0z2UqMgtubmoWmOd07mroumcNHqpRKEupKEZGuXZRKBsXKVHA9vFSyahqoQSQGiVXLoByt0EqL4EEbJxsiz1atpsqk6BnKkBcUJc06cD7HdJbsySlr8DFcetn21Z2pJaW1Wu4nWQUhLTNC8Sp18DW7q8DrXvhs9jXD++AfoVs8Dbe1gTA6rWM7w6Go8CeQHwj5j3SlG1J+RzpZVFr2v8/gtTLozupZpciRaOJcZKuIMd5BJrk43Cu8hWXZ41vNQrUddUaBJaqsrUgNdYm8OIDGgeUpTk2Zp56dJHuy1c6tPmFUHTG4JbUH6hTx7GCVQJGumBwhWBONoBVqRY14O7XAj+9ofslzjsY/VTXkV24Mvjlv5lVjW9nPk7luSu1ZH5fvInwkHqDofkfkryqmdGa1Yk/EpWE1DUv7Wm7ajQHzzP1/xj2CCfCGOXcjfj/2bLa6BWgxnDgS0u5uJ+aKPBMSuNnr5+QfNDJCOo7u49Z12uaJ3VJhQmmh1w4hWEO0nSrQaZ6rSjUKNAuNbimEEK1uEtzj2clQLsaFUjdSy1IcL1dhWKaVEREO+py13kVUlYrLHYYd8IPRCBewjMQQR0VXTsF82Ft9eaeb07QlwVEatAy8OUidtZSXszE+5Lczn8RMMzMFVn6ZafLggdbMXemal4flEuyvJwe3B3nuj/czfaE5SuNmrJL+m2c7pzbCm7i50/wCJ+nyARUljl8TmZMbqHtOW+J1BcNpydtVlxLUmysmWUaL9hLZdryT8aN3TrUwyLdvVOOhpOOpAKmU0D7m4yoHIy5J6WRvzucIW7FLNrQwacqinGxzAfiKkeTRg5D1VPNDIrlChygoUgRjGz/If8zVU/VMubxKnT+N38X2Uic7xH+1P9TP8Dvsl5joL/iKL2S/2k7/0h/8AG1BLwKyepD3/AMM2hnwHyP0Vjnwdwz+jajjwFi9RDWN/CqnwJ6rhDNnslREQCTExDz1PdQKJLqfCjfAyXBGpIfECI85Wy5ES6QsS+RLVBiJLNkSGIaq8VTBlwRXfCPVV4GbwEu2PogZAlR+Fvknrg3Q9VHSrCBeO/C7+E/RJycmTqPH3FOx7+r1PRKRkl/xgel/s+n/7ir/ytTlx8R8f/wA4duv6hQ8qX2Rv1Je5ic3qY/egPa/10eSR0/qMy5/XRouGb+v2ToHU6UOBGbkcerZGAsWSJGDqOUQLHb1UMuLhk9is1o//2Q==" width="284" height="177"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 11:28:04 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287531273</guid>
      </item>
      <item>
         <title>Pesquisa com células-tronco para fins terapêuticos</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287531469</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:283}" 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" width="283" height="178"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 11:28:44 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/287531469</guid>
      </item>
      <item>
         <title>Células tronco</title>
         <author>robson_gomez</author>
         <link>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/297941820</link>
         <description><![CDATA[<div>As células-tronco são células capazes de autorrenovação e diferenciação em muitas categorias de células. Elas também podem se dividir e se transformar em outros tipos de células. Além disso, as células-tronco podem ser programadas para desenvolver funções específicas, tendo em vista que ainda não possuem uma especialização.<br><br></div><div>Basicamente, as células tronco podem se auto-replicar, ou seja, se duplicar, gerando outras células-tronco. Ou ainda se transformar em outros tipos de células.<br><br>EMBRIONÁRIAS:As células pluripotentes, ou embrionárias, são assim chamadas por possuir a capacidade de se transformar em qualquer tipo de célula adulta. Elas são encontradas no embrião, apenas quando este se encontra no estágio de blastocisto (4 a 5 dias após a fecundação). Na figura abaixo, a região circulada em vermelho é chamada <strong>Massa Celular Interna</strong> e é esta massa de células que chamamos de células-tronco embrionárias.<br><br>ADULTAS:Na fase adulta, as células-tronco encontram-se, principalmente, na medula óssea e no sangue do cordão umbilical, mas cada órgão do nosso corpo possui um pouco de células-tronco para poder renovar as células ao longo da nossa vida, como mostra a figura. Elas podem se dividir para gerar uma célula nova ou outra diferenciada. As células-tronco adultas são chamadas de multipotentes por serem menos versáteis que as embrionárias.<br><br>INDUZIDAS:As primeiras células-tronco humanas induzidas foram produzidas em 2007, a partir da pele. E tem sido daí que são retiradas as células para reprogramação, mesmo que teoricamente, qualquer tecido do corpo possa ser reprogramado. O processo de reprogramação se dá através da inserção de um vírus contendo 4 genes. Estes genes se inserem no DNA da célula adulta, como, por exemplo, uma da pele, e reprogramam o código genético. Com este novo programa, as células voltam ao estágio de uma célula-tronco embrionária e possuem características de autorrenovação e capacidade de se diferenciarem em qualquer tecido, como na figura mais abaixo.<br>Estas células são chamadas de <strong>células-tronco de pluripotência induzida</strong> ou pela sigla <strong>iPS</strong> (do inglês <strong>induced pluripotent stem cells</strong>).<br><br>COMO PODEM SER USADAS:A pesquisa com as células-tronco é fundamental para entender melhor o funcionamento e crescimento dos organismos e como os tecidos do nosso corpo se mantêm ao longo da vida adulta, ou mesmo o que acontece com o nosso o organismo durante uma doença. As células-tronco fornecem aos pesquisadores ferramentas para modelar doenças, testar medicamentos e desenvolver terapias que produzam resultados efetivos.<br><br></div><div>A terapia celular é a troca de células doentes por células novas e saudáveis, e este é um dos possíveis usos para as células-tronco no combate a doenças. Em teoria, qualquer doença em que houver degeneração de tecidos do nosso corpo poderia ser tratada através da terapia celular.<br><br></div><div>Para pesquisas de células-tronco, todos os tipos são necessários para análise pois cada uma delas têm um potencial diferente a ser explorado e, em muitos casos, elas podem se complementar.<br><br></div><div>Mesmo após a criação das células iPS, não podemos deixar de utilizar as células-tronco embrionárias, pois sem conhecê-las seria impossível desenvolver a reprogramação celular. Além disso, embora os resultados sejam muito promissores, as iPS e as embrionárias ainda não são 100% iguais e o processo de reprogramação ainda sofre com um mínimo de insegurança por conta da utilização dos vírus. Existem outras opções sendo estudadas, mas é muito importante que possamos ter e comparar esses 2 tipos celulares.<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-29 11:06:34 UTC</pubDate>
         <guid>https://padlet.com/robson_gomez/dgpbrqa47vpm/wish/297941820</guid>
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