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      <title>Early Thinkers by Caleb Herbst</title>
      <link>https://padlet.com/herbsca/k8x55vh78tr4</link>
      <description>The different solar systems</description>
      <language>en-us</language>
      <pubDate>2018-10-01 14:25:11 UTC</pubDate>
      <lastBuildDate>2018-10-02 14:14:20 UTC</lastBuildDate>
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         <author>herbsca</author>
         <link>https://padlet.com/herbsca/k8x55vh78tr4/wish/287634874</link>
         <description><![CDATA[<ul><li>His full name is Aristotle&nbsp;</li><li>He was born in 384 BCE and died in 322 BCE</li><li>He is famous for the Parallax</li><li>It is important because it was what they thought back&nbsp; when he was alive</li><li>He thought Earth was the center of all things&nbsp;</li></ul><div><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:205}" 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" width="205" height="246"><figcaption class="attachment__caption"></figcaption></figure></div><div><br><br></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 14:31:50 UTC</pubDate>
         <guid>https://padlet.com/herbsca/k8x55vh78tr4/wish/287634874</guid>
      </item>
      <item>
         <title></title>
         <author>herbsca</author>
         <link>https://padlet.com/herbsca/k8x55vh78tr4/wish/287635752</link>
         <description><![CDATA[<ul><li>He was born in 310 and died in 230 BCE</li><li>His full name is Aristarchus</li><li>He thought that when the earth move the stars moved to</li><li>This is important because he figured out that the Earth revolved around the sun</li><li>His model of the solar system was not widely accepted at the time</li></ul><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:184,&quot;url&quot;:&quot;https://www2.hao.ucar.edu/sites/default/files/resize/images/education/physicists/Aristarchus-300x184.jpg&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="https://www2.hao.ucar.edu/sites/default/files/resize/images/education/physicists/Aristarchus-300x184.jpg" width="300" height="184"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 14:33:01 UTC</pubDate>
         <guid>https://padlet.com/herbsca/k8x55vh78tr4/wish/287635752</guid>
      </item>
      <item>
         <title></title>
         <author>herbsca</author>
         <link>https://padlet.com/herbsca/k8x55vh78tr4/wish/287636195</link>
         <description><![CDATA[<ul><li>Lived from 100-170 CE</li><li>His full name is Ptolemy</li><li>He thought that the planets and&nbsp; sun revolved around the earth and that while the planets were revolving they would be going in little circles by itself</li><li>This is important because they could predict where the planets would move to before it happened</li><li>His model was based on other models from 800 years ago</li></ul><div><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:208}" 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" width="208" height="243"><figcaption class="attachment__caption"></figcaption></figure><br><br><br></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 14:33:35 UTC</pubDate>
         <guid>https://padlet.com/herbsca/k8x55vh78tr4/wish/287636195</guid>
      </item>
      <item>
         <title></title>
         <author>herbsca</author>
         <link>https://padlet.com/herbsca/k8x55vh78tr4/wish/287636726</link>
         <description><![CDATA[<ul><li>Lived from 1473 to 1543</li><li>His full name is Nicolaus Copernicus</li><li>He made the first detailed model of a heliocentric solar system</li><li>This is important because he was the first person to show what the solar system really looked like</li><li>He is seen as the first big step in science</li></ul><div><figure class="attachment attachment--preview" 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" width="228" height="221"><figcaption class="attachment__caption"></figcaption></figure></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 14:34:16 UTC</pubDate>
         <guid>https://padlet.com/herbsca/k8x55vh78tr4/wish/287636726</guid>
      </item>
      <item>
         <title></title>
         <author>herbsca</author>
         <link>https://padlet.com/herbsca/k8x55vh78tr4/wish/287637282</link>
         <description><![CDATA[<ul><li>Lived from 1571 to 1630</li><li>His full name is Johannes Kepler</li><li>He had 3 law</li><li>They were important because it made us understand the solar system more</li><li>He figured out that the orbits are not perfect circles</li></ul><div><figure class="attachment attachment--preview" 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" width="191" height="263"><figcaption class="attachment__caption"></figcaption></figure></div><div><br><br></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-01 14:35:01 UTC</pubDate>
         <guid>https://padlet.com/herbsca/k8x55vh78tr4/wish/287637282</guid>
      </item>
      <item>
         <title></title>
         <author>herbsca</author>
         <link>https://padlet.com/herbsca/k8x55vh78tr4/wish/287637664</link>
         <description><![CDATA[<ul><li>He lived from 1564 to 1642</li><li>His full name is Galileo Galilei&nbsp;</li><li>He made a lot of very important changes in the telescope that they had</li><li>This is important because then we could see into space and we weren’t just using our eyes</li><li>He looked at some of Jupiter's moons</li></ul><div><figure class="attachment attachment--preview" 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qBezpI5UZzr5Q/Z1on0jew7wDtZMmZhNATlNGJrmB0GgPpBaTjXQXpUWNGrbNZhHmqc6MQlB72xSGChz3b7RvcHgl5K61L2bdvCF8jtJREe0aZUlWYZgl6OC40c/lGRT2pnzFlQZKVEkVLCpNWLEeEScfzZsn4djX36WgXO4YumQFT0SBbyuB15wydCuNmk4d/EBMsF5ZzC6TVNa0Dd3wi9xXt2JqQmVKEoHR6DcaPbWMYcAiSHxCgVKHyg89rxIviuHlpGaSsJLMSlnAux1huzE6I0MsfEJJVXdKiBR9B4Xiti8CtBK0rJzOKkm2+35QGVMQoZ8MohQ/CVFj0B1i3g+MqqJjhQfTcufGkI2xkvQSweOEwBzV7Ucbu5pF8IamvProAamBuGyuVJAcgVo5NXr4wSkzz0YD7tXS5peAtglaRPhEMF5dbOwO356wG43iJZRMPykpZQarpA/SsWkTimctBfKqo2tWutRALj6jcOR3gRpUXPlF6ILYKwclS8qQCczNrR7FuX0jc4Ph5lIAVOSCfwimvmdIy3DJ3wkhTVSFf6iPyieVh5k9C5iypJDM+vTp94hJ2zv4+P62aWXNIJBfXz8bw2aBTrZ21q20U+Br+IMyncAlT6sGu7Coi3MJeg5G9K6xSGjm5Y1OiCYoOwDmtNaX69I4HvbkSm36RwauKivTxuYYwuwenIO/pDCErJ/rHnCiTMnn/wCMKGoQr5SHYC4IbnSqhQnlDyVVqzuHrTd3vFeVMoPJgHDfYw8Ko5ozczzd7CERVssJAtbVhtudzElQbMRtfwewiBIezU1NWO4JuPDWJJbbCvO7i5/KCIyxOU4YltGa1K1uYCYhihRIcA7UoPO8GVVDjrzp9IqGUQlakMqmte8AH+0FioCcIwKkrKfxGps4fT3vBHivBsRLSVS0pSVsDOJZkmzE2oHpEnZaQ8xzVT1vceL16x6RieHiZKyKGZBoQQ4ZtPe0QxZ1q+qR5fiexxCETJahMXdYcEvuCTUDaK3Cexy5kwqxA+FLqWYd5VnFyB1jeDs7Klf4cxSK1AU4FRZ/HzijjMJNWoIQo1frr+sHsBJvAP4PwH4cxEsrlzkZj/lWkBmNam5HSPSJ/DUoQkpcMOthoNusAuEcERLXKZyu6nPRqNQxrOJKaWeQpU/apjWCS8HkHH5WecdGJYeVYP8ACMMVYUiUoZ2vWlXIc2pRxArESs81TAO5/Tk8X+DLMokF8quZ8K89oFmp1gh4d2RkpUpc55ilA0U4ZxcE36xk+KdkKsZycqSS5VRn0FntbnHqS1EB2zJPv6wL4jwyWvQltwaeGtfqI3ZoNXk844jgJKUpTIUSpLOoVDc9NOcEOH8HXMSkqIKrvYe6Roj2f5NSrevt4M8O4eEo8g/384DbY1JGeRwr4SaketGG99oSUEAdaUppVjcwV4sQAQ1i9XpzO2sBAugrrvX10aF0wyjaLeMw6VkZn7tQXL00Jb6c4DcXUlSUs9XDGvy0gyQDQ2Y1H4QdP1jNTAUqCFliCbv0+4MdN4ONLI3FpMvJOCMyCxZ/FjSNJhOJysRh15E5VC6fuPzi4pCDhst6BqEdKGM7gMIJeICkF0KCyRoa62YRF7O/jqUM+C7w4MgDKBo9tiXf5hW0TKnMxvv0N6bRJIAyU1Kta3Py3swiutVXFVPQVJrbwikcI5ZvtNjFAksNNjmtoAetYaldSQC9RQN6qjhNa2qWKS9b1O8RpDbseRvyfy8YItE38x0/1p/KFDvi/wD8x5pjkbswdf39ZWlL8H5sW5gw5R0A2ppzzHflCNC7mr1YO7QkgaDnWldfGAOSSl6Cr9HDmt7RPnLmjbAX8xSIQWYGxZ3Y3/zax1FwzHZqpfW33hibLKlUPMEE30bzh2Dl5ZIANACVKPu/5Q0EBJNxvptb3aJpcorwzDV1LIB8vKsZtASKnZKbldgfmqXO+wpHqOD7wDjYVobbfrpHknA59SgAOC7Vt9useh8L4gSAHdmY78rVLVjlvJ39bgmF5vDUqJzOeQ59NNIWH4ehBcIAbz84tSMQ43DN0PT3pFTimLbupFSTv7/aHJ2UZWIC59LJFK8+Z9Id2kx7II2Y1b6/tEfZuQVFailq+fI/tE/aPAJKCH9ft7tBJnm+HxB+Ia319/eNVJliYlw3vX3vGbwnDwpRzGj21f35QUlzf5dQJV3DcEP5QCjWqD2FcgIJ899G8InTJB15eQ36xUlkKZSdRVw+vSqm8I4mYQS4IB0Ja2hAFA+usC/Q6h7CCcOktXblpceMMxigmzB+XLVtOsQKxTJa9n08xu8BuJY96JatNa2LHkftAbDGAM4vPBJB53B9Gp5xSwdXeg6BvMwzFHvAMH1Yv4h7Uo3KLeFl009LC1hraAssaeIjpiwFJBtmANw9waXLbwE42CxDd528H+rfWCeKNCxdRIA5Op6+AgTiQTiCnnQ8g35vHV/k4F/dEuLwuJm5ESyyQByAt831pFtGMAJlJcqLZ1m55JGn7xpk4dKJIBFQDZ9etbkxlcLhkCatbFqC+pJfSI0dnyKmEVEhGWuY6AgsbtW1IrzVuKPX/Nd/VqQ8qo1RR2oRSlYrqNPwsRUkc6BLRXRybdiDUpS91EbaxGtRDaBwmr16DTrHVLDPdtjRvqGhizrrYsSC+jP9YA1EfxD7TCiT4nM//YIUABGmx7tG/Dq24uIdK1FBoHctaxjizoxfn81qty6xGJrO+9nccwOcYZ5LDtYNdmuB/bDkuOrcgd28YhawOpGlXuC+uzRLLnsDvd/xB6VOtNBGsWiabMOUkHMaVB5WJpR4J8IZYNe7LdhRivqDYGBiVabDVnvq1hE3A5zBckGhUST47t9oLMgZg0lE5QJcrJrqWf0eNtwL/NRt6eg6ARlcXITLmJU7kmr+jcmfrGh4VNpsOn3v+8QmsnVxO4tGtkzmBq1ta87XjN8R4oEYlGYukpIpzPXaLWJxWVLb26mOcO7PFSzMnJzqJygXSBV30tDxTZKbSWR3ZnjAC1JJBCqgv9/s8Sdp+0ktKVAHNSnKxvAntDwyThgZshJQCCVJfuk6sNPT1jA8R44glQAUTetWJ/doZr0LFplifx4JUXJqab8qeUS8R4gSAyntl6mIeyHDkTjmWKFWt/bRv8V2YlzZQIopCwCz2A5jk8b47D8yT0Lsric0sJUWIDM7V6DrBXiOEdiwqdxs9XH13jOIwU3CzXX8gYg8jYtGrlz86N22ba1T1rE3FoquRPKM1i3BbUEnegG93NOUBJ+Ke13rR6aV2YvGg4j83ys76h6W12pGc+Ec5Or8wXPMBjC0U7HJeGc33Y3F/MVOsEihk6e6Ua0cloY+lUh2/ciGzpwSAonVm3/KKQRDklZTw5GYkh2SWvep/OBWLnoQt1fjAKVVoRevMNBReHWFFSbEZhrzrzZ6dIEY5ALC6a3v0/SLfg5U82E5fEJ00ZBdqmwt6R3DpEsM53OleY1H5RT4ZimdJJKSaODRrwQUkn5U2uwIy8yNRCdaKuTlshBGXTkw51IfeHqUKuMpGgal9TRuUNRLIGumgFeQ2aOmwAsRYF78j7rBAQr0qXNC7JuN9YhJ3Id3Yktse9r0iQl3vSrCtOptDSove2rjk2UQBhfyitj5CFDXV/Sr1hQDWyIKsmj1BDbagmGCY7hi/JmqbftCz3fXoQ+tLtrHCavu12BdtBoIAxKj92tXRtBzh6SxpcGg8Lp084jQoDrdzeujaiHSk11uXaqTSwTyggLKVCxPnY01/qJMLCdyYKUWRu1wwHiY7JGYhnqRcBgw0ETcR4NMQUzRVjUcqG/VoOxcJ5Cva/h4TMUrRNBzJYAHwq3SIOEKIbna4oNqRc7YTvjS5CpZJzgFVBQu1T1ETcFwVEggXI/0jMo18vCBKNsaEuqDPZKSmdNmqmAZJTZSdFOofSofwtBfjPEUS5JAADJCzQBw5duYcRQ4TllBcpmzoCkl9waA6XalYyPGuJKMoIWRmQFAjXIbtuU7XYRRYWCTzLJR4r2iEz4khdO6Mp3BuB5Rh8XITnIZwqr2etepb6RIpajQJVMLsgpFeb1rf1itKWkKZYKf8q+6x6m30id0zphxOSs1PBuJICUhPdYBtnbKbXakbXs32kSmZlUQAsAE8xQN9Kx46nORmQleV7gFvD9IWF4ksKGYqGWxd2+4t6Q6kJP+PJZPb+0mMQteUgfIketLa0gLw3FKRNmSjVKSMqtC4NL6G8ZHhnHVTFDOSSWuf6bNSxb1jZcSCTLLfMpz4Pb0jOngivqS41STWnk9wfO0CJaXWd9Kt5iwtEy55SAFM4DGt9/fWGS7hqZqaeFDf3vEaydKnaJMTMyh2qBuAGf9IGcaX3Q24JdqWu0XOIzHcZtCOe8D5Mz4iK/itf5k0Pjy5xVIhOQTEwBCVAbfRqAdesZzjSWzo0mBxpW7gCz1DRoJKWQUqfu36M1/tGZ4ynJ3SczEBJd9XryEPeCSWSpwvHZZiSou9PqCW0pGgk4pCvxepdue9Yy/DcNnUpgWs1aC/mbxreFdnwpLUGgvEpSOiESVCHGm+ZqObs/KkRFIfc7fiodxYUjRYPswEpYKLl+ny0pqXFosL7PgpJCiKO7MGN6XoNOcFWwPqvJkzqwYOWcsA5r1hpULmhD3A8BS7QexfAFhyC/mpqWbdoDTcPkVlIb/AHfqI2TYIs6efpCiN0/1J/0mFABQPCH25aBtW2hKFSfB2p53MPzve2+ldwKvEkog615Udt9oAw1nYXYkMbVFKX0i/g8EpZyhKnpRnNCxroIJdnezq8R3hRIYOdaVrrG8w2El4dBEtNSGfWor94aMWxZTUQFwzgqZfeUHUfFon7QS2w6lUD/nT1jRqwBAC1NYCt25xm+NzkrJl/hSxV10Hl9YtSSpHPbbtme4YSJSwrQJPMF9AbawalTTLJWK/CU7aFKgxpzeIMEUkLOXulx9X9fpESsQVKQCKLlLSp9coob828IlrJa7wS43ieVSWYhJodknS1f0jMcVm/8AMoXZSi1CLEM2optD5+JzolipLlOuhp4XhHAEqdiHoN+ZfSlIzkZRLGB7OpIzS6KBcEVb23pE3HuCT/hoVMyrFO8EuXJuG6DyMEeFTCiUqtTtvQFum8bPBYlEzCioLJAa3Rn1+8Dqm8lVz8kF9WeWK4ZOVKypURlLMwD7xkeJcCXK76kgjT0d9r2j2/jK0DIlCbqv0odOvlGd43h0mT8EpdRuRoXcxlCnaNL+RKS+x5fhJZqsX09Puddo3XBsbnIJIZLv4QHm8MKSfCLHCFkK+HYlKybXIe+7CMJsuYlJKyaso/mYmwyBelMuzD12h8hQmygakpBetm8d4glzv+VnNc6lAV0Bb7QWkxFJrBBipoSsE0SS3gobDx8omw/CgmStKVNsK3Go6iIZGD+IUhRdKhlbQZQ6VDYv7rB45TKBLZgBTV0s/WGSFlKijjSRLSFEVAB65dDGJxWJzBNXZyOQBI1b2I1XG8RUEUDOKaEVjJIkZlhArmLBqUNyKgxpaNx5ZrOzXB8wpci2v6iN9wvhGQAq8uT28KRY7JcPQhGYh8oDUFWH5NBWesXIytrp16RoR8sM5vSIJcnzFbRGqTcnqGqamt7DkIuSlalm/SngaQwSwR7vzihMoKkmg9TVnqp99oyvaHhrsoA6MwOUDRjfq+8a/iOJTJQVKVlAHjbR9Y86x/awrWQhAyuRT5tqEltNBAccGUqYO/ljt6mOwv5tH9I8zCifQr8wIzUF2Hp+UXsFhjNUEaqI51JrajNpFO9+T6B/uWjS9gcN8TEJcA5BmY8hdxR+USWyzPTuH4eXJQmUkdxIZwBrXN5xzDD4qjMbu/hAsduTRamkF0pAdTgbVALGjRY+GBlSQOrNzFY6kjkbsq8ZnlMpLm42Hn+keYSJypswoe5dRqL+7aR6b2tkhUhTEOBrZnEeTcLxBlqnWBSfFg46Qsgx8hiZNPyoHddqejxTnziklZplSyS7EvenMt5RDgp5mHKKJqVWsztz/eKErEqn4oS37o0FqCpoG2od4VseKYV4HwxSqrsAzakvXob0gjiU0yJ7gA1t5fcxZ4aSnKAQ5LEaAkOdbtuNYKDCse4nMak6nweCoglL0ZzFzhLklxUjKlIu2pPWLvAET1oQVDLKQXD/AIlchsHaCXBOGJmKOImtfup2G7NeDwkCaQgOEgZlk+QAPOBVvALwZrFYYulWYBNga0bbfdxHJklASpNC9c5oRXTkYs46RnXmUSlCR6bDw1gJKm/GmFIICE0qXYaACGMdxHDkFmAelz6iA+LwBTOSsN3FD35CNdOmIQl8wFL0e2gaAAnAhU0jupLDdSv3hZK9hi60UsbLySpiEhs62DXAJ6dIGcXlKTh5WVwU5kU3zOPMQVTNV3TNpnU7fTxifjCM2dBFAQwvzodNdrwEhm70Z7hWLIl95+8WDjQsH9CfCCfEJ+X4QSD3hXoR+kZuWmZMmqExpaZYroEpHhq1v1i9jcWkqz1ygMB4MB5Q8cE55ZUx+LGQE6BmD+Frxe7FYMLnOoaZnfmPWM1xOccoYa+W0bX+HEgJSgm52FOfMVhHkolR6tJwpEpKgH1avtok/l1ZMxHd+0Wv+KJ0TYMK1BtHVz1TKZaXAe9oqSZAiQpVqg6u4oLHYw3ES8qSojKkAuokW3PLnzi9h+6WelSeXWPHP4u9unUrCSFd1LiYoFwrle1ntaCYq9te1MvETglMwCUmlHY9OUC8PipWXKCeTAFtiKbR5+qZ4ua/lEoxRBoT1HqW9IDCom/zp3P/AIx2MF/xI/0fWOQtI1GyCSDsDYsztq+hjcfw3lqMxSgNNAdqsdzud4w3xEpo4rSlubvHqvYbCCXh0rKSCplNfSnSsSgsl5ukacTCCdRYPYjnzDxIJhcZS4cpNdAafvEWHBPNy3iq5+0X8LhcrqNOQtaOg5gd2ox0qWh5s0ITzLPd250jx/EY2UvEqMleZCgUk7uA0A/4s9pzisapCFPJkEhNmzWUetG8IzHCOIKlnuk1NiT7tA2Gmj0/g+EmJTMBoSkgAm9w/lArsjIKJywsMTLWGpRTCnpBLC8VWrDpK1HOScvMCnhrYRYThwrJPTRaSyg5qC1+kSaKJhbgOJBMvNqVXOz9Y04nJCEoZ1EKKvR9Lj0rHnq8SpC6VMtWYNqD11r6CC8ziZJSsu6ajmOnSkMKzRpxf+EnLlyna9KO/InzibE48IkZg7qcktr16CAM/iD5ZqSCC2gcHm2v5QzDcUEyTMlEd9JKk2qLt5EwUAZ2kxp/kwsH5mF9bl/L1gR2ak53ANrk6Paujv6xd4UEzJS8LMOrpe0UZOHOHWmS4Un5lKGvhv8AmIy9hfoKcbwQCEkEkDcxSw8olMuvdAJbcv6wcxDLl1IZQPiLRneG4lQeWlr1fbk/0hWvYyb8Ey5BKkk6F620AgIeK/GxWRBdpmo0DCh84PTZL0Y5iCHetd4zKpMrCqICwuaTp+F/qWPt4yWBS7xDCyyhQQp1E5iz1q3jYxlsfiFEhgHcgDQDV4PTZxSkLSKsz3B5Ha/SAfFcQlQ+IgMrUWatb3D0eC/RoryCps8lTE91lFzqd49G7ESVBCXLUtp1+zRgeF4b4q8qTUnmGS4f3zj13g/DiEB6tYbbCmsAo2aqWqgo9vd4OImpQAw7xA38HgNw/BzFABqtV6dIv/y6ZMpUycpwgKUSTQNVq16RREmZj+J3aUYLCHKo/EnfLXvAUryZ2j5wnziokqJOZy5ufZjRdue0K8biVzVEmvdF0hIs29IyoqTBMkPS9GD+/dYcmZ+Fq11ZtdOkXeHYdwSbAVOnR/tyiiS6u76awLGG/FhRL/Ln+keX6xyNaNRpOBYJWIxUuW71D9Lt73j6L4fgyyQk0AAsNHGuoj5z7McbTg1GblzKLhi7A6M0aHFfxfxhTllIQjSwreusBCuz36ThhLDkhw5flR7mMJ/Ej+JErDS1yJCgucUkOkgpR1IupjaPGuJdrcdiqTJ62LMASEs+oHSA+MwhAdSsxqTSz36wW0BJlWbiCtWZRcuS5qS+/OOST3klmZn6PEqJKmFKGmvrvEc7CrF0kAeXt4AxtMDjyshR+VAyproTUgP19I1WFnoTL+IpwgA03OjMeX1jz3gK6DkbUHkPONJjcUhUmWAVHQ9c1LBtfSElsaJrcMqXMQ4lBalFrkUA/OK2MnZ0TQhJ+KjL3AGOV2puH2ilwGctEoELCM/4jUipoOdII8SnrwssTu9NUXS2td20+kZMDXgp9nErlhaJxAzWQFOoG/1glJw1St2UkD31gBL7NrmL+PKXlSpOdtczknV+pOsF5OOBJBoQQ40fnDJexW/RdwGHQFKKi6gDlV9h6xX4gl1u7Bg3Pb94hwnEwtSklmYsqlCPteI8fjg2bNYh2qL2aM6ejK/JdTjD3Ek0SG6+EBRP+HOKRvTy/WGYjiOQ1BD1KrsepiLiGIocQ5JIy+L7b/mYWSwNHZojIUo5r0FrnwjN8ZwqUz2QGdiSXd1bm7ADTeA+H4pMRMzCYsk1Ic5We4raC/EuIoWWsSHCgzNS9NyzdYyA8FTET8s0ykk5QhRUbpJALX8Iz+KmuolNQoaak7D1i7jpqpaSkBSlqBBVSgN66CM+vEKlKdNFCiSPwsbg77Qdhjg9C7BdmJqj8VRYENR3T3mAJGruDdtY9s4VwxEkOogqOpqA23TePnfs5/EGdIIC+8P3dxze4j2zgfG5WJQmZLLk1UDTw5jnD9UK5M087G6J8/LTYveMB/FrjapeCUh6rVl8LkcxrGnoGdyKhteUeXfxqSsSpKgO4SoEtqWZ36XjAPJZZCj53t4tEipYJCUJqfGn1hkg12ofdoN4SSmSkrUkfEV8o23poYzGRbl4YIlCWC5LEtV/dobh8AhHeWmgudAK6ddI5w1Ku9NU7MWpTqN4H8Yxq5jpTvZqmA0FSC/81hd/rHYzP/C1/wD61eR/KFBpAsrYX8PVP+6LEj5/+4/UQoUKEL4L5Jf9v2MdxHzeEKFCSDE6nTxhuI+T3tChQAsp4HXqPrBfh/yq8f8AcYUKDIETS8O/6aT/APMPpGknfIvr+cKFGAxcA/H/AGK+sVp3yLhQocn5M9wr/Dm/2zPvFLGf4J/+WX9oUKAink4v/DT/AGp+gixif+jH9/3EKFG8G9mfX/gD/si5P/8Ax9E/7xChQo3gj4/8iuh+hjN43/EPh9BChQ8RSpL1j1f+DPzo/tV94UKHWxZaPWlfJ/3faMH/ABa/6FX96PvHYUB6MtniMu/l/ujQ8R+3/rChQJBRJhP8AdP/AGMUcL8x8PqIUKC9GX9jbwoUKAA//9k=&quot;,&quot;width&quot;:225}" 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" 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         <enclosure url="" />
         <pubDate>2018-10-01 14:35:37 UTC</pubDate>
         <guid>https://padlet.com/herbsca/k8x55vh78tr4/wish/287637664</guid>
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