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      <title>Remake of My stunning shelf by Jack Spangler</title>
      <link>https://padlet.com/spangja/dt6lxxnrvh1n</link>
      <description>Made with serendipity</description>
      <language>en-us</language>
      <pubDate>2018-10-10 17:35:09 UTC</pubDate>
      <lastBuildDate>2018-10-11 17:25:47 UTC</lastBuildDate>
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         <title>Aristotle The Greek Philosopher </title>
         <author>spangja</author>
         <link>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291388633</link>
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" width="193" height="261"><figcaption class="attachment__caption"></figcaption></figure>aristotle thought that the earth was at the center of the solar system and everything revolved round the earth he was born in 384 BC</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-10 17:41:38 UTC</pubDate>
         <guid>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291388633</guid>
      </item>
      <item>
         <title>the astronomer and a mathmatition </title>
         <author>spangja</author>
         <link>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291392713</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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" width="178" height="282"><figcaption class="attachment__caption"></figcaption></figure>Aristarchus was an astronomer and a mathematician he was the first person to think of the heliocentric that's when the sun is in the middle of our solar system where everything revolved around it.&nbsp; He was born in 310 BC he was important for thinking of the heliocentric system</div><div><br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-10 17:47:56 UTC</pubDate>
         <guid>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291392713</guid>
      </item>
      <item>
         <title></title>
         <author>spangja</author>
         <link>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291394024</link>
         <description><![CDATA[<div>PtolemyPtolemy was a geographer astronomer and a mathematician he lived in egypt and has wrote lots of books he made geocentric models and 14 countries used his model he was famous for the wheels on wheels system and he was born in 100 AD</div><div><br></div><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:275,&quot;url&quot;:null,&quot;width&quot;:183}" data-trix-content-type="image"><img src="null" width="183" height="275"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-10 17:50:01 UTC</pubDate>
         <guid>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291394024</guid>
      </item>
      <item>
         <title></title>
         <author>spangja</author>
         <link>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291859763</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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" width="300" height="168"><figcaption class="attachment__caption"></figcaption></figure>He was a polish astronomer and he thought that Ptolemy's system was too complicated and it needed to be tweaked he developed a heliocentric model of the solar system his observations were done with the naked eye but he also used the wheels on wheels idea he was born in 1473</div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-11 17:20:39 UTC</pubDate>
         <guid>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291859763</guid>
      </item>
      <item>
         <title>He was a german astronomer and a mathematician he was important because he thought that planetary orbits where not perfectly circular he tried other paths but he liked the eclipse version the best he was born in 1571 </title>
         <author>spangja</author>
         <link>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291860597</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview"><img width="194" height="260"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-11 17:22:01 UTC</pubDate>
         <guid>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291860597</guid>
      </item>
      <item>
         <title></title>
         <author>spangja</author>
         <link>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291861513</link>
         <description><![CDATA[<div>He was a german astronomer and a mathematician he was important because he thought that planetary orbits where not perfectly circular he tried other paths but he liked the eclipse version the best he was born in 1571 </div><div><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-11 17:23:29 UTC</pubDate>
         <guid>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291861513</guid>
      </item>
      <item>
         <title>Galileo</title>
         <author>spangja</author>
         <link>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291862114</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:225}" 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Ee0aZUlWYZgl6OC40c/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=" width="225" height="225"><figcaption class="attachment__caption"></figcaption></figure>He used scientific ways that we use today to solve problems he was the inventor of the the telescope that's why he is so important he keeps making better ones and better ones so he could look at the planets&nbsp;</div><div><br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-11 17:24:24 UTC</pubDate>
         <guid>https://padlet.com/spangja/dt6lxxnrvh1n/wish/291862114</guid>
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