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      <description>Vous devez placer les différents ponts. Chaque groupe a en charge un pont. Pour chaque pont, vous devez positionner verticalement, de haut en bas : Le nom, une image libre de droit, la date de mise en service, le type de pont, ses caractéristiques techniques (dimensions, matériaux utilisés), une image permettant de le localiser.</description>
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      <pubDate>2017-03-11 15:05:17 UTC</pubDate>
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         <title>pont</title>
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         <description><![CDATA[<div><strong>François Mitterrand </strong>1993</div>]]></description>
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         <pubDate>2017-03-12 15:34:33 UTC</pubDate>
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         <pubDate>2017-03-12 15:35:06 UTC</pubDate>
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         <title>Le Pont Chaban-Delmas</title>
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         <pubDate>2017-03-16 13:41:56 UTC</pubDate>
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         <pubDate>2017-03-16 13:44:08 UTC</pubDate>
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         <pubDate>2017-03-17 08:35:13 UTC</pubDate>
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         <pubDate>2017-03-17 08:42:25 UTC</pubDate>
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         <title></title>
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         <pubDate>2017-03-17 08:53:33 UTC</pubDate>
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         <pubDate>2017-03-17 10:03:19 UTC</pubDate>
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         <pubDate>2017-03-17 10:03:32 UTC</pubDate>
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         <pubDate>2017-03-31 09:26:57 UTC</pubDate>
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&quot;,&quot;width&quot;:298}" 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