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<table style="background-color: #ffffcc; background-image: url('http://www.insmilaifontanals.cat/none'); color: #0000ff; border: 4px solid #003300; float: none; text-align: left; vertical-align: top; width: 399px; height: 349px;" border="4" frame="box" rules="all" align="center"> <tbody> <tr align="center"> <td style="background-color: #003300; background-image: url('https://lcmates.eu/none'); color: #ffcc00; vertical-align: top; border-style: none; border-color: #003300; width: 50%; border-width: 1px;" rowspan="1" colspan="2" valign="top"><span style="font-size: large; color: #ffff99;">Triangles rectangles semblants</span><br /><br /></td> </tr> <tr> <td rowspan="1" colspan="2" valign="top" width="50%"> <div align="justify"><span style="font-size: small;"><strong>En els triangles rectangles que tenen un angle agut igual, els costats són proporcionals<br /></strong></span></div> <div align="center"><img 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width="366" height="240" /><br /><br /></div> </td> </tr> </tbody> </table>
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