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 <!-- categoryid: 1727 -->
 <question type="category"><category><text>1rBTX 02. POLINOMIS/1.2.2 Divisió de polinomis</text></category></question>
 
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 <question type="description">
    <name>
      <text>1.2.2.10DT MÈTODE DE RUFFINI</text>
    </name>
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