data:image/png;base64,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:image/png;base64,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eQuan x= el ´valor de l'exppressió =2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.7048138294215285,2.70481382942152851002.70481382942152852.7048138294215285