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      <keyword>Geoportale</keyword>
      <keyword>Urbanistica e pianificazione</keyword>
      <keyword>Vincolistica</keyword>
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<idPurp>In questa tavola vengono rappresentate le strategie complessive previste dal pianificatore per il comune di Treviglio, in termini di sviluppo urbanistico, miglioramento dei servizi, ampliamento ed riassetto delle infrastrutture esistenti, nonché di valorizzazione ambientale, paesaggistica e storica.</idPurp>
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<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P STYLE="margin:0 0 1067 0;"&gt;&lt;SPAN&gt;Inoltre vengono indicati con apposita simbologia (linea blu) i perimetri degli ambiti di trasformazione, ovvero quegli ambiti territoriali per i quali il PGT propone l'insediamento di nuove funzioni, attrezzature e servizi.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
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