20220104 09052600 1.0 TRUE Red Estatal AUTOPISTAS <DIV STYLE="text-align:Left;font-size:12pt"><DIV><DIV><P><SPAN>Red de Carreteras de Titularidad Estatal y Funcionalidad Básica Alta Capacidad y Tipología de doble calzada. Autovías, Autopistas y Autopistas de Peaje. </SPAN><SPAN STYLE="font-size:16pt"><SPAN>titular </SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN>=</SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN> </SPAN></SPAN><SPAN STYLE="font-weight:bold;font-size:16pt"><SPAN>1</SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN> </SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN>And</SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN> clase </SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN>IN</SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN> </SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN>(</SPAN></SPAN><SPAN STYLE="font-weight:bold;font-size:16pt"><SPAN>1001</SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN>,</SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN> </SPAN></SPAN><SPAN STYLE="font-weight:bold;font-size:16pt"><SPAN>1002</SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN>)</SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN> </SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN>And</SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN> tipo_tramo </SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN>=</SPAN></SPAN><SPAN STYLE="font-size:16pt"><SPAN> </SPAN></SPAN><SPAN STYLE="font-weight:bold;font-size:16pt"><SPAN>1</SPAN><SPAN /></SPAN><SPAN> </SPAN><SPAN>VISIBILIDAD: SIEMPRE</SPAN></P></DIV></DIV></DIV> (c) D.G. Carreteras, JCCM 2026 Castilla La Mancha Estatal Carreteras Autopistas Autovías RT_JCCM RT Red de Carreteras de Titularidad Estatal y Funcionalidad Básica Alta Capacidad y Tipología de doble calzada. Autovías, Autopistas y Autopistas de Peaje. <DIV STYLE="text-align:Left;font-size:12pt"><P><SPAN>Esta información no presenta ninguna limitación de uso</SPAN></P></DIV> 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