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INFORMACIÓN COMPLEMENTARIA A LA INFORMACIÓN PERIÓDICA PREVIAMENTE PUBLICADA.pdf pdf 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2017-01-01 2017-12-31 ENAGAS, S.A. Paseo de los Olmos 19 28005 Madrid A-28294726 Comparación de la información La información contenida en esta memoria consolidada referida al ejercicio 2016 se presenta única y exclusivamente a efectos comparativos con la información del ejercicio 2017. Durante el ejercicio 2017, el Grupo ha procedido a reclasificar, por importe de 72.859 miles de euros a 31 de diciembre de 2017 (41.205 miles de euros a 31 de diciembre de 2016), el resultado del periodo de las sociedades consolidadas por el método de la participación registrado bajo el epígrafe de “Resultado de las inversiones contabilizadas por el método de la participación” como parte del resultado de explotación del Grupo. Los administradores de la Sociedad consideran que el hecho de que las sociedades participadas realicen la misma actividad que el objeto social del Grupo Enagás descrito en la Nota 1.1, junto con la creciente aportación que suponen en la Cuenta de Resultados Consolidada del Grupo justifican la necesidad de este cambio de presentación en los Estados Financieros Consolidados, a fin de reflejar de forma más fiable la información financiera contenida en las Cuentas Anuales Consolidadas del Grupo, de acuerdo con lo desarrollado en la Decisión EECS/0114-06 – “Change of Presentation of the Share in the Profit or Loss of Associates and Joint Ventures Accounted for Using the Equity Method” dictada por European Securities and Markets Authority (ESMA). El Grupo ha procedido a aplicar esta Decisión en la presentación de las presentes Cuentas Anuales Consolidadas de forma retroactiva modificando por tanto las cifras relativas al periodo finalizado el 31 de diciembre de 2016 de los presentes Estados Financieros Consolidados. El efecto de aplicar lo anterior a la Cuenta de Resultados Consolidada es el que se indica a continuación. No se adjunta el efecto en el Balance Consolidado al 31 de diciembre de 2016 ni el Estado de Flujos de Efectivo Consolidado, Estado de Ingresos y Gastos Reconocidos Consolidado ni en el Estado Total de Cambios en el Patrimonio Neto Consolidado, dado que no se derivan cambios sobre los mismos Activos y Pasivos por impuestos diferidos NIC 12, párrafo 74: Una entidad debe compensar activos por impuestos diferidos con pasivos por impuestos diferidos si, y sólo si: (a) tiene reconocido legalmente el derecho de compensar, frente a la autoridad fiscal, los importes reconocidos en esas partidas; y (b) los activos por impuestos diferidos y los pasivos por impuestos diferidos se derivan del impuesto a las ganancias correspondientes a la misma autoridad fiscal, que recaen sobre: (i) la misma entidad o sujeto fiscal; o (ii) diferentes entidades o sujetos a efectos fiscales que pretenden, ya sea liquidar los activos y pasivos fiscales corrientes por su importe neto, ya sea realizar los activos y pagar los pasivos simultáneamente, en cada uno de los periodos futuros en los que se espere liquidar o recuperar cantidades significativas de activos o pasivos por los impuestos diferidos. Bartolomé Lora Toro Antonio Hernández Mancha Antonio Llardén Carratalá Luis Javier Navarro Vigil Marcelino Oreja Arburua Ana Palacio del Vallelersundi Martí Parellada Sabata Jesús Máximo Pedrosa Ortega Luis Garcia el Rio Rosa Rodríguez Diaz Gonzalo Solana González Isabel Tocino Biscarolasaga Luis Valero Artola Consejero Dominical Consejero Independiente Presidente Ejecutivo Consejero Externo Consejero Delegado Consejero Independiente Coordinadora Consejero Externo Consejero Dominical Consejero Independiente Consejero Independiente Consejero Independiente Consejero Independiente Consejero Independiente true 2018-02-19 4501044000 4579512000 11570000 14256000 11570000 14256000 23130000 21615000 19610000 24900000 4433775000 4508817000 800000 788000 12159000 9136000 628229000 986779000 10000 11000 19279000 14446000 17826000 13480000 1453000 808000 158000 555684000 953045000 127000 2037000 53129000 17240000 5129273000 5566291000 2114095000 2098862000 2115187000 2101616000 358101000 358101000 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