LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2008-01-01 2008-12-31 GE Individual LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2008-01-01 2008-12-31 GE Consolidado LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2007-01-01 2007-12-31 GE Individual LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2007-01-01 2007-12-31 GE Consolidado LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2008-07-01 2008-12-31 GE Individual LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2008-07-01 2008-12-31 GE Consolidado LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2007-07-01 2007-12-31 GE Individual LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2007-07-01 2007-12-31 GE Consolidado LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2008-12-31 GE Individual LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2008-12-31 GE Consolidado LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2007-12-31 GE Individual LABORATORIOS FARMACEUTICOS ROVI, S.A. 6.0.1 2007-12-31 GE Consolidado iso4217:EUR xbrli:pure 2008-12-31 2008 E2 GE 6.1.0 DS LABORATORIOS FARMACEUTICOS ROVI, S.A. 01 05 c/ Julián Camarillo, 35 28037 Madrid CIF A-28041283 Información complementaria.pdf pdf 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Durante el proceso de elaboración de las cuentas anuales de Laboratorios Farmaceúticos Rovi S.A. (ROVI ) para el ejercicio finalizado el 31 de diciembre de 2008, la Sociedad ha modificado algunos saldos del balance a 31 de diciembre de 2007 obtenidos bajo la aplicación del nuevo Plan General de Contabilidad. Por este motivo, el balance a 31 de diciembre de 2007 incluido en las cuentas anuales de ROVI no coincide con el incluido en el informe financiero semestral aprobado el 28 de agosto de 2008. Los cambios consisten en variaciones en la clasificación de las cuentas de balance, no viéndose afectada la cifra total de activos. La cuenta de pérdidas y ganancias a 31 de diciembre de 2007 tampoco se ha visto afectada. 41904000 172000 172000 21913000 14584000 5110000 125000 78644000 14403000 53671000 47913000 4407000 1351000 72000 1000 10497000 120548000 48440000 43484000 3000000 3000000 3000000 6959000 -2228000 19152000 20516000 -3915000 -41000 -41000 4997000 25050000 20947000 6415000 14532000 2580000 1523000 47058000 902000 5041000 3060000 1981000 151000 40770000 37347000 3423000 2875000 194000 120548000 35768000 169000 169000 14426000 17347000 3718000 108000 53819000 7282000 38339000 33485000 4854000 75000 1000 8122000 89587000 30180000 29121000 3000000 6402000 4118000 15601000 67000 67000 992000 23239000 20427000 7701000 12726000 1100000 1712000 36168000 660000 1945000 463000 1482000 57000 33506000 29199000 1432000 89587000 48113000 82931000 42576000 96472000 -1263000 -19223000 -17221000 -37404000 -32146000 6973000 5677000 7887000 6612000 -12252000 -9084000 -22855000 -17148000 -16523000 -19500000 -29572000 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