SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 6.0.1 2010-01-01 2010-06-30 GE Individual SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 6.0.1 2010-01-01 2010-06-30 GE Consolidado SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 6.0.1 2009-01-01 2009-06-30 GE Individual SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 6.0.1 2009-01-01 2009-06-30 GE Consolidado SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 6.0.1 2010-06-30 GE Individual SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 6.0.1 2010-06-30 GE Consolidado SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 6.0.1 2009-12-31 GE Individual SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 6.0.1 2009-12-31 GE Consolidado SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 6.0.1 2009-06-30 GE Individual SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 6.0.1 2009-06-30 GE Consolidado iso4217:EUR xbrli:pure 2010-06-30 2010 S1 GE 6.1.0 DS SA NOSTRA SOCIEDAD DE PARTICIPACIONES PREFERENTES S.A.U. 01 05 C/ TER, 16. 07009 PALMA DE MALLORCA CIF A-57341042 true ANTONIO FLEIXAS ANTÓN CIF REPRESENTANTE (PERSONA FÍSICA) DEL ADMINISTRADOR ÚNICO 2010-08-20 100000000 100000000 100000000 100000000 515000 657000 515000 657000 100515000 100657000 367000 354000 367000 354000 60000 60000 60000 60000 261000 239000 33000 33000 13000 22000 100000000 100000000 100000000 100000000 100000000 100000000 148000 303000 86000 200000 86000 200000 62000 103000 7000 7000 55000 96000 100515000 100657000 661000 1462000 0 0 0 0 -640000 -1444000 0 0 0 0 0 0 -2000 -6000 0 0 0 0 0 0 0 0 19000 12000 0 0 0 0 0 0 0 0 0 0 0 0 19000 12000 -6000 -3000 13000 9000 0 0 13000 9000 13000 9000 13000 9000 60000 272000 22000 354000 60000 245000 26000 331000 60000 272000 22000 354000 60000 245000 26000 331000 13000 13000 9000 9000 22000 -22000 0 26000 -26000 0 22000 -22000 0 26000 -26000 0 60000 294000 13000 367000 60000 271000 9000 340000 -142000 -331000 19000 12000 -19000 -12000 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Informe de Gestion 1º semestre 2010.doc doc 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Certificado de auditoría 1T.pdf pdf 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