CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2009-01-01 2009-12-31 GE Individual CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2009-01-01 2009-12-31 GE Consolidado CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2008-01-01 2008-12-31 GE Individual CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2008-01-01 2008-12-31 GE Consolidado CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2009-07-01 2009-12-31 GE Individual CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2009-07-01 2009-12-31 GE Consolidado CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2008-07-01 2008-12-31 GE Individual CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2008-07-01 2008-12-31 GE Consolidado CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2009-12-31 GE Individual CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2009-12-31 GE Consolidado CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2008-12-31 GE Individual CORPORACION FINANCIERA ALBA, S.A. 6.0.1 2008-12-31 GE Consolidado iso4217:EUR xbrli:pure 2009-12-31 2009 S2 GE 6.1.0 DS CORPORACION FINANCIERA ALBA, S.A. 01 05 C/CASTELLO, 77 5ª PLANTA CIF A-28060903 Con fecha 26/02/2010 se presentó la información correspondiente al 2º semestre de 2009 que ahora se modifica. Los apartados que ahora se modifican corresponden a reclasificaciones hechas en las Cuentas Anuales y son los siguientes: IV.6 Se han reclasificado los "Activos por impuesto diferido" en "Activos por impuesto diferido" y "Pasivos por impuesto diferido". IV.7 y IV.15 Se han reclasificado los dividendos incluidos en el epígrafe "Importe neto de la cifra de negocios" en "Ingresos financieros" true Carlos March Delgado CIF Presidente Juan March Delgado CIF Presidente Pablo Vallbona Vadell CIF Vicepresidente 1º Isidro Fernández Barreiro CIF Vicepresidente 2º Santos Martínez-Conde Gutiérrez-Barquín CIF Consejero Delegado Nicholas Brookes CIF Vocal Fernando Casado Juan CIF Vocal Jose Manuel Serra Peris CIF Vocal Juan March de la Lastra CIF Vocal Jose Ramon del Caño Palop CIF Vocal Manuel Soto Serrano CIF Vocal Francisco Verdú Pons CIF Vocal 2010-02-26 318143000 89000 89000 4410000 120992000 190899000 1753000 39553000 1983000 1983000 5000 37565000 357696000 174084000 174084000 60760000 60760000 62390000 38530000 -31401000 95285000 40960000 -30050000 4330000 1738000 1943000 1943000 649000 179282000 113450000 113450000 65832000 65832000 4360000 357696000 249242000 73000 73000 4663000 125156000 117633000 1717000 79000 24000 24000 3000 52000 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60760000 103765000 -31401000 40960000 174084000 64100000 146705000 -96476000 125593000 239922000 64100000 146705000 -96476000 125593000 239922000 36724000 36724000 -1710000 -108968000 68119000 -42559000 -1710000 -82100000 83810000 0 -26868000 -26868000 -15691000 -15691000 125593000 -125593000 0 125593000 -125593000 0 62390000 163330000 -28357000 36724000 234087000 105966000 37654000 40272000 33431000 4843000 4223000 4847000 4801000 -4000 -578000 60851000 -74062000 -855000 -74268000 -920000 -73472000 -796000 -920000 206000 65000 206000 65000 5609000 -36939000 -48354000 -15691000 -48354000 -15691000 106569000 5620000 106569000 5620000 -52606000 -26868000 37513000 -140000 52000 192000 37565000 52000 37565000 52000 37565000 52000 3086456000 2847883000 107000 93000 107000 93000 12886000 11021000 229150000 249750000 2723665000 2394717000 85639000 192302000 35009000 384473000 286212000 71794000 80645000 71794000 80645000 31306000 20172000 281373000 185395000 3470929000 3134095000 2787552000 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392312000 362340000 1592000 1592000 61558000 110746000 392312000 363932000 60683000 109447000 390556000 361391000 875000 1299000 1756000 2541000 1.01 1.77 6.48 5.83 1.01 1.77 6.48 5.83 392312000 363932000 -100912000 -540914000 -11689000 -11689000 -89187000 -540914000 -36000 291400000 -176982000 289643000 -179523000 1757000 2541000 62390000 2202740000 -28361000 361391000 704000 2598864000 64100000 2327361000 -96479000 525261000 4847000 2825090000 62390000 2202740000 -28361000 361391000 704000 2598864000 -89224000 390556000 -11689000 1757000 291400000 -1630000 -96286000 -3040000 -1756000 -102712000 -1630000 -43680000 45310000 0 -52606000 -1756000 -54362000 -48350000 -48350000 361391000 -361391000 0 361391000 -361391000 0 60760000 2378621000 -31401000 390556000 -11689000 705000 2787552000 64100000 2327361000 -96479000 525261000 4847000 2825090000 -540914000 361391000 2541000 -176982000 -1710000 -108968000 68118000 -42560000 -1710000 -82100000 83810000 0 -26868000 -26868000 -15692000 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Asociada 2009-12-31 0 0 0.47 24.24 Clínicas Baviera, S.A. Asociada 2009-12-31 2138000 0 1.79 18.15 Indra Sistemas, S.A. Asociada 2009-12-31 247837000 0 10.02 10.02 ACS, Actividades de Construcción y Servicios, S.A. Asociada 2009-12-31 1.33 23.48 67493000 87.50 43.50 0.88 0.44 52606000 26868000 52606000 26868000 52606000 26868000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 38860000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 46779000 0 0 0 0 0 0 38860000 0 46779000 0 0 0 0 22489000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1753000 0 0 8817000 0 22489000 0 0 0 0 1753000 0 0 8817000 0 22489000 0 0 0 38860000 1753000 46779000 0 8817000 0 325000000 1943000 1943000 1943000 326943000 113450000 312964000 113450000 312964000 115393000 639907000 0 0 0 0 0 55560000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 136742000 0 0 0 0 0 0 0 55560000 0 136742000 0 0 0 0 0 6011000 0 0 0 17000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1717000 0 0 14143000 0 6011000 0 0 0 17000 1717000 0 0 14143000 0 0 0 6011000 0 0 0 55577000 1717000 136742000 0 14143000 0 0 250000000 1976000 1976000 1976000 251976000 6882000 251559000 0 6882000 251559000 8858000 503535000 58421000 44941000 16260000 16582000 58421000 44941000 16260000 16582000 2221 Alquiler de inmuebles 16260000 16582000 16260000 16582000 16260000 16582000 16260000 16582000 2250 Alquiler de inmuebles 13515000 13668000 13515000 13668000 384315000 350264000 -2759000 -1977000 395071000 361955000 15 12 47 45 11 8 32 30 4 4 15 15 1082000 1096000 613000 668000 0 0 654000 612000 0 0 0 0 2349000 2376000 0 0 0 0 445000 530000 0 0 64000 58000 0 0 999000 1234000 1113000 226000 1113000 226000 1102000 926000 300000 300000 1402000 1226000 3781000 2785000 3781000 2785000 4198000 3857000 4198000 3857000 2215000 1152000 4198000 3857000 4081000 3085000 10494000 8094000 637000 512000 637000 512000 1139000 1139000 249639000 192639000 249639000 192639000 332000 335000 332000 335000 637000 1651000 249971000 192974000 250608000 194625000 3058000 25922000 3058000 25922000 2402000 1971000 2402000 1971000 18051000 37217000 18051000 37217000 Se anexa archivo Informe financiero semestral.pdf pdf 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Se anexa archivo Esta información semestral no ha sido auditada, ni revisada por auditores externos