EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2015-01-01 2015-12-31 GE Individual EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2015-01-01 2015-12-31 GE Consolidado EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2014-01-01 2014-12-31 GE Individual EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2014-01-01 2014-12-31 GE Consolidado EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2015-07-01 2015-12-31 GE Individual EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2015-07-01 2015-12-31 GE Consolidado EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2014-07-01 2014-12-31 GE Individual EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2014-07-01 2014-12-31 GE Consolidado EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2015-12-31 GE Individual EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2015-12-31 GE Consolidado EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2014-12-31 GE Individual EMISORA SANTANDER ESPAÑA S.A.U. 6.0.1 2014-12-31 GE Consolidado iso4217:EUR xbrli:pure 2015-12-31 2015 E2 GE 6.1.0 DS EMISORA SANTANDER ESPAÑA S.A.U. 01 05 AVDA. DE CANTABRIA S/N, BOADILLA DEL MONTE (MADRID) 28660 CIF A86842127 A86842127_2015_E2.pdf pdf 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Reclasificación de las siguientes partidas de la Cuenta de Pérdidas y Ganancias individual, de acuerdo con su escrito del pasado 07 de Octubre de 2016 (Nº registro de salida 2016219920): 1. Intereses devengados por las emisiones de deuda realizadas por la sociedad: Se reclasifican por su importe total de la casilla 0250 "Ingresos financeieros" a la casilla 0205 "Importe neto de la cgra de negocio". 2. Gastos de valores negociables: Se reclasifican por el importe total de la casilla 0251 "Gastos Financieros" a la casilla 0209 "Arovisionamientos". 1326739000 1326739000 142759000 0 0 133074000 0 9685000 1469498000 167000 167000 60000 60000 60000 60000 47000 1339005000 921063000 921063000 417942000 130326000 125012000 125012000 3592000 53000 53000 107000 1669000 1469498000 756160000 756160000 5795000 38000 38000 4002000 157000 1598000 761955000 120000 120000 60000 -16000 76000 757368000 374554000 374554000 382814000 4467000 1646000 1646000 2390000 107000 324000 761955000 10931000 7132000 6205000 19602000 0 0 0 0 0 0 0 0 -10689000 -5841000 -19210000 -6698000 87000 38000 172000 38000 0 0 0 0 -273000 -208000 -497000 -370000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 56000 194000 67000 102000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 56000 194000 67000 102000 -17000 -26000 -20000 -26000 39000 168000 47000 76000 0 0 0 0 39000 168000 47000 76000 65.56 278.21 77.77 125.95 65.56 278.21 77.77 125.95 47000 76000 47000 76000 60000 -16000 76000 120000 60000 -16000 76000 120000 47000 47000 76000 -76000 0 76000 -76000 0 60000 60000 47000 167000 60000 -16000 44000 60000 -16000 44000 76000 76000 -16000 16000 0 -16000 16000 0 60000 -16000 76000 120000 -75000 -37000 67000 102000 -392000 -618000 -392000 -618000 1080000 270000 -830000 209000 -15609000 -2910000 14693000 3130000 86000 -11000 -694742000 -756160000 -783710000 -756160000 -783710000 -756160000 88968000 88968000 702904000 757785000 702904000 757785000 791872000 757785000 -88968000 8087000 1588000 1598000 10000 9685000 1598000 9685000 1598000 9685000 1598000 0.00 0.00 0.00 0.00 0 0 0.00 0.00 0.00 0.00 0 0 0.00 0.00 0.00 0.00 0 0 0.00 0.00 0.00 0.00 0 0 0.00 0.00 0.00 0.00 0 0 0.00 0.00 0.00 0.00 0 0 19602000 7132000 0 0 0 0 0 0 0 0 19602000 7132000 0 0 0 0 0 0