ALANTRA PARTNERS, S.A. 2023-12-31 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PersonasContactoMiembro 1 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 1 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 2 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 3 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 4 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 5 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 6 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 7 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 8 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 9 ALANTRA PARTNERS, S.A. 2023-12-31 ipp_ge_dim:PeriodoActualMiembro ALANTRA PARTNERS, S.A. 2022-12-31 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Calle José Ortega y Gasset, número 29 28006 Madrid A81862724 Se hace constar que el consejero D. Jorge Mataix Entero no estampa su firma en la Diligencia de formulación relativa a las Cuentas Anuales (Consolidadas) de la Sociedad, correspondientes al ejercicio cerrado a 31 de diciembre de 2023, por encontrarse ausente en el momento de la firma de esta declaración. No obstante, el Sr. Mataix ha votado a favor de la formulación de las Cuentas Anuales (Consolidadas) e Informe de Gestión (Consolidado) mediante delegación en otro consejero con instrucciones expresas. D. Santiago Eguidazu Mayor D. Santiago Bergareche Busquet D. José Javier Carretero Manzano D. Luis Carlos Croissier Batista D. Jorge Mataix Entero D. José Antonio Abad Zorrilla Dª. María Garaña Corces Dª. Silvia Reina Pardo Dª. Catherine Lewis La Torre Presidente y Consejero Delegado Vicepresidente Consejero Consejero Consejero Consejero Consejero Consejera Consejera Consejera true 2024-03-20 199887000 195991000 273000 504000 273000 504000 1755000 1886000 177238000 174387000 19146000 18503000 1475000 711000 31987000 38311000 25844000 35497000 260000 556000 12176000 24900000 13408000 10041000 40000 40000 6103000 2774000 231874000 234302000 223746000 221144000 222889000 220165000 115894000 115894000 115894000 115894000 111863000 111863000 -26647000 -40215000 -3190000 -245000 24969000 45220000 -12352000 857000 979000 857000 979000 1483000 2940000 1477000 2791000 0 143000 143000 6000 6000 6645000 10218000 0 0 475000 1301000 6170000 8917000 736000 2835000 5434000 6082000 231874000 234302000 10137000 37750000 40459000 49557000 -5986000 -681000 -9361000 -4633000 -3801000 -6317000 -7405000 -11626000 -263000 -257000 -526000 -471000 87000 30495000 23167000 32827000 746000 9000 756000 10000 92000 -66000 190000 -66000 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19300000 0.87 33584000 0.50 19300000 0.87 33584000 40459000 49557000 68506000 64384000 0 0 109248000 167643000 0 0 89016000 139257000 38351000 65117000 50665000 74140000 20232000 28386000 40459000 49557000 177754000 232027000 Asesoramiento Financiero en operaciones corporativas y mercado de capitales 104617000 143318000 264000 25860000 Financial Institutions Group (anteriormente denominaminado Credit Porfotlio Advisory) 33995000 54223000 513000 4358000 Gestión de Activos 38207000 33657000 11073000 11577000 Estructura 12000 480000 -7804000 -8976000 Cartera 923000 349000 875000 184000 Resto 133000 7204000 177754000 232027000 5054000 40207000 74 65 688 685 40 34 502 500 34 31 186 185 357000 369000 248000 259000 605000 628000 2325000 5799000 0 0 1024000 1024000 0 0 0 0 1024000 0 1024000 142000 267000 409000 0 1733000 1733000 0 0 0 142000 2000000 0 2142000 0 0 0 0 0 0 0 1734000 1734000 2279000 4595000 6874000 14000 14000 0 2279000 6343000 0 8622000 250000 250000 0 0 0 0 250000 0 250000 0 0 0 0 672000 114000 786000 0 0 672000 114000 786000 0 0 20000 1869000 1889000 0 0 20000 0 1869000 0 1889000 0 0 0 0 0 0 0 870000 870000 2195000 5043000 7238000 280000 280000 0 2195000 6193000 0 8388000 0 0 0 0 0 0 0 0 Las notas explicativas y el informe de gestión intermedio correspondientes a la información financiera semestral del segundo semestre de 2023 se corresponden con la información contenida en el Informe Financiero Anual del ejercicio 2023 publicado. Información notas explicativas 2023.pdf pdf 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