DURO FELGUERA, S.A. 2023-12-31 DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:PersonasContactoMiembro 1 DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 1 DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 2 DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 3 DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 4 DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 5 DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:PersonasResponsablesInformacionMiembro 6 DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:PeriodoActualMiembro DURO FELGUERA, S.A. 2022-12-31 ipp_ge_dim:PeriodoCierreAnteriorMiembro DURO FELGUERA, S.A. 2023-07-01 2023-12-31 ipp_ge_dim:PeriodoCorrienteActualMiembro DURO FELGUERA, S.A. 2022-07-01 2022-12-31 ipp_ge_dim:PeriodoCorrienteAnteriorMiembro DURO FELGUERA, S.A. 2023-01-01 2023-12-31 ipp_ge_dim:AcumuladoActualMiembro DURO FELGUERA, S.A. 2022-01-01 2022-12-31 ipp_ge_dim:AcumuladoAnteriorMiembro DURO FELGUERA, S.A. 2023-01-01 2023-12-31 DURO FELGUERA, S.A. 2023-01-01 2023-12-31 ipp_ge_dim:PeriodoActualMiembro DURO FELGUERA, S.A. 2022-01-01 2022-12-31 ipp_ge_dim:PeriodoAnteriorMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:CapitalMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:PrimaEmisionReservasMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:ResultadoPeriodoMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:AjustesPorCambiosValorMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:SubvencionesDonacionesLegadosRecibidosMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:TotalPatrimonioNetoMiembro DURO FELGUERA, S.A. 2022-12-31 ipp_ge_dim:CapitalMiembro DURO FELGUERA, S.A. 2022-12-31 ipp_ge_dim:PrimaEmisionReservasMiembro DURO FELGUERA, S.A. 2022-12-31 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DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:ResultadoPeriodoAtribuidoEntidadControladoraMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:AjustesPorCambiosValorMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:ParticipacionesNoControladorasMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:TotalPatrimonioNetoMiembro DURO FELGUERA, S.A. 2022-12-31 ipp_ge_dim:CapitalMiembro DURO FELGUERA, S.A. 2022-12-31 ipp_ge_dim:PrimaEmisionReservasMiembro DURO FELGUERA, S.A. 2022-12-31 ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro DURO FELGUERA, S.A. 2022-12-31 ipp_ge_dim:ResultadoPeriodoAtribuidoEntidadControladoraMiembro DURO FELGUERA, S.A. 2022-12-31 ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro DURO FELGUERA, S.A. 2022-12-31 ipp_ge_dim:AjustesPorCambiosValorMiembro DURO FELGUERA, S.A. 2022-12-31 ipp_ge_dim:ParticipacionesNoControladorasMiembro DURO FELGUERA, S.A. 2022-12-31 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2022-01-01 2022-12-31 ipp_ge_dim:PeriodoAnteriorMiembro DURO FELGUERA, S.A. 2023-01-01 2023-12-31 ipp_ge_dim:AccionistasSignificativosMiembro DURO FELGUERA, S.A. 2023-01-01 2023-12-31 ipp_ge_dim:AdministradoresDirectivosMiembro DURO FELGUERA, S.A. 2023-01-01 2023-12-31 ipp_ge_dim:PersonasSociedadesEntidadesGrupoMiembro DURO FELGUERA, S.A. 2023-01-01 2023-12-31 ipp_ge_dim:OtrasPartesVinculadasMiembro DURO FELGUERA, S.A. 2023-01-01 2023-12-31 ipp_ge_dim:TotalMiembro DURO FELGUERA, S.A. 2022-01-01 2022-12-31 ipp_ge_dim:AccionistasSignificativosMiembro DURO FELGUERA, S.A. 2022-01-01 2022-12-31 ipp_ge_dim:AdministradoresDirectivosMiembro DURO FELGUERA, S.A. 2022-01-01 2022-12-31 ipp_ge_dim:PersonasSociedadesEntidadesGrupoMiembro DURO FELGUERA, S.A. 2022-01-01 2022-12-31 ipp_ge_dim:OtrasPartesVinculadasMiembro DURO FELGUERA, S.A. 2022-01-01 2022-12-31 ipp_ge_dim:TotalMiembro DURO FELGUERA, S.A. 2022-01-01 2022-12-31 DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:IndividualMiembro DURO FELGUERA, S.A. 2023-12-31 ipp_ge_dim:ConsolidadoMiembro iso4217:EUR GEN 8.0.0 N 2023-01-01 Las principales diferencias de este Informe Financiero Semestral con respecto a la información previamente enviada son las que seguidamente se detallan, a efectos de mostrar la información tal y como se presenta en las Cuentas anuales auditadas correspondientes al ejercicio finalizado el 31 de diciembre de 2023, publicadas y disponibles en la página web de CNMV así como en la web corporativa de Duro Felguera: - Reclasificación de determinas provisiones y deudas con entidades de crédito del largo plazo al corto plazo en el pasivo de la sociedad individual. - Reclasificaciones en las cuenta de pérdidas y ganancias de la sociedad individual entre las partidas de " Otros gastos de explotación" y " Deterioro de Instrumentos Financieros" - Reclasificaciones en el estado de flujos de efectivo de la sociedad individual Estas reclasificaciones no tienen impacto en patrimonio neto ni en resultados. 2023-12-31 DURO FELGUERA, S.A. Calle Ada Byron, 90, 33203 - Gijón A-28004026 JOSE JAIME ARGÜELLES ALVAREZ ROSA ISABEL AZA CONEJO JOSE JULIAN MASSA GUTIERREZ DEL ALAMO VALEARIANO GOMEZ SANCHEZ CESAR HERNANDEZ BLANCO MARÍA JESUS ALVAREZ GONZALEZ Consejero Delegado Presidenta Vicepresidente Consejero Consejero Consejero true 2024-04-29 50247000 73219000 1013000 2592000 1013000 2592000 12497000 11756000 6736000 6850000 22878000 34177000 86000 7840000 7037000 10004000 345238000 239865000 2528000 2801000 81245000 68813000 59670000 49018000 21575000 19795000 136240000 122672000 21808000 27722000 3824000 455000 99593000 17402000 395485000 313084000 -159998000 -143906000 -173373000 -147560000 4800000 4800000 4800000 4800000 2688000 2688000 -155049000 -155733000 -25812000 685000 12000000 2206000 11259000 3373000 741000 -1167000 1375000 1448000 86246000 183399000 23813000 27683000 53880000 145029000 11880000 25029000 42000000 120000000 8553000 10687000 469237000 273591000 124053000 120443000 189640000 7428000 104188000 64000 85452000 7364000 36431000 28960000 119113000 116760000 79147000 66860000 39950000 49882000 16000 18000 395485000 313084000 Las variaciones en el pasivo respecto a la información reportada anteriormente son las siguientes: - Reclasificación a corto plazo de provisiones por responsabilidades - Reclasificación a corto plazo de deuda con entidades de crédito 61043000 16538000 99998000 35944000 -35365000 -5515000 -52058000 -8971000 125000 20000 125000 221000 -10961000 -14597000 -22911000 -26755000 2814000 5534000 -2494000 4950000 -1091000 -1443000 -2481000 -2886000 143000 52000 143000 104000 -390000 1327000 -390000 -76000 72000 -70000 385000 16632000 271000 21579000 2602000 4852000 4824000 9401000 6749000 -4001000 -2531000 -6990000 -4738000 489000 2191000 -28000 4136000 -5735000 9280000 -5887000 13217000 -41698000 -15480000 -43998000 -15480000 -46093000 -1716000 -47502000 3884000 -29461000 -1445000 -25923000 6486000 -1314000 -1026000 111000 -5801000 -30775000 -2471000 -25812000 685000 -30775000 -2471000 -25812000 685000 -0.32 -0.03 -0.27 0.01 -0.26 -0.02 -0.11 0.01 Las modificaciones respecto a la información presentada previamente se corresponde con la reclasificación de un importe de 2.300 miles de euros de la partida de "Otros gastos de explotación" a la partida de "Deterioro de instrumentos financieros". -25812000 685000 9794000 -7008000 7887000 0 7887000 1907000 -7008000 -107000 -78000 0 0 -143000 -104000 36000 26000 -16125000 -6401000 4800000 -153045000 685000 2206000 1448000 -143906000 0 0 4800000 -153045000 0 685000 0 2206000 1448000 -143906000 -25812000 9794000 -107000 -16125000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 684000 0 -685000 0 0 34000 33000 0 0 684000 -685000 34000 33000 4800000 -152361000 0 -25812000 0 12000000 1375000 -159998000 4800000 -174042000 20997000 9215000 1526000 -137504000 0 0 4800000 -174042000 0 20997000 0 9215000 1526000 -137504000 685000 -7008000 -78000 -6401000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 20997000 0 -20997000 0 -1000 0 -1000 0 0 20997000 -20997000 -1000 -1000 4800000 -153045000 0 685000 0 2206000 1448000 -143906000 -13984000 -37771000 -25923000 6486000 26483000 -10592000 2481000 2886000 24002000 -13478000 -18586000 -36120000 4042000 2455000 -4528000 -3433000 8570000 5888000 7533000 -13553000 -17471000 -26106000 -17012000 -22290000 -200000 -118000 -259000 -3698000 25004000 12553000 3000000 5321000 19683000 9553000 88642000 -15881000 0 0 88642000 -15881000 90000000 -1358000 -15881000 82191000 -67205000 17402000 84607000 99593000 17402000 99593000 17331000 71000 99593000 17402000 Las modificaciones respecto a la información previamente presentada se corresponden con: - Aportaciones de socios para compensacion de pérdidas a la filial DF Operaciones y Montajes - Reclasificación en las partidas de "Ajustes al resultado" y "Cambios en el capital corriente" 45393000 56494000 1063000 3216000 1063000 3216000 26021000 26949000 18171000 18445000 28000 20000 110000 7864000 41000 42000 41000 42000 69000 7822000 69000 7822000 0 0 283337000 176964000 7878000 4706000 138275000 118128000 102983000 86661000 35292000 31467000 23422000 29412000 23422000 29412000 23422000 29412000 0 0 3863000 621000 109899000 24097000 328730000 233458000 -155531000 -141929000 -95528000 -73186000 4800000 4800000 4800000 4800000 -78437000 -82992000 -21891000 5006000 -60737000 -69382000 0 0 -60737000 -69382000 -101153000 -71911000 40416000 2529000 -156265000 -142568000 734000 639000 72435000 154730000 4470000 3038000 1323000 1271000 63130000 147722000 19023000 25029000 44107000 122693000 3512000 2699000 0 0 411826000 220657000 51123000 75394000 183657000 8178000 97045000 64000 86612000 8114000 177046000 136987000 102008000 71457000 74292000 64750000 746000 780000 0 0 98000 328730000 233458000 140143000 62396000 281199000 117185000 37000 240000 623000 362000 -91693000 -30323000 -161114000 -43489000 130000 23000 146000 262000 -48337000 -38217000 -92858000 -72538000 -17861000 338000 -40763000 -5276000 -2107000 -2504000 -4518000 -5025000 607000 124000 668000 242000 -369000 958000 -397000 -415000 189000 1314000 203000 2044000 -19261000 -7006000 -15456000 -6648000 1666000 2189000 2154000 2756000 1666000 2189000 2154000 2756000 -3638000 -2036000 -6517000 -4442000 489000 2190000 -28000 4135000 -3359000 1333000 -1774000 5467000 2000 2000 0 0 0 0 -4842000 3678000 -6165000 7918000 7388000 5699000 -24103000 4060000 -21621000 6969000 710000 -349000 -176000 -1851000 -23393000 3711000 -21797000 5118000 -23393000 3711000 -21797000 5118000 -23456000 3635000 -21891000 5006000 63000 76000 94000 112000 -0.24 0.04 -0.23 0.05 -0.20 0.03 -0.09 0.04 -23393000 3711000 -21797000 5118000 7886000 0 7886000 0 9747000 9747000 -1861000 -1861000 -6224000 -345000 759000 -8715000 0 0 0 0 47905000 21675000 76181000 21062000 47905000 21226000 76181000 21062000 449000 0 0 0 0 -9747000 0 0 0 -9747000 -46819000 -22020000 -75422000 -29777000 -46819000 -22020000 -75422000 -29777000 2437000 -21731000 3366000 -13152000 -3597000 -21794000 3290000 -13246000 -3709000 63000 76000 94000 112000 4800000 -82992000 5006000 -69382000 639000 -141929000 0 0 4800000 -82992000 0 5006000 0 -69382000 639000 -141929000 -21891000 8645000 94000 -13152000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4555000 0 -5006000 0 0 1000 -450000 0 5006000 -5006000 0 -451000 1000 -450000 4800000 -78437000 0 -21891000 0 -60737000 734000 -155531000 4800000 -105157000 22614000 -60667000 531000 -137879000 0 0 4800000 -105157000 0 22614000 0 -60667000 531000 -137879000 5006000 -8715000 112000 -3597000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 22165000 0 -22614000 0 0 -4000 -453000 0 22614000 -22614000 0 -449000 -4000 -453000 4800000 -82992000 0 5006000 0 -69382000 639000 -141929000 -26956000 -61495000 -21621000 6969000 -12638000 -22833000 4518000 5025000 -17156000 -27858000 13089000 -42827000 -5786000 -2804000 -4528000 -3433000 1000 874000 -1259000 -245000 23889000 8554000 -2591000 -4329000 -420000 -494000 -2171000 -3835000 26480000 12883000 326000 3000000 5321000 20833000 9883000 0 0 88869000 -11504000 0 0 88869000 -11504000 90000000 -1131000 -11504000 0 0 85802000 -64445000 24097000 88542000 109899000 24097000 109899000 23846000 251000 109899000 24097000 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 6576000 8205000 44821000 32634000 93422000 27739000 236378000 84551000 44940000 604000 162655000 32383000 15296000 604000 126623000 24146000 29644000 36032000 8237000 48482000 27135000 73723000 52168000 99998000 35944000 281199000 117185000 Energía 53830000 6557000 27621000 22437000 Plantas Industriales 73787000 53008000 -71000 7088000 Servicios Especializados 140485000 53315000 -23818000 -3759000 Renovables 4505000 190000 -639000 304000 Sistemas Inteligentes 7840000 2690000 822000 230000 Otros 752000 1425000 -25536000 -19331000 281199000 117185000 -21621000 6969000 347 392 1388 1292 251 277 1234 1125 96 115 154 167 430000 429000 459000 459000 8000 5000 897000 893000 1297000 2112000 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 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1137000 1137000 0 0 0 0 0 1137000 1137000 0 0 0 0 0 0 0 3453000 3453000 12269000 12269000 0 0 0 0 15722000 15722000 0 0 0 0 0 0 0 0 Las Cuentas anuales auditadas correspondientes al ejercicio finalizado el 31 de diciembre de 2023 se encuentran publicadas y disponibles en la página web de CNMV así como en la web corporativa de Duro Felguera Anexo informe semestral.pdf pdf 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