FOMENTO DE AHORROS E INV,SICAV 1.0.0 2024-01-01 2024-06-30 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2023-07-01 2023-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2024-01-01 2024-06-30 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2023-01-01 2023-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2024-04-01 2024-06-30 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2024-01-01 2024-03-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2023-10-01 2023-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2023-07-01 2023-09-30 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2022-01-01 2022-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2021-01-01 2021-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2019-01-01 2019-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2021-01-01 2023-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2019-01-01 2023-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2024-06-30 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2023-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2022-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2021-12-31 iso4217:EUR xbrli:pure FOMENTO DE AHORROS E INV,SICAV 3152 02 02 2024 EUR BBB false C/Ortega y Gasset, 7, 28006 Madrid EM gesalcala@bancoalcala.com www.bancoalcala.com 05 C/Jose Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@creand.es 2005-12-23 06 15 Alto true false La Sociedad podrá invertir entre un 0% y 100% de su patrimonio en IIC financieras que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la Gestora. La Sociedad podrá invertir, ya sea de manera directa o indirecta a través de IIC, en activos de renta variable, renta fija u otros activos permitidos por la normativa vigente sin que exista predeterminación encuanto a los porcentajes de exposición en cada clase de activo pudiendo estar la totalidad de su exposición en cualquiera de ellos. Dentro de la renta fija además de valores se incluyen depósitos a la vista o con vencimiento inferior a un año en entidades de crédito de la UE o de estados miembros de la OCDE sujetos a supervisión prudencial e instrumentos del mercado monetario no cotizados, que sean líquidos. No existe objetivo predeterminado ni límites máximos en lo que se refiere a la distribución de activos por tipo de emisor (publico o privado), ni por rating de emisión/emisor, ni duración, ni por capitalización bursátil, ni por divisa, ni por sector económico, ni por países. Se podrá invertir en países emergentes. El riesgo de divisa puede alcanzar el 100% de la exposición total. La Sociedad no tiene ningún índice dereferencia en su gestión. El grado máximo de exposición al riesgo de mercado através de instrumentos financieros derivados es el importe del patrimonio neto. Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. 01 0.91 0.73 0.91 2.26 3.17 7.55 3.17 4.75 EUR 89326012.00 89323643.00 286 301 0.00 0.00 false 274570249 264406844 145340295 120529691 2.9456 2.7705 2.6532 2.8147 3.0792 2.9606 3.0596 3.0455 3.0738 2.9601 2.7704 3.0314 0.07 0.07 0.07 0.07 01 0.01 0.01 01 3.84 1.03 2.78 3.62 0.43 6.85 -8.61 7.69 11.46 0.15 0.06 0.08 0.08 0.08 0.31 0.42 0.48 0.53 false GraficaVL.png png 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0.00 0.00 98927.00 0.04 ES0583746567 Pagarés|VIDRALA|4,200|2024-12-11 EUR 195987.00 0.07 0.00 0.00 2541037.00 0.93 2542980.00 0.96 20134640.00 7.33 20863766.00 7.89 ES0105066007 Acciones|CELLNEX TELECOM EUR 0.00 0.00 285280.00 0.11 ES0105223004 Acciones|GESTAMP GRUPO EUR 0.00 0.00 248703.00 0.09 ES0109067019 Acciones|AMADEUS IT EUR 387505.00 0.14 0.00 0.00 ES0130670112 Acciones|EMPRESA NAC ELECTRICIDAD EUR 350700.00 0.13 443040.00 0.17 ES0132945017 Acciones|TUBACEX SA EUR 0.00 0.00 385945.00 0.15 ES0144580Y14 Acciones|IBERDROLA EUR 856155.00 0.31 593500.00 0.22 ES0157261019 Acciones|LABORATORIOS FARMACEUT. ROVI EUR 0.00 0.00 195349.00 0.07 ES0173516115 Acciones|REPSOL EUR 449712.00 0.16 410494.00 0.16 ES0178165017 Acciones|TECNICAS REUNIDAS EUR 0.00 0.00 373888.00 0.14 2044072.00 0.74 2936199.00 1.11 2044072.00 0.74 2936199.00 1.11 22178712.00 8.08 23799965.00 9.00 DE000RLP1395 Bonos|LAND RHEINLAND-PFLAZ|3,000|2025-01-15 EUR 0.00 0.00 1493476.00 0.56 AT0000A1K9C8 Obligaciones|TESORO AUSTIACO|0,750|2026-10-20 EUR 1874616.00 0.68 1908395.00 0.72 BE0000334434 Bonos|TESORO BELGA|0,800|2025-06-22 EUR 0.00 0.00 1926821.00 0.73 BE0000351602 Bonos|TESORO BELGA|0,000|2027-10-22 EUR 911390.00 0.33 0.00 0.00 BE0000360694 Bonos|TESORO BELGA|2,850|2034-10-22 EUR 1364788.00 0.50 0.00 0.00 DE0001102374 Bonos|TESORO ALEMÁN|0,500|2025-02-15 EUR 0.00 0.00 1922198.00 0.73 IT0005548315 Bonos|TESORO ITALIANO|3,800|2028-08-01 EUR 998708.00 0.36 0.00 0.00 FR0013341682 Bonos|TESORO FRANCES|0,750|2028-11-25 EUR 1810595.00 0.66 0.00 0.00 FR0013415627 Cupón Cero|TESORO FRANCES|2,673|2025-03-25 EUR 0.00 0.00 947677.00 0.36 FR0013415627 Cupón Cero|TESORO FRANCES|2,764|2025-03-25 EUR 0.00 0.00 946351.00 0.36 FR0013461795 Bonos|LA BANQUE POSTALE|3,875|2026-05-20 EUR 365141.00 0.13 359373.00 0.14 FR0013508470 Bonos|TESORO FRANCES|0,000|2026-02-25 EUR 0.00 0.00 560754.00 0.21 FR0013508470 Bonos|TESORO FRANCES|0,000|2026-02-25 EUR 189954.00 0.07 570774.00 0.22 FR0013508470 Bonos|TESORO FRANCES|0,000|2026-02-25 EUR 379908.00 0.14 380516.00 0.14 FR0013508470 Bonos|TESORO FRANCES|0,000|2026-02-25 EUR 379908.00 0.14 0.00 0.00 FR001400HI98 Bonos|TESORO FRANCES|2,750|2029-02-25 EUR 1976395.00 0.72 0.00 0.00 FR0014005O90 Bonos|LA BANQUE POSTALE|3,000|2049-11-20 EUR 586782.00 0.21 568202.00 0.21 XS1419674525 Bonos|TESORO IRLANDA|1,554|2028-06-07 EUR 930077.00 0.34 0.00 0.00 US71654QDH20 Bonos|PETROLEOS MEXICANOS|6,875|2025-10-16 USD 324605.00 0.12 312380.00 0.12 US912810SW99 Obligaciones|US TREASURY|1,875|2041-02-15 USD 697020.00 0.25 0.00 0.00 US912810TE82 Bonos|TESORO AMERICANO|0,125|2052-02-15 USD 0.00 0.00 357074.00 0.14 US91282CCB54 Obligaciones|US TREASURY|1,625|2031-05-15 USD 0.00 0.00 731066.00 0.28 US91282CHP95 Bonos|TESORO AMERICANO|1,375|2033-07-15 USD 661777.00 0.24 311263.00 0.12 US91282CKH33 Obligaciones|US TREASURY|4,500|2026-03-31 USD 1136304.00 0.41 0.00 0.00 US9128285W63 Bonos|TESORO AMERICANO|0,875|2029-01-15 USD 1039146.00 0.38 0.00 0.00 15627114.00 5.69 13296320.00 5.03 DE000RLP1395 Bonos|LAND RHEINLAND-PFLAZ|3,000|2025-01-15 EUR 995613.00 0.36 0.00 0.00 BE0000334434 Bonos|TESORO BELGA|0,800|2025-06-22 EUR 1950345.00 0.71 0.00 0.00 DE0001102374 Bonos|TESORO ALEMÁN|0,500|2025-02-15 EUR 1948747.00 0.71 0.00 0.00 FR0013256534 Bonos|TESORO FRANCES|0,500|2024-06-20 EUR 0.00 0.00 968705.00 0.37 FR0013415627 Cupón Cero|TESORO FRANCES|2,673|2025-03-25 EUR 945206.00 0.34 0.00 0.00 FR0013415627 Cupón Cero|TESORO FRANCES|2,764|2025-03-25 EUR 942017.00 0.34 0.00 0.00 FR0127613497 Cupón Cero|TESORO FRANCES|3,735|2024-01-24 EUR 0.00 0.00 982655.00 0.37 FR0127613505 Cupón Cero|TESORO FRANCES|3,234|2024-02-21 EUR 0.00 0.00 974209.00 0.37 FR0127613505 Cupón Cero|TESORO FRANCES|3,625|2024-02-21 EUR 0.00 0.00 977009.00 0.37 FR0127613505 Cupón Cero|TESORO FRANCES|3,735|2024-02-21 EUR 0.00 0.00 979741.00 0.37 FR0127613513 Cupón Cero|TESORO FRANCES|3,662|2024-03-20 EUR 0.00 0.00 1948971.00 0.74 FR0127613513 Cupón Cero|TESORO FRANCES|3,723|2024-03-20 EUR 0.00 0.00 977126.00 0.37 FR0127921338 Cupón Cero|TESORO FRANCES|3,857|2024-09-04 EUR 741201.00 0.27 0.00 0.00 FR0127921338 Cupón Cero|TESORO FRANCES|3,759|2024-09-04 EUR 1983404.00 0.72 0.00 0.00 FR0128071034 Cupón Cero|TESORO FRANCES|3,662|2024-05-02 EUR 0.00 0.00 493168.00 0.19 FR0128071034 Cupón Cero|TESORO FRANCES|3,759|2024-05-02 EUR 0.00 0.00 740489.00 0.28 FR0128379395 Cupón Cero|TESORO FRANCES|3,857|2024-07-17 EUR 2979818.00 1.09 0.00 0.00 XS1933817824 Cupón Cero|EUROPEAN BANK FOR RE|3,009|2024-01-1 EUR 0.00 0.00 975398.00 0.37 US912797GL51 Cupón Cero|US TREASURY|5,472|2024-09-05 USD 453224.00 0.17 0.00 0.00 12939575.00 4.71 10017471.00 3.79 PTEDPUOM0008 Bonos|EDP - ENERGIAS DE PO|3,875|2028-06-26 EUR 907387.00 0.33 720271.00 0.27 USF1R15XK771 Bonos|BNP PARIBAS|5,125|2049-11-15 USD 334893.00 0.12 314301.00 0.12 USU07265AF50 Bonos|BAYER AG|4,375|2028-12-15 USD 314075.00 0.11 305051.00 0.12 DE000A13R7Z7 Bonos|ALLIANZ|3,375|2049-09-18 EUR 392257.00 0.14 395285.00 0.15 DE000A289QR9 Bonos|MERCEDES BENZ (ANTES|0,750|2030-09-10 EUR 802729.00 0.29 604322.00 0.23 DE000A3LBMY2 Bonos|MERCEDES BENZ (ANTES|3,000|2027-02-23 EUR 792141.00 0.29 0.00 0.00 AT0000A2L583 Obligaciones|ERSTE GROUP|4,250|2049-10-15 EUR 180937.00 0.07 171650.00 0.06 BE0002481563 Bonos|FLUVIUS SYSTEM OP|1,750|2026-12-04 EUR 765068.00 0.28 0.00 0.00 BE0002664457 Bonos|KBC BANK FUNDING TRU|0,500|2029-12-03 EUR 391191.00 0.14 0.00 0.00 BE0002900810 Bonos|KBC BANK FUNDING TRU|4,375|2027-11-23 EUR 810961.00 0.30 819815.00 0.31 FR0013323326 Bonos|STELLANTIS NV|2,000|2025-03-20 EUR 0.00 0.00 783249.00 0.30 FR0013334695 Bonos|RENAULT S.A.|1,625|2026-05-26 EUR 575640.00 0.21 566333.00 0.21 FR0013346822 Bonos|TELEPERFORMANCE|1,875|2025-07-02 EUR 0.00 0.00 287626.00 0.11 FR0013358124 Bonos|HSBC HOLDINGS PLC|1,375|2028-09-04 EUR 731175.00 0.27 0.00 0.00 FR0013413887 Bonos|FRANCE TELECOM ORANG|2,375|2049-04-15 EUR 93807.00 0.03 584466.00 0.22 FR0013512944 Bonos|STELLANTIS NV|2,750|2026-05-15 EUR 0.00 0.00 295072.00 0.11 FR0013526803 Cupón Cero|WORLDLINE SA|3,552|2025-07-30 EUR 817621.00 0.30 783339.00 0.30 FR0013533999 Bonos|CREDIT AGRICOLE|4,000|2049-12-23 EUR 277657.00 0.10 280030.00 0.11 FR0013536661 Bonos|SOCIETE GENERALE|0,875|2028-09-22 EUR 264723.00 0.10 270057.00 0.10 FR001400EHG3 Bonos|SOCIETE GENERALE|4,250|2030-12-06 EUR 699291.00 0.25 0.00 0.00 FR001400F703 Bonos|SCHNEIDER ELECTRIC|3,125|2029-10-13 EUR 894276.00 0.33 713440.00 0.27 FR001400G3Y1 Bonos|KERING|3,250|2029-02-27 EUR 892716.00 0.33 712112.00 0.27 FR001400HCR4 Bonos|CREDIT AGRICOLE|3,875|2031-04-20 EUR 606505.00 0.22 620634.00 0.23 FR001400I4X9 Bonos|BNP PARIBAS|4,125|2033-05-24 EUR 931996.00 0.34 739246.00 0.28 FR001400LWN3 Bonos|BANQUE FED CRED MUTU|4,750|2031-11-10 EUR 732388.00 0.27 0.00 0.00 FR0014001I50 Cupón Cero|VEOLIA ENVIRONNEMENT|3,113|2027-01-1 EUR 351684.00 0.13 356260.00 0.13 FR0014001I68 Bonos|BANQUE FED CRED MUTU|0,250|2028-07-19 EUR 757971.00 0.28 597561.00 0.23 FR0014003B55 Bonos|FRANCE TELECOM ORANG|1,375|2049-05-11 EUR 776522.00 0.28 596439.00 0.23 FR0014003Q41 Bonos|DANONE|0,000|2025-12-01 EUR 0.00 0.00 753766.00 0.29 US03027XBB55 Bonos|AMERICAN TOWER CORP|1,300|2025-09-15 USD 701088.00 0.26 676042.00 0.26 US05946KAG67 Bonos|BBVA|6,500|2049-12-05 USD 371954.00 0.14 355570.00 0.13 US05971KAA79 Bonos|BANCO SANTANDER CENT|5,179|2025-11-19 USD 739090.00 0.27 717638.00 0.27 XS0617307375 Bonos|SOC NATIONALE SNCF S|4,375|2026-04-15 EUR 1521618.00 0.55 0.00 0.00 US06738EBN40 Bonos|BARCLAYS BANK|6,125|2049-12-15 USD 183121.00 0.07 173058.00 0.07 XS1043545059 Bonos|LLOYDS TBS GROUP|4,947|2049-12-27 EUR 197531.00 0.07 195572.00 0.07 XS1069439740 Bonos|AXA GROUP|3,875|2049-10-08 EUR 0.00 0.00 198262.00 0.07 CH1111393000 Bonos|ZUERCHER KANTONALBAN|0,000|2026-05-15 EUR 375476.00 0.14 0.00 0.00 CH1111393000 Bonos|ZUERCHER KANTONALBAN|0,000|2026-05-15 EUR 187746.00 0.07 0.00 0.00 XS1117297785 Bonos|BLACKROCK INTERNATIO|1,250|2025-05-06 EUR 0.00 0.00 963620.00 0.36 XS1134541306 Bonos|AXA GROUP|3,941|2049-11-07 EUR 398130.00 0.15 396493.00 0.15 XS1180256528 Bonos|MORGAN STANLEY|1,750|2025-01-30 EUR 0.00 0.00 1162143.00 0.44 XS1209031019 Bonos|ELM BV|2,600|2049-09-01 EUR 387752.00 0.14 0.00 0.00 XS1222590488 Bonos|EDP FINANCE BV|2,000|2025-04-22 EUR 0.00 0.00 781425.00 0.30 XS1380334224 Bonos|BERKSHIRE HATHAWAY|2,150|2028-03-15 EUR 574088.00 0.21 578715.00 0.22 XS1419646317 Bonos|BNP PARIBAS|1,500|2028-05-25 EUR 741394.00 0.27 0.00 0.00 XS1419664997 Bonos|EDP - ENERGIAS DE PO|2,875|2026-06-01 EUR 0.00 0.00 296527.00 0.11 XS1492580516 Bonos|HELVETIA SCHEIZERISC|4,500|2049-05-19 EUR 300128.00 0.11 298035.00 0.11 XS1520907814 Bonos|ABBVIE INC|2,125|2028-11-17 EUR 1131220.00 0.41 770902.00 0.29 XS1582205040 Bonos|STATKRAFT AS|1,125|2025-03-20 EUR 0.00 0.00 766882.00 0.29 XS1612543121 Bonos|GENERAL ELECTRIC CO.|1,500|2029-05-17 EUR 1097952.00 0.40 1102695.00 0.42 XS1637863546 Bonos|BP CAPITAL MARKETS P|1,637|2029-06-26 EUR 0.00 0.00 646065.00 0.24 XS1651453729 Bonos|NATIONWIDE BUILDING|2,000|2029-07-25 EUR 496819.00 0.18 0.00 0.00 XS1725580465 Bonos|NORDEA BANK|3,500|2049-03-12 EUR 187576.00 0.07 193894.00 0.07 XS1771838494 Obligaciones|ING GROEP NV CVA|1,125|2025-02-14 EUR 0.00 0.00 773935.00 0.29 XS1793250041 Bonos|BANCO SANTANDER CENT|4,750|2049-12-19 EUR 0.00 0.00 182294.00 0.07 XS1796208632 Bonos|SES SA (LUX)|1,625|2026-03-22 EUR 316337.00 0.12 310180.00 0.12 XS1799545329 Bonos|ACS|1,875|2026-04-20 EUR 288647.00 0.11 287400.00 0.11 XS1815070633 Bonos|NORDIC INVESTMENT BA|0,500|2025-11-03 EUR 1419423.00 0.52 1434594.00 0.54 XS1881593971 Bonos|ST GOBAIN|1,875|2028-09-21 EUR 746101.00 0.27 0.00 0.00 XS1915689746 Bonos|EMERSON ELECTRIC CO|1,250|2025-10-15 EUR 0.00 0.00 481794.00 0.18 XS1951313763 Bonos|IMPERIAL TOBACCO|2,125|2027-02-12 EUR 1147836.00 0.42 1144430.00 0.43 XS2051361264 Bonos|AT&T|0,250|2026-03-04 EUR 563060.00 0.21 550769.00 0.21 XS2051494222 Obligaciones|BRITISH TEL|0,500|2025-09-12 EUR 0.00 0.00 661431.00 0.25 XS2056371334 Bonos|TELEFONICA|2,875|2049-09-24 EUR 472868.00 0.17 465956.00 0.18 XS2056430874 Bonos|CONTINENTAL AG|0,375|2025-06-27 EUR 0.00 0.00 473799.00 0.18 XS2066706909 Bonos|ENEL SPA|0,375|2027-06-17 EUR 866748.00 0.32 628961.00 0.24 XS2075280995 Bonos|DNB BANK ASA|4,875|2049-11-12 USD 184794.00 0.07 176434.00 0.07 XS2078918781 Bonos|LLOYDS TBS GROUP|0,500|2025-11-12 EUR 758346.00 0.28 758085.00 0.29 XS2080205367 Bonos|NATWEST GROUP PLC (A|0,750|2025-11-15 EUR 471404.00 0.17 470675.00 0.18 XS2084050637 Bonos|NN GROUP NV|0,375|2025-02-26 EUR 0.00 0.00 750088.00 0.28 XS2086868010 Bonos|TESCO PLC|0,875|2026-05-29 EUR 0.00 0.00 317058.00 0.12 XS2102360315 Bonos|STANDARD CHARTERED B|0,850|2028-01-27 EUR 873899.00 0.32 632205.00 0.24 XS2102912966 Bonos|BANCO SANTANDER CENT|4,375|2049-01-14 EUR 356904.00 0.13 340479.00 0.13 XS2125145867 Bonos|GENERAL MOTORS CO|0,850|2026-02-26 EUR 472636.00 0.17 779728.00 0.29 XS2150054372 Bonos|ST GOBAIN|2,375|2027-10-04 EUR 0.00 0.00 588074.00 0.22 XS2153409029 Bonos|TOTALENERGIES|1,994|2032-04-08 EUR 903130.00 0.33 0.00 0.00 XS2154325489 Bonos|SYNGENTA|3,375|2026-04-16 EUR 316501.00 0.12 0.00 0.00 XS2156506854 Bonos|NATURGY ENERGY GROUP|1,250|2026-01-15 EUR 380936.00 0.14 662891.00 0.25 XS2167007249 Bonos|WELLSFARGO|1,338|2025-05-04 EUR 0.00 0.00 1601914.00 0.61 XS2179037697 Bonos|INTESA SANPAOLO SPA|2,125|2025-05-26 EUR 0.00 0.00 775744.00 0.29 XS2185997884 Bonos|REPSOL|3,750|2049-06-11 EUR 395212.00 0.14 0.00 0.00 XS2193661324 Bonos|BP CAPITAL MARKETS P|3,250|2049-06-22 EUR 293529.00 0.11 290467.00 0.11 XS2193669657 Bonos|AMCOR UK FINANCE PLC|1,125|2027-06-23 EUR 883485.00 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Distribucion4.png png 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 EURO STOXX 50 INDEX Compra Opcion|EURO STOXX 50 INDEX|10| 4657500 01 S&P 500 Compra Opcion|S&P 500|100| 4873294 01 S&P 500 Compra Opcion|S&P 500|100| 2897433 01 S&P 500 Compra Opcion|S&P 500|100| 1943136 01 S&P 500 Compra Opcion|S&P 500|50| 128629 01 STOXX EUROPE 600 UTILITIES PRICE EUR IND Compra Opcion|STOXX EUROPE 600 UTILITIES PRICE EUR 4510000 01 19009992 19009992 EURO STOXX 50 INDEX Emisión Opcion|EURO STOXX 50 INDEX|10| 4297500 01 EURO STOXX 50 INDEX Emisión Opcion|EURO STOXX 50 INDEX|10| 4837500 01 S&P 500 Emisión Opcion|S&P 500|100| 1029033 01 S&P 500 Emisión Opcion|S&P 500|100| 1756296 01 S&P 500 Emisión Opcion|S&P 500|100| 4840680 01 S&P 500 Emisión Opcion|S&P 500|100| 1029033 01 S&P 500 Emisión Opcion|S&P 500|100| 4873294 01 S&P 500 Emisión Opcion|S&P 500|100| 2167344 01 S&P 500 Venta Futuro|S&P 500|50| 2307442 01 STOXX EUROPE 600 UTILITIES PRICE EUR IND Emisión Opcion|STOXX EUROPE 600 UTILITIES PRICE EU 4730000 01 31868122 EURUSD Venta Futuro|EURUSD|125000| 1641293 01 US TREASURY 4,625 30/04/2031 S/A (TYU4) Compra Futuro|US TREASURY 4,625 30/04/2031 S/A (TY 1293740 01 US TREASURY 4,625 30/04/2031 S/A (TYU4) Venta Futuro|US TREASURY 4,625 30/04/2031 S/A (TYU 1203540 01 4138573 RFT: BE6313645127 Compra Plazo|B REGION WALLONNE 0,25% 03/05/2026|10 946450 02 RFT: FR0013341682 Venta Plazo|B GOVT OF FRANCE 1,50 25/05/2050|20000 1815980 02 RFT: FR0013508470 Venta Plazo|B GOVT OF FRANCE 0% 25/02/2026|100000| 949890 02 3712320 39719015 false false false false false false false No aplicable. true false false true false true false false d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 4.651.239,89 euros, suponiendo un 1,73% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 312,24 euros. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 4.583.521,78 euros, suponiendo un 1,70% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 105,00 euros. f.) El importe de las adquisiciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 8.185.555,44 euros, suponiendo un 3,04% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 3.098,37 euros. f.) El importe de las enajenaciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 8.174.209,29 euros, suponiendo un 3,03% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 1529,39 euros. Anexo: a.)Existe un Accionista significativo que supone el 58,21% sobre el patrimo nio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El impulso económico que vimos en el primer trimestre del año ha continuado durante el segundo trimestre, lo que ha hecho que el primer semestre del 2024 haya resultado mucho más favorable, en lo que se refiere sobre todo a datos macro, de lo que se esperaba inicialmente. Las expectativas que había a principios de año sobre recortes de tipos no se han materializado y el mercado ha ido reduciendo las expectativas de recortes de tipos de los bancos centrales. A medida que ha ido avanzando el trimestre, los temores sobre un recalentamiento en Estados Unidos se ha ido disipando y se han reavivado las esperanzas de un aterrizaje suave. En Europa, el impulso económico también ha seguido siendo positivo. El precio de este crecimiento económico continuado ha sido una inflación pegajosa, a pesar de que la inflación ya está en tendencia bajista tanto en Estados Unidos como en Europa. No obstante, los datos de crecimiento y la presión de los salarios han justificado la acción del BCE y la FED de mantener los tipos de referencia en niveles restrictivos, aunque mostrando ambos un giro ligeramente ?hawkish?. En junio el BCE realizó el primer recorte de tipos desde la pandemia, ajustando a la baja 25pb sus tipos de referencia y marcando un punto de divergencia respecto a la FED. Esta medida ya fue anunciada antes de su reunión de junio, pero la inflación de los servicios, más firme de lo previsto, hizo que el BCE insistiera en que el camino hacia una mayor normalización de la política depende en gran medida de los datos. Mientras tanto, en EE. UU. Powell insistió en que la FED no hará recortes hasta que haya más confianza que la inflación se acerca al objetivo del 2%. La Reserva Federal sigue mantenido una postura prudente en sus discursos, enfatizando la necesidad de datos certeros y evidentes de que la inflación se está reduciendo de cara a comprometerse con la relajación monetaria. En este contexto la renta variable ha evolucionado favorablemente con el Eurostoxx 50 subiendo un +8% (en junio, los activos franceses se vendieron después de que el presidente Macron anunciara elecciones legislativas anticipadas) y el S&P 500 subiendo un +15% durante el primer semestre y registrando numerosos máximos históricos a lo largo del mismo. El boom de la inteligencia artificial ha caracterizado y liderado el mercado de renta variable, y la divergencia entre las acciones de megacapitalización y el resto ha seguido en aumento. Por ejemplo, los 7 Magníficos subieron más de un +30% en el primer semestre, mientras que vimos una clara debilidad en otros sectores, ya que el S&P 500 de igual ponderación sólo ha subido un +4% y el Russell 2000 de pequeña capitalización sólo se ha revalorizado un +1%. Los fundamentales de los Mercados Emergentes también han demostrado resiliencia y han sido una buena opción en el semestre. En renta fija, la rentabilidad del bono americano a dos años se movía en un rango con un máximo en 5,05%, aunque finalmente cerraba el semestre a 4,75%, cotizando ya las expectativas de una próxima bajada de tipos por parte de la FED. En Europa los tipos a 2 años del bono alemán tocaban mínimos de 2,42% y cerraban el semestre en 2,90% después que el mercado reconsiderara y redujese el número de bajadas de tipos por parte del BCE. El Bund alemán cerraba el semestre a niveles del 2,60% y su homólogo americano en el 4,40%. Un ligero aplanamiento de las curvas ha sido la tónica durante el semestre, tanto en Europa como en EEUU. El reajuste constante de las expectativas sobre la futura evolución de los tipos de interés junto a un posible aterrizaje suave de la economía ha ayudado a este aplanamiento. En cuanto a divisas, el dólar ha tenido un buen rendimiento con una apreciación de más del +3%. Las expectativas de menores recortes de tipos de la FED frente al BCE han ayudado a ello. Además, el yen ha destacado por su debilidad, ya que la decisión del Banco de Japón de aumentar el rango el control de curva no ha favorecido la divisa nipona como se pretendía y la divisa ha alcanzado nuevos mínimos históricos por debajo del 161 contra el dólar. Los puntos calientes de la geopolítica han tenido el foco en Ucrania e Israel, por su posible efecto en la inflación a través del precio del petróleo, aunque lo que más afectó al movimiento del petróleo fueron los ataques de los Houties a buques comerciales en el Mar Rojo. El precio del petróleo se movía desde el área de los 70 USD hasta en área de los 80 USD. b) Decisiones generales de inversión adoptadas. A lo largo del primer semestre la cartera ha seguido con la misma estrategia llevada a cabo durante el segundo semestre del año pasado, aunque en la parte de renta variable en directo se decidió reducir la ciclicidad de la cartera. Intentamos que las compañías elegidas como nuevas inversiones sean compañías de calidad con una capacidad de generación de caja alta. Seguimos evitando compañías con deuda y apostamos por compañías de gran calidad en sus retornos que permiten afrontar de manera muy sólida entornos económicos difíciles. 0 c) Índice de referencia. La rentabilidad de la IIC es de 3,84%, por encima de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,72%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio de la IIC creció en un 3,84% hasta 274.570.249,02 euros frente a 264.406.844,18 euros del periodo anterior. El número de accionistas disminuyó en el periodo en 15 pasando de 301 a 286 accionistas. La rentabilidad obtenida por la IIC en el periodo es de 3,84% frente a una rentabilidad de 4,07% del periodo anterior. Los gastos soportados por la IIC han sido del 0,1% sobre el patrimonio durante el periodo frente al 0,1% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad de la IIC obtenida en el periodo de 3,84% es menor que el promedio de las rentabilidades del resto de IICs gestionadas por la gestora que es de 5,6%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En este sentido, durante el primer semestre del año incorporamos en la parte de renta variable en directo compañías de calidad que han dado buena oportunidad de entrada, como fue el caso de Verallia, Iberdrola, KBC, Amadeus, Lamb Weston y Nextera Energy. Iniciamos posición también con un peso inferior al habitual en Haleon y Schneider Electric. En cuanto a las ventas, destacar que hemos vendido la totalidad de Societe Generale y Remy Cointreau (en ambas compañías iniciamos posición en el segundo semestre del año pasado), Técnicas Reunidas, Rovi, Technip Energies, Tubacex, Soitec y la americana Berkshire Hathaway. Por la parte de fondos, se decidió hacer el cambio del Veritas Asian Fund por el Allianz Oriental Income. También se ha suscrito el Alken Small Cap Europe, T Rowe Price US Smaller Companies y el Moneda Latin America Corporate Credit. Para una óptima gestión de la liquidez se sigue recurriendo a pagarés de compañías sólidas que dan una rentabilidad muy atractiva. En cuanto a la renta variable en directo, el sector que más ha contribuido durante este segundo semestre del año ha sido salud, seguido muy de cerca de tecnología (que ha continuado con el viento a favor sobre el boom de inteligencia artificial). Por el lado negativo, este semestre hay que mencionar el mal comportamiento de industriales. Entrando en acciones concretas, la compañía que más ha contribuido durante el primer semestre del año ha sido ASML seguido de Tubacex. Por el lado negativo, la compañía que más ha lastrado la rentabilidad del vehículo ha sido ALD. En cuanto a liquidez, a lo largo del primer semestre ha supuesto un 0.182% en la rentabilidad del periodo. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. En cuanto a la cobertura de tipos de interés, se utilizan diversos instrumentos, principalmente futuros para cubrir el riesgo de tipo de interés de los activos en cartera. A fin del periodo, el grado de cobertura sobre tipos de interés alcanza el 0,45%. En cuanto a la cobertura de renta variable, se utilizan diversos instrumentos, principalmente futuros y opciones para cubrir el riesgo de renta variable de los activos en cartera. A fin del periodo, el grado de cobertura de renta variable alcanza el 2,27%. N/A d) Otra información sobre inversiones. Esta sociedad no tiene ningún activo en litigio ni afectado al artículo 48.1.j. del RIIC. Esta sociedad tiene dos activos en suspensión de pagos, CIA LEVANTINA DE EDIFIC Y O.P. y DERECHOS SHELL(UNLISTED)05/2024.3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. El riesgo asumido por la IIC, medido por la volatilidad del valor liquidativo, es de 2,46%, frente a una volatilidad de 0,18% de la letra del tesoro español con vencimiento un año. 5. EJERCICIO DERECHOS POLÍTICOS. N/A 6. INFORMACIÓN Y ADVERTENCIAS CNMV. Informarles que el Informe de Auditoría correspondiente al ejercicio 2023 ha sido aprobado sin salvedades. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS. Esta IIC soporta los gastos correspondientes al servicio de análisis financiero sobre inversiones, tal y como se recoge en el artículo 141. e) del texto refundido de la Ley del Mercado de Valores, en tanto en cuanto, i) así se recoge en el folleto informativo dela IIC, constituye pensamiento original y propone conclusiones significativas no evidentes ni de dominio público, ii) estos informe han estado relacionados con la vocación inversora de las respectivas IIC y iii) no se ha visto ni influido ni condicionado por el volumen de las operaciones intermediadas. Los proveedores del servicio de análisis más representativos son BBVA-Bernstein, Banco Santander, JBCM y Exane. Los servicios de análisis financiero contratados a terceros son nuestro principal soporte a la hora de realizar nuestras estimaciones y valoraciones de nuestras inversiones. Son un medio que nos permite seleccionar y encontrar valores que estimamos están infravalorados por las circunstancias del mercado y creemos van a aportar futura rentabilidad a las IIC. Además, los servicios prestados por estas compañías nos permiten mantenernos informados de la actualidad de las compañías y de los mercados. La información suministrada diariamente nos ayuda a la hora de profundizar en aquellos sectores y compañías especificas en las cuales estamos invertidos o tenemos interés en invertir. Asimismo, nos dan acceso a múltiples analistas, macroeconomistas e incluso a los equipos directivos de las propias compañías, lo cual nos aporta un gran valor añadido a la hora de realizar el análisis y seguimiento de nuestras inversiones. Los costes del servicio de análisis devengados en el periodo han sido de 3.594,11 euros mientras que el coste presupuestado para el siguiente ejercicio es de 8.524,71 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Las expectativas que había a principios de año sobre recortes de tipos no se han materializado y el mercado ha ido reduciendo las expectativas de recortes de tipos de los bancos centrales. El BCE ya concluyó en junio, con su primera bajada de tipos, uno de los ciclos de endurecimiento monetario más agresivos de los que se tiene constancia y el siguiente en hacerlo debería ser la FED. Los mercados siguen aferrándose a la idea de que habrá un recorte de tipos agresivo, más pronto que tarde, a medida que la inflación se normaliza. No podemos olvidarnos que el 2024 es un año de elecciones, por lo que otro punto importante de cara al segundo semestre del año van a ser las elecciones presidenciales que se celebrarán en Estados Unidos y el impacto de las mismas en los mercados. Empezamos 2024 con unos niveles exigentes tanto en los mercados de crédito como en los mercados de acciones y esos niveles han seguido aumentando a lo largo de este semestre. Aunque la volatilidad de momento es moderada, es de esperar que esta volatilidad vaya aumentando a lo largo del año, por lo que tocará ser selectivos en activos, sectores y geografías. Así pues, el entorno para el segundo semestre del año sigue siendo complejo, con el punto de inflexión en los tipos de interés como un aspecto clave en el año. Es de esperar que la volatilidad aumente tanto en Renta Variable como en Renta Fija por lo que el escenario que tenemos por delante sigue invitando a la prudencia de cara al segundo semestre del 2024. Informarles que el Informe de Auditoría correspondiente al ejercicio 2018 ha sido aprobado sin salvedades. No aplicable