POLAR RENTA FIJA,FI 1.0.0 2025-01-01 2025-06-30 POLAR RENTA FIJA,FI 1.0.0 2024-07-01 2024-12-31 POLAR RENTA FIJA,FI 1.0.0 2025-01-01 2025-06-30 POLAR RENTA FIJA,FI 1.0.0 2024-01-01 2024-12-31 POLAR RENTA FIJA,FI 1.0.0 2025-04-01 2025-06-30 POLAR RENTA FIJA,FI 1.0.0 2025-01-01 2025-03-31 POLAR RENTA FIJA,FI 1.0.0 2024-10-01 2024-12-31 POLAR RENTA FIJA,FI 1.0.0 2024-07-01 2024-09-30 POLAR RENTA FIJA,FI 1.0.0 2023-01-01 2023-12-31 POLAR RENTA FIJA,FI 1.0.0 2022-01-01 2022-12-31 POLAR RENTA FIJA,FI 1.0.0 2020-01-01 2020-12-31 POLAR RENTA FIJA,FI 1.0.0 2022-01-01 2024-12-31 POLAR RENTA FIJA,FI 1.0.0 2020-01-01 2024-12-31 POLAR RENTA FIJA,FI 1.0.0 2025-06-30 POLAR RENTA FIJA,FI 1.0.0 2024-12-31 POLAR RENTA FIJA,FI 1.0.0 2023-12-31 POLAR RENTA FIJA,FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure POLAR RENTA FIJA,FI 4426 02 02 2025 EUR A+ false Pº.de la Castellana, 33 Edf.Fortuny 2º planta 28046 Madrid EM info@mutuactivos.com www.mutuactivos.com 05 PASEO DE LA CASTELLANA, 33 EDIFICIO FORTUNY, 2º 28046 MADRID EM info@mutuactivos.com 2012-01-20 08 02 2, en una escala del 1 al 7. El fondo invierte el 100% de su exposición en activos de renta fija, pública y privada (incluyendo depósitos e instrumentos del mercado monetario, cotizados o no, que sean líquidos), sin distribución predeterminada, negociados en mercados de países OCDE, de emisores de la zona Euro u otros países de la OCDE. No obstante, se podrá invertir hasta un 25% de la exposición total en activos de renta fija de emisores no OCDE. Se podrá invertir hasta un 10% del patrimonio en otras IIC financieras, que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la gestora. La duración media objetivo del fondo será de 3,5 años, pudiendo ser variada si las circunstancias del mercado así lo requiriesen entre 0 y 7 años. La máxima exposición a riesgo divisa será del 5%. Las emisiones tendrán calificación crediticia alta (rating mínimo A-) o media (rating entre BBB+ y BBB-) en el momento de la compra, pudiéndose invertir adicionalmente hasta un máximo del 30% de la exposición total del fondo en emisiones de renta fija con baja calidad crediticia (rating inferior a BBB-) o incluso no calificadas. La inversión en activos de renta fija de baja calidad crediticia puede influir negativamente en la liquidez del Fondo. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con solvencia no inferior a la de España. En concreto se prevé superar dicho porcentaje en cualquier deuda del estado de un país miembro de la eurozona, sujeto a los ratings mencionados. La IIC diversifica las inversiones en los activos mencionados anteriormente en, al menos, seis emisiones diferentes. La inversión en valores de una misma emisión no supera el 30% del activo de la IIC. Se podrá operar con 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. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. La operativa con derivados OTC se desarrollará con contrapartes que se encuentren bajo la supervisión de un órgano regulador de un país de la OCDE y con solvencia suficiente a juicio de la gestora. 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Obligaciones|KINGDOM OF SPAIN|3,450|2034-10-31 EUR 0.00 0.00 723437.00 0.32 EU000A3KWCF4 Obligaciones|UNION EUROPEA|0,000|2028-10-04 EUR 329217.00 0.10 323120.00 0.15 IT0005565400 Obligaciones|REPUBLICA DE ITALIA|1,025|2028-10- EUR 2914945.00 0.92 0.00 0.00 IT0005547408 Bonos|REPUBLICA DE ITALIA|1,625|2027-06-13 EUR 5582163.00 1.76 0.00 0.00 US040114HT09 Obligaciones|PACIFICORP|2,062|2033-08-01 USD 877686.00 0.28 0.00 0.00 US91282CLE92 Obligaciones|ESTADOS UNIDOS DE AM|0,937|2034-07 USD 0.00 0.00 5151561.00 2.31 XS2177365363 Obligaciones|ARGENTINE REPUBLIC/T|1,500|2041-07 EUR 2512665.00 0.79 0.00 0.00 14936961.00 4.70 23235586.00 10.44 FR0128227792 Letras|FRENCH DISCOUNT T-BI|3,602|2025-01-02 EUR 0.00 0.00 5304810.00 2.38 FR0128379494 Letras|FRENCH DISCOUNT T-BI|3,515|2025-05-21 EUR 0.00 0.00 1944543.00 0.87 XS2226969686 Bonos|REPUBLIC OF KOREA|0,000|2025-09-16 EUR 699581.00 0.22 688177.00 0.31 699581.00 0.22 7937530.00 3.56 AT0000A2J645 Obligaciones|ERSTE ASSET MANAGEME|1,625|2026-06 EUR 972692.00 0.31 966041.00 0.43 XS2380124227 Obligaciones|CASTELLUM AB|3,125|2026-12-15 EUR 651945.00 0.21 637894.00 0.29 XS2211183756 Obligaciones|PROSUS NV|0,000|2032-08-03 EUR 0.00 0.00 262327.00 0.12 XS2267889991 Obligaciones|ATLANTIA SPA|0,000|2028-09-04 EUR 487538.00 0.15 478179.00 0.21 XS2152902719 Obligaciones|STATE GRID CORP OF C|0,000|2026-05 EUR 695685.00 0.22 685310.00 0.31 XS2244415175 Obligaciones|DAA PLC|0,000|2032-08-05 EUR 397969.00 0.13 393465.00 0.18 XS2361254597 Obligaciones|SOFTBANK GROUP CORP|1,437|2026-10- EUR 512903.00 0.16 512347.00 0.23 XS2362416617 Obligaciones|SOFTBANK GROUP CORP|1,937|2032-04- EUR 0.00 0.00 744107.00 0.33 XS2529233814 Bonos|INTESA SANPAOLO SPA|4,750|2027-09-06 EUR 1498271.00 0.47 1499037.00 0.67 FR001400ZEB6 Obligaciones|LVMH SE|3,000|2031-12-07 EUR 2784924.00 0.88 0.00 0.00 XS2835902839 Bonos|BANCO BILBAO VIZCAYA|0,000|2027-06-07 EUR 1703601.00 0.54 1703653.00 0.77 USU81522AC57 Bonos|SEVEN & I HOLDINGS C|0,475|2026-01-10 USD 0.00 0.00 307922.00 0.14 USU81522AD31 Obligaciones|SEVEN & I HOLDINGS C|0,650|2027-12 USD 184405.00 0.06 202432.00 0.09 CH1414003454 Bonos|UBS GROUP AG|2,875|2029-02-12 EUR 4518182.00 1.42 0.00 0.00 XS2678749990 Obligaciones|ASSICURAZIONI GENERA|5,272|2033-03 EUR 2637824.00 0.83 2659798.00 1.19 FR001400DCZ6 Obligaciones|BNP PARIBAS SECURITI|4,375|2028-01 EUR 2823821.00 0.89 0.00 0.00 USU17185AG14 Obligaciones|CITGO HOLDING INC|3,187|2026-06-15 USD 0.00 0.00 56159.00 0.03 US970648AL56 Obligaciones|LINDE PLC|2,325|2027-05-15 USD 677290.00 0.21 764043.00 0.34 XS2636592102 Obligaciones|BANCO BILBAO VIZCAYA|5,750|2028-06 EUR 0.00 0.00 1487868.00 0.67 US172967NL16 Bonos|CITIGROUP INC|1,645|2025-03-17 USD 0.00 0.00 1347456.00 0.61 FR001400XHU4 Obligaciones|BNP PARIBAS SECURITI|3,945|2032-02 EUR 3287730.00 1.03 0.00 0.00 BE6340794013 Obligaciones|BELFIUS BANK SA/NV|5,250|2028-01-1 EUR 2210798.00 0.70 2199599.00 0.99 XS2589361240 Obligaciones|INTESA SANPAOLO SPA|6,184|2028-11- EUR 1706848.00 0.54 1709006.00 0.77 XS2788614498 Bonos|AMADEUS GLOBAL TRAVE|3,500|2028-12-21 EUR 716878.00 0.23 716741.00 0.32 XS2824763044 Obligaciones|FERRARI NV|0,000|2030-05-21 EUR 2560700.00 0.81 2550999.00 1.15 XS2558978883 Obligaciones|CAIXABANK SA|6,250|2027-11-23 EUR 2157348.00 0.68 0.00 0.00 XS2626699982 Obligaciones|SANTANDER ASSET MANA|5,750|2028-05 EUR 0.00 0.00 957974.00 0.43 XS2579480307 Obligaciones|EUROFINS|6,750|2028-04-14 EUR 1093232.00 0.34 1076297.00 0.48 XS2521027446 Obligaciones|LLOYDS TSB GROUP PLC|3,125|2029-08 EUR 1670822.00 0.53 1657114.00 0.74 FI4000496286 Obligaciones|NESTE OYJ|0,750|2027-12-25 EUR 1692973.00 0.53 0.00 0.00 BE0002875566 Obligaciones|KBC GROUP NV|3,000|2030-08-25 EUR 2291730.00 0.72 2285521.00 1.03 XS2947149360 Bonos|NATIONAL GRID N.A. I|3,247|2029-08-25 EUR 900974.00 0.28 894527.00 0.40 XS2290533020 Obligaciones|CPI PROPERTY GROUP|3,750|2028-04-2 EUR 1991625.00 0.63 0.00 0.00 XS2791973642 Obligaciones|SABADELL ASSET MANAG|0,000|2034-03 EUR 3358128.00 1.06 2094112.00 0.94 XS2592628791 Obligaciones|NATWEST GROUP|5,763|2028-11-28 EUR 1969691.00 0.62 1960976.00 0.88 XS2208302179 Obligaciones|ATLANTIA SPA|0,000|2027-02-28 EUR 828930.00 0.26 825562.00 0.37 USU1056LAC55 Obligaciones|BURFORD CAPITAL LTD|4,625|2027-07- USD 456277.00 0.14 525420.00 0.24 XS2434515313 Obligaciones|COCA-COLA EUROPEANS|2,250|2028-10- USD 166498.00 0.05 183852.00 0.08 XS2933536034 Obligaciones|NEINOR HOMES SA|2,937|2026-11-15 EUR 593595.00 0.19 596397.00 0.27 XS2343873597 Obligaciones|AEDAS HOMES SA|2,000|2026-08-15 EUR 209382.00 0.07 208708.00 0.09 XS2342638033 Obligaciones|PERMIRA HOLDINGS LLP|1,218|2027-05 EUR 0.00 0.00 1046130.00 0.47 USF3445AYX01 Obligaciones|FAURECIA SA|4,000|2027-06-15 USD 813485.00 0.26 0.00 0.00 XS2864287466 Obligaciones|HELLMAN & FRIEDMAN|1,790|2025-07-2 EUR 1041553.00 0.33 846109.00 0.38 XS2182055009 Obligaciones|ELM FOR FIRMENICH I|0,000|2049-09- EUR 2597910.00 0.82 0.00 0.00 BE0002251206 Obligaciones|BELFIUS BANK SA/NV|3,125|2026-05-1 EUR 0.00 0.00 981107.00 0.44 BE6360449621 Obligaciones|BARRY CALLEBAUT SERV|4,250|2031-05 EUR 604773.00 0.19 0.00 0.00 CH1100259816 Obligaciones|RUSSIAN RAILWAYS VIA|3,125|2027-06 CHF 142337.00 0.04 145178.00 0.07 US38141GZS64 Obligaciones|GOLDMAN SACHS AM|1,672|2027-03-15 USD 759143.00 0.24 870234.00 0.39 XS2193663619 Obligaciones|BP CAPITAL MARKETS P|4,250|2027-03 GBP 704657.00 0.22 715019.00 0.32 XS2391779134 Obligaciones|BRITISH AMERICAN TOB|3,000|2026-09 EUR 1023786.00 0.32 1011119.00 0.45 DE000CZ43Z49 Obligaciones|COMMERZBANK AG|6,750|2033-07-05 EUR 2666816.00 0.84 0.00 0.00 DE000A3LWGE2 Bonos|TRATON SE|3,750|2027-02-27 EUR 715267.00 0.23 715525.00 0.32 XS2451803063 Obligaciones|BAYER AG|5,375|2049-06-25 EUR 1517982.00 0.48 1276072.00 0.57 XS2684846806 Obligaciones|BAYER AG|7,000|2031-09-25 EUR 1401883.00 0.44 1161366.00 0.52 XS2391790610 Obligaciones|BRITISH AMERICAN TOB|3,750|2029-06 EUR 558999.00 0.18 554272.00 0.25 ES0265936064 Obligaciones|ABANCA CORP BANCARIA|4,625|2036-12 EUR 0.00 0.00 1002544.00 0.45 ES0280907041 Obligaciones|UNICAJA BANCO SA|5,500|2033-06-22 EUR 0.00 0.00 2305664.00 1.04 ES0265936049 Obligaciones|ABANCA CORP BANCARIA|8,375|2028-06 EUR 0.00 0.00 915255.00 0.41 FR0013510823 Obligaciones|ABERTIS INFRAESTRUTU|2,500|2027-02 EUR 399921.00 0.13 396617.00 0.18 FR001400EFQ6 Obligaciones|ELECTRICITE DE FRANC|7,500|2055-09 EUR 221003.00 0.07 221190.00 0.10 FR001400TSK0 Obligaciones|LVMH SE|3,125|2032-08-07 EUR 1904625.00 0.60 1912726.00 0.86 FR0013066388 Obligaciones|CNP ASSURANCES SA|4,500|2044-06-10 EUR 1437168.00 0.45 1446290.00 0.65 FR001400Y1I6 Obligaciones|SANOFI-SYNTHELABO SA|2,750|2030-12 EUR 993210.00 0.31 0.00 0.00 FR001400YQA5 Bonos|LAGARDERE S.C.A.|4,750|2030-06-12 EUR 1720019.00 0.54 0.00 0.00 FR001400KKX9 Obligaciones|TIKEHAU CAPITAL SCS|6,625|2029-12- EUR 0.00 0.00 896838.00 0.40 FR001400XFK9 Obligaciones|SOCIETE GENERALE AM|3,750|2030-05- EUR 1983345.00 0.62 0.00 0.00 FR001400QR62 Obligaciones|ELECTRICITE DE FRANC|4,125|2031-03 EUR 728870.00 0.23 729930.00 0.33 FR001400U678 Obligaciones|LA FRANCAISE DES JEU|3,375|2033-08 EUR 1381723.00 0.43 1382588.00 0.62 FR001400KWR6 Obligaciones|GROUPE AUCHAN|6,000|2028-12-22 EUR 934523.00 0.29 857374.00 0.39 FR001400RIT6 Bonos|ITM ENTREPRISES SASU|5,750|2029-04-22 EUR 1712987.00 0.54 1709257.00 0.77 FR001400Q7G7 Obligaciones|ALSTOM SA|5,868|2029-05-29 EUR 1056985.00 0.33 1050928.00 0.47 XS3069291196 Bonos|HSBC HOLDINGS PLC|3,313|2029-05-13 EUR 2478388.00 0.78 0.00 0.00 IT0005631822 Bonos|UNICREDIT SPA|3,300|2028-07-16 EUR 2734537.00 0.86 0.00 0.00 NO0013243766 Bonos|DNO ASA|2,312|2027-12-04 USD 174673.00 0.05 197924.00 0.09 NO0011088593 Bonos|DNO ASA|1,968|2026-09-09 USD 0.00 0.00 726962.00 0.33 NO0011091290 Bonos|EURONAV LUXEMBOURG|3,125|2025-09-14 USD 337451.00 0.11 383526.00 0.17 NO0013511113 Bonos|DNO ASA|2,125|2028-03-27 USD 1193053.00 0.38 0.00 0.00 PTGGDDOM0008 Obligaciones|ALLIANZ GLOBAL INVES|4,875|2028-04 EUR 837342.00 0.26 839097.00 0.38 US09660V2A05 Obligaciones|BNP PARIBAS SECURITI|2,187|2028-03 USD 999438.00 0.31 1105598.00 0.50 US70137WAG33 Obligaciones|PARKLAND FUEL COPR|2,250|2029-10-0 USD 244972.00 0.08 268736.00 0.12 US05526DBN49 Obligaciones|BAT CAPITAL CORP|2,453|2030-03-02 USD 801790.00 0.25 890375.00 0.40 USF2R125CE38 Obligaciones|CREDIT AGRICOLE SA|2,000|2028-01-1 USD 825465.00 0.26 912233.00 0.41 US172967KG57 Obligaciones|CITIGROUP INC|1,850|2026-01-12 USD 0.00 0.00 1247726.00 0.56 US58733RAF91 Obligaciones|MERCADO LIBRE INC|1,562|2030-10-14 USD 305285.00 0.10 333617.00 0.15 US55354GAL41 Obligaciones|MSCI INC|1,937|2031-02-15 USD 829019.00 0.26 916746.00 0.41 US89356BAC28 Obligaciones|TRANSCANADA PIPELINE|2,650|2047-09 USD 1717862.00 0.54 0.00 0.00 US17302XAM83 Obligaciones|CITGO HOLDING INC|3,187|2026-06-15 USD 0.00 0.00 284159.00 0.13 USC71968AB41 Obligaciones|PARKLAND FUEL COPR|2,937|2027-07-1 USD 398376.00 0.13 447543.00 0.20 US46647PBK12 Obligaciones|JP MORGAN CHASE & CO|1,041|2025-04 USD 0.00 0.00 1148485.00 0.52 US6174468Q59 Obligaciones|MORGAN STANLEY INVES|1,094|2025-04 USD 0.00 0.00 1148385.00 0.52 XS2114413565 Obligaciones|AT&T CORP|2,875|2025-05-01 EUR 0.00 0.00 1199633.00 0.54 XS2347367018 Obligaciones|MERLIN PROPERTIES SO|1,375|2030-06 EUR 366733.00 0.12 365828.00 0.16 XS2643284388 Obligaciones|PEPCO GROUP NV|3,625|2028-07-01 EUR 415840.00 0.13 418876.00 0.19 XS2392996109 Obligaciones|PERSHING SQUARE HOLD|1,375|2027-10 EUR 0.00 0.00 1175510.00 0.53 XS3101867169 Obligaciones|PUBLIC PROPERTY INVE|4,375|2032-10 EUR 1722201.00 0.54 0.00 0.00 XS2304675791 Obligaciones|EP INFRASTRUCTURE AS|1,816|2030-12 EUR 1445456.00 0.45 1426433.00 0.64 XS2847641961 Bonos|PIRELLI C SPA|3,875|2029-07-02 EUR 729697.00 0.23 727825.00 0.33 XS2889374356 Bonos|CATERPILLAR INC.|3,023|2027-09-03 EUR 718392.00 0.23 715257.00 0.32 XS2893180039 Obligaciones|BANCO DE CREDITO SOC|4,125|2029-09 EUR 1031669.00 0.32 1028126.00 0.46 XS2616652637 Obligaciones|NN GROUP NV|6,000|2035-11-03 EUR 1183301.00 0.37 1195355.00 0.54 XS2599156192 Obligaciones|VAR ENERGI ASA|5,500|2029-02-04 EUR 0.00 0.00 894142.00 0.40 XS2495084621 Obligaciones|CESKE DRAHY AS|5,625|2027-07-12 EUR 1540600.00 0.48 1547924.00 0.70 XS2950696869 Bonos|FINGRID OYJ|2,750|2029-12-04 EUR 469580.00 0.15 468496.00 0.21 XS2743047156 Obligaciones|LLOYDS TSB GROUP PLC|4,375|2029-04 EUR 0.00 0.00 821454.00 0.37 XS3064423174 Obligaciones|GOOGLE INC|3,000|2033-02-06 EUR 1108841.00 0.35 0.00 0.00 XS1346228577 Obligaciones|AXA SA|3,375|2027-07-06 EUR 1037735.00 0.33 1024807.00 0.46 XS2528858033 Obligaciones|NATWEST GROUP|4,067|2027-09-06 EUR 1280237.00 0.40 1274935.00 0.57 XS2932831923 Bonos|DSV A/S|3,125|2028-09-06 EUR 1016776.00 0.32 1012122.00 0.45 XS2329602135 Bonos|IVY HOLDCO LTD|2,187|2026-04-07 GBP 0.00 0.00 500127.00 0.22 XS2815976126 Bonos|CPI PROPERTY GROUP|7,000|2029-02-07 EUR 139620.00 0.04 138663.00 0.06 XS2812484215 Obligaciones|AROUNDTOWN FINANCE S|8,625|2029-09 GBP 2741174.00 0.86 1605219.00 0.72 XS3036647694 Bonos|FRESENIUS SE & CO AG|3,125|2028-11-08 EUR 1739204.00 0.55 0.00 0.00 XS2406607098 Obligaciones|TEVA PHARM FNC NL II|1,875|2027-02 EUR 497955.00 0.16 500240.00 0.22 XS3070032100 Obligaciones|PRICELINE GROUP INC|3,125|2031-03- EUR 1186586.00 0.37 0.00 0.00 XS3069338336 Obligaciones|LLOYDS TSB GROUP PLC|4,000|2030-05 EUR 1209439.00 0.38 0.00 0.00 XS3060305235 Obligaciones|TDC NET A/S|5,000|2032-05-09 EUR 307186.00 0.10 0.00 0.00 XS2711801287 Obligaciones|APA GROUP|7,125|2028-11-09 EUR 604108.00 0.19 606455.00 0.27 XS2308313860 Obligaciones|AUSNET SERVICES|1,625|2026-09-11 EUR 1635666.00 0.51 1601693.00 0.72 XS2800064912 Obligaciones|CEPSA FINANCE|4,125|2031-01-11 EUR 2961687.00 0.93 2929504.00 1.32 XS2830327446 Obligaciones|LEONARDO SPA|5,000|2055-09-11 EUR 948562.00 0.30 946674.00 0.43 XS2957471373 Obligaciones|PUBLIC PROPERTY INVE|4,625|2030-03 EUR 0.00 0.00 490595.00 0.22 XS2980865658 Bonos|ABERTIS INFRAESTRUTU|3,375|2029-01-21 EUR 709276.00 0.22 0.00 0.00 XS2996771767 Bonos|INFINEON TECHOLOGIES|2,875|2030-01-13 EUR 697626.00 0.22 0.00 0.00 XS2644414125 Obligaciones|TELEKOM AUSTRIA AG|5,250|2028-04-1 EUR 957281.00 0.30 961168.00 0.43 XS2360853332 Obligaciones|PROSUS NV|1,288|2029-04-13 EUR 1031188.00 0.32 1005950.00 0.45 XS2397251807 Obligaciones|HEIMSTADEN BOST|3,625|2026-10-13 EUR 1107875.00 0.35 1081901.00 0.49 XS3069319468 Obligaciones|BARCLAYS BANK PLC|3,543|2030-08-14 EUR 1540146.00 0.48 0.00 0.00 XS2679904768 Obligaciones|BANCO DE CREDITO SOC|7,500|2028-09 EUR 1248564.00 0.39 1260478.00 0.57 XS2779901482 Obligaciones|ANGLO AMERICAN CAPIT|4,125|2031-12 EUR 3079972.00 0.97 0.00 0.00 XS2483510470 Obligaciones|GLOBAL AGRAJES SLU|3,250|2029-05-1 EUR 1427092.00 0.45 1426194.00 0.64 XS3063724598 Obligaciones|VISA INC-CLASS A SHA|3,125|2033-02 EUR 3191461.00 1.00 0.00 0.00 XS1109765005 Obligaciones|INTESA SANPAOLO SPA|3,928|2026-09- EUR 1030473.00 0.32 1026195.00 0.46 XS2834367646 Obligaciones|MEDTRONIC PLC|3,650|2029-09-15 EUR 621249.00 0.20 619292.00 0.28 XS2708134023 Obligaciones|VAR ENERGI ASA|7,862|2083-11-15 EUR 1483520.00 0.47 1491177.00 0.67 XS2801451654 Obligaciones|NATIONWIDE BUILDING|4,375|2029-04- EUR 2787548.00 0.88 0.00 0.00 XS1982704824 Obligaciones|CPI PROPERTY GROUP|4,875|2051-10-1 EUR 492685.00 0.16 485689.00 0.22 XS2231191748 Obligaciones|CPI PROPERTY GROUP|4,875|2032-08-1 EUR 1202575.00 0.38 1234746.00 0.55 XS2843011615 Bonos|FCA CAPITAL IRELAND|1,127|2027-06-18 EUR 931618.00 0.29 933195.00 0.42 XS3074495790 Obligaciones|BANK OR IRELAND GROU|3,625|2031-05 EUR 1027209.00 0.32 0.00 0.00 XS2104967695 Obligaciones|UNICREDIT SPA|1,200|2025-01-20 EUR 0.00 0.00 991751.00 0.45 XS3015761458 Obligaciones|AMERICAN EXPRESS COM|3,433|2031-05 EUR 749023.00 0.24 0.00 0.00 XS2823235085 Obligaciones|AIB GROUP PLC|4,625|2030-05-20 EUR 1608702.00 0.51 572853.00 0.26 XS3074495444 Obligaciones|ING GROUP NV|4,125|2031-05-20 EUR 1724399.00 0.54 0.00 0.00 XS2831553073 Obligaciones|BURBERRY PLC|2,875|2030-03-20 GBP 1864827.00 0.59 1880421.00 0.84 XS3057365549 Obligaciones|MORGAN STANLEY INVES|3,521|2030-05 EUR 2316433.00 0.73 0.00 0.00 XS2193661324 Obligaciones|BP CAPITAL MARKETS P|3,250|2052-03 EUR 2213184.00 0.70 0.00 0.00 XS2558022591 Obligaciones|ABN AMRO BANK NV|5,125|2027-11-22 EUR 1662283.00 0.52 1662711.00 0.75 XS2327414731 Obligaciones|CANARY WHARF GROUP I|3,375|2028-01 GBP 764330.00 0.24 777991.00 0.35 XS3008888953 Bonos|ENEL SPA|2,625|2028-01-24 EUR 1883616.00 0.59 0.00 0.00 XS2524746687 Obligaciones|ING GROUP NV|0,000|2028-08-24 EUR 1229438.00 0.39 1224993.00 0.55 XS2432941693 Obligaciones|AUSTRIA TECHNOLOGIE|5,000|2080-01- EUR 177488.00 0.06 156954.00 0.07 XS2434701616 Obligaciones|ATLANTIA SPA|1,625|2028-01-25 EUR 0.00 0.00 191700.00 0.09 XS1207058733 Obligaciones|REPSOL INTERNATIONAL|4,500|2031-03 EUR 0.00 0.00 1239615.00 0.56 XS2190979489 Obligaciones|EUSTREAM AS|1,625|2027-03-25 EUR 824987.00 0.26 792678.00 0.36 XS1824424706 Obligaciones|PETROLEOS MEXICANOS|4,750|2029-02- EUR 574722.00 0.18 555278.00 0.25 XS3034598394 Obligaciones|BARCLAYS BANK PLC|4,616|2032-03-26 EUR 3182570.00 1.00 0.00 0.00 XS2346125573 Obligaciones|POLSKI KONCERN NAFTO|1,125|2028-02 EUR 855984.00 0.27 820920.00 0.37 XS2887901325 Bonos|BMW INTERNATIONAL IN|3,000|2027-08-27 EUR 1109421.00 0.35 1102607.00 0.50 XS2332590632 Obligaciones|BANCO DE CREDITO SOC|5,250|2026-05 EUR 2030354.00 0.64 2033912.00 0.91 XS3002415142 Bonos|CARLSBERG AS|0,732|2027-02-28 EUR 1833191.00 0.58 0.00 0.00 XS2993376693 Obligaciones|BOSTON SCIENTIFIC CO|3,000|2030-12 EUR 1499484.00 0.47 0.00 0.00 XS3080462222 Obligaciones|CESKE DRAHY AS|3,750|2030-07-28 EUR 1117590.00 0.35 0.00 0.00 XS2342732562 Obligaciones|VOLKSWAGEN INT. FINA|3,748|2057-12 EUR 788700.00 0.25 773580.00 0.35 XS3058827802 Bonos|CITIGROUP INC|0,822|2028-04-29 EUR 2196659.00 0.69 0.00 0.00 XS3062665867 Bonos|PERSHING SQUARE HOLD|4,250|2030-03-29 EUR 2826858.00 0.89 0.00 0.00 XS2751688826 Obligaciones|CARRIER GLOBAL CORP|4,125|2028-05- EUR 481441.00 0.15 482731.00 0.22 XS2887887078 Bonos|PACCAR FINANCIAL EUR|3,000|2027-08-29 EUR 778410.00 0.24 775985.00 0.35 XS2867238532 Obligaciones|GRUPO ANTOLIN IRAUSA|5,187|2030-01 EUR 832705.00 0.26 0.00 0.00 XS2468979302 Obligaciones|PPF TELECOM GROUP BV|3,125|2027-04 EUR 1096885.00 0.35 1082578.00 0.49 XS3040382098 Obligaciones|CEZ AS|4,125|2033-01-30 EUR 1338239.00 0.42 0.00 0.00 XS2230399441 Obligaciones|AIB GROUP PLC|2,875|2026-05-30 EUR 1995083.00 0.63 1976624.00 0.89 XS2630417124 Obligaciones|CAIXABANK SA|6,125|2029-05-30 EUR 2620016.00 0.82 0.00 0.00 XS3059437460 Obligaciones|NATIONWIDE BUILDING|4,000|2030-07- EUR 2776654.00 0.87 0.00 0.00 XS2630490717 Obligaciones|VODAFONE GROUP PLC|6,500|2029-05-3 EUR 1420031.00 0.45 1431734.00 0.64 XS2822505439 Obligaciones|ENERGETICKY A PRUMYS|5,875|2029-08 EUR 481372.00 0.15 480217.00 0.22 XS3105513769 Obligaciones|CMA CGM|2,500|2031-01-15 EUR 700439.00 0.22 0.00 0.00 USV6703DAC84 Obligaciones|BHARTI AIRTEL LTD|1,987|2047-03-03 USD 1107296.00 0.35 1243540.00 0.56 XS2802190459 Bonos|SNAM SPA|1,071|2026-04-15 EUR 0.00 0.00 1362968.00 0.61 XS2250987356 Obligaciones|LENZING AG|100,000|2049-12-07 EUR 198794.00 0.06 196429.00 0.09 FR0014003S56 Obligaciones|ELECTRICITE DE FRANC|2,625|2052-12 EUR 365598.00 0.12 360800.00 0.16 XS2775056067 Bonos|LEASYS SPA|3,875|2028-02-01 EUR 1135294.00 0.36 1120211.00 0.50 XS2461786829 Bonos|CEZ AS|2,375|2027-04-06 EUR 567837.00 0.18 561418.00 0.25 USU1056LAB72 Obligaciones|BURFORD CAPITAL LTD|3,437|2030-04- USD 170978.00 0.05 194167.00 0.09 USG7052TAF87 Obligaciones|PETROFAC LTD-W/I|4,875|2026-11-15 USD 54352.00 0.02 84836.00 0.04 XS2619047728 Obligaciones|BENTELER INTERNATION|4,687|2028-05 EUR 424899.00 0.13 428425.00 0.19 US31209DAA37 Obligaciones|FAURECIA SA|0,000|2027-06-15 USD 521535.00 0.16 0.00 0.00 US92343EAL65 Obligaciones|VERISIGN INC|2,375|2027-07-15 USD 425978.00 0.13 484347.00 0.22 US71643VAB18 Obligaciones|PETROLEOS MEXICANOS|3,350|2032-02- USD 352922.00 0.11 380140.00 0.17 XS2154325489 Obligaciones|SYNGENTA FINANCE NV|3,375|2026-04- EUR 0.00 0.00 1084225.00 0.49 XS2187689034 Obligaciones|VOLKSWAGEN INT. FINA|3,500|2025-06 EUR 0.00 0.00 380303.00 0.17 XS1753808929 Obligaciones|EXOR NV|1,750|2027-10-18 EUR 2538161.00 0.80 0.00 0.00 XS3000977234 Bonos|LINDE PLC|2,625|2029-01-18 EUR 400677.00 0.13 0.00 0.00 XS2844409271 Bonos|DIAGEO FINANCE PLC|1,003|2026-06-20 EUR 0.00 0.00 2002768.00 0.90 XS2903447600 Obligaciones|HYUNDAI MOTOR CO|3,500|2031-06-26 EUR 500123.00 0.16 0.00 0.00 XS2385642041 Obligaciones|TRAFIGURA GROUP PT|2,937|2027-07-0 USD 167588.00 0.05 184321.00 0.08 XS2828917943 Obligaciones|REDEXIS GAS SA|4,375|2031-02-28 EUR 0.00 0.00 1223833.00 0.55 XS3072909107 Obligaciones|PERMIRA HOLDINGS LLP|1,472|2031-05 EUR 1715017.00 0.54 0.00 0.00 XS2332889778 Obligaciones|RAKUTEN GROUP INC|4,250|2027-04-22 EUR 497938.00 0.16 498659.00 0.22 206617938.00 65.02 139092388.00 62.47 USU81522AC57 Bonos|SEVEN & I HOLDINGS C|0,475|2026-01-10 USD 276707.00 0.09 0.00 0.00 USU17185AG14 Obligaciones|CITGO HOLDING INC|3,187|2026-06-15 USD 49383.00 0.02 0.00 0.00 USG6382GYX44 Bonos|NATWEST 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 Distribucion2.png png 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 Distribucion4.png png 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 EURIBOR 6 MESES Permutas financieras SWAP VAINILLA 2,58% VTO 09043 4930000 02 4930000 4930000 EURIBOR 6 MESES Permutas financieras SWAP VAINILLA 2,58% VTO 09043 4930000 02 SUBYACENTE EURO/CHF Venta Futuro|SUBYACENTE EURO/CHF|125000|Fisica 266523 02 SUBYACENTE EURO/GBP Venta Futuro|SUBYACENTE EURO/GBP|125000|Fisica 9345893 02 SUBYACENTE EURO/USD Venta Futuro|SUBYACENTE EURO/USD|125000|Fisica 14774063 02 29316479 BUNDESOBLIGATION 2,4% 18/04/2030 Venta Futuro|BUNDESOBLIGATION 2,4% 18/04/2030|1000 32600000 02 BUNDESREPUB. DEUTSCHLAND 2,6% 15/08/2034 Compra Futuro|BUNDESREPUB. DEUTSCHLAND 2,6% 15/08/ 23900000 02 BUNDESSCHATZANWEISUNGEN 1,7% 10/06/2027 Compra Futuro|BUNDESSCHATZANWEISUNGEN 1,7% 10/06/2 19500000 02 CZECHOSLOVAK GROUP 5,25% 10/01/2031 Compra Plazo|CZECHOSLOVAK GROUP 5,25% 10/01/2031|6 660000 02 EPH FIN INTERNATIONAL 4,625% 02/07/2032 Compra Plazo|EPH FIN INTERNATIONAL 4,625% 02/07/20 456831 02 ORLEN 3,625% 02/07/2032 Compra Plazo|ORLEN 3,625% 02/07/2032|2130000|Fisic 2114259 02 US TREASURY N/B 4,125% 30/11/2029 Venta Futuro|US TREASURY N/B 4,125% 30/11/2029|100 3266212 02 US TREASURY N/B 4,625% 15/06/2027 Venta Futuro|US TREASURY N/B 4,625% 15/06/2027|200 8121392 02 US TREASURY N/B 4% 30/04/2032 Venta Futuro|US TREASURY N/B 4% 30/04/2032|1000|Fi 88276 02 90706970 120023449 false false false false false false false false true false Con fecha 20/06/25 la CNMV ha resuelto: Autorizar, a solicitud de MUTUACTIVOS, S.A., S.G.I.I.C., como entidad Gestora, y de BNP PARIBAS S.A., SUCURSAL EN ESPAÑA y BANKINTER S.A., como entidades Depositarias, la fusión por absorción de MUTUAFONDO MIXTO INTERNACIONAL, FI (inscrito en el correspondiente registro de la CNMV con el número 5516), por POLAR RENTA FIJA,FI (inscrito en el correspondiente registro de la CNMV con el número 4426). false false false true true true false false a) El fondo no tiene participaciones significativas. d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 803.274.576,06 euros, suponiendo un 296,27% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 210 euros. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 2.050.864,53 euros, suponiendo un 0,76% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 45 euros. e.) El importe de las adquisiciones de valores e instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que alguno de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 6.120.819,63 euros suponiendo un 2,26% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 45 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 804.110.302,95 euros, suponiendo un 296,57% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 225 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Durante el primer semestre de 2025, los mercados financieros estuvieron marcados por fuertes contrastes entre regiones y una elevada volatilidad impulsada por eventos políticos y geopolíticos. Las políticas económicas de la nueva administración de Trump hicieron temer un enfriamiento económico doméstico por aumento de la inflación y menor poder adquisitivo de los consumidores. De hecho, tras años de rally bursátil, el S&P 500 inició el año corrigiendo -4,5% en el primer trimestre. El famoso grupo de las 7 magníficas cayeron en conjunto un 16% en ese periodo, con Tesla desplomándose 35% debido a la impopularidad creciente de su polémico CEO y Nvidia cediendo 19% tras la irrupción de la china DeepSeek. Estos retrocesos evidenciaron la rotación del apetito inversor hacia otros mercados. Europa, por el contrario, destacó al alza en el trimestre. Impulsadas por valoraciones atractivas y expectativas de mayor crecimiento (apoyado en la flexibilización fiscal en países como Alemania). Los sectores cíclicos lideraron: banca y defensa que se dispararon ante la perspectiva de mayor actividad económica, y expansión del gasto militar en la Unión Europea. En abril, los mercados enfrentaron un nuevo sobresalto: el anuncio de aranceles recíprocos por parte de EE.UU. afectando a amplios sectores (incluyendo un 25% a la importación de automóviles) desencadenó caídas bursátiles generalizadas. El temor a una guerra comercial plena hizo que la volatilidad se disparara y muchos índices borraran las ganancias recientes. Hacia mayo, la administración Trump concedió prórrogas y simultáneamente varios países aceleraron pactos bilaterales con EE.UU. Este giro más conciliador, sumado a datos macroeconómicos mejores de lo esperado, restauró la confianza inversora. Para finales de junio, los principales índices estadounidenses habían no solo recuperado lo perdido, sino, alcanzado máximos históricos (+6,20% S&P 500). Europa, aunque tuvo dificultades para seguir el frenético ritmo americano en el segundo trimestre, acabó subiendo un 8,5%. La volatilidad también ha afectado a los mercados de renta fija. La TIR del Bono americano a 10 años americano se ha movido entre el 4.8% y el 4% durante el semestre, muy presionado por las dudas sobre el aumento del déficit americano. El Bund alemán subió llegando a tocar niveles de 2,90% con la publicación del paquete fiscal alemán, para estabilizarse posteriormente entorno al 2.5%. Los diferenciales de crédito se ampliaron tras el sobresalto de abril, pero cerraron el semestre estrechando nuevamente y finalizando el periodo en zona de mínimos, con alta demanda por bonos de calidad. En divisas, el movimiento del dólar ha sido especialmente llamativo, que cierra cerca del 1,18 EUR/USD, lo que supone una depreciación de mas de un 12% en el año. Esta debilidad del dólar, junto a los aranceles, explica también el buen comportamiento del oro, que se aprecia un 20% en el semestre. b) Decisiones generales de inversión adoptadas. A principios de 2025, Mutuactivos mantuvo una postura neutral en bolsa, preparada para aprovechar un rebote. El mercado experimentó un fuerte crecimiento hasta febrero, impulsado por buenas perspectivas de beneficios empresariales en Europa y valoraciones atractivas. Sin embargo, a partir de marzo, comenzamos a reducir gradualmente la exposición y adoptar una postura más defensiva debido al aumento del riesgo de escalada arancelaria de EE.UU. El movimiento de abril nos permitió volver a recuperar los niveles de inversión previos a marzo. Desde mayo, decidimos recoger beneficios y bajar exposición a renta variable. Junto a este movimiento, comenzamos a rotar desde EE.UU hacia Europa. En renta fija, aumentamos la duración en las carteras con el anuncio del paquete fiscal de inversión en infraestructuras y defensa en Alemania. En abril, rotamos desde Gobiernos hacia crédito y bajamos duración. En el segmento de crédito, mantenemos una clara preferencia hacia el crédito financiero y emisiones híbridas de rating elevado, en detrimento de posiciones en high yield más volátiles. En cuanto a las divisas, se observó el dólar estadounidense sobrevalorado frente al euro y otras divisas fuertes. Debido a la incertidumbre comercial y la fuerte depreciación del activo en los últimos meses, el equipo decidió reducir ligeramente su exposición a dólar, hasta que se esclarezca el tema arancelario. c) Índice de referencia. No sigue ningún índice de referencia. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. La rentabilidad acumulada del fondo en el ejercicio asciende a 2,22% en la clase A y 2,54% en la L. El ratio de gastos soportados en el presente se situó en 0,50% en la clase A y 0,19% en la clase L dentro de un nivel normal de gastos para este fondo que incluye los gastos por comisiones de gestión sobre patrimonio, depositario, de auditoría, etc. La evolución del patrimonio ha sido positiva en el ejercicio para la clase A aumentando un 81,89% y un 17,71% para la clase L, el número total de partícipes del fondo asciende a 890. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los fondos de la misma categoría de renta fija euro gestionados por Mutuactivos SAU SGIIC tuvieron una rentabilidad media del 2,02% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Compra del periodo: HOLDING D'INFRASTRUCTU 3,375% 21/04/2029 BONOS Y OBLIG DEL ESTAD 3,15% 30/04/2035 REPSOL INTL FIN FLT VTO.25-03-2075 CAIXABANK 6,125% 30/05/2034 BANCO BILBAO VIZCAYA AR 5,75% 15/09/2033 ABANCA CORP BANCARIA 8,375% 23/09/2033 BANCO DE SABADELL 5,125% 27/06/2034 COMMERZBANK AG 6,75% 05/10/2033 UBS GROUP AG 2,875% 12/02/2030 INFINEON TECHNOLOGIES 2,875% 13/02/2030 EXOR 1,75% 18/01/2028 ABANCA CORP BANCARIA 3,25% 14/02/2031 LINDE 2,625% 18/02/2029 BANCO DE SABADELL 3,375% 18/02/2033 BNP PARIBAS 3,945% 18/02/2037 IBERCAJA BANCO 4,125% 18/08/2036 BARRY CALLEBAUT SVCS 4,25% 19/08/2031 NESTE 0,75% 25/03/2028 ENEL FINANCE INTL 2,625% 24/02/2028 BANCO BILBAO VIZCAYA ARG 4% 25/02/2037 CRITERIA CAIXA 3,25% 25/02/2031 AMERICAN MEDICAL SYST EU 3% 08/03/2031 CARLSBERG BREWERIES A/ FLOTANTE 28/02/20 SOCIETE GENERALE 3,75% 17/05/2035 BUONI POLIENNALI DEL TE 3,25% 13/06/2027 SANOFI 2,75% 11/03/2031 BAYER AG 7% 25/09/2083 ELM FOR FIRMENICH I 3,75% 31/12/2049 BUONI POLIENNALI DEL TES 4,1% 10/10/2028 CPI PROPERTY GROUP 3,75% PERPETUO AMADEUS IT GROUP 3,375% 25/03/2030 BARCLAYS 4,616% 26/03/2037 UNICREDIT 3,3% 16/07/2029 CAIXABANK 6,25% 23/02/2033 BNP PARIBAS 4,375% 13/01/2029 AROUNDTOWN FINANCE SARL 8,625% PERPETUO FORVIA SE 8% 15/06/2030 GRUPO-ANTOLIN IRAUSA 10,375% 30/01/2030 NATIONWIDE BLDG SOCIET 4,375% 16/04/2034 GRUPO-ANTOLIN IRAUSA 3,5% 30/04/2028 FRESENIUS MEDICAL CARE 3,125% 08/12/2028 DNO A 8,5% 27/03/2030 BP CAPITAL MARKETS 3,25% PERPETUO BANCO SANTANDER 5,625% 27/01/2031 ANGLO AMERICAN CAPITAL 4,125% 15/03/2032 TRANSCANADA TRUST 5,3% 15/03/2077 TEAMSYSTEM FLOTANTE 31/07/2031 MORGAN STANLEY 3,521% 22/05/2031 REPUBLIC OF ARGENTINA 3% 09/07/2041 REPUBLIC OF ARGENTINA 4,125% 09/07/2035 CITIGROUP FLOTANTE 29/04/2029 PERSHING SQUARE HOLDING 4,25% 29/04/2030 NATIONWIDE BLDG SOCIETY 4% 30/07/2035 CEZ AS 4,125% 30/04/2033 GOLDEN GOOSE FLOTANTE 14/05/2027 BAYER AG 5,375 25/03/2082 ALPHABET 3% 06/05/2033 LVMH MOET HENNESSY VUITT 3% 07/03/2032 BANKINTER 4,125% 08/08/2035 TDC NET AS 5% 09/08/2032 BOOKING HOLDINGS 3,125% 09/05/2031 LLOYDS BANKING GROUP 4% 09/05/2035 AIB GROUP 4,625% 20/05/2035 LLOYDS BANKING GROUP P 4,375% 05/04/2034 HSBC HOLDINGS 3,313% 13/05/2030 BARCLAYS 3,543% 14/08/2031 VISA 3,125% 15/05/2033 GOLDEN GOOSE FLOTANTE 15/05/2031 BANK OF IRELAND GROUP 3,625% 19/05/2032 ING GROEP 4,125% 20/05/2036 AMERICAN EXPRESS CO 3,433% 20/05/2032 CESKE DRAHY 3,75% 28/07/2030 LAGARDERE SCA 4,75% 12/06/2030 BANCO DE CREDITO SOCIAL 3,5% 13/06/2031 PUBLIC PROPERTY IEST 4,375% 01/10/2032 HYUNDAI CAPITAL AMERICA 3,5% 26/06/2031 CMA CGM 5% 15/01/2031 Ventas del periodo: CITGO PETROLEUM CORP 6,375% 15/06/2026 TIKEHAU CAPITAL SCA 6,625% 14/03/2030 SOFTBANK GROUP CORP 3,875% 06/07/2032 PROSUS 2,031% 03/08/2032 AUTOSTRADE PER L'ITA 1,625 25/01/28 IBERCAJA BANCO 2,75% 23/07/2030 VAR ENERGI A 5,5% 04/05/2029 REDEXIS S.A.U. 4,375% 30/05/2031 LINDE 2,625% 18/02/2029 BUNDESSCHATZANWEISUNGEN 2,7% 17/09/2026 PERSHING SQUARE HOLDIN 1,375% 01/10/2027 BONOS Y OBLIG DEL ESTADO 2,8% 31/05/2026 DIAGEO FINANCE FLOTANTE 20/06/2026 SNAM FLOTANTE 15/04/2026 BANCO SANTANDER 5,625% 27/01/2031 PIKOLIN SL 5,15% 14/12/2026 TSY INFL IX N/B 1,875% 15/07/2034 LLOYDS BANKING GROUP P 4,375% 05/04/2034 BANCO BILBAO VIZCAYA AR 5,75% 15/09/2033 BANCO SANTANDER 5,75% 23/08/2033 PUBLIC PROPERTY IEST 4,625% 12/03/2030 Distribución sectorial del fondo: liquidez 16.47%, deuda de entidades públicas 7.63%, deuda de entidades financieras 42.75%, 49.48% deuda corporativa, ABS 0%. Activos ilíquidos: 2.78%. Activos con calificación HY o NR: 14.94% b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El grado de cobertura medio se sitúa durante el periodo en el 98,54% y el 36,44% de apalancamiento medio. El fondo invierte en futuros de tipos de interés para cubrir el riesgo de duración. El fondo invierte en forwards de divisa eur/usd y eur/gbp con carácter de cobertura. d) Otra información sobre inversiones. La entidad depositaria ha remunerado los importes mantenidos en cuenta corriente en las condiciones pactadas. El resto de los recursos que componen la liquidez han sido invertidos en operaciones con pacto de recompra diaria, con una remuneración media del 2,45%. Activos en situación de litigio: N/A Duración al final del periodo: 2,96 años Tir al final del periodo: 3,25% Inversiones en otros fondos: N/A Inversiones clasificadas como 48.1.j: N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad indica si históricamente los valores liquidativos del fondo han experimentado variaciones importantes o si por el contrario han evolucionado de manera estable. Un fondo muy volátil tiene un riesgo implícito mayor. Por ello, es una medida de la frecuencia e intensidad de los cambios en el valor liquidativo. La volatilidad anual del fondo se ha situado en el 2,25% para la clase A y 2,24% en la clase L aumentando respecto al semestre anterior. El nivel actual de volatilidad anual del fondo se encuentra en niveles inferiores en comparación con la volatilidad anual del Ibex 35, que se situó en el 13,15% y superiores a la de Letra del Tesoro con vencimiento a un año, que se situó en el 0,50%. El VaR histórico, que es el método utilizado para medir el riesgo global del fondo, indica la pérdida esperada del fondo con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta la composición actual del fondo y el comportamiento reciente del mercado. El VaR del fondo se ha situado este último semestre en el 3,22% para la clase A y en 3,18% para la clase L, quedando igual en la primera y en la segunda respecto al semestre pasado. Durante el primer semestre no se ha intercambiado colateral para este fondo. A cierre del semestre no hay colateral entregado y/o recibido. La metodología aplicada para calcular la exposición total al riesgo de mercado es el método del compromiso, desarrollada en la sección 1ª del capítulo II de la Circular 6/2010 de la CNMV. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. La operativa con instrumentos derivados pueden comportar riesgos de mercado y contrapartida. Al final del trimestre, el porcentaje de instrumentos derivados medidos por la metodología del compromiso sobre el patrimonio de la IIC es 28,12%. 5. EJERCICIO DERECHOS POLITICOS. N/A 6. INFORMACION Y ADVERTENCIAS CNMV. N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. La sociedad gestora cuenta con una Política de Recepción de Análisis Financiero, de forma que se garantice que los análisis utilizados se adecúan a la vocación de inversión del fondo y contribuyen significativamente tanto a la selección de los valores que componen la cartera del fondo así como, en su caso, a la estructuración global de la composición del mismo por tipo de activo, geografías y/o sectores con lo que se mejora la gestión del fondo. La asignación del gasto a cada fondo se realiza en función de uso de cada tipo de análisis que hacen los diferentes equipos de inversiones. Con carácter anual, se realiza una revisión y evaluación de los proveedores de análisis, proponiéndose la incorporación o eliminación de aquellos que se consideran convenientes, aprobándose el presupuesto anual en el Comité de Inversiones. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. El consenso proyecta una desaceleración suave en EE.UU. con un crecimiento del PIB del 1,5% en 2025 y una leve recuperación en Europa con un crecimiento del 1%. Si la inflación comienza a ceder tras el verano, los bancos centrales podrán adoptar un enfoque más moderado. Se prevé que la Fed recorte 50 puntos básicos entre el cuarto trimestre de 2025 y el primer trimestre de 2026, mientras que el BCE mantendrá los tipos estables en torno al 2,0-2,5%. Esta postura sería favorable para la renta fija y neutral o positiva para la renta variable, siempre que el crecimiento no se deteriore bruscamente. Las claves a vigilar incluyen: los resultados empresariales del segundo trimestre y las revisiones de estimaciones. Existe riesgo de recortes en las estimaciones de beneficios a lo largo del año. Los próximos trimestres determinarán si las empresas logran mantener sus márgenes a pesar de los costes arancelarios y salariales. Aunque el panorama económico y financiero presenta desafíos, también hay oportunidades dependiendo de la evolución de la inflación, las políticas de los bancos centrales y los resultados empresariales. Mantener una vigilancia cuidadosa de estos factores será crucial para navegar en el entorno económico actual. No aplicable. No aplicable. 3108458453 30844 2.02 0 0 0.00 491501385 8348 2.52 951237842 5876 2.42 53413371 50 1.94 1309711360 5319 0.75 148456183 1397 23.86 788389056 13072 -2.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1932215456 1080 -0.96 1247353357 40116 0.97 0 0 0.00 0 0 0.00 453371441 6461 1.18 1553588927 6465 1.64 0 0 0.00 166816938 5235 1.23 12204513769 124263 1.27