POLAR RENTA FIJA,FI 1.0.0 2024-01-01 2024-06-30 POLAR RENTA FIJA,FI 1.0.0 2023-07-01 2023-12-31 POLAR RENTA FIJA,FI 1.0.0 2024-01-01 2024-06-30 POLAR RENTA FIJA,FI 1.0.0 2023-01-01 2023-12-31 POLAR RENTA FIJA,FI 1.0.0 2024-04-01 2024-06-30 POLAR RENTA FIJA,FI 1.0.0 2024-01-01 2024-03-31 POLAR RENTA FIJA,FI 1.0.0 2023-10-01 2023-12-31 POLAR RENTA FIJA,FI 1.0.0 2023-07-01 2023-09-30 POLAR RENTA FIJA,FI 1.0.0 2022-01-01 2022-12-31 POLAR RENTA FIJA,FI 1.0.0 2021-01-01 2021-12-31 POLAR RENTA FIJA,FI 1.0.0 2019-01-01 2019-12-31 POLAR RENTA FIJA,FI 1.0.0 2021-01-01 2023-12-31 POLAR RENTA FIJA,FI 1.0.0 2019-01-01 2023-12-31 POLAR RENTA FIJA,FI 1.0.0 2024-06-30 POLAR RENTA FIJA,FI 1.0.0 2023-12-31 POLAR RENTA FIJA,FI 1.0.0 2022-12-31 POLAR RENTA FIJA,FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure POLAR RENTA FIJA,FI 4426 02 02 2024 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. La gestión toma como referencia la rentabilidad del índice IBOXX OVERALL TOTAL RETURN 3-5 INDEX. El indice de referencia se utiliza a efectos meramente comparativos. 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. Los ratings mencionados son los otorgados por Standard and Poors o equivalentes por otras agencias. 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. El índice de referencia es IBOXX OVERALL TOTAL RETURN 3-5 INDEX. Este índice está formado por bonos de emisores no soberanos, con rating de grado de inversión, en moneda euro, con vencimientos que pueden ir entre tres y cinco años, con un mínimo de 500 millones de euros de emisión. El indice recoge la reinversión de los rendimientos. La utilidad del índice es ilustrar al partícipe acerca de la rentabilidad potencial de su inversión en el fondo, por ser un índice representativo del comportamiento de los valores o mercados en los que invierte el fondo, sin que dicho uso condicione la libertad del gestor o limite la inversión al mismo y/o sus componentes. Asimismo, la rentabilidad del fondo no estará determinada por la revalorización del índice. La gestión del fondo está basada en la elección del plazo y emisores más atractivos en cada momento dentro de los límites indicados. La gestora no invertirá en aquellas emisiones que a su juicio tengan una calificación crediticia inferior a la indicada anteriormente. La rebaja de calificación de los activos en cartera no obligará a su venta, por lo que el fondo podría llegar a tener, en el caso de que se diera esta situación, hasta el 100% de los activos en baja calidad (inferior a BBB-). 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. Éstas deberán aportar colaterales aptos para mitigar total o parcialmente el riesgo de contraparte. 01 0.26 0.12 0.26 0.36 3.64 3.33 3.64 2.84 1 *A* POLAR RENTA FIJA,FI EUR 481518.83 470880.75 298 280 0.00 0.00 false 10,00 Euros 67166886 64242567 57206153 55355424 139.4896 136.4307 125.9892 138.6692 0.40 0.40 0.40 0.40 01 0.02 0.02 01 2.24 0.81 1.42 4.43 0.92 8.29 -9.14 1.44 3.42 -0.29 -0.29 -0.86 2024-06-07 2024-06-07 2022-06-13 0.43 0.43 0.65 2024-05-15 2024-05-15 2022-07-22 01 2.21 2.46 1.93 2.39 2.36 2.56 3.36 0.94 1.05 13.03 14.30 11.59 11.92 12.10 13.89 19.60 16.20 12.38 0.46 0.36 0.54 0.43 0.44 2.98 0.85 0.19 0.16 BENCHMARK POLAR RENTA FIJA FI (DESDE 2022) 2.63 2.61 2.68 2.78 3.15 3.77 4.63 1.15 1.09 3.22 3.22 3.21 3.19 3.20 3.19 3.22 2.12 1.64 0.43 0.22 0.21 0.22 0.21 0.86 0.86 0.86 0.87 false GraficaVL.png png 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FR0013510823 Obligaciones|ABERTIS INFRAESTRUTU|2,500|2027-02 EUR 387049.00 0.20 389558.00 0.22 FR001400EFQ6 Obligaciones|ELECTRICITE DE FRANC|7,500|2055-09 EUR 214307.00 0.11 218878.00 0.12 FR0014005SR9 Obligaciones|LAGARDERE S.C.A.|1,750|2027-07-07 EUR 0.00 0.00 199482.00 0.11 FR0013066388 Obligaciones|CNP ASSURANCES SA|4,500|2044-06-10 EUR 1411392.00 0.71 1419096.00 0.79 FR001400L5X1 Obligaciones|ACCOR SA|7,250|2029-01-11 EUR 0.00 0.00 1090756.00 0.61 FR001400KKX9 Obligaciones|TIKEHAU CAPITAL SCS|6,625|2029-12- EUR 872123.00 0.44 874691.00 0.49 FR0012222297 Obligaciones|CREDIT AGRICOLE SA|4,500|2025-10-1 EUR 1395116.00 0.71 1397474.00 0.78 FR0014003YZ5 Obligaciones|KORIAN SA|4,125|2025-06-15 GBP 1130505.00 0.57 633882.00 0.35 FR0013449261 Obligaciones|LAGARDERE S.C.A.|2,125|2026-10-16 EUR 0.00 0.00 199760.00 0.11 FR001400QR62 Obligaciones|ELECTRICITE DE FRANC|4,125|2031-06 EUR 705887.00 0.36 0.00 0.00 FR00140098S7 Bonos|CREDIT AGRICOLE SA|1,000|2025-09-18 EUR 958092.00 0.49 961966.00 0.54 FR001400KWR6 Obligaciones|GROUPE AUCHAN|6,000|2028-12-22 EUR 887168.00 0.45 917057.00 0.51 FR001400Q7G7 Obligaciones|ALSTOM SA|5,868|2029-05-29 EUR 1016826.00 0.51 0.00 0.00 NO0013243766 Bonos|DNO ASA|2,312|2029-06-04 USD 186905.00 0.09 0.00 0.00 NO0011088593 Bonos|DNO ASA|1,968|2026-09-09 USD 699634.00 0.35 644396.00 0.36 NO0011091290 Bonos|EURONAV LUXEMBOURG|3,125|2025-09-14 USD 362685.00 0.18 349355.00 0.19 PTGGDDOM0008 Obligaciones|ALLIANZ GLOBAL INVES|4,875|2028-04 EUR 820857.00 0.42 1142191.00 0.64 US09660V2A05 Obligaciones|BNP PARIBAS SECURITI|2,187|2028-03 USD 1057739.00 0.54 1021850.00 0.57 USU4328RAF11 Obligaciones|HILTON WORLDWIDE HOL|1,875|2029-05 USD 0.00 0.00 85967.00 0.05 US097023CY98 Obligaciones|BOEING COMPANY INC|2,575|2030-02-0 USD 0.00 0.00 505859.00 0.28 USU4328RAG93 Obligaciones|HILTON WORLDWIDE HOL|2,000|2031-05 USD 0.00 0.00 79883.00 0.04 US70137WAG33 Obligaciones|PARKLAND FUEL COPR|2,250|2029-10-0 USD 256607.00 0.13 250853.00 0.14 US05526DBN49 Obligaciones|BAT CAPITAL CORP|2,453|2030-03-02 USD 848674.00 0.43 830744.00 0.46 USF2R125CE38 Obligaciones|CREDIT AGRICOLE SA|2,000|2028-01-1 USD 866651.00 0.44 846592.00 0.47 US172967KG57 Obligaciones|CITIGROUP INC|1,850|2026-01-12 USD 1185382.00 0.60 1153799.00 0.64 US58733RAF91 Obligaciones|MERCADO LIBRE INC|1,562|2030-10-14 USD 317304.00 0.16 311092.00 0.17 USU0044VAF32 Obligaciones|APOLLO MANAGEMENT|2,475|2024-12-17 USD 963873.00 0.49 907701.00 0.51 US55354GAL41 Obligaciones|MSCI INC|1,937|2031-02-15 USD 867339.00 0.44 854055.00 0.48 USU14144AC07 Obligaciones|CHARLES RIVER LABORA|1,875|2024-03 USD 0.00 0.00 30624.00 0.02 USN78840AM28 Obligaciones|SENSATA TECHNOLOGIES|2,000|2029-04 USD 0.00 0.00 168227.00 0.09 US17302XAM83 Obligaciones|CITGO HOLDING INC|3,187|2026-06-15 USD 271949.00 0.14 264418.00 0.15 USC71968AB41 Obligaciones|PARKLAND FUEL COPR|2,937|2027-07-1 USD 431444.00 0.22 428843.00 0.24 US46647PBK12 Obligaciones|JP MORGAN CHASE & CO|1,041|2025-04 USD 1080274.00 0.55 1037746.00 0.58 US6174468Q59 Obligaciones|MORGAN STANLEY INVES|1,094|2025-04 USD 1084328.00 0.55 1043848.00 0.58 US87470LAJ08 Obligaciones|TALLGRASS ENERGY PAR|3,000|2030-12 USD 1084553.00 0.55 1056272.00 0.59 XS2114413565 Obligaciones|AT&T CORP|2,875|2025-05-01 EUR 1182395.00 0.60 1158828.00 0.65 XS2347367018 Obligaciones|MERLIN PROPERTIES SO|0,000|2030-06 EUR 343218.00 0.17 339141.00 0.19 XS2643284388 Obligaciones|PEPCO GROUP NV|3,625|2025-07-01 EUR 416049.00 0.21 412938.00 0.23 XS2392996109 Obligaciones|PERSHING SQUARE HOLD|1,375|2027-10 EUR 1122642.00 0.57 1112877.00 0.62 XS2304675791 Obligaciones|EP INFRASTRUCTURE AS|1,816|2030-12 EUR 1314867.00 0.67 1261795.00 0.70 XS2150054026 Bonos|BARCLAYS BANK PLC|3,375|2024-04-02 EUR 0.00 0.00 713336.00 0.40 XS1888180640 Obligaciones|VODAFONE GROUP PLC|6,250|2024-10-0 USD 232479.00 0.12 226015.00 0.13 XS2616652637 Obligaciones|NN GROUP NV|6,000|2035-11-03 EUR 1144565.00 0.58 1133983.00 0.63 XS1974787480 Obligaciones|TOTAL SA|1,750|2057-04-04 EUR 0.00 0.00 1725481.00 0.96 XS2167007249 Bonos|WELLS FARGO COMPANY|1,338|2024-04-05 EUR 0.00 0.00 620378.00 0.35 XS2599156192 Obligaciones|VAR ENERGI ASA|5,500|2029-02-04 EUR 878591.00 0.44 890453.00 0.50 XS2495084621 Obligaciones|CESKE DRAHY AS|5,625|2027-07-12 EUR 1521686.00 0.77 1536845.00 0.86 XS2743047156 Obligaciones|LLOYDS TSB GROUP PLC|4,375|2029-04 EUR 796574.00 0.40 0.00 0.00 XS2641794081 Obligaciones|ALPERIA SPA|5,701|2028-04-05 EUR 1742405.00 0.88 1718841.00 0.96 XS1346228577 Obligaciones|AXA SA|3,375|2027-07-06 EUR 995473.00 0.50 987093.00 0.55 XS2528858033 Obligaciones|NATWEST GROUP|4,067|2027-09-06 EUR 1251384.00 0.63 1264307.00 0.70 XS2675884733 Obligaciones|VOLKSWAGEN INT. FINA|7,875|2075-09 EUR 0.00 0.00 677364.00 0.38 XS2329602135 Bonos|IVY HOLDCO LTD|2,187|2026-04-07 GBP 481253.00 0.24 466637.00 0.26 XS2815976126 Bonos|CPI PROPERTY GROUP|7,000|2029-02-07 EUR 127776.00 0.06 0.00 0.00 XS2812484215 Obligaciones|AROUNDTOWN FINANCE S|8,625|2172-08 GBP 1225005.00 0.62 0.00 0.00 XS2078696866 Obligaciones|GRENKE FINANCE PLC|0,625|2025-01-0 EUR 0.00 0.00 507237.00 0.28 XS2406607098 Obligaciones|TEVA PHARM FNC NL II|1,875|2027-02 EUR 484238.00 0.25 479132.00 0.27 XS2183818637 Obligaciones|STANDARD LIFE INVEST|0,000|2025-09 EUR 0.00 0.00 678256.00 0.38 XS2062490649 Obligaciones|EP INFRASTRUCTURE AS|2,045|2028-07 EUR 0.00 0.00 661080.00 0.37 XS2711801287 Obligaciones|APA GROUP|7,125|2028-11-09 EUR 590112.00 0.30 579034.00 0.32 XS2308313860 Obligaciones|AUSNET SERVICES|1,625|2026-09-11 EUR 1541298.00 0.78 1498381.00 0.83 XS2800064912 Obligaciones|CEPSA FINANCE|4,125|2031-01-11 EUR 2844643.00 1.44 0.00 0.00 XS2334857138 Obligaciones|ENI SPA|2,750|2043-02-11 EUR 0.00 0.00 319449.00 0.18 XS2830327446 Obligaciones|LEONARDO SPA|5,000|2172-09-11 EUR 908622.00 0.46 0.00 0.00 XS2532478190 Bonos|EDP FINANCE BV|0,000|2027-10-11 USD 0.00 0.00 702273.00 0.39 XS2186001314 Obligaciones|REPSOL INTERNATIONAL|4,247|2028-09 EUR 0.00 0.00 1461843.00 0.81 XS2644414125 Obligaciones|TELEKOM AUSTRIA AG|5,250|2028-04-1 EUR 941886.00 0.48 955873.00 0.53 XS2360853332 Obligaciones|PROSUS NV|1,288|2029-04-13 EUR 954635.00 0.48 903203.00 0.50 XS2242931603 Obligaciones|ENI SPA|100,000|2048-10-13 EUR 0.00 0.00 301399.00 0.17 XS2397251807 Obligaciones|HEIMSTADEN BOST|3,625|2026-10-13 EUR 753399.00 0.38 453922.00 0.25 XS1275957121 Obligaciones|INTERCONTINENTAL HOT|3,750|2025-05 GBP 379420.00 0.19 365030.00 0.20 XS2679904768 Obligaciones|BANCO DE CREDITO SOC|7,500|2028-09 EUR 1219702.00 0.62 1156137.00 0.64 XS2065555562 Obligaciones|BANK OF IRELAND PLC|2,375|2024-10- EUR 588913.00 0.30 579845.00 0.32 XS1951220596 Obligaciones|BANKIA SA|3,750|2024-02-15 EUR 0.00 0.00 1481276.00 0.82 XS2483510470 Obligaciones|GLOBAL AGRAJES SLU|3,250|2029-05-1 EUR 1390647.00 0.70 1361629.00 0.76 XS1109765005 Obligaciones|INTESA SANPAOLO SPA|3,928|2026-09- EUR 1004941.00 0.51 1008361.00 0.56 XS2598746290 Obligaciones|ANGLO AMERICAN CAPIT|4,500|2028-08 EUR 0.00 0.00 406080.00 0.23 XS2834367646 Obligaciones|MEDTRONIC PLC|3,650|2029-10-15 EUR 606164.00 0.31 0.00 0.00 XS2708134023 Obligaciones|VAR ENERGI ASA|7,862|2083-11-15 EUR 1467785.00 0.74 1439424.00 0.80 XS1996435688 Obligaciones|CEPSA FINANCE|1,000|2025-01-16 EUR 0.00 0.00 389293.00 0.22 XS1982704824 Obligaciones|CPI PROPERTY GROUP|4,875|2051-10-1 EUR 313690.00 0.16 147755.00 0.08 XS2231191748 Obligaciones|CPI PROPERTY GROUP|4,875|2032-08-1 EUR 793550.00 0.40 179022.00 0.10 XS1156024116 Bonos|INTESA SANPAOLO SPA|4,750|2024-12-17 EUR 0.00 0.00 198643.00 0.11 XS2104967695 Obligaciones|UNICREDIT SPA|1,200|2025-01-20 EUR 981740.00 0.50 964146.00 0.54 XS1953271225 Obligaciones|UNICREDIT SPA|4,875|2026-02-20 EUR 0.00 0.00 930489.00 0.52 XS2823235085 Obligaciones|AIB GROUP PLC|4,625|2030-05-20 EUR 551976.00 0.28 0.00 0.00 XS2831553073 Obligaciones|BURBERRY PLC|2,875|2030-06-20 GBP 1882546.00 0.95 0.00 0.00 XS2558022591 Obligaciones|ABN AMRO BANK NV|5,125|2027-11-22 EUR 1631843.00 0.83 1643246.00 0.91 XS2327414731 Obligaciones|CANARY WHARF GROUP I|3,375|2028-01 GBP 648087.00 0.33 565571.00 0.31 XS1028942354 Obligaciones|ATRADIUS FINANCE BV|5,250|2024-09- EUR 0.00 0.00 402523.00 0.22 XS2462605671 Obligaciones|TELEFONICA EMISIONES|7,125|2028-08 EUR 0.00 0.00 216215.00 0.12 XS2353073161 Obligaciones|POSTE ITALIANE SPA|2,625|2029-06-2 EUR 659345.00 0.33 618514.00 0.34 XS2524746687 Obligaciones|ING GROUP NV|0,000|2028-08-24 EUR 1193194.00 0.60 1207029.00 0.67 XS2432941693 Obligaciones|AUSTRIA TECHNOLOGIE|5,000|2080-01- EUR 173488.00 0.09 180103.00 0.10 XS2434701616 Obligaciones|ATLANTIA SPA|1,625|2028-01-25 EUR 184375.00 0.09 184326.00 0.10 XS1207058733 Obligaciones|REPSOL INTERNATIONAL|4,500|2031-03 EUR 1231161.00 0.62 1228158.00 0.68 XS2190979489 Obligaciones|EUSTREAM AS|1,625|2027-03-25 EUR 749074.00 0.38 683480.00 0.38 XS2017788592 Obligaciones|AROUNDTOWN PROPERTIE|4,750|2024-06 GBP 0.00 0.00 179494.00 0.10 XS2014371137 Obligaciones|CARTESIAN RESIDENT.|0,127|2054-11- EUR 174831.00 0.09 180530.00 0.10 XS1824424706 Obligaciones|PETROLEOS MEXICANOS|4,750|2029-02- EUR 524549.00 0.27 496377.00 0.28 XS2345996743 Obligaciones|ERICSSON SA|1,000|2029-02-26 EUR 0.00 0.00 1211534.00 0.67 XS2346125573 Obligaciones|POLSKI KONCERN NAFTO|1,125|2028-02 EUR 811358.00 0.41 795265.00 0.44 XS2332590632 Obligaciones|BANCO DE CREDITO SOC|5,250|2026-05 EUR 976179.00 0.49 0.00 0.00 XS2342732562 Obligaciones|VOLKSWAGEN INT. FINA|3,748|2057-12 EUR 761569.00 0.39 751572.00 0.42 XS2751688826 Obligaciones|CARRIER GLOBAL CORP|4,125|2028-05- EUR 471828.00 0.24 0.00 0.00 XS2524143554 Obligaciones|COOPERATIEVE RABOBAN|3,875|2027-08 EUR 0.00 0.00 1703213.00 0.95 XS2468979302 Obligaciones|PPF TELECOM GROUP BV|3,125|2027-04 EUR 1058699.00 0.54 1051467.00 0.59 XS2230399441 Obligaciones|AIB GROUP PLC|2,875|2026-05-30 EUR 969588.00 0.49 958488.00 0.53 XS2630490717 Obligaciones|VODAFONE GROUP PLC|6,500|2029-05-3 EUR 1397924.00 0.71 1391781.00 0.77 XS2822505439 Obligaciones|ENERGETICKY A PRUMYS|5,875|2029-08 EUR 452380.00 0.23 0.00 0.00 XS1140860534 Obligaciones|GENERALI FUND MANAGE|4,596|2025-11 EUR 0.00 0.00 1377377.00 0.77 XS2033327854 Obligaciones|TRAFIGURA GROUP PT|3,750|2024-07-3 EUR 691699.00 0.35 687488.00 0.38 XS2356570239 Bonos|OBRASCON HUARTE LAIN|3,300|2026-03-31 EUR 0.00 0.00 317376.00 0.18 USV6703DAC84 Obligaciones|BHARTI AIRTEL LTD|1,987|2047-03-03 USD 1178914.00 0.60 1116773.00 0.62 XS2802190459 Bonos|SNAM SPA|1,071|2026-04-15 EUR 1363253.00 0.69 0.00 0.00 XS2250987356 Obligaciones|LENZING AG|100,000|2049-12-07 EUR 189137.00 0.10 174737.00 0.10 FR0014003S56 Obligaciones|ELECTRICITE DE FRANC|2,625|2052-12 EUR 349238.00 0.18 698741.00 0.39 XS2148623106 Obligaciones|LLOYDS TSB GROUP PLC|3,500|2025-04 EUR 0.00 0.00 945193.00 0.53 USC7196GAB61 Obligaciones|PARKLAND CORP|2,312|2030-05-01 USD 0.00 0.00 54737.00 0.03 XS2461786829 Bonos|CEZ AS|2,375|2027-04-06 EUR 548883.00 0.28 548781.00 0.31 USU1056LAB72 Obligaciones|BURFORD CAPITAL LTD|3,437|2030-04- USD 185008.00 0.09 176419.00 0.10 USG7052TAF87 Obligaciones|PETROFAC LTD-W/I|4,875|2024-07-18 USD 62713.00 0.03 198640.00 0.11 XS2619047728 Obligaciones|BENTELER INTERNATION|4,687|2028-05 EUR 435273.00 0.22 434220.00 0.24 XS2553825949 Bonos|FAURECIA SA|3,625|2026-06-15 EUR 0.00 0.00 164582.00 0.09 US92343EAL65 Obligaciones|VERISIGN INC|2,375|2027-07-15 USD 461367.00 0.23 450413.00 0.25 US71643VAB18 Obligaciones|PETROLEOS MEXICANOS|3,350|2032-02- USD 351780.00 0.18 338289.00 0.19 XS2154325489 Obligaciones|SYNGENTA FINANCE NV|3,375|2026-04- EUR 1066272.00 0.54 1068132.00 0.59 XS2187689034 Obligaciones|VOLKSWAGEN INT. FINA|3,500|2025-06 EUR 383039.00 0.19 383589.00 0.21 XS2138286229 Obligaciones|LLOYDS TSB GROUP PLC|4,500|2029-03 EUR 0.00 0.00 1385918.00 0.77 XS2844409271 Bonos|DIAGEO FINANCE PLC|1,003|2026-06-20 EUR 2000129.00 1.01 0.00 0.00 XS2385642041 Obligaciones|TRAFIGURA GROUP PT|2,937|2027-07-0 USD 178855.00 0.09 164610.00 0.09 XS2828917943 Obligaciones|REDEXIS GAS SA|4,375|2031-02-28 EUR 1190082.00 0.60 0.00 0.00 XS2332889778 Obligaciones|RAKUTEN GROUP INC|4,250|2027-04-22 EUR 421189.00 0.21 371800.00 0.21 124115238.00 62.83 126452506.00 70.40 XS2352861574 Bonos|SA GLOBAL SUKUK LTD|0,473|2024-05-17 USD 0.00 0.00 724669.00 0.40 USG6382GYX44 Bonos|NATWEST GROUP|1,739|2025-03-22 USD 336649.00 0.17 0.00 0.00 XS2078696866 Obligaciones|GRENKE FINANCE PLC|0,625|2025-01-0 EUR 380499.00 0.19 0.00 0.00 XS1996435688 Obligaciones|CEPSA FINANCE|1,000|2025-01-16 EUR 98300.00 0.05 0.00 0.00 NO0010852643 Obligaciones|DNO ASA|2,093|2024-05-29 USD 0.00 0.00 350286.00 0.20 815448.00 0.41 1074955.00 0.60 135988079.00 68.84 132990460.00 74.04 135988079.00 68.84 132990460.00 74.04 135988079.00 68.84 132990460.00 74.04 180877231.00 91.57 162920107.00 90.71 PTBEQKOM0019 Bonos|BANCO ESPIRITO SANTO|0,000|2025-12-08 EUR 551718.00 0.28 535555.00 0.30 0.00 Distribucion1.png png 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 Distribucion3.png png 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 Distribucion4.png png 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 SUBYACENTE EURO/CHF Venta Futuro|SUBYACENTE EURO/CHF|125000|Fisica 259220 02 SUBYACENTE EURO/GBP Venta Futuro|SUBYACENTE EURO/GBP|125000|Fisica 7227094 02 SUBYACENTE EURO/USD Venta Futuro|SUBYACENTE EURO/USD|125000|Fisica 19275298 02 26761612 BUNDESOBLIGATION 2,1% 12/04/2029 Compra Futuro|BUNDESOBLIGATION 2,1% 12/04/2029|100 18000000 02 BUNDESREPUB. DEUTSCHLAND 2,6% 15/08/2033 Compra Futuro|BUNDESREPUB. DEUTSCHLAND 2,6% 15/08/ 15000000 02 BUNDESSCHATZANWEISUNGEN 2,9% 18/06/2026 Compra Futuro|BUNDESSCHATZANWEISUNGEN 2,9% 18/06/2 19700000 02 BUONI POLIENNALI DEL TES 4,4% 01/05/2033 Venta Futuro|BUONI POLIENNALI DEL TES 4,4% 01/05/2 1600000 02 PIRELLI & C 3,875% 02/07/2029 Compra Plazo|PIRELLI & C 3,875% 02/07/2029|710000| 707629 02 US TREASURY N/B 4,125% 15/06/2026 Compra Futuro|US TREASURY N/B 4,125% 15/06/2026|20 32415328 02 US TREASURY N/B 4,375% 30/11/2028 Compra Futuro|US TREASURY N/B 4,375% 30/11/2028|10 12235178 02 US TREASURY N/B 4,625% 30/04/2031 Venta Futuro|US TREASURY N/B 4,625% 30/04/2031|100 1657602 02 101315737 128077349 false false false false false false false false false false No aplicable. true false false true false true false false a) Existe un Partícipe significativo de manera directa con un 23,37% sobre el patrimonio de la IIC. d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 2.333.609.956,59 euros, suponiendo un 1.222,52% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 30,00 euros. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 6.182.859,86 euros, suponiendo un 3,24% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 30,00 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 2.333.609.956,59 euros, suponiendo un 1.222,52% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 30,00 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Los mercados de capitales mantienen el tono positivo que venimos disfrutando durante los últimos meses. Las bolsas mundiales acumulan ganancias del entorno del 12% lideradas por los grandes índices americanos, el S&P 500 y el Nasdaq 100, que ganan un 15% y un 17%, respectivamente, durante el primer semestre. También es destacable el buen comportamiento de la bolsa japonesa que se revaloriza un 18% favorecida por la depreciación del yen. El Eurostoxx 50 y el IBEX35 se quedan algo por detrás, con ganancias del 11%. A la cola de los mercados tenemos a los índices de compañías de pequeña capitalización, como el Russell 2000, y a las bolsas chinas y francesa, que no superan el 2%. Uno de los aspectos más llamativos del comportamiento de las bolsas en los últimos trimestres es la alta concentración de los retornos. Las seis mayores compañías del mundo por capitalización, Microsoft, Apple, Nvidia, Alphabet, Amazon y Meta, que colectivamente representan ya más del 20% del valor de la bolsa mundial, explican el 50% de su rentabilidad en lo que va de año. Excluyendo a estas Seis Magníficas, los resultados son bastante más modestos y pintan un panorama muy distinto. De hecho, la rentabilidad media de los valores que constituyen el MSCI World es de solo un 2,68%. Por el lado de la renta fija, cabe destacar la divergencia de comportamiento entre la deuda pública y la deuda privada. Así, el índice Bloomberg de gobiernos europeo ha caído un 1,85%. El buen comportamiento del consumo, sobre todo el relacionado con el ocio, hace que la economía esté resistiendo mejor de lo que se esperaba y esto, junto con unos datos de inflación que todavía se sitúan por encima de los objetivos de los bancos centrales, ha contribuido a una reducción en las expectativas de bajadas de tipos de interés, haciendo que las curvas se desplacen al alza en ambos lados del Atlántico. En el caso de Europa hemos visto, además, una fuerte ampliación de la prima de riesgo francesa, tras la convocatoria de elecciones a la Asamblea Nacional. El diferencial de la deuda francesa contra la alemana ha aumentado en torno a 35 puntos básicos en la segunda mitad de junio, arrastrando también a las primas de riesgo española e italiana, aunque, de momento, sin grandes consecuencias. La deuda privada, sin embargo, acumula resultados positivos del 0.54% (Bloomberg Euraggregate Corporate) gracias al propio devengo y al mejor entorno macroeconómico. En divisas, el dólar se ha fortalecido por el alto diferencial de tipos de interés en EE.UU. frente a euro (3,1%), y, en particular, frente al yen (+14,1%), que se ha vuelto a convertir en la principal fuente de financiación del carry trade. En materias primas, destaca la apreciación del petróleo, favorecido por mejora macro y, sobre todo una demanda muy restringida. El oro también se aprecia de manera significativa (+13% en el año) y ello a pesar de la subida del dólar y de los altos tipos de interés reales. Posiblemente la explicación esté en la acumulación de reservas de este metal por parte de bancos centrales y, en particular, del Banco Central de China, que está tratando de reducir su dependencia de la divisa americana. b) Decisiones generales de inversión adoptadas. Durante el semestre, ha sorprendido la mejora en la actividad económica, que, junto al exceso de liquidez en los mercados, nos ha llevado a mantener una visión constructiva sobre los activos de riesgo, tanto en renta variable como en crédito. En renta variable, hemos incrementado posiciones, incorporando exposición a compañías de pequeña y mediana capitalización en Estados Unidos, y, sectorialmente aprovechando las caídas en el sector de utilities. Geográficamente hemos mantenido una ponderación similar entre Estados Unidos y Europa. En el período, hemos reducido el peso en Japón para aumentar la exposición a emergentes, donde las valoraciones están llegando a niveles extremos en relación a otras áreas, con una macro soportada por una política monetaria menos restrictiva y apoyo fiscal. En renta fija, hemos aprovechado el repunte en los tipos de interés de los últimos meses, para ir alargando la duración en las carteras concentrando la exposición en los tramos medios de las curvas de tipos (2-5 años). Además de capturar el actual nivel de tipos, el aumento de la duración es una cobertura natural de nuestra exposición al crédito privado. También hemos recortado ligeramente la exposición al crédito privado, particularmente en la parte más subordinada de la estructura de capital, allí donde creemos que las primas de riesgo son más reducidas. Probablemente veamos oportunidades más claras de inversión y, entre tanto, aprovechamos el alto rendimiento de los mercados monetarios para aparcar el dinero. En divisas, hemos reducido ligeramente la exposición a dólar tomando beneficios. El papel que juega el dólar en carteras tiene un mayor propósito de cobertura que como fuente de rentabilidad. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice IBOXX OVERALL TOTAL RETURN 3-5 INDEX. El índice de referencia se utiliza a efectos meramente comparativos. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. La rentabilidad acumulada del fondo en el ejercicio asciende a 2,24% en la clase A y 2,49% en la L. El ratio de gastos soportados en el presente se situó en 0,43% 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 4,55% y un 13,00% para la clase L, el número de partícipes ha aumentado en 18 para la clase A y ha disminuido en 4 para la L, el número total de partícipes del fondo asciende a 318. 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 1,28% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Compra del periodo: LLOYDS BANKING GROUP P 4,375% 05/04/2034 ENBW ENERGIE BADEN - WU 5,25% 23/01/2084 BANCO DE CREDITO SOCIAL 5,25% 27/11/2031 TOTALENERGIES SE 1,75% PERPETUO AMADEUS IT GROUP 3,5% 21/03/2029 UNICAJA BANCO 5,5% 22/06/2034 VEOLIA EIRONNEMENT 2,875% PERPETUO BANCO DE SABADELL 5,125% 27/06/2034 TRATON FINANCE LUX 3,75% 27/03/2027 CEPSA FINANCE 4,125% 11/04/2031 CPI PROPERTY GROUP 4,875% PERPETUO SNAM FLOTANTE 15/04/2026 CPI PROPERTY GROUP 7% 07/05/2029 FERRARI 3,625% 21/05/2030 AIB GROUP 4,625% 20/05/2035 ALSTOM 5,868% PERPETUO REDEXIS S.A.U. 4,375% 30/05/2031 EPH FIN INTERNATIONAL 5,875% 30/11/2029 MEDTRONIC 3,65% 15/10/2029 AROUNDTOWN FINANCE SARL 8,625% PERPETUO DNO A 9,25% 04/06/2029 BANCO BILBAO VIZCAYA 0,725% 07/06/2027 P A2A 5% PERPETUO ELECTRICITE DE FRANCE 4,125% 17/06/2031 DIAGEO FINANCE FLOTANTE 20/06/2026 BURBERRY GROUP 5,75% 20/06/2030 Ventas del periodo: NATWEST MARKETS 3,479% 22/03/2025 REPSOL INTL FINANCE 4,247% PERPETUO ENI 2,75% PERPETUO BP CAPITAL MARKETS 3,625% PERPETUO GRENKE FINANCE 0,625% 09/01/2025 ENI 3,375% PERPETUO LAGARDERE SCA 1,75% 07/10/2027 LAGARDERE SCA 2,125% 16/10/2026 CAIXABANK 3,75% 07/09/2029 LLOYDS BANKING GROUP 3,5% 01/04/2026 FLOENE ENERGIAS 4,875% 03/07/2028 TELEFONICA EUROPE 7,125% PERPETUO BOEING CO 5,15% 01/05/2030 EDP FINANCE 0% 11/10/2027 ANGLO AMERICAN CAPITAL 4,5% 15/09/2028 TELEFONAKTIEBOLAGET LM E 1% 26/05/2029 BANKIA 3,75% 15/02/2029 GENERALI FINANCE ASSGEN VAR 49(PERPETUO) STANDARD CHARTERED 2,5% 09/09/2030 INTESA SANPAOLO VITA SPA VTO.17.12.24 UNICREDIT 4,875% 20/02/2029 ACCOR 7,25% PERPETUO GOVERNOR & CO OF THE BA 6,75% 01/03/2033 WELLS FARGO & COMPANY 1,338% 04/05/2025 BAIDU 1,625% 23/02/2027 PARKLAND CORP/CANADA 4,625% 01/05/2030 SENSATA TECHNOLOGIES 4% 15/04/2029 HILTON DOMESTIC OPERATIN 4% 01/05/2031 FAURECIA 7,25% 15/06/2026 ENBW ENERGIE BADEN - WU 5,25% 23/01/2084 ELECTRICITE DE FRANCE 2,625% PERPETUO BPCE 5,75% 01/06/2033 OBLIG. ESTADO 1,85% VTO.30.07.35 CEPSA FINANCE 1% 16/02/2025 ATRADIUS FINANCE 5,25% VAR VTO.23-09-44 OHL OPERACIONES 6,6% 31/03/2026 EP INFRASTRUCTURE AS 2,045% 09/10/2028 VOLKSWAGEN INTL FIN 7,875% PERPETUO COOPERATIEVE RABOBANK 3,875% 30/11/2032 LLOYDS BANKING GROUP 4,5% 18/03/2030 UBS GROUP AG 4,625% 17/03/2028 MORGAN STANLEY 4,656% 02/03/2029 PHOENIX GRP HLD 4,75% 04/09/2031 CHARLES RIVER LABORATOR 3,75% 15/03/2029 HILTON DOMESTIC OPERATI 3,75% 01/05/2029 Distribución sectorial del fondo: liquidez 25.60%, deuda de entidades públicas 5.46%, deuda de entidades financieras 39.61%, 54.91% deuda corporativa, ABS 0.12%. Activos ilíquidos: 8,39%. Activos con calificación HY o NR: 20.12% 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 98,07% y el 42,81% 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 3,71%. Activos en situación de litigio: N/A Duración al final del periodo: 4,25 años Tir al final del periodo: 4,42% 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 2,46% para la clase A y 2,46% en la clase L disminuyendo 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 14,30%. y a la volatilidad anual de su benchmark (2,61%) y superiores a la de Letra del Tesoro con vencimiento a un año, que se situó en el 0,36%. 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 disminuyendo en la segunda respecto al semestre pasado. 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 Circular6/2010 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 51,59%. 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 y un procedimiento de selección de intermediarios financieros y de asignación de los gastos a los distintos fondos, que garantizan 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 como a la estructuración global de la composición del mismo por tipo de activo, geografías y/o sectores, en su caso, 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. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Los mercados siguen muy pendientes de las decisiones de los bancos centrales en temas de política monetaria, y estos, a su vez, siguen mirando de reojo a la inflación antes de actuar. En general, los datos siguen apuntando hacia una caída gradual de la actividad económica, a medida que la creación de empleo se ralentiza y la confianza de los consumidores se retrae. Y el mercado sigue descontando un aterrizaje suave, escenario en el que creceríamos a tasas más bajas, pero sin entrar en recesión. La inflación, que parecía haberse estancado en niveles del 3%, también empieza a aflojar, y esto debería aumentar el margen de confianza de los bancos centrales de cara a futuras bajadas de tipos con las que dar soporte a la economía. El BCE ya ha hecho la primera y se espera que, como la Fed, haga dos más durante el año. Este contexto de menor crecimiento y baja inflación, que sería muy favorable para los mercados, para empezar porque permitiría unos tipos de interés algo más bajos, tiene un contrapunto en la creciente preocupación por la estabilidad fiscal. Como hemos visto en Francia, pero también en México o Brasil, los mercados de bonos no reaccionan muy bien ante giros populistas que puedan llevar a una percepción de menor disciplina fiscal. Quizás el caso más preocupante sea el de Estados Unidos por su trascendencia para el resto de los mercados. Tras años de fuerte expansión del déficit, las cuentas públicas de ese país han entrado en una trayectoria bastante preocupante y, sea quien sea, el próximo presidente de EE. UU va a tener que acometer un fuerte recorte de gasto o aumento de la recaudación que permita cuadrar las cuentas. No aplicable. No aplicable. 2700575090 21413 1.28 0 0 0.00 418524759 8444 2.40 822906531 6249 2.95 46995473 49 3.45 497659195 3684 4.87 109168145 1161 6.65 447803319 12164 9.73 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 19540319 570 4.03 541192254 19377 1.54 0 0 0.00 0 0 0.00 430563803 4865 1.73 1402758585 3457 1.82 0 0 0.00 193404075 6303 0.72 7631091548 87736 2.48