UBS RENTA FIJA 0-5 FI 1.0.0 2026-01-01 2026-06-30 UBS RENTA FIJA 0-5 FI 1.0.0 2025-07-01 2025-12-31 UBS RENTA FIJA 0-5 FI 1.0.0 2026-01-01 2026-06-30 UBS RENTA FIJA 0-5 FI 1.0.0 2025-01-01 2025-12-31 UBS RENTA FIJA 0-5 FI 1.0.0 2026-04-01 2026-06-30 UBS RENTA FIJA 0-5 FI 1.0.0 2026-01-01 2026-03-31 UBS RENTA FIJA 0-5 FI 1.0.0 2025-10-01 2025-12-31 UBS RENTA FIJA 0-5 FI 1.0.0 2025-07-01 2025-09-30 UBS RENTA FIJA 0-5 FI 1.0.0 2024-01-01 2024-12-31 UBS RENTA FIJA 0-5 FI 1.0.0 2023-01-01 2023-12-31 UBS RENTA FIJA 0-5 FI 1.0.0 2021-01-01 2021-12-31 UBS RENTA FIJA 0-5 FI 1.0.0 2023-01-01 2025-12-31 UBS RENTA FIJA 0-5 FI 1.0.0 2021-01-01 2025-12-31 UBS RENTA FIJA 0-5 FI 1.0.0 2026-06-30 UBS RENTA FIJA 0-5 FI 1.0.0 2025-12-31 UBS RENTA FIJA 0-5 FI 1.0.0 2024-12-31 UBS RENTA FIJA 0-5 FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure UBS RENTA FIJA 0-5 FI 3688 02 02 2026 EUR AA (FITCH) false CALLE MARIA DE MOLINA Nº 6, 2º DCHA, MADRID, 28006. TFNO.91.7916000 EM ol-desarrollo-negocio-ubswmsgiic@ubs.com https://www.ubs.com/es/es/wealthmanagement/what-we-offer/investing/managed-investment-portfolios.html 05 CALLE MARIA DE MOLINA Nº6, 2ºDCHA, MADRID, 28006 EM ol-desarrollo-negocio-ubswmsgiic@ubs.com 2006-11-24 08 03 2, en una escala de 1 a 7. La gestión toma como referencia la rentabilidad del índice 50% Bloomberg Euro Corporate BBB 1-5 Yr Total Return Index Value Hedged EUR y 50% Bloomberg Barclays Series-E Euro Govt 1-5 Yr Bond Total Return Index. Estos índices de referencia se utilizan a efectos meramente informativos o comparativos, no estando gestionado el fondo en referencia a dichos índices (el fondo es activo). El fondo invertirá, de forma directa o indirecta a través de IICs (máximo 10% del patrimonio), el 100% de la exposición total en activos de renta fija pública y/o privada incluidos depósitos, cédulas hipotecarias e instrumentos del mercado monetario, cotizados o no, que sean líquidos, deuda subordinada (con derecho de cobro posterior a acreedores comunes) y como máximo un 15% en titulizaciones líquidas. Se podrá invertir hasta un 30% de la exposición total en bonos contingentes convertibles (se emiten normalmente a perpetuidad con opciones de recompra para el emisor y en caso de producirse la contingencia, pueden aplicar una quita al principal del bono, lo cual afectará negativamente al valor liquidativo del fondo). El fondo no invertirá en bonos contingentes convertibles en acciones. La duración media de la cartera de renta fija oscilará entre 0 y 5 años. Se invertirá al menos un 60% de la exposición total en emisiones con al menos media calidad crediticia (rating mín. BBB-) o, si fuera inferior, el rating que tenga el Reino de España en cada momento, y el resto podrá ser de baja calidad crediticia, lo que puede influir negativamente en la liquidez del fondo. La exposición al riesgo divisa oscilará entre el 0 y el 30% de la exposición total. Se podrá invertir hasta un 10% en IIC que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la Gestora. 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. 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 invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrían introducir un mayor riesgo que el resto de las inversiones como consecuencia de sus características, entre otras, de liquidez, tipo de emisor o grado de protección al inversor. En concreto se podrá invertir en: - Activos de renta fija admitidos a negociación en cualquier mercado o sistema de negociación que no tengan características similares a los mercados oficiales españoles o no estén sometidos a regulación o dispongan de otros mecanismos que garanticen su liquidez al menos con la misma frecuencia con la que la IIC inversora atienda los reembolsos. El Fondo cumple con la Directiva 2009/65/CE 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. 01 0.46 0.25 0.46 0.43 0.00 0.46 0.00 0.77 1 UBS RENTA FIJA 0-5 FI CL A EUR 102342.75 100168.75 505 486 0.00 0.00 false 118394348 114781388 106928161 96732112 1156.8416 1145.8802 1111.6770 1047.6531 0.20 0.20 0.20 0.20 01 0.02 0.02 01 0.96 1.97 -0.99 0.42 -0.28 -0.41 2026-05-15 2026-03-26 0.86 0.86 2026-04-08 2026-04-08 01 2.61 2.79 2.39 0.85 19.18 18.66 19.66 11.58 0.66 0.75 0.55 0.19 BENCHMARK UBS RENTA FIJA 0-5 2.27 2.52 1.98 0.81 2.26 2.26 2.26 2.13 0.23 0.11 0.11 0.11 0.12 0.46 0.46 0.46 0.46 false GraficaVL.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 24 de Julio de 2025 2 UBS RENTA FIJA 0-5 FI CL B EUR 57199.20 68477.54 815 942 0.00 0.00 false 64148200 76220042 76968328 43549273 1121.4876 1113.0663 1084.1706 1025.8261 0.40 0.40 0.40 0.40 01 0.02 0.02 01 0.76 1.87 -1.09 0.32 -0.28 -0.41 2026-05-15 2026-03-26 0.86 0.86 2026-04-08 2026-04-08 01 2.61 2.79 2.39 0.85 19.18 18.66 19.66 11.58 0.66 0.75 0.55 0.19 BENCHMARK UBS RENTA FIJA 0-5 2.27 2.52 1.98 0.81 2.29 2.29 2.30 2.16 0.43 0.21 0.21 0.22 0.22 0.86 0.86 0.86 0.86 false GraficaVL.png png 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0.87 2330072.00 1.28 7043040.00 3.69 ES0205046008 BONOS|AENA SA|4,250|2030-10-13 EUR 1039912.00 0.57 1051362.00 0.55 ES0213679OS7 BONOS|BANKINTER SA|3,625|2032-02-04 EUR 1600541.00 0.88 1600807.00 0.84 ES0244251049 BONOS|IBERCAJA BANCO SA|4,125|2031-05-18 EUR 1520274.00 0.83 1519320.00 0.80 ES0265936064 BONOS|ABANCA CORP BANCARIA|4,625|2031-12-11 EUR 1026607.00 0.56 2052334.00 1.07 ES0343307031 BONOS|KUTXABANK SA|4,750|2026-06-15 EUR 0.00 0.00 3229588.00 1.69 ES0413900913 BONOS|BANCO SANTANDER SA|3,375|2030-01-11 EUR 2045232.00 1.12 2057813.00 1.08 ES0844251019 BONOS|IBERCAJA BANCO SA|9,125|2028-01-25 EUR 1077048.00 0.59 1095114.00 0.57 ES0880907003 BONOS|UNICAJA BANCO SA|4,875|2026-11-18 EUR 0.00 0.00 1412691.00 0.74 8309614.00 4.55 14019029.00 7.34 10639686.00 5.83 21062069.00 11.03 10639686.00 5.83 21062069.00 11.03 ES0155598008 IIC|PART. UBS CORTO PLAZO FI (CLASE A) EUR 2134102.00 1.17 4307530.00 2.26 2134102.00 1.17 4307530.00 2.26 12773788.00 7.00 25369599.00 13.28 EU000A3LVAL6 BONOS|EUROPEAN INVESTMENT|2,750|2029-07-17 EUR 0.00 0.00 2425760.00 1.27 IT0005484552 BONOS|BUONI POLIENNALI DEL|1,100|2027-04-01 EUR 0.00 0.00 1378641.00 0.72 IT0005566408 BONOS|BUONI POLIENNALI DEL|4,100|2029-02-01 EUR 622216.00 0.34 630614.00 0.33 US912828YB05 BONOS|US TREASURY N/B|1,625|2029-08-15 USD 4738208.00 2.60 4642780.00 2.43 US9128284N73 BONOS|US TREASURY N/B|2,875|2028-05-15 USD 0.00 0.00 2345636.00 1.23 5360424.00 2.94 11423431.00 5.98 PTBCPKOM0004 BONOS|BANCO COMERCIO PORTU|8,125|2029-01-18 EUR 660245.00 0.36 653518.00 0.34 PTBCP7OM0004 BONOS|BANCO COMERCIO PORTU|3,125|2030-06-24 EUR 1484771.00 0.81 1495498.00 0.78 PTEDPXOM0021 BONOS|ENERGIAS DE PORTUGAL|1,500|2026-12-14 EUR 0.00 0.00 1439005.00 0.75 PTEDPZOM0011 BONOS|ENERGIAS DE PORTUGAL|4,750|2030-02-28 EUR 1019524.00 0.56 0.00 0.00 DE000A289FK7 BONOS|ALLIANZ SE|2,625|2030-10-30 EUR 1089616.00 0.60 1064070.00 0.56 DE000CB94MF6 BONOS|COMMERZBANK AG|6,500|2029-10-09 EUR 1069273.00 0.59 0.00 0.00 DE000CZ439T8 BONOS|COMMERZBANK AG|4,625|2030-01-17 EUR 1045360.00 0.57 1057262.00 0.55 DE000CZ45WA7 BONOS|COMMERZBANK AG|4,250|2027-10-09 EUR 598078.00 0.33 1371577.00 0.72 DE000DL19VZ9 BONOS|DEUTSCHE BANK AG|4,625|2027-10-30 EUR 1394258.00 0.76 1374001.00 0.72 AT0000A2L583 BONOS|ERSTE GROUP BANK AG|4,250|2027-10-15 EUR 1406976.00 0.77 1396461.00 0.73 BE0002961424 BONOS|KBC GROEP NV|8,000|2173-09-05 EUR 1518733.00 0.83 888305.00 0.47 IT0005549370 BONOS|UNICREDIT SPA|3,500|2030-07-31 EUR 2052091.00 1.12 2056834.00 1.08 IT0005669715 BONOS|UNICREDIT SPA|3,200|2030-09-22 EUR 1581897.00 0.87 1588189.00 0.83 IT0005678955 BONOS|BANCA MONTE DEI PASC|3,250|2031-02-20 EUR 1494776.00 0.82 1490781.00 0.78 FR001400F067 BONOS|CREDIT AGRICOLE SA|7,250|2028-09-23 EUR 1488414.00 0.82 1501762.00 0.79 FR001400F2R8 BONOS|AIR FRANCE- KLM|8,500|2028-05-31 EUR 1221937.00 0.67 1243794.00 0.65 FR001400F877 BONOS|SOCIETE GENERALE SA|7,875|2029-01-18 EUR 866833.00 0.47 866973.00 0.45 FR001400L5X1 BONOS|ACCOR SA|7,250|2029-01-11 EUR 977924.00 0.54 999809.00 0.52 FR001400N3F1 BONOS|RCI BANQUE SA|3,875|2029-01-12 EUR 810940.00 0.44 815726.00 0.43 FR001400Q5V0 BONOS|NEXANS SA|4,125|2029-05-29 EUR 1626532.00 0.89 1645154.00 0.86 FR001400Q7G7 BONOS|ALSTOM SA|5,868|2029-05-29 EUR 955547.00 0.52 961962.00 0.50 FR001400SAJ2 BONOS|BNP PARIBAS|4,159|2029-08-28 EUR 608465.00 0.33 611643.00 0.32 FR001400Y8Z5 BONOS|UNIBAIL|4,875|2030-07-07 EUR 916352.00 0.50 925208.00 0.48 FR001400ZEK7 BONOS|CARREFOUR SA|2,875|2029-05-07 EUR 1389274.00 0.76 1392663.00 0.73 FR0014000RR2 BONOS|ENGIE SA|1,500|2028-11-30 EUR 948711.00 0.52 960367.00 0.50 FR00140007L3 BONOS|VEOLIA ENVIRONNEMENT|2,500|2029-01-20 EUR 965519.00 0.53 960861.00 0.50 FR0014003B55 BONOS|ORANGE SA|1,375|2029-02-11 EUR 751371.00 0.41 0.00 0.00 FR0014003S56 BONOS|ELECTRICITE DE FRANC|2,625|2027-12-01 EUR 784078.00 0.43 771862.00 0.40 FR0014008PC1 BONOS|BANCO BPCE SA|2,250|2027-03-02 EUR 0.00 0.00 677975.00 0.35 FR0014010DR1 BONOS|RENAULT SA|3,875|2030-09-30 EUR 0.00 0.00 1309940.00 0.69 FR0014012BD1 BONOS|BANCO BPCE SA|3,125|2030-09-05 EUR 1693337.00 0.93 1696104.00 0.89 FR00140132E4 BONOS|ELECTRICITE DE FRANC|4,375|2031-01-06 EUR 1993190.00 1.09 1983076.00 1.04 FR0014014QW5 BONOS|SCHNEIDER ELECTRIC S|2,750|2030-07-04 EUR 1479590.00 0.81 0.00 0.00 FR00140144B5 BONOS|ORANGE SA|3,125|2031-11-13 EUR 1982373.00 1.09 1984869.00 1.04 FR0014017HN6 BONOS|DANONE SA|3,379|2030-04-01 EUR 2518364.00 1.38 0.00 0.00 FR0014019113 BONOS|RENAULT SA|4,125|2031-06-09 EUR 997384.00 0.55 0.00 0.00 DK0030523386 BONOS|NYKREDIT BANK A/S|3,375|2030-01-10 EUR 1504229.00 0.82 1515402.00 0.79 XS1144088165 BONOS|AT&T INC|2,600|2029-12-17 EUR 1470154.00 0.81 1481608.00 0.78 XS1206411230 BONOS|COCA-COLA EUROPACIFI|1,875|2030-03-18 EUR 1913658.00 1.05 0.00 0.00 XS1505896735 BONOS|CRH FINANCE DAC|1,375|2028-10-18 EUR 763857.00 0.42 773401.00 0.40 XS1550988643 BONOS|NN GROUP NV|4,625|2028-01-13 EUR 1116133.00 0.61 1128878.00 0.59 XS1693822634 BONOS|ABN AMRO BANK NV|4,750|2027-09-22 EUR 1513180.00 0.83 1512983.00 0.79 XS1752894292 BONOS|BANCA MONTE DEI PASC|7,708|2028-01-18 EUR 2125110.00 1.16 0.00 0.00 XS1795406658 BONOS|TELEFONICA EUROPE BV|3,875|2026-06-22 EUR 0.00 0.00 698813.00 0.37 XS1799611642 BONOS|AXA SA|3,250|2029-05-28 EUR 1490361.00 0.82 1499384.00 0.79 XS1799939027 BONOS|VOLKSWAGEN INTL FIN|4,625|2028-06-27 EUR 805247.00 0.44 812587.00 0.43 XS1941841311 BONOS|ASSICURAZIONI GENERA|3,875|2029-01-29 EUR 0.00 0.00 1757637.00 0.92 XS2050933972 BONOS|COOPERATIEVE RABOBAN|3,250|2026-12-29 EUR 0.00 0.00 1391069.00 0.73 XS2169281487 BONOS|CRH FINANCE DAC|1,625|2030-05-05 EUR 943909.00 0.52 0.00 0.00 XS2187689380 BONOS|VOLKSWAGEN INTL FIN|3,875|2029-06-17 EUR 686956.00 0.38 690240.00 0.36 XS2189970317 BONOS|ZURICH INSURANCE GRO|1,875|2030-06-17 EUR 1581940.00 0.87 0.00 0.00 XS2193661324 BONOS|BP CAPITAL MARKETS P|3,250|2171-06-22 EUR 0.00 0.00 503123.00 0.26 XS2193662728 BONOS|BP CAPITAL MARKETS P|3,625|2029-03-22 EUR 998378.00 0.55 1001005.00 0.52 XS2244941063 BONOS|IBERDROLA INTL BV|1,874|2170-04-28 EUR 0.00 0.00 963866.00 0.50 XS2244941147 BONOS|IBERDROLA INTL BV|2,250|2029-01-28 EUR 1444371.00 0.79 1439559.00 0.75 XS2264161964 BONOS|TELIA COMPANY AB|0,125|2030-11-27 EUR 1314454.00 0.72 0.00 0.00 XS2282606578 BONOS|ABERTIS FINANCE BV|2,625|2027-01-26 EUR 0.00 0.00 985921.00 0.52 XS2293060658 BONOS|TELEFONICA EUROPE BV|2,376|2029-02-12 EUR 763892.00 0.42 758692.00 0.40 XS2334852253 BONOS|ENTE NAZIONALE IDROC|2,000|2027-02-11 EUR 0.00 0.00 986073.00 0.52 XS2346207892 BONOS|AMERICAN TOWER CORPO|0,875|2029-05-21 EUR 1685819.00 0.92 1660703.00 0.87 XS2347663507 BONOS|ASTRAZENECA PLC|0,375|2029-06-03 EUR 1857979.00 1.02 0.00 0.00 XS2356217039 BONOS|UNICREDIT SPA|4,450|2027-12-03 EUR 1506150.00 0.83 1505417.00 0.79 XS2389343380 BONOS|ABN AMRO BANK NV|0,500|2029-09-23 EUR 917735.00 0.50 0.00 0.00 XS2406737036 BONOS|GAS NATURAL FENOSA F|2,374|2026-11-23 EUR 0.00 0.00 2061012.00 1.08 XS2410367747 BONOS|TELEFONICA EUROPE BV|2,880|2028-02-24 EUR 983759.00 0.54 971203.00 0.51 XS2456432413 BONOS|COOPERATIEVE RABOBAN|4,875|2029-06-29 EUR 1018142.00 0.56 0.00 0.00 XS2463450408 BONOS|INTESA SANPAOLO SPA|6,375|2028-03-30 EUR 728488.00 0.40 1576295.00 0.83 XS2487057106 BONOS|SWEDBANK HYPOTEK AB|1,375|2027-05-31 EUR 0.00 0.00 2291953.00 1.20 XS2576550086 BONOS|ENEL SPA|6,375|2028-04-16 EUR 0.00 0.00 1072942.00 0.56 XS2587352340 BONOS|GENERAL MOTORS FINL|4,300|2029-02-15 EUR 1029499.00 0.56 1040485.00 0.54 XS2592301365 BONOS|TESCO CORP TREASURY|4,250|2031-02-27 EUR 1568571.00 0.86 1578959.00 0.83 XS2592804434 BONOS|TEVA PHARM FNC NL II|7,375|2029-09-15 EUR 890634.00 0.49 910488.00 0.48 XS2596599063 BONOS|NATWEST GROUP PLC|4,699|2027-03-14 EUR 0.00 0.00 1027609.00 0.54 XS2607381436 BONOS|SECURITAS TREASURY I|4,250|2027-04-04 EUR 0.00 0.00 2037518.00 1.07 XS2625196352 BONOS|INTESA SANPAOLO SPA|4,875|2030-05-19 EUR 849554.00 0.47 0.00 0.00 XS2625985945 BONOS|GENERAL MOTORS FINL|4,500|2027-11-22 EUR 1024036.00 0.56 1034608.00 0.54 XS2662538425 BONOS|BARCLAYS BK PLC|4,918|2029-08-08 EUR 2011811.00 1.10 2023723.00 1.06 XS2676305779 BONOS|SWEDBANK AB|4,375|2030-09-05 EUR 1370403.00 0.75 1377307.00 0.72 XS2678939427 BONOS|INTESA SANPAOLO SPA|9,125|2029-09-07 EUR 1155050.00 0.63 0.00 0.00 XS2682331728 BONOS|MEDIOBANCA DI CRED F|4,875|2026-09-13 EUR 0.00 0.00 1523992.00 0.80 XS2696046460 BONOS|CARLSBERG BREWERIES|4,000|2028-10-05 EUR 1434070.00 0.79 1447521.00 0.76 XS2715940891 BONOS|SANDOZ GROUP AG|4,220|2030-04-17 EUR 2376508.00 1.30 2399791.00 1.26 XS2723860990 BONOS|NORDEA BANK SA|4,875|2034-02-23 EUR 1034662.00 0.57 1052565.00 0.55 XS2724457457 BONOS|FORD MOTOR CREDIT CO|5,125|2029-02-20 EUR 1041889.00 0.57 1058539.00 0.55 XS2724510792 BONOS|EUROBANK SA|5,875|2028-11-28 EUR 1071603.00 0.59 1083204.00 0.57 XS2741808898 BONOS|DANSKE BANK A/S|3,875|2031-01-09 EUR 2049701.00 1.12 2055416.00 1.08 XS2745719000 BONOS|BANCO SABADELL SA|4,000|2029-01-15 EUR 816381.00 0.45 825196.00 0.43 XS2746662696 BONOS|T-MOBILE USA INC|3,550|2029-05-08 EUR 1724164.00 0.94 1742740.00 0.91 XS2770512064 BONOS|ENEL SPA|4,750|2029-02-27 EUR 1023764.00 0.56 1032873.00 0.54 XS2770514789 BONOS|VERIZON COMMUNICATIO|3,500|2032-06-28 EUR 1399661.00 0.77 1405878.00 0.74 XS2780025271 BONOS|KONINKIJKE AHOKD DLH|3,375|2031-03-11 EUR 1816583.00 1.00 1826582.00 0.96 XS2788614498 BONOS|AMADEUS IT HOLDING S|3,500|2029-03-21 EUR 0.00 0.00 1526498.00 0.80 XS2794589403 BONOS|BT GROUP PLC|5,125|2029-07-03 EUR 1821878.00 1.00 1828731.00 0.96 XS2800064912 BONOS|CEPSA FINANCE SA|4,125|2031-04-11 EUR 2028892.00 1.11 2035840.00 1.07 XS2806471368 BONOS|BANCO SANTANDER SA|3,875|2029-04-22 EUR 1020240.00 0.56 0.00 0.00 XS2808268390 BONOS|AIB GROUP PLC|7,125|2029-10-30 EUR 1081064.00 0.59 1084264.00 0.57 XS2824778075 BONOS|KONINKLIJKE KPN NV|4,875|2029-06-18 EUR 1040991.00 0.57 1039491.00 0.54 XS2826616596 BONOS|CELLNEX FINANCE CO S|3,625|2029-01-24 EUR 0.00 0.00 2445183.00 1.28 XS2830327446 BONOS|A2A SPA|5,000|2029-06-11 EUR 1750607.00 0.96 1760063.00 0.92 XS2848960683 BONOS|EL CORTE INGLES|4,250|2031-06-26 EUR 1135394.00 0.62 1149961.00 0.60 XS2871577115 BONOS|NATWEST GROUP PLC|3,673|2030-08-05 EUR 3041377.00 1.67 3064313.00 1.60 XS2872909697 BONOS|ASTRAZENECA PLC|3,121|2030-08-05 EUR 1804500.00 0.99 0.00 0.00 XS2887184401 BONOS|VOLVO TREASURY AB|3,125|2029-08-26 EUR 1201116.00 0.66 1209916.00 0.63 XS2887901598 BONOS|BMW INTL INVESTMENT|3,125|2030-08-27 EUR 2089476.00 1.14 2110250.00 1.10 XS2895631567 BONOS|E.ON SE|3,125|2030-03-05 EUR 3004045.00 1.65 3022358.00 1.58 XS2896350175 BONOS|SNAM SPA|4,500|2029-09-10 EUR 1025066.00 0.56 1026533.00 0.54 XS2937255193 BONOS|ABERTIS FINANCE BV|4,870|2029-11-28 EUR 1022674.00 0.56 1037743.00 0.54 XS2937308497 BONOS|TOTAL ENERGIES CAP I|4,120|2030-02-19 EUR 911541.00 0.50 918926.00 0.48 XS2944871586 BONOS|SNAM SPA|3,375|2031-11-26 EUR 1001266.00 0.55 1006494.00 0.53 XS2963891028 BONOS|ENTE NAZIONALE IDROC|4,500|2031-01-21 EUR 813747.00 0.45 816195.00 0.43 XS2969695084 BONOS|FERROVIAL SA|3,250|2030-01-16 EUR 1199280.00 0.66 1209568.00 0.63 XS2975137964 BONOS|ENEL SPA|4,500|2032-10-14 EUR 1004020.00 0.55 0.00 0.00 XS2979643991 BONOS|INMOBILIARIA COLONIA|3,250|2030-01-22 EUR 1890268.00 1.04 1903159.00 1.00 XS2999658136 BONOS|INTL BUSINESS MACHIN|2,900|2030-02-10 EUR 2580625.00 1.41 2595453.00 1.36 XS3004055177 BONOS|BANCO SABADELL SA|3,375|2032-02-18 EUR 891760.00 0.49 890208.00 0.47 XS3009012470 BONOS|BBVA|4,000|2032-02-25 EUR 0.00 0.00 1513365.00 0.79 XS3016984372 BONOS|CAIXABANK SA|4,000|2031-09-05 EUR 1004839.00 0.55 2625026.00 1.37 XS3029558676 BONOS|AMADEUS IT HOLDING S|3,375|2030-03-25 EUR 1500501.00 0.82 0.00 0.00 XS3085146929 BONOS|AXA SA|5,750|2030-06-02 EUR 1036032.00 0.57 1037782.00 0.54 XS3111860865 BONOS|CARNIVAL CORP|4,125|2031-07-15 EUR 1008437.00 0.55 1015459.00 0.53 XS3170907060 BONOS|INTERNATIONAL CONSOL|3,352|2030-09-11 EUR 1690803.00 0.93 1700820.00 0.89 XS3226542861 BONOS|VERIZON COMMUNICATIO|3,996|2031-03-17 EUR 1385291.00 0.76 1394833.00 0.73 XS3237109965 BONOS|SMURFIT WESTROCK PLC|3,489|2031-11-24 EUR 1497254.00 0.82 1501320.00 0.79 XS3267907965 BONOS|CELLNEX FINANCE CO S|3,000|2031-01-19 EUR 2354603.00 1.29 0.00 0.00 XS3274464794 BONOS|TOYOTA MOTOR CORP|3,125|2032-04-20 EUR 2066280.00 1.13 0.00 0.00 XS3286678191 BONOS|ENBW ENERGIE BADEN|3,625|2031-02-10 EUR 983525.00 0.54 0.00 0.00 XS3305168794 BONOS|AMAZON.COM INC|3,100|2030-03-16 EUR 3504767.00 1.92 0.00 0.00 XS3363386460 BONOS|ALPHABET INC|3,200|2030-05-11 EUR 1910235.00 1.05 0.00 0.00 US46647PAX42 BONOS|JP MORGAN CHASE & CO|4,452|2028-12-05 USD 3043324.00 1.67 3009179.00 1.58 BE6350702153 BONOS|ANHEUSER-BUSCH NORTH|3,450|2031-09-22 EUR 1521679.00 0.83 0.00 0.00 154081575.00 84.41 144188940.00 75.49 DE000A3823R3 BONOS|SCHAEFFLER AG|4,500|2026-08-14 EUR 0.00 0.00 809094.00 0.42 XS1953146245 BONOS|ING GROEP N.V.|3,000|2026-02-18 GBP 0.00 0.00 2363850.00 1.24 0.00 0.00 3172944.00 1.66 159441999.00 87.35 158785315.00 83.13 159441999.00 87.35 158785315.00 83.13 IE00BDZRX185 IIC|PART. NEUBERG BRM-SH DUR E-EUR IA (NBSDE EUR 6518835.00 3.57 0.00 0.00 6518835.00 3.57 0.00 0.00 165960834.00 90.92 158785315.00 83.13 178734622.00 97.91 184154914.00 96.42 0.00 Distribucion1.png png 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 SUBYACENTE EURO DOLAR Venta Futuro|SUBYACENTE EURO DOLAR|125000| 7914235 02 7914235 US TREASURY N/B 4.00% VTO 30/06/2028 Compra Futuro|US TREASURY N/B 4.00% VTO 30/06/2028 50604572 02 US TREASURY N/B 4.125% 15/02/2036 Venta Futuro|US TREASURY N/B 4.125% 15/02/2036|100 13794912 02 64399484 72313719 false false false false false false false false false true j.) Con fecha 3 de julio de 2026 la CNVM ha resuelto inscribir la modificación del Reglamento de Gestión al objeto de sustituir a UBS AG, SUCURSAL EN ESPAÑA por UBS EUROPE SE, SUCURSAL EN ESPAÑA, como entidad Depositaria. false false true false false true true true 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 3.498.325,80 euros, suponiendo un 1,86% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 60,10 euros. g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 2.003,52 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el período de referencia.Anexo: Existen operaciones vinculadas repetitivas y sometidas a un procedimiento de autorizacion simplificado, relativas a compraventas de divisas que realiza la gestora con el depositario. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Los primeros seis meses del 2026 han estado caracterizados por afrontar intensos riesgos geopolíticos siendo su máxima expresión el conflicto entre EEUU e Irán, que desembocaron el cierre del estrecho de Ormuz, y consecuentemente, en el parón del tráfico del 20% del crudo mundial así como el de muchas otras materias primas. Esto condujo a elevadas inflaciones y consecuentemente se empezó a valorar la necesidad de realizar subidas de tipos de interés, lo que afectó de manera más negativa a la renta fija. Si bien hubo meses de intensa volatilidad desde que estallase el conflicto EEUU e Irán, el 28 de febrero, los mercados fueron recuperando comportamiento positivo, no exento de subidas y bajadas durante las semanas y meses siguientes. EEUU e Irán llegaron a un acuerdo previo todavía pendiente de firma. Pero las expectativas de que algunas rutas marítimas clave pudieran reabrirse contribuyeron a una fuerte caída de los precios de la energía. La bajada del precio del petróleo alivió las preocupaciones sobre un nuevo repunte inflacionista y redujo el temor a que los bancos centrales tuvieran que adoptar un ciclo de endurecimiento monetario más agresivo. En este contexto, renta variable global (MSCI AC World) cerró uno de los mejores semestres desde la pandemia con una subida del 12,4% todo concentrado en el segundo trimestre del año. Por su parte, la renta variable estadounidense subió un 10,2% mostrando cierta divergencia con el índice equiponderado que avanzó un 12,1%, lo que refleja una rotación hacia un conjunto más amplio de compañías más allá de las grandes tecnológicas. Los principales gigantes tecnológicos estadounidenses (hyperscalers) retrocedieron de media alrededor de un 20% durante el segundo trimestre, ya que los inversores empezaron a cuestionar la sostenibilidad de las tendencias de inversión en capital relacionadas con la inteligencia artificial. Estas preocupaciones también se vieron alimentadas por la posibilidad de un aumento de las emisiones de acciones, a medida que los mercados evaluaban si un creciente volumen de salidas a bolsa (OPV), colocaciones secundarias y operaciones de financiación vinculadas a la IA podría ser absorbido sin ejercer presión sobre las valoraciones. La Eurozona (MSCI EMU) avanzó un 13,1% en el semestre, mientras que Japón (MSCI Japan) ganó un 20,1% y los mercados emergentes (MSCI Emergente USD) subieron un 24%. Dentro de los mercados emergentes, Corea del Sur y Taiwán fueron los países que más impulsaron el índice gracias a su exposición al sector de semiconductores. En este contexto, los mercados de renta fija también avanzaron: los bonos del Tesoro estadounidense obtuvieron una rentabilidad del 0,3%, mientras que los bonos paneuropeos ganaron un 1,3% durante el semestre, con un comportamiento mejor. El crédito corporativo también se mantuvo sólido. El crédito estadounidense ganó un 0,8% en el semestre mientras que los bonos corporativos agregados de la eurozona avanzaron un 1,3%. Los segmentos de high yield (alto rendimiento) obtuvieron rentabilidades positivas del 1,9% tanto en EEUU como en Europa. A pesar de la moderación de las preocupaciones inflacionistas, los bancos centrales mantuvieron una postura prudente y evitaron dar señales de un cambio hacia una política monetaria más acomodaticia. El BCE llevó a cabo su primera subida de tipos desde 2023, mientras que el nuevo presidente de la Reserva Federal, Kevin Warsh, adoptó un tono relativamente restrictivo en su primera reunión de política monetaria. Warsh subrayó que la inflación había superado el objetivo de la Fed durante cinco años consecutivos y reiteró el compromiso del banco central de controlar las presiones sobre los precios. Esto resultó significativo dado que anteriormente se esperaba que el nombramiento de Warsh pudiera anticipar un enfoque de política monetaria más flexible. El consiguiente aumento de las expectativas de tipos de interés elevados durante más tiempo actuó como un factor negativo para el oro, que cayó un 7,3% en el semestre. Los mayores rendimientos reales aumentaron el coste de oportunidad de mantener este metal precioso, que no genera ingresos, contribuyendo así a su descenso. Los mercados de materias primas tras subir con fuerza en el inicio del conflicto, registraron una fuerte corrección en junio a medida que se relajaban las tensiones en Oriente Medio y se reanudaba el tránsito marítimo a través del estrecho de Ormuz. El precio del crudo Brent cayó durante el mes, acercándose nuevamente a los niveles previos al conflicto. A pesar de este retroceso, los precios del petróleo continúan situándose por encima de los niveles de comienzo de año. b) Decisiones generales de inversión adoptadas. Al inicio del periodo, el porcentaje destinado a invertir en renta fija y renta variable ha sido de 115,28% y -1,28%, respectivamente y a cierre del mismo de 119,31% en renta fija y 0,% en renta variable. El resto de la cartera se encuentra fundamentalmente invertida en activos del mercado monetario e inversiones alternativas. El reajuste de expectativas de tipos y el cambio en las estrategias de política monetaria de los principales bancos centrales provocados por las presiones inflacionistas derivadas de la guerra de Irán, ha hecho que apliquemos un enfoque cauto tanto en términos de duración como en términos de riesgo de crédito a lo largo del semestre. De esta manera, la duración media de la cartera ha permanecido estable en torno a los 3 años mientras que, por la parte de crédito, la exposición a alta beta se ha mantenido sin grandes cambios, explicando un 35%-40% del total de cartera. El resto del fondo ha permanecido invertido en bonos de calidad en su mayoría dentro del universo de crédito corporativo y financiero. Hemos seguido favoreciendo la deuda privada frente a la deuda pública, en un contexto donde la evolución de los fundamentales es totalmente opuesta. Mientras que los gobiernos se encuentran en una espiral negativa de deuda y déficits, donde los ratings crediticios van a estar presionados a la baja, los fundamentales corporativos siguen mostrando balances sólidos y métricas crediticias solventes. Sectorialmente seguimos con la sobreponderación en sector financiero, en un entorno donde los bancos siguen mostrando gran solidez, y diversificando entre el resto hacia sectores menos sensibles al ciclo, como utilities o compañías de telecomunicación. Dentro de la parte de activos de más riesgo hemos incorporado una nueva clase de activo, deuda emergente de corto plazo. Vemos un momentum favorable para la deuda corporativa y pública de países emergentes, en un contexto de crecimiento global y ciclo de materias primas positivos. A la fecha de referencia (30/06/2026) el fondo mantiene una cartera de activos de renta fija con una vida media de 3,09 años y con una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado 3,58%. c) Índice de referencia. La rentabilidad del Fondo en el período ha sido un 0,96% para la clase A, para la clase B 0,76% situándose en línea con la rentabilidad del 0,82% del índice de referencia. Las posiciones una mayor contribución positiva son los bonos de deuda subordinada de Banco Comercial Portugues call 2029, Intesa call 2029 y AIB call 2029, mientras que las inversiones con rendimiento más bajo han sido US Treasury 2029, Engie call 2028 y JP Morgan call 2028. El mejor comportamiento del fondo frente al índice de referencia de se ha debido principalmente a una mayor exposición relativa a la renta fija privada frente a la deuda pública y a una mayor exposición a la deuda subordinada. Durante el periodo, el tracking error del Fondo ha sido 0,58%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el período, la rentabilidad del Fondo ha aumentado un 0,96% para la clase A, para la clase B 0,76%, el patrimonio se ha reducido hasta los 182.542.548,3 euros y los partícipes se han reducido hasta 1320 al final del período. El impacto total de gastos soportados por el Fondo en este período ha sido de un 0,23% para la clase A, para la clase B 0,43%. El desglose de los gastos directos e indirectos, como consecuencia de inversión en otras IICs, han sido 0,23% para la clase A, para la clase B 0,43%, respectivamente. A 30 de junio de 2026, los gastos devengados en concepto de comisión de resultado han sido de 0,0 euros. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del Fondo se encuentra por encima con el 0,89% de rentabilidad obtenido por las IICs de UBS Wealth Management,, S.G.I.I.C., S.A. de su misma categoría. 2. INFORMACION SOBRE LAS INVERSIONES. a) inversiones concretas realizadas durante el periodo. Las principales adquisiciones llevadas a cabo en el período fueron: EDP SA 4.75% CALL 28/02/2030, COMMERZBANK 6.5% CALL 09/10/29 PERP, SCHNEIDER ELECTRIC 2.75% 04/07/30, DANONE SA 3.379% VTO 01/04/30, RENAULT SA 4.125% 09/06/2031, COCA-COLA EUROPAC 1.875% 18/03/30, BANCA MONTE PASCHI 7.708% 18/01/28, CRH FUNDING 1.625% 05/05/2030, ZURICH FIN.IRELAND 1.875% C17/06/30, TELIA COMPANY 0.125% 27/11/2030, ASTRAZENECA 0.375% 03/06/2029, ABN AMRO BANK 0.5% 23/09/2029, COOPERATIVE RABOBANK 4.875 PER C29, INTESA SAN PAOLO 9.125% CALL7/09/29, BANCO SANTANDER 3.875% 22/04/2029, ASTRAZENECA 3.121% 05/08/2030, ENEL SPA 4.5% CALL 14/10/32 PERP, AMADEUS IT 3.375% 25/03/2030, CELLNEX FINANCE 3% 19/01/2031, TOYOTA MOTOR 3.125% 20/04/2032, ENBW 3.625% CALL 10/02/2031, AMAZON.COM 3.10% VTO 16/03/2030, ALPHABET INC 3.2% 11/05/2030, ANHEUSER-BUSCH INB 3.45% 22/09/2031, NEUBERG BRM-SH DUR E-EUR IA. Las principales ventas llevadas a cabo en el periodo fueron: EDP SA 1.5% CALL 14/12/2026, EUROPEAN INVT BANK 2.75% 17/07/29, DEL ESTADO 1.45% VTO.31/10/2027, DEL ESTADO 3.5% 31/05/2029, DEL ESTADO 1.5% VTO.30/04/2027, BUONI POLIENNALI DEL TES 1.1% 01/04/27, RENAULT SA 3.875% 30/09/2030, KUTXABANK 4.75% CALL 15/06/2026, UNICAJA 4.875% PERP CALL 18/11/2026, GENERALI 3.875% VTO 29/01/29, COOP RABOBANK 3.25 C12/26 CO, IBERDROLA INT 1.874% PERPET CALL, TENDER ABERTIS FINAN 2.625% PER CAL 1/27, ENI SPA 2% PERP CALL 11/02/2027, NATURGY FIN 2.374% PER CAL 23/11/26, SWEDBANK HYPOTEK 1.375% 31/05/2027, ENEL SPA 6.375% CALL 16/04/28 PERP, NATWEST GROUP 4.699% CALL 14/03/27, SECURITAS TREASURY 4.25% 04/04/27, MEDIOBANCA DI CRED 4.875 C 13/09/26, AMADEUS IT 3.5% 21/03/2029, CELLNEX FINANCE 3.625% 24/01/29, BBVA 4% CALL 25/02/2032, US TREASURY N/B 2.875 VTO.15/05/2028. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. A 30 de junio de 2026, con el objeto de gestionar el riesgo de tipos de interés, el Fondo invierte en derivados cotizados sobre bonos. A 30 de junio de 2026, con el objeto de gestionar el riesgo de divisa, el Fondo invierte en futuros de divisa. El porcentaje de apalancamiento medio en el periodo, tanto por posiciones directas como indirectas (Fondos, Sicavs, o ETFs), ha sido de: 15,42% El grado de cobertura en el periodo ha sido de: 4,13% Durante el periodo la remuneracion del la cuenta corriente en Euros ha sido del EURSTR Overnight +/-50 pbs. Actualizacion diaria. d) Otra información sobre inversiones. A 30 de junio de 2026, el Fondo tiene en cartera activos denominados como High Yield en un 12,32% del patrimonio. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. En referencia al riesgo asumido por el Fondo, a 30 de junio de 2026, su VaR histórico ha sido 2,52%. Asimismo, la volatilidad del año del Fondo, a 30 de junio de 2026, ha sido 2,64%, siendo la volatilidad del índice de Letra Tesoro 1 año representativo de la renta fija de un 0,66%, y la de su índice de referencia de 1,58%. La volatilidad del fondo ha sido superior a la de su índice de referencia debido a la mayor duración de la cartera y al mayor peso en subordinación, activo que por su naturaleza tiene una mayor volatilidad estructural. 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. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. De cara a los próximos meses mantenemos nuestra visión positiva sobre la renta variable global, respaldada por un entorno macroeconómico constructivo caracterizado por un consumo resiliente, un sólido acceso al capital, políticas fiscales de apoyo y una recuperación del sector manufacturero. Esperamos que las tendencias estructurales sigan siendo favorables, aunque puede ser necesario un enfoque más selectivo dentro del sector de la inteligencia artificial. En conjunto, estos factores de apoyo, tanto macroeconómicos como estructurales, deberían favorecer un fuerte crecimiento de los beneficios empresariales. Prevemos un crecimiento del beneficio por acción (BPA) del 20% para el índice MSCI AC World este año. Aunque es probable que los sectores tecnológicos continúen liderando el crecimiento, esperamos que tanto la evolución de los beneficios como el comportamiento bursátil se amplíen progresivamente a otros sectores a medida que avance 2026. En este entorno, seguimos recomendando una exposición bien diversificada entre regiones y sectores. No obstante, continuamos vigilando de cerca varios riesgos clave, entre ellos el calendario de reapertura del estrecho de Ormuz, el aumento de la inflación y de las rentabilidades de los bonos, así como la creciente competencia dentro de los sectores tecnológicos. Respecto a la cartera, dado el frágil y volátil entorno macro y geopolítico seguiremos con un enfoque moderado en términos de riesgo, sin asumir más exposición a: (i) tipos mientras las curvas no ofrezcan mejor remuneración por riesgo de duración, y (ii) activos de alta beta mientras los diferenciales de crédito no coticen más acorde con el escenario de debilidad en el que nos situamos. Seguiremos apostando por crédito corporativo y financiero como principal pilar de la cartera. No aplica Durante el periodo no se han realizado operaciones 133657343 604 0.74 187927827 1332 0.89 55613244 175 1.93 0 0 0.00 0 0 0.00 120024941 308 5.50 0 0 0.00 27908145 242 4.87 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 74050341 122 3.14 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 214416633 1059 0.85 0 0 0.00 0 0 0.00 813598474 3842 1.95