xbrli:pure iso4217:EUR CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2025-01-01 2025-06-30 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2024-07-01 2024-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2025-01-01 2025-06-30 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2024-01-01 2024-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2025-04-01 2025-06-30 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2025-01-01 2025-03-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2024-10-01 2024-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2024-07-01 2024-09-30 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2023-01-01 2023-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2022-01-01 2022-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2020-01-01 2020-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2022-01-01 2024-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2020-01-01 2024-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2025-06-30 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2024-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2023-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2022-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 5739 02 02 2025 EUR BBB+ false CAIXABANK ASSET MANAGEMENT SGIIC Paseo de la Castellana, 189 Madrid EM a través de formulario disponible en www.caixabank.es www.caixabankassetmanagement.com 05 Paseo de la Castellana, 189 Madrid tel.900103368 EM a través de formulario disponible en www.caixabank.es 2023-03-10 06 20 2 en una escala del 1 al 7 El fondo invierte su patrimonio en activos de renta fija, tanto pública como privada. Los activos en los que invierta el Fondo tendrán, en el momento de la compra, una calificación crediticia media (mínimo BBB-) o, si fuera inferior, la que tenga en cada momento el Reino de España. La duración media de la cartera será igual o inferior a un año. La exposición a riesgo divisa no podrá superar el 10%. La metodología aplicada para calcular la exposición total al riesgo es la metodología del compromiso. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 0.00 0.22 0.00 0.47 2.36 3.41 2.36 3.68 2 CAIXABANK RENTA FIJA CORTO PLAZO, FI CL ESTANDAR EUR 119199989.50 28644307.13 33402 8149 0.00 0.00 false 600 EUR 756942526 179914684 121402537 6.3502 6.2810 6.0928 0.49 0.49 0.00 0.00 0.49 0.49 01 0.03 0.03 01 1.10 0.58 0.52 0.67 1.18 3.09 -0.07 -0.07 2025-04-04 2025-04-04 0.07 0.10 2025-04-17 2025-01-31 01 0.37 0.38 0.37 0.36 0.42 0.42 19.69 24.00 14.41 12.94 13.94 13.26 0.07 0.07 0.00 0.04 0.12 0.11 ICE BofA 1-3y Euro Large Cap Corp (Open) 35%, ESTR Compound Index 50%, ICE BofA EUR 1M Depo Offered Rate Const Mat 15% 0.30 0.23 0.36 0.38 0.33 0.39 0.05 0.05 0.05 0.05 0.05 0.05 0.53 0.27 0.26 0.27 0.27 1.08 0.90 true 142001_20250630_VL png 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Nf0acknQhQKBreKJaBonckomkw0Agk00o3JLSVDH46bev27O2SV1KqIJ4YgfXUg2AAg20fQZkUuCqrZQIHaEXZ5NL0U0IRpRSdlcuAkQTKLRjQjbxtlIULXiwf66UKBhq3gimkba9yzGJt988w0ZwU8qKyv5EKBhRPPRqtVyTQ9EU19cHmWXoanZ0rOBqngimsYJrafUWOWddcWmbt9UpzGecEKNOOuss+See+6RzZs3O32MhteN3oPX8ZXrrrvO6+e89NJLcuqpp0pSUlKN8/Hl3PQcWrdubc7p7rvvlq1bt9Z5zNtvv+3y2F9//bXcf//9cvbZZ0uXLl3kxx9/rLrvww8/lFtuuUXOOOMMadWqVY3PTM/jlFNOMaE/K//85z/l5ptvRjS+PGnsxOlBX7a5qaPrMJsMaoCFAoimcUIXtkx5YW5AG9uKlZ/K8PyJ0nlEkXQbVSSphZNlw6YtThPrgQMHZPjw4XLHHXf4lXzrE42712moY3uCIzE3xNBlmzZtZNmyZUbkixYtknvvvbfOY1Sqrt7nM888I5MmTTJfCGbPni0jR46suu/qq6+WJUuWGPnYbDa5884765yHQzhK7969Zfr06YjGlycl28eRnDyIW6JtMszPKp6IpvEir6wiYA3t7RUfy50D6l7g3D6xoEo29SW/I0eOmG/PgRRNfa+jw+NPPfWUnHvuufLEE0/Iv//97xrPLygokD/84Q81vr3X7mV9/PHHRl7au7j44ovrTbi1n+OsR+PJsZTTTz/dCEL54YcfapyTozfjTjTnn39+1TFUWM56afoYfT/1vV/9WYdi9TP6+eefEY0vT4pNySMxebFQYOAou/RLH49ogjx0S6VAoN/Uh1idr9LUnk19AtD5jrFjx9b4Vh4I0dT3OkOGDJH169ebRDtr1iwzrFX9+XFxcSaRV//2XvvYmqDnz59vjjFlyhS54IIL3L4fZz97eqy77rpLXn75ZfnPf/4jr7zySo0eh6M3427oTOXqmGs6ePBgDZlUZ9euXfKXv/zFaY9Ge0LZ2dlM0CCaxotHB9lkqA8LBRBNYy5xHhuQRqbfbO8Z6LzN6DCaJtDacyf6bbx9+/YmoTmbX/FVNO5e5/LLL6/alue///2v+WZe/fn79u1zK4fq6Ld6Z/d5IhpPj7Vy5Uoz36P3a7JftWpVnd6MO2G3a9dO5s6da/5uTz75pJx44on1Ps5qtZphuvrmaGbMmGE+w4qKijrzNojGQyJpj7OGruKpm3N2T5uMaIKxtPPI3IA0Mt3epvWzzi8HeCZ5rBm6ciQ/7QFporvxxhvl22+/9XoOxJ2IPHmd0047rcZxNHk7ew/O5KC9gaysLDMEd+WVV/olGk+Pdfvtt5uejPZodI6meo/G0Ztx9zlu377dHEd7NoWFhWY4rjba20tISHB6jHHjxpleYX3zNojGQ6KGkZT8iR7P2WRARrFHCwUQTeMu4AjEtTTaM+g/usTp6+oCgfqSX2lpqZkf8Xey3d3QWX2v06JFC6dzC56KRpN8RkaGSfyamP0RjafH0pVijp5Y7TkaX1bsbdq0SS655JI6Q2Z9+/Y1MnM2VKqLBv71r3/5vYoO0ZCY/NvIsd+vOwq4q+KJaBovHhpglcOHDwekoS169S25vlc9hdcG5JnVaM4S0QMPPFBjyCVQiwFqv05sbKysW7fOJNMJEya4XPlW/bZ+a9+7d2/VXMfq1avNZ9qnTx+/ROPpse677z55//33zaowlZIudfZ2dVzLli1l4cKF5rXsdrt07ty56j5d3vzII49ULRaoD51L6tixo9OVaIgG0TR6Fc+4lGzpmzYB0QRB3BVrrTH30NALAlQ22rPRYTSds9EFAroazVXy27Ztm5kIdyS2QImm9uscOnTIzNtoD+HPf/6zuR7EE9F06tRJzjzzTPPzggUL5JprrjG9I12l5o9oPD2W4zoafQ/6r7Nrg1ydw/Lly+Wqq64y567C0M/Cgc5VuesVqZQdc0P1XVuDaDyAXQEaPrTcQnxGoXSoZ6EAomnEfet6Wc1wRyDRYR2ds9GJZra8qR/tjTR2DyAmJoYPPphEo91JHWIgMTVstOxhlcT0ulU8EU14iQbcU15ebhYfNGYPQC9YBUQTMRE93C4DqlXxRDSIBiDiRKPdfq1ISGIKXLSJsUlCep5ZKIBoEA1AxIlGG6I2SBJT4Kt4Dk7JlqR0PovGiut7WmXDxo1kBQBEE3m7QfM5NE5cEWWTZa8vJysANLVovvjiC7m2B6IhEA0ABEg0ehGXNkgSExFuoV+g1qxbT1YAQDQEwWIACB6oKhoA0WzcuFFadkc0BOWcfUGvvF+3foNs3LylTpXNP/3pT1JWVrNUgd7W33vzGE9pyGM1WEIKwf3AfKkq6s+56k4FukNCbXRFsCd7uW3YsMHssqDXKumuD9V3uHZVodSfCqIsbyaIRtjrzOyUvPBlGZ4/VbqmTpUe6RWSWjhNXq42J6SJQbc+0Z2cFf33sssuq7Mti7vHeJPoGupYkSyaxnzPW7ZskVtvvbXe19TKn48//rjbY/Ts2dPUyfnuu+8kOTm5al82xVWFUn8qiHr9Cek3Mt0yhcREhFs8GW+r08toKBa/8oZEpU+vs8VQ9OipsuLjT6oSVlRUlCncpei/mgRqi8bdY7xJkO6O5a7Spm7df8stt5jbulDohhtukGbNmtWo0+KqOqaWkb7//vvlnHPOkcmTJ9d4bf3mrrVhfvvb35oEWruUQfX3MXXqVFMMTWPx4sXy2muvmdeqvceYq2M6qxzq6nPwpqpo7c/Ll3Nt3ry5KfxW3987PT1dMjMz3f7dtTejn7uyY8cOuf7666vuc1Wh1J8Koj6puGdyNomJCLvQzWIDNYafWjjV6cap2aXTqxqv7pScmJhobuu/WtekdgN39xhvROPuWO4qbepQm34zVjQR5+XlmSSvPaXqQ0vOqmNGR0dLSUmJSeT6c/XXHjhwoBQVFZmelgpgwIABTs+jV69eJvnPmzfPfOPXkgL6vNp7prk6pqvKoe4+B0/Otfbn5cu5OnbGru/vraJq1aqVkaH2THbu3FnvMaqXUtDduR2boCquKpT6U0HUJ9HEZRSQmIiwC/0CFQh2794tfTIrnIpmWO7UqsJnOubt+MarCXPt2rV1ROPuMd6Ixt2xvKm0qUl1//79Ll+zdnVM/dbvGK7UgmPV77viiiuqvtnrN/5LL73U6Xk43oe+V71dfcdlT4/pqnKou8/Bk3N1dXxPz9XVa+pnqZLX9/nRRx85HUY76aSTqn7+3//+V6OCqKsKpf5UEPVJNKNyS0lMRNjFgNT8gIhGhxhiLc57NDpv4yjlrA1fh550GOq8884zczu1k5W7x1R/rLtKm+6O5a7Spj7fwcknn2yScG1cVces/hzt+dV+bccO1/oYZ7s5134frkoAuDqmu+d5UnHU1bm6ep+enqun80J6LB2OrA/9QuAY7tKei/ZwHLiqUFodbyuI+iSavLIKEhMRdjEiuzhgCwFs46Y5Fc3YiTNqJA+tA6OTrG3btq13bNzdY7ydxHZ1LG8qbV544YUm0dbGVXVMPb7jOVq5svp9+q3esVBBH6PzE568D1e3XR3T1fM8/Rxcnauv78sX0WivRr9A1IeW7v7qq6+qPvNrr7223mG12nM01f8/e1tB1CfRTJuzQJp3JjER4RPNOtkld9zEgK0W+mTNZzLEXnf4bETeFNm2fUeNhpqfn2++4VqtVqeicfUYb0Xj6ljeVNrs0KGDKQv97rvv1pijcVUdU+cicnNzzRxN//79a9ynNWJ0kl8Tns5b6Gopf0Xj6piunufqc/C0qqiv78tT0Wjy1yEzFcWKFSukX79+9T5X54O016WvlZaWZua3HHhSodSXCqI+ieb9j1ZxLQ0RdrsCzJy3KKBLUzdt+VKKJs8yy5oziqZJScUc2f3VnjrJQ8fJ9WdN2M5E4+ox3orG1bG8qbSpw2/6bVm/jWuScuCqOqZOjGtP6qKLLjKJtvp9ujLq0UcfNSu4Hn744aqVUv6IxtUxXT3P1efgaVVRX9+Xp6JRyeg1UPqlQctN115RV/Wl55NP5I9//KMRg75Xva6m9nU0riqU+lJB1CfRcC0NEW5xT6yl0baf0W+cVNeExqSpK4j6JBpdZ91+CD0aInyi49Ast98iAUKVpq4g6vMlrX2G55CgiLCJIaOy6GUABJtoBmcWkqCIsInkdCvZACDYRJOaV0aCIsIiruxmk8zcIrIBQLCJpmDCNJIUERahC1vmLFxKNgAINtEsf+9DljgTYRHtB1sCXh4AANH4gG4X0TEB0RChH8+OsLEQACAYRaMk24tJVETIxyh7IZkAIFhFM2PuQmnRhV4NEbpxcRe7lE19gUwAEKyi0W0ZHhzADgFE6MatfWyybv3nZAKAYBWNEpeWT8IiQrrYmc43AkAQi6Z48gy5oBMJiwjNSM0dRxYACHbRbNq8xQw/kLSIUIube9vk1TfeJgsABLtodFmolsAlcREhV7o5yWo2iAWAIBeNklVYTuIiQq7Q2UhLPhkAIFRE8/ry9+QqdgkgQiha97PK3IXLyAAAoSIaHX7oEI9oiNCJmOQsUz4YAEJENEqStYgERoRE6EXGI7NyaP0AoSaaaXMWmKusSWREsMcD/S1muBcAQkw0uktA2ziGz4jgj8EpVjl27BitHyDURKNYx07g4k0iqEMXrRSVT6PlA4SqaHbt/koepldDBHE8HW81vW8ACFHRKFkF4+nVEEEbKdmUbAYIedFs37FT7u/Pjs5E8MUtva3ywcrVtHqAUBeNkppbQq+GCLoYkJpLJU2AcBGN9mruo1dDBFlvZslrb9LiAcJFNKZXk1dGgiOCIrR3PSyD3gxA2IlGywfcGUuvhmj6uOv4/8M33uYCTYCwE41jroZERzRlNO9sl+QMO70ZgHAVjfZq2sTQqyGaLh6Ls8i7H6ykpQOEq2iU56xjSXhEk8RlUTYZnmGjlQOEu2jWrt8grWPYLYBo/IhKyJI1n31OKwcId9HQqyGaIq7tYRXrmHG0cIBIEc3GzV+wszPRuBdnjrDKkSNHaOEAkSIaZfqLC+WaHsiGCHy06meV+UtepXUDRJpodHnpSHuRNGNrGiLAF2cOt4xhOTNAJIpG0Rrt3ZJIhkQAlzMPssnW7f+iZQNEqmiUN9/9QFpzbQ0RgGjZ3SZlU1+gVQNEumiUwvJpcmlX5muIht0BgCEzAERTRWVlpQzNzCdBEg0WMcMtsnffflo0AKL5P7SUwBNDSJCE//H3QRZ5450VtGYARFOXOQuXyo29mK8hfI/boq2SXzKRlgyAaJyTmV9qxtdJmoS3cVX3X/cy06FYAEA0Tjl69KhEj8ghcRJeT/7Hj8qSr/Z8TSsGQDTu0Y0P7+vPKjTC8+j7XJasWLmaFgyAaDxn/LRZ5joIkijhLtoPtsiCpa/RegEQjXfo9Q/ZxeVm3J1kSrjax2wCF2UCIBp/ZJOWXYhsiHpDN2XNOf5lBAAQjV/oCqJRtjHIhqgRF3exH/8SUsSV/wCIpuFkk5zxa/Eqkiyh2xUlWQpYxgyAaBoWLVql10hwQSfXyqRlj0UyAIgmMBw8dEiS07KQTYSG/t3T7PRkABBNI/RsRtCzibj4a9/jkrGNQTIAiKZx0GSjSQfZREbc/6xFMnOL5NixY7RQAETTeGjSsY8tk5t6I5twjnZxFskuLGV1GQCiaRo0+ZRMfl5ui2bpc7jFBZ3sEpWQJVNmvkirBEA0Tc/U2fPlvv70bMJpg8yYZIu8+8FKWiQAogkeNCn1SbaZC/lI1qF9jcyQNLvs2LWL1giAaIKP/QcOyghLntzMvE1Ihm6impJdZEpFAACiCVp03qa4vEKejs+SZp1I3qESDw+0SsmUGUz6AyCa0EFrxmshLN14kUQe3L2YIal2Wbt+A60PANGEHnv37ZdRWdnyyECLWcVEYg+e0N7mk4MtklM0QX766SdaHgCiCe2htHmLXpa4EVlyZTd6N8EQt/axSmJKlnxARUwARBNOfP/99+bq8ocGsFCgKVeUdU/Mkqw8JvwBEE0Y886Kj+TZkdkm6ZH8Gy/ufdYiyRk2Wb32M1oZAKIJf3ROoHjS8/JUPNfdNMZkf9xIq7y09FVWlAFA5IjGgS4WsI4dL88MtdDDCcBkf8ehVrNFEJP9ABCxonGwa/dXMjqvSDoPZcFAQwhG58Eyx5QZkQMAIJpqbN+xU9Js+dIjketvvA0dgnwy3iY5JZPlqz1f05IAANG44out20wPJyY5S26i5o3blWTdkuxSWjHTFKUDAEA0XqCJc/KMF2Vwis1UeEQsNcsq9xuZIzPnLWIOBgAQjb/oaildFj3SXmT25IrUhQM6f9Ux0S6ZY8abiy2peAkAiCYAHDp0SMqnz5GEzHyzWk2H1sJ5e5sWXWzyyCCbJNuKZfErr9N7AQBE09jSmT5nvowYnSN9krLkrlirXBZlC4trX3RiP350oUx5Ya7ZVQEAANE0MZqM5yxcKunZhZKQapUOQ7Lk5t62kChVoHLUJcmxKXlm1djy9z5kixgAQDTBzoEDB2TpP94US+F4iUvLlXaDbWaY7YrjSb0ph9p0fkkXNnQ43mPpn5ovmQUTZP6SV03vDAAA0YR4j2f9hg1mlVZOcbmMtI6RISk2s4T66eO9n78NsEjrfla/ZaQ9KH2+rgrTobzHBtmk9/AcSbIVSV7ZFCOV3bt3S2VlJX8UAEA0kYBOru/Zs0feeneFmWwvm/qCFIyvEMuYEknNKZYka5EMTMs3w1qOSLQUHRdHcY3IGlsuYyZMNXMqy15fLl988aXs27ePa1sAANEAAACiAQAAQDQAAIBoAAAAEA0AACAaAABANAAAAIgGAAAQDQAAIBoAAABEAwAAiAYAABANAAAAogEAAEQDAACIBgAAANEAAACiAQAAQDQAAIBoAAAA0QAAACAaAABANAAAgGgAAAAQDQAAIBoAAEA0AAAAiAYAABANAAAAogEAAEQDAACIBgAAANEAAACiAQAARAMAAOAd/w9MidUv8DdsOQAAAABJRU5ErkJggg== 0 GENERAL ELECTRIC CO CONTADO|GENERAL ELECTRIC CO|1,88|2027-05-28|FÍSICA 3482856 02 AMERICAN TOWER CORP CONTADO|AMERICAN TOWER CORP|0,50|2028-01-15|FÍSICA 950806 02 AMERICAN TOWER CORP CONTADO|AMERICAN TOWER CORP|4,13|2027-05-16|FÍSICA 3506395 02 VODAFONE INTERNATION CONTADO|VODAFONE INTERNATION|2,75|2029-07-0|FÍSICA 7492770 02 BN.BUNDESSCHATZANWEISUNGEN 1.7 FUTURO|BN.BUNDESSCHATZANWEISUNGEN 1.7|100000|FÍSIC 220144375 02 BN.BUNDESOBLIGATION 2.4% 18.04 FUTURO|BN.BUNDESOBLIGATION 2.4% 18.04|100000|FÍSIC 53450650 02 289027852 289027852 false false false false false false false false false true J) CaixaBank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica las comisiones de gestión del Fondo, con entrada en vigor el 1 de enero de 2025, en aplicación del criterio siguiente: Clase Estándar: Mínimo (1,00%; Máximo (0,45%; Euribor12M + 0,45%)) Clase Plus: Mínimo (0,775%; Máximo (0,45%; Euribor12M + 0,45%)) Clase Premium: Mínimo (0,60%; Máximo (0,45%; Euribor12M + 0,45%)) Conociendo que la media diaria del cierre oficial Euribor 12M durante los últimos 10 días hábiles de diciembre 2024 ha sido 2,465%, la comisión de gestión en el fondo en el periodo del 1 de enero al 30 de junio del 2025 es: Clase Estándar: Mínimo (1,00%; Máximo (0,45%; 2,915%) = 1,00% Clase Plus: Mínimo (0,775%; Máximo (0,45%; 2,915%)) = 0,775% Clase Premium: Mínimo (0,60%; Máximo (0,45%; 2,915%)) = 0,60% false false false false true true false true e) El importe total de las adquisiciones en el período es 33.238.598,36 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 0,01 %. f) El importe total de las adquisiciones en el período es 24.940.481.181,95 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 7,58 %. h) Se han realizado operaciones de adquisición temporal de activos con pacto de recompra con el depositario, compra/venta de IIC propias y otras por un importe en valor absoluto de 367,87 EUR. La media de este tipo de operaciones en el período respecto al patrimonio medio representa un 0,00 %. 1. SITUACIÓN 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 globales navegaron un entorno caracterizado por una combinación de alta volatilidad, tensiones geopolíticas y señales mixtas en lo que a los datos macroeconómicos se refiere. A pesar de estos desafíos, los activos de riesgo mostraron una notable resistencia, impulsados por las expectativas de recortes en los tipos de interés y una recuperación parcial del sentimiento inversor tras las correcciones del mes de abril. El crecimiento económico global se mantuvo moderado, con señales de desaceleración en algunas economías desarrolladas, mientras que, en los mercados emergentes, especialmente China e India, se dieron muestras de signos de recuperación. La inflación continuó su tendencia descendente, lo que reforzó las expectativas de que los principales bancos centrales, excepto el Banco de Japón, adoptaran una postura más acomodaticia. En EE. UU., el debate fiscal cobró protagonismo con el avance del paquete legislativo "One Big Beautiful Bill Act" (OBBBA), que contempla un aumento significativo del gasto público y recortes fiscales. Este proyecto, con un impacto estimado de 3 billones de dólares sobre la deuda pública en la próxima década, generó inquietudes sobre la sostenibilidad fiscal a largo plazo y contribuyó a la volatilidad en los rendimientos de los bonos del Tesoro. Por otra parte, el semestre estuvo marcado por un repunte de las tensiones geopolíticas, especialmente en Oriente Medio. En junio, Israel llevó a cabo ataques contra las instalaciones nucleares iraníes, a las que se sumó EE.UU. con una respuesta militar limitada. Aunque estos eventos generaron un aumento temporal en los precios del petróleo y del oro, el impacto en los mercados fue contenido gracias a la rápida implementación de un alto el fuego. En el ámbito comercial, EE. UU. adoptó una postura más agresiva con el anuncio de nuevos aranceles el 2 de abril que se sumaban a los previamente fijados, lo que provocó una corrección bursátil muy fuerte en los primeros compases de ese mes. Sin embargo, la mayoría de estas medidas fueron impugnadas legalmente y algunas anuladas por motivos procesales. En paralelo, el movimiento del mercado y otros factores llevaron a EE.UU. a abrir negociaciones con socios clave como la UE, Canadá y China, provocando un retraso de su aplicación y reduciendo el riesgo de una escalada comercial mayor. En este entorno, los mercados de renta fija han tenido rentabilidades positivas en el semestre, beneficiándose de la caída de las Tires y la estabilidad de los diferenciales de crédito. En EE. UU., el índice Bloomberg US Treasury subió un 3,79% en el periodo, mientras que los bonos corporativos de grado de inversión americanos medidos por el índice Bloomberg US corporate subieron un 4,17%. El high yield también tuvo un buen comportamiento, con un retorno del 4,57% en el semestre. En Europa, el comportamiento ha sido más modesto. El índice Bloomberg Pan-European Aggregate se mantuvo prácticamente plano hasta junio, con una rentabilidad positiva de un 0,7% en el semestre. Los bonos corporativos europeos de grado de inversión y high yield, por su parte, avanzaron un 1,52% y 2,30% respectivamente. La expectativa de recortes de tipos, impulsada por los datos económicos más débiles y una inflación más contenida, han sido el principal motor de este comportamiento. En este entorno, el fondo ha tenido un buen comportamiento gracias principalmente a la buena evolución de los activos debido a la bajada de los tipos de interés, y a los estrechamientos de los índices de crédito, con un muy buen comportamiento de los activos con mayor beta. b) Decisiones generales de inversión adoptadas. Durante el periodo hemos mantenido una visión moderadamente constructiva sobre la evolución de la renta fija tanto en gobierno como en crédito, y esto nos ha llevado a tomar un posicionamiento acorde. En cuanto a la duración del fondo, decidimos mantenerla en la banda alta del rango, a través de activos de renta fija privada principalmente. Con esto tratamos de asegurar unos niveles de rentabilidad que a corto plazo bajarán y además, para poder beneficiarnos de las caídas en las tires descontadas por el mercado. La duración la hemos ido construyendo con la parte corta de la curva, principalmente hasta 3 años, tanto con activos de renta fija privada como de deuda pública. En gobierno, mantenemos una visión positiva en deuda periférica, y las inversiones se han centrado en deuda española e italiana principalmente, y puntualmente en deuda francesa. En cuanto al crédito, mantenemos la preferencia por la parte financiera, donde además somos constructivos en la parte subordinada. Continuamos con la inversión en el fondo de bonos subordinados con calles cortas. Respecto al resto de sectores, si bien somos muy selectivos en cuanto a nombres, primamos un mayor posicionamiento en aquellos menos cíclicos en favor de aquellos más defensivos, como utilities ó telecomunicaciones. La aprobación del plan fiscal alemán, nos ha llevado a estar positivos en algunos nombres industriales con presencia en Alemania y en Europa. Por otro lado, y después de la victoria de Trump, considerando la misma positiva para los activos de riesgo americanos, incrementamos el posicionamiento en los mismos dentro del corto plazo de la curva. La duración tambien se ha ido gestionando a través de futuros sobre tipos de interés, en concreto futuros sobre el bono alemán a 2 y 5 años. En este sentido, durante la primera parte del periodo adoptamos un leve posicionamiento de aumento de la pendiente en la cartera, vendiendo futuros a 5 años, si bien hacia mediados finales del mismo, decidimos adoptar un posicionamiento más neutral en términos de estrategia por plazos. La liquidez remanente, se ha ido invirtiendo a través de operaciones en el mercado monetario, combinadas con la remuneración del cash, en cuenta corriente. c) Índice de referencia. El fondo tiene como índice de referencia el ICE BofA 1-3 Year Euro Large Cap Corporate Index (ERL1) en un 35%, el índice ICE BofA Euro Currency 1-Month Deposit Offered Rate Constant Maturity Index (LEC1) en un 15% y el índice ESTR Compouded Index (ESTCINDX) en un 50%. La gestión toma como referencia la rentabilidad del índice únicamente a efectos informativos o comparativos. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. El patrimonio del fondo ha aumentado en el periodo en un 320,72% en la clase estándar, un 416,64% en la clase Plus, un 301,31% en la clase sin Retro, y un 398,51% en la clase Premium. El número de partícipes ha aumentado en 25.253 participes en la clase estándar, en 22.955 partícipes en la clase Plus, en 7 participes en la clase sin Retro, y en 656 participes en la clase Premium. Los gastos directos soportados por el fondo han sido del 0,53% (clase estándar), del 0,11% (clase sin Retrocesión), del 0,41% (clase Plus) y del 0,32% (clase Premium) en el período. Los gastos indirectos soportados por el fondo han sido del 0,0026% en todas las clases. La rentabilidad neta del fondo ha sido del 1,10% (clase estandar), del 1,53% (clase sin Retro), del 1,21% (clase Plus) y del 1,31% (clase Premium), por debajo todas ellas a la de su índice de referencia que ha sido del 1,52%, salvo la rentabilidad de la clase sin Retro que ha sido superior. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo, en las clases estándar, Premium y Plus, ha sido inferior a la rentabilidad media de su categoría, renta fija euro corto plazo, que ha sido del 1,42%, y en las clases sin Retro ha sido superior. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el periodo, se han producido suscripciones muy fuertes en el fondo, que hemos tratado de ir invirtiendo aprovechando el buen momento de mercado, ante la posibilidad de nueva bajadas de tipos y rentabilidades futuras más bajas. Las inversiones se han centrado tanto en bonos de renta fija privada, principalmente de cupón fijo, de emisores financieros, y no financieros, así como de gobiernos. Dentro de los activos de deuda pública, hemos estado invirtiendo en letras o bonos hasta dos años españoles e italianos y en menor medida, franceses. Dentro de los activos de Renta Fija privada hemos ido comprando activos hasta 3 años más o menos, bien a través del mercado primario, como en activos del mercado secundario, siempre manteniendo una buena diversificación por país y emisor. En este sentido, acudimos al primario de Toyota, BMW, Canadian Imperial Bank Y en secundario compramos bonos de Engie, BBVA, Cellnex, Logicor, Bayer ó Telefónica, por ejemplo. Nombres industriales como Alstom, Siemens o Basf, que se verán beneficiados por el Plan de Infraestructuras. En general, hemos tratado de reducir en el periodo la exposición a Francia, por toda la inestabilidad que puede todavía generar y para evitar la volatilidad en el fondo. De esta forma, no se han renovado en su totalidad los activos que vencían de Gobierno a muy corto plazo, y no se ha incrementado el peso en algunos nombres de crédito francés. Gestionamos la duración el fondo a través de futuros sobre el bono alemán a 2 y 5 años. En este sentido, durante el periodo adoptamos un leve posicionamiento de steppening en la cartera, vendiendo futuros a 5 años, para más tarde neutralizarlo, y recomprar dichos futuros. La liquidez remanente ha sido invertida en operaciones del mercado monetario (REPOS) y ha sido remunerada en cuenta corriente. Dentro de los activos que más han aportado al VLP en el semestre, están los activos de deuda pública como el bono italiano BTP 3,1% 28/08/2026, el BTPS 3,6% 29/09/2025 y el BTPS 3,20% 28/01/2026. En Renta Fija privada destaca el bono de VINCI 1.625% 18/01/2029 o la ETF ISHARES EUR CORP BOND 0-3YR ESG SRI UCITS. En cuanto a los activos que más han detraído en el período estarían los futuros vendidos de Bobl y Schatz, que se utilizaron para gestionar la duración del fondo. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El fondo ha realizado operaciones con instrumentos derivados complementando las posiciones de renta fija para gestionar de un modo más eficaz la cartera. El grado medio de apalancamiento ha sido del 9,55%. d) Otra información sobre inversiones. A la fecha de referencia (30/06/2025) el fondo mantiene una cartera de activos de renta fija con una vida media de 1,27 años y con una TIR media bruta (esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado del 2,34%. Este dato refleja, a la fecha de referencia de la información, la rentabilidad que en términos brutos (calculada como media de las Tasas Internas de Retorno o TIR de los activos de la cartera) obtendría a futuro el FI por el mantenimiento de sus inversiones a vencimiento. La rentabilidad finalmente obtenida por el fondo será distinta al verse afectada, en primer lugar, por los gastos y comisiones imputables a la IIC y como consecuencia de los posibles cambios que pudieran producirse en los activos mantenidos en cartera o la evolución de mercado de los tipos de interés y del crédito de los emisores. La rentabilidad media de la liquidez durante el periodo ha sido del 2,36%. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del fondo ha sido del 0,37% para todas sus clases, superior a la del índice de referencia, que ha sido del 0,30% y superior tambien a la de la letra del Tesoro a un año que ha sido del 0,07%. 5. EJERCICIO DERECHOS POLÍTICOS. N/A 6. INFORMACIÓN 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 ANÁLISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. La capacidad del mercado para digerir primero el caos de abril y luego adaptarse a medidas como las concesiones, las prórrogas y los acuerdos vacíos, pero medianamente efectivos ha generado una falsa sensación de normalidad. Esta percepción no significa que los problemas estructurales hayan desaparecido. La dificultad para gestionar la incertidumbre ayuda a reducir riesgos. En renta fija, mantenemos una postura neutral en duración con una ligera preferencia por el crédito. Finalmente, anticipamos un período de baja liquidez en los mercados durante los próximos meses de verano, lo que podría subir la volatilidad. Esta volatilidad, lejos de ser vista como una amenaza, se percibe como una fuente potencial de oportunidades que permite aprovechar los movimientos del mercado sin comprometer la estabilidad de la estrategia general. En este entorno, seguiremos gestionando la duración del fondo de forma activa y adaptándonos a la volatilidad de los mercados, con una visión positiva en la parte corta de la curva. En cuanto a la exposición en crédito del fondo, seguiremos moderadamente optimistas, con preferencia por la parte financiera frente a la no financiera. Dentro de la deuda bancaria preferimos deuda subordinada y dentro de la no financiera, estaríamos positivos en aquellos sectores menos cíclicos como utilities ó telecomunicaciones. Seguiremos dándole un sesgo más ESG a la cartera de crédito, comprando bonos verdes, sociales o sostenibles. No aplicable Apartado 11: Información sobre las operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total (Reglamento UE 2015/2365). 1) Datos globales: a) Importe de los valores y materias primas en préstamo. N/A. b) importe en activos comprometidos de tipo OFV: A fecha fin de periodo hay adquisiciones temporales de activos por importe de 386.999.487,47 ? que representa un 10,97% sobre los activos gestionados por la IIC. 2) Datos relativos a la concentración: a) Emisor de la garantía real de las OFV realizadas: spain government bond b) Contraparte de cada tipo de OFV: CAIXABANK 3) Datos de transacción agregados correspondientes a cada tipo de OFV y de permutas de rendimiento total, que se desglosarán por separado con arreglo a las categorías siguientes: a) Tipo y calidad de la garantía: N/A. b) Vencimiento de la garantía: N/A. c) Moneda de la garantía: N/A d) Vencimiento de las OFV: Entre un día y una semana. e) País en el que se hayan establecido las contrapartes: ESPAÑA f) Liquidación y compensación: Entidad de contrapartida central. 4) Datos sobre reutilización de las garantías: a) Porcentaje de la garantía real recibida que se reutiliza: N/A. b) Rendimiento para la IIC de la reinversión de la garantía en efectivo: N/A. 5) Custodia de las garantías reales recibidas por la IIC: N/A. 6) Custodia de las garantías reales concedidas por la IIC: N/A. 7) Datos sobre el rendimiento y coste: N/A. 29392141912 1704993 1.39 3307313543 622267 -6.12 1161833053 47949 0.97 3293192221 113266 0.43 0 0 0.00 1750794189 61640 -0.52 869789559 252575 23.73 17680209112 1929145 -2.70 0 0 0.00 81341878 2689 1.30 109847721 4981 1.03 0 0 0.00 2733808374 373071 2.95 6706984105 225972 -1.80 0 0 0.00 0 0 0.00 0 0 0.00 20428692418 328964 1.08 7989974149 520309 1.42 1367541056 24405 8.04 7625991 316 1.36 96881089282 6212542 0.37