BANKINTER AHORRO RENTA FIJA FI 1.0.0 2024-01-01 2024-06-30 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2023-07-01 2023-12-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2024-01-01 2024-06-30 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2023-01-01 2023-12-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2024-04-01 2024-06-30 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2024-01-01 2024-03-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2023-10-01 2023-12-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2023-07-01 2023-09-30 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2022-01-01 2022-12-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2021-01-01 2021-12-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2019-01-01 2019-12-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2021-01-01 2023-12-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2019-01-01 2023-12-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2024-06-30 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2023-12-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2022-12-31 BANKINTER AHORRO RENTA FIJA FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure BANKINTER AHORRO RENTA FIJA FI 687 02 02 2024 EUR A- S&P false MARQUES DE RISCAL, 11 DP Madrid EM N/D http://www.bankinter.com 05 Servicio Atención al Cliente Bankinter - C/ Pico San Pedro, 1. 28760 Tres Cantos (Madrid). Teléfono: 900 80 20 81. EM N/D 1996-09-11 08 02 2, en una escala del 1 al 7 Se invertirá, directa ó indirectamente a través de IIC (máximo 10% del patrimonio) en activos de renta fija pública y privada (incluyendo instrumentos del mercado monetario no cotizados, líquidos y depósitos), de emisores y mercados mayoritariamente de la OCDE o UE, aunque podrá invertir de forma minoritaria en otros países, incluyendo países emergentes; no existiendo predeterminación en cuanto al rating mínimo de las emisiones u otros activos de renta fija de la cartera del fondo. La duración media de la cartera será inferior a 2 años. El riesgo divisa no superará el 10% de la exposición total. La inversión en activos de baja calidad crediticia puede influir negativamente en la liquidez del fondo. Las IIC en las que se invierte son IIC financieras de renta fija 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 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. 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: - Los 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 de sus participaciones. El fondo ha realizado durante el periodo operaciones en instrumentos financieros derivados. 01 0.22 0.44 0.22 1.00 2.83 2.17 2.83 1.83 002 CLASE R EUR 127359.95 133943.85 2719 2853 0.00 0.00 false 1 129676688 134872365 112672676 142669245 1018.1905 1006.9321 973.1717 1015.2858 0.27 0.27 0.00 0.00 0.27 0.27 01 0.06 0.06 1.12 0.63 0.49 1.76 0.77 3.47 -4.15 -0.64 0.18 -0.07 -0.10 -0.41 2024-06-07 2024-01-04 2022-06-13 0.13 0.13 0.33 2024-05-15 2024-05-15 2022-07-22 01 0.76 0.76 0.77 0.86 0.70 0.99 1.45 0.39 0.29 13.19 14.40 11.83 12.11 12.15 13.96 19.41 16.19 12.41 0.52 0.43 0.60 0.45 0.54 0.76 1.45 1.02 0.25 50% Bloomberg Barclays Euro Treasury Bills + 50% Bloomberg Barclays EuroAgg 1-3 0.66 0.61 0.72 0.71 0.71 0.99 1.12 0.21 1.66 1.11 1.11 1.11 1.10 1.09 1.10 1.11 0.77 0.41 0.33 0.16 0.17 0.17 0.17 0.66 0.66 0.66 0.66 false 20248112C1707202410826406.jpg jpg 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s7x6yqusrDaIVaCSZc+rERMMDp1OOM9DWDfWVxd3HheeCyaCK0vDNNCxQG3Q2k8YBCkg4Z0XCk9eOBmt6gAooooAKpx6hCbqa3lntFcXHkRKs4Z2byhJtZcDa+3c20Z+UBu+BcrgGhu5fEGpX9haNfHT/EqzyQQyIrup0yOE7S5C5BkBwSOAe/FAHV/23C+vWmmweXMlxb3UpnSQEI0EkUbJgd90hB54KEY9Kmt65qejrd3n9jxyaVZR+bPO13tlZAu5mjjCkNgZ4ZlJIOAeM42h6VrFhe2eoXWmOGii1l5IIpo2bdPeRzRIpLAEsqnBJAHcrV/W7vVZtVaybw1qF5pMex/Mtprb/SW67SJJUIQHGRj5iP7udwBau9c1OwvEe60eOPTHu0tROLvdNl3EaP5QXGwsy/x5AOSo5A365Z7vVbzxEsd74a1A2FtcAW0qTWxjY9PPfMofAySFCkjrgtgL1NABRRRQAVzdr4x0+51bXIGudPhsdHdIbm6kvVBWUgHBXGFUZK7iw+ZWXHBrpK4fU9B1h7zUry1a8hI1tL6L7E0Bmmi+wpAdvm5jB354fHCkjsaAN678TWFlqdjBNcWyWd3ZzXQvXnVYwEeFQMng7vOGDnt3zxo309xBZSS2lqbucY2QiQJuJIHLHgAZyepwDgE4FcVa6LqemXOgXf8AY9xqAtbXUFmSW4gMsck80TrzhEzgOCFACjIBPG7etRqmgeEreyg06bVL6wsII12yxotzIBsYBmYYxt3EsBwwxk5AAGRa9rDzXWnnRIDqsAify477MHlybwrmQoGAzG4ICE5xwQci/omqy6pFdrcWq211Z3Bt50SXzU3BVbKPgbhhx1AIOQRxWRZTaiLG7luPC17Lczuv2tLmW2U3CFSCI1WV1wuANrsowxOWOc2/CWktpNleqLIafbXN209vYAqRaoUQFflJUZZXfCkgb6AOgooooAKpSazpcWpppkmpWaahIu5LVp1ErD1CZyRwe3artcPqmjal/wAJmt3p+mzeTPdW8ty7ywSWkqoFBd0f94kyhcIUyMqpJ64AOuj1Owl1GTT4762e+iUPJbLKpkRT0JXOQORzTLDV9M1QuNP1G0uygVn+zzrJtDDKk4Jxkcj1Fcppmgarb+KonuZdTltLe9u7xHaW2W2USmTaqgIZmIEgBDELkZBOAKpeALa9Xw/4e1FdJkghstAESxxyR5vWkEUilPmGD8jff2/NIe2SQDptb1zU9HW7vP7Hjk0qyj82edrvbKyBdzNHGFIbAzwzKSQcA8ZS813UrC+jNzo8aabJdpaJN9rBmLO4RX8oLjZkg/f3AclRg1W1u71WbVWsm8NaheaTHsfzLaa2/wBJbrtIklQhAcZGPmI/u53RavptzrOt2bN4fFvd2d5HLFrAliYLAkgZkBBEmXTcpQrtG88nGSAddRRRQAVXvb+z021e6v7uC1t0+9LPIERfqTxVisPxRFqUllavpdqs80VyHYhI2ljXaw3ReYQm/JAySPlLd+KAC48U6bb6hYRtdWn2G7s5rpb43CiICN4UAB6HcZuuf4e+eNNtRsUvksWvbdbyRQyW5lUSMCGIIXOSPkf/AL5Poa4HR9D1vSn0S6utEa9ktU1YSxiaDehnukeMjlVOUDZxgAE8A4U7OgaJfaFdvPPA141voNjZpJGy755YTOZFXcRgncnLEA5HPBwAX9b1zU9HW7vP7Hjk0qyj82edrvbKyBdzNHGFIbAzwzKSQcA8Zl1LxFHp/iPRtGFu0smoyOrOGwIAsUjgkY53eWwA46Me2DQ1u71WbVWsm8NaheaTHsfzLaa2/wBJbrtIklQhAcZGPmI/u53U77w3r58YafqsN/ZT2v8AaguJVazYSQQi2ljC7/Oww+cgYXIaUtyAVIB2tFFFABRRRQBX+2xf3J/+/D/4UfbYv7k//fh/8Kz5vEdnDr0OkeVO80sqweYqjy1kaKWXaTnOQkJJ4/jT1ONigCv9ti/uT/8Afh/8KPtsX9yf/vw/+FWKKAK/22L+5P8A9+H/AMKPtsX9yf8A78P/AIVYooAzr5NN1O1a11CxF3bsQWiuLNpEOOmQVIqaGa1t4UhggkiijUKiJbOqqB0AAXgVbooAr/bYv7k//fh/8KPtsX9yf/vw/wDhViigCv8AbYv7k/8A34f/AAo+2xf3J/8Avw/+FWKKAK/22L+5P/34f/Cj7bF/cn/78P8A4VYooAr/AG2L+5P/AN+H/wAKPtsX9yf/AL8P/hViigCv9ti/uT/9+H/wo+2xf3J/+/D/AOFWKKAK/wBti/uT/wDfh/8ACj7bF/cn/wC/D/4VYooAr/bYv7k//fh/8KPtsX9yf/vw/wDhViigCv8AbYv7k/8A34f/AAo+2xf3J/8Avw/+FWKKAK/22L+5P/34f/Cj7bF/cn/78P8A4VYooAr/AG2L+5P/AN+H/wAKPtsX9yf/AL8P/hViigCv9ti/uT/9+H/wo+2xf3J/+/D/AOFWKKAK/wBti/uT/wDfh/8ACj7bF/cn/wC/D/4VYooAof6B9u+3fYz9sMfk/aPsjeZsznbu2525JOOman+2xf3J/wDvw/8AhViigCv9ti/uT/8Afh/8KPtsX9yf/vw/+FWKKAK/22L+5P8A9+H/AMKPtsX9yf8A78P/AIVYooAr/bYv7k//AH4f/Cj7bF/cn/78P/hViigCv9ti/uT/APfh/wDCj7bF/cn/AO/D/wCFWKKAK/22L+5P/wB+H/wo+2xf3J/+/D/4VYooAr/bYv7k/wD34f8Awo+2xf3J/wDvw/8AhViigCv9ti/uT/8Afh/8KgtPsFhD5NnZm3i3F9kNoyLuJyTgL1J5NX6KAK/22L+5P/34f/Cj7bF/cn/78P8A4VYooAr/AG2L+5P/AN+H/wAKPtsX9yf/AL8P/hViigCv9ti/uT/9+H/wo+2xf3J/+/D/AOFWKKAK/wBti/uT/wDfh/8ACj7bF/cn/wC/D/4VYooAr/bYv7k//fh/8KPtsX9yf/vw/wDhViigCv8AbYv7k/8A34f/AAo+2xf3J/8Avw/+FWKKAK/22L+5P/34f/Cj7bF/cn/78P8A4VYooAr/AG2L+5P/AN+H/wAKPtsX9yf/AL8P/hViigCv9ti/uT/9+H/wqOCW0tbeK3t7eSGCJAkccds6qigYAAC4AA7VcooAr/bYv7k//fh/8KPtsX9yf/vw/wDhViigCv8AbYv7k/8A34f/AAo+2xf3J/8Avw/+FWKKAK/22L+5P/34f/Cj7bF/cn/78P8A4VYooAr/AG2L+5P/AN+H/wAKPtsX9yf/AL8P/hViigCv9ti/uT/9+H/wo+2xf3J/+/D/AOFWKKAK/wBti/uT/wDfh/8ACj7bF/cn/wC/D/4VYooAr/bYv7k//fh/8KKsUUAcDePDocXhbUtauILKS51mS6vJbiVUWN5LO5AQsTj5RsjHrtFddpmu6Prfm/2Tqtjf+TjzPslwkuzOcZ2k4zg9fQ1oUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYVxq+rQLY2Y02yfV7pZJDAL5xAkaEAt5vlbj99ONnVsdsnI1Dx89ppkN5DpDSssN7cXkT3ATyY7SQRz7Tg723H5RwCO4plpHcaNNo+qX9vetBDFf26xwW0k8kMc08ckCsiBm+WOJVPBwcZqNNBtLvwc11qmiXNzcLdXtzb2mXjkdZ7l3WNwpHysGTcrZXj5hxQB1cOp/aNbudPhh3R2samefdwsjcrGBjk7fmPPAK9d3FfXtWvNMbTILCygu7q/uzbIs9yYEXEUkpYsEc9IiMY71x11pus6X4isIYpNVlldrSXzrUOLaSVrhjetNj5ceVtCh+gACcit3xxBHMfD73EWpPaQ6mXnbTlnMqL9mnUH9x+8A3MoJHrg8GgB194q1DRrPUG1bSbeO5ttNuNRhS1vDLHMsIG5S7RqVOXT+E9fbFbt3rOl2F5BZ3mpWdvdXH+phmnVHk5x8qk5PPpXneo6QtzYeI7jQrbXZIZ/D93bSrqIumklmIHlLGtx+8PHmZxwdy9TWn4kiuY7Txfp4sL25vdYjP9nPDbPIn/Hukaq0gG2PbIrN8xH3sigDsbvWdLsLyCzvNSs7e6uP9TDNOqPJzj5VJyefSo7jX9GtLsWlzq9hDcmQRCGS5RXLkAhdpOc4ZTj0Yetcl4kiuY7Txfp4sL25vdYjP9nPDbPIn/Hukaq0gG2PbIrN8xH3sil1jRpJtE+JLLpzyXN6HW3IhJecLYwhAnGWw+4DH8QPegDf1DxbpVvo2tX1he2eozaVay3E1tBdKWBRWba2Mlc7SMkVpWWq6dqTzJYaha3TwNtlWCZXMbejYPB+tcf430iV4riLTtPkaMeF9VtUW3hJG5vs/lxjA6nDbV74OO9F1Bca5FNDoljd6cIdCu7EJPbNbhJ5PK8pVLABgux/mXKjPB5oA6yDXdIure6uLfVbGWGzybmSO4RlgwCTvIOFwAevpTX8Q6JHZSXr6xp62kUphkna5QIkg6oWzgN7da4S+0+W+0LxC8EviW+uhoN1aJHe6fHAgLLxGoSGNpGyvG3coycHnnq9VjXS9Y0u/+yzPpttbTwNFa2zTFHYxeWwRAWwFR1yBxu9KANy2u7e9gE9pcRTwlmUSROGUlSVYZHcEEH0INcna+LdcfwzB4ku9CsI9KezW+fydTeSdISgcnYYVUkKem7txmrPw9VV8IKI7VrRPt99tt2ABiH2ubC4HAwOPwriLDSLO58A6fptvbeK019LCFY4pxqKW8d0qLjcJMQhFccj7uBwOlAHqF5rukafeRWd7qtjbXU2PLgmuER3zwMKTk1J/a+mf2iNO/tG0+3ElRbeevm5ChiNuc8Kyt9CD3rz7x5/aVxaeJ7C2sb5GntSII7DS/NN8fJHzyTFSoIPy7eHwg25JGNx9Hu7iDx6ttCYb2/lKWs7Lt3/6DCisGPUB94z2Ib3oA1L/AMV6ZBoOs6lp95aai+l20s8sFvcqxBRS21iM7c7ccirt5rukafeRWd7qtjbXU2PLgmuER3zwMKTk1zXiK4g1rwt4ht9P0S/+1ro11AksmnvEclCBCm4BnycHCArx1zjOP48/tK4tPE9hbWN8jT2pEEdhpfmm+Pkj55JipUEH5dvD4QbckjAB6Mb60FpJdm6g+zRBzJN5g2JsJDZboMEHPpg1VXX9GfVDpa6tYNqI4NoLlDKOM/cznpz0rlr+zuR4sPhxIydM1SZdTkbsiRkedH9Gk8g+/myelQMs2na/9jsLO/uIZ9WE8ljeaWXhj3SbnnjuQNi4JMoDMTkbQFJwADqde1a80xtMgsLKC7ur+7Nsiz3JgRcRSSliwRz0iIxjvRa3+sRefPrllpVhYwxNI08OpPLtxydweFAFxkls8Y6dxl+OII5j4fe4i1J7SHUy87acs5lRfs06g/uP3gG5lBI9cHg1lXdnp2o+G/ENlokfiSW+uNJuYY49SOoCNiyYAH2n5NxJHTnGe2aAO5ub+zs932q7gg2xPOfNkC4jTG9+f4V3Lk9BkZ61VfxFokVlJeyaxp6WkUpgkna6QIkg6oWzgN7da4jxTc3HiQX76fpOreWPDOqQBp7GWIvNJ5G2MK6hix2nHHPOM4OOl1aNNK1vSNQ+yTvp1rbTwFLS2eZo3fyvLYIgLYCo65A43ehoA3DcefYG508wXJeMvAfNxHIcfL84DYU8cgH6Gubj17xVLrNzpa6Bo3n29vDcOx1iXaVkaRVA/wBGznMTZ47jr2v+EIJ7fw8BPbyW5ku7uaOGQbWSN7iR4wR2+Rl47dKW1gmXx1q1w0UggfTLJEkKnazLLdFgD0JAZSR23D1oAvR63pU1xNbxanZPPArPLGtwpaNVYqxYZyAGBBJ6EEUttrGl3unvf2upWc9kmd1xFOrRrjrlgcDFckNGvG8D6jDbxT2t3JrVzcuY4h5rRjUGcsoYEMWiUbcghht4INRJDKul63qNqms6tPN9mQnV9ORAQj8ukCxxs7IGLcrliihTxwAddb+INFu7Ce/ttX0+azgz51xHco0ceOu5gcD8adaa7pF/afa7PVbG4tvMWLzobhHTexCqu4HGSSAB1JIHeuBhsZtUufFE17DrlxbTWlgYrg6etvK0kcszbo4yq52HY21gWOOhBUGaSXUb/TtTmNjdXaW95ps4vDpb2txcpFcrJIhiYBnKKpYEDB3kKMigDvp9RsbVpFuL23haMRlxJKq7Q7FUJyeNzAqPUggUlhqen6rbm406+tryANtMlvKsig4BxlSRnBH51wWqpN4h1XVJ49JvzZSnRI1+02bx+csd/I8p2sAcKrZbIGByeCCb/imC8tNaW109WWPxIgspXTjyZF5aUe5g83n1iQd6AOg1rXPsGgx6lp8cF+Z5raK3Hn7I5POlSNW3hW+X5wcgHgVDBrOrQalZ2ms6XaWy3sjRQS2d61wN4RpMMGiQj5UbkZ6Y4zVbxrZIfCC2sNvctBFd2JaOySQyLElzEWKCP58qik/LyMZFZOnWFlP4p0m90WPxB/o7Si7k1U3uwQtGwwouv4jJ5Z+XsGzQBqyeL/KcJ9lgm/daZJ5lvdb42+2XDQ/I20blXbuDYG4Hota66/ozaq2lLq1gdRU4NoLlPNHGfuZz056V55puk6lHo+mI+n3aummeGkZTCwKtFds0oPHBRTlh/COTitNlm07X/sdhZ39xDPqwnksbzSy8Me6Tc88dyBsXBJlAZicjaApOAAeg1Xe+t49RhsGkxdTRSTRptPzIhQMc9ODIn5+xqxXJ3vgi2vPFVvqhutSWAW9ysyrq92jeZI8TLs2yYVMI+VUgfd4OBgA3Nb1P+x9Fu9QEPnvDHlIt23zHPCrnBxkkDOD16GqT6vq2n6bc3eraZZRMrRx28dpfPN5sjsEVSWiTb8zIMjd1PpzY8SW0V3oU8U+nNqMO6N5LZXKl1WRWJGOSQBnb/Fjb3rljpqSWV/Lo2mz2mjxy2FzDZrZNbs0kFx5szJCwUjcqxjoMle/UgGpceLLyxhvoL3SYl1O2NoEghu98Uv2mUwxHzCikDeDu+TgDIzVix8UNe2unAWO2+urqa3ktxLkReRI0cz7scqCvBwMlkHGeKdrZ23ifW9auLmwuxplxZ2dspuoJbZ3eKSeQlQwV12mRCG45HB4zWFdaPJZ6da3sVrq9tp73pikgsPO+1RWYSUqfl/e7pJykjkfMQwDfdNAHd67qf9ieHtT1byfO+w2ktz5W7bv2IW25wcZxjODWa2ta5p7wSaxo9hDaSzxW5ls9QedkaRwiEq0KcbmUEg8ZziqepQardfB+8t72KWbWJdAdJo1Xc7zm3IYAL1JbIwO/Ssh7DTb6/wBNbRY/E7XtvfQzBtROoCFIw480n7T8mTHvAxzkjFAHV2viWwOkS6lqM9tp1vHeXFpvuJ1VMxTPEDubA+bZnHbOOcZq7c6zpdnp6ahdalZwWT42XMs6rG2emGJwc1x+nxXGk3FlqV7ZXjWkN3rCskVrJK6tLeF4pPLUFiCiuAwB4kHY5pNLiudK/srVL2wvVs45NT/cR2zyyQ+fciSBjGgLDEYZeB8u/BxzQB11zr2j2dtFc3WrWMEEsZljlluEVXQFQWBJwRll5/2h6imx+ItElu7e0j1nT3ublQ8EK3SF5VIyCq5ywwD0rlPD+kz/ANuaHc3WmyxxxRaxNF5sX+oEt5E0QP8AcYxE4HXAYdjSRaK8HhAww6a0c58TC4KLAQ2waoCHxjO0RAHPTaM9KAOj0jxTp2qSvbNdWsF+Lm5hWzNwplZYZni3heDg7N3TjOMnGav/ANrab/af9mf2ha/2ht3/AGXzl83b1zsznHviuF02OQWlxpMWk39tqEniSS8MzWbrHJEL4yGTzcbeYgVAJyRjAwQakh0u5GsCzv77xE8n9rveR29vZxfZQnnmRGM5iyFC7Qw8zd1UDGBQB2ket6VNcTW8Wp2TzwKzyxrcKWjVWKsWGcgBgQSehBFLp+saXqwY6bqVnehVDMbadZMAkgE7SeCVYf8AAT6Vy1vpNwvg++RLN0nbW7i7lj8vDzRDUGkYYP3t8S4HqCO1S+HLmC98feIru3sbi2SSxsMtcW7QNMQ9yN+1gGHGF5A+76YoAunW9dutX1S10zR9Omg0+4W3aW51J4ndjDHKSFWBxjEoH3ux6Vbt/E+m/wBipqeo3NvpkZlkgf7XOqKsqOyMu4kA/MjYPcc1yk9tpkfijxG2qw+Jlee9jeE6euoiGSP7LAuc2/yE7lcEnnjB6Clhh1DRNF0O3+y3UMcf2pVu0sDeXVvEZMwx7VDFS0ZXcxBGY8Hk5AB2U/iDRra3huJ9XsIoJ0LxSyXKKsigqCVJOCMsoyO7D1qRtY0xNTXTG1G0XUGG5bUzqJSOuQmc/pXD+D9KulvtBlvdPuoxBDrRJuoArRtJexlN20BVLJuIxwRnHFbdhLHaSHStQ0y7vLt9SmuUcWTPEqtO7xyeaRsBRCv8W4bcAE4oAv23ijTv7Jk1HUrm102Bby4tA1zcKikxTPFnc2Bk7M47ZxzjNadrqFlfDNpd29wNiyfupA/yNna3B6HacHvg+lcIpv8ATbW1zZ3NuG1HVWa8i01rqeEPduyKqBSVWRTu34K4Vf7wIz7JdW8OeGbDWLaxuFvnur2xe3uY1jdvOupTbs6qAvEhT7oxtlYjjFAHf3fiTQrBoxea1p1uZWZIxNdIm9lbawGTyQ3BHY8U/XNVGjeHNS1cRCcWVpLciMPt8zYhbGcHGcdcGuQ1PSk8NyWrWMmqR3CaaLV5otLa+huwrMcSIgLK25nbPyg+Z1OMDW1qC7u/hRqMC6Z9mvJtDkQafbru8uQwEeUgXrg/KAPSgC9BdeKmuIluNG0aOAuBI8erSuyrnkhTbAE47ZGfUVqfb7PyPP8AtcHk+b5HmeYNvmb/AC9mf72/5cdd3HWuPsP+Ec/tG28j/hMvO81Nn2j+1/L3ZGN/mfJtz13fLjrxVGSW5TSv7DGlam12PEi3LstnJ5SwtqYnEnmY2MNhBOCSOcgYOADt49b0ma4mt4tUsnmgVnljW4QtGqsVYsM5ADAgk9CCKdZaxpmpWj3dhqNpd20eQ81vOsiLgZOSCQK5SLSLgeDL+NLFxO2t3F3LF5eHniGoNIwwfvb4lwPUEetVdSS/1681kaVZ3dvb6tb2enie6s5IgMNO07sjbXwI2VcnbklQD0oA6Xwv4j/4SOxlnezazljdf3LvuJR0WSN+gxlHGR2ORzir1lrmkajcNb2OqWV1Mu7dHBcI7DaQGyAc8Flz6bh61yWo6N4ljuL4farO4fVdLlsEksbJ7cQSqjtC7Zlfj5pBnjBKjnIqnqX/ABO/Er2+kaddWF2/hq/tY5ri2a3+cvbhEG4DIQnqMr83BPNAHc2WuaRqNw1vY6pZXUy7t0cFwjsNpAbIBzwWXPpuHrVfXdej0NLPdbyTvdXUNuAnAQSSpGXY9gDIvHUkgepHP2N3a3vxJ06S10u6tPK0W6iZ57VoM4mtsRjcBuC88jK/NwTzW34sgmudHt0giklcanYOVRSxCrdwsx47BQST2AJoA3K5+18QXr31il9pX2S11F2js3MxM24I0mJYig8slEY/ebGMHBrQ8nWP7Y837dY/2Z/z7/Y3877v/PXzdv3ufudOPeubgE2qeLNJ1BLHUrS+tzIuoxXHmtbRoYmGImcCNmMgjw0fJXdu64oA7SiiigDmLjxTePb2L6bpkE73+oy2Vt9ouzEjKkcrmQkRuQD5LAAA5BU5GcC5Yaxf/wBqrpur6fb2lxJA9xE1tdGeNkRk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BON BUNDESOBLIGATION 2.1% 12-04-2029 C/ Fut. FUT EURO BOBL SEP24 EUREX 3493200 02 BON BUNDESSCHATZANW 2.9% 18-06-2026 C/ FUTURO EURO-SCHATZ SEP24 9992100 02 BON BUONI POLIENNALI 4.4% 01-05-2033 C/ Fut. FUT BTPS 10YR SEP24 EUREX 1855040 02 BON BUONI POLIENNALI TES 3.85% 15-09-26 C/ Fut. FUT BTPS 3YR SEP24 EUREX 14711200 02 BONO DEL ESTADO 1-6% 30-04-2025 V/ Compromiso 3500000 02 BONO DEL ESTADO 4-65% 30-07-2025 C/ Compromiso 2800000 02 36351540 36351540 false false false false false false false true true true 12/1/2024 La CNMV ha resuelto: Verificar y registrar a solicitud de BANKINTER GESTION DE ACTIVOS, S.A., S.G.I.I.C., como entidad Gestora, y de BANKINTER, S.A., como entidad Depositaria, la actualización del folleto de BANKINTER AHORRO RENTA FIJA, FI (inscrito en el Registro Administrativo de Fondos de Inversión de carácter financiero con el número 687), al objeto de elevar la comisión de gestión de la CLASE R." 23/1/2024 Reducción en la comisión de depositaría de ambas clases del fondo. 24/5/2024 La CNMV ha resuelto: Autorizar, a solicitud de BANKINTER GESTION DE ACTIVOS, S.A., S.G.I.I.C., como entidad Gestora, y de BANKINTER, S.A., como entidad Depositaria, la fusión por absorción de BANKINTER EURIBOR RENTAS III GARANTIZADO, FI (inscrito en el correspondiente registro de la CNMV con el número 4561), por BANKINTER AHORRO RENTA FIJA, FI (inscrito en el correspondiente registro de la CNMV con el número 687). true false true true true true true true a) Al cierre del periodo de referencia de este informe, un partícipe tenía participaciones en este fondo por un valor de 60.391.126,93 euros, que representaban un 25,17% sobre el patrimonio total del fondo. c) El Depositario y Gestora pertenecen al mismo grupo económico, no obstante la Gestora y el Depositario han establecido procedimientos para evitar conflictos de interés y cumplir los requisitos legales de separación recogidos en el Reglamento de IIC. d) El importe de las operaciones de compraventa de renta fija realizadas durante el semestre en las que el depositario ha actuado como comprador o vendedor ha ascendido a 15.795.194,37 euros (6,34% sobre patrimonio medio del semestre) y 2.820.285,00 euros (1,13% sobre patrimonio medio del semestre), respectivamente. e) Durante el semestre, el fondo ha realizado adquisiciones de valores emitidos o avalados por alguna entidad del grupo Bankinter, SA, o en los que este ha actuado como colocador/asegurador/director/asesor, por un importe de 11.839.201,29 euros, representando estas operaciones un 4,75% sobre el patrimonio medio del semestre. f) Se han realizado operaciones de adquisición temporal de activos con pacto de recompra con el depositario. El tipo medio ha sido de 3,93%. g) Durante el semestre Bankinter SA ha percibido importes que tienen como origen comisiones o gastos satisfechos por el fondo, en concepto de comisión de depositaría, cuya cuantía para esta última se detalla en el apartado de datos generales de este informe; así como otros gastos por liquidación e intermediación de compraventa de valores por un importe de 165,00 euros, lo que representa un 0,00% del patrimonio medio del fondo en el semestre. h) La Gestora cuenta con un procedimiento para el control de las operaciones vinculadas en el que verifica, entre otros aspectos, que éstas se realizan a precios o en condiciones iguales o mejores que los de mercado; existiendo para aquellas operaciones que tienen la consideración de operaciones vinculadas repetitivas o de escasa relevancia (por ejemplo, operaciones de adquisición temporal de activos con pacto de recompra con el Depositario) un procedimiento de autorización simplificado en el que se comprueba el cumplimiento de estos dos aspectos. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados Durante el primer semestre de 2024 la actividad económica mundial se caracterizó por su resiliencia. El buen comportamiento de los mercados de trabajo favoreció el dinamismo del consumo. Por ramas de actividad, las manufacturas estuvieron más deprimidas y fueron los servicios los que mostraron mayor dinamismo. En algunas regiones, como el área del euro, se aceleró ligeramente el ritmo de expansión de la actividad. En todo caso, el ritmo de crecimiento del PIB global fue relativamente modesto desde una perspectiva histórica, en el entorno de +3%. Por su parte, la inflación prosiguió con su senda bajista, aunque con menos fuerza que en 2023, entre otros motivos, por la persistencia de la inflación de servicios. La ralentización del proceso de desinflación, que conduce a una inflación algo más elevado durante más tiempo, provocó que las expectativas sobre la evolución futura de los tipos de interés se revisaron al alza durante el semestre, hacia un escenario de menores recortes de tipos, con su consiguiente impacto en los mercados financieros. A pesar de la persistencia de la inflación en algunas regiones, los bancos centrales de algunos países avanzados redujeron sus tipos de interés oficiales a finales del periodo. Tal es el caso del Banco Central Europeo (BCE), que decidió bajar sus tipos de interés de referencia en 25 puntos básicos en su reunión de junio. Así, el tipo de depósito pasó a situarse en 3,75%. Los mercados de renta fija sufrieron importantes dosis de volatilidad, en función del ajuste en las expectativas de bajadas de tipos de la Reserva Federal y del BCE. En el conjunto del semestre, los tipos de mercado de la deuda soberana aumentaron sensiblemente, revirtiendo parcialmente las bajadas experimentadas a finales de 2023. En concreto, la rentabilidad del bono americano a diez años subió +52 puntos básicos hasta situarse en 4,40%, y la del bono alemán rebotó +48 puntos básicos en el trimestre hasta 2,50%, lo que supuso caídas de los precios de -1,6% en EE. UU. y de -2,4% en Alemania. Las primas de riesgo de la deuda periférica sufrieron volatilidad tras las elecciones europeas. La convocatoria de elecciones anticipadas en Francia castigó a los activos franceses. En esta línea, la prima de riesgo francesa llegó a subir hasta 82 puntos básicos habiendo registrado un mínimo en el semestre de 43 puntos básicos. A pesar de todo, salvo en el caso de Francia, el saldo semestral fue positivo: la prima de riesgo española se redujo -5 puntos básicos en el semestre hasta 92 puntos básicos y la italiana -10 puntos básicos hasta 157 puntos básicos. Los diferenciales de crédito se estrecharon en el semestre, hasta situarse en niveles históricamente reducidos, ayudados por las bajas tasa de impago y una cierta mejora de la actividad económica. Los principales índices bursátiles prolongaron la senda alcista durante el primer semestre del año. El índice MSCI World de países desarrollados subió +10,8% y el índice MSCI Emergentes, +6,1%. El Topix japonés destacó con un alza de +18,7%. Sin embargo, esta subida se produjo con una fuerte dispersión sectorial. Dentro de la bolsa europea, por ejemplo, tecnología destacó con un alza de +23,8%, seguida de salud (+14%) y financieras (+9,3%). Sin embargo, las utilities registraron una caída de -6,1%. Otros dos sectores cerraron el trimestre en negativo: real estate (-4,2%) y consumo estable (-3,4%). En los mercados cambiarios lo más destacado fue la debilidad del yen (dólar +14% vs yen), por la lentitud del Banco de Japón a la hora de subir los tipos de interés en un contexto en que se retrasa la flexibilización de las políticas monetarias en EE. UU. y la UEM. Por su parte, el euro se depreció frente al dólar (3% en el semestre) por el adelanto del BCE frente a la Reserva Federal a la hora de rebajar los tipos de interés. Finalmente, en el mercado de materias primas se produjo un rebote en el precio del petróleo (+12% el Brent hasta 86,4 dólares el barril) y en el precio del gas (+11% en la referencia europea). Por su parte, el oro se revalorizó +13% hasta 2.327 dólares la onza. b) Decisiones generales de inversión adoptadas. Gestión activa de la duración del fondo durante el periodo a través de bonos corporativos y de bonos soberanos emitidos en euros. c) Índice de referencia. El índice de referencia del fondo se utiliza en términos meramente informativos o comparativos. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. El patrimonio del fondo de la clase R ha disminuido un 3,85% en el periodo, siendo al final de este el que puede verse en el apartado 2 del presente informe. El patrimonio del fondo de la clase C ha disminuido un 21,89%en el periodo, siendo al final de este el que puede verse en el apartado 2 del presente informe. El número de partícipes del fondo de la clase R ha disminuido un 4,70% en el periodo, siendo al final de este el que puede verse en el apartado 2 del presente informe. El número de partícipes del fondo de la clase C ha disminuido un 22,85% en el periodo, siendo al final de este el que puede verse en el apartado 2 del presente informe. Como consecuencia de dicha gestión, la clase R y la clase C han registrado una rentabilidad en el semestre del +1,12% y +1,27% respectivamente. Ambas están por encima de la de su índice de referencia, pero por debajo de la media de los fondos de Renta Fija Euro, dado su perfil de gestión más conservador frente a estos fondos de renta fija. Los gastos directos soportados en el periodo de la clase R (comisión de gestión, depositario, auditoria…) han sido del 0,33%. Mientras en la clase C, estos han sido el 0,19%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Puede verse en el cuadro de Comparativa el comportamiento relativo del Fondo con respecto a la rentabilidad media de los fondos de la Gestora con su misma Vocación Inversora. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el primer semestre del año, la duración del fondo se ha ido moviendo en un rango entre 1 año hasta los 1,45 años, para cerrar este periodo en 1,40 años. Durante este semestre, los activos de renta fija se han comportado mejor durante los últimos meses. Por el lado de la deuda soberana, hemos visto una revalorización de los precios ante la creciente expectativa de posibles bajadas de tipos de interés en EE. UU y Europa para la segunda parte del año. En deuda corporativa, tanto la creciente demanda de altas rentabilidades, la mejora de los datos macroeconómicos y como se aleja la probabilidad de una recesión, ha provocado un muy buen comportamiento de estos activos. Durante el semestre, mantenemos la política de seguir cambiando algunas referencias de deuda a corto plazo para optimizar la cartera sin aumentar el riesgo. Durante este periodo y debido a la volatilidad de los mercados, hemos mantenido posiciones con vencimientos medios y cortos de la curva que ofrecen mejores rentabilidades. Sin embargo, hemos ido haciendo cambios en la duración mediante futuros que es más ágil y eficiente. Mantenemos la estructura con deuda española, italiana y emisiones supranacionales de diferente índole, pero siempre emitidos en Euros y por la UE. Estas inversiones se han realizado en nuevas emisiones de diferentes plazos, aunque más sesgados hacia largo plazo debido a la naturaleza del fondo. Con respecto a la gestión de la liquidez vemos alternativas en vencimientos de corto plazo están mejorando y por tanto hemos podido aprovechar algunas oportunidades en activos con rentabilidades positivas. Hemos incorporado algunas referencias en letras españolas e italianas y además, para evitar la volatilidad en los largos plazos, invertimos los excesos de liquidez en el repo con tasas positivas. El resultado de esta estrategia ha sido una aportación positiva a la rentabilidad del +1,43%. La aportación a la rentabilidad de la deuda soberana ha sido del 0,11%, destacando el bono italiano 1,75% 30/5/24 y la letra italiana vto. 31/07/25 con una revalorización del +1,58% y +0,88%. En bonos corporativos y financieros, hemos incrementado la exposición en peso y en duración, ya que a nuestro criterio la deuda soberana iba a estar más volátil ante las incertidumbres macroeconómicas y dependiente de la política monetaria. La aportación a la rentabilidad durante el periodo de este tipo de activos ha sido positiva con un +1,15% del total. Hemos participado en el mercado primario durante el semestre, pero con ciertos límites ya que, tanto la escasez de emisiones como la volatilidad del mercado en ciertos momentos nos han condicionado mucho. En secundario, hemos mantenido la estrategia de reforzar vía otros emisores de corto plazo para acompañar al mercado, para sustituir algunos fondos y para recomponer carera después de algunos vencimientos. La aportación a la rentabilidad de este tipo de activos fue de +0,77% en el sector financiero y +0,38% en bonos corporativos. Las emisiones que mejor se comportaron fueron el bono Bco. Santander vto 29/1/26 con una aportación de +0,04% y el bono Natwest vto. 13/01/26 con un +0,04%. En cambio, hemos tenido emisiones en este tipo de activos con pérdidas que nos han lastrado la rentabilidad durante el periodo como; bono Bayer vto. 26/08/25 o el bono Bankinter vto 29/5/28 con una aportación negativa de -0.01% en ambos casos. La rentabilidad media de la liquidez durante el periodo ha sido del 2,83%. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. En derivados, durante el primer semestre, hemos ido realizando diferentes estrategias combinando futuros y opciones tanto como inversión como cobertura ante las nuevas incertidumbres. El fondo ha realizado durante el primer semestre del año operaciones de compraventa de futuros sobre bonos de 2 y 5 años del gobierno alemán y francés. También se han tomado posiciones de cobertura en el futuro del bono italiano a 2 y 10 años, aun no estando posicionados en ese vencimiento, es el activo más líquido para realizar este tipo de estrategias. El resultado de la inversión en estas operaciones ha sido de -0,13% sobre el patrimonio medio del fondo en el periodo, siendo el nivel medio de apalancamiento del fondo correspondiente a las posiciones en instrumentos financieros derivados en este periodo de un 7,02%. La estrategia de inversión de las posiciones abiertas en derivados ha perseguido, en todo momento, la consecución de una mayor o menor correlación de la cartera con la evolución de los mercados de renta fija en los que invierte el fondo de acuerdo con la política de inversión definida en su folleto. d) Otra información sobre inversiones. A la fecha de referencia (30/06/2024) el fondo mantiene una cartera de activos de renta fija con una vida media de 1,80 años y con una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3,68%. 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. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD N/A 4. RIESGO ASUMIDO POR EL FONDO Durante este primer semestre, la volatilidad del valor liquidativo de ambas clases del fondo ha sido del 0,76%, por encima del índice de referencia en el mismo periodo, que ha sido del 0,66%, mientras que la letra española a 12 meses ha presentado un nivel del 0,52%. 5. EJERCICIO DERECHOS POLÍTICOS. N/A 6. INFORMACIÓN Y ADVERTENCIAS CNMV. ESTE FONDO PUEDE INVERTIR HASTA UN 100% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, POR LO QUE TIENE UN RIESGO DE CRÉDITO MUY ELEVADO 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 ACTUACIÓN PREVISIBLE DEL FONDO. No se prevén cambios significativos en el ritmo de crecimiento de las principales economías en el próximo semestre. La actividad de la Eurozona podría proseguir con su recuperación mientras que en EE.UU. se estaría produciendo cierta pérdida de momento. En conjunto, el ritmo de expansión del PIB global durante el segundo semestre del año será modesto, favorecido por la fortaleza de los servicios y la solidez de los mercados de trabajo, y penalizado por las políticas monetarias restrictivas y la incertidumbre geopolítica. Él semestre estará marcado por los procesos electorales en Francia, Reino Unido y, sobre todo, de EE.UU. Las políticas monetarias deberían ir suavizándose en consonancia con la progresiva reducción de las tasas de inflación. En este sentido, las expectativas del mercado adelantan un nuevo recorte de tipos por parte del Banco Central Europeo en septiembre y probablemente otro en el último mes del año. Por su parte, la Reserva Federal podría bajar los tipos de interés hasta en dos ocasiones a lo largo del segundo semestre del año, según descuenta el mercado. La renta fija estuvo sufriendo en los primeros meses del año por la fuerte caída de las expectativas sobre las bajadas de tipos. En el caso de la Reserva Federal y del BCE, se han pasado a descontar entre una y cerca de tres bajadas frente a las seis y siete, respectivamente, que se descontaban a finales de 2023. Ahora ya, después de este ajuste, las bajadas que descuenta el mercado parecen más razonables y alineadas con los mensajes de los bancos centrales. No obstante, en el último mes ha surgido un nuevo factor de incertidumbre, derivado de la convocatoria de elecciones anticipadas en Francia. También se ha reavivado el riesgo político en EE.UU. de cara a las elecciones presidenciales del próximo mes de noviembre. Además de generar volatilidad, estos eventos están volviendo a centrar la atención en los elevados déficits fiscales de algunos países, lo que puede presionar a la baja al precio de los activos financieros de dichos países. Seguimos con un peso relevante en renta fija privada, incluso tras el buen comportamiento relativo experimentado en el primer semestre. Continuamos con duraciones entre 2 y 3 años, primando el crédito de calidad. Así, la estrategia de inversión del Fondo para este nuevo periodo se moverá siguiendo estas líneas de actuación tratando de aprovechar las oportunidades que se presenten en el mercado. No aplicable. No aplica en este informe 1) Datos globales Importe de los activos comprometidos en OFV (simultáneas): 7.826.329,90 Importe de los activos comprometidos en OFV (simultáneas) % sobre activos: 3,26% 2) Datos relativos a la concentración 10 principales emisores de colateral: Reino de España (100%) 10 principales contrapartes: Bankinter (100%) 3) Datos de transacción agregados correspondientes a las OFV (simultáneas) Tipo garantía: Deuda Pública del Reino de España Calidad de la garantía: Rating Emisor : P2/Baa1 (Moody's); A/A1 (S&P ) Vencimiento de la garantía: Más de 1 año Moneda de la garantía: EUR Vencimiento de la OFV: Entre 1 día y 1 semana (100%) País de la contraparte: España Liquidación: Bilateral 4) Datos sobre reutilización de las garantías. Garantía reutilizada: 0 Rendimiento: N/A 5) Custodia de las garantías reales recibidas por la IIC Número de custodios: 1 Nombre: Bankinter Importe custodiado: 100% 6) Custodia de las garantías reales concedidas por la IIC: N/A 7) Datos sobre el rendimiento y coste Rendimiento simultánea para la IIC (términos absolutos y rendimiento (%) terminos absolutos: 2.419,64 rendimiento: 3,76% El fondo ha realizado en el semestre operaciones de financiación de valores, concretamente operaciones de adquisición temporal de activos con pacto de recompra cuya remuneración ha ascendido a 171.986,49 euros. El rendimiento de dichas operaciones puede verse en el apartado 7 Anexo explicativo sobre operaciones vinculadas y otras informaciones del presente informe. 1249080444 22965 1.05 1533401189 13894 1.33 154473187 7364 1.28 2984878738 21358 1.86 49996028 1767 1.76 3167355051 23081 4.41 253826996 7757 7.79 1443936822 52207 11.49 0 0 0.00 0 0 0.00 587759871 16590 1.56 0 0 0.00 11756967 900 1.40 57331958 2879 -0.87 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1754500620 22521 1.62 0 0 0.00 140159262 3236 1.32 13388457133 196519 3.41