CREVAFAM SICAV, S.A. 1.0.0 2025-01-01 2025-06-30 CREVAFAM SICAV, S.A. 1.0.0 2024-07-01 2024-12-31 CREVAFAM SICAV, S.A. 1.0.0 2025-01-01 2025-06-30 CREVAFAM SICAV, S.A. 1.0.0 2024-01-01 2024-12-31 CREVAFAM SICAV, S.A. 1.0.0 2025-04-01 2025-06-30 CREVAFAM SICAV, S.A. 1.0.0 2025-01-01 2025-03-31 CREVAFAM SICAV, S.A. 1.0.0 2024-10-01 2024-12-31 CREVAFAM SICAV, S.A. 1.0.0 2024-07-01 2024-09-30 CREVAFAM SICAV, S.A. 1.0.0 2023-01-01 2023-12-31 CREVAFAM SICAV, S.A. 1.0.0 2022-01-01 2022-12-31 CREVAFAM SICAV, S.A. 1.0.0 2020-01-01 2020-12-31 CREVAFAM SICAV, S.A. 1.0.0 2022-01-01 2024-12-31 CREVAFAM SICAV, S.A. 1.0.0 2020-01-01 2024-12-31 CREVAFAM SICAV, S.A. 1.0.0 2025-06-30 CREVAFAM SICAV, S.A. 1.0.0 2024-12-31 CREVAFAM SICAV, S.A. 1.0.0 2023-12-31 CREVAFAM SICAV, S.A. 1.0.0 2022-12-31 iso4217:EUR xbrli:pure CREVAFAM SICAV, S.A. 3390 02 02 2025 EUR A (FITCH) false C/ Velazquez, 76, 1º derecha. 28001 Madrid TFNO +34 917 373 787 EM back@oleagestion.com www.oleagestion.com 05 C/Velazquez, 76,1º Dcha.28001 Madrid TFNO +34 917 373 787 EM info@oleagestion.com 2007-07-27 06 15 3 en una escala del 1 al 7. true false La Sociedad podra invertir hasta un 100% de su patrimonio en IIC q sean apto, armonizadas o no(en este caso máx 30% del patrimonio),pertenecientes o no al grupo de la Gestora.La sociedad podrá invertir,ya sea de manera directa o indirecta a través de IICs, en activos de renta variable y renta fija u otros activos permitidos por la normativa vigente sin que exista predeterminación en cuanto a los porcentajes de exposición en cada clase de activo pudiendo estar la totalidad de su exposición en cualquiera de ellos.Dentro de la renta fija además de valores se incluyen depósitos a la vista o con vencimiento inferior a un año en entidades de crédito de la UE o de estados miembros de laOCDE sujetos a supervisión prudencial e instrumentos del mercado monetario no cotizados, que sean líquidos. La Sociedad cumple con la directiva 2009/65/EC (UCITS) No existe objetivo predeterminado ni límites máximos en lo que se refiere a ladistribución de activos por tipo de emisor (publico o privado), ni por rating de emisión/emisor, ni duración, ni por capitalización bursátil, ni por divisa,ni por sector económico, ni por países. Se podrá invertir en países emergentes. La exposición al riesgo de divisa puede alcanzar el 100% de la exposición total. La Sociedad no tiene ningún índice de referencia en su gestión. La sociedad tiene designado como asesor de la misma a la entidad BRIGHTGATE ADVISORY EAFI, S.L., la cual percibe por asesoramiento una retribución fija de 2.000 euros +IVA por trimestre natural. La Sicav podrá operar con instrumentos financieros derivados, negociados o no en mercados organizados de derivados, con la finalidad de cobertura, primordialmente para disminuir los riesgos de su cartera de contado en el entorno de mercado, y de inversión. 01 0.39 0.18 0.39 0.30 0.00 0.00 0.00 0.00 EUR 1405975.00 1408015.00 140 146 0.00 0.00 false 11411350 10918350 10121559 9158444 7.6645 7.1344 6.5039 6.1378 8.1310 7.8840 7.1884 7.2194 8.1163 7.7544 7.1884 6.5073 0.27 0.27 0.23 0.23 0.50 0.50 03 0.04 0.04 01 4.67 2.03 2.59 -0.17 3.64 7.87 10.47 0.50 0.25 0.25 0.26 0.25 1.01 1.01 1.16 1.20 true GraficaVL.png png 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wkKWC0IIMbGD0JWTknMudLw7Q8jBMXa/L5OYmMhyQQghppxSdhC6dkPh9Bh3hfDN6UuooN3vy/j5+bFcEEII6FY7R4y6eqKDc90SwslfLKNq9n2SyesnfImCEEJADdd5U8bVk1F8JWSS3sUh/PSrb0jayN+XqaysZNEghBBNRT1b6d0wYfMTXRlCDo5x1Psy+/btY9EghBDN4UrelHHDbNt+zDUhfGjUrFWr2DLvsNO3eV+GEEJA2Zy17a4Nhf/UOzuED4+Z472WCjryfRlfX18WDUIIoXCmjBsnUpXu1BD+9rV5Gi+2zDv+fRm21RNCCKW5tYsguW1DYV5NyAS9k0L46Lh5HBzjpPdl+DYhIYRQLl7jlVF3TujMWGeEkINjnPK+jHfPrwn37NnD0kEIIY6qSxyu5s6JjTjg8BC+9MGioPV0y/Gj+enF0fj4eJYOQghxHK9ppUZu3lD4js6BIRz74WIOjnH2QWu8L0MIIZSiM0Zq5N7ZvMTgqBBOmrmUXDlv/H4KIe/LEEIIJbeshRS5dwzJ5Q4J4Sdzl9Mq1+ygkFRVVbF6EEKIwGy20CFZnME9TT/CEM5fwsExTp+N638OYWlpKQsIIYQIbrZx3LYsJkqTaXcIHxo165uVbJl3xQTZhDA/P58FhBBCBE3GTiIkh0k/cDFkot6OED48Zs6a1VTQddMbwoyMDBYQQggR1F9rJ0Jy2VA4O364IZQqyMEx7tpTz4mjhBCCuNBECOUy8bpDwwohB8e4ZdQ/hTAqKooFhBBCBOyml9crM+/qhhjCp96av5GDY9x6uExgYCALCCEEIWQcPOErdgwlhH99fyHHp7n9cBkJCwghhAjKam+RH/nMjqwfHxjCl6cu4uAYORwuIzEajawhhBCEkHH009GPBgvhhBkcHCOjw2UuXbrEGkIIoXh8m15uow/MuV8IOThGFiFUr+NwGUIIQsg4c0PhocaQibr+IZyzaAURklsIOVyGEEIEe8s5aFR2s2lugm0IHxo1a+nyVRRIhiHkcBlCCELIOGW2xh3pDaFUQQ6OkW0IOVyGEIIQMk57ZWayTqrgv/59LgfHyDmEaWlprCGEEISQccpo16Y+Om6enw/hIYQghCCEHjkpOef8p30e8sGnkV/MC/lydvcsW9I9q78hRYQQhBCE0CMmzn+b/l+fud9E/e+/Rj72YuS/j47401hpNv/1zbBRE8NeeTv0zSnd895HUkRDps2wRjR4wYKejlIyQghCCEKolNn1Q5Nu9JRBWmj3bPndn7sj+tiLEU+/KkU0/Llx3REdNXHT6+93R/Stqd0RlWbmrO6Izp1njWiwNx/+JYSEECLaX36D5Mh2knYdd0YIRzS/ftYaUe0Tr1hvRnsi+n/ftd6Mhrz/SXdEP/6s54nuooXdHV2xjBCCEEKm2FAv84lZ4Cu7Fo5goh59obujf3ip54nuf75h7WhPRN/5sOdm1PpE96uvep7oqtcQQhBCEEIPnbTCi/onx4rUQrtH98jzPTej/+fv3U90n32t52b0v/7R3dEJH/RE9NMvfvF60boVhBCEEIRQ2ZMQk0MFHXAz+svXi8L+NsH29aKQyR/3f70o+JulhJAQQnzFPxJCJZzE/fZsSubG+fn1oj+NDXprGiEkhBAKn2FSxrbCvKroR54nSHKYwNenEEJCCKGcvnCbzChjW6EmmgjJYfze/5QQEkIIpepSG41RxGQcuap78T065PbZMGMOISSEEEr9tXYao5TZnlJMh9w+/ktWBN6j1Wpzc3NZQwghFK/hegeBUdBEz/ImRe4d71Wr+R4hIYRQrt3spC4Kmp0HL+j+OIYaufH1US8bZWVlrCGEEIrXarpDXRS2rTAygyC5a7T/Pto2hDU1NawhhBCK195pJi2KO4w7esLnNMkts/nZ12xD2NTUxBpCCCGCrGPXqYuyZkfOabYVumVCRr9lG8KOjg4WEEIIERw4xQcolDexXpFkyb276X19fVk9CCEEUXK2la4ob1vh4Ub9M+Mpkxt304eHh7N6EEII4kw9h8soc1uh4SBlcuNu+oSEBFYPQghBXGhiT71itxXOWEmcXDnrv17cG8KMjAxWD0IIQbTc6qIoCp3UgvP6x0bRJ5eNasUqdtMTQgioo8tCUZQ78aFJ9MllXwZmNz0hhLByStlBoeBthfqxn1ApV+ymf3wUu+kJIYRVWGGkKMqd73afYFuhC2bTC2+ym54QQlh8nlfpE7MsiFA5/bsT731sG0KTycTSQQghjvNXTLRE0ZNedFn/9Dha5dTRzF3QW0GNRsO6QQghFONtjt5W/CQm7KVVLvvuRFhYGOsGIYRQLJa72Zw4KsC2wmmLKZaTJuy5cbYhTE5OZt0ghBDN4cqbhETx2wr3Vet//wLRcsZsnDDVNoQlJSUsGoQQouGgNTEmzn8b0XLK4Wqff2UbwoaGBhYNQgjRNLZ0UBExthXqRk+hWw7eSv+b57xXr+G7E4QQguN8GWEmaddx0uXYCX96rO3tYGJiIisGIYSY9pfzYUJRthUu8KVeDpyg/5psG8LCwkKWC0IIMR2v4cOEgkxa4UX9k2MJmKPGd/ps2xDW1dWxXBBCiOniNX5NKM4kxOQQMGd8dEKtVnd1dbFcEELwa0JGAaN/ezYNG/lEPPGK7e1gbGwsawUhhMiKznD6tjiTklfFYdwjn5Ax79iGMC8vj4WCEEJkZy+30Q+hthVqoinZCMdv6kzbEFZXV7NQEEKI7GYbh44KNRlHrupefI+YjWR8liznoxOEEJ4l70QL/RBptqcUEzNH/YJQq9WyRBBCiO/keb5NKNxh3LO8SZp9EzDpQ9sQZmVlsUQQQojvyo1OyiHY7Dx4QffHMVRt2PPrZ1XLV9qG8NSpUywRhBDiM5stWXySSbxthZEZhG2En16SGI1GlghCCI9QVsvTUQEP446e8DltG8n7ovyCkBDCg7Tc6qIc4s2OnNNsKxzWJ+ltvzghKS4uZnEghPAgByvYWS/gxHpFUrih7qMf/ZZtBVUq1e3bt1kZCCE8SN3VdrIh4LbCw436Z8YTOTu+xMunlwghPI7ZbMkp5ZUZEbcVGg4SuQdO5B9e6vOaDO+LEkJ4olN1t8mGmNsKZ6wkdYNP4OtTbCvo6+vLFycIITxRq4nj1sSc1ILz+sdGUbtBRr1omW0IMzIyWBAIITzU4cqbZEPIiQ9Nonb3m/D/eLXPc1G+xEsI4bkarvOpXmG3FerHfkLzBhz/f3xiW8HQ0FCWAkIIz2Wx3M0t4wxuMee73SdoXv/R/eY571WrbUOYn5/PUkAI4dEqL/KFQmEnZlkQ5eszm154s89z0ZaWFtYBQgiPZuow7y6hGWJOetFl/dPjiN8vtg9+Nte2gtHR0SwChBC4W3K2lWaIOokJe4nfz6/JPD22z+1gaWkpKwAhBO5eNfJhJpFH//58Ejjg7aBare7o6GAFIIRAt/3lNwiGsNsK91Xrf/8CFex/O5icnMy1TwiBHucaTQRD4Inz30YI+9wOSmpra7n2CSHQo6OLr/UKvq1QN3oKt4O2YmNjufAJIfALpy9w9KjQ2wrTj3lyCDVzF3A7CEKIB+i8w/coRN9WuMDXMysY9ufXuR0EIcSQ8JFCsSet8KL+ybHcDnI7CEKI+7JY7h44xeujIk+Cbje3g9wOghBiMNdusqdQ9G2Fb8/28NvBhoYGrnQQQgym9BwHzYg8KXlV0Y8877EnixoMBq5xEEI8QFu7ma0Ugm8r1ER7RAh//ax6wRJuB0EIYY+qS3ySQuTJOHJV//wk4UMY+tJEbgdBCGEns9myt5zvFIo821OKuR0EIQQGc6mZj9cLPtGzvAUOYfDYf3CyKAghRupw5U1qIfDsPHhB98cxQlZQ+/go79VrbCuoUqmam5u5qEEIMTw32+7wzV6xZ2tEmpAPRTVfft3ndjAtLY0rGoQQ9jh5/ha1EPsw7ugJnwsWwsDXp/SpILeDIISwHweQCj87ck6LtK0w4olXvNau6xPCPXv2cC2DEMJ+HEAq/mHcqzeL81C03zkyYWFhXV1dXMgghLAfB5CKv63wcKP+mfGiPhStr6/nKgYhxEg1t3bx1ozg2woNB4V8KJqfn8/1C0IIxzjXaKIWgm8rnLFSsIeiWq3WbDZz8YIQwmGOVXMYt8iTml+jf2yUSA9FOUcGhBAO1mW28MtCsSc+NEmRD0WfHMNDURBCuEir6c73/LJQ6G2F+rGfKKuCut88t/7rxTwUBSGE6zRc5wxSkee73SeUFcKNE6fxUBSEEK52pv42wRB5W+GyIKVUMPzpsTwUBSGEG1gsd4vO8MtCYSe96LL+6XHyr2DkH17yWfpNnwpGRUXxUBSEEK7Q0WXZc5xmCDuJCXtlXsEtv/tz/18NqtXqpqYmLk8QQrjIjVvsshd59O/Pl/OuwQ2ff+XVT1FRERcmCCFc6kITx5CKu61wX7X+9y/IM4R+/5zRv4KxsbE8FAUhhBuU1bDLXtiJ89+miL3zktDQ0NbWVq5HEEK4gbl7l30LzRB1W6Fu9BRZVTD0xQn9K+jr68uvBkEI4U5t7ebsY9fIhpjbCtOPyXyzhEqlqqur4zIEIYSbNRk7M4/SQkG3FS7wlUMFtY+PUq1Y1f92sLy8nAsQhBCyUMPnKQSdtMKL+ifHureCUY++oF6wpH8F2TsPQgh5OX+lbdcPTZRDvEnQ7XbnaaKPPK/58uv+FUxNTeWiAyGE7FTXX6eFYm4rfHu2u0L47f/7nM0SIIRQkhOV9bRQvEnJq4p+5Hk3nKk9YWr/CoaFhZlMJq41EELIV8GRUxlHrhIP0bYVaqJdvWXwzQ/6VzAgIKC5uZmrDIQQcldcWpFxuJF4iDTS/7nRPz/JZYeo+b/3cf8KajSa+vp6ri8QQihD6alqWijYbE8pds23dgf8vaCkoqKCKwuEELSQcedEz/J29juiAx6oLSksLOSaAiGE8pSdqtpZWE8/hJmdBy/o/jjGefsF189bNGAFCwoKuJpACKFUVTX1aYcukhBhZmtEmpPOjhlw17xKpSopKeE6AiEELWRkdBh39ITPHVvBiCfH9P/cvPVbu/xeEIQQ4rQwJf8cFRFjkr4/5cBtheFPj/VetXrAd0Q5UBuEEEK5ePlK6oEaKiLIYdyrNzukgpv+8kb/b0pY9wteuXKFqwaEEKK53Ni0Y28lFRFhW+HhRv0z40dYweBX3x2wgmFhYeyaByGEsK5ebYpL2c8xbCJsKzQcdPjBMZKoqCg+Nw9CCME1NTXp4nekHqyjJYo/jPvj5XYkcMvv/uw3deaAFYyNje3o6OAaASGE+KT/yx+u3ZKw6ygtUfSk5tfoHxs1vFdj/uNV9aJlA1YwKSmJb0qAEMKzWqjT6cJjUjihW9ETH5o09BNEu78mMdAvBSXZ2dlUEIQQHkda+PLy8gKCI3bsq6Ioyt1WqP/7tAdWMPIPL2lmz/e6Dw6OASGER6upqQkODolJzicqCp3vdp8YvIIhL7894E5Bia+v76lTp7gKQAjh6W7fvm0wGIIj4jiARqnbCpcFDfxezO//8u2HX9zvRjA6OrqlpYWffxBCoMcPP/zgFxC8Pbucrihu0osu658e16eCm599zWfJ8gETqFKpCgsL+aUgCCHQV0NDQ0SENjIhk42GipttcXtsvykYMOnD+90IhoaGXrp0iZ92EEJgYF1dXZmZmQEh2pSCWuqisG2F78/vPkH7iVc0cxfcr4LSHy47BUEIgQerrKwMCAyOTz9MXZS0rXBfdchrU2KitgyYQD8/P+mPlZ9tEEJgqIxGY2xs7MZNOjZXKGIMOSf9g8Kl4G3YsMHf379PBRMSEqQ/UH6qQQiB4TGbzQUFBT4+6s3RybxQKttJKagNidzW53VQ228KFhcX88MMQgjYr76+Pjg42Gf9Bt13ubxEI7dvUEQmZKpUPv0fhEZGRkr/qdVqGxoa+BkGIQRGymQyJScndz928w9KyCyhQHKY2J2F6zf43e+lmKCgoJycnK6uLn56QQgBh6mpqQkP7/4t1MZNuiS+a+jGDzBll1t/HTjITnk2SIAQAk5hNptLSkr8/LpvRIIj4gx7TpMlV07i92UbN20ZJIHBwcEcmQZCCDidyWTas2ePSqW6d3e4hcNoXDAJu476BW4eJIEajaagoIBnoSCEgOs0NzcnJiZaV2Eph/zu0Ekfl4hLOzR4AiVpaWl8Vh6EEHCPmpoarVbbs2U7cLN048KbpY55I/TI1didhRv8gwZPYGxsLL8OBCEE3K+yslKn0/U8o/MNiNqWlXqwjpjZN8n7qyPi09WabwdPYHx8fG1tLT97IISAjEjrsnSDYl2mvb1VQeGxCZkl3CAO/RYwPv3w4O/CWBkMBnYHghACss5h7+8OuUF04C2gSqVKTU0lgSCEgDJI67V042J9s7T3BjEu7RBHtfXOzsL6mJSCodwCqtXqtLS05uZmfq5ACAGFMRqN+fn5gYGBvWu6VMSNm3RSAKQMeOzRoPqkvQGhUV5DEBYWVlRUdPv2bX6WQAgBBTObzVVVVYmJib03iFZSDKQkeMiHD5P3V0clZj9wI0TvLWBycjLvwoAQAuLfIPbuu9Bu3ZWw62h60WXBHn5K/1DhsTsfuAuCW0AQQsDjbhBTU1OtR7X1j6JUDuVGUYpffPrhzdHJvgEhXkMWEBCQkZHBLSAIIeBxRaypqZECIGVg4I+q34ti7M7C7/LOZBy5KttvIRn2nI5Jzg/TJw0rftajQbOzs+vq6vhhACEEPJ0UAykJUhgGyYaUmeCIuMiEzK0ZR3bsq3LLDkWpx0l7K6V7voj49KDw2A3fBnoNX1hY2L59+9gIAUIIYABSHgoLCw0Gg6+v74P21flIady4acsmnUGqY/SO/VIgpZuzkb99IyVW+h8x5JyUgqdP2qvdukv6W0h/ow3+Qd7eKi+7SHe90j9UcXExuyAAQggMI4pSOYYSxf7Wb/CTbtekCQjRSg2TJnBztNSzPmP9r6SR/jLrX//Aje3Dil9ycnJJSUlTUxN/mgAhBBwQxbS0tKioKLVa7SVLGo1Gp9NlZmaWlpYSP4AQAk4kZaaysrKgoCApKSk8PLzPDkXXkHqs1Wqle76ioqKqqqqWlhb+XABCCLhHV1eXlMba2tqysjKpjllZWVIgpZuzwd++GQopsdL/SHR0tBS87OzswsJC6W8h/Y2am5vNZjP/5gFCCChAa2tryz319fW191RXV5f1U/sT6S+z/vVsbAcIIQAAhBAAAEIIAAAhBACAEAIAQAgBACCEAAAQQgAACCEAAIQQAABCCAAAIQQAgBACAEAIAQAghAAAEEIAAAghAACEEABACAEAIIQAABBCAAAIIQAAhBAAAEIIAAAhBACAEAIAQAgBACCEAAAQQgAACCEAAIQQAABCCAAAIQQAgBACAEAIAQBQjv8P/WzqsL8znNIAAAAASUVORK5CYII= Distribucion2.png png 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 Distribucion3.png png 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Distribucion4.png png 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INDICE EURO STOXX 50 (SX5E) Compra Opcion|INDICE EURO STOXX 50 (SX5E)|10| 850000 02 INDICE S&P500 (RENTA VARIABLE) Compra Opcion|INDICE S&P500 (RENTA VARIABLE)|50| 245953 02 1095953 1095953 INDICE EURO STOXX 50 (SX5E) Venta Futuro|INDICE EURO STOXX 50 (SX5E)|10| 325620 02 INDICE RUSSELL 2000 Compra Futuro|INDICE RUSSELL 2000|50| 186512 02 INDICE S&P MIDCAP 400 (MID) Compra Futuro|INDICE S&P MIDCAP 400 (MID)|100| 266858 02 INDICE S&P500 (RENTA VARIABLE) Venta Futuro|INDICE S&P500 (RENTA VARIABLE)|50| 265553 02 INDICE STOXX EUROPE MID 200 EUR (MCXP) Compra Futuro|INDICE STOXX EUROPE MID 200 EUR (MCX 174930 02 INDICE STOXX EUROPE SMALL 200 EUR (SCXP) Compra Futuro|INDICE STOXX EUROPE SMALL 200 EUR (S 176500 02 1395973 SUBYACENTE EURO DOLAR Venta Futuro|SUBYACENTE EURO DOLAR|125000| 629158 02 629158 US TREASURY N/B 4.00% VTO 30/04/2032 Compra Futuro|US TREASURY N/B 4.00% VTO 30/04/2032 676196 02 US TREASURY N/B 4.125% 30/11/2029 Compra Futuro|US TREASURY N/B 4.125% 30/11/2029|10 756819 02 1433015 3458146 false false false false false false false No Aplicable true false false false false false false true a.) Existe un Accionista significativo con un volumen de inversión de 6.170.011,26 euros que supone el 54,07% sobre el patrimonio de la IIC. Anexo: h.)Existen operaciones vinculadas repetitivas y sometidas a un procedimiento de autorizacion simplificado, relativas a compraventas de divisas que realiza la gestora con el depositario, operaciones de compraventa de participaciones gestionadas por partes vinculadas y otra operativa como la liquidación de operaciones con el depositario. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. En este primer semestre la evolución a la baja de la inflación se ha consolidado en la Eurozona, y el objetivo del BCE de alcanzar el 2% ya se ha logrado en junio 2025. Sin embargo, para la economía americana el objetivo de inflación de la FED, también del 2%, se pospone al menos hasta final de 2026, por el impacto que la subida de aranceles en EEUU va a provocar, estimándose la inflación a cierre de 2025 a niveles del 3%. En consecuencia, el BCE ha podido recortar los tipos desde el 3% al 2% mientras que la FED los ha mantenido estables en el 4,25%-4,50%. Todavía se mantienen expectativas de bajada de los tipos de intervención, esperándose para final de año un tipo del 1,75% para el euro y un 3,75%-4,00% para el dólar. Las rentabilidades de los bonos a largo plazo se han mantenido relativamente estables en el bono alemán a niveles de 2,60% y algo más bajas en el bono americano, 4,25% frente al 4,80% de cierre de año.Los índices de bolsa se han tenido episodios de alta volatilidad en el mes de abril después del anuncio de unos aranceles americanos disparatados frente a los que prevalecían. Después del anuncio de negociaciones y mostrar un posicionamiento más conciliador por parte de la administración americana, las bolsas han recuperado ampliamente las caídas sufridas, subiendo en el semestre un 7,5% la bolsa europea y un 5,5% la americana. b) Decisiones generales de inversión adoptadas. Al inicio del periodo, el porcentaje destinado a invertir en renta fija y renta variable ha sido de 58,75% y 63,23%, respectivamente y a cierre del mismo de 60,13% en renta fija y 35,58% en renta variable. El resto de la cartera se encuentra fundamentalmente invertida en activos del mercado monetario. Dicha composición de cartera y las decisiones de inversión al objeto de construirla, han sido realizadas de acuerdo con el entorno y las circunstancias de mercado anteriormente descrita, así como una consideración al riesgo que aportaban al conjunto de la cartera. c) Índice de referencia. La rentabilidad de la Sociedad en el período ha sido un 4,67% y se ha situado por encima de la rentabilidad del 1,39% del índice de Letras del Tesoro a 1 año. Durante el primer semestre de 2025, la sociedad ha reducido su exposición a renta variable, manteniéndola a niveles del 35% más acordes con el entorno de incertidumbre arancelaria que padece el mercado. Además, nuestras expectativas de subida de las bolsas son muy moderadas por la fuerte expansión del PER de los últimos dos años. Algunos de los sectores donde mantenemos una relevante exposición lo han hecho muy bien, a destacar tecnología americana, bancos y eléctricas europeas. También ha favorecido el resultado de la sociedad el haber cubierto el riesgo dólar durante buena parte del semestre. La exposición a renta fija con duraciones medias ha aportado unos atractivos ingresos por intereses. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el período, la rentabilidad de la Sociedad ha aumentado un 4,67%, el patrimonio se ha incrementado hasta los 11.411.350,22 euros y los accionistas se han reducido hasta 140 al final del período. El impacto total de gastos soportados por la Sociedad en este período ha sido de un 0,5%. El desglose de los gastos directos e indirectos, como consecuencia de inversión en otras IICs, han sido 0,39% y 0,11%, respectivamente. A 30 de junio de 2025, los gastos devengados en concepto de comisión de resultado han sido de 25.461,29 euros. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del período de las IIC gestionadas ha sido: Olea Neutral FI: 3,60%Crevafam Sicav: 4,67% 2. INFORMACION SOBRE LAS INVERSIONES. a) inversiones concretas realizadas durante el periodo. Las principales adquisiciones llevadas a cabo en el período fueron: UNITED KINGDOM GILT 4.25% 31/07/34, EUROPEAN UNION 3.125% 04/12/2030, US TREASURY N/B 4.375% 31/12/2029, BUNDESREPUB.DETCH. 2.5% 15/02/2035, ACERINOX SA, BARRICK MINING CORP, FD HR ASIA EX-JP E-F2 EUR DI. Las principales ventas llevadas a cabo en el periodo fueron: EDF 9.125% PERP CALL 15/06/2033, RED ELECTRICA CORPORACION, BARRICK GOLD CORP, JPMORGAN FUNDS - EMERGING MARK. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. A 30 de junio de 2025 la Sociedad mantiene posición en derivados de renta variable a través de opciones y futuros sobre índices con el objetivo de incrementar o reducir la exposición al mercado según la coyuntura económica y evolución de los índices A 30 de junio de 2025, con el objeto de gestionar el riesgo de tipos de interés, la Sociedad invierte en derivados cotizados sobre bonos. A 30 de junio de 2025, con el objeto de gestionar el riesgo de divisa, la Sociedad 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: 23,84% El grado de cobertura en el periodo ha sido de: 12,4% 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 2025, la Sociedad no presentaba ningún incumplimiento A 30 de junio de 2025, la Sociedad tiene en cartera activos denominados como High Yield en un 4,89% del patrimonio. La inversión total de la Sociedad en otras IICs a 30 de junio de 2025 suponía un 30,67%, siendo las gestoras principales BLACKROCK ASSET MNGT DEUTSCH y MFS INV MANAGEMENT CO LUX SARL. La Sociedad no mantiene a 30 de junio de 2025 ninguna estructura 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. En referencia al riesgo asumido, la volatilidad del año de la Sociedad, a 30 de junio de 2025, ha sido 5,57%, siendo la volatilidad del índice de Letra Tesoro 1 año representativo de la renta fija de un 0,45% 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. En el primer semestre 2025, la estrategia de la sociedad en renta fija será incrementar la duración de la cartera hasta niveles de 2-3 años en euros y entre 4 y 5 años en dólar y libra. La inflación evoluciona lentamente a la baja pero creemos que se alcanzará en el euro el 2% a final de año. En el caso del dólar esperamos que termine el año a niveles del 2,5%. Esto nos lleva a prever un tipo de intervención entre el 1,5% y el 2% por parte del BCE y del 3,5% por la FED, unos 50 pb por debajo de lo que descuenta ahora el mercado. En renta variable, después de dos años de subidas de los índices de bolsa muy por encima de los crecimientos de los beneficios de dichos índices, se ha producido un incremento de los PER de entre un 20% en Europa y un 50% en EEUU, lo que deja limitadas las subidas al mismo porcentaje que crezcan los beneficios de cada índice, ya que la expansión de múltiplos está prácticamente agotada. Las altas rentabilidades de los bonos a largo plazo tampoco ayudarán a las bolsas. Por todo ello, nuestro posicionamiento será moderado, con exposiciones entre el 30% y el 40%, manteniendo estrategias de cobertura para protegernos de eventos inesperados. No aplica Durante el periodo no se han realizado operaciones