FOMENTO DE AHORROS E INV,SICAV 1.0.0 2025-01-01 2025-06-30 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2024-07-01 2024-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2025-01-01 2025-06-30 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2024-01-01 2024-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2025-04-01 2025-06-30 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2025-01-01 2025-03-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2024-10-01 2024-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2024-07-01 2024-09-30 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2023-01-01 2023-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2022-01-01 2022-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2020-01-01 2020-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2022-01-01 2024-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2020-01-01 2024-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2025-06-30 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2024-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2023-12-31 FOMENTO DE AHORROS E INV,SICAV 1.0.0 2022-12-31 iso4217:EUR xbrli:pure FOMENTO DE AHORROS E INV,SICAV 3152 02 02 2025 EUR BBB false C/Ortega y Gasset, 7, 28006 Madrid EM gesalcala@bancoalcala.com www.bancoalcala.com 05 C/Jose Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@creand.es 2005-12-23 06 15 Alto true false La Sociedad podrá invertir entre un 0% y 100% de su patrimonio en IIC financieras que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la Gestora. La Sociedad podrá invertir, ya sea de manera directa o indirecta a través de IIC, en activos de renta variable, renta fija u otros activos permitidos por la normativa vigente sin que exista predeterminación encuanto 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 la OCDE sujetos a supervisión prudencial e instrumentos del mercado monetario no cotizados, que sean líquidos. No existe objetivo predeterminado ni límites máximos en lo que se refiere a la distribución 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. El riesgo de divisa puede alcanzar el 100% de la exposición total. La Sociedad no tiene ningún índice dereferencia en su gestión. El grado máximo de exposición al riesgo de mercado através de instrumentos financieros derivados es el importe del patrimonio neto. Se podrá operar con instrumentos financieros 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. 01 1.38 0.53 1.38 1.43 2.84 2.84 2.84 3.00 EUR 195134088.00 194875897.00 289 284 0.00 0.00 false 631407660 625432918 264406844 145340295 3.0450 2.9456 2.7705 2.6532 3.2667 3.2468 2.9606 3.0596 3.2358 3.2094 2.9601 2.7704 0.05 0.05 0.05 0.05 01 0.01 0.01 01 0.82 2.10 -1.25 1.91 2.46 8.42 6.85 -8.61 -6.30 0.11 0.05 0.06 0.08 0.07 0.31 0.31 0.42 0.51 false GraficaVL.png png 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xNhovMOO1Mtm6nIMDLVz6DyEpwrBLDTnJAQbflXBeoBUyJBIJGVF7BvOF6mTfvHk6ehgFp/PV4vIIfcFXrcmOxvmP3ZSr9008cIvrfnJOFzBp8weYryy5PktpEIKt7Mz0MfPaPsu6wMG4S+CBgcG1Ct+yH3+Z3KxKMPdhq5b1e7HYZz0iDQ3Sxy0QL53Wh58Fw+7SREKhanxCacPHdbbuOm+u8e72lo13RDIfd7k3D+TetlMLJpUu8YWjQtCjL7Bt2Rgxl6R6WH36qyegNer4amoLq+443Z1j9ZPF+zsM1NSJyfUu7AU5D4/2L9fo8NA9b8+/RT53s64owpk0Jk+3mFn9l0H0cS4xiahr6cn+PcA8z37zPfspwn6LzO2C3KfB5Vhj2KOb1XrMaz7OVURhza8n3WMf6ApUqsvD7NcVxXho5mbTx3zzORU6qRTV93T7Rp12xm2gZD7XHmX9JK0ODbQre5NHndye2dZNtSm4TRlxbBMvm0rTNXAbX9XW3vf3UNv46bThw6nxr8SCpk5MgfkPieac+LDLNcyY0i8twmBWbfsYDfNRSIpfXGbeiq8ljqN2u7BgYHwF0HWBwyMt+8O9PHjdnYye3sVVGZPSn5+/vQhaNRF7h2lWSyz1bzmt8xo8gn+cLDhV8Jh3nuggfciBPwMd9vEC78Ihvo1ZJNFIlFuRubFk6d2r9e+6XKprIgt0YzbkgoqsydNsaWlpdrJvbeuhK5ee2qLmdTq2V4ONTH+MJ2mMdrbGXdie+79s+LJCU3Y3qYGjvcdr/06uvbmVq+iosfU5OEjFZL7XMrsEQEBAUFBQeold17LO+qzd5RkMqzVuVUFMcd0ITuNgropoRZrq6N/Y/yWjgwNx7DCjhiZGmzZ9uTBo/YWDS0woqAye1wu18rKioyvRnIf4baGWa5rehPLyIaPOvwTHe1QnobAeR3BMl3VXpzB4G2UiMVFuXlXzl7YvV776jlHdm6+RKzRY9ArqMyeo6NjSUnJjNlkqGANVQGvN9J2Y92r50xt+KoIn9wH52A9xiORiIuf3Yi00RpsrWfqNlLfnHro1E+n3jr12UeGh9Hu7xVWZk/rX1Hxnvv46FCs/TZmP+xDZ69go69VdoxisCRQ+6Zfs05yMmDk9+f8UX5CZLS9udUBnS3ed7yaGjho8WWXu3yZvY/OpppyF40LEs8fKHrixvi2z3C3qU8OxjHAVEa622KOb817dEEdh8qY9VrkX4ZpzMvMEmGsU4XJXb7MnrrInQ6DNDeLnLunNOEZznb264Qze3EMMJLumqJQ8+9q4wKYtFHqPkyjusp9CTqSSpe7RPLmjj1dxmrIoOcSiTjMcp2mPcmiCTSkhrJMV3WWvWHG5kiHaTxlbau3cdODG2o8TCPkrjS5F/hcTHI0EE0INaf5y4LuFP7misOASSds9u/Xog7/NNTOUf9tkaQnJp0/cowxwzRC7sqRe1mQZ9zJHSpY23pZGeluCzFZqckjAjIJ2nvT3CxSLhqr9dh2REtjk/+DR4bbdprs2ut6+lx/by8aF3JfILVxT6OO6GjOA9nTSb1kytTf8mvWeZrbGm23ma4+1femYn9fX9jzF7YGxvq6P/t43uXUvUOzQu6LgpMRGW71w2hPh2buAc058ckuRjgS1BpuVX6o2Ro1fSxjjM9Pjo0/e/jo7g3aHhddSwuLNPzhI8h9aWgrSqOjYrC9QWP3APHkBMt0FTMGvNRM3iW9ZJmt7qrIVa+wRSJRwZvsq+eddv240dneITM5dXwctwch9yXr7xSQ1/rqKzR8J2D7X0VZZHVEIhYV+l2OPrJpuLNZjcKuray87+6x76fNx80PxrDChgYH0ZSQ+1LSz6kms6tdf2c5GGytD7VYS6ZAKtSI8dGh1EumqZfNJvjq8bR9e0trgLevyc695nv2P/d70tXegUaE3Jee4c4m0llLXhL2ACmvzu3TzKI8agrtwFFHdIqeuKn+KXlwYCDyZchRY/MDOlseedx5V4NfqUPuywa/jxthvb4hNRTNL4OykX7NGnlQC7rKc1hmq1V86AihQJD+KvGCnf3u9druTheLcvPE+JoUcl9WuQuHedF2m6uj/ND205kU8IONvmZAhVjG8zYhMNRsDbeqQDXDI4Ozc/PJ5uT0C0ePpyUkkuXRapD7ssudFJZwek9JoAcaXp68Rxcqwx4hDyqLRCQq8HGJOaarmj9teldT+8jjzgGdLUeNzSJfhvD6MfALI+T+2RqqlZWVlpaW9I6FhQV9qhS5iycnkl2MSGFo9Y/SV18eaaP1XjPKS6od4yODtPemuVlOjI2qVGBd7R0vfvM337PfZOfeAG9fjS17xEy5z6WGqpGRUXl5OU0kJSUZGxsrXu4SsSjjxuHMm0clEtz4+ySx9j93VeQhD6rGYHtDpK02++l11dl7hweHYkPDj5sf3PfT5vvuHjUVlWgmBsp9jjVUZejq6ipe7rkPzqVeMtWQusALpjYu4M0de+RBpegoyWSZrmpIC1OJC4jx8czkVGd7h10/brx6zjE/KxtjqTNZ7lJmr6Eqo6qqysNj5i3v5S6zVxzgnnBGD1WH5nLtH2z4lboPO8Wo023s76Hm33XXspUbhkQsLi0s8rjounuD9lnbo8mx8WN8HE0aKXf5GqpS+Hy+i4vL2NiYInvuVRE+Mce2CEd4aOy5QD13hlV4UFPEosm8hxdi7X8e7WlXYhicune+Xvf0dX+2NTAOe/4CAzRqutzla6gSvb297u7ufX19n1rCcsi9Pjk44tCGsX4uWnqOdFXkkVCQB+UiHOYlORq8vmatrMvNHi43+PeAg/v1DbftfPLgUUtjExoFcv+AfA1VNpt94sQJHm+27vOSy70l91WoxdrhrhY083yuwCWRNlp99eXIhLIYbK2nHsmHH+wq/JdLvd3dAY99Tx48tFdLx+vK9crSUgl+PQW5z15Ddf/+/VrTUIDcO8uyWaarBppq0MbzpTLsEX4wqiza2a9pv23MjFLoCX3qyaOr5512/rDBfPe+nNcZqHkEuS8lSyj33ndlLJNvu2uK0MALYGygO9joa3z/rHiqo/zCLNf21pUqbI1tzS1PHjwy2LLtsKFJdAhreHAIrQC5q67cP4xxaLaGekBo3QWTfs0aY+8oEvHkRM79M3Ent/P7uhSwOv7oaHx45HEzywM6W3w87zY1cNAEkLuqy320pz384PeNmdFo2kV16ApTX53bhzwoBsFQf+L5Axk3Dk8Kx5Z1RR9uv+TlX7vgtHu9tuvpc/iVOuSuNnIXDPZF2mq/TXiGdl20BUShFmvpGgipWG54zW8jrNeXBd1Z1q9P21ta/T/cftlu+6txVHAIbr9A7uok9wn+cNyJ7eUh99CoS0LJ81ts/6vIw7JSEXyXZbKy6U3cMi2fPzqaEBF13PzgAZ0t3ne8muobkHPIXc3kLhoXJF74pdDvMlp0qRjhtrJMV2HAhmWir74i2dkw2PDrltzEZbjwEhfnF1x3dN69XvvyqbN5WW9w+wVyV0u5S0Si9CsHs70cMKLh0kL2ac6JRx6WluGulqxbdmGWa98lv1zyOkodra2/P3z869YdtgbGkS9DUJ4UcldnuUsk2Z4nSe4S9E2WmqY3samXTJGHpUIw2FfgeynEZGVl6MOl/e6UP8pPiIy2N7far6PrfduzsR5flgD1l3uh36UkR33RhBBtueSIJsbJRMod24QZTAr45SH3Qoy/KXriJhxesmGOJBJJSUHhdUeX3eu1LzmcycvMwu0XwBC5lwffjTu5fYI/goZcJgp/cy0L8kQeFu5fkehDYTzz797cOTHS3bZUi+1oa3v6yPvXrTtsDIwigoIHeRgXDzBI7m/jAyJttelSF624fPBa6sIPfo8KJwujOSeedtHUy2b9jdVLskD+KP9VVPQJiw+3Xx7f8uS8w+0XwDi5N2ZGk3Rwx0ABJJzZi8d95wu3Mj/h9J54h51d5TlL0P2XSEoLi6RVpy+ePJ2bkYnbL0BBcv9sDVX5dxYjd3JNqNkaPGKjGOqTgzPcbZCHOTLQVJvmah5po9X0JnbxP9/qbG9/+sjb8Oedh/QNI168xO0XoFC5z6WGqvw7C5Z7d00Ry3RV77syNJ5imBTwg42+FvBQpeEzjPZ0ZN91oG7H2/gAsWhyMYsa4/MTo2NOWFrv+2nzI487nLp3SC9QgtznUkN19qqqc5d7T30FmX1JLnXB3Ml9cK4qwgd5+BTCER7792shxt+UBXlOjI0ueDlTt1/YN5ylt19OfRh6d3IS6QVKk7uU2WuozlJV9f18aqjq/7hOd9V3ehs3mezYY2tg7GBl43LiFB0M9909/B88Cnn6LC48Ij0xqSA7p6qsvKmB08Pl8kdHUXBgkfTWlUQd/gl5kEc0LqgK92aZfJvv7byYi5sPt18e+xhu22n9y6/hL4IGBwaQW6CKcpevofqpqqrz7bmLJoSTExO063e0tb2rraVuDvVukmPjI1+GPPd74ut1z9Pt2pWzF84fOXbczPLgvl8Mtmzb+YPW5pVr6NVgy/aD+/WPmx+8cPT41XOOXleu+3nde/Gbf1RwSEpcPC2nrIhdX/uWDrNBHg89phnEHNPlVhUgD//sZYtF9amsMMt1mTePDHc2LWwhtKclRsWcPHho30+bH3rcbnhbh8QClZa7fA3Vj1ZVXYDcF3ocikdHRrq7uprqG6pKywreZFPvPjYsPPjpsycPHlGv393porO9Ax1jNgZGxtt379XS2bJq7bbvftivo2u2W++IkekZmyOXHM54XHR95HEnwNs3NPBFQmR0asKr0GcvaioqWxqbert7+KN8Bl8i1MT4fxjgAUzRVpASbbc5ydFgvt/9iMXixvr6V1HR1LegnW3zt2vo6jM7HbdfgJrIXb6Gqvw7ipT7whAKhf19fa1NzW+rqovzC7JS0+iYpEvmZ96+j2953r7s5njMXl9321Fjc4u9+/V1f975w4Z/XCJss9Q7cMzU4txhO9cz52hOml92SshMTi3Kzasur5DeNaKzDp17VH9HEQ7zgg2/muAPa/gB0/O2JPH8gZjjW+f+89Cu9o7XScned7xOWFjt+H6D+Z591Jmga83aykqhQAAHAXWSu3wNVfl3VF/uC75EIGWTuEnfJHFSOQmdtB7wj1MC6Z6kT+qnE8C0u0Yb6PRAJwk6VZy1PXr51Nlbl9zoKuHpY5/QZ8/jwyPJDn//IqG+gS5BRoaHxQo/JWTdsnubEKixh8pge0OGu0241Q8N6eGzP9XF6x/Iz8qmFr9w9Ljexk3UyhdPnn7p/7SkoJB2D0gHqJncFw8D5L7AU4JEwh/l93b3tDQ21VRUsnPzM1NSpVcJgT5+1OO77XrF7cz5v3+RsF//1607dq/XplPC9nXrD2zaar6HTglm0htHx8wsbzhfpD/MSE6pKCntaGtbwr5hZ1l23MntGniQjA105z28wDL5tjrSVzQx/pEZ+PxydnHI02d05jb8eefuDdp0hvZ/8CjndUZ/L35CCiB3TZX7wqXD5/f19LQ2NdVWVhXnF7xJS/f1vOd39/5Dj9tkmePmB42379723Q+7ftxI1wSnDx2+7uji53VPqv7K0in1C+cz4JpEEnFoQz+nSnMyPMEfKXl+K8T4m+JnN8ZH/1m9aHJy8l1NbQwrzOOi68F9v9BZls67lPa0hMT2llb8OgtA7pC7IhgZGm7mNJL9U+Lig38PeHjzllT9Rtt3/bzme7oIkKrf3ekiqT/ixcvM5FRSf2d7u7z6K1gP8r2dNSFp4smJmhh/ltnq3Ptn+X1d5Gs6iVIC77t7HDU2J5tbHzC4fdktLjyi4W0dBgMAkDvkrorqb2rgkPqTY+Nf+j/9oP7T56gfKlO/pd6Bv6v/7v1gX1/3HSsrCgtJ/ePj48zMiETSmBkVYb0+ytEsiRX0270Hp6xt6eqHLoOunnMMDXxBZz58EQogd8idCepn5+VL1f/ghsfR7ZsO7dljuG3nB/Vv+KD+MzZHbjh/UH9EUHBmSmpVaVlXe4c6qp82NinwN5e9Gw9tXr9vo86+nzY7HTsR6ONXmJOLkkYAcofcGU5rfnLihV+k08ODQ031DaT+pJi4oCe/k/ovnzpLvX5S/9Yp9W9b88NhQ5MTltbnDttdPHn62gWn25fdaDY/r3sB3r7BvwdEvgxJiIhKjX/1Ji2dHFrOLq6trGqsr+9oa+vr6SHbLutJQigUVpWVR7x4SYEZbt3+86o1plprb585Saeo7q4utDWA3CF3DUIiEoWafzfUzvnsnKT+7NeZb6uqK4pLSNzZ6a/TEhITIqNJ6MFPnz3z9qXOPon+tuuV647OpP7zR46dPHjoqLHZwf36Jjv2/LL5Zzo90Eli08o129b+uFdLx2DLNrPdeta//GpnYn7K2sbxmL3r6XPuThe9rlx/5HHnyf2Hgb6/hT57Hh0Smhgdk56YlJuRSSeeytLSdzW1LY1N3I7Ovp7et9U1dDrxdLt2SN+QFkvnntvOzvdtDXx/XVuXGIRijQByh9w1l+JnN4qfXlfc6UQiEQoEQ4ODPVxuW3MLp+5dTUVlaWFRflY2dbFT4uJjw8LDXwTRpcPTR97ed7zuXb/hcdH16jlHZ3uHs7ZH7c2tbA2MLfbup+uJHd+v19PedMP5YnQIiy4Rhnu7Cv0+FDWtCH2wtEVNAYDcIXf1Y7iziWW2epGj2ioXWVHTwt9chUMYpQtA7pA7mCLJ0aAlL1EdI5eIRHWvnk8VNbUf4baiKQHkDrmDf9KYGZXmaq52YVeEPgi1WJt6ybSfU41GBJD7vOXe3NxsZWW1adMmZ2fn4eEPQ02x2WxTU1Npmb2ysjLIXd0RTQhDjL8Z7e1Ul4AFg31Zt+zCDn5fE+OP5gOQ+wLlbm1tLR0drLGx0dPT8/1UJSYul0sT9LqYSkxAdSjwvVQeck8tQm1IC2OZrip5dpPOSWg4ALkvXO7Tay1t27aNXg0MDHqnRlCiV5qG3BnAQFNNuNWPs4+PqHRGuK0pF43jHXb2N+I+DIDcFy13CwsLDufD76ATExOloq+pqdHV1dXS0qLXqqoqyJ0ZxJ/a1VGSqZqxScSi6ii/EJOV1ZG+NI3GApD7Esi9rq7O2NiYPB4UFESv76du1DQ2Nkotb2NjM2P+uddQBSpFXWJQ5s0jqnlVQSeeZBcj/B4GQO5LKXcZbW1tpqam7z9XIBs9dzVlgj8SbPiVYKhfdUISTQhLnt9ima5qSA1FAwHIfYnlbmRkRD10iURCPfenT5/SO9Rbl96oqa+vp1485M4Ycu6dro7yU5FguFUFUYd/yrx5VMBDiQwAuS+D3Nls9oEDBzZt2uTh4SEd6pq68OR06rPTK01D7oyhu5YdfXSzClxDDOc/dgyzXNdWkIJGAeA9HmICiyf6yCZSvBIDaC1IIa3nP3aa4KNCKQCQO1giqqP8cu6dVsqqx3g9mTePRB3R6a4uREMAALmDpUQw1B9s+JXie831qSyW6arS57c/WrQaAMgdcgeLhbrPdYlBClvdcFdLsrNh/KndA021SD4AkDtYLjpKMuNP7VLAiiRiUVWkb4jJyproJ3g0CQDIHSyzcyXicKsfBppqlnUt/ZzquJM7Ui6a4NEkACB3oCDKg+8W+F5apoWLJoTFz26wzFY3pIcj1QBA7kBxjPZ2hhh/sxzDLnIr8yNttbNuHRMM9iHPAEDuQNGkXjZrzIxawgWOjw7lPjwffvD7tqI0pBcAyB0oh5bcV0lOBku2tLzEMMu1BT4uE2OjyC0AkDtQGmLRJMts9XBn8yKXMzbQneFuE310s3IffAUAcofcwd9hP71e8uzmwv9eInmX/JJl8m1Z0B08mgSAysldvobq+Pi4u7s7vaOvr89msyF3pjLUzgk1/04iWsgv0Ic7m5KcDBLO7OW11CGTAKii3OVrqPr7+wcGBkokEjI7yuwxm8TzB1rnOTQjnQwqwx+HmKysjf1dxev2AaDRcpevoWpmZiatxDQLkDszaEgPT79ycO7z93Oq4k5sT71sNtrTjuwBoNJyl6+hSq8sFktXV5e67XV1My+6UWaPSUwKx0KMvuH3cT87p2hcUPz0OstsNScjEnkDQA3kLl9DVVtbOzY29v0/bsej585s8r2dK0IfzD5PV0VupI3Wmzv2KlWlDwDIfU7Iaqju3r1b9iZqqDKefk5VxKEN7yWSj346PjKYe/9suNWP7cUZyBUA6iR3+Rqqnp6eKSkfvmTjcDiHDx+G3BlP3MntnWXZ8u835ySEWqwt9Ls0KeAjSwComdzla6gODw87OjpSn93KyqqlpQVyZzxvEwKzbtlNf4ffx319zTrmmG7P2xLkBwC1lPvCgNyZxPjoULDhV8Jh3of/SCR1iUEsk2/Lg++KJyeQHAAgd6DGZHs51MT4D3U0JjnqvzqrN9haj5wAALlD7mpPV0VeqOnqEJOVb+MD8GgSAJA75M4QJGJR/Mmdg20NSAUAkDvkDgAAkDsAAADIHQAAIHfIHQAAIPdFU1ZWJps+derURQAAAAvF3t5eVeQOAABAkUDuAAAAuQMAAIDcP4q0fMdiCA4OzlABEAbCQBgIQylhTP8Wk1E99+m/vUEYCANhIAyEwRC5z+WshTAQBsJAGJocBu65AwAAA4HcAQAAclcqsbGx//u///vnP//536b4j//4j//+7/+urKxEKyqR8vLyP/3pT//+7/++a9cu2ZvUOpoZRkZGxh/+8Icvv/wyPDz8j3/844oVK/7rv/5L8Y2iImHMQPHNoVJhyNbb2dn5xRdfKKBR1EnulBEWiyUQCKT/pYnIyEhyPQyrRCj/0dHRNFFfXy/bWRV//KhIGH/5y1/oNJOVlUWHLr3SO9T5+J//+R/NDGPFFP/2D6TTdALWzDBkeyO1zsjICE309fX953/+J+T+90ZShfOwbP+YjlL2FVUIY0ajrFy5UimNomph0GWlEndRFQkjPz+fAnB1dVVul1lFwpCtd/q+uqzBqJPc6bo7Pj5+fHxc1nOXXnUqPhJyKJfLVXpCVCEM6oYUFhbK/kuN8te//lUpXWZVCIMuLtPT02lCtpfSlQTFpplhSCGr0nVVaWmpcm/LKD0McvrXX39Nl1D0Kn2Hw+Es640HdZJ7bW0tXVpKb61SC9HE3/72t7q6OsVHwmazadVKT4gqhEFHywxrZGRkTO8walQYnZ2dX3755YweCR3DmhmGDD6fr6WlpfjLSpUKY2hoqLy8/LvvvpPtqNQoy/qVIX4tAwAADESd5I4fZiAMhIEwEAYD5Y4fZiAMhIEwEAYD5Y4fZiAMhIEwEAYD5Y4fZiAMhIEwEAYD5Y4fZiAMhIEwEAYD5Q4AAICBcleRsWUQBsJAGAhD9cPA2DIIA2EgDITBwDAwtgzCQBgIA2EwMAyMLYMwEAbCQBgMDANjyyAMhIEwEAYDw8CvZQAAgIFgbBmEgTAQBsJgYBgYWwZhIAyEgTAYGAbGlkEYCANhIAwGhoGxZRAGwkAYCIOBYWBsGYSBMBAGwmBgGGp2z/3rr79ms9lDQ0MIA2EgDISBMBgid1kRwj9PoawGQxgIA2EgDNUPQ11/5y5fbRZhIAyEgTAQhtrLHQAAAEPkriIPI6Snp0vHcquurqYT74oVK/7617+OjIwgG8gGsoFsqE428BDTvPnjH/+Ym5srjYfD4Ujj+eKLL5ANZAPZQDZUJxt4iGneUBdgxsSMaWQD2UA2kA2lZwMPMc2brVu3BgcH9/T0uLi4PH/+/P1UjZV169YhG8gGsoFsqE428BDTQnBycqLrKdnQnfr6+sgGsoFsIBsqlQ38WgYAABgI5D5vVKTeLrKBbCAbyAbkvpSoSL1dZAPZQDaQDYbInU53K1as+Ld/RelfvstiQzaQDWQD2VCdbKhZz52ahMvlKjcGFam3i2wgG8gGssEcubPZ7L/97W/KjUFF6u0iG8gGsoFsMETuGEEUYSAMhIEwGCh3jCCKMBAGwkAYzLwtI58pjCCKMBAGwkAYzJE7AAAAyH0pwaMZyAay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Distribucion4.png png 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 ALPHABET INC-CL C (GOOG US) Compra Opcion|ALPHABET INC-CL C (GOOG US)|100|Fisi 1869264 01 FUT S&P 500 E-MINI 19SEP25 (ESU5) Compra Opcion|FUT S&P 500 E-MINI 19SEP25 (ESU5)|50 14006 01 FUT S&P 500 E-MINI 19SEP25 (ESU5) Compra Opcion|FUT S&P 500 E-MINI 19SEP25 (ESU5)|50 2479400 01 S&P 500 Compra Opcion|S&P 500|100| 31682880 01 36045550 36045550 DAX INDEX Compra Futuro|DAX INDEX|25| 6450813 01 EURO STOXX 50 INDEX Compra Futuro|EURO STOXX 50 INDEX|10| 4335750 01 EURO STOXX 50 INDEX Emisión Opcion|EURO STOXX 50 INDEX|10| 7840000 01 EURO STOXX 50 INDEX Emisión Opcion|EURO STOXX 50 INDEX|10| 7200000 01 KERING (KER FP) Emisión Opcion|KERING (KER FP)|100|Fisica 1020000 02 META PLATFORMS INC, CLASS A (META US) Emisión Opcion|META PLATFORMS INC, CLASS A (META U 108611 01 NVIDIA CORP (NDVA US) Emisión Opcion|NVIDIA CORP (NDVA US)|100|Fisica 925919 01 S&P 500 Compra Futuro|S&P 500|50| 3947171 01 S&P 500 Emisión Opcion|S&P 500|100| 43689420 01 75517684 B BUNDESREPUBLIC DEUTSC 2,60% 15/08/2034 Compra Futuro|B BUNDESREPUBLIC DEUTSC 2,60% 15/08/ 10000000 01 EURUSD Venta Futuro|EURUSD|100000| 31068701 01 EURUSD Venta Futuro|EURUSD|125000| 6288322 01 FUT EURO-BUND 10SEP25 (8,5 A 10,5) RXU5 Emisión Opcion|FUT EURO-BUND 10SEP25 (8,5 A 10,5) 5120000 01 FUT EURO-BUND 10SEP25 (8,5 A 10,5) RXU5 Emisión Opcion|FUT EURO-BUND 10SEP25 (8,5 A 10,5) 9310000 01 US TREASURY 4% 30/04/2032 S/A Compra Futuro|US TREASURY 4% 30/04/2032 S/A|1000|F 882500 01 62669523 138187207 false false false false false false false No aplicable. true false false true false true false false d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 14.519.872,70 euros, suponiendo un 2,32% sobre el patrimonio medio de la IIC en el periodo de Los gastos asociados a esta operativa han supuesto 105,00 euros. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 15.314.174,57 euros, suponiendo un 2,45% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 105,00 euros. f.) El importe de las adquisiciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 18.237.253,02 euros, suponiendo un 2,92% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 1.023,16 euros. f.) El importe de las enajenaciones 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 13.705.007,90 euros, suponiendo un 2,19% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 105,00 euros. Anexo: a.)Existe un Accionista significativo que supone el 58,21% sobre el patrimo nio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. La renta fija ha tenido un desempeño positivo en el primer semestre, especialmente en los tramos de deuda pública y corporativa de grado de inversión. El principal motor ha sido el giro en la política monetaria por parte de los bancos centrales. La Reserva Federal de Estados Unidos (Fed) mantuvo los tipos sin cambios en el primer semestre, después de haber iniciado una fase de recortes en 2024. Esta decisión fue impulsada por una desaceleración paulatina de la inflación y una moderación del crecimiento económico que ha suavizado las presiones inflacionistas, por lo que el mercado entiende que a pesar de la pausa, continuará con el ciclo de bajadas de tipos de interés. En paralelo, el Banco Central Europeo (BCE) también comenzó a relajar su política monetaria, incluso de forma más agresiva. Esta tendencia ha favorecido especialmente a los bonos de mayor duración, que se han beneficiado del descenso de las rentabilidades exigidas por el mercado. A medida que los tipos de interés han bajado, los precios de los bonos existentes han subido, lo que ha impulsado la rentabilidad total de muchos índices de renta fija. Además, las expectativas de que los tipos sigan bajando lo que ha contribuido a sostener el apetito por este tipo de activos. Por otra parte, la deuda corporativa también ha mostrado un comportamiento positivo. Los diferenciales de crédito se han mantenido estables o incluso han disminuido ligeramente, aunque a mitad de semestre sí que hubo una ampliación de spreads por las políticas arancelarias de la administración Trump. Las tasas de impago se mantienen contenidas, y muchas compañías han logrado refinanciar deuda a tipos aún razonables. El segmento de grado de inversión ha sido el más favorecido, mientras que el high yield ha mostrado una evolución más dispar, condicionada por la calidad crediticia de los emisores. La renta fija soberana de países desarrollados ha experimentado flujos positivos, en parte también por un resurgimiento de la demanda de activos refugio en un entorno de cierta inestabilidad geopolítica. La renta variable ha tenido un desempeño más desigual, con una clara divergencia regional y sectorial. Los mercados europeos han liderado las subidas, impulsados por el sólido comportamiento de los bancos y las compañías de defensa. Sin embargo, en Estados Unidos, el comportamiento ha sido más modesto. El S&P 500 ha subido, aunque de forma más contenida. La economía norteamericana muestra síntomas de debilidad, sobre todo por la incertidumbre creada en todos los agentes económicos después de los aranceles impuestos el 2 de abril. b) Decisiones generales de inversión adoptadas. Durante el periodo, el fondo ha mantenido una estrategia basada en la diversificación dentro del universo de renta fija, combinando emisiones soberanas y corporativas con diferentes duraciones y calidades crediticias. Paralelamente, se ha complementado con una operativa activa en derivados, principalmente opciones y futuros, orientada a cubrir riesgos de mercado. 0 c) Índice de referencia. La rentabilidad de la IIC es de 0,82%, por debajo de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,21%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio de la IIC creció en un 0,96% hasta 631.407.660,15 euros frente a 625.432.917,74 euros del periodo anterior. El número de accionistas aumentó en el periodo en 5 pasando de 284 a 289 accionistas. La rentabilidad obtenida por la IIC en el periodo es de 0,82% frente a una rentabilidad de 4,41% del periodo anterior. Los gastos soportados por la IIC han sido del 0,08% sobre el patrimonio durante el periodo frente al 0,1% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad de la IIC obtenida en el periodo de 0,82% es menor que el promedio de las rentabilidades del resto de IICs gestionadas por la gestora que es de 1,98%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Las inversiones del fondo se han centrado en deuda pública europea y bonos corporativos de emisores internacionales, con una distribución equilibrada entre distintos sectores y vencimientos. La gestión ha incorporado de forma continuada instrumentos derivados para ajustar exposición, proteger cartera o capturar primas mediante estrategias de cobertura, tanto sobre índices como acciones concretas. La combinación de una cartera diversificada de renta fija con una operativa activa en derivados ha permitido al fondo adaptarse a distintos entornos de mercado. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. En cuanto a la cobertura de tipos de interés, se utilizan diversos instrumentos, principalmente futuros para cubrir el riesgo de tipo de interés de los activos en cartera. A fin del periodo, el grado de cobertura sobre tipos de interés alcanza el 0,06%. En cuanto a la cobertura de renta variable, se utilizan diversos instrumentos, principalmente futuros y opciones para cubrir el riesgo de renta variable de los activos en cartera. A fin del periodo, el grado de cobertura de renta variable alcanza el 6,27%. N/A d) Otra información sobre inversiones. Esta sociedad tiene un activo en suspensión de pagos, CIA LEVANTINA DE EDIFIC Y O.P. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. El riesgo asumido por la IIC, medido por la volatilidad del valor liquidativo, es de 6,12%, frente a una volatilidad de 0,19% de la letra del tesoro español con vencimiento un año. 5. EJERCICIO DERECHOS POLÍTICOS. N/A 6. INFORMACIÓN Y ADVERTENCIAS CNMV. Informarles que el Informe de Auditoría correspondiente al ejercicio 2024 ha sido aprobado sin salvedades. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS. Esta IIC soporta los gastos correspondientes al servicio de análisis financiero sobre inversiones, tal y como se recoge en el artículo 141. e) del texto refundido de la Ley del Mercado de Valores, en tanto en cuanto, i) así se recoge en el folleto informativo dela IIC, constituye pensamiento original y propone conclusiones significativas no evidentes ni de dominio público, ii) estos informe han estado relacionados con la vocación inversora de las respectivas IIC y iii) no se ha visto ni influido ni condicionado por el volumen de las operaciones intermediadas. Los proveedores del servicio de análisis más representativos son BBVA-Bernstein, Banco Santander, JBCM y Exane. Los servicios de análisis financiero contratados a terceros son nuestro principal soporte a la hora de realizar nuestras estimaciones y valoraciones de nuestras inversiones. Son un medio que nos permite seleccionar y encontrar valores que estimamos están infravalorados por las circunstancias del mercado y creemos van a aportar futura rentabilidad a las IIC. Además, los servicios prestados por estas compañías nos permiten mantenernos informados de la actualidad de las compañías y de los mercados. La información suministrada diariamente nos ayuda a la hora de profundizar en aquellos sectores y compañías especificas en las cuales estamos invertidos o tenemos interés en invertir. Asimismo, nos dan acceso a múltiples analistas, macroeconomistas e incluso a los equipos directivos de las propias compañías, lo cual nos aporta un gran valor añadido a la hora de realizar el análisis y seguimiento de nuestras inversiones. Los costes del servicio de análisis devengados en el periodo han sido de 3.494,35 euros mientras que el coste presupuestado para el siguiente ejercicio es de 8.524,71 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Las expectativas que había a principios de año sobre recortes de tipos en Estados Unidos no se han materializado y el mercado ha ido reduciendo las expectativas de recortes de tipos de los bancos centrales. El BCE sí que pudo bajar tipos, y puede que prácticamente haya concluido su ciclo de bajadas. Los mercados siguen aferrándose a la idea de que habrá un recorte de tipos agresivo, más pronto que tarde, a medida que la inflación se normaliza. No podemos olvidarnos que el 2025 es un año de tensiones comerciales, por lo que otro punto importante de cara al segundo semestre del año van a ser los acuerdos a los que se llegue con los distintos países. Empezamos 2025 con unos niveles exigentes tanto en los mercados de crédito como en los mercados de acciones y esos niveles han seguido aumentando a lo largo de este semestre. Aunque la volatilidad haya aumentado mucho en el primer semestre, es de esperar que esta volatilidad vaya reduciéndose a lo largo del año, aunque todavía se mantenga. Así pues, el entorno para el segundo semestre del año sigue siendo complejo, con el punto de inflexión en los tipos de interés como un aspecto clave en el año. Es de esperar que la volatilidad continúe tanto en Renta Variable como en Renta Fija por lo que el escenario que tenemos por delante sigue invitando a la prudencia de cara al segundo semestre del 2025. Informarles que el Informe de Auditoría correspondiente al ejercicio 2018 ha sido aprobado sin salvedades. No aplicable