MAPFRE PRIVATE DEBT II, FIL 1.0.0 2026-01-01 2026-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-07-01 2025-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2026-01-01 2026-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-01-01 2025-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2026-04-01 2026-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2026-01-01 2026-03-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-10-01 2025-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-07-01 2025-09-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2024-01-01 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2023-01-01 2023-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2021-01-01 2021-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2023-01-01 2025-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2021-01-01 2025-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2026-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2023-12-31 iso4217:EUR xbrli:pure MAPFRE PRIVATE DEBT II, FIL 133 02 02 2026 EUR A+ false CTRA. POZUELO N.50-1 PL.2 MODULO NORTE 28222 MAJADAHONDA EM CONTACTE.INVERMAP@MAPFRE.COM . 05 CTRA. POZUELO N.50-1 PL.2 MODULO NORTE 28222 MAJADAHONDA EM CONTACTE.INVERMAP@MAPFRE.COM 2025-05-09 01 Fondo de Inversión Libre. RENTA FIJA MIXTA EURO. Elevado Política de inversión: El Fondo invertirá al menos el 90% de su patrimonio en IIC de IL o vehículos similares nacionales o extranjeros, domiciliados en la UE/ OCDE o gestionados por una gestora o entidad que desarrolle funciones similares y con análoga exigencia de responsabilidad, sujeta a supervisión condomicilio en un país de la OCDE (los Fondos Subyacentes o FS). El resto, hasta un 10% del patrimonio del Fondo, se invertirá de manera directa en activos de renta fija pública o privada y renta variable (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos, titulizaciones y bonos, incluyendo contingentes convertibles) líquidos, sin predeterminación en duración o calidad crediticia. Al menos el 90% de estas inversiones se realizará en activos emitidos/negociados en paísesOCDE, pudiendo el 10% restante ser de países no OCDE (emergentes y no emergentes). Al menos el 85% del patrimonio del FIL estará invertido en FS con una periodicidad de suscripciones y reembolsos al menos trimestral, y hasta el 15%podrán tener una periodicidad de suscripciones y reembolsos como máximo semestral. Los FS serán, como mínimo en un 80%, fondos de reparto y, como máximo en un 20%, de acumulación. El fondo no cumple con la Directiva 2009/65/CE. Los FS podrán utilizar derivados con fines de cobertura e inversión, en mercados organizados o no. El FIL nunca realizará derivados. El fondo no cumple con la Directiva 2009/65/CE 1 MAPFRE PRIVATE DEBT II FIL C.A EUR 145400 10 0.00 false 100.000,00 Euros 1476222.00 175000.00 false 2026-05-29 10.1528 0.0000 10.0645 true 0.23 0.23 0.23 0.23 01 0.01 0.01 01 0.88 04 LET. TESORO 1 AÑO 0.54 0.51 true GraficaVL.png png 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dOECbdlC06ZRt25y7Ub+/FSgANWtSz170owZtHUrPTrkDuSmyFsy/qX7YBmILWi7/AwL9vHHH3IZ+Zo1+nLIRQj3XBcdLSci58yRoRQaNpSpxfLmpddfp//8hyZNoo0bZSiFVPzwl3t4F7z9d+k6ma+3jBm38yT6RuXMpUtyNcnChfpyyF0IdwOIjaX9+2nBAho4UIZSKFlSTt+/+ip16EBjxshPuPxtAce7eU9G+qz4mVwMNSFcxqSDx3btmlwWzkel4GwId0OKj6dffqHly2XghKJF5UzOK6/IKGkhIdILExzs4DkZ7D6/D7WeKcPKp+A4Kpu4mVKpkrRIwAAQ7i7ixAlJds53d3fJ+jZt5AKrAwdkiAVwjHuJMlJ/rbEyPNnwr2QWEcjKvXtUo4YcfYIxINxdUFSUdMHs00dGy8mbV8ZOGDmStm2TzvjgACeiZIrBl/rJXFdhP8mww6CXmChjcXfvri8H50G4u7i4OOmN4+9P9epJz8tq1cjXl776iq7iQh07S0qRSUKaTpUZEPssk6m14L+Sk+XKvg4d0BHAUBDuCnnwgPbtky43rVrRCy/IZbSdO0unhdOn9WtCDly8IbPLug2Uyf/m7ZCJAE2NA/2jj+TaPZwhNBiEu6LS0mQ0j3nzZDwcNze5UPCdd2j6dLkQHKPi2ENqmkz8/d4c6UD5ny9pzx/6FcyiZ085MYixN4wH4W4Oly7JADje3jJZVd689NZbMl/VDz9g9pKcu35XZksvN4LKDKPJm2XecxMZPFjGzcaPPYaEcDef2FgZ0X7YMLli9tlnZSraAQNkqEsMjZAz+89Ql4XSgfKd2bT5N2naK27sWGkrYLobo0K4m1tiogxuPH68XDyVLx+VKUNdu/K7gqG3n9idBArZRW98TsX608iv6fx1/QqKmDWLPD3lcmswKoQ7PJSaSr/9JuMidOhAxYrJuAjvvUczZ8rMtCkp+pXhrxyLJN8wKtCHGn9Bqw7SA5V+6QgNlR9yLl7Ul4ORINwhE+fP07Jl8nNZuXIyGeHbb8tUtDt3ykTkkG2JyZLsb02mgn3Jb4Ukvstbu1YGBUMXLMNDuEM23LwpI5oNHiyzDz77rFyIOGgQbdggU1ZB9vwZQ5+tk3M1b3xOX+6mu4n6FVzDd9/JQL5HjujLwXgQ7vCYuOXOH5qxY6lJE2nRc7u+Rw9aulRa+vBXUlLp29+o3Wz53bXrIvkN1pX8+KPMMPzTT/pyMCSEO+RAaqqckZ81i95/X87RFy0q5+uDgqRlh4sVsxQdJ/0mywyTPpTTtkp/SqM7fFiulti+XV8ORoVwB/s5d0562nTrRl5e0vemWTPph8PNPVzhkrkfT9OnX8qVUO/NkauiDNqB8vffZZLrDRv05WBgCHdwjJgY+uYb6UH/+utymr52bRmYftMmdIvO0O37MpJBtdEyqsGY9XTppn4FZ+J9drFiFBamLwdjQ7iD48XHy9WwY8bIlbH//rdMJu7tLWGBvnQ2Ii7KqGQv9pERytb+LKOVOVlUlMwlEBysLwfDQ7hD7kpJkbO306fTu+9Kv4sSJWTYqXnz6NgxzG5nkZBEy/fTmxOpUD8ZbfjkFf0KueT6dSpbliZP1peDK0C4g1P98QctWiSjV3p6ykiWLVvSxIkytuWDB/o1TenMNZknpIgf1R5HoXtk/pDcExdHVavSZ5/pyyHX8ft+/jr9fF6GtViyl6ZsoWFfSW+r1jPJf51+ZQuEOxhGdLRcIOPnJ6PS/+tf8gve0qVySsf0klNpw6/yTc7vI/P/7Tzp+OtdebPXqUN9++rLwa74YPXGXTp1VUYV/fqwDFwxbpNc7PbxfGoyhaqOouID6Jke9K8e/x1iuulU+iSEBqyk8eFytcT6X7O6LA7hDoZ065b0sOSGfP780v1m/379CqZ0JVa+1c/2pH92pTzd5aRN6WFUfYyMcNA+SJpy/LUfs55mbKPFe+mbX2jHCfrlgkwQyAnyGKfv+bCpSRPq1AknynKCd8BRsTKpy/bfaeUBmvW9jDXkvUTeqfoTqLy/zO31jy70go+8iXxk1nYWdQ+VA7VpW2nZftpylA6fl8kD7j/pQSzCHYztyhWZfsTLS/7xwhVnnX42EI5c/peQJJ3ludF38BxtOy6zRC3YLQfsnCD9wmSIeQ6LBpOoyih6ZbD8Qss5wg3Awn7kNVyukuWG4ftzJU0GraLAjTR7Oy3dJ8cHu06kRrw38M/23rfiUjAzeGbuJMglx7zlw4/I6bIvttCQNdR5AbWaQTUCyWMI/dubnuomW/vVkdRoMn0wV34n5/3unB9ozSE59joeKW9fsiO3MMIdXAQ33rkJzw15bs6vW4d5f55A/ANpS56Iop/O0nfHaPVBOQ8webOct+Xo4eP91jOp/n9OVup4ruTAtPw+9Pcu9FxPKtpfrrSqNZaaTaMO86jnYgmycZskp5bvp01HpKv+b5fowg3p0GnQfvrZxq//+l3ZRLtP0brDFLxT9ny+YfRRsBweVQ6QASSe7iabxX2wHDM1nyb70YGraOK3tPBH2hghVx2fuSabwukQ7uBS4uNpyRJ68025WtLPj44e1a8AOdG3L9Wtaz023N1EunxLmpn7zsiveSsPSN5xkA3/inovpY7zqeV0qjOOKn5GJQbS896yP+BGa/EBVMFfyltMl1j0XiI/AE4Il778Kw7IAAx7/5CTxfzI3ATOtXM/icnyjBEX5UAn7CeauU1G++F91Tuzqd4EKjtChvDk4xs+yuGDm7rjZZSIHotlzzdjm+zGth6jXy/IJQiuMkM6wh1c07lzNHKk9KSsVk2GKca1UTnn7y8bMy5HU0lxUsfdlzPFRy/Lj4ThRyRGuY0/PpyGrqFeS+jDedLa5eOA8v7SCs7bS/YH+XrLD4avjpSQbTVDfk70WUYj1spRxfydMqzmlqPSIv49So48MuwyxE969pockfCRxKI9NOlbOd3UaYHsXV7/XE5M8RNxi5uPQiqNlEE6+WX0C6PPN8j+Zu3PtOuUPHjMHRn8RxkId3Blqam0bZsMaJMvn/y/dSvGtHlCkybJGHDXnTC3SGoa3bonXf2OXJKTIRsj5OfE2dtp7EYavFrazh/MlV8IagRK47qIn/yerP0OWXKQ/IrAJU91k+zmBH/jczmS4EznO/KOgVOes/7AOToXY8Z5zBHuoITYWJo7l157jYoXl67ZmEnqscybJ5ehRkXpy40qOVX6/3BkrzlEkbfkfAvYQriDWo4do/795Yx8/foyihlmAP9Ly5fL0DF//qkvBxeHcAcVJSXJlN+tWknvmq5d5ZJXyND69XKx2IkT+nJwfQh3UNrVqzI0StmyMvf3xInoJv+I7dvlEOeXX/TloASEO5jDTz9R9+4yfE2LFjLIAcau2b9fplXas0dfDqpAuIOZxMfLeDUNGkiu+fqady5QrnihQjIhKqgL4Q6m9OefFBBAbm4y8OHs2TIDuHmcPk1FishVvqA0hDuYWFoaff+9DCifL59MA8stWeW7yV+4IFd+4XtnAgh3gPRu8vPmUfXq0inQ35/OnNGvoIarV2XcfD5SARNAuANYOX5c5n0tVIjq1aPQUKW6yd+8SRUr0tix+nJQFMIdwEZSkszu3bq1dJPv0oX27tWv4HLu3pWZyocM0ZeDuhDuAJmLjqYvvpBBV0qXpvHjXegC/UckJMg4mr166ctBaQh3gGw4cIB69pRu8s2a0VdfuVI3eT4KadGCOnZU/7dieBTCHSDb7t+XkVgaNpRu8v36UUSEfgWj4UD/4ANq04aSMbaW6SDcAR7f+fM0ahSVLElVqshcr4btJt+tGzVqRIkZjYAOqkO4AzyptDQZnqVjR+km/957tGWLsU59DBhANWsq1eEHHgfCHSDHbt+m4GDpjlK0KI0YQX/8oV8h940eTZUqSf99MCuEO4D9/P47DRokg+jWqUOLFkkHRKeYPl1Gwbx2TV8OZoJwB7C35GTasEF+xsyfnzp3ph9/1K/gUAsWyI8Bly7py8FkEO4ADsNt5ylTqHx5ueh/3DiKjNSvYHerV8upIVWHT4DHgXAHcLyDB+UaohdeoKZNac0aR3Vf+fZbGTjh6FF9OZgSwh0gt9y/T2Fh0jexQAHq25d+/VW/Qk7wN/mll2QvApAO4Q6Q6y5ckN4s7u5UuTLNnEk3buhXeFyHDkmy79ypLwcTQ7gDOElaGu3YQR9/LN3k27eXkyopKfp1suPYMemfEx6uLwdzQ7gDOFtcHM2fTzVqyARJw4bJTEnZd/as/IK6apW+HEwP4Q5gGCdO0ODB0gyvXZsWLvzrbvKXL0uvxy+/1JcDINwBDCc5mTZupLZt5XRNp060e7d+BU1MDHl50dSp+nKAdAh3AKPi+ObsrlCBSpWSGZS4nW4RGys/xo4a9b8SgEfZM9xHjRpVokQJLy+vkJCQzEp0EO4Af+3QIfL2phdfpCZN5PT6zZtUqxb5+elXA7Bit3Bft25d1apVr1+/fvv2bQ8Pj5MnT9qW6O+DcAfIvoQEWrGCGjemp5+WKQDT0vQrAFixW7gPHDhwzJgx2rKvr++kSZNsS/639kMId4DHtmcPBvKFv2S3cF+0aFGtWrXi4uJiYmK8vLz8/PxsS/T3QbgDADiG3cI9JSWld+/eRYoUqVChQvv27UeMGGFbor8Pwh0AwDHsGe7JD+dp9PHxCQkJsS3539oPIdwBABzBbuG+Y8eOSpUqJSQkREZGurm53bx507bEev2IiAh+7qCgIOtCAACwC7uFO6X/plq0aNFq1apt3749sxIdtNwBABzBnuH+BBDuAACOgHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEFODveQkJDFuSsoKEhfpBzUURlmqCbq6CBr1qzRB266XAr33JfZ3kwlqKMyzFBN1DGXKRvuR44c0RcpB3VUhhmqiTrmMmXDHQDAzBQJ93379mkLKSkp8+bN8/b2DgsLe3QVFYSHhyelCwoK6tWr19KlS9PS0vQruTgz1JHMUU3U0bkUCfc8efJoCz4+Ps2aNQsODm7ZsmVAQMCja7m2Pn36vP766w8ePOjatWuDBg2mTp1ap06doUOH6tdzZWaoI5mjmqij06kW7m5ubomJibwQGxtbsmTJR1ZycUWKFElISOCFwoUL37lzhxe4vVCmTBn9eq7MDHUkc1QTdXQ61cK9UaNGqamplL6VPT09H1nJxVWvXv3s2bO8UKlSpcjISErfgZUvX16/niszQx3JHNVEHZ1OkXD38PDgvShva26tz549Oy0trV27dv3799ev58oOHDjg7u7eqVOntm3b8gFKt27d+P+lS5fq13NlZqgjmaOaqKPTKRLujBvsFy9e3LVr19GjR3k5ODiYG+/6lVxcfHz86tWrJ02aNGrUqLlz5164cEG/huszQx3JHNVEHZ1LkXBPTk6eP3/+sGHD9u/fbykcPny41SouD3VUhhmqiTo6nSLh3r1793r16vH+s1y5chs2bNAK8+XL9+harg11VIYZqok6Op0i4f7yyy/fvn2bF6Kiol555ZWYmBgy0la2C9RRGWaoJurodIqEe+nSpW/evKktL1iwoH379mSkrWwXqKMyzFBN1NHpFAn3GTNmeHp6Tp48Wfvz/fffb968uaV/pBpQR2WYoZqoo9MpEu7s1KlTW7Zs0ZZTU1NXr17dp0+fR1dxeaijMsxQTdTRudQJ96ioqODg4ICAAH9//7lz516+fFm/hutDHZVhhmqijs6lSLiHhoaWLFmS95mT0/n6+np4eCxWa/on1FEZZqgm6uh0ioS7p6fnjRs3rEvu3LlTpUoV6xJXhzoqwwzVRB2dTpFwL1OmzLVr16xLYmNjjbOV7QJ1VIYZqok6Op0i4b5ixYrixYu3atVq6NChw4YNa9OmTbFixRQb0h11VIYZqok6Op0i4c5iYmIWL148bty4wMDAhQsXRkdH69dwfaijMsxQTdTRuRQJd4MP8mAXqKMyzFBN1NHpFAl3gw/yYBeoozLMUE3U0ekUCXeDD/JgF6ijMsxQTdTR6RQJd4MP8mAXqKMyzFBN1NHpFAl3gw/yYBeoozLMUE3U0ekUCffk5GQjD/JgF6ijMsxQTdTR6RQJd96gvr6+4eHhiYmJ+ttUgToqwwzVRB2dTpFwZ7x9N27c2LdvXx8fn3Xr1sXHx+vXcH2oozLMUE3U0bnUCXeLpKSk7777rl+/fr169dLfpgrUURlmqCbq6BSKhHuGVxPwn1arqCklJUVf5MrM8z5GRERwHVNTUw8dOjR69OhVq1Zx3fUrKaRz586k3Md137592gLXa968ed7e3mFhYcapoyLhbvCrCSCbTPI+jhkzpnDhwvXr1//444/Lli07ZMiQ1157TaV9GO+0/B71/PPPawv6VV2ZpWOMj49Ps2bNgoODW7ZsGRAQ8OhaTqNIuBv8agK7aNCgQeWM6NdzZWZ4H1mRIkVu3brFC7Vr1165ciWljyZYsmRJ/XqubMSIERzogYGBwekKFiyoLejXc2WWcHdzc9N+UzXU+6hIuBv8agK7uHr1Kkf51KlTTz1Kv54rM8P7yEqUKJGUlMQLS5cujYyM5IX4+Hh3d3f9ei5u9+7db7zxxubNm3m5VKlS+ptdnyXcGzVqxAcrlH7m3dPT85GVnEeRcDf41QT2MnPmTMvJCiWZ5H308/PjNvu2bdu0Pw8fPszV7N2796NrqYCPwz766COuWvHixfW3uT4PDw8+CKtevTq31mfPnp2WltauXbv+/fvr13MSRcKdjD1TLWSfSd5Hbs9afo4LDw8PCQkxzg9xdrds2bKWLVvqS5XAH9GLFy/u2rXr6NGjvBwcHKwdkxmBOuFuBkaejddezFBHMkc1UUfnQri7DIPPxmsXZqgjmaOaqKPTKRLuZuhJYvDZeO3CDHUkc1QTdXQ6RcLdDD1JDD4br12YoY5kjmqijk6nSLiTCXqSGHw2XrswQx3JHNVEHZ1OkXBX+9JtDdfRyLPx2oUZ6kjmqCbq6HSKhLvBx960C9RRGWaoJurodIqEOxl77E17QR2VYYZqoo7OpU64Wxhw7E27Qx2VYYZqoo5OoWC4W6h3yZ/tFROK1bF58+Zff/21rlCxOmZGvWoq/3FlJ06cmDRpkp+f34gRI0JCQm7evGmcOqoc7oox+BUTdvHPf/6TGz5NmzZVrBurCZnh4zp//nyuFFfNy8urffv2Pj4+bm5u27dv16/nJIqEOy5iUoM2RlhERETDhg27d+++efPmhIQE/UquDx9XNXCmx8XF8cK1a9cqVqzIC5GRkdWqVdOv5ySKhDsuYlKD9QCQ69ata9euXYECBVq3bm21igrwcVVDiRIltB1YcnIyN+F5gdsixhn/UpFwJ1zEpATb0X3j4+PXrl2rK1QAPq4KCAgIqFq16pgxY2rVqtW7d2+O+FdffXXw4MH69ZxEnXA3AyNfMWEXY8eO1ReBy1L+48q45TFw4MBFixalpqampKTs2LFDv4bzqBPutjMOp6Wl6VdyccrXMcMJsocPH261iiKUfyvJBHU0+MdVkXBXfsZhMkcdMUG2MsxQR4N/XBUJdzPMOGyGOmKCbGWYoY4G/7gqEu5mmHHYDHXEBNnKMEMdDf5xVSTczTDjsBnqiAmylWGGOhr846pIuJM5Zhw2Qx1PYYJsVZihjkb+uKoT7gAAYIFwBwBQEMIdAEBBCHcAAAUh3AEAFIRwd6C/AcBf0X9twE6wZR3IyB9cHx+fdu3a1a1b13IVBkDuM/J3xNVhyzqQkT+4ycnJ+iKAXGfk74irw5Z1oJx/cA8fPty0aVN9aUbi4+OvXLmiL003f/58fiWXLl3S/ty1a9dzzz0XFRWl/TljxowpU6bwAt/9vffeK1euXIUKFfr37287BRKX9OvXz/YlpaSkaJdcHzhwgB+Z7+7p6VmqVCltvrEbN2489dRTFdIVLly4TZs2/DiRkZFPP/20Vshq1qxp/YAXLlzIkycPl3t5eVWuXFm7yjHru2T4LJYXltl958yZU6ZMmUqVKr399tuW7XPx4sW2bdt6eHjws3fr1s0yn32G24e3bUREhLaCXQwePFh7OzStWrXaunWr1e3/tXbt2s8++0xfmhHb92vVqlXZHFrZdk2uu/WfFrdu3QoPD6eM7pK1nH9HIDPYsg6U8w+u7TczQ2lpaSNHjrQOBWucXDVq1Jg1a5b2J4d7/vz5P/30U+1PLdwfPHjAsaVNTs2ZOGLEiA4dOlgeQTN16tS9e/faviTrcLfcxImsTTzGscspqRXys9SuXXvx4sWctpnFBKWHu2XOubNnz7q7u3OwZn2XDJ/FOtxt73vq1Ck3N7d79+7x8g8//FC3bl2t/M033+TI5k3Kdx84cKC3tzelP2aG24ej/5NPPvnfg+YYb0N+8doy7z+KFCmijdCi85fhbrkW1Pb94gdMTEy0LsmM7Zq2m1HDG1MbWcX2LlnL+XcEMoMt60A5/+DafjMzxMFUoECBDMOdm1QcEBy1nFlaCYc7J3v16tU5R+hhuC9ZsqR79+6We3G0cTSfOXPGUsIaNmxIGb2kDMOdm+2NGzemR2OXDRo0iJ8xw7S1sA539vnnn3/xxRdZ3yXDZ8k63PnVvvbaa5za2p9acO/cubN58+aWdTj6tQzNYvv06NGD90CWm3KIH5l3Odq8Fps3b+7YsSOlJ+a7777L26ROnTrfffcdPQz35ORkflXVqlV74403+H3h8vXr1/v4+PCbe/z4ce0Bbd8vrXF9//593j/xFuCDA232u+XLl0+cOJHS31Bt+2tr3r1795133uFn+fDDD/mYjDJ6PXwTf8yWLl2q3aVevXraC9i9ezevafs6LXL+HYHMYMs6UM4/uLbfzMwEBQVlGO6hoaFdunThbyPHnDYkKYd7p06d9u3bx815jhIt3LmJyt9M6zv26tXrm2++sfzJO4kWLVpQRi/JOtzz5s3L33nO2X/84x8HDx6kR2OX05DT5MiRI5y2efLksUwMrWv86sJ93bp1/GKyvkuGz2Id7rb3TU1N5XTjSOrbt69lfCvLSSqdLLbPtGnT7DsRoK+vb0hICC/07t1be+SIiAhtJPT9+/dzztLDcF+2bNlHH33Efx46dEgLaA738uXLa4cjGtv3S8tfftnaKCi8ebWtlFm4T5gwQVtzzZo12pq2r8fSctfuwgd52nBavJflEtvXaZHz7whkBlvWgXL+wbX9ZmYms3DnRNamEeAv4YIFC+hhuPMCtwo5sLQ4GzBgAH8Dre9oSRYN7ww4BCmjl5Rhy33Pnj3Fixfnm6zPhhcsWPCDDz7gPUqGTWkLXbhzm1oL9yzukuGzZN1y15w7d27u3Ln8dFo2+fv785/aTdz+5Xs9++yz/OBZbB/O0zFjxljflEO86Zo1a0bpc0xbYprTk9++lunoYbhzI52jU1vh5ZdfTkxM5Bfj5+f38JGE7ful5S9/HvgwhdLPLPEWo8zDvXXr1tqa3IR/8cUXtQfRvR5duPOhjHakyFHO97J9ndoy2eM7ApnBlnWgnH9wbb+Zmckw3OPi4rgpXSMdN+i0Ew6WcOfI46PswMBAvuPixYt79uxpuSMnY6VKlazPNvCy1viyfUkZhjvjY/ATJ05Yt6m5sVy/fn1u0WeRtmQT7hwW3AzM+i4ZPkvW4c7t7s2bN2vLXN9XXnnl0qVLnOB8oGO9Wrly5fjBs9g+ixYtCg4O/t8dcoxfv5ub2969ezlVtZLw8HDe06xcuZK3sC7cV69era1TtGjR+/fvc7jrzsXbvl9a/vLjaJGdkJBQqFAhsgp3PkqzDve2bdtqa3IoczRTRq9HF+68wNuHn/rdd9+l9H63utepLZM9viOQGWxZB7J8cEevf4x/1my/mRwrGf5glWG489dV+8pRetD/+9//5v8t4U7puclfbL4jP2bZsmU3btxI6U8xatQoLcotuFBri9m+pAzD/fr16/nz579586bubHj//v05QDNMWwvrcOdljt2oqKis75Lhs2Qd7pxQvM/TmsYc65yn3IblpOMdntbxg3Er/u9//zs/eBbbZ/jw4dZTaP7X6NGP8c8GHxZwmzc0NFT7c9CgQdpRFx9paSfHtHDnPz/++GP+8+eff9a2WPbDnY82+vXrR+l30bYS56/2uwJvOutw58TX1uTqa2vavh4Od+38jCXcebPUrl1ba7Dbvk4LhLvjYMs6kF3CXTuLreEGFLcWtdaTTobh3q5dO+tTK9wECwsLsw53zjJ3d3ftjpyA/P2sWLEip2SPHj20+cOsffrppzExMbYvyfacO7fauIE2bdo0sondGTNmeHt7606CM+t+nBzozzzzDBdyIvP/Wl/ArO+S4bNkds7dct/Zs2dXrVqV2+Zc602bNmn3PX/+PAcWF9arV48fZ/To0bGxsdqDZLh9uNC226g+vrP+Z2PHjh3aTkX7MyIiomHDhvyqOLh5H8P7EssPql27duUjpJo1a3JuUibhrnu/tPzl3Tw/IN+XY1f7mZSf7q233uKSJk2aaD12tDXv3r3LHyTeEXbs2LFWrVoZvh5+NN5ifHxjCXf+MPCbyPel9IsqdK/TAuHuONiyDqTYB5dbZ9r3Fiw41+bPn68vdTW2hzW5RrHviKFgyzqQeh/cPXv26IvM7eDBgwpc66uddXEK9b4jxoEt60D44AJkDd8Rx8GWdSB8cAGyhu+I42DLOhA+uABZw3fEcbBlHQgfXICs4TviONiyDoQPLkDW8B1xHGxZB8IHFyBr+I44DrasA/0NAP6K/msDdoItCwCgoP8DE/0UIJkxIiAAAAAASUVORK5CYII= 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 false 350847224 264627318 0 0 350836008 264627318 11216 0 0 0 6170878 7030285 920323 -739983 357938425 270917620 275121539.89 256775003.95 275121539.89 24.25 7.38 24.25 295.83 0 2.03 0 -100 1.40 1.50 1.40 12.91 1.53 1.67 1.53 10.61 -0.13 -0.17 -0.13 -9.98 -0.11 -0.14 -0.11 -5.77 0 0 0 0 -0.02 -0.03 -0.02 -30.84 0 0 0 0 357938425.39 275121539.89 357938425.39 Política de inversión: El Fondo invertirá al menos el 90% de su patrimonio en IIC de IL o vehículos similares nacionales o extranjeros, domiciliados en la UE/ OCDE o gestionados por una gestora o entidad que desarrolle funciones similares y con análoga exigencia de responsabilidad, sujeta a supervisión con domicilio en un país de la OCDE (los ¿Fondos Subyacentes¿ o ¿FS¿). false false false false false false false false false false No aplica. true false false false false false false false false true a. Participaciones significativas Las entidades con participación significativa sobre el patrimonio del fondo al último día del periodo, según la definición recogida en el artículo 31 del RIIC, son las que a continuación se enumeran: CARTERA MAPFRE S.L.: Participación directa: Volumen 99,92 miles de euros (0,0279% sobre patrimonio) Participación indirecta: Volumen 357,838,52 miles de euros 99,9721% sobre patrimonio) j. Otras informaciones u operaciones vinculadas. La gestora dispone de un procedimiento para evitar los conflictos de interés en las operaciones vinculadas. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El comportamiento de los mercados financieros durante el primer semestre de 2026 ha sido positivo, pese al incremento de las tensiones geopolíticas, especialmente en Oriente Medio, con la interrupción temporal del tráfico marítimo por el estrecho de Ormuz. De la libre circulación por esta vía depende la producción de un 30% de energía mundial, lo que generó una escalada de la inflación. Este hecho centró la atención de los bancos centrales, que vieron como los niveles de inflación se elevaron, incrementando las expectativas respecto a una prematura de los tipos de interés. De hecho, el BCE reaccionó inmediatamente, elevando los tipos de interés en 25 puntos básicos. La firma, el 17 de junio, de un Memorándum entre EE.UU e Irán, consolidó un alto el fuego que propició la apertura del Estrecho de Ormuz. A raíz de ese momento, las tensiones sobre los precios comenzaron a aliviarse. b) Decisiones generales de inversión adoptadas. Durante la primera parte del año, el mercado de senior loans, activo en el que se concentra la mayor parte de nuestra exposición, se vio afectado por la volatilidad de los mercados. Esta situación fue especialmente visible en sectores como tecnología y software, donde aumentaron las incertidumbres en torno al posible impacto de la inteligencia artificial sobre determinados modelos de negocio. Aunque nuestra exposición directa a este sector es reducida, el efecto contagio tuvo cierto impacto sobre las valoraciones. No obstante, los fundamentales de los emisores permanecieron sólidos y las tasas de impago (default rates) continuaron en niveles contenidos. Por otro lado, la exposición a estrategias de financiación de trade finance mostró un comportamiento muy favorable, manteniéndose estable y con una volatilidad prácticamente inexistente a lo largo del periodo. Asimismo, se realizaron dos nuevas inversiones, aprovechando los movimientos en los tipos de interés y las oportunidades generadas por la posición de liquidez disponible, lo que permitió optimizar el despliegue del capital en condiciones atractivas. Finalmente, las distribuciones procedentes de los fondos subyacentes están evolucionando conforme a las previsiones y continúan cumpliendo los objetivos establecidos, contribuyendo positivamente a la generación de retornos para los inversores. c) Índice de referencia. No aplica. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante este último semestre el fondo ha recibido 7 nuevos inversores, lo cual supone un total de 35, situándose a fecha de informe en 357.938,44 mil euros. La rentabilidad de la clase en el periodo considerado fue del 2,77% tras haber soportado unos gastos totales del 0,2934% (de los cuales el 0,2924% son gastos indirectos). e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo a 30 de junio de 2026 asciende a 2,77% (las valoraciones de los subyacentes se encuentra a mayo 2026). 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. No se han realizado nuevas inversiones en el portfolio. b) Operativa de préstamo de valores. No aplica. c) Operativa en derivados y adquisición temporal de activos. No aplica. d) Otra información sobre inversiones. No aplica. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica. 4. RIESGO ASUMIDO POR EL FONDO. Reflejo de la estructura y composición de la cartera es su volatilidad histórica-medida como la desviación típica de la rentabilidad diaria de la clase calculada para un periodo de 365 días- se sitúa en --% vs --% del índice de referencia. 5. EJERCICIO DERECHOS POLITICOS. No aplica. 6. INFORMACION Y ADVERTENCIAS CNMV. No aplica. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplica. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. No aplica. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. En esta situación, predecir cuál puede ser la evolución de los mercados durante los próximos meses es muy complicada, ya que dependiendo de la duración del conflicto, la reacción de los precios energéticos y su impacto sobre la inflación y sobre los mercados, pueden ser muy distintas. Si las tensiones no se prolongan demasiado, el crecimiento económico seguiría siendo positivo, aunque a un ritmo más moderado, tal y como apuntan los indicadores macroeconómicos. De hecho, los miembros de la Agencia Internacional de la Energía y el G7 , liderados por EEUU, plantearon liberar una gran cantidad de reservas estratégicas disponibles, con el objetivo de abaratar los precios energéticos, y la afirmación del gobierno americano respecto a la posibilidad que nos estemos acercando al final del conflicto, hacen pensar en esa postura. Sin embargo, los recientes ataques generan una mayor incertidumbre, al modificar esa hipótesis, planteando una duración más prolongada, lo que podría volver a elevar los precios de la energía, y como consecuencia los de la inflación, deteriorando el crecimiento económico mundial. Como consecuencia, la única forma de tener éxito en la gestión de inversiones en este entorno tan volátil, es hacerlo a través de una cartera diversificada, tanto geográfica como sectorialmente, con una mayor presencia de activos con alto poder de descorrelación, como el oro, la plata y el dólar. No Aplica No Aplica