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 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). 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 países OCDE, 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. Los FS dedicarán al menos el 85% de su exposición a invertir o conceder préstamos que sean senior loans u otros de primer orden de prelación (esto es, con posiciones sénior en la estructura de deuda) u otros préstamos que cuenten con garantías ante impagos, y hasta el 15% de su exposición en préstamos de menor grado en el orden de prelación, bonos y renta variable. Todos los préstamos en los que inviertan o que concedan los FS podrán estar o no colateralizados con garantías sobre los activos reales y financieros y/o acciones de las empresas deudoras. La exposición del Fondo a renta variable a través de los FS será como máximo del 5%. De forma sobrevenida, los FS podrán excepcional y transitoriamente incumplir los porcentajes anteriores, sin que ello suponga un cambio en su política de inversión. 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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iVBORw0KGgoAAAANSUhEUgAAAfQAAAEsCAIAAAC62dafAAAlSUlEQVR4Xu3dj18VVf7H8f60tu1ru7mVhYFK+CPFNA2zH6KUmmluFi2Kv8X8gaZloqQr+WvT3BLNNC1aMrVN1FIhIMAEwXu+n+6s0zAzlznoPTMM83o+fPgYZubezz0zc9/33GGYc58CAAw697lnAADij3AHgEHIbLiPGjVqyB11dXW3b9++//77n3DYtGmT6yHr16/Pzc0dPXr07t27XYsAAJoMhnsqlcrJyXHOscLdOcflyJEjhYWFra2tHR0d8sFw8eJF9xoAAA0Gw/3atWuTJk1yzgkM9xUrVmzcuNGaXrp06datW3svBwBoMRjup0+fHjFixIsvvpiXl7dkyZLbaRLuTzocOnTI+ZCampopU6bcuHGjpaVl9OjRy5Ytcy4FAGgyGO4XLlzYsWOHBPqtW7dmzJixa9cu3577nj17nk2TQJcVysrKcnJyxo0bN3fu3IqKCtfKAAAdBsM9lWZNS7JLavuGu5Os0NPTY00vXryY36kCwN0xGO4S6LNnz+7u7m5vby8pKTlw4EBguJ86dWr8+PFdXV2NjY15eXltbW3uNQAAGgyGu8T6smXL8vPzc3Nz161bp+78QtV5zv311193PWrFihXDhw+fOHHiyZMnXYu++uqrw4cPy2eGPWfBggWvAUDCSPQ5otGfwXA3RPLdnpZGOpYAQCLoRB/hDgAxoxN9hDsAxIxO9BHuABAzOtFHuANAzOhEH+EOADGjE32EOwDEjE70Ee4AEDM60Ue4A0DM6EQf4Q4AMaMTfYQ7AMSMTvSFFO727SHvHeEOIOF0oi+McK+oqLCG3cjKGKqEO4CE04k+4+F+5syZoUOHOsPdvYaDzhiqhDuAhNOJPrPhLhk9efLkyspKzXDXGUOVcAeQcDrRZzbc58+ff+zYsV27djnD3Xk/97sYQ5VwB5BwOtFnMNz3799fVlam0kMy9dFz7+8YqoQ7gITTiT6D4T5r1qzc3Nz8/Pxhw4YNHTp00aJFvuHupDOGKuEOIOF0os9guNv67rk76YyhSrgDSDid6Isg3J3n3O9iDNX333/fnqPTQgAYZHSiL4xwzy567gASTif6CHcAiBmd6CPcASBmdKKPcAeAmNGJPsIdAGJGJ/oIdwCIGZ3oI9wBIGZ0oo9wB4CY0Yk+wh0AYkYn+gh3AIgZnegj3AEgZnSij3AHgJjRiT6z4b58+fK8vLzhw4db4ysxhioA3Dud6DMY7sePH586dWp3d3dbW1tOTs758+cDb/nLGKoAEEgn+gyGe11d3YkTJ6zpadOmyY+B4c4YqgAQSCf6DIa7Zd++fdJ/f+ONN1KplPd+7oyhCgD9pRN9xsO9sbHx4MGDY8aMqa+v9+25M4YqAPSLTvQZDPfa2tqzZ89a06tWrdqwYYNvuDsxhioABNKJPoPhLtFcXFzc2dnZ3t7+zDPPfPLJJ4HhzhiqABBIJ/oMhrt1jmXEiBG5ubmrV6/2PefOGKoA0F860Wcw3A2h5w4g4XSij3AHgJjRiT7CHQBiRif6CHcAiBmd6CPcASBmdKKPcAeAmNGJPsIdAGJGJ/oIdwCIGZ3oI9wBIGZ0oo9wB4CY0Yk+wh0AYkYn+gh3AIgZnegzG+5VVVUFBQU5OTmlpaU9PT2MoQoA904n+gyGe0NDQ35+fltbW0dHR1FRkYR14C1/GUMVAALpRJ/BcD9+/Lg9CKpMrFmzJjDcGUMVAALpRJ/BcLc1NTWNHTvWHiDbeT93xlAFgP7SiT7j4b5nz56RI0d+9tlnKj18h7fnzhiqANAvOtFnMNxTqdS8efMkoyW1rTm+4e7EGKoAEEgn+gyG+6FDh4qLi51zAsOdMVQBIJBO9BkM9/Ly8iFDhvztjoqKCu85d8ZQBYD+0ok+g+FuCD13AAmnE32EOwDEjE70Ee4AEDM60Ue4A0DM6EQf4Q4AMaMTfYQ7AMSMTvQR7gAQMzrRR7gDQMzoRB/hDgAxoxN9hDsAxIxO9BHuABAzOtHXj3BPpVLuWVEg3AEknE70BYd7e3t7ZWXlW2+9tTDtnXfeOXHihHulzH755Zfp06db04yhCgD3Tif6gsO9urq6tbXVOef06dNnzpxxzsmkqqqqsLBwwoQJ1o+Bt/xlDFUACKQTfcHhbvv555+XL19eU1PjXpDZ559/vm3bNv1wZwxVAAikE33B4X7lyhVrQmK6ubl51apVvZcHaGhocIW7837ujKEKAP2lE33B4X7q1KmKiooff/zxLnruyi/cey9nDFUA6B+d6AsOd5W+Tmbfvn0bN25sampyLwsSGO5OjKEKAIF0oi843C9evFheXr5jx47Ozs6qqqpt27a51+hTv8KdMVQBIJBO9AWHu6T5L7/8Yp9qd105E8gb7s5z7oyhCgD9pRN9weEuyb58+XLXbz4jRM8dQMLpRF9wuF+/ft01J5VK3cXJ92wh3AEknE70BYf7vn37Vq9evXv37pMnTx45cmTz5s1r1669fPmye72wEO4AEk4n+oLDXXR3d3///feS8rW1tY2Nje7F4SLcASScTvRphfuAQrgDSDid6CPcASBmdKIvONznzp1bWFiYk5Pz4osvPvnkk88//7x7jXAR7gASTif6gsNdzJ8/v7u7W6UvVH/jjTfci8NFuANIOJ3o0wr3l1566dKlSzJx+fLl4uJi9+JwEe4AEk4n+rTC/cKFC9J5f/nllxcsWHDs2DH34nAR7gASTif6tMJ97969M2fOLE6zh1WKCuEOIOF0ok8r3K1z7mVlZV1dXX//+9/di8NFuANIOJ3o0wr3GTNmXLlyZd68efL/ggUL3Iv1HDx4sKCg4Kmnnvr4449V5vFUXat5Ee4AEk4n+rTC/dKlS2fPnv3vf/9bWlpaW1vrXqyhpaXlySefbG5ubm1tHTFiRFNTk+/tf72ruVZQhDuAxNOJvuBwz8p17nv37i0pKbGmlyxZsmvXLt9w967We/nvCHcACacTfcHhrrJxnfvmzZtXr15tTW/dunXdunXee7sfOnTIu9ofT3EH4Q4g4XSiTyvc7/0698rKyjVr1ljTktpr16717bl7V+u9/HeEO4CE04k+rXB3Xuf+ww8/uBdrqKmpeeWVV6zppUuXVldX+4a7d7Xey39HuANIOJ3oCw73ixcvnu/NvYaG5ubm3Nzcjo6OGzdujBo16vr1677h7l3NtYIi3AEknk70BYf7Rx99tKU39xp6Dhw4MD7NeSmk85y7NZ6qazUnxlAFAKUXfcHhftbDvUa46LkDSDid6AsOd1e3/a577tlCuANIOJ3oCw73rJxzzyLCHUDC6URfcLhb59w3bty4atWqyspKeu4AEC2d6AsOd7Fp06Zp06YtXrz4hRde2L59u3txuAh3AAmnE31a4T5nzhx72rqmJUKEO4CE04m+4HBvbm5+8803JVIvXbr06aef6jypUYQ7gITTib7gcF/S28KFC91rhItwB5BwOtEXHO6KkZgAYCDRiT6tcGckJgAYOHSiTyvcszISU7YQ7gASTif6tMK9oaHh7J2RmI4ePepeHC7CHUDC6URfQLjfvHnz008/LSkp+TRNgrW/93P/5Zdf7NP0mcZNdVq/fn1ubu7o0aN3797tWmQh3AEknE70aYX7woULrXAXdXV17pUyq6qqKiwsnDBhgvWj721+nY4cOSLrt7a2dnR0jBo16uLFi+41CHcAiacTfQHhbqmsrJQO+9w73Isz+/zzz7dt26Yf7itWrNi4caM1vXTp0q1bt/Ze/jvCHUDC6USfVrjrPFEmDQ0NrnB33sP90KFDzpVramqmTJly48aNlpaW0aNHL1u2zLnUQrgDSDid6NMK91mzZlVXV9fV1f0nzb3YYc+ePc+mSTpbc7zh/sfaac6HyAplZWU5OTnjxo2TrwgVFRWulRXhDiDxdKJPK9w/SNuyZYs14V7cp8Bwd5IVenp6rOnFixf7/k6VcAeQcDrRpxXuNTU106dPX7ly5XvvvXfw4EH34j71K9xPnTo1fvz4rq6uxsbGvLy8trY29xqEO4DE04k+rXB/9dVX5X8Jd/m/v3+h6g135zl37z0mV6xYMXz48IkTJ548edK1iDFUAUDpRZ9WuBcXF9fX15eXl3/77bdW0EeInjuAhNOJPq1wb2pqWrVq1bx58yoqKmTavThchDuAhNOJvuBwT6VSDQ0NnZ2dMt3V1dWvP2IygXAHkHA60Rcc7vIsJSUlzz//fGlpqUwsXrzYvUa4CHcACacTfcHhbt1MpqWlpb93lTGEcAeQcDrRFxzu9gUt3itbIkG4A0g4negLDvenn356U5o94V4jXIQ7gITTib7gcD/p4V4jXIQ7gITTib7gcB9oCHcACacTfYQ7AMSMTvQR7gAQMzrRR7gDQMzoRJ/ZcK+qqiooKMjJySktLe3p6WEMVQC4dzrRZzDcGxoa8vPz29raOjo6ioqKJKwDb/nLGKoAEEgn+gyG+/Hjx+1BUGVizZo1geHOGKoAEEgn+gyGu62pqWns2LF1dXXe+7kzhioA9JdO9GU53L1jqMqckSNHfvbZZyrDSEyMoQoA/aITfVkOd6dUKjVv3jzJaDvofcPdiTFUASCQTvQZDPdDhw65biQZGO6MoQoAgXSiz2C4l5eXDxky5G93VFRUeM+5e+80yRiqANA3negzGO6G0HMHkHA60Ue4A0DM6EQf4Q4AMaMTfYQ7AMSMTvQR7gAQMzrRR7gDQMzoRB/hDgAxoxN9hDsAxIxO9BHuABAzOtFHuANAzOhEH+EOADGjE32EOwDEjE70mQ335cuX5+XlDR8+3BpfiTFUAeDe6USfwXA/fvz41KlTu7u729racnJyzp8/H3jLX8ZQBYBAOtFnMNzr6upOnDhhTU+bNs0eZq/3Wr0whioABNKJPoPhbtm3b5/03994441UKuW9nztjqAJAf+lEX5bD3TuGamNj48GDB8eMGVNfX+/bc2cMVQDoF53oy3K4O9XW1p49e9aaXrVq1YYNG3zD3YkxVAEgkE70GQx3iebi4uLOzs729vZnnnnmk08+CQx3xlAFgEA60Wcw3K1zLCNGjMjNzV29erXvOXfGUAWA/tKJPoPhbgg9dwAJpxN9hDsAxIxO9BHuABAzOtFHuANAzOhEH+EOADGjE32EOwDEjE70Ee4AEDM60Ue4A0DM6EQf4Q4AMaMTfYQ7AMSMTvQR7gAQMzrRF1K4p1Ip96y7RbgDSDid6Asj3CsqKqxhNxhDFQDunU70GQ/3M2fODB061Bnu7jUcGEMVAALpRJ/ZcJeMnjx5cmVlpWa4M4YqAATSiT6z4T5//vxjx47t2rXLGe7O+7kzhioA9JdO9GU53J0Dou7fv7+srExmusK9j4cwhioABNKJviyHu9OsWbNyc3Pz8/OHDRs2dOjQRYsW+Ya7E2OoAkAgnegzGO62vnvuToyhCgCBdKIvgnB3nnNnDFUA6C+d6Asj3LOLnjuAhNOJPsIdAGJGJ/oIdwCIGZ3oI9wBIGZ0oo9wB4CY0Yk+wh0AYkYn+gh3AIgZnegj3AEgZnSij3AHgJjRiT7CHQBiRif6CHcAiBmd6CPcASBmdKLPbLiPGjVqyB11dXWMoQoA904n+gyGeyqVysnJcc4JvOUvY6gCQCCd6DMY7teuXZs0aZJzTmC4M4YqAATSiT6D4X769OkRI0a8+OKLeXl5S5YsuZ3GGKoAcI90oi/L4e4cEPXChQs7duyQQL9169aMGTN27drl23NnDFUA6Bed6MtyuDul0qxpSXZJbd9wd2IMVQAIpBN9BsNdAn327Nnd3d3t7e0lJSUHDhwIDHfGUAWAQDrRZzDcJdaXLVuWn5+fm5u7bt06laUxVJ3d+QULFrwGAAkj0eeIRn8Gwx0AEBXCHQAGIcIdAAaheIe7dRY+HOvWrXPPMo+iRkVS9HBEdSlqVMhFT58+7U5Dj3iHe5gOO67SCQ1FjYqkqIqoLkWNiqRo3wh3XToflVlHUaMiKaoiqktRoyIp2jfCHQAGIcIdAAYhwh0ABiHCHQAGIcIdbj/99NNXX31169Yt9wKTIina0dHR2trqnmtY+EVTqZRsXvdcwyIpqtJ133zzzcbGRvcCw5qamnwHF4oQ4R7syJEj3333nXuuYZEUFR9//PETTzwxfvz4p556yvfGbSZEUnT//v2PP/74Qw89tGHDBvcyYyIpKqEjFX3vsWpOJEXF1q1bX375Zft+tOGoqanJzc2dOHGiRLx7WXQI92AnT5588MEHt2zZEuYRE0nRGzduSLy2tLTI9Lp163zvp591kRSVN2FBQYH8b1W/fv16fX29e6Vsi6SoZezYsYWFhbNnz5bPzq6urnA+QcMvevbs2eHDhzc3N8v0pUuXKisrJXZNfx28ffu2tFS+kMn0Dz/88O677/7zn/80XVQH4R5M3oE5OTkzZ86cPn16aF/3Iil64cKFKVOmWNNnzpyZP3++NW30AyaSosePH38tfdPUnp6ekSNHFhUVSdpac8yJpKhl48aN8l1w7dq10sEsKSn58MMP3WsYEH7RNWvWzJgxQzbvuXPn5HNUXkBxmnu9rJIDVfaj/C/JPmbMGCkqe1a+PbjXCx3h3hfrRPDRo0et+w/v2LFDAleOV/d6WRVhUelRTpo06eDBgzLnxIkTb7/9tky0t7dL/0sWuR9zzyIs2traKokjnytXr16Vd6O8M6VrKW/R77//3v2ALJG6tbW1Tz75ZMhFrd9kSDfW+tTcvHnzn/70pxUrVnR3d7vXzpIIi8r2LC8vnzVr1rx586xvRbKRp06dKrHrfkA22C1dtGjR+vXrV65cab1PpZnSlze3WzUR7hn5ngiWo2TcuHESQHIY9V49OyIv2tDQYP0e7PDhw/JuVOlhAexRy7Mo8qISsq4vB/IZIzOdc7LFrisd9l9//dW5KISi1rH03HPPXb582Wq4ZF91dbX7AdkwEIrKkfPAAw/YHyTSl//xxx97PyILnEXl6J08efKwYcPsTph8XZBvD70fETbC3V8fJ4IlYT/44AN7OMAsGlBFv/zyy9mzZ8sRLB2f27dv93rMPRtQRevq6o4dO1ZVVSUp0OsBWeJbN/yiW7dulTCyh6Q3cdZrgBSVifPnz8v/33zzjXxpMHFaxlu0s7OztLRUGivTy5YtM1G0vwh3f5GcCB5QRa0zBjk5OT///PMfa2fJgCoq0SNvRfk6L+/PP9bOHt+68h0l5KKybQ8cOBDysRRJUWv60qVLsoVXr15tYgtnKirzP/zww71795o7AaWPcPd369atME8EWwZaUen+HD161P2AbBhoRc1tXhVRXYoOvqL9Rbi7pdJkorm5OZwTwSqioupOXYq6186SSHZrJEVVpFs4CUXvAuHei3xDz83NHTZs2Jw5c+RrnTXT6IlgFVFR5VeXolnkLarM142kqPKrS9HIEe5/+O233woKCtrS3n333ccee8z65b58BTN3IjiSoipDXYpmi29RZXi3RlJUZahL0cgR7n+4fv36008/bf8ou0p+3Llzp0xfuXLF0IngSIqqzHUpmhWZiiqTuzWSoipzXYpGi3DvZcaMGZs3b7Z/bG5uzsvLu3nzpmOV7IukqIqoLkUdq2RfJEVVRHWTU/TuEO7/Y/2x2bVr1yZOnLho0aLm9O0pxEsvvSQf173XzZoIi8p3SSkXWt3kFFWR7tZIioa8hZNT9B4R7r9z/rFZY2NjWVnZww8/XF5evmrVqtmzZ7vXzpLIi7a1tUmPI4S6ySmqBsBujaRoaFs4OUXvHeHu88dmMnH58uWdO3ea+2OEgVNUGa6bnKIqQ93kFFWG6yanaFYQ7hn/2My6WNgQig6+oiqiuhQdfEWzIunhLp+6t0L/Y7PkFFXpq8cSUjSSLUxRo0VVRMdSViQ93N966y05aJrD/WOz5BRV6brXr19PSNHwtzBFjRZVER1LWZH0cJfvXPZJNBXWH5slp6jqXTc5RVVYdSlqtKiK6FjKiqSHu/joo49qa2ut6dD+2Cw5RZWjbnKKqhDrUrT3WtkXybF07xIa7q6hyktLS+2h7Iz+sZl9tawKsaizsaEVdbZUOeoaLZpptxotmqmlynDdyHfr4C4aybGUXUkMd+9Q5e3t7QsXLjT9Pct1tWw4RV2NDaeoq6UqlLqR7NZIWqo8jQ2naCQHcCRFIzmWsi5x4X47w1DldXV1mzZtcq+dPb5Xy5ou6tvY06dPGy3q21JluLG+LTW9WyNpqcrQ2Eh2q+mWRlLUd/OaPpZMSFy4pzIPVb5169arV6+6H5Alma6W3bJli7mimRobSUvlZZirm6mlyuRujaSlKnNjjRbN1FijB3AkRTNtXmXyWDIhWeGeSss0VHnK5F8l3Ar3El2rpTLh29izZ8+6H5A9fbTU6g1lXVS7NaqWqgG2W00cwJbwi0Z1LJmQoHA/dOcu+yUlJePHjw9nqHIp8d1331nToV2ia7d0zpw5Uj20cdntxobWUhX1bo2kpWHu1kgOYBX1Fg7zWDInKeHuusv+o48++txzz4UwVPnJkycffPBB+Rbp/Mw3erWsdzyB7du3hzMuu7exRluqPI2NcLeG3NLQdqu3pcp8Y5VfXdNFozqWzElKuF/3u8v+2rVrTQ9VXl9fn5OTM3PmzOnTp9uXcBm9Wta3pTt37vzhhx/Cb6zRlqoMjY1kt0bS0hB2q7elynxjlV9d00V9t3AIx5I5iQh3a8eEfJd9q+gXX3whfRCZ2LFjhxyX9rc8c1fLSt2QW6r6bKzRlqqBtFsHWUtVuq5vS5X5xvrWNV00/C1sVCLC3b4rRZh32beKOudIJ2vcuHFvv/12V1eXc352WbfCCLOlKqLGJme3RtJS5WlsCC1VnqIqlLpRbWGjEhHu9t0hwrzLvutWGBY5Oj/44IOenh7X/Cyy6obZUhVRY5OzWyNpqfJrrOmWKr+iynzdqLawUYkId9X7rhSh3WXfWTRMdt3QWqoiamxydmskLVUDoLGhiWoLmzPIw92+Llj1vitFaEIr6mypCrGuUzhFk9NSNQAOYBVR3XCKDoRjyZzBHO7O64IvXboUzt0hnNcFq7BuSeFqqQqlrqulKpSikbRUeRobTtGBcACrUBobSdGojqXQDNpw914XXF1dHcLdIbzX55ou6ttSZb6ut6XKcNGoWqr8Gmu6qG9jTRdVfi1V5hsbflHfzasMFw3ZoA1336tWd+7cafruEN7rc5XhW1JkaqkyXNe3pcpk0ahaqjI01mjRTI01WlRlaKky3Njwi2bavMpk0ZAN2nBXGa5alU9sxyrZ53t9rrM/YoJvS2/evGm0rm9LleHGRtJSlaGxpov6NjaSA1gZbmwkRX03bwjHUmgGYbh3dHS0traq9N4K7apVu6hTCNfnWnXDbKnya2xyWqrMNzaSA1j5NdZ0S1WkRUPevOEbbOG+f//+xx9//KGHHtqwYYMK66pVV1Eno9fnOuuG01KVubHJaaky2dhIDmDlqWsz11I1AIqGtnkjMajCvampqaCgQP637vEvH8L19fXK8FWrmYqa5lvXaEtVhqLulbLNt2hyWqoMH8Aqc12jBk5R05s3KoMq3I8fP/7aa6/JhHzmjxw5sqioSPafNcecSIqqiOpS1L1eVkVSVEVUNzlFo3Kfe0acyadxbm7uhQsXrl69unHjxlQqJd/vZOd9//337lWzJ5KiKqK6FB18RVVEdZNTNCqDKtyF7DPXL7snTZok+9I5J+siKaoiqktR55ysi6SoiqhucopGYrCFu62uru7YsWNVVVUzZsxwLzMmkqIqoroUNSqSoiqiuskpGqZBG+6HDx8uLi4uLy/v7Ox0LzMmkqIqoroUNSqSoiqiuskpGqZBG+4AkGSEOwAMQoQ7AAxChDsADEKEOwAMQoQ7AAxChDsADEKEOwAMQoQ7AAxChDsADEKEOwAMQoR72O4DEsn9ToBhbPGwDZyjfPHixbNnzy4qKmpra3MvA7Jq4Bz2ycEWD9vAOcoNjVEJeA2cwz452OJh6+9RfvbsWc37TXd2djY1Nbnnpu3evfv++++/du2a9ePp06f/+te/2itv3779gw8+UOkRJl977bUxY8aMGzdu+fLl3uHnZU55ebn3Jd2+fftvf/ubTPznP/+RZ5aHP/XUU/n5+SdPnpSZv/7664MPPjguLScn55VXXpHnaWxs/L//+z9rppgyZYrzCa9evTpkyBCZP3r06AkTJpw4cUJm9v0Q3yr2C8v02Orq6oKCgvHjx7/00kv29pGJV199ddSoUVL97bfftm8J67t9ZNueO3fOWuEu+L5s90p+5PtWbW2te27ali1bDhw44JzzySefbNq06dNPP3333XetaedSKe380ZdrHXvD2hPip59+Ki4uHjt2rOz9rVu3Otfv72GPe8cWD1t/j3JvkvpKpVLr1q2zMtpLkuvZZ5+tqqqyfpRwf+SRRxYuXGj9aIV7d3e3xNaRI0dU+h1bUVHx+uuv289g2bZt2zfffON9Sc5wtxdJIj/99NMqnV+SktZMqTJ16tS9e/dK2vaRKRLukunW9JUrV0aOHCnB2vdDfKs4w9372IaGhry8vJs3b8r0qVOnioqKrPnPP/+8RLZsUnn4ihUrysrKVPo5fbePRL+9Je+C78vuvYo/efFz5851z03zhrs8861bt6xwt6adS71bxisw3GVzFRYWfvHFFzL922+/ybT1kWzp72GPe8cWD1t/j3JvkvqSYHrsscd8w126eNIllHeaZJY1R8Jd8mjSpEmSxepOuO/bt6+0tNR+lLxXJZovX75szxHTp09Xfi/JN9yl2y4fKqp3fomVK1dKRd+0tTnDXWzcuPH999/v+yG+VfoOd3m1zzzzjD3mvRXcX331lXQ/7XUk+iUQZaKP7SPz5RPIXtQvvi9bnnzp0qXSBZaPZGsfffbZZ3PmzJG9LF8y9uzZI3Pmz58vu1Velbx+WSSb67nnnrOyVcJd9q98Tsin0eeff678eu6Sv7Nnz544caI8j3S0VfoDwPU83nVs3nC3x562fPvtt/J5af/Y38Me944tHjbnUX7fWP9/Tt4kzWTnzp2+4f7xxx8vWrRI3rryJmxpaVHpcH/zzTfr6uokOyRHrHCXLqokhfOB//jHP/7973/bP8qHxMyZM5XfS3KG+8MPPywBIYH15z//ub6+XvXOL0lDydPz589L2g4ZMmTCHa7OryvcJXblxfT9EN8qznD3PlbaLr1vicjy8nK7m2mfpHLpY/vIFxrJTeei/5F97fvPwfdlHzp0SPJUXp7MGTVqlEqHu3x9kZ147do161PK7rmfO3duzZo1Kj1unGSxSof7lClTpO2yGR9//HHpp3vD/b333luyZImsLLWsTeR9Hu86Nm+4y0ZznYpxItzDxxYPW/jhLolsdd/kHWt1+qxwl4kFCxZIYFlxtnz58v379zsfWFZW5swsec9LCCq/l+Tbc//6669zc3NlkfO08rBhw+bNmyex5duVtmUK9z4e4lul75675aeffqqurpZyVlauXbtWfrQWyZcbedRf/vIXefI+to8kr3y3cC76H2+s+4W792UvW7ZMSs9Nkw/LGzduSIl33nnHeojVEOdpGZmWPTsrTaXD3T6rLp8WP/74ozfcS0pK5DuKSnfPH330Ud/n8V3H4g13SXap61zHiXAPH1s8bCGHu+SCpMOzafI13zrhYIe7RJ583a6srJQH7t27144Ple7Vjh8/3nm2QaalO6n8XpJvuIvJkydLsjg7p/K006ZNkx59H2mrPOEuYSTZ0fdDfKv0He7S7z527Jg1LQ+RrrH0iyXB5YuOc7UxY8bIk/exfWpqanbt2vXHA2zeWPcLd+/Llh60/UEie1ClPz+sbrXyhHttba18EvzrX/+SjW+H++bNm62VZb9L998b7q+++qoV3NKvf+KJJ3yfx7uOzRvuR48edf4OQKpI18H+kXAPH1s8bPce7hIBrl+IWXzD/cCBA/Zbzgp6+d8Od5XOTfnmLg+U57RP0UqJ9evXW1Fuk5nWWXvvS/IN99bW1kceeaStrc11WtnqAvumrc0Z7jLd31+oqjtV+g53iTPJPusXqhLreXl5nZ2dXV1d8oFnX4givfgHHnhAnryP7VNRUSFfa+48q4M31vsMd3XnZUt1CVb58eLFi9YvpX3D3Tp5snLlSusLmXwJs86bWadl5EVev35dGtXT0+MNd1nH+h4mLbI2ke/zuNaxecNdqsgLs7ab9PTlc8J5To9wDx9bPGx3Ee7WWWyL9KSkt+jqRll8w13e/85TKxIZBw8edIa7ZJlEp/VASUBZX9JE4qa0tLSjo8N+oGXhwoUtLS3el+QMd2uR9GqHDx++bds25cmv7du3l5WVuU6CC+d1nBLoDz30kMyUvJjguBSyj4f4VnGGu+9jd+zYUVhYKKktrZa+p/XYn3/+WdJNZhYVFcnzbNiwob293XoS3+0jM/2vX/TGelC4Wy9bcllSXl6YNP/rr79WfuEuH9LyCuX7xLlz56ZPny4vWIJb5sjHjISyvCTJd3mGL7/8UmX+hap8tkn/2row1Ps83nVs3nBX6Y+iF154QR4rn47vvfeec33CPXxs8bD1N9wHFOktui6RhoTg7t273XMt3lj3hHtCEO7hY4uHLdbhrtK/JnXPSrb6+vqMf+vrjXXCHWFhi4ct7uGOfvDGOuGOsLDFw8ZRjgTisA8fWzxsHOVIIA778LHFw8ZRjgTisA8fWzxsHOVIIA778LHFw8ZRjgTisA8fWzxs9wGJ5H4nwDC2OAAMQv8PUxlI76qtNh4AAAAASUVORK5CYII= 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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. MAPFRE PRIVATE DEBT II FIL-CLASE PDurante el periodo considerado, el patrimonio del fondo asignado a esta clase registró una variación del 29,65%, situándose a la fecha del informe en 356.462 miles de euros. El número de partícipes del fondo asignado a esta clase ascendía a 25 frente a los 13 del periodo anterior. La rentabilidad de la clase en el periodo considerado fue del 1.10% tras haber soportado unos gastos totales del 0.40% (de los que 0.2924% han sido indirectos). MAPFRE PRIVATE DEBT II FIL-CLASE ADurante el ultimo semestre el fondo ha recibido 10 nuevos inversores, situándose a la fecha del informe en 1.476 miles de euros de patrimonio. La rentabilidad de la clase en el periodo considerado fue del 0.88% tras haber soportado unos gastos totales del 5.54% (de los que 0.2924% han sido 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. No aplica. 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