CARTESIO Y, FI 1.0.0 2024-01-01 2024-06-30 CARTESIO Y, FI 1.0.0 2023-07-01 2023-12-31 CARTESIO Y, FI 1.0.0 2024-01-01 2024-06-30 CARTESIO Y, FI 1.0.0 2023-01-01 2023-12-31 CARTESIO Y, FI 1.0.0 2024-04-01 2024-06-30 CARTESIO Y, FI 1.0.0 2024-01-01 2024-03-31 CARTESIO Y, FI 1.0.0 2023-10-01 2023-12-31 CARTESIO Y, FI 1.0.0 2023-07-01 2023-09-30 CARTESIO Y, FI 1.0.0 2022-01-01 2022-12-31 CARTESIO Y, FI 1.0.0 2021-01-01 2021-12-31 CARTESIO Y, FI 1.0.0 2019-01-01 2019-12-31 CARTESIO Y, FI 1.0.0 2021-01-01 2023-12-31 CARTESIO Y, FI 1.0.0 2019-01-01 2023-12-31 CARTESIO Y, FI 1.0.0 2024-06-30 CARTESIO Y, FI 1.0.0 2023-12-31 CARTESIO Y, FI 1.0.0 2022-12-31 CARTESIO Y, FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure CARTESIO Y, FI 2909 02 02 2024 EUR A+ false RUBEN DARIO, 3 MADRID 28010 Tfno. 91 310 62 40 EM clientes@cartesio.com www.cartesio.com 05 RUBEN DARIO, 3 MADRID 28010 Tfno. 91 310 62 40 EM clientes@cartesio.com 2004-03-15 08 15 4, en una escala de 1 a 7 La inversión en renta variable variará ampliamente (entre 0 y 100% de la exposición total), según la apreciación del riesgo de mercado en cada momento. Se invierte en un número reducido de compañías (entre 30 y 40), principalmente de mediana/alta capitalización y minoritariamente de baja capitalización, en general con horizonte de inversión mayor a 3 años. La parte no expuesta a renta variable se invertirá en renta fija, principalmente pública (mayoritariamente adquisición temporal de activos) y residualmente privada, y/o en liquidez. Las emisiones tendrán al menos calidad crediticia media (mínimo BBB-), pudiendo invertir hasta un 10% de la exposición total en emisiones de baja calidad (inferior a BBB-) o sin rating. La duración media de la cartera de renta fija no está prefijada. La inversión en renta fija de baja calidad crediticia o en renta variable de baja capitalización puede influir negativamente en la liquidez del fondo. Se invierte principalmente en mercados/emisores OCDE (predominando europeos), con un máximo del 20% en países emergentes. Exposición máxima a riesgo divisa: 40%. Se podrá invertir hasta el 10% del patrimonio en IIC financieras (activo apto), armonizadas o no, del grupo o no de la Gestora. Directamente sólo se usan derivados cotizados en mercados organizados de derivados, pero indirectamente podrán utilizarse derivados cotizados o no en mercados organizados de derivados. El fondo sólo puede operar en derivados cotizados 01 0.21 0.30 0.21 0.40 2.48 2.42 2.48 1.90 EUR 75782.01 76175.86 1449 1463 0.00 0.00 false 6.000,00 Euros 213487848 202451394 188487404 194655714 2817.1311 2657.6843 2386.9189 2421.1838 0.45 0.45 0.43 0.43 0.88 0.88 03 0.02 0.02 01 6.00 1.09 4.86 3.97 1.22 -1.35 -1.35 2024-06-13 2024-06-13 1.03 1.03 2024-06-24 2024-06-24 01 8.02 8.86 7.12 9.21 8.23 13.09 14.29 11.74 12.80 12.24 0.51 0.41 0.59 0.52 0.53 MSCI EUROPE NET TOTAL RETURN 8.73 9.53 7.85 10.17 10.86 6.16 6.16 0.51 0.26 0.26 0.26 0.26 0.97 0.87 0.87 0.86 false GraficaVL.png png 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 Distribucion2.png png 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T0/Pq1evsustACiDil0AwIiPJ1ZW/PhRWLQW5tErbbOzLbkR3JAx/oknX03qzd7pZ6m0KnOg0xD+D2R6UVtYfD179jfffKNWq9m1FwAUQMUuAGBMncoPHsUms6VVbFgzbhA3ZNYm2LtozVy4DmEsybcy02rYO61L5VSZoW5/murWvnz+6dbN09Pz5MmT7NoLAAqgYhcASD14QMqxP5L7oxs9uW/NDeUGi5FPPFk/5TF7j3WphCpTbUL+3SYt+L+IqSbfwuLrOXN8fHyysrLYdRgATJ2KXQAg9fnn/LBRquRbVov6vnlebnVuQDdMdiW2NNqJJ23jL7J3V5dKqDJLByzi/xamnbPdu3t6euKH2QAKpGIXAIjS0kj9+vyYUYakdawbd+4lbkw3TIx24sn20bvY+6pLRVeZxmMTMp4rxeZNphG1hcXquXOXLVuWmprKrskAYNJU7AIAka8vP2CUJ3FTmqYm1eVGdgPkTHITI5x4smu0L3tHdanoKvOn41D+yVdCTvbu7enp+ccff7BrMgCYNBW7AECQm1vsvmTKkLy61aO2Ns/PN/x0B0Y48WTvhAnsvdSlQqvMYLdQjbk5/8wrIdmWlss//3zp0qX4YAZAUVTsAgDBzz/zQ4WhkuxsnXCtMTfElzd3M+ob18STqY7sXdSl4qqM+UTNnaZ2/BOunBx47TVPT88///yTXZ8BwHSp2AUAlFZL2rblxwnDJnb+yxmpVtxAX64Y18STWgsLtZq9ixVZZb4c6MU/z4pKcv36S778ctmyZWlpaexaDQAmSsUuAKBCQvhBoiKS09AyeretVmPI6Q6MauJJm6QE9v5VWJVpOO5BulUd/klWWrZ5eHh6eh46dIhdqwHARKnYBQCUqys/QlRcHrnaPLz7Ijfilz3GM/Fky3tn2TtXYVVmV+dh/HOrwNyxs6NVxsfHJzc3l12xAcAUqdgFALGxpFo1foSo0GirmUV722ZnGmy6AyOZeLJT1Db2nlVMlek/8qhit/ZlojUz+3bmTNpmwsPD2XUbAEyRil0A4O3NDw+Vk6xmz8UcaUaIYb5vejrxZFwVTzzZI8aLvVsVUGXM3ic3X7bnn0/F5pTuV9l+fn4ajYZdvQHA5KjYBQCtW/NjQ2XmwchGSfHPcwWgjKnaiSf7PhjF3qEKqDKfD17OP41KTqaV1ZJFi2ibuX79Ort6A4DJUbELQOH++osfGCo/mprVotY1z82twdWAsmRdFU48mdmSvTeGrjI24x+l1q7LP4cKzy/vvkurTFBQELuGA4DJUbELQOEmTeJHhapKers6904bZrqDKpx4smZONnNvDFtlgl8ZwT91yFUHB1plvLy8njx5wq7kAGBaVOwCULLMTFLX6P5/Hz+pacqjenw7KW12P2o5sComnmyUGMXcFQNWmb6j/so3r+xttGURtYWFz/z5tM2Ehoay6zkAmBYVuwCULDCQHxKMIeraFlEBzfPV5Z3u4GhSs4E5NV24tlGhsY89wdwPA1aZa83a8U8XImTvW2/RKrNy5Ups/Atg2lTsAlCygQP58cB4ktK1fvzlJnxBKVXOplT2xJNOUZuYO2GoKjPPdRX/LCFiInU7mKFu3rzJruoAYEJU7AJQrCdPiIUFPx4YW+7NeSk9pTbfUUqeSp54smfsp8w9MEiVeX5cUkrdevzzg4jRVKv21aef0iqzfft2dm0HABOiYheAYv36Kz8YGGdybWpGB9tqNOZ8TSlhKnPiyVcTX2Nu3iBVZls3D/6ZQZjsGjaMVplly5ZlZ2ezKzwAmAoVuwAUa9w4fiQw5jweYPPwTkO+ppQwlTbxZL+cBswu/8pfZZzdT+dX+h6Z5Zhb9vbCd0znzp1jV3gAMBUqdgEoU34+eeEFfiQw9pibxXjZZmXW4ptKSZKca1k5E09aZaRJb7j8VeZy8w7sU4Hoi9rCwnvhQlplAgMD2XUeAEyFil0AynTyJD8MyCXZTWtFh9oSLdtUSpIMdfUP7jdz4cqHYdP0wU3prZazysx8/Vv+SUAKy9YxY2iVWbJkSVZWFrvaA5SYRqP58MMP27Zt6+joeObMGebUevXqNdcZPXq0sCQoKKhHjx5t2rQ5evRowfOy+M3So6OjLS0tO3ToQG/OyclJ3KFAQkLCqFGjHBwc6EmzZ88WvjY9d+7ca6+9VuDyOhs2bFCpVLGxscLRx48f16hRo4NO48aNhw0bxn/rylzk8OHD9OjFixfFM9D7M3Xq1Li4uJo1awpXRfXs2ZMUcv35+fn169cXLhsZGTl06ND27dvb29t/9dVX4nUyN3r8+PHatWvHx8cLR/38/FatWkUKeewilfQIKNfnn/NjgLzycHjDR/ds+LJSbJ5OPBnf0oXrHwZM2+hQ6U2Wp8rUG5/ypJ41//CRwnK2e3fhO6aIiAh2tQcosX379tHGoNVq6Vjbp08f6UmJiYmurq7SJXSw79SpU05OzrVr12j1kZ5E18MROpcvX6ZHg4OD+c3SaZWhDUY4fOfOnRYtWtCBPDc3lw7kO3fuJE8/Rs9fsGCBUJsKqzL0Ljk7O69Zs0Y4SqsGLSLCYXpVvXv3DggI+N+5dZiL0CpjY2Pj5eUlHL19+zY9KlQZ2if+dzEdvdcvVhlaBLt06XLgwAF6OD09nR4+ePCgcGbmRunTa21t/d577wlHhSpT2GMXqaRHQLk6deLHANlFU9086pvmOTk1+b5SdCp64skuUeult1eeKrOl+1j+gSNFJNnaWqgyW7duZVd7UCo6su45dHZVwHEaeqAkex6iQ+/bb79ND5w9e7Zv377Sk/75558PPvhAusTf33/WrFnCYTr0Sk+aMmVKfHz83bt36RnUavW4ceOkpwqkVYZasmSJr6/v5s2bP/roI3EhLVUdO3ak9UJvlXny5EmTJk1CQ0NdXFyEJdKqQc2bN4+2BPEo0XcRWmVGjRol9rbVq1dPnDixJFWGPLt+scrs37/f3d1dPDU8PPzIkSNE343SKkN7TLdu3U6fPk2eVZnCHru4RCUeAuWKiSFmZvwYINOk29eOPfUy31eKjXd8RU082SvuY+ktlbnKvOJ+Tl1NBj+YN7asmTFD+B1TXl4eu/KD8mRkZCxcs++FySnCy4oeoEfpQvZ8BdHhc+jQofb29lZWVrS7SE8KDg52cHBwdXUVvwxasGABrRe9evXq1KnTH3/8IT3z+fPnR+lcunRp/fr1YWFh0lMFTJWh108LxNy5c5lNvujCkJAQvVVm06ZNtF3RFZ42icTERFKwatAS0LVr1wsXLhR9EVplaHehBU749mfQoEHbtm0TqoylpaXTM+PHjyeFXL9YZWgdkX6pJOJvlFYZeqN///23s7Mzfc6FKlPYYxePqiQngVJ9/z3/7i/3JLzXJPlhfb6vFJ319ytk4slXk/pIb6bMVSbCzol/pEix2aPb7S9169YtduUH5Vm9MbTGB3nSVxY9Shey5yvozz//pGN5VFQUHVN79+4tPenff//du3cvPXDjxo0GDRpoNJo5c+bQZkNHYloChCXS8wvS0tImTZrELtVhqszOnTvpyE2vk5kedfr06Tt27NBbZd54443du3fTA25ubj/99BMpuC0LvUseHh707hV9EaHK0MPr1q1LSkoaMmTIgQMHivhUhr9+scrQHuPj48NchOi7UaHK0AO0IdGnWqgyhT128ahKchIoFe3U3Lu/CST/OYuon5ur8yz4ylJEgh5WwMST+VZmWo14G2WrMtOG+vOPESlJLnXqJFQZOhqxKz8oTE5OjrtnOP/6ogvpSey5JejYuWXLFuFw8+bNk5OTC57+Xy1btnz06NGKFSt8fX2FJXZ2dnRJwXM9RVfIK1euhIaG9u/f393d/d69e+JJTJVZtmzZypUrAwICpkyZIi6kRcHR0fHOnTt8lUlNTa1Tp46zTvv27YcOHUoKfmpCq1W/fv2kGy/rvYhQZR4+fEhLDG0Sa9asKbrK8NcvVhla9UaOHCmeedu2bWPHjtV7o2KVSUhIsLe3X7p0Ka0yhT12cYlKPATKZW/Pv/ubTFI614uPKN10BxUx8WT9lMfiDZShytSZkP64vgx/LW8cSa1bV6gyzMYBoEB0gHScdZN/idGF9CT23BKrV6+eNGkSHURv3brVqFEjrY7QfpYvX7548WKi+5FOixYt6AE6ig8cOJCegQ63zZo1K3hNT9HbmjlzJj1AB/jc3NywsDCx+pCCVYYepvUoPj6e3la7du327NlDdGM5vcUxY8YQfZv90sol9gZaF+rWrUv/ZbZlmT17tvRzDr0XEaoMXUJ7iaura1RUVAmrDHl2/WKVUavV9CLCd23p6endu3cPCQnRe6NilaFoI2zYsCGtMoU9dpFKegSUKCnJlDaUKSz3ZryU9qQO31oKi8EnnrSNvyReexmqzCbnifyDQkqeb2fOFNpMEl3hQcHK/KlMdnb2u+++6+Dg0L59+0OHDhHdb4top6EHkpOTR4wY0bVr1z59+oSHhwvnX7hwIR2wnZ2dT5w4Ib0ewaxZs2ghILqtiellPTw8xF8jE119qVWrFm0zdPin/4o/9qEXcXNz69ixIy0NkydPTklJIboqU6dOHXHLlWPHjr3zzjvSL1+GDx++detWpmrQWj9t2jTxqN6LiFXGx8eH3ig9IFYZ6bYyFG1meq9f+mPs69ev03pHn8DWrVvTjkIKuVFplaF/kVatWgk/xtb72EUq6RFQon37+Pd9k0yudY2o35pr8ks63YFhJ55sH71bvOrSVhmn0RfyLKrzjwgpeYLd3IQqc/78efYlAApTtm1l9PL392cXQVVAlVG8xYv5930TzpO+z9+/2YgvLnpz1XATT3aLXiVeb4sDUXxfKSLnWr3CPxCkVDndo4dQZYKDg9mXAChM2X7BxEtLS5PuPg6qEKqM4r32Gv++b/KJXdQsM/05vrvwMdTEk70TJopX2urQPb6vFJYP3/iRv/9IaXPv5ZeFKvP111+zLwFQnjLsVwaMGaqMsmm15Pnn+fd9JSSnsWX0PlutlpnqUU8MM/FkqqN4jW2OxvOVRW+s3st89HwD/s4jpY26evUlixYJbebJkyfsCwEA5AxVRtlu3uTf9BWVxKENHkUXP91Bcq7luw+buPAFpeTRWlio1cLVtT12n28tevNjrw/5+4yULd9NnSpUmUuXLrEvBACQM1QZZQsM5N/xlRZtdfPolbbZ2ZZ8g5Ems9wTT9okJZSqynQYfSW3eg3+DiNly85nW/7u37+ffSEAgJyhyiib/GeRNFQyWlrFhDXjG4w0uoknW7hwHaWEaXnvrHBFJfyC6bR9D/5+ImXOX336CFVG2KkoAJgMVBllGzWKf8dXcu6/2/jJA2u+xIjRaM0+iy/jxJOdorYJ19LqUCxfXJhMeGszf/eQ8uSmvb1QZZYtW4bNPAFMCaqMsnXpwr/jKzz5ltWiNjTPy6vO9xgxZZt4snvMEuHyxf4Yu9aErAcvNOTvG1KeiFNkUw8ePGBfCwAS3t7ezZ+pWbPmlStX6MJ69eoJS0aPHs1egJDMzEzp/oKDgoJ69OjRpk2bo0ePSs6lx82bN5klcXFx9EaF+Yyonj17Et0ET+Ik1UQ3m4Gfn5905qPGjRsPGzYsOzub6PYmPGrUKAcHB7p89uzZwkIThiqjbHXr8u/4CE1qx7px55ryJUZMGSae7PtglHDhYneR599nGn+XkHJGa2a29IsvhCqD3YFACT18+HDAgAH0QGJioqurK3vyM1qtdtGiRcJ+aYmui3Tq1CknJ+fatWuOjo7Sc0ZERIzQuXz5MtHNer19+3bpGYju4vzMAIVVGXEfu7m5ub179w4ICKAHaInZuXMnXZifn79gwQK93cuUoMoo2MOH/Ns9Ik3c1KapSXX5HiMk6EGr0k08mdGyJFWm7bvXc2tga98Kybr/+z+hyhw+fJh9OYCSaDSas3v2HF+1ioYeKOILx5kzZx45coQe+Oeffz744AP25Gf69u1rY2MjVhl/f/9Zs2YJh2mZ+N/5CJkyZUp8fPzdu3fpGdRq9bhx46SnCspWZah58+bRhZs3b/7oo4/EhbRmdezY8fbt2+IS04Mqo2CnTvHv9QiTvHrVo7Y2z8+vxlcZUvqJJ2vmZBdbZU617cXfDcQg2TJ2rFBlfvnlF/blAIqRkZGxb+HClBf+Oz8rPUCP6t3bb0xMzJtvvikcDg4OdnBwcHV1dXJyCg3VM8vBunXrxCqzYMGC1157rVevXp06dRLmUBSdP39+lM6lS5fWr18fFhYmPVXATHI0fvx4UoIqQ8tK165dL1y4MHfu3MDAQPGc1NSpU0NCQqRLTAyqjIJtxoalJc0TZ+v71/RPd3DsSSkmnmyYGF10lRnz9i/8rSOGyp9DhwpVBlNkK1no6tV5BT/4pEfpQvZ8hHz88cfiB3j//vvv3r17ia5SNGjQgP8gR1pl5syZQ0uPVquNjY3Ve2aim/dg0qRJ7FKdUn0qI24rQ2/Iw8OD3ii9dems19T06dOlEzeaHlQZBVu0iH+vR4pI7OfNMtKs+DZT8oknW8eeKKLKWE7ISWjQmL9dxFD5u2dPocp4eXkxH/uDQuTk5IS7u/PrBl3Iz4zdunXr3NxcZiHVsmXLR48eMQulVWbFihW+vr7CYTs7O/7MFF0Pr1y5Ehoa2r9/f3d393v37okn6a0ykZGR3bt3F48uWrTI399f+qkMLUz9+vU7c+ZMQEDAlClTxHPScuPo6Hjnzh1xielBlVGwMWP41zNSdHIaWkbvsdVq2OkOSjjxpFPUpiKqzJq+M/hbRAyYyx06CFWG0ju6gMlLSEi46ejIrxt0ofT3R0S3fe7rr78uHl2+fPnixYuJrlK0aNGC6CqCtP1IqwztEwMHDqRnoAWiWbNm4nlE9LZmzpxJD4wcOZK2pbCwMLH6kEKqDC3fzZs3P3fuHD2ckpLi5OR0/vx5ZluZ2bNnBwUF0XvVrl27PXv2EN2dpHd7DH23N2moMgrWvz//ekZKkkdDGiTebcC0mZJMPOkc+2lhVab1mNs5NWvyt4UYMFHNm4tVxrS3goTClPxTGW9vb+nko8nJySNGjOjatWufPn3Cw8PpElpTGjVqJJ5BWmWohQsXdu/e3dnZ+cSJE+JC0axZs2hfoQcOHjxIr9bDwyM2NlY8ldlWhhJq1qlTp+gdaNOmTadOnX744Qe6hKkyfn5+06ZNE67Bzc2tY8eO9NTJkyfT6iOexyShyiiYkxP/ekZKGG01s+jlttlZBaY7eJBTe8TjF124BiOmb+LrhVWZMId+/K0ghs0jGxuxypw9e5Z9RYAylHxbmWL5+/uzi6AqoMoomK0t/16PlCpZts/FHGlGyP++b9JNPNnYhSsx/03Oi2b6qsyoYb8TMzP++hHDJsfSUqwy9H/D7CsClKHkv2AqWlpaGnZQZCRQZRQM+8czUB6MapQU/7zYZoqeeNIqI42pMtUn5MW92JS/WqQismTRIqHKmPYPOqBoJd+vDMgCqoxSqdX4GMCA0dSsFrWueW5uDaHNFDHxZNP7N5kqs6rfXP4KkQqKz2efCVUmICCAfVEAgDyhyijVo0f8uzxSzqQ71Ll3+iWhzRQ28WTb6FBplbEbF5NtaclfFVJBWT13rlBl1q1bx74oAECeUGWU6tYt/l0eMUjiJzVJeVRPKDTL49mJJ7tE+UurzKlXhvLXgFRc1sycKVSZFStWsC8KAJAnVBmlOnOGf5dHDBV1bYuozc3z1U+nO1iXUGDiyV5xH4tVxs1tjxZf81Vuvps2TagyFLaQADANqDJKdeAA/y6PGDYp3eonXG5MCk482S+pj1BlLCbmx7/Ukr8UUqH56cMPxSqTnZ3Nvi4AQIZQZZQqOJh/l0cqIvfmvpyeUvt/E0+qrVrsv0urjI/LfP7MSEVn84QJYpVJS0tjXxcAhcjNzR01apSjo2OHDh307pQoMzNT3F+wWq3+8MMPu3Xr1rdv31u3bhU8I+vmzZvMkri4uJo1awozK1FjxoyRzrXUuHHjYcOGiUV8w4YNKpVK3MPe8ePHa9euHR8fLxz18/MTdtwXGRk5dOjQ9u3b29vbf/XVV8Kp9A7TB+Xg4ECvdvbs2Xy5X79+fZs2beijdnV1FW5C71RQ+fn59evXp0c3bdok3u0mTZoIMy0UeyvlhyqjVCEh/Ls8UkHJsakZvbP5kUe2wsSTbXeHvzwmNrPWc/w5kYrOL2PGiFUmKSmJfV0AFCIwMHD69On0wN69ewcNGsScqtVqFy1aJO7t98cff3z//ffpgaNHj7711lvSc0ZERIzQuXz5MtFNuL19+3bpGYi+iQuke/Wlpap3797iT/BoyXB2dl6zZo1wlFYZa2vr9957TzgqVBmNRtOlS5cDBw7QJenp6fTwwYMH6fXQerFz506imxVhwYIFo0ePFi4loK3F1tZW2OPOkSNHaC0TFhZRZUS0zNEmt23btmJvxSBQZZRq1y7+XR6p0DweaBN2ub1r5nNdQrYc7DSEPwNSCfl95Eixyjx48IB9XYAyPN2vzNk9x4+voqEHSrLV1IkTJy5cuEB0Y3n//v2ZU+kwb2NjI1YZWnroKE50FYcul55zypQp8fHxd+/enTVrFh3vx40bJz1VUHSVoebNmyfM7v7kyZMmTZqEhoa6uLgIJ9EqQ3sMrRGnT58mz6rM/v373d3dxYuHh4fTarJ58+aPPvpIXEjvaseOHaUTetBr6Nq1qzihplBHSlhl6OvLw8ODHij2VgwCVUap9uzh3+WRCo+52ZklbWd+Nw5b+1ZVQoYPF6uMdC5iUI6ne/vdtzAl5QXhZ4b0AD1awr39fvbZZ3Z2didPnmRPKDgH09dffy18hEOLhUqlSk9PF892/vz5UTqXLl1av359WFiYeJKImYOJtihplaE9gDYMoVdt2rTpgw8+yMvLo00iMTGR6G5x4sSJf//9t7OzM+0NQpWhxC+VRHPnzg0MDJQumTp1akhIiHiUNrzRo0fTqjRjxgzaloSFJaky//zzT7NmzYRPPYu9FYNAlVGqvXv5d3kEMfkEu7mJVYb+z5h9XYAChIauzsv7794shdCjdCF7Pn2uXr26YMGCESNGsCcUrDKZmZnvvPNO9+7d33zzTWtra1o1Cp73qbS0tEmTJrFLdfR+KiNuK9OgQQMPDw9aU+jyN954Y/fu3fSAm5vbTz/9RJ5VGXpg/PjxtEMIVYb2GB8fH+kVUnPmzAkKCpIuofWL3wt2ZGSkv78/bVQjR44kJagyWVlZtHXt27dPOFrCWyknVBml+vNP/l0eQUw+v3l4iFWG39wSTN7TmbHD3aU9RghdyMyMzdi7d290dDTRfUXSsGFD/jspZmZsQVJSEj0zs1BA18ArV66Ehob279/f3d1d+hmh3iojfipDb7pfv35nzpxJTU2tU6eOs0779u2HDh1KJFUmISHB3t5+6dKl9F7ROy8UEcG2bdvGjh0bEBAwZcoUcSF9XI6Ojnfu3BGXhISEiI2EntqyZcvY2FjabISNeQWLFi2iRUdaZWbMmDF16lTxDMXeikGgyigVXUG5d3kEMflsGTtWrDJ0IGFfF2Dq6AB/86YjX2XoQvH3R3qtWLFi/vz59MDly5ft7OyIblSWth9plfn111+FjWCCgoImT54snkdEb2vmzJn0AG0Yubm5YWFhvr6+4qlFVxlq9uzZ9Jq3bNkiFhRaa+rWrUv/FasM0d1nWqTovVKr1fQK//jjD6Lb7Jd2EVpT6J1v167dnj17iO6xLF68eMyYMc9u4Sl6flqShK/eaImxtbXNzMykraV58+bnzp2jC1NSUpycnM6fPy9WmcOHD7dq1Ur6bV2xt2IQqDJKhf3KIIpMwMSJYpURtjYARSnzpzK0AQwbNqyTzokTJ+iSO3fuNGrUSDyDtMrQ6kBLhqOj49tvv633h3KzZs2ifYUeOHjw4IgRIzw8PMRfU5MSVBk/P79p06a988470m9qhg8fvnXrVmmVoY+IFgvhXl2/fn3gwIEODg6tW7cWd3VNb8jNza1jx470ymnlotVEvDbB2rVru3TpQi9Fz7N3715h4alTp7p27dqmTRv6VPzwww9E99MkocoMGTKEPifiVj7Clr/F3kr5ocooVWgo/y6PICafHyW7yLt06RL7ugAFKM+2Mgx/f392EVQFVBmlOnaMf5dHEJOPdOKCa9eusa8LUIDy/IJJKi0t7eLFi+xSqAqoMkpFX4HcuzyCmHzWzJghVhmD79wC5KIM+5UBY4Yqo1QJCfy7PIKYfL6eM0esMlFRUezrAgBkCFVGqXJzCfbShigvX336qVhlhO0uAUDuUGUUrF49/o0eQUw4WjOzJYsWiVUGExcAmAZUGQWzs+Pf6xHEhJNep47YYzwxnSSAqUCVUbAePfj3egQx4cQ3bSqtMqmpqeyLAgBkCFVGwd54g3+vRxATzvV27aRVJisri31RAEhkZmZKdwG8ePFiJyen3r17M7998/b2bv5MzZo1hb1I16tXT1gyevRo6Zl5/AQa586de+2116RLxH3QnT59unbt2h06dGjdunWrVq0OHz5MCs7Q1Lhx42HDhmVnZwsX3LBhg0qlku5/TyBe4fHjx+kVxsfHC8uFOZvogZiYmOHDh9vZ2bVt2/bDDz+kTwXRd8fi4uLoQxZumurZs6ewfP369W3atHF0dHR1dZXeemH3p5xQZRRswgT+vR5BTDhnevQQe4yXlxd+ggtF0Gq1ixYtEnfge/Xq1R49etB1JiQkpLBd7z98+HDAgAH0QGJiIh3C2ZN1IiIiRuhcvnyZHg0ODt6+fTtzHr4xSKuMeFJoaGjHjh1JwX0B5+bm0rIVEBAgHKV3w9nZec2aNcJRkbTKWFtbv/fee8Jyscq4uLjQ2kGfBHrOuXPnTps2jei7Y/yOiYluyklbW1thVz1Hjhzp27eveFJh96ecUGUU7D//4d/rEcSEc2jwYLHK8DP/gXLQRnLg7J4Nx1fRHChkvzJ0ALaxsRHXk2+++WbevHn0QHJy8gsvvFDgrM/MnDmTjtz0wD///PPBBx+wJ+tMmTIlPj7+7t27s2bNUqvVwlRNDL4x6K0yhw8fHjx4MOGmNaD3kzYSeuDJkydNmjShjYf2EvFUgbTK0B7TrVs3es3kWZU5duyYMDmlgJaSL774gui7Y3qrDL2qrl270lIlHN25c6dwoIj7U06oMgq2YQP/Xo8gJpwdI0aIVUaYOwYUiA7MK/ctHJryggtR0dADKwvZ2690WqX58+dvoO+ZOi+++CJtIf87n05MTMybb74pHA4ODnZwcHB1dXVycqIjt/Rs58+fH6Vz6dKl9evXh4WFSU8V8I1BWmXq1KlDr5Z2FwsLizNnzpCCVeb27du0Rgjzi23atIk2qry8PHrZxMREyfUVqDITJ078+++/nZ2dtVqtUGXEz2YY/B2jVcbS0lKcdGn8+PFE1xRHjx5NW8uMGTOkD7+I+1NOqDIKdvw4/16PICacje+/L1aZbdu2sa8IUIYNoasH5tVw0fUYIfToBn1zMEmrzKeffirW3wYNGogfOYg+/vhjYcsV6t9//xUmX7xx4wY9s95PfdLS0iZNmsQu1eEbg95PZf7666+XX36ZniTdVobenIeHBy0l5On2kG/s3r2bHnBzc/vpp58k18dWGXqAtpDAwEChxCxcuFCcXqpbt270aq2srOit8HdM76cygsjISHoltN+I03cXcX/KCVVGwe7f59/rEcSE4zdrllhl9u3bx74iQAFycnLmhLu7SHqMkDn6ZsaWVpnVq1fTNkMPpKam6v2CqXXr1ny/oVq2bPno0SN2KSF0Jbxy5UpoaGj//v3d3d3v3bsnnsQ3Br1Vhjz9HWqPa9euST+VobWpX79+Z86cofezTp06zjrt27eXfmFE9FWZhIQEe3v7pUuX0occFBTEfEHm4OBQ8ioTEhIivr5oqaLPQGxsbNH3p5xQZZQNe8lDFBOtuflSyf7xTp48yb4cQAHogD3mpqMLV2XoQumPlQTSKkNrh7D56oEDB4TNfukgLbafiIiI119//dnlyPLlyxcvXkx0n0y0aNFCXC6itzVz5kx6YOTIkbQAhYWF+fr6iqfyjUFvlaENydraOikpidlWZvbs2bSLbNmyRfw4hNaIunXrSvc+wFcZasWKFQ0bNqQPOTs7mzazP/74Q1ju7+9frVq1klcZekHaV4Tv7GiJsbW1zczMLPr+lBOqjLJ1786/4yOISeaRjY3YYyjh9yOgNGX+VIZaunSpi4vLoEGDhN8S37lzp1GjRsJJ3t7eX3/9tXjO5OTkESNGdO3atU+fPuHh4eJy0axZs4R5Mw4ePEjP6eHhIf19Mm0MwgYxgmPHjvHbyjg6OjZt2lS4UabK+Pn5TZs27Z133tmxY4e4cPjw4Vu3bhWP6q0y9Blo1aqV8JCjoqLeeOMNBweHV199lV4hfcnQB8XfMWZbGUpohGvXru3SpQu9eMeOHYXv2oq+P+WEKqNs48bx7/gIYpK53KGDtMrExMSwLwdQhpJvK1MscYMSqFqoMsq2dCn/jo8gJplDgwZJqwz9Lyb7cgBlKPkvmIqWlpZ28eJFdilUBVQZZdu+nX/HRxCTTNC4cWKP8fLyys/PZ18OoBgl2a8MyAiqjLJdusS/4yOISWbVvHlilVm3bh37WgAA2UKVUTa1mtSuzb/pI4iJJb12bbHHUNLNDwFA7lBlFG/AAP59H0FMLHdatZJWGfwSG8CUoMoo3hdf8O/7CGJiOdmnj7TK3Llzh30hAIBsocoo3v79/Ps+gphYdowcKa0y6enp7AsBAGQLVUbxkpOJuTn/1o8gphS/Tz4Re4zeefIAiqbRaGbNmtW5c2c7OzthIiFRbm7uqFGjHB0dO3TocPbsWelJO3fuLPZn/zdv3mQX6XYHTK/TwcGBXufs2bOzs7PpQg8PD3q0SZMmNjY29ECfPn2ksy81btx42LBhwjn1Xpxav359mzZt6F11dXWV7pRP7lBlgJAOHfi3fgQxmSQ9/7zkExnPoKAg9iUAUJwTJ04IE19fv379xRdfFOZrFAQGBk6fPp0e2Lt376BBg8Tlp0+ftrCwYL7NjIiIGKEj7G86ODh4+/bt0jMQXTeiLYTWIKLbLe+CBQtGjx4tnvr9999/9tlnwmHpfn7ppXr37h0QEFDYxW/cuGFrayvsQefIkSPCPAymAVUGCJk8mX/3RxCTyT9du0qrzKFDh9iXACiMRqPZc/bsquPHaeiBkuxXZseOHb///rtw2M7OLisrSzyJtpwLFy4QXVfo37+/sDA9PX3AgAFdu3ZlqsyUKVPi4+Pv3r07a9YstVo9btw46amCzZs3f/TRR+JRWps6dux4+/Zt4WhhVYaaN2+en59fYRen1YreH3HOS6HrmAZUGSAkIIB/90cQk8lv7u7SKoPZlxQuIyNj4b59L6SkqHRDID1Aj5Z8b7/BwcGDBw9mlxJC6wWtOOKP4yZNmnTs2LFBgwYxVeb8+fOjdC5durR+/fqwsDDpqYK5c+cGBgZKl0ydOjUkJEQ4XFiVoWWFNhVaqgq7OG1so0ePbtKkyYwZM0JDQ6VnkDtUGXj6CuDf/RHENKI1N/9q/nxplSl22wUwbatDQ2vk5Qk9Rgg9uroEQ7taraYdokePHrRAsKcRcvXq1QULFowYMYLoPsKZN28ePcBXGVFaWhqtO+xSnTlz5jBfg06fPl3cGRJTZcRtZRo0aODh4aHVaou+eGRkpL+/v5OTkzhPtQlAlQGd1q35MQBBTCDxTZtKe8yaNWvYlR+UJCcnxz08XNpjhNCF/MzYUrTH0F5CO0ReXh5z0t69e6Ojo4nuq5yGDRtqNBp6zs6dOzs7O9etW5eWhlu3bjEXoejaeOXKldDQ0P79+7u7u9+7d088KSAgYMqUKeJRerWOjo5iJSrsUxl6u/369Ttz5kxhFw8JCdm3b5+4sGXLliaz5S+qDOjMncuPAQhiAvmrb19plfnjjz/YlR+UJCEhwfHmTb7K0IX0JPbcEhs3bpT2A6JrA0L7WbFixfz58+mBy5cv29nZSc9T2Kcy9LZmzpxJD4wcOTI3NzcsLMzX11c8lV5tu3bt9uzZQ3S3snjx4jFjxoinFlZlqNmzZwcFBRV2cbry03YlfJVGS4ytrW1mZqZ4WVlDlQGdsDB+DEAQE8jmCROkVebatWvsyg9KUuZPZSZNmtSwYcNWz9ASQDtKo0aNiG4L32HDhnXSOXHihPRShVWZWbNmxcXF0QMHDx4cMWKEh4cH8wEJPdXNza1jx460qUyePDklJUU8qYgq4+fnN23aNFL4xdeuXdulSxcHBwd60t69e8ULyh2qDOjk5xMbG34YQBBZR129+rIvvhB7jJeXl/SHJ6BMZd5Whufv788ugqqAKgPPTJjAjwQIIuvcsreXfCLj+cMPP7CrPShPOX/BJEpLS7t48SK7FKoCqgw8ExzMjwQIIuvsdHOTVpnDhw+zqz0oUhn2KwPGDFUGnklPJ5aW/GCAIDJNXvXqyxcskFaZu3fvsqs9AMgfqgxIDB3KjwcIItNcad9e2mOWLVumVqvZdR4A5A9VBiR++IEfDxBEptnm4SGtMlu3bmVXeAAwCagyIJGcTGrV4ocEBJFdsi0tl0p+u0RhC00AU4UqAwWNH8+PCggiu0R07iztMd7e3uIsegBgYlBloKDjx/lRAUFkl8Dx46VVRpzTGABMD6oMFKTVYj4mRO7JqF3b68svpVXm+vXr7KoOAKYCVQY4Pj782IAgMsqpXr2kPcbHxyc/P59dzwHAVKDKAOf+fWJhwQ8PCCKLaM3N/T75RFpldu3axa7kAGBCUGVAn2HD+BECQWSRa+3aSXsMFRkZya7hAGBCUGVAn717+RECQWSRTe+/L+0xvr6+Wq2WXcMBwISgyoA++fnE1pYfJBDEyHO/USNpj6FCyzTjMQDICKoMFGLtWn6cQBAjz67hw6U9xsvLKzk5mV23AcC0oMpAIbKySMOG/FCBIEabDCsrZg+/v/32G7tiA4DJQZWBwuFX2YisEtavn7THUNHR0exaDQAmB1UGCpeaSqyt+QEDQYww+RYWq+bOlfaY77//nl2lAcAUocpAkRYt4scMBDHCnOnRQ9pjqIiICHZ9BgBThCoDRXr0iFhZ8cMGghhV8mrU8J03T9pjfH19sYdfAIVAlYHizJ7NjxwIYlT5q29faY+hjh49yq7JAGCiUGWgOHFxpGZNfvBAECNJdq1aPvPnS3vM0qVL09PT2TUZAEwUqgyUwH/+w48fCGIkOTJwoLTHUPv27WPXYQAwXagyUAKpqeTFF/khBEGqPBm1a3svWCDtMd7e3hkZGew6DACmC1UGSuaHH/hRBEGqPPtef13aY6jDhw+zay8AmDRUGSgZjYY4OfEDCYJUYVLq11+6aJG0x/j4+GRnZ7NrLwCYNFQZKLFjx/ixBEGqMNvd3aU9hjpx4gS73gKAqUOVgdJwc+OHEwSpktyyt2d6jK+vb15eHrvSAoCpQ5WB0oiMxA+zEWNIXo0afp98wlSZM2fOsGssACgAqgyU0vz5/LiCIJWcQ4MHMz3mm2++we59AZQJVQZKKT2dtGjBDy0IUml52LDhkoJb+1JXr15l11UAUAZUGSi948eJuTk/wCBIJURrZvbzpElMj9m6dSu7lgKAYqDKQJnMmsWPMQhSCTn3yitMj/H29k5OTmZXUQBQDFQZKJOsLGJvzw8zCFKhyahdm5luiTp58iS7fgKAkqDKQFmFh5Nq1fjBBkEqKmZmW8eOZXqMv7+/RqNhV04AUBJUGSgH/JoJqcSEOzszPcbLyys2NpZdLQFAYVBloBxyckiHDvyQgyAGT0LjxswcBdTevXvZdRIAlAdVBsrn/HlSvTo/8CCIAZNbo8baGTOYHuPr64vplgCAoMqAAXz1FT/2IIgBs2v4cKbHULdu3WJXRQBQJFQZKDetlrz9Nj/8IIhBcrljR7bFeHoeOHCAXQ8BQKlQZcAQkpOxC2CkIvLE2nrF558zPWbDhg2YowAARKgyYCDnzmlr1OCHIgQpc9TVq/8weTLTY5YvX/748WN29QMABUOVAcMJCOBHIwQpW7RmZttHjWJ6DBUREcGueACgbKgyYFDz5vFjEoKUIUcGDGBbjKfnjh072FUOABQPVQYMSqPRDBnCD0sIUqpcdHRkW4yn57fffpuTk8OucgCgeKgyYGgpKWpMz4SUIzHNmi394gumxyxbtiw+Pp5d2QAAUGWgQsTE5L34Ij9EIUixeWJtvfLTT5ke4+XldfXqVXY1AwDQQZWBinHxotrKih+oEKSIZFtarvv4Y6bHUCdOnGBXMACAZ1BloKJoDx/WWFjwwxWC6I3awmLze++xLcbTc+fOney6BQAggSoDFSjvl1+05ub8oIUgTPItLLaMHcu2GE/PjRs3Ym94AFA0VBmoWFnff681M+OHLgQRk1+t2i/vvsu2GN1PljIzM9lVCgCgIFQZqHCpK1cStBmkkGjMzX/z8GBbjKenj4/Po0eP2JUJAICDKgOV4fGXX6LNIHy05ua/69ul77Jly+7evcuuRgAA+qDKQCWJX7oU280g0tD1IdjNjW0xnp5Lly69ffs2uwIBABQCVQYqT9SqVfn4TROii9bMbNfw4WyL0fWYmzdvsqsOAEDhUGWgUt1avz4PE2grPrTR6v1eacmSJdeuXWNXGgCAIqHKQGW78uOP2bVq8cMbopDQv/6m999nW4xul75XrlxhVxcAgOKgykAVuP7bb+m1a/ODHGLySalXb72+/fnSHnPp0iV2RQEAKAFUGagadw4cSK5fnx/qEBPOg0aNVs+dy7YYXY+JiIhgVxEAgJJBlYEqE332bEzz5vyAh5hkIlu2XP7552yL0W3ni++VAKA8UGWgKt2Lijrfsyc/7CEmlguOjksWLWJbjG4/eNHR0exqAQBQGqgyUMUePHhwwMMDP9I21WjMzUMHD2YrjM4333yTmJjIrhAAAKWEKgNVLykpadvs2Wl16/IDISLr0L/pxg8+YCuMznfffZeWlsauCgAApYcqA0YhIyNjm59fbLNm/HCIyDSRLVv6/uc/bIXRCQwMzM3NZVcCAIAyQZUBY6HRaPbt3v1P1678oIjIK1ozs+P9+nktXsxWGJ2QkBD6t2b//AAAZYUqA8YlIiLitzFjMqys+AESkUUyrayCxo9n+4vOkiVLTp06xf7JAQDKB1UGjE5cXNx3Xl432rblh0nEyBNja/v1nDlshdFZvXp1TEwM+8cGACg3VBkwRunp6T///POu4cNzatbkx0vECJNbo8a+118v7EulwMDAjIwM9s8MAGAIqDJgpDQazR9//PHNJ59EYTd6Rp9IOzu/Tz5h+4uOl5fXsWPHtFot+wcGADAQVBkwajdu3PBdufLAkCFq7HjGKJNtabl72DC2vzyzcuXKO3fusH9UAACDQpUBY5eRkfHrr7+umTHjlr09P5QiVZjrbdvqnVNJsHHjxtTUVPbPCQBgaKgyIA8RERErVqzYOnZs0gsv8GMqUsnJqF3791Gj2PLyzPLly8+cOYMvlQCgcqDKgGykpKQEBAQsXbTo0KBBudgcuIqSV716WL9+yxcsYPvLM4GBgcnJyewfDwCgwqDKgMyEh4cvW7Zs1dy5FxwdiZkZP9YiFRStufm/nTsX8Y2Sj4/Pv//+y/7BAAAqGKoMyE9SUtLWrVvp2PnTpElxTZvygy5i8Nxp1cp/+nS2vEhs27YNcyoBQJVAlQG5unXr1po1a+ggunXs2HsvvcSPvohBcr9Ro8D33mObi4Svr++VK1fYPw8AQGVBlQEZy8/PP3ny5PLly+mAGjh+fIytLT8SI2XOg0aNgkeMKGyvd5S3t/fRo0cxMSQAVC1UGZC99PT0kJAQYXANmDAhqkULflRGSpXIli2Dxo0r2FsK8PLy2r17N75RAgBjgCoDJuLevXs//vijMNBu/OCDO61a8SM0UnQ05uaXO3b8fsqUgr2FFRQU9PDhQ/YPAABQRVBlwKTcunXrp59+Ekbctf/3f3/37Jn13HP8mI0wyatR47Sz8zeFTD4g+v777yMjI9knHQCgSqHKgAmiw+3GjRuF0XfpF1/sdHOLbdaMH78RmoTGjfe//vpX8+cXLC2s77777tKlS9jrHQAYIVQZMFlRUVEBAQHiYOw/ffqZHj2yLS354VyBSa9T51SvXkX/vloQGBiIeZQAwJihyoCJi4mJCQoKEgfmZQsX7nznnett26qrV+cHeJOP2sLiSocOW8aO9fryS0ld0WPJkiU7duy4f/8++4QCABgZVBlQhMePHx88ePCrr74Sh2rvhQu3jxp1qVMnJcyBQHvb7Vat9rz11orPPpPUFf28vb3379+fkpLCPokAAEYJVQYUJD8//+LFiz///LN05F76xRdbx46N6NzZ9DYQfmJtfbZ79y3jxi1buFD6kAuzYcOG06dPZ2VlsU8cAIARQ5UBJXr48OG+fft8fHykA7nXl1/+NGnSoUGDbrVunSPbj2ryLSwi7ewODBmydsYM6aMrwqpVq0JDQ/H7agCQKVQZUC61Wn3x4sVt27YtW7aMGd29Fi/eMGXKgddeu962bVatWnxjMKqk1a17vV27w4MGBY4f7134nNUM+qh///3327dv43dJACBrqDIAJC8v7+rVq8HBwcIcCDz/6dN3DRv2d69et+ztU+vV48tEJSe7Vq3brVuHvfrqr+++6ztvHnt3i0QbzJYtW86fP5+Tk8M+EQAAMoQqA/A/+fn5t27d2rVrl3QDYd7yzz//4aOPdr/99t89e95q3fqJtXVehf0eKsPKKu6lly536HCib989b7+9+b33vp49m71DJfDtt9/++eeft2/fVqvV7MMGAJAzVBkAPbRa7b17906ePLl169YVK1awvUAf7wUL/D75ZNPEidvd3f94441jLi4RnTvfbNMmqnlzaWKaNUuuX1/IYxsbYeEFJ6cIJ6eTvXvTSx0YMiRk+PBf333Xf9q0kn9bpNfSpUsDAwPDw8MfP37MPkIAAFOBKgNQDFprEhISaCHYtm1b0Z/WGIPVq1fT+/nXX39FRkbm5eWxDwYAwOSgygCUzsOHDyMiIg4ePLh169avv/6arRKVzsfHZ8uWLUePHr1x40ZGRgZ7dwEATB2qDEC55ObmxsfH//vvv0K5+fbbb729vdm6YSC+vr4//vjjjh07jhw5cv78+bt376amprJ3CABAYVBlAAwvLy8vOTk5Ojr66tWr//zzz/Hjx3ft2vXLL78EFLRx40a/Z9auXSssDAkJoWc+dOgQvVR4ePiFCxdu3Ljx8OFDfFsEAKAXqgwAAADIGKoMAAAAyBiqDAAAAMgYqgwAAADIGKoMAAAAyBiqDAAAAMgYqgwAAADIGKoMAAAAyBiqDAAAAMgYqgwAAADIGKoMAAAAyBiqDAAAAMgYqgwAAADIGKoMAAAAyBiqDAAAAMgYqgwAAADIGKoMAAAAyBiqDAAAAMgYqgwAAADIGKoMAAAAyBiqDAAAAMgYqgwAAADIGKoMAAAAyBiqDAAAAMgYqgwAAADIGKoMAAAAyBiqDAAAAMgYqgwAAADIGKoMAAAAyBiqDAAAAMgYqgwAAADIGKoMAAAAyBiqDAAAAMjY/wOEa3gBQaGiSQAAAABJRU5ErkJggg== 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En el periodo de referencia se han producido compraventa de divisas por importe total de 12.555.075,50 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El primer semestre de 2024 cierra con subidas relevantes (9,1% con dividendos) en la renta variable europea. 2024 concita varias citas electorales de calado internacional lo que genera incertidumbre política que también se traslada a los mercados. Como elemento común de las economías desarrolladas destaca la preocupación por el incremento de los déficit fiscales, lo que está llevando a un incremento del volumen de la deuda en el sistema. Esto debería conducir a un incremento de la rentabilidad de la deuda a largo plazo que contrasta con la contención que la inflación está experimentando en el corto plazo. Se aprecia, en efecto, un aplanamiento de la curva de tipo de interés que durante buena parte del año ha permanecido invertida. En este contexto, todas las coberturas tradicionales contra la inflación y, en particular, el oro y otras materias primas han tenido un buen comportamiento en lo que llevamos de año.La bolsa en su conjunto ha tenido un buen compartimento durante el primer semestre del año y eso a pesar de que ni los tipos de interés a largo plazo ni tampoco a corto plazo han bajado en línea con las expectativas que había a finales del año pasado. Nuestra lectura sigue siendo que las expectativas de una fuerte desaceleración en actividad y precios son prematuras. El mercado laboral sigue muy fuerte, la sensibilidad a la subida de tipos del sector privado ha sido más baja de lo esperado y las políticas fiscales y monetarias no son especialmente restrictivas ni en Europa ni en Estados Unidos. Si bien los resultados que han arrojado las recientes elecciones europeas han estado en líneas generales dentro de lo que cabía esperar, destaca el resultado en Francia. Ello ha dado lugar a la convocatoria de elecciones legislativas anticipadas, a correcciones de mercado y a un repunte de la volatilidad lastrando también las bolsas italiana y española. Vemos cierta sobrerreacción del mercado. En una sociedad libre, interconectada, rica y compleja como la francesa o casi cualquier economía de la OCDE, hay suficientes contrapoderes y complejidad como para llegar a conclusiones fáciles tras el nuevo escenario electoral. También es importante distinguir entre domicilio fiscal y contribución del país de origen a la actividad de la compañía en cuestión. Tanto por el hecho de que el mercado posiblemente se equivoque respecto a lo que significa un cambio político en Francia, como por el hecho de que las compañías francesas en cartera son multinacionales con un peso muy asumible en Francia, hemos aprovechado la corrección para subir ligeramente el peso en renta variable. Dicho esto, el poder centrifugador de la bolsa americana sigue siendo omnímodo. Prácticamente todo lo que no esté en el centro de una más que posible burbuja asociada a la inteligencia artificial, es descartado y ha corregido en el mes de junio.Mas allá de estas pequeñas correcciones temporales el mercado sigue en zona próxima a máximos, pero pensamos que en este entorno sigue existiendo una oportunidad en la valoración de nuestra cartera en términos absolutos y relativos a unos tipos de interés que, en términos reales, nos siguen pareciendo demasiado bajos. Dado el buen comportamiento del fondo, es necesario tener un horizonte a medio plazo y convicción para cristalizar la oportunidad y aguantar posibles correcciones en el corto plazo, sabiendo que la cartera está muy lejos de los sectores o valores más vulnerables por valoración o cambios en el sentimiento de los inversores.En renta fija seguimos viendo poco valor en la deuda pública a largo plazo. Nos preocupa la incontinencia fiscal en el mundo desarrollado y tendencias estructurales más bien inflacionistas. Eso no quita para que, a diferencia de años pasados, puedan construirse carteras de renta fija con una expectativa de rentabilidad al menos razonable si bien siempre apostamos por la renta fija corporativa frente a la pública y con duraciones relativamente cortas en un entorno ligeramente superior a los tres años. b) Decisiones generales de inversión adoptadas. El nivel de inversión en renta variable se ha aumentado ligeramente en el semestre alcanzando el 88%. La cartera de renta variable ha subido un 7,8% en el semestre mientras el índice de referencia (MSCI Europe Net Total Return Index) ha subido un 9,1%. Durante el semestre ha salido de la cartera Crédit Agricole, Fnac Darty y Fresenius y se han incorporado Verallia, Caixabank, Banca Monte dei Paschi, Roche y Tencent.Las cinco posiciones de renta variable que más han aportado a la rentabilidad del fondo en el primer semestre han sido: Unipol, ITV, Caixabank, Tencent y Publicis. Las cinco posiciones que han detraído más rentabilidad al fondo en el semestre han sido: Carrefour, Signify, Bayer, CCR y SES Global. c) Índice de referencia. El fondo utiliza el MSCI Europe Net Total Return Index (índice de renta variable pan europea con dividendos netos reinvertidos) como índice de referencia a la hora de contextualizar su comportamiento. No obstante, la composición de la cartera del fondo no está en absoluto indiciada al mismo. Además, el fondo no pretende batir la rentabilidad del índice en términos absolutos sino en términos de rentabilidad ajustada por riesgo, siendo su objetivo obtener una rentabilidad-riesgo (medido por el ratio de Sharpe) a largo plazo superior a su índice de referencia. Por tanto, es muy probable que el fondo tenga un comportamiento distinto al del índice de referencia en la medida en que el fondo tenga más o menos liquidez o el comportamiento de la cartera de bolsa (normalmente alrededor de treinta y cinco valores) se desvíe del comportamiento de los valores del índice de referencia, compuesto por más de cuatrocientas compañías. El fondo, desde inicio, ha obtenido una rentabilidad-riesgo superior que su índice de referencia. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio del fondo sube un 5,4% en el primer semestre y el número de partícipes se mantiene estable. El fondo sube un 6% en el primer semestre con un nivel de inversión medio en renta variable del 88%. El ratio de gastos (ver anexo 2.2) durante el primer semestre es de 0,52%, estando dichos gastos reflejados en el valor liquidativo. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La sociedad gestora (Cartesio Inversiones, SGIIC, S.A.) sólo gestiona dos estrategias (Cartesio X y Cartesio Y, con sus respectivos fondos réplica en Luxemburgo). Cartesio Y invierte sólo en renta variable y liquidez, mientras que Cartesio X invierte en renta variable, deuda pública, deuda corporativa y liquidez. Cartesio X tiene una volatilidad histórica del 4% frente un 10,8% en el caso de Cartesio Y. La rentabilidad de Cartesio Y en el primer semestre del 2024 ha sido del 6,0% con una volatilidad del 8,0%, que se compara con una rentabilidad del 3,5% en Cartesio X con una volatilidad del 2,3%. La menor rentabilidad de Cartesio X se explica por un peso medio del 13% en renta variable en el semestre (vs. 88% para Cartesio Y). 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el semestre ha salido de la cartera Crédit Agricole, Fnac Darty y Fresenius y se han incorporado Verallia, Caixabank, Banca Monte dei Paschi, Roche y Tencent. b) Operativa de préstamo de valores. N/A. El fondo no lleva a cabo operativa de préstamo de valores. c) Operativa en derivados y adquisición temporal de activos. La operativa de derivados del fondo (Anexo 3.3) refleja la cobertura, que puede ser parcial o total, de las inversiones denominadas en divisa y de la inversión en renta variable a través de opciones y futuros del Eurostoxx 50. A cierre del semestre, el fondo mantenía coberturas parciales del riesgo de divisa. d) Otra información sobre inversiones. N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.N/A. El fondo no tiene un objetivo concreto de rentabilidad. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del fondo en el primer semestre (8,0%) ha estado por debajo de su media histórica (10,8%). La volatilidad relativa del fondo respecto a su índice de referencia (MSCI Europe Net Total Return Index) ha estado (88,8%) por encima de su media histórica (59,5%). Esto es consecuencia lógica del mayor nivel de inversión del fondo que también ha sido superior a su media histórica. 5. EJERCICIO DERECHOS POLITICOS. De conformidad con la política de ejercicio de derechos políticos adoptada por la Gestora, ésta tendrá la obligación de ejercer los derechos políticos inherentes de los valores que integran la cartera de los fondos que gestiona la Gestora únicamente cuando el emisor de los mismos sea una sociedad española y la participación de los fondos (i) tenga vocación de estabilidad, entendiéndose que en todo caso concurre cuando la participación se hubiera mantenido durante un período mínimo superior a un año, y (ii) tratándose de sociedades cotizadas, que la participación fuere superior al 1%. No ha ocurrido esta circunstancia en los fondos gestionados por la Gestora durante el periodo de referencia de este informe. 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. De conformidad con lo previsto en el artículo 5.13 del Reglamento de IIC y en el folleto del fondo se repercuten al fondo los gastos derivados del servicio de análisis prestados por terceras entidades. El importe concreto expresado en euros de gastos del servicio de análisis cargado al fondo en cada ejercicio, el importe presupuestado para el siguiente ejercicio y los proveedores más relevantes del servicio de análisis se indican en el informe anual. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A. No se han constituido compartimentos de propósito especial. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Pensamos que la economía global está en una fase de aterrizaje suave y que el sentimiento de mercado continúa polarizado entre sectores que cotizan a valoraciones atractivas o en línea con su media histórica frente a otros que lo hacen a múltiplos exigentes porque descuentan importantes crecimientos futuros. En este contexto, como siempre, sigue siendo importante prestar atención a la valoración de las compañías ya que el precio no deja de ser una línea de defensa ante posibles correcciones del mercado. Por el contrario, las altas valoraciones a menudo implican riesgo de pérdida de capital permanente si el crecimiento de las compañías no alcanza las expectativas previamente depositadas por el mercado o si la situación macroeconómica empeora. En este sentido, creemos que nuestra cartera de renta variable ofrece una valoración más que razonable: el PER medio de la cartera es 10,4 y la rentabilidad por dividendo de la cartera es de un 5,2%. A los precios actuales, no vemos cambios sustanciales en el fondo los próximos meses. Nuestra perspectiva es ignorar el ruido político por las citas electorales de 2024, seguir manteniendo un nivel de inversión del fondo históricamente alto y aprovechar para aumentar exposición si se produjeran correcciones y el mercado ofreciese nuevos puntos de entrada atractivos. No aplica. No aplica. 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 260173614 2798 3.54 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 206819717 1444 6.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 466993331 4242 4.63