CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2026-01-01 2026-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2025-07-01 2025-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2026-01-01 2026-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2025-01-01 2025-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2026-04-01 2026-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2026-01-01 2026-03-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2025-10-01 2025-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2025-07-01 2025-09-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-01-01 2024-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2023-01-01 2023-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-01-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2023-01-01 2025-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-01-01 2025-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2026-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2025-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2023-12-31 iso4217:EUR xbrli:pure CREAND GESTION FLEXIBLE SOSTEN 4880 02 02 2026 EUR NA false C/Ortega y Gasset, 7, 28006 Madrid EM partícipes_gesalcala@creand.es www.creand.es 05 C/Jose Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@creand.es 2015-06-26 08 14 3 en una escala del 1 al 7 Además de criterios financieros, se aplican criterios de Inversión SocialmenteResponsable, excluyentes (no invierte en empresas+150pb. que atenten contra la vida/dignidad humana) y valorativos (lucha contra pobreza/desigualdad, fomento salud, bienestar, consumoatenten contra la vida/dresponsable, protección medioambiente, derechos humanos/laborales). Existe un comité ético (funciones/composición en folleto). Lambiente, derechos humanos/lmayoría de la cartera cumple el ideario sostenible.io ético. Invierte un 60-100% de la exposición total en renta variable de cualquier capitalización/sector, lo que puede influir negativamente engrupo o no de la gla liquidez, y el resto en renta fija pública/privada (incluidos depósitos e instrumentos del mercado monetario cotizados o no, líquidos),con al menos media calidad (mínimo BBB-), con duración media de cartera hasta 18 meses. Los emisores/mercados serán OCDE o emergentes (sin límite). Se podrá invertir hasta el 10% del patrimonio en IIC financieras (activo apto), armonizadas o no, pertenecientes o no al grupo de la gestora. La IIC diversifica las inversiones en los activos mencionados anteriormente en, al menos, seis emisiones diferentes. La inversión en valores de una misma emisión no supera el 30% del activo de la IIC. 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 0.15 0.00 0.15 0.00 0.27 0.12 0.27 0.44 3 CREAND GESTION FLEX SOST CLA C EUR 550702.12 481081.57 380 307 0.00 0.00 false 5843564 4980536 3092178 0 10.6111 10.3528 9.9453 0.0000 0.30 0.30 0.24 0.24 0.54 0.54 03 0.03 0.03 01 2.50 3.76 -1.22 0.61 0.63 4.10 -0.34 -1.03 2026-04-29 2026-03-20 0.83 0.97 2026-04-08 2026-03-31 01 3.71 3.52 4.26 0.81 0.99 4.39 19.11 18.51 19.66 11.92 12.06 15.96 0.05 5.18 2.61 1.78 1.78 1.70 1.32 1.32 0.35 0.18 0.17 0.18 0.18 0.70 0.12 false GraficaVL.png png 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u3okbs+qR1v+leprXxp5ubX0uXJkCMUBMHy4e3l5yeVy/XAn8a2Z+PmBUqnU7+iJ3NxcBwcHhDu8C7VK2Vklqoi7kxG4i8tazNu+LCvI7QU/rLu2QqPGAecAZjjctfTDnU6nTx2rVKp169aR2ZKTkyddVyQSkWTncDgIdxgb7GsqzigJD0r2tvn98xaPDQU3feuy4gc7W1AcgE8c7jQaTTc2MzPTny0/P9/CwgKdO+gbaGuQZcTkX/eOd1vzyOa/Uti24ogLzaKs8eFBFAfAiMKdxLdS+fthw8jp1CjX7+sR7rOTRqXqqimrTLibecYlatsPUQ5LMs+6Vibe63opwectAMYb7v7+/nw+nwzIKZvNJgNbW1uZTEYGEonEw8MD4T4LjQ8NNJdkiiPOpxzdStrz+L1r86/71GbGDrQ3ojgA1Ah3sVhsaWlJo9EYDAZJ81cTP45ksVikZ3dzc+vq6kK4zxK9TbLazLiCm+wE9/UR1guSfWxE4edIxI8P9aM4ANQI9w+HcDclrWV50TtWRPy2IOP0bmlcSGe1WK1SoiwACHeEO1V1VpWkHN0as4tWlxGLDUQBEO4Id8rrrq1IP76d57S8JjVSo8L3ogAId4Q7xfU21mSe2RPlsOQFP0ytHEdBABDuCHdqG2hryLm0n8v8rjzmFg5zAYBwR7hT3lBXW/5170j7RaWRl7G1EQDCHeFOeSN93cLQ45F2C4vvnx4dUKAgAAh3hDu1jQ32lYQHkVgvvH1sRNGJggAg3BHu1KYcGSrjBkfaL8q7egT78AJAuCPcKU81PloRd4fLWpx93qO/pR4FAUC4I9ypTa1SVj0Jf+y4JCNwl0JejYIAINwR7tSmUatePn0cvWPFU/9tXS8lKAgAwh3hTvVc19TnJMa60JO9bdori1APAIQ7wp3yGgvTEtzXCw5YtohzUA0AhDvCnfJImpNMT3Bf11iQimoAINwR7pTXXlmU7GMT60Kvy058NXFYcwBAuCPcKaxbVv7Uf1u0808vnz7Gwe0AEO4Id8rrbajJOL37seOSF4IHOIYGAML9tRQKhZWVle6sVCplMBh0Op3FYgmFwlcTh051dHQkUxwcHMilCPdPpb9VnnNhH5e1uCL2NnbiCIBwfxOxWMxkMvWPocpmswUCARnweDw/P79XEwfILi0tJYPk5GQ7OzuE+8c32NmSd/VIpP2iMm6wcmQIBQFAuL8l3L28vORyuX64m5ubaya+mlMqlfodvdbq1asR7h/TiKKz8I5/pN3CkgdnxwZ6URAAhPs7hbuWfrjT6fRpx0R5efnZs2cR7h/H6ICi5P4ZEuvCkICR3i4UBADh/kHhTqPRdGMzMzPdeGhoiM1mDw8PT7quSCQiyc7hcBDuhjI+PFgaeTnSflH+de+hrlYUBADhboBwt7CwUCp//w0GOSVj7cTOzs7AwMCurtf2j+jcDUI1NlIec4vL/C7n0v6BtgYUBADhbrBw9/f35/P5ZEBOSatOBkVFRR4eHgrFm47ag3D/QGrl+AvB/SiHJZlnXHoba1AQAIS7gcNdLBZbWlrSaDQGgyGR/L5PQSsrq5V6EO6GpVGratK4PKflTwMcu2UVKAgAYCMmque6pi4rPnb3v1OObu14UYJ6AADCnfIaClLj9659cpDRWpaLaoBBjI6M9Pf2jgwP448Sf+TxQriblGZRFt/TItFjQ1NROqoBf8j42FhbS4u0TJKT/iwuMio0+FqQX8CRPXt3WG+1oq9etej7tYuXbVj6E/4o8bfTxhbhbiLaKwqTva3j9qyqf87HThxhWqSha25oKCsRZaSkRj98dPvSldNHfQ/sdNn+y2+bV/577ffLtqzduMdum+8+z0snAx/cuiOIji3IzqmpfNHd1aVRq1FAfCyDcP+oumrK0o6xoneskKVHazR4Bs5qgwMD8to6UaEwjf+EG/bgxrkLJw777HfauW3zL5t+XLF+yXL7jZvdtzn5Hzh09UzQo9B7yfGJRbn5tTU1fb29GvQECHeEu5FQyKuendrx2HFpVVIEduI4G5D87VUoSBaTRE6OS4gIuRt8+qy/16G927bbbbBY/8OPm35cSXKcpPnJIz43zl+Muh/+VJAkKixqqKsjuY8CAsLd2PW31GWfd49ifS+NC1GNj6IgJkOtVnd3dlZXVuZn5QiiYx/cunPxxCm2h+ceO5bNmg1rFi+1XEnfbmV9cNee00d9b1+6Eh3ByUxJk4hEzY2Nb/gODQDhbvTvuzuac4MPce2/lURdxU4cqUg5Pt7e2lopkeSkZ8RzH9+7duOc/3FvN/edNra/0tes+W4JOSXjI67u544F3L16PS4yKif9GZmfXItcFwUEhLupGVZ0FNzyi7RbKHp4bmywD+uo0RodHW1paioXiUlPTTrrO5eDz7D9Du7e42Rlw/jZjHTfNmvWk06c9OOkK39w8zafF5OXlV0trezq6FDje0tAuM+isOhXFIcFRtouLAo9MdLXjbXzkxsaHGyoqxcLi9KfJEU9eHjj/MWTR3w8nXdu22xlvvzndd8vs91gvpfleMzzYPDpsxEhd5PjEoS5ebLqmt6eHnxvCQh3hPur8aEB8aOLpFvPv3F0uLsN6+VH09fbW1fzsigvPyWBz7kbdvXsuYADh923Odlv3Lx+yfJNP65gWTD2bd9x4pD39aALkffup/GfiAqF8tq6gf5+VA8Q7gj311KODpfzbnCZ3z2/7DXQ3og10rA0anVPV3dN5YuC7BxBTFz47ZDLp0777vNytd+2dd2mtd8vs1hB2/7Lbwd2ugT6+N6+eJn3MOJZckpZcUlzQ8PIlH1TAyDcEe5vpxofq0y8F7Xth6wg174mGdbF93x1VCo72tpflFfkZmQmRPHuXb95PuCEj5vHri12v61at+a7Jb/8e5Xzb1sOu7gF+QWEBl+Li+RmP02vKC1ra24ZHxtDAQHhjnA3XDupUtWkcHhOP6afcOqpk2ItfLOxsbHWpuZycWlW2tNYTmRI8LUzvscO7XZ1/tWGQVu1ZvFS69Xrdm+199m770LAybAbtxJ50XmZWVUV0s72DpVKhQICwh3hPvOxrlHXZsbG7Po51deus0qE9U9raHCosV5eWlScnpT8OPzhrYuXT3mzvXbsdrC0sviJtu77ZVvXb3JjOvjtP3D51JmHd0KfxMYV5DyXVVUrunuwuTwAwv0Tk+clxbutTjpk1SbJn23r2UBff72stji/IDWRz7l3/9rZ88cPHvFwdGaaW25ctmLD0p/sN1mSs2QiuYjMQGYjM9e9lPX34segAAh3Y9Vcksnfvylx38am4gyTX6U0Gg0JZUF07IEdu203mJOmm7TepAEnbbin865T3kdJY07ac9Kkk1adNOykbcfzEADhTjFt5flJh3+Nc11F2nYT3onj4MBAUW7+/Ru3Du12JTlO2vDTR30jQu4+S05tbWoew/eWAAh3kwn3zmpxqq99zM6VsowY09uJI2nPG+rqkuLizwec2P7Lb5t+XLHfaWfIlat5mVm9bzxSLgBQKdwVCoWVlZXurFQqZTAYdDqdxWIJhcJp5zHhcO+pq0w/6czbvqw65ZHGhH6tMTQ4VFJQGH475MievZtX/ttug8Up76Nxkdzqykr8KAXABMNdLBYzmUz9w16z2WyBQEAGPB7Pz89v2nlMMtz7mmRZQa5R236oTLynGjeFzyKa5A0pCfyLx085/2qzcdkKDwen2xcv56Rn9HRh7wgAph7uXl5ecrlcP7jNzc21O9ZQKpXabn3qPCYW7gPtjc+vHPh9J46868pRCm/ZODI8LBYWRdwJ9XHzYPxstnXdphOHvKMjOFUVUvJo4gkDMIvCXUs/uOl0+rTj14W7SCQiyc7hcKgY7sPdbQU32ZF2C8URF8aHKLm/kebGxjS+4PKp0zttbDcs/Wkvy/HG+YvZT9O7OzvxDAFAuP9fcNNoNN3YzMzsreFO0c59tK+n6O7JSNuFxfdOjfZT6VvE0dHRsuISzt0wtofnL/9eZbNmvf+BQ7yHEZUSCfYkDoBwf224W1hYaN/Ck1MyNr1wJx26OOI86dYLbvoO97RT4pFua25Jf5IUfPrs7q32pD3fY7ftetCFzJS0jrZ2PA0AEO7vFO7+/v58Pp8MyCmbzTalcFeODEkeX+Paf5t75eBgR5MxP7RjY2PlIjE37IHf/gO/0tf8tmrdMc+DUffDy8Wl2GEWAML9fcJdLBZbWlrSaDQGgyGRSEwj3FXjY9L40CjW91nn9va31Bnnw9nR1paRknrt7Pk9dizSnrvYMq+eCUpPSm5racG6DoBwf59w/3BGG+5qlbI6+RFv+7JnJ50V9S+M653E+Li0TBL14KG/1yHr1eus6Kt993ly7t0vKxGNjuKA2gAId4T7dDQatexZdPSOFWl+zK6aUiN5zLo6OjJT026cu+DGdCDt+S4bu8unzqTxn7Q2NWOFBgCE+1tyvf65IG7PqqQjv7WVF3zi9lyprJSURz98dPzgkS1rNzJoq3z27osIuVtaVDw6MoKVGAAQ7u+kqSg9cd8Gvqd5c0nmp7oP3V1dOenPbl287L7NibTnzr9tuXQyMDWR39zQgLUWABDuf0xrWd6Tg4x4tzUN+SkfedEqlapaWhnLiTx5xMd2g7nlSrq3m/vDO6GiQuHwEHaKCwAI9/fSWVWScnRrzC5aXVb8R9uJY29PT25G5p3LwR6OzhuXrXCysrkQcDI5LqGhrl5juvsHBgCE+8fQXVuRfnw7z2l5TWrkTO/EUa1Wv3xRFc99fMqbbb9xs8UK2mEXtwc3bxfl5Q8NDmJ1BACEuyEa56aXmWf2RDksecEPUytnarP7vt7e/KyckOBrns47N/24wpHx67ljAYKYuHpZLdpzAEC4G9JAW0POpf1c5nflMbcMvhNHjVpdW1OT8Jh3hu3HsmCYL//54K49967fFObmDfT3Y50DAIS74Q11teVf94m0X1TKuTQ+bLBPQgb6+gtynt+7duPATpdNP67ctvmXM77H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 Distribucion2.png png 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 Distribucion3.png png 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AHLvmajY2N0xMSjIQO76MWXHTyIuHbtrl+lt2Qc6EnbsiAwNhW4A5N4D1dXVtFDo+PAhdAy568Qsr3IRnzr6zTfm7SvQzyAfIIQ0feXKFRgHQO7dotFoBMHBrgUFcDHkrhOr/I8Rhw5QX4F+xneLF0spqr29HdIBkLthjh07xpVKx7S0wMWQu3ZsD0zs/NL/jBnWpnW2p1gwh5OdlQXpAMjdAC9fvkQPGchdJ4Zvbmf6CtQ7O1un2dmeMzizCiB3wySkpu6LiBje3g4RQ+5M/N7jEcUTh3A4Dx0drdnsTMTt3BkbFQXvAMj9v3j06BElEk2trYWFIff/LIzh08keHtazMMZ4kM8WYj6/vr4e6gGQ+39QxsR8e+AAFAy5M/HpvlIiytw1ayzfV6A/kb1+vUqhgHoA5P4rNTU1JG13ePwYCobcSaz0yxNR1JXZs61wYYzxaHRyIs+cvJ5hHwC5dyJVKpfn58O/kPswN82eoOhB7yvQnzi+cmUIGs4AyP2Xrm8tkbQdw1Eh99Fb1UFcWTAnwMoXxhiPpxMmCGm6oqICAgL2LneZSrXy+HHI187l7rS9UcAVxO3c1Txu3NA1OxOH164NlckgIGDXcq+qqqKFwglPn0K+9iz3P++5LqKow+vWDa3Tp93FQ0dHkrzfuXMHDgL2K/eIqKj1hw7BvPYsd1e/fKLC0vnzh9zpUyORtXFjeFgYHATsVO6NjY0kbX/73j2Y127lvnZ/NsnZb37yic1onV3zTo5YDQ0N0BCwR7mnpaXti4gYptHAvHYo9+Gb2/24SgmPN3QXxhiPKC+v9LQ0aAjYndzb2toosfijigpo1w7l3tVXQKTy8Xk+frxNmv3XOR48nlqthomAfck9Pz8/UC5HJxk7lHtnXwEenb5lS9vIkbZqdhIdr70Wsn//iRMnYCJgX3IXKxRLiorgXHuT+yyvcjGfX+TiYkunT430eQ8WCGAiYEdyv3//PhENVkDam9zXcw6KKOrS3Lk2r3Umno8fL6Tpn376CTIC9iL3tPT0XbGxEK79yH2Ym2ZXQJyEx6ueNs1OzM5Eirt7UmIiZATsRe6URPLXK1cgXDuR+1j3l/wgicrXd0i0ZTdv3P7gAzFFdXR0wEfA9uVeWVlJC4WjWlshXHuQ+zs77gr5dMq2ba2jRtmb2ZkJfEKavnz5MnwEbF/usXFxaN1uJ3KfsbtSxKdOurraw+nT7iJ39ero8HD4CNi+3Lky2YzKStjW5uW+0LtYwuN9v2CB3Wpde7xqe3s7lARsWe4VFRWUSDRarYZtbVvu2wKSRRRV8dFHdm52Eu3Dh5NfxdWrV6EkYMtyT0xO3pyeDtXasNxHbm7z54YpAgIanZxgdibSN2/Gmhlg43Lny+Wzf/gBqrVVuf9u2xMBTxi7e/dQmWptsVYEcoqCkoDNyr2+vp74xfHhQ6jWJuU+bWe1hMs/unZt+/DhELp2tIwZgyaRwJblnpubywkORhtIm5T7P/Zd6Owr8MUX9rwwxkhEe3nl5eXBSsA25R4WEbE6NxeetT25r/M/JKKoazNnQuJG+syoFApYCdim3PliMRZB2pjcX9vc4RUYJQsKGtJTrS0QVdOni/BVVWCTcr9z5w6Ry5iWFnjWZuQ+eos6KEgWvWfPYwcH6NuUr6revXsXYgK2JveCggLv8HBI1mbk/gfP+yIuneJup30F+hAR+/YdOXIEYgK2JndlRMSXhYWQrG3I/S9eV8V8/qlly3D61PQocHWNVKmsWRltbW3nu4H8yOBdrly5Mm/ePO1bYmNj33zzTScnp1OnTulsnJOT4+joOHbsWO1zy2fPnn3lFV1ZhYaGvv7664p/n6W4fv36ggUL/stuWnfRvnzw4MHJXZALBjdguHfvHrmxqqpKext2sgq7/StdODg4aO/N4N3tWu5chQJD9WxD7iv8jhOzX/r7XPi6t6vdpXy+RqOxWrk3d71IfKkoT34GG+QquZH8yOBd5s+fr6NOf3//9vb2S5cuTZw4UWdjonWixdraWqJ+5hby23jvvff05fub3/ymrq6O/EsuP3nyZObMmeTfHuWenZ09d+7cZ12QJ8YaWX//PB7v448/Jk9VeycffvihvtzJvy0tLS4uLtrHKv2726/cyW+HEokcHj+GZIe03Ie5aTwDE214qvWAxmMHB/InePDggZXLfZx7s/YfnVw1IneD6iR0dHSMGDFC50ZnZ2eSgxNrs2m4Uqn09fU1KPd//etf5F9if7LxzZs3jTwoe5kIl+yfuUzuQq529wzJM6mpqSGHH/ZYS7ZZsmRJaWmpvtwJZGNyEDJyd/uV+61bt2ihECvch7TcR25u43BDQvbvt8O27Oaaqiqk6YsXL9qD3KOjo729vfXLMsTX8+bNI5k1uUr+JcZUq9XdlWXIv7t27crMzDT4oNowN5K7sLYlF8hVg8/w7NmzK1asIBdcXV1Pnz7NbkMODHPmzDEod2bnRu5uv3LPy8vbnpgIww5duTttbxTwhCnbtjWPGwdN9zlUPj6HDx+2ebmT/Hfp0qX66z43bNhw5cqV8PBwQddo2R07djCVE4OHB0JGRsaePXt06u9GMncT5b5u3TpGygUFBYym2W3mzp179epVfbmTvb3xxhtG7m6/ck9MTHQtKIBhh6jcP9pdIeZTWZs2kdwTgu5P5C9fHmnFvd3NIvfa2loXFxeDLY7ZQg1zwWD2zULy6EWLFunU343LfebMmWwBp7uyTEtLC5E++6Dk8osXL9htLl26tGTJEn25k73Nnj3byN3tV+6ikJA5ZWUw7FCU+2KfIqYtOxbG9D9+mD1bZsUdxMwi93nz5hG/G9zS0dHxUhfsCdXucv8nT57MmjWLOYlKUmam/t6j3HNycubPn09sS+5ILmRnZ+tvHBsby+Fw2Kve3t7R0dE6hXsduavVanK4YrL17u5uv3Lni8XTqqth2KEl92Fumi0BqWjLbsaonTpVSNNWu2CGkftyv/x5+86zQa4akbt+3q2fjGvLd8KECUTxRUVFxuVOcnY2B1coFCaWZdilkFOmTGHNrvOUSHavfeypqqpiEnx2J6dOndJZCjlnzpwrV66wHw4M3t1O5U4OpOTFMbGpCYYdQnIftaWVww2Rcrloy27GeD5+PPkr6Kzqsx5IihoblxCXmJaQnMEGuUpuJD/q2z61Fz4CW5M7ObiRF/TItjYYdqjI/X88Hgh4wpg9e4iMYGQzhmbYMJK56y/ss2Fmz55dU1MDHdum3IuLi4NkMuh1qMj9T7tviXlU6tat6CswEBHm53fhwgXoCdiC3LOysnbGxUGvQ0Lun+4rFVFU4bJlWBgzQJHh5nb06FHoCdiC3FNSUjA3dUjIfanvSTGfX/b3v0PBAxfHV65MSkqCnoAtyD0qKmrl8ePQq5XLfRsnmZj93ttvw78DGucWLIiMiICegC3IXapSLTh3Dnq1WrmP2doSyFOE7Oc0TJoE+VqgfZhSIoGegC3IXYBvMFmx3CdubxLwBYnbPdFXwGIjmUJoGnqyEjZt2jRz5sx79+6x3QUg917Ak8sxXc865f7x7psSHi97/XqcPrVY1Ds7y/h8WNVKIE6vq6sjfieWh9x7DV8qxddTrVDuX/icFlHU9599hr4CFpa7FHIHtiF3Six2rq+HXq1K7m4BGWI+H30FBkXuYmttL2OWSUxGeoHpD2kiu121atWIESN0NjZlEhNLcXGxs7OzTsMDpqvXlClTCgoKmBtNnL70ixUMWho6NXeBAHK3HrmzfQWaJk6Eai0fDZMmMQ1vrRCmt0yUr2+Gpycb5GqvJjF117/3F0NDmsielUql/pa9msRE9qYjYuanGo0mOzvb0dHx1/qwadOXfrGCQUuQO6LXcp/pdU3AF0bu3ft0wgR4dlCC/OatXO46p9bJ1V51hTQidwbtIU3vvfeewZa5vZrENGnSpMuXL3f3U/axTJy+9IsVDFoaSnIf//w59GoNchdRnX0F2kaOhGQHKxhX2rbciU+XLl36888/G9xee0jT66+/vmXLljfeeOPIkSP6ZRlTJjGRy//85z+dnJy0N2OfEjlCbNiw4ZfeTF+yhkFLQ0nuxCzQ6+DGgnPnyB9CKKTD/XzS3dyKFy78acoUWB5yN7vcf+nqLsnj8ZjpFjroDGl69dVXL3dhsHOkiZOYCJWVle+//z47QJXxvoODAzmKMP0sTZ++ZA2DliB3hEnhXF+/OyYmSCEmf4iQkP0nTy6Lj98hlXI7E3kRJRcGRvrszVm9+uLcuajCQ+5mkTublevcoj+kacKECTrFExbTJzExPHr06M033zT4U9OnL1nJoCXIHdFDjGlp2ZSVSYmEuw9t/Kx9uPt3i8XyQOaHGs2w5uZxNTXvXrw4NydnTUL8DrGYT/5SEjEvhMeJ37Gj0MXlx/few/p3s8djBwd7kDtJukkqrXOj/pAmNzc3kiCTxFln5EWvJjGxBwNnZ2eDPzV9+pKVDFoaOkshRSKHx4+hWkvGyLa2xd99xxeLOdE+S5smzvvlFRKraqcKhPTLl2O7u9/z5+Nra6cS3R85sjY6ykvQRYiEE8nZd2DTJpLaoz+BWZZCWrnc85cvPz9vHhvkam8nMZGEd+bMmdXV1Tqq1V8l+c9//nPKlCkODg7sqCMGUyYx6TB58mTm1Ki+3E2fvmQlg5aGjNyDZDKslrFkTK+q2h8SwlXQ31TOYLTOxPyO13jBnJyc1SbuiWT3Dx863r79wblzCzIyNoeE7GcqOSFCToLXjiNff10+a9bLsWPha5uRu1qtToiNTYuLy0hIYINcJTdiEhPkDrkPZkxsatoZH8eXiLYWLyQq1zY7EzvzVgUr/fr8CO3twxsbnYjui4sXHczaGBLMEQppiZin5PuluLsXLFtW8dFHOEnb8zdUeTz70RAmMdmy3APl8ndramDegS6vr87NpUQin+Ttn7eO0tc6E2uqptMiykhlprfR2jqK6P7GjU9OnVqWlLhdLKI6T9KKAyMD9qW7uZ1ZsgRrcvQbh0m5XOgJ2ITcFQo0Dhu4eK2j49PSUr5YHKjkrLz/h+60zlZm+FJuYaHLwD2j5uZx9+69XVY259ix1eHh3qJ/6z5m/56sDRtQuK+cMUMRGAg9AVuQO08imVVeDgsPXHmdJxOuu/GJca2z4XVofWS0l8WeY0fHa0+fTqiqmn7+/LyMjM1hof6dhXshFSLeH+3tRXRfPmvWo9//3n7kfm3mTEVAAPQEbEHuJKnEsI6BKK9vTk+nxKIdeSs/ax9uotmZyoxASLe1jRys5050X1/vfOPGJ4WFX6akuAcHc4jupRJuKO0f67Xr2KpVtq377xYvRlkG2IjcyVt3dW4udGzG8vqqvLyu8vrOJS/eMl3rTCxoG0kL6fLyWdbzf2IrOSdOrExI+HXFvVwapH2etnXUKNuQO7OyEHoCNiL3bcnJkLJZyuv/uHCBJ5EEqgJW/jSlt1pnwzt9c2zcLqv9j2pXcnJz1yiVfsyKe5mEG8HzTtm69fQXX9S8++4QPU974NtvIXdgO3L3Uamg5n7GtOrq/aGd5XW3C//os9aZWFvxES3hEYcOlf89eaqNjU6VlTPOnVuQmvprJadzxb2UE+HnneHmVvL550PlPK3KxwdyB7Yjd0okgp37HE6NjdtSkvkS8c7crxa0jeyn2Uksbh5HC+mKio+G7m9FrR5tsHAfRvsn7vIsWLascsYMK6zkaIYNE9I05A5sR+5oL9O3GNXauvTUKVoo3B/j5fLkd/3XOhs+qe4JiZ629NvSLdyLKKaSo+T7pW7ZYiWVnOfjxzNvB+tUxkBPYtL/UXcbmz6JSfvq2LFjtRv/mj56KSUlZfLkyTo7NLIfyP0/cid6wpdU+1Be50qlgaH8VXffMaPWmdhUNkcwpCozfdY9U7jXXnEfFbD34Pr138+f3+jkZGG533v7bTGfb+2TmKJ8MzI82SBXezWJiaGurs7V1VVf7gZ3or9xryYxsVdLS0sdHBzYG00cvRQfHz937lwj+7fCwUxWJPdAuRxL3U2PqbW1+yIj+BLhlrMLzK51JhaqR9NC+tatP9nP71X7PO2Rw+vYFfdhIr84Sy3B/GH2bHlgoLV3hWwep3OM7ENXyHXr1pGE10S562/cq0lMv2jN1dNuHWzi6CXtRvAG92+Fg5msSO5+YWFfnDkDa/cY458/90hKIh90dmevNUt53UhworzS093s+ffNnqc9e3ZhevqW0K7OaDpLMM1bySn88svQ/fttXu63b9/28PAwuKX+kCaDG5syiUn/amRkJNk5c4vpo5fIA+lb28oHM1mR3Lempm5PTIS7jZfXXU6f7iyvx3qbt7zeXWwonyWU8vC7N3ielm2VwxbuzdIqJ8PNLdHDw+blTnLturo6gxvrD2kysrHxSUz6NXeSXLPVFdNHLxmXu3UOZrIiuX9x+jRPIoE8DMYwjeajiopAuTwwRPD1rT9ZQOtMuDzunBrR1DQRfwQTz9NqF+7Zzmi9WoIZzOHku7rattxJauzi4mL8gdghTUY27tUkJuaqt7c3I2LTRy8xZRnieoP/KasdzGRFcp9aW0tyUiyYMVhe9w4P58okHoUun2qGWczsv1ZmovdkZW3A36G3hXtmxf2BA25hYX46rXKMdEZjlspUT5tm23J3c3PTmXatn4+zQ5q627i3k5iYq+Rjwccff/zs2TPTRy/90jV9iTyWzjhvKx/MZF1j9jjBwegNqR0Ojx+vPXyY5IFeB7YsVI+2sNaZ2Fw6XxbCwV/D7K1yDJ6nrZo+XRYUZP0zVPPzl58/P48NcrVXk5gcHR1JwmtQxPpDmvQ3ZjBlEpPBq6dOnVq3bp3po5dYvxtcCmm1g5msS+57oqMXlpRABswMvEXFxeSjjH+0PzsDb1BiWaOTQEijMmOBVjkyaZBEwhPz+dYs985JTAmxaWlxGRkJbJCr5EZMYrIqrEvu6w4dIn5HeX3mtWvkQ0xQsGDd9T8PotbZCArzM33wHqI/lRzyRhDzeNYs94EAk5hsX+6f3LhBLhC72e273Lm+fmdcHE8i3p7vanAG3qCEx6mloSpfKHigo719uEhERezbZ29yB7Yv99FqNS0UTmposM/V65syMymRyDfZc1HLGCvRunZl5tmz38K/Axp1dZOlUl765s2QO7A1uZNnExAc/I8LF+ytvP5rc5gof9eGSValdTb4sqDi4oXw74BGael8qZSb7uYGuQMblLtberpHUpL9lNc/uXEjSCbjyoWbyuZYp9aZ8Mxfrgz3gX8HNOLjd5I3AuQObFPu7/34IyUSkWTWHsrre6KjyX92Z+5X1lNe7y5W1E2mRdQgDt6z+SC/W6GQjorygtyBbcr9la55qtOrqmy+vE4LhX4JuyzTRaD/8Vn7cErCs6rBezYWNTXvisX8vLxVkDuwWblvT0xcf+iQrZbXPz97lmg9MCywPzPwBiV25a6OivaChQcojhz5JjJyX37+csgd2KzcPy0t5UqlNrYgkvx3ZlRWcoKDuTKRW+mnQ0vrTKypmk7benv3QQy5PPDMmSWQO7BluZP01sYGd7Dlda+sDQPdpHfggjxzWkShMjMQce/e22Ix/8WLt6xf7n2YxBQbG/vmm286OTmdOnWKueVf//rXlClT3nnnHXJBZ2P9sU36d2focRIT4eDBg5O7IBcg98GXOwnviIiVx4/bwLuW/Ke+zjlKjlW+yZ5DpbxuJPZluKWkbYWLzR6FhUtVqs7FSNYvd6a3TFCU7/4MTzaCjE5i8vf3b29vv3Tp0sSJE5lbPDw80tLSUlJSduzYobOx/tgm/bsz9DiJKTs7e+7cuc+6ILtl/f7GG29A7haV+/jnz9kX+8Li4gCFYnh7+5Aur39aWsqTSALDeF/feX+oa52J1dXTBLIguNi8odEMCw7mFBQsY+XO9Ia0Zrkvbh6nM07deFdIQkdHBzsCadKkSSTNJ8omFwxYydAwJu27s3I3Ponp448/ZscnkZ+yfcF0mn+RTwbMnsnGTl2w98rJySGfMLobDgW5mwRPKtX+YirROl8snlpbO0Tfr0x5nS8RuRcttnyT3gFdM0OLqJqad2Fk89ZkRCJKrR7Nyr1h0iQRRdmY3KOjo729vZnLbK929kKPcte+u3ZZxsgkJu0JG+QC+1ja+yeXlUolsxlJ84u6YMYwEd566y2DDSkh997JXafI7hUVNRTXzJD/BTMDb1+G2+eto2xG62z4prqnpqIyY844evQbpfLX1j2M3OudnaU8ni3JvbS0dOnSpST77pvcde6ujZFJTCbKnb3M5O9kS7ZuQ3a7aNEig48LuZssd5ns7Xv3tF/yf7t8mRKJRqvVQ6u8Tl7i+2O9XB793va0zg7ekygCYGQzDu0jafulS3/Xlvu9t9+W8vk2I/fa2loXF5f29nb2FqYso1arTSnL6N+dxfgkppkzZ7K1GrYsY1zumi5YuZPL2dnZbm5ukHvf4YaF6Y/p4Eqlf71yxfrfoK91dMw7f54nkXCDKUvOwBuUWNQyRiCkGxomwctmifLyWTIZV6MZpi332x98oLAhuc+bN097nAVh165daWlpiYmJ+idU9eWuf3eGHicx5eTkzJ8//8WLF2QbcoFoms3oHz16pP9Y5IGKi4u1yzIEcvchegLWWuQuVCpn//CDzgt/Y2amd3i49ZfXfVVKnlS87fQXtlReNxIBkXsxeM9coVL5Hjiwib3KyL1szpxQ6z6h6pm/3O38PDY8TZvExJr0wYMHzApFdnCdzhhrneRa/8ZfTJjExC6FnDJlCmt2ZhXNm2++qS93sjedE6rkp+SzRUFBAeTed4Lj4uaXluq88H/77BklEk2uq7PO96VTY6NHcmd53Sd1q7U16R3QIG9maTAqM2YI8gFIKKSfPPmdjtzPz5sXpVJZpzLUanVcQmxCWlxSRgIb5GocJjFB7gZJTk5elZen//LfFxm5NTXV2t6Uo9XqlcePdzbpjfb98sH/2I/W2c/gtJj/6NHvYed+xuHD65nl7TpyP7lsWWpqqv1oCJOYbFnuubm57oYk/v6dO8ShE5uarKq8zpVKA0OsZQbeoAQnek9+vivs3M8xqiRtr6j4SF/uWRs3Hj16FHoCtiD3kpISH5XK4JvAV6n86tgxa3g7vn3vnk94OF8i2p7vaifl9e5ic+l8udIPgu5PnDzpqlAE6tzIyD3c2/vcuXPQE7AFud+5c4cvFht8E8wpKyPJ+5iWlkF8I054+nRLWhpfIvZO3b7kxVv2rHUmXBsm0UIa7d37swJSIuGVlHxuUO5Cmtb/viUAQ1Luz54902kvox0BCoX+6VbLxPD29kXFxeTAw4nab8Or1/sQPEUABu/1OcrK5kilXP0Wm0Tuydu2kfeCTpsUAIaq3H/pmtGh8z0m7VYzPInEwl9oGqbRzLx2zT80NCBUtO7mx7C5Tuw89lV45F5oum9Dl4jZmWYy+nIP9/ZGv19gU3KnFAr9pe7sacwgmcySg7MnNTTsSIjnyqTbCpda/wy8QYnl9c60iGptHQVZ9zbOnl0okwUZ7IxP5C7lcmXW+g0mALn3hdCoKJfTp7t7QzDJuwUq7+OfP195/Dj5GOGdtn2hejQkbqwyE8y5cOEfkHUf0vbTp78w+NP8rm8DRYSEwE3AduR+6NChPTExRookgXL5gDZ5J58PPi0tpYVCTgR3yM3AG5TwzF8eE78Dvu5VFBcvNlht15b7gQMH4CZgO3K/dOkSVyYzMl1v7sWL5HU/QGvep1dV+YeGchXijVf+CmubGF/VvIvBe71d2y4W8/UXyejI3ZrXQfZhEtMrr7zy6quvzpkz58KFC+yNZ8+eNdjaV3/ukv5spl8/6/c0iUm7b0FxcbGzszPbw+CV/4a9y71798jVqqoqnZ04ODjozHLSn/Gk8xA6z0T/Mrlw4sQJ/RvN9bhWJPdHjx6Rl7XD48dG3hx+YWFbU1PNO17V8eHDnfHxfLHY88RKlNd7FeTXRYv5V678FdY2ubvv1wpFANsmrDu5NzQ0WK3cmd4yvlFRnhkZbJCrPfZzr62tHTt2LHNZo9G89957BuWuP3dJfzYTQ4+TmLTvRfamrWz9DRh4PN7HH39MnoPONi0tLS4uLuzxxuCMJ4MPYVzuH374oRG59/NxrWvCCF8qfbemxsib4527d2mhkGTZZuwiQIlEfkk77ao5jBnDO31zWtoWWNv0TjK3bv3JyDaM3Nku5FYrd51Vy+O6bjQud5Jgrlq1irmsVCp9fX2NTDjSmbvUndyNT2LSvtekSZMuX77co9xJClxTU0N0yf4J2G3I7eSAxFw2OOPJ4EMYl/uSJUtKS0uNyL0/j2tdcg8OD19YUmL8LbI7JsZHpXqto6Ofq9d/7SKgpL6qeReO7nOsu/GJQMqFuE2JxMTtkT0tHg0L87PydZB9kztR1Z/+9CcmsyZZJ7GVWq02IneduUsGt+xxEpN21eWf//ynk5OTzmY6uz179uyKFSvIBVdX19OnT+tvoz1jRH8MiMGHMC53YmqmvbARuff5ca1L7uRDx474eONvkbdevOBJJHPKyvr8JptaW7s3MpInE7uVfgo7m2Hwnph///4f4G7jUVU1naTtjY1OxjeLidkdrNe31jYy94yMjLlz55ILO3bsYOoJ3cldf+6SkcOAkUlMOveqrKx8//332cxXf4N169YxTi8oKGAsr72N9hCP7mY86T+Ecbn/0jXb7+rVq0bk3ufHtS6537hxgxYKR7a1GX+jfJWbS/yuPVDb9PL61tRUvkS8O3s9yuvmin0ZbtodyRH60do6Si4P7LEJfkfHa2Ixv7u67VCXO5uBdncyky3N689d6k7uxicx6d/r0aNHbCd3nQ1aWlrI02OfFbn84sUL7W1u3rw5e/Zs5nJ3M570H4JhxIgRzLFK29TMni9durRkyRIjcu/z41qX3MknNSJ3U+Zi7w8J6dWEVXLAWFJURIlE/rH7vnj2WxjZvJUZoTwQBjcSJ06sIHLvcVlRfb2zRMK38omd/cncSXbZo7INzl0yuGWPk5j070UOBs7OzgY3iI2N5XA47FVvb+/o6Gh2G6ImcshhazXdzXjSfwj2nLBSqSQX0tLSWFOzj04c3Z3c+/O4r1jbS0cYHNxj2Z3EH+7fJ6bWn8xncIH83IsXg2SywFDB13feh4sHaPAeERMkbjDu3XtbJKJ0WvsajPPn54WEWHvjAUbuy/Pz55Gn++8gV3ucxPTHP/5Rt27QTbFCJ6nvLsfvcRLTK3pMnjyZOYGp/wRIUqx9UCGfn5i8mLnjnDlzrly5or8kUXvGk8GHYKiurv7www9fffXVd955R3vME3Ph1KlT3S2F7M/jWp3cyeG9x7I7ExuysgIUCuM1nLfv3essr0vF7kWL7bxJ74CGf4InBu8ZjPb24aGh/omJnqZsnJy87eDBTCuXO8klYxMS4tLSEjIy2CBXyY2YxGRVWJ3cf/zxR1ooNGUxTOd3VhWKr48eNfhTh8eP1x45zBeL92RuRReBgY5NZXOkYf5QuX4UFn4pkwW1tIwx5TBAEnwrL7gPEJjEZBdyJ1BisYkr2adVV+sXZ0guv7CkhNy+P8pv6c//D+a1zOA98qkcg/cMFmSuX/+zKRvX1U0mG1t5wR1A7v0iOinJ9B4yG7KyAuXyUa2tzFUiek5wcGCIaEP5LDjXkhEY7p2XtxJC114hExzMSUlxN3H748dXhoeHQUnAluVeWlq6PyTE9B4DxOZbU1MnNjV5JibwpJLt+a5Y5mj5cP9usSIUlZn/xKFD6xWKANOHVYWE7D9z5gyUBGxZ7m1tbXyx2Lm+3sS3EdG6oAvfxD2LX46FZwclljU60SLq5cux0Dqz7kUs5jc0TDK9MwF5ATMLqwGwWbkTgqOilp08afqbyT80lLw3XBsmQbKDGNxQf4PTheyw1C4U0mfOLDH9Lt99t1ilUsBHwPblXlxcvD801PTKjHtKikBIc0M4i5vHQbKDFdtPLlNF7MPka4UiID5+Z6/uFRbmV1BQAB8B25d7e3u7kZGqBuXunbqVLw/0S/BEwX0QB++RQ6zpVWbbC41mWFKSh1we2Kvpg42NTiTT7/MicQCGktwJUfHxa3JyTJf7vnQ3l0e/pyQ8j9Mu8OxgtXenpNyLF+fardzPnPlCLOb3dknoSfKJRxUKGQF7kfv169cpsbjHJmLacid+WX9tJkkev6mcAdUOSuzKXR0V7WWfZr9x4xORiLp2bWYfRqpeunQJMgL2IncCTy6f/cMPvZJ712BPV1pIL2t0gmotH2uqptNSexy8V1c3ubcnUdlDgkRCW/N0DgC5m59Dhw7tjYw05bSqttyZJrR8GdflsQNsOwiD90RUefksuzL7w4eOMlmQ6d9X0o7YWMODJgCwZbk/e/aMFgonNTT0Vu6faoYFRO0NiNyLxTOWjz2H1xJh2dXM69BQ//Bwnz58XiFHBZGI0pn8CYDty52gjI42pW+7jtwZv3ODOZzoPZ+3joJwLRnfVM6wn8F77e3DY2J2KxQBprQG04+CAtfw8GBoCNij3KuqqiiRqMehS/pyZ7pZ8RQBPmlbsTjSkrGgbSRtWvvyoR4kVc/IcJPJgp49+23fms8IhXRFRQU0BOxR7gRxaOjSU6f6IHcSLk9+R0m5XocwVM+i4Zu8LT3dzebNnpW1USrlPnjwP33bQ0nJQrlcCAcB+5V7WVkZTyIZ3t7eB7mTcG2YREl4ew6v+6x9OLRrucF7tl6Zyc1dTcze5/lT5Nggk3FLSkrgIGC/cidQcvk/Llzom9yZb06S/H3P0W8wjMmS7d1Nb5s15HL2I0e+kcmC+vMfLCubI5Wiezuwe7mfPHmSK5WOVqv7JncSK+//gRbzd+atgt8tE/tjd9nk4D2NZtihQ+uJ2fszM7YrbQ9CMxkAuf9CEhxKJvv7pUt9ljuJFXWTSf6+++g3qM9YYvDepb9LFAG2l7MfPLihP9UYJn74YbZcjrQdQO5dnDt3LlAu764bgSlyZ3qOUxKe16EN8DsqM31Y9ZiZuUki4fXzP9XWNpKk7adPn4Z9AOTeiUajoeTyz77/vj9yJ7G0aSLJ3/0SPBe0jYSCB3rw3rFjq2zD7MTICQmeUimvnzk7ifLyWXI5H2k7gNz/w+XLlymRaExLS3/k3plUvhzLUwRwovD91YGNzd/PlwVzbMDsLS1j4uJ29vMMKru2XSrFIhkAueshUSqX5+f3U+7MF20Cw32Cwvy/eDoBFsbgPeMdAuTyQJXKV60e3f+9FRZ+GRIiQpswALnrcvfuXZK8Ozx+3E+5M/0J/BJ2UGL+mqrpEDEG73U3MI8k2rGxu8zS5/LxYwehkL516xa8AyB3A0TExnokJem0iuyD3JnYnb2WZJfrrv8ZIsbgPZ24dm2mSEQdPLhBoxlmlh2SXUVFKSEdALkb5smTJ3yJ5KOKCrPInYRb6ackf99xfCVaFGDwHrswJi9vlVjMLyn53IwN38mhorGxEdIBkHu35OTkcIKDR7W2mkXunV9x+mkKJeH5x+/AKVYM3lOrR8fH75BIeDU175pxsY1cHnjwIPq2A8jdKBqNRqhQaE9Y7afcSSxUjw4M9+ZLuSvvvQ0p2+3gvYaGSSEh+8PDfV68eMuMuy0qWqJQ0Fj+CCD3nrl//z4tFL5975655P6riXJWU2L+prI56FJgriAHS1pEWX9lRqMZdv78vK4i+3rzjgl8+NARrX0B5N4L0tPTfZVK5jur5pI7ia/vvM+XBfkmeSx5Ph5qtpPBe8+fj09JcZfJgq5e/YvZjxkxMXsSE+PgGgC5mwr5kEvL5cyydzPKnVkF75/gyZdyV1dPg51tfvBeZeUMiYQXHu7d3DzO7Dv//vvPZDKqpaUFrgGQey+4c+cOLRROra01r9yZ2Fq8sLMR/KH1i1rGQNA2OXivpWVMdvY6kYjKz3c113pH7WhsdCI7v379OkQDIPdek3nwYJBMti8iwuxyJ/Hlg/8JCvMjKfyaqumowtvY4D3yfOTywLAwv/63i+luPaVK5ZOSkgTLAMi9j1BSqUAgGAi5M+FR6EKJ+buPfIMU3jYG7zU3j0tL2yKR8HJyVg9Ews6OalIo6La2NlgGQO595Pjx40Tu3BDOwLmpM4VX+pIUfuPlvyGFH7qD94jKy8rmEK2ThH1A2xFXVs4QiaiGhgYoBkDu/SIuLo4W0q4NkwbUUO5FiykpjxPlNdAPZHtBPvQIhPRPP00Z3DXssbG7pFJucfFC8y521P9kIJHwz5w5A78AyN0MxMRGk+T689ZRAyqpherRfonbiad25axBlaZX4Z/gOViVGWLbvLxVQiGdkOA50F0q29uHR0bujY+PhlwA5G4e2traRAraN8nDAmWTr2re5Ybsp0WU2/l5GPphYmz8YbZIHmj5wXjl5bMkEp5S6Xfr1p8s8IiHD6+VyYStra2QC4DczcajR48oGc+9eJFlbLWl5HNKwuMpAoi20HSsx3B57GDJwXsazbDKyhlhYX5SCza3KS39VCymyOsQZgGQu5m5du2aQEh/UznDYl+/3H3ka0rMD1L6rr82E6NZjQcnyisra4NltB4e7i2TcXNyVlus80Ft7VSRiCKvQGgFQO4DQn5+Pi2iLHnO8/PWUT5pW2kxP1Dpu7biI2Tx3X7WObcgWOk30IaNjNwrkfAyMze2to6y5MAmsRgnUQHkPsCkpqfyZUFfPnS0pLkWvxzrm7yNHFcCw73xpafuppOTz1XPnv12IGrr167NjInZzWi9pWWMhVvTyOWBKSmJEAqA3AcWjUajjA4NCvVfqB5tYX8RxXunbyaKDwrz23Tp7zjdqj9478SJ5WbXekjIfqL1rKwNFtY606udHFQiIhTo6Asgdwv5XRoq9kneNihFEnJQ2XV0DSXhkdhWtAQNJv/TsadkYajS11xTNYqLFykUAWIx3/LZOlvfT0lxVygEaA0GIHfL0dzcLAzl7z3w7WAVwT/VDHM/s4SnCBAIBHuzNq689zZqNa4Nk2gh3c/F5g8fOh49+rVIRMlkQQUFywarWTz50JCVtVEmo549ewaVAMjdojx58oQK5u4bPL8zsaZqekDkXiI1TuTeby/OtXyxyKqCF8I5c2ZJ3wog5eWzwsO9ycFSqfQllweuM4wpkZe3SibjPXjwAB4BkPsg0NDQQEv5Xgc3DP5C7ye/88rawJcHEsuTzxPE+Pa5rsYzf7kqcl+vSh91dZMLClylUq5EwjtwYFNT08RBb1NDno9EQtXX10MiAHIfNMg7kPh957GvrKQq8vWtP/nF76AkPL6UuzNv1fJ6Z7uy/KraqbSYb0otpbHR6cyZL4KDOUIhHRGx79y5zwa0J4zpceLECmJ29AUDkPvgc//+fUrK25u5yXq+Z0SEvqXk80CVL0nkSTrvUfilnVieHGL5siAjg/fq652/+26xUukrEtFhYf5FRYstuWK9xzr7oUPrJRI+cnYAuVsLdXV1JH/fO9j1d4MdE7cXLAsK8+u0vCxox/GVX9/+wLbXUO4+8k1s3C6doUhVVdOPH18plweKxXzi9IKCZU+e/M6q5nsQsx88uAHVGAC5Wx2NjY0CCbXvwLfW2SdgoXr05u/nB0Tso6RcIvr9Mbvdzs9bUTfZ9tbYrKmaLpAFtbcPJ0n6uXMLUlLchUJaLg+KivK6eHGuWj3aCmfyEbNnZm5CNQZA7lZKU1OTUEb7x+8c6ObA/YzV1dN2HV1D0vnOxfJSrnfali3nFixrdBrqdRtyWF3aNHFz6XxBFyIRpVAEJCe73779gZXU07tr5Ns1vAk5O4DcrZiXL1+KFSKSIA+J7xYRG66t+Gh39toglS8tokiQjH77yWXkxi8fOlp/Ur+gbaRrw6T112Z6nljBifZi/gvcYA4xe1TUnubmcVYrdO128OQjRXAwjZwdQO7WTltbW4gqmCcPXF7vPLRORZKMfkfeyv1xu3iKANb1XofWk1z4m8oZRKODW6wnHyxIYr6qdurGH2bvzFtFjqC0kCYe58uDyGXyWYQ8f+YZckP2Gzmnaj3x8KFjcDAnLEyhVqvhCwC5DwE0Gk1cfCxRz7obnwzREgex5Fc173oeX+GX6MkN9efLggRdJqXFfP/4HcT4JMHfUD5rTdV0cgwjH1PMWNL5vHWUy2MHYmqyf3Jc8cxf7pPiHqjs/GxBngAl4RF3+8ft3Jn71brrfzZYARsScq+rmyyVcuPiItE3BkDuQ4zs7Gwio21FS2zjpOVC9Wgi3K3FC/dmfMuJ8uo0vjyQqFbwb8jlQJWPb9L2fRluO46vJFIm4f7dYrfz8wyGR+GXZANynPBJdfdN8ggM99beGzmKkCMKL5jDifYij7i9YBk5kCx58ZZJHcSsXu7/+78fikTUwYMHSB4AUwDIfehRWlpK8s19B7614dWHJGdf1ui06u47JNF2u/APYmGSU+9Ld9uXvnl/7G5O9B7yr04ERO0lQY4QnUeCdDevzI3b8109Cl02Xv7b2oqPXBsm9fOMtDXLvaPjtby8VSIRXVJSgjcIgNyHMD/99JNQSgcqfZc2TUTjRgv1/rVWube0jImP3yGRUDU1NXhrAMh9yKNWq8PCQykJb0XdZJjXbuXOFNlVquAXL17gTQEgd9shJydHIKS3lixEb157k7tGM6y09FOhkM7KSsfpUwC52yB37twRSOmAyL3LGp2gYDuR++PHDomJnhIJ/+rVq3gLAMjdZmlra4tNiKaF9IYrf4WFbV7u167NlEh4KpWiubkZL34Auds+xcXFtIjySXFf3DwOLrZJuTc3j8vM3CQSUfn5J7DeEUDudsSDBw/koVJKwvumcgZ0bGNyr6j4SC4PDAuTol0MgNztlMLCQlrMJyn8F08nQMo2IPeWljEkYReL+Tk5OUjYAeRu7ym8LFRKC+kt339mn7PxbEbuV6/+RSrlhobK0AUMQO7gV4qKimgJFaT0W3nvbdh5yMm9qWliQoKnWEwVFxdjsSOA3MF/oVar4xPiaRG1++jXONE6VOSuVo/Oz18uFNLx8TEvX77EyxhA7sAwNTU1spDOKs23F/5hnUOdIHf2q0llZXMkEl5YmPjWrVt46QLIHfRMSUkJLe1si7j+2kx8o9Xa5E60Xlk5Q6XykUr5Fy9exMsVQO6gF3R0dBw5coSW8PdH71lVOxXKthK519ZOjYrykkp5ublH29ra8EIFkDvoC62tralpKbSY8o/f8VXNuxD3IMqdaD0ubqdYzM/MTCd/F7w4AeQO+svLly+TU5IoCd83yQOKt7DcNZpht29/kJy8jdF6S0sLXpAAcgdmVnxaWhol5XGivNZUTcfp1oGW+79r674iEZWZeQBaBwByH0DUavXRo0dpOY+nCHA7P6+fQ4sgd4PR1jbywoV/KJW+YjHReia0DgDkbiE0Gs2ZM2fEwUJaSHvmL19e7wynm0Xujx87nDixQirlyuV0QUEBTpkCALkPDlVVVaooJS2iOFFeG8pn2fCw1gGVu1o9uqxsTlSUl1BIK5Wy8vJydIYBAHIffJ48eZKVlSWQUZSEt/vw2lW1U+25Im+63Ds6Xquunpabu1oi4cnlvMzMjKamJrycAIDcrY5bt27FJsRQEj4vmLP95DLXhkl2+B0oU+ReX+9cWPilTBYkFvOjoxXnzp1DTxgAIHdrh3iqpKQkOEJOi6hApS+x/NKmifZjeSNyb2x0Ki5epFT6iUSUUikqKirCinUAIPehR0tLS0FBgUIlo4U0Xxa07cwXq2qn2nxdXkfuHR2vVVVNz89fTvJ04nSVSkp+J0+ePMHLAwDIfcijVqu///57VYSSFlMCIe0fu8vt/Lzl9c422UGeyP3Klb8+fuxw8eLc5ORtROhSKS8mJuzixYvk94AXAwCQu21SXV199OhRWbiYkvBoMd87dattiP6z9uHkf0H+L4IuhEI6JER46NAh8v9FPR0AyN2OaG9vr6ioyM7OloQLKAmfiN4/fofniRXfVM744ukE63f9p5phXz50XHfjk+0nl/kmbyMfSigxXxjKF0vFhYWFWKIOAOQOOr8VRTLcvLy86IRIQTBfIKRpERUQ7r3j+MpNZXPWVE0fdN1/3jqKqPzr2x9sLp2/M3d1YLg3TZ6kmE8puGHhoeSzCHn+jNDLysrwBwUAcgcGIJasqak5fvx4YmKiOExIS/lMrSMo1N87bYtn/nK38/NIgr+ibvKS5+PN2wJhoXr0skan5fXO5Ijy7cW5O/NW+SV4ckP9icrJEyA2FwULYmJjcnNzr1+/bnCtCwrrAEDuwFSIMUlqXFxcnJGRERkVKQ+T0jI+JeUJupxL4CkCSDbtm7zNJ8V9V+5qcgAg4f7dYnIY0I8t5xYwG5Ac3Dt9C9F3QOQ+vpQr0IKWUKIQQWR0BHnEgoKCqqqqFy9e4A8BAOQOLEFHR0djY+Pdu3fLy8svXLhALExy6vQuYmNjldGhihiJToTEyCOiVVFRUUlJSWSzzMzM/Pz8wsLCy5cvV1RUNDQ0YO05AJA7AAAAyB0AAADkDgAAAHIHAADIHQAAAOQOAAAAcgcAAAC5AwAAgNwBAAByBwAAALkDAACA3AEAAEDuAAAAIHcAAACQOwAAQO4AAAAgdwAAAJA7AAAAyB0AAADkDgAAkDsAAADIHQAAAOQOAAAAcgcAAAC5AwAAgNwBAAByBwAAALkDAACA3AEAAEDuAAAAIHcAAIDcAQAAQO4AAACslv8Pq9uL8YgRzaUAAAAASUVORK5CYII= Distribucion4.png png 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 EURO STOXX 50 INDEX Compra Futuro|EURO STOXX 50 INDEX|10| 5209000 01 S&P 500 Compra Futuro|S&P 500|50| 2618023 01 7827023 EURUSD Venta Futuro|EURUSD|125000| 157 01 157 7827180 false false false false false false false false false false No aplicable. true false false true false true false false a.) Existe un Partícipe significativo con un volumen de inversión de 12.585.465,44 euros que supone el 23,06% sobre el patrimonio de la IIC. d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 745.406,99 euros, suponiendo un 1,53% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 7,00 euros. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 3.568.931,20 euros, suponiendo un 7,34% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 28,00 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 1.781.816,52 euros, suponiendo un 3,66% sobre el patrimonio medio de la IIC en el período de referencia. 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 1.846.160,62 euros, suponiendo un 3,79% sobre el patrimonio medio de la IIC en el período de referencia. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El primer semestre del año ha estado marcado por un cambio significativo en el escenario macroeconómico respecto a las expectativas existentes al cierre del ejercicio anterior. Tras un final de 2025 caracterizado por la estabilización de la inflación y por la previsión de un periodo prolongado de tipos de interés estables en Europa y de descensos en Estados Unidos, la evolución de los acontecimientos geopolíticos en Oriente Medio, con el conflicto entre Israel, Estados Unidos e Irán, alteró de forma sustancial las perspectivas de crecimiento, inflación y política monetaria. A comienzo de año, el mercado descontaba una desaceleración gradual de la inflación, un crecimiento moderado de la economía global y una actitud acomodaticia por parte de los bancos centrales, con nuevas reducciones de tipos en Europa e inicio de recortes en Estados Unidos. Sin embargo, el conflicto y sus consecuencias, en particular el cierre del estrecho de Ormuz, modificaron de manera relevante este escenario. El repunte de los precios del petróleo y del gas natural trasladó de nuevo presiones inflacionistas a las economías desarrolladas, obligando a los bancos centrales a adoptar un tono más restrictivo y elevando la incertidumbre sobre la evolución del crecimiento global. La economía estadounidense ha mantenido un comportamiento relativamente sólido durante el semestre. El consumo privado continuó respaldado por la resistencia del mercado laboral, una elevada inversión empresarial, especialmente vinculada a la inteligencia artificial y a la digitalización, y una productividad superior a la prevista. El FMI subrayó que el crecimiento seguía mostrando una inercia positiva y respaldó la decisión de la Reserva Federal de mantener una política monetaria prudente mientras la inflación permaneciera por encima del objetivo. En contraste, la Eurozona mostró un deterioro más evidente. El aumento del coste de la energía afectó a la confianza empresarial y al consumo, mientras que la debilidad del sector manufacturero continuó penalizando la actividad, especialmente en Alemania. Los indicadores adelantados de actividad, como los PMI, permanecieron durante buena parte del semestre en zona contractiva, reflejando una desaceleración de la demanda interna y externa. En cuanto a los bancos centrales, en la última reunión del semestre celebrada el 11 de junio, el BCE elevó los tipos de interés en 25 puntos básicos, hasta el 2,25% con el objetivo de evitar un posible desanclaje de las expectativas de inflación tras el encarecimiento de la energía. En la rueda de prensa posterior, la institución reconoció el debilitamiento del crecimiento económico y adoptó un enfoque dependiente de los datos para sus próximas decisiones. La Reserva Federal, por su parte, mantuvo una postura más prudente. Dado que la economía estadounidense siguió mostrando fortaleza, la institución optó por mantener los tipos sin cambios e insistió en que cualquier ajuste futuro dependería de la evolución de la inflación y del mercado laboral. En este contexto, la evolución de los mercados de renta fija estuvo condicionada por dos fuerzas contrapuestas. Por un lado, el repunte de las rentabilidades soberanas reflejó el reajuste de las expectativas sobre los tipos oficiales. La posibilidad de nuevas subidas por parte del BCE elevó los rendimientos de los bonos gubernamentales europeos, especialmente en los tramos corto e intermedio de la curva. Por otro lado, los elevados niveles de rentabilidad ofrecidos por el crédito continuaron atrayendo flujos de inversión, favoreciendo el comportamiento relativo de los activos corporativos frente a la deuda soberana. Con todo esto el carry volvió a consolidarse como el principal motor de rentabilidad esperada en renta fija. Las tires ofrecidas por muchos segmentos del mercado permiten actualmente obtener retornos atractivos incluso en escenarios de tipos estables, reduciendo la dependencia de una bajada significativa de las curvas. En cuanto a la renta variable, el primer semestre ha sido positivo para los activos de riesgo, aunque podemos distinguir dos partes bien diferenciadas. Aunque el conflicto en Oriente Medio dominó la agenda durante el primer trimestre, la escalada principal no se produjo hasta el 28 de febrero, y la realidad es que el año empezó con fuerza en enero y febrero, ya que los datos positivos impulsaron los activos de riesgo. Pero tras el inicio de los ataques el 28 de febrero, se produjo un fuerte repunte en los precios del petróleo, lo que llevó al mayor aumento trimestral del crudo Brent (+94%) desde el tercer trimestre de 1990, cuando comenzó la Guerra del Golfo. A su vez, esto desencadenó una importante venta masiva de activos, y solo en marzo el S&P 500 registró su mayor caída mensual en un año. Durante el segundo trimestre, la geopolítica siguió dominando la atención del mercado con una gran ola de alivio tras la firma de un acuerdo provisional entre Estados Unidos e Irán. Esto provocó un desplome de los precios del petróleo, por lo que, si bien el primer trimestre registró el mayor repunte trimestral del crudo Brent desde el inicio de la Guerra del Golfo en 1990, el segundo trimestre experimentó la mayor caída trimestral desde el inicio de la pandemia en el primer trimestre de 2020. Esta caída de los precios del petróleo disipó los temores a la estanflación, lo que impulsó a las acciones en general. De hecho, el S&P 500 registró su mejor desempeño trimestral desde el repunte pospandémico del segundo trimestre de 2020, subiendo un +15,2% en términos de rentabilidad total. El S&P 500 cierra el primer semestre del año con una subida del +9,55%. Por su parte, la renta variable europea termina con una revalorización cercana a la americana, con el Eurostoxx 50 subiendo un 9,27% a cierre de junio. En divisa, la divergencia entre la Fed, el BCE y el BoJ fue uno de los principales factores del semestre, junto con la guerra en Oriente Medio y el choque energético, que favorecieron al dólar y debilitaron al euro y al yen. A comienzos de semestre, el dólar se debilitó por las dudas sobre la política estadounidense. En junio reapareció la narrativa de la desdolarización, pero tuvo un impacto limitado en el corto plazo, dado que el dólar seguía sustentado por las expectativas de una política monetaria más restrictiva por parte de la Reserva Federal y por los sólidos datos de crecimiento de la principal economía mundial. Destacó la depreciación del yen frente al dólar, que llegó a marcar mínimos de 30 años. Incluso con alguna intervención del BoJ, el yen ha seguido mostrando debilidad. En materias primas, el petróleo, volvió a convertirse en uno de los principales factores de riesgo macroeconómico. El conflicto en Irán llevó su precio a máximos no vistos desde la guerra de Ucrania. La reducción de oferta en el mercado impulsó el barril hasta cerca de los 120 dólares. No obstante, una resolución relativamente rápida (aunque todavía con flecos que confirmar) ha permitido que la materia prima regrese a niveles previos al conflicto, aliviando así las expectativas inflacionistas que había generado inicialmente. b) Decisiones generales de inversión adoptadas. A lo largo de estos meses el fondo ha seguido con la estrategia de modulación del riesgo a través de nuestro indicador interno de sentimiento de mercado. El indicador empezó el año en zona de venta para posteriormente mantenerse prácticamente todo el semestre en zona neutral, entrando de nuevo y de forma puntual en zona de venta a principios de junio. Con tal de cumplir con los objetivos de gestión del riesgo para inversores con vocación conservadora nos hemos situado en niveles de exposición neta a renta variable inferiores al habitual. Aun así, la exposición media a renta variable del primer semestre del año ha sido del 11%, superior a la exposición media a renta variable del 1% que tuvimos durante el segundo semestre de 2025. El fondo ha obtenido una rentabilidad del +2,67% en el primer semestre del 2026. La filosofía de inversión se basa en la inversión en compañías socialmente responsables para luego ajustar el riesgo en función de nuestro indicador interno de sentimiento. 0 c) Índice de referencia. No aplicable. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 11,62% hasta 54.582.742,28 euros frente a 48.898.476,98 euros del periodo anterior. El número de partícipes aumentó en el periodo en 70 pasando de 581 a 651 partícipes. Analizado por clases, la Clase C aumentó el patrimonio en 863K y 83 partícipes la clase I en 5.659M y perdió 13 partícipes y la R perdió 838K manteniendo los partícipes. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 3,06% es menor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 6,57%. Si analizamos por clases estas on sus rentabilidades C (2,49%) I (2,67%) y R (2,34%). 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La cartera estuvo con un nivel de riesgo conservador a lo largo del semestre. Además, a la hora de seleccionar los bonos seguimos evitando aquellas compañías con deuda elevada y seleccionamos compañías de gran calidad en sus retornos que permiten afrontar de manera muy sólida entornos económicos difíciles. Durante el semestre se han seguido comprando bonos que han sido seleccionados con un perfil de inversión conservador, con una duración entorno a los 2 años y que aportan alrededor de un 3% de rentabilidad anual para los bonos en euros y un 4,5% de rentabilidad anual para los bonos en dólares. Aun así, siempre se controla que la duración media de la cartera de bonos sea inferior a 18 meses. Además, se han ido comprando nuevos bonos a medida que han ido venciendo los que ya teníamos en cartera. Por ejemplo, se ha iniciado posición en los siguientes bonos: Rentokil 0,5% 14/10/2028, RCI Banque 3,5% 17/01/2028 y Gilead 4,8% 15/11/2029. Por otro lado, la exposición a renta variable se ha seguido modulando semanalmente a través de futuros. La cartera ha estado invertida en renta fija de manera diversificada y por tanto aportan de manera similar todas las posiciones. La cartera ha estado invertida en renta fija de manera diversificada y por tanto aportan de manera similar todas las posiciones. 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 2,41%. En cuanto a la cobertura de divisa, se utilizan diversos instrumentos, principalmente futuros para cubrir el riesgo de divisa de los activos en cartera. A fin del periodo, el grado de cobertura de la divisa alcanza el 0,00%. N/A d) Otra información sobre inversiones. Este fondo no tiene ningún activo en litigio ni afectado al artículo 48.1.j. del RIIC. En relación a las inversiones alineadas con la Taxonomía de la UE, el fondo tiene un 50% de sus ingresos que se corresponden con actividades económicas definidas en la Taxonomía de la UE.3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. #N/D 5. EJERCICIO DERECHOS POLÍTICOS. En cuanto a la política establecida en el ejercicio de los derechos políticos de nuestros fondos en acciones participadas es la de delegar el voto en el Consejo de Administración correspondiente. 6. INFORMACIÓN Y ADVERTENCIAS CNMV. Informarles que el Informe de Auditoría correspondiente al ejercicio 2025 ha sido aprobado sin salvedades. De igual modo en las Cuentas Anuales se contará con un Anexo de sostenibilidad al informe anual. 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 3.469,77 euros mientras que el coste presupuestado para el siguiente ejercicio es de 5.623,65 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. La resolución del conflicto de Oriente Medio ha contribuido a aliviar las tensiones sobre los mercados energéticos y las cadenas de suministros internacionales. Como consecuencia, los precios del petróleo han retrocedido desde los máximos alcanzados durante el periodo de incertidumbre, reduciendo una de las principales fuentes de presión inflacionista global. Los bancos centrales deberán seguir equilibrando el riesgo de un crecimiento más débil y un mercado laboral en deterioro con una inflación que podría ser persistente debido a los efectos de segunda ronda o presiones salariales. La adopción de la inteligencia artificial, en particular la IA generativa, se está convirtiendo en un factor clave para la inversión y potencialmente para el empleo. La fuerte inversión en infraestructura tecnológica es ya macroeconómicamente relevante y va más allá del sector tecnológico, aunque todavía existe incertidumbre sobre sus efectos en productividad y empleo. Pero no cabe duda de que la inversión vinculada a la inteligencia artificial y a la IA generativa sigue siendo un motor sólido del crecimiento, con un impacto macroeconómico relevante y previsión de continuar impulsando la inversión empresarial. Por el lado inverso, las inquietudes en torno a las valoraciones en el universo IA seguirán encima de la mesa y se presentan como un riesgo potencial si se materializa una fuerte corrección de las valoraciones. En conjunto, se espera que el crecimiento global ronde el 3% en 2026. Sin embargo, el crecimiento de Estados Unidos será más débil en 2027, con una desaceleración en 2026 antes de una recuperación gradual hacia su tendencia. De cara a 2027, la moderación de la inflación, la caída de los precios energéticos tras la normalización de la situación en Oriente Medio y el descenso de las expectativas de inflación deberían favorecer una recuperación gradual del poder adquisitivo de los hogares. Asimismo, unas condiciones monetarias previsiblemente menos restrictivas podrían seguir apoyando la inversión y el consumo durante los próximos trimestres. En este contexto, el crecimiento estadounidense debería converger paulatinamente hacia tasas más sostenibles, mientras que la inflación continuaría aproximándose al objetivo de la Reserva Federal. 0 Informarles que el Informe de Auditoría correspondiente al ejercicio 2018 ha sido aprobado sin salvedades. No aplicable 8658980 156 0.97 1604953 22 0.66 50495450 485 1.78 0 0 0.00 2840392 27 4.81 28791763 96 2.44 0 0 0.00 88339800 2705 13.15 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 55677709 701 3.97 256729687 5327 5.35 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 493138734 9519 5.96