DB BOLSA GLOBAL, FI 1.0.0 2026-01-01 2026-06-30 DB BOLSA GLOBAL, FI 1.0.0 2025-07-01 2025-12-31 DB BOLSA GLOBAL, FI 1.0.0 2026-01-01 2026-06-30 DB BOLSA GLOBAL, FI 1.0.0 2025-01-01 2025-12-31 DB BOLSA GLOBAL, FI 1.0.0 2026-04-01 2026-06-30 DB BOLSA GLOBAL, FI 1.0.0 2026-01-01 2026-03-31 DB BOLSA GLOBAL, FI 1.0.0 2025-10-01 2025-12-31 DB BOLSA GLOBAL, FI 1.0.0 2025-07-01 2025-09-30 DB BOLSA GLOBAL, FI 1.0.0 2024-01-01 2024-12-31 DB BOLSA GLOBAL, FI 1.0.0 2023-01-01 2023-12-31 DB BOLSA GLOBAL, FI 1.0.0 2021-01-01 2021-12-31 DB BOLSA GLOBAL, FI 1.0.0 2023-01-01 2025-12-31 DB BOLSA GLOBAL, FI 1.0.0 2021-01-01 2025-12-31 DB BOLSA GLOBAL, FI 1.0.0 2026-06-30 DB BOLSA GLOBAL, FI 1.0.0 2025-12-31 DB BOLSA GLOBAL, FI 1.0.0 2024-12-31 DB BOLSA GLOBAL, FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure DB BOLSA GLOBAL, FI 4844 02 02 2026 EUR AA- (FITCH) false PASEO DE LA CASTELLANA 18, 4º PLANTA. 28046 MADRID EM dbwm.spain@db.com https://www.db.com/sgiic 05 PS DE LA CASTELLANA 18, 4ªPLANTA. MADRID 28046 EM dbwm.spain@db.com 2015-01-16 06 09 3/7 Plazo indicativo de la inversión: Este fondo puede no ser adecuado para inversores que prevean retirar su dinero en un plazo inferior a 5 años. Objetivo de gestión: La gestión toma como referencia la rentabilidad del índice 95% renta variable (42.75% MSCI Europe NTR, 33.25% S&P 500 NTR, 7.12% Topix 100 TR y 11.88% MSCI AC Asia ex Japan NTR) y 5% Barclays Overnight EUR, que se utilizan con carácter informativo y no se gestiona en relación a los mismos, realizando una gestión activa. Política de inversión: El fondo invertirá al menos el 75% de la exposición total en renta variable y el resto de la exposición total se invertirá en activos de renta fija publica y/o privada (incluyendo instrumentos del mercado monetario cotizados o no que sean líquidos y depósitos). La renta variable será de emisores/mercados OCDE y emergentes sin limitación. La renta fija será de emisores/mercados OCDE. No existe objetivo predeterminado, ni límites máximos, en lo que se refiere a la distribución de los activos en los que se invierte, tanto de renta fija, como de renta variable, por: capitalización bursátil, sector económico, país, duración y calidad crediticia. Pudiendo tener, hasta el 100% de la cartera de renta fija en activos de baja calidad. Podrá existir concentración geográfica o sectorial. La inversión en acciones de baja capitalización y en activos de baja calidad crediticia puede influir negativamente en la liquidez del fondo. Se podrá invertir hasta un 100% en IIC financieras que sean activo apto, armonizadas o no, pertenecientes o no al Grupo de la Gestora (máximo 30% en IIC no armonizadas). El riesgo divisa, podrá ser superior al 30%, pudiendo llegar al 100% de la exposición total. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con solvencia no inferior a la de España. 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 derivados negociados en mercados organizados de derivados con la finalidad de cobertura y no negociados en mercados organizados de derivados con la finalidad de cobertura. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. Se podrá operar con derivados negociados en mercados organizados de derivados con la finalidad de cobertura y no negociados en mercados organizados de derivados con la finalidad de cobertura. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 01 0.36 0.25 0.36 0.51 1.19 1.18 1.19 1.43 1 DB BOLSA GLOBAL CLASE A EUR 10085970.56 8420479.36 3721 2903 0.00 0.00 false 1,000000 Part. 235605763 176065642 117730962 42977803 23.3598 20.9092 18.7481 16.0161 0.74 0.74 0.74 0.74 01 0.02 0.02 01 11.72 13.42 -1.50 3.56 7.02 11.53 17.06 15.65 13.91 14.90 -0.87 4.44 6.05 12.66 18.30 15.69 0.92 0.93 0.90 0.94 0.95 0.94 0.94 0.96 -1.62 -2.17 -4.70 2026-06-23 2026-03-03 2025-04-04 3.28 3.28 2.79 2026-04-08 2026-04-08 2025-05-12 01 13.29 13.36 13.20 9.77 9.09 13.36 10.20 9.18 19.11 18.37 19.82 11.29 12.85 16.42 13.30 14.12 0.69 0.74 0.64 5.65 0.28 2.84 3.14 3.21 INDICE DB BOLSA GLOBAL 10.88 10.93 10.56 8.76 7.16 11.73 8.96 8.38 7.25 7.25 7.40 7.22 7.48 7.22 7.57 9.56 0.80 0.40 0.40 0.41 0.41 1.61 1.60 1.61 2.52 true GraficaVL.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 27 de Mayo de 2022 3 DB BOLSA GLOBAL CLASE I EUR 10525.21 10525.21 1 1 0.00 0.00 false 1,000000 Part. 153397 136517 109325 0 14.5743 12.9705 11.4958 0.0000 0.17 0.17 0.17 0.17 01 0.02 0.02 01 12.36 13.75 -1.22 3.86 7.34 12.83 13.91 14.90 -0.87 4.44 6.05 12.66 0.92 0.93 0.90 0.94 0.95 0.94 -1.61 -2.16 2026-06-23 2026-03-03 3.29 3.29 2026-04-08 2026-04-08 01 13.28 13.36 13.19 9.77 9.10 13.36 19.11 18.37 19.82 11.29 12.85 16.42 0.69 0.74 0.64 5.65 0.28 2.84 INDICE DB BOLSA GLOBAL 10.88 10.93 10.56 8.76 7.16 11.73 5.53 5.53 5.61 4.95 5.26 4.95 0.23 0.11 0.11 0.11 0.11 0.45 0.41 true GraficaVL.png png 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GTZ1ACbGu0uZz/mjpfSmcsdQZTwW4z2m0NDQ+Ph4dcIDsAabOgATe/ttfakm6edkt4f0pnLHUGU8lkc7HzTeY9q+fbs64QFYg00dgFnduCHuuktfqkn6sefzu3TmL3pZST9UGY+lYNvkAcHDZJUJDw9X5zwAa7CpAzCrxYv1dZpkJMc/yfTu8qgynsy/Ppotq8zgwYNjY2PVaQ/AAqgyltGhg75Ik4wktXD+q5fu1ftKOqHKeDJPfbid95gAK6PKWEblyvoiTTKYY6Mr6H0lnVBlPJn72l01qsysWbPUaQ/AAqgy1nD0qL48k4wnuVjB67F365UlrVBlPJzATz6XVWbo0KFJSUnq5AdgdlQZa5gyRV+eSaZy9MsKemVJK1QZD+fNXouNF2YOHDigTn4AZkeVsYZWrfS1mWQqCaUKJ8QX0VuL21BlPJwaXXcZVWbJkiXq5AdgdlQZayhTRl+bSWZz9NsKemtxG6qMh3NvwH8/LvPpp5+qkx+A2VFlLIAPyuRQbpS/KympoF5c9FBlPJ9uA25+XEa6dOmS+hQAYGpUGQuYPVtflUnWcmxRBb246KHKeD7v9I40qsyOHTvUpwAAU6PKWEBQkL4kk6zlWrViKSn59e5Clcnz1AvcYlSZyMhI9SkAwNSoMhZQt66+JJMs5/gPd975L1XG8ynX8TgflwGsiSpjdomJolAhfT0mWU5M3RL2VD+9vlBl8jaF2iYNCh7Mx2UAC6LKmN2uXfpiTLKZk5vucLhsqkyepEv/SUaV2SWnPQDLoMqY3cyZ+kpMspkLL5UUIr0XZqgyeZJ3ei80qsyKFSvUJwIA86LKmF2/fvpKTLKf6N/L6g2GKpO3eSZoo1Flpk6dqj4RAJgXVcbsXn9dX4ZJ9nOmeRm9wVBl8jZVuxwwqsywYcPsdrv6XABgUlQZsytfXl+GSY7k7J8P6CWGKpOHKdn+glFlpPPnz6vPBViMbLQVbilcuPCePXuM8bi4uNOnT99+XZGamhoUFPTkk09Wrlx58eLFxuB9991n/HirVq1uv7rq4MGD6pDDV199ZbPZTpw44Rw5fPjwa6+99ve///3RRx8dNWpUWoMpKSnFixc3LpVb27x582rVqj3++OM9evSIj4+Xg+vWrbvnnnuio6ON60yYMGHs2LGnTp2S9/TxW+rXr29cOmnSpCpVqtSsWbNx48auG2MaVBlTkzM+Xz59DSY5kuh2ab7HRJXJk+T3TxkUMsSoMr///rv6dIBVnTt37oUXXjBO2+32gQMHylX/9quIDRs2vPHGG/LE/v37S5cuLa8m27Bc+JWrGXbu3NnU4Y8//pBnFyxYMHfuXPVKDvIW6tWr9/nnnxtnZWF66qmnVq5cKU9fu3ZNnl61apXbQWeVSUxMlCXG2FuSHOzfv7/Rq2SVKVGixAcffGDcsrPKyAZjjDgdOHCgfPny169fl6fXrl3boEED5QomQJUxtf379QWY5Fj8/C6cLKn3GKpMHsZ5+IIffvhBfTrAXGQDWPLDb2PD18nIE/Kseo1bAgMD5RJunJYLecmSJfUqM3/+/Hnz5hmnK1eufOPGja1bt7Zt2/b2a/1Xx44do6Ojjxw5EhQUlJyc/P7776vXcLh8+XLZsmVXr179/PPPGyMrVqxo0aKF8wqbN2+WG+Z20Fllpk+f3r59e+elsmNVr1790KFDssrIHlO7du0tW7aIdKuMvEKtWrVkJTLOmnIfklQZU/v+e3X1JTmak73/pvcYqkwe5t2+s4wqM3v2bPXpABO5fv36gM+X39/hivG4yxPyrPHCg+L48ePGyy1OEydO1KuM04IFC1566SXjRLVq1Ro3bvzEE0/IOuJ6ne3btzd32L1796RJk9avX+96qdO0adNkGUpKSpKlxHjHU/5e55tKTm4HnVWmV69eM2bMcL2oU6dOCxculFWmTZs2mzZtqlevnuw3zipTpEiRJ25p3bq1cHS+Vq1ayVLVrVs35Y6YBlXG1CZO1FdfkoOxF8wXc744VcZ78lrP740qI5cr9ekAExk3dXWhtkmuD708KwfV6wnRtWvXNWvWuI6kVWWSk5P79etXt27dixcvyrM7duxYunSpcLxBU6pUKbev+sTGxgYEBKijt7z++uvGx26aNGkyZcoUeUJWlpEjRypXczvorDI9e/aMiIhwvahLly7z5883qow8K/uK7DrpvCpjOHz4cFhYmOw3zZo1Uy/zfVQZU+vZU199Sc7m2JDyVBnvSYOgDUaVCQ0Ndbv2wAQSEhJahGzWH305KC9SrvzII48431sxuK0yssc0atRIVpmkpCTlIqlSpUoXLlxQR4WQM23Pnj2rV69u2LBhixYtTp486bzo6tWrxYoVq+fw97///bXXXpODshu5Nok5c+a89957bgedVSY8PLxjx47OS+12e82aNaOiopxV5vTp048++qic8GlVmYULFy5fvtw4LX9c3hfzffKXKmNqzZvrSy/J2aQUzX/tSjGqjJfkiQ93GlUmhMMXmJdcvGsGHdQffTmofDVp586dr776quuIuL3KyKXdaD9Tp051bQzS8OHDg4ODheP1jIoVK7peZJC/KzAwUJ6QRUS2pfXr148ZM8Z56bfffussKLLW3HvvvfK/sjDJqrFs2TLh+IRvnTp1ZM9wO+isMnLzHnvssSVLlgjH1spNevfdd4XjY79GlZFGjBjxwAMPpFVl5C3LOmW8+yZLTPny5ePi4pTr+DqqjKk995y+9JIcz7Hx5akyXpLKnQ87q0xa34+Fr8v4qzLDhg3TDy/qWmWioqLKlCkjTwQEBMg28PAtcrGPiYlp2rRprVq1nn322c2bN992Ew5BQUGyOsgTq1atktds2bKl66sd77zzzvz5851n33777ZkzZwrHN6RefPHFatWqPfLII7KCGJfqg65fxpa/pUmTJtWrV69atWqHDh2uXLkibq8y8l7LbdY/KyMZ3e6LL7546qmn5O3LGzHeNTMZqoypVa2qr7skx5NUotCN60WpMt6Q0h3OO6vMb7/9pj4jYBYZ/6zMHYWFhalD8DVUGVMrUUJfd0lu5OiUClQZb0jRgHhnlXF+/xbmk/FvMKUvNjaWg4+aAFXGvBIThZ+fvuiS3EjCX4skJBSmynhDnHvJW7RokfqkgIlkfL8yMD2qjHmdOqWvuCT3cvS7/70wQ5XJw/QdNMqoMsreOACYFVXGvNjVr2dz/eF7kpMLUGXyPN0/mWBUmUmTJqlPCgBmRJUxr61b9eWW5GqOfV+eKpPn6dz/S6PK6LsdA2BKVBnzWrdOX2tJrubqE/elpuaTT6vpq9rqSyzxTNp+PNWoMhKfnwCsgCpjXsuW6Wstye0cX1dOPq1m/9RJX2KJZ/LeR986q8yNGzfU5wUA06HKmNecOfpCS3I7lxv8xW73m7E6QF9iiWfS4qO5zioTExOjPi9gGampqUFBQU8++WTlypWNYyEZ4uLilJ0CGyIiIurWrVulSpUff/xROA5l0K5du9q1azdo0ODPP/9Ur307fX+Mp06dKly48OO3GLvolb+3efPm1apVkyM9evSIj48Xjp3d3XPPPdHR0cYPGkdTOnbsWJEiReTVqlat+oTL8Szd3oI0adIkueU1a9Zs3LixclwCtzelbF79+vVdf8S5gz6329anTx/XIz/885//XLVqldsbvHjxYqFChYyRv/71r2+99ZaxwfrWuu4S0O19dLslxmlBlTGzb7/VF1rigZzc+hCflcnDNO8zz1llzp49qz4vYBkbNmwwjom9f//+0qVL2+124dj3/8CBA/VjMMmVuEaNGgkJCfv27ZNLrBz5+uuv/f395QnZbORq7XrlnTt3NnX4448/hOMY2nPnznW9gnDc4OO3H0MgMTFRLs+RkZHCsXL379+/VatWwrFIlyhR4oMPPjCu5qwysnYYI1FRURUrVpQLfFq3cODAgfLlyxu71Vm7dq3sXsYPGtzelL55rlyrjL5tW7ZseeaZZ4wR2TPKli2blJTk9gZllZH9yTgtN17+VHh4uNutdf7GtO6j2y0xTguqjJlFROirLPFAzr9eiiqTh2nmUmWOHz+uPi9gFqmpqb8tWbJu7FgZeUL/XNT8+fPnzZtnnK5cubLxbqNcOEuWLKlXmbCwsKCgIOO0XEGF4wDUc+bMEY72I3/E9codO3aMjo4+cuSI/JHk5OT333/f9VKDvrRPnz69ffv2zrPyZqtXr37o0CG5SMsVunbt2rIiCHdVRhoyZMiYMWPSugX5g7Vq1XIeNdPoAU5ub0rfPFeuVUbfNvl7ZRcx/j9h+fLl7733nnB3f8XtVUbq3bu3vAW3W+v8jWndR7db4rwaVca8ZszQV1nimXwx4EN9iSWeSdM+851VRv4LqD4vYAry/+mXDxhw5f77jWecPCHPprW33wULFrz00kvOs26PjC3/7/+VV155+umna9SoYRzZ8dNPP5VtRjiWc5vNdu3aNeeVt2/f3txh9+7dkyZNWr9+vfMiJ+VwSBs2bOjVq5eyr6NOnTotXLjQOJrSpk2b6tWrJ1dut1VG3gV55bRuQda4Vq1alS1btlu3bs63opzc3pSyea1bt3b5iduqjL5twnH8qcmTJwtH4TMONeX2Bl2rjHwyygbz+++/u91a529M6z6mtSUGqox5TZ+uL7Ek95JQqPCuSjUmP92++Vvz7v7gur7EEs+kSe8Fziqzd+9e9XkBU1g9blxSoUKuT0B5Vg4qV0tOTu7Xr1/dunXlmuocdFtlevbs2bhxY7lGnjhxolSpUnK5jYuLe+edd+rUqfPGG2+UKFEiKSlJ+RHhOO5BQECAOuqgv0ohf0VERITriNEDnAeGlMu/XMXdVpnIyEi5oqd1C8bpw4cPh4WFyZ9yHpHb4Pam9M1zpVQZcfu2ybM///yzccjxKlWqGA3S7Q26flZG/lVbtmxpvM0ntK11/sa07mNaW2KgyphXeLi+3JKczfW77v7tkdrjn+v+ctNVBdqk6Msq8Xya9Il0Vpk9e/aozwv4voSEhM0tWujPRznoemRs2WMaNWokq4zSQtxWmREjRowZM8Y4Xbly5QsXLjgvunTp0gMPPOA868qYY6tXr27YsGGLFi1OnjzpvEhf2sPDwzt27Og8Kxf1mjVrRkVFORfp06dPP/roo6GhoXqVGTp06OjRo9O6hYULFy5fvtw5WKlSJddP/rq9KX3zXOlVxnXbhOPdvfLly2/cuPHNN980fsTtDbq+KiN/5B//+Mevv/7qdmudvzGt+5jWlhioMubFG0y5k8v3lVhf7blhDfs/03yjvo6SPI/rqzJUGVOSi9nBmjX156YcdP1q0tSpU10XRSfXKiNXSqP9yCX2xRdflGflqlmuXDk5Mnv2bONDMBERER06dHC5gf+SvyswMFCeaNasWWJi4vr1651lSLhb2uUveuyxx5YsWSIcvzc4ONj4WpNzkRaORiVrk1Jl5Gm53kdHR6d1C8uWLatXr57x6oisBbJkxMXFGT9r/Lh+U/rmudKrjHDZNuNsly5dnnzyyWnTphln3d6g8lmZHj16yD+m2611/sa07mM6WyKoMmY2f77+VCdZy5mSZVbWeOXjRsOrt/pDXzuJV6VlnznOKmN8wQQmk8FXZQICAuSC9/AtztXdtcrI4lKmTBnj9IABA+rUqSNX2Q0bNgjHizqyo9SsWfPNN9+8dOmScR1XQUFBcv2WJ1atWtW0adOWLVu6vhbidmmXg02aNKlevbpc4GU9unLlirh9kZbbLzfVqDJFixaVFUTeiPyv/BXp3IL0xRdfPPXUU9WqVZMXLV261Bg0uL0p5aMtkmsLdFtlnNtmnP3xxx/z58/vfOfO7Q0qVWbChAmdO3cW7rbW+RuNm9LvYzpbIqgyZrZ8uf5UJxmM3c/veJlyC596u9srn5d774S+XhKvzft9I5xVZvfu3erzAqaQwc/KZERYWJg6BF9DlTEvDlyQySQXKHDwb4/OrPNu29e/Kdn6or5GEp+I64ELdu3apT4vYAqZ+gZTOmJjY5kkJkCVMS8OJ5mBJBQqvLti9a+fbtf8rbn3fHBNXxeJz6Vj/694VcYK7rhfGVgHVca89u7VV24iXL529EqTlXztyHz5cMAXziqzf/9+9XkBwHSoMuZ19qy+ils2N7929Nhzwxv2f7bZz/riR8yUXgPHOatMVFSU+rwAYDpUGfNKThb58umLunXi+NrRy/1fGl691W59wSOmjJ+/GBg8xFllOHABYAVUGVO79Zk4i8T5taPAVz4r/95xfZ0jpk/RtjecPUZyewBkACZDlTG1qlX19d5kSc5f4M+HHplV518Bb3xTsvUFfW0jlkqpDhdcq4zr7uoBmBVVxtSee05f+02Q/37tqD5fOyJqKnQ66lplYmNj1ScFLGzYsGEVbilcuLCyM+jg4OAnnnjimWeecR6FNCIiom7dulWqVPnxxx9dr6k7ePCgMrJt27ZXXnnFdcR1L3DR0dHNmzevVq3a448/3rNnz/j4eDl44MCBZ5991nn9oUOHTpgwwflTx44dK1KkiLx+1apV5XYaB2I8deqUvCPGQY6k+vXry8Fp06Y5R8qWLVunTh3nbZoVVcbU3O0Q00cTV/SurY/UnnDza0crCrZJ1tcwQmQe77rHtcrwBV24de7cuRdeeMF1ZO/evbK1yAmzcOFCY0/5siXUqFEjISFh3759NWvWdL3yzp07mzoYu5NesGDB3LlzXa8g0q0yiYmJjz32mPwpY3DAgAEt5L/VGagyT9w6/kBUVFTFihVPnz7tdp/CTsnJybVr154zZ456gelQZUytb1+9E/hQLt9XYkO154Y3/PjZ5nztiGQo9QI3O3vMqFGj1GcETOTmfmV+W7Ju3VgZeSJTtTUwMHDt2rWuI+PHj+/du7c8ERMTc//99wvHXoCDgoKMS2WfcL1yx44do6Ojjxw5Iq8g64JxqCZFOlUmPDy8ffv2znG73V69evWDBw9mvMpIQ4YMGTNmTPpVRj4LWrZsqY6aEVXG1L78Uu8HXp6z9z+wssbLA14aVqPlLn2hIiT9vNpzubPKTJw4UX1GwCxu7u13+YArV+53rGI2eUKezeDefo8fP/7GG28og3379v3qq6+M06VLl5YFpX///rKLPP300zVq1Fi2bJnrlbdv397cYffu3ZMmTVq/fr3rpYZ0qkyvXr1mzJjhelHnzp3nzZuXqSqzYMGCTp06KUc+at26tfMKW7duLVeunNujR5kPVcbUVq7Uu4K3xe7nd+KBv9382tGrn5V/75i+OBGS8bzXd6azysj/91WfETCL1avHJSUVMnqMEXlWDqrXc6dr165r1qxRBj/66KPJkycbp0uVKpWYmNizZ8/GjRvb7fYTJ07IEbev+sTGxgYEBKijDulUGXnLERERrhfJUiKrSaaqTGRkpFFl3L4qc+PGjapVqy5fvly9wKSoMqZ24IBeHbwhLl87msLXjkgOxnVXv/J/c9VnBEzh5pGxN7dw7TFG5KDrkbHT8sgjj8imogyOGzdOthl54urVq8YbTCNGjBgzZoxxaeXKlS9cuOB6fYOcZnv27Fm9enXDhg1btGhx8uRJ50XpVBlZsjt27GgMRkdHy42pWbPmwYMHDx8+7PoR3YEDB4aFhaVVZWTRGT16dFpVplu3brLoqKPmRZUxtfh479lLXmKhQn9UrD6lfkCLt+YW+zdfOyI5n3z+9k+CQ51VZuXKleozAqZw+vTpgwdr6lVGDt5xT0I7d+589dVXnWftdrvRfmQjadCggbj5WvZK42O/v/7664svviivEBUVVa5cOeePOMnfFRgYKE80a9ZM1pH169c7q49It8rI3/jYY48tXbpUnp4zZ06VKlWaN29uXKFChQryB+XpK1euyOKyfft2t1VGnq5UqZKsQW6rzJo1ax5++OEMvt1mDlQZs8vTXcsYXzv6rEHQq+8s52tHJLdTvN0VZ4+R5FKkPh1gCtl5VWbYsGGffvqp86ysKWXKlDFOh4aGPv/8840aNTpx4oQxMmDAgDp16tSrV2/Dhg3OH3EKCgqSTUKeWLVqVdOmTVu2bOn8QeGoMsWKFXN+iuWnn35ylhLh+HpUkyZNatSoIbvLv/71r2eeeebcuXNy/JdffqlVq5YsN/Ii4w0v1ypTtGhReVOyu8j/yl9q3I7rZ2UkWbBefvlleaecI1b45C9Vxuzk/15oDSNXE3Nv8Q2PNRjRsF8DvnZEPJvKnQ+7Vpk///xTfTrALLLzWRlFWFiYOuRxR48eVb4khUyhypjdmDF628jxnLu/9KqbXzsaWrMVXzsieZanA39xrTLs6tfEsvMNJlexsbG7du1SR+FrqDJmt3at3jyyH+fXjoJemVDh3aP6okKI59OkT6SzxwwePJj/zTW37OxXBiZDlTG7y5eFn5/eRbKQ5PwFDj308OzarQJen1Kq9Xl9ISEkb9O5f5izyowfP159LgAwKaqMBVSsqPeSDMbxtaPHpzwd0PLN7/jaEfHmFPBPGRQyxFlllF2QATAxqowFNG2qd5R04vjaUa3PG3R7tcnygv9O0tcMQrwwf+1w2tljJONgewCsgCpjAUOH6n1Fyf++dtRsg75IEOL9+b9u21yrDJ/lBKyDKmMBy5fr3UU4vna0unrjTxqFPtHqd31hIMS38k7v/33mVzL20gHACqgyFnDmzH/ri59f9F/LL3rq7aCXJ1Tka0fEXAkaMMHZY0JDQ/k+C2AdVBlL+M1/SHCH7x8MuKovAISYIPe2i3V5RSbEeYhjAFZAlbGE975S/+knxEz5e9c9rlXGOLoNAIugyljCtJ/Vf/oJMVNe67XctcrwmV/AUqgylnDysvpPPyFmStf+E12rTExMjPocAGBeVBmrqPqx+q8/IeZI8XYxrj1m3LisHFMQgO+iylhF1wh1ASDEHKnVbatrlZk3b546+wGYGlXGKhbtUBcAQsyRf30027XK/Prrr+rsB2BqVBmriEsUd3VQ1wBCfD0F/FP6Bw93rTIXLlxQZz8AU6PKWMg7X6jLACG+nkqdDrv2mAkTJqjzHoDZUWUsZMYv6jJAiK/njV5LXavMsmXL1HkPwOyoMhZy+booGKCuBIT4bvK1Se0zcLRrlTlw4IA67wGYHVXGWl4aoy4GhPhulHeXQkNDExMT1UkPwOyoMtbyn5/UxYAQ380/ey1xrTIzZsxQZzwAC6DKWMvl66JIe3U9IMQXk69N6keDbnt3adu2beqMB2ABVBnLaT5JXRII8cU82uVP1x4zZMiQuLg4dboDsACqjOUs+11dEgjxxbTsM8e1yvDuEmBZVBnLSU4VZYLUVYEQ38o9AdcHhQxxrTLbt29X5zoAa6DKWFHP2erCQIhv5ZmgX1x7DO8uAVZGlbGifdHCz19dGwjxlcjZ++GAL1yrzMyZM9VZDsAyqDIW1Wi0ujwQ4isp3+mYa4+R9u/fr05xAJZBlbGoxRwom/hsWvT5zrXHjBkzJjU1VZ3iACyDKmNRqXZRsY+6QhDi/SnRPmZQ8GDXKrN69Wp1fgOwEqqMdY1doS4ShHh/Xum50rXHSBcvXlQnNwArocpY1+Xr4u6O6jpBiDenSNuEjweNcO0x06ZNU2c2AIuhylharznqUkGIN6d+4CbXHiPt27dPndYALIYqY2mnYzgkE/GZFPBP6TnwU9ceM2HCBLvdrk5rABZDlbG6LjPUBYMQ70ydwN9ce4y0efNmdUIDsB6qjNUdvygKBqhrBiHeFv0lmREjRiQkJKgTGoD1UGUg2n6jLhuEeFtqd1Nfklm1apU6lQFYElUG4sh5UbidunIQ4j3RX5IJDQ29evWqOpUBWBJVBjd1n6UuHoR4T+oFbnHtMdL333+vTmIAVkWVwU0Xr4n7OqvrByHekKIB8R8NHOXaY3hJBoArqgz+a8QydQkhxBvSuMcq1x4TwksyAG5HlcF/3UgUD/VQVxFC8jYl2l0eGBzq2mN4SQaAgiqD/5m+UV1ICMnbNO8zz7XHSCtWrFAnLgBro8rgf+x20WC4upYQklcp3+mY0mNGjhx548YNdeICsDaqDG7zxyn2mEe8Ivn9U7oOmKRUmU2bNqlTFoDlUWWg4hiTxBvSIOhnpcd89tlnKSkp6nwFYHlUGahi48WDfP6X5GlKtLs8YNBQpcrs2bNHnawAQJWBWwu2qUsLIZ7Mex99q/SYadOmqdMUAByoMnCv1Zfq6kKIZ1Ljw91KjwkNDT1//rw6RwHAgSoD9y5eE2WC1DWGkNzOve1i+w4cqVSZNWvWqBMUAG6hyiBNi3aoywwhuRo/f/F+X/Wtpc8++yw5OVmdnQBwC1UG6Xn/K3WxIST3UqvbNqXHSIcOHVLnJQC4oMogPTFxonwvdb0hJDdSot3l/sHDlR6zYMECdVICwO2oMriDzVHsNI/kevL7p7T/+Gulx4wbNy4+Pl6dkQBwO6oM7mz0cnXhISRn80rPFUqPCeGtJQAZQ5XBndnt4tVP1bWHkJzKY133qy0mJGTp0qXqRAQAd6gyyJAL10TZ7nZ9ESIkmynRPqbfIPXb15999lliYqI6CwHAHaoMMmpzlCjcjjZDcjIF/JM79J+s9JjQ0NBTp06p8w8A0kCVQSaEb1SXIkKykyZ9IpUeI23ZskWdeQCQNqoMMqfHLHU1IiRreTZoo9piQkLmzJmjzjkASBdVBpmTkipeGJmiL0uEZCpVuhwMDhms9JgJEybw7WsAmUWVQaZdvi4e7pOsL06EZDCl25/7eJC6N7yhQ4dGR0ersw0A7oQqg6w4dlGU6pqkL1GE3DH3tovt/sl4pcdIu3btUucZAGQAVQZZ9PsJcXd7XpshmUvRgPjO/cPUFhMS8sMPP6gzDAAyhiqDrFu7117An8/NkIymYNtk/35T1RYTEjJr1iy73a5OLwDIGKoMsiViY5JfG3Y2Q+6cfP72Vh/NUVtMSEhYWBh7wwOQHVQZZNek1TdoMyT9yBnyVu9FaotxHDDyypUr6pQCgMygyiAHjF1y1c9fXb0IMSJ7zJu9l6gtJiRk5MiR586dUycTAGQSVQY5I3TeRdoM0SNnxT97LVVbjOOr18ePH1enEQBkHlUGOebjGaf1lYxYObLHvNFrmdpiQkIGDx68f/9+dQIBQJZQZZCTPplxIp8/n5shN+PXxv6Gu9djZI/ZuXOnOnUAIKuoMshhI+ccyc83tC0fOQea9ZmnthhHj9m+fbs6aQAgG6gyyHmfLzhYqC37ArZu5KPfum+E2mIctm3bpk4XAMgeqgxyxdeL9xYNiNcXOWL63BVwo93HU9QK47B161Z1ogBAtlFlkFvm/7DnL+0v60sdMXGKt4vpOmCSWmEc7yvxegyAXEKVQS76eev+8p2O6wseMWXKdTrRZ+BotcWEhISGhu7Zs0edHACQQ6gyyF37Dx5+MnC3vuwRk6Xmh7s+CQ5VW0xIyLBhw6KiotRpAQA5hyqDXHfixImX+6znS9pmjV8b+4s91qoVxmHUqFEnT55UJwQA5CiqDDzhwoULnUMX3tU2Tl8IiU+naED8u31nqRXGYcKECefPn1enAgDkNKoMPCQuLm7sl9891PGUvhwSH03ZDtHdP5mgVhiHb775Rj7i6iQAgFxAlYHnpKSkzI9cXCfwN31RJD6X2t22DnT34RgpMjJSPtbqww8AuYMqA0/bsGFDy77z2OuM76Zw24Smfear/cVh8ODB8vFVH3IAyE1UGeSBqKioAcPCKnU6rC+TxMtTvtOxtN5UGjly5MGDB9UHGwByGVUGeePq1auTJ3/9Ss+VBfyT9fWSeGEK+Kc07rk6OGSwWmEcJk+eHBMToz7MAJD7qDLIM6mpqd9//32XAWFlO0TrCyfxqpTpcLZz/zC1v9yybNkyPhwDIK9QZZDH9u7dO3zEqJd7ruIIlN6ZAv7JL3RfOzB4iNpfHEaMGPHHH3+oDyoAeBBVBnkvNjZ2xowZ3T+Z8HDnQ/pSSvIwlTofCfzkc7W/3DJt2jTeVAKQ56gy8BabN28eOnRo0z4LirW7pq+pxMO5OyDund6Ranm5JTQ09JdffrHb7eqjCAAeR5WBFzl37tzkyZP7Bw9vELShgH+Kvr4SDyS/f2q9wC19B45U+8stX375pXyk1AcPAPIIVQbeRf6P/qZNm4YNGxY0YEK1Lnv1hZbkaqp2OdBtQJrvKA0dOnTDhg2pqanqwwYAeYcqA28UExPz7bffyrWzTb9pHOvAMynT4cy/+4ar5cXF9OnTL126pD5UAJDXqDLwXrt37x47dqxcRN/tO6tMh7P66ktyJKXan2/WZ15wsNpdnEaPHr1r1y714QEA70CVgVdLTExcu3ZtaOjNY/007zNXLrr6SkyynFIdLjTrMz+tvd5JQ4YMWbFiRXx8vPrAAIDXoMrAB8TExMydO1eurHLRlYWmbMfT+qpMMpXS7c817bMgnRIjzZ49m3eUAHg/qgx8xrFjx77++mtjlf133/BHOv+pr9Dkjnm4c9T7fW9+Dikd//nPf44ePao+AADglagy8DEHDx788ssvjRW3y4CwJz/cUbAtR3G6cwr4p8i/lfyL3V5aVJMmTdqzZ4/6RwcAL0aVgU/au3evXHSN1bffoJGv9lxeugMfo3Gfku0vNO6xqs/AMbeXFtXEiRP/+OMP9noHwOdQZeCr5KIrC81XX33lXIzbfjy1RtddBf05ltPNyL/DEx/ubNvvG5e64l5YWNju3bspMQB8FFUGPu/o0aMzZ850Lsz9Bw1r0ifykc5/5vdP1Rd400fe64c7R73Ve9HHg0a41BX3IiIiDh06pP5BAcCnUGVgEufOnVu8ePHQoUOd6/RHg0a/3mtZhU7H8rUxf6eR97FSp8Nv9V7cd9Aol67iXmhoqPxbcfABAOZAlYGpxMfH//rrr86P0Rj6DRrZpPeC6l13F2mboJcAn85dATdqfLj7nd6Rsre53uW0TJw4cdOmTdevX1f/cADgs6gyMKfjx49HRkYOGzbMdSEfFDLk333DGwRt+FvHE7779lO+NqkPdTz5fPef2n08JZ1d9LqSf4dFixadOHFC/TMBgO+jysDMkpKSdu3aNXPmzCFDhiire/9Bw1r3jWgQ9LOsNd7/de7CbRMe7hzVsPuPsooNCL6tn6VD3uuIiIidO3cmJCSofxoAMAuqDCwhLi5u69at06ZN0zuNNCh4cKf+X77Za3Gdbr+W7RBdwD/vm03RtjcqdjpSL3Dz270Xder/nwy++mKQ93HGjBk7duy4ceOG+ocAANOhysBa4uPjd+/evWDBghEj0vuCT+Ann7/Xd+YrPVfW7ra1QqejxdvF6G0jp1KwbXLpDuerdDlYL3DLqz1XvNt3Vq+B49QNyoBRo0bJ+7Vr1y7Z29S7DQDmRZWBRaWmph49enTt2rXffPON25dqdLJhdOg/+V8fzX6j17Lnu/9UP3DTEx/ufLzrHtl1ynU8LuuO21TodExeQaZal73y+s8GbWzU44e3ey9s3Tei/ceTe31y89DfWSa3fMqUKevWrTt58qR6DwHAGqgywM2P1ERFRa1Zs0bWGtevc3unESNGRERErF+/XlYxueXqnQEAi6HKALex2+1nz57dsWPH8uXLJ0+e7A3NZtSoUdOnT1+5cuXOnTvPnDmjbjEAWBtVBriDS5cu/fnnn5s3b162bFl4ePiECRPUrpFzZHOaNGnSrFmzVqxYsWXLloMHD8bGxqobBABwQZUBskI2jOjo6AMHDmzdunXdunWrVq1atGjRvHnzZNeZOnXqhDRMmzYt3GHu3Lny+j/88MPGjRt///33qKgoeWvXrl1Tfw0A4E6oMgAAwIdRZQAAgA+jygAAAB9GlQEAAD6MKgMAAHwYVQYAAPgwqgwAAPBhVBkAAODDqDIAAMCHUWUAAIAPo8oAAAAfRpUBAAA+jCoDAAB8GFUGAAD4MKoMAADwYVQZAADgw6gyAADAh1FlAACAD6PKAAAAH0aVAQAAPowqAwAAfBhVBgAA+DCqDAAA8GFUGQAA4MOoMgAAwIdRZQAAgA+jygAAAB9GlQEAAD6MKgMAAHwYVQYAAPgwqgwAAPBhVBkAAODDqDIAAMCH/T+GpjY3Ino3HAAAAABJRU5ErkJggg== Distribucion2.png png 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 false false false false false false false true false false Con fecha 12/06/2026 La CNMV ha resuelto: Verificar y registrar a solicitud de DEUTSCHE WEALTH MANAGEMENT SGIIC, S.A., como entidad Gestora, y de BNP PARIBAS S.A., SUCURSAL EN ESPAÑA, como entidad Depositaria, la actualización del folleto de DB BOLSA GLOBAL, FI (inscrito en el Registro Administrativo de Fondos de Inversión de carácter financiero con el número 4844), al objeto de modificar el régimen de preavisos para determinados reembolsos. Número de registro: 315696 false false false false false false false true a)Participaciones Significativas. El fondo no tiene participaciones significativas. h)Operaciones Vinculadas: La Gestora puede realizar por cuenta de la Institución operaciones vinculadas, previstas en el artículo 99 del RIIC. La gestora cuenta con un procedimiento de control recogido en su Reglamento Interno. 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 2026 se caracterizó por una marcada dicotomía en los mercados financieros, impulsada de manera crucial por la evolución del conflicto en Irán y sus consiguientes ramificaciones. Mientras que el primer trimestre estuvo dominado por una escalada de tensiones y un significativo aumento en los precios del petróleo, el segundo trimestre trajo consigo un alivio considerable tras la firma de un acuerdo interino entre Estados Unidos e Irán, lo que provocó un colapso en los precios del crudo y una disipación de los temores de estanflación. El primer trimestre de 2026 representó un período desafiante para los retornos de los activos, con el conflicto en Irán captando la mayor parte de la atención del mercado. Aunque los meses de enero y febrero mostraron una fortaleza inicial en los activos de riesgo, la situación geopolítica se deterioró a finales de febrero. La especulación sobre un posible ataque de EE. UU. a Irán comenzó en enero, exacerbada por publicaciones del expresidente Trump que sugerían una postura agresiva, lo que impulsó el precio del crudo Brent un 16,2% en ese mes. Los ataques reales comenzaron el 28 de febrero, provocando un aumento inmediato del petróleo, con el Brent subiendo un 7,26% el 2 de marzo, su mayor salto diario desde marzo de 2022. Al cierre del primer trimestre, el Brent había escalado un 94%, alcanzando los 118,35 $/bbl, lo que marcó su mayor salto trimestral desde el tercer trimestre de 1990, durante la Guerra del Golfo. Este aumento descontrolado de los precios del petróleo avivó los temores de estanflación y elevó las expectativas de inflación, lo que llevó a los mercados a descontar la posibilidad de alzas de tipos de interés por parte de los bancos centrales. Consecuentemente, los rendimientos de los bonos del Tesoro de EE. UU. a 10 años subieron 15 puntos básicos en el trimestre, hasta el 4,32%, mientras que los Bunds a 10 años aumentaron 15 puntos básicos, situándose en el 3,00%. A pesar de un fuerte inicio en enero y febrero, la escalada del conflicto y los temores de estanflación impactaron negativamente en las acciones globales. El S&P 500 cayó un 4,4% en términos de retorno total, registrando su mayor caída trimestral desde el tercer trimestre de 2022, y el STOXX 600 europeo también sufrió un descenso del 0,8%. Particularmente, los valores tecnológicos experimentaron una notable venta masiva, con el componente de software del S&P 500 cayendo un 23,7% en el primer trimestre, su mayor descenso desde el cuarto trimestre de 2008. En otros desarrollos clave del trimestre, la Corte Suprema de EE. UU. dictaminó que el uso de la Ley de Poderes Económicos de Emergencia Internacional para imponer aranceles era inconstitucional, lo que anuló aproximadamente la mitad de los aranceles impuestos por Trump el año anterior. Sin embargo, el expresidente anunció rápidamente un nuevo arancel del 10% bajo la Ley de Comercio de 1974. En Japón, el Primer Ministro Takaichi obtuvo una gran mayoría en las elecciones anticipadas de febrero, impulsando inicialmente el Nikkei. A pesar de la caída global en marzo, el Nikkei fue uno de los pocos índices importantes que logró terminar el primer trimestre con ganancias, tanto en moneda local como en dólares estadounidenses. En cuanto a los activos con mayores ganancias en el primer trimestre, el petróleo, con una subida del Brent del 94%, el oro, con un avance del 8,1%, y la plata, con una subida del 4,9%, destacaron, mientras que las mayores pérdidas se registraron en las criptomonedas, con Bitcoin retrocediendo un 22,2%, y la renta variable, con caídas del 4,4% en el S&P 500 y del 0,8% en el STOXX 600. El segundo trimestre de 2026 contrastó notablemente con el primero, inyectando una ola de alivio en los mercados globales, siendo la desescalada del conflicto entre Estados Unidos e Irán el factor determinante. Tras una serie de amenazas y negociaciones intermitentes a lo largo de abril y mayo, se logró un acuerdo interino entre ambos países a mediados de junio, lo que provocó un drástico colapso en los precios del petróleo. El crudo Brent cayó un 38,4% en el segundo trimestre, hasta los 72,92 $/bbl, marcando su mayor descenso trimestral desde la caída del primer trimestre de 2020. No obstante, a pesar de esta caída, el Brent aún mantenía una ganancia acumulada del 19,8% en el año. La disminución de los precios del petróleo significó que los temores de estanflación retrocedieran, lo que proporcionó un fuerte apoyo tanto a los bonos como a las acciones. Curiosamente, la resiliencia de los datos económicos, particularmente en EE. UU., con tres informes de empleo que superaron las expectativas en el segundo trimestre, impulsó a los bancos centrales a adoptar una postura más restrictiva. Al inicio del segundo trimestre, los futuros descontaban recortes de 7 puntos básicos para la reunión de diciembre de la Fed, pero al final del trimestre el mercado ya anticipaba 38 puntos básicos de alzas de tipos, y la mitad de los funcionarios del FOMC preferían una subida de tipos en 2026. De manera similar, el BCE llevó a cabo su primera subida de tipos desde 2023, con un aumento de 25 puntos básicos en junio, elevando el tipo de depósito al 2,25%. Incluso el Banco de Japón realizó una subida de 25 puntos básicos, llevando su tipo de política al 1%. El alivio de los temores de estanflación y los datos resilientes ayudaron a las acciones a mantener su impulso. El S&P 500 subió un 15,2% en el segundo trimestre, logrando su mejor desempeño trimestral desde el rebote post-pandémico del segundo trimestre de 2020. Las acciones de chips tuvieron un rendimiento excepcional, con el índice de semiconductores de Filadelfia subiendo un 88,0% en el segundo trimestre, su mejor trimestre desde principios de la década de 1990, lo que elevó su ganancia acumulada del año al 101,7%. El KOSPI de Corea del Sur también experimentó una subida significativa del 67,9% en el segundo trimestre, su mejor trimestre desde el cuarto trimestre de 1998. En el ámbito de los bonos soberanos, la disminución de los temores inflacionarios contribuyó a su recuperación. Los bonos soberanos de la Eurozona subieron un 1,9% y los Tesoros de EE. UU. un 0,4% en el segundo trimestre. En el mercado de divisas, el dólar estadounidense continuó su ascenso, con una subida del 1,2% en el segundo trimestre, marcando su cuarto trimestre consecutivo de ganancias. Por el contrario, el yen japonés cayó a su nivel más débil frente al dólar desde 1986. Entre los activos con mayores ganancias en el segundo trimestre, la renta variable, con avances del 15,2% en el S&P 500 y del 11,9% en el STOXX 600, especialmente las acciones de chips, sobresalieron. Sin embargo, el petróleo, con una caída del Brent del 38,4%, los metales preciosos, con descensos del 14,1% en el oro y del 22,0% en la plata, y el yen japonés se encontraron entre las mayores pérdidas. En resumen, el primer semestre de 2026 fue un viaje volátil que, a pesar de los temores iniciales de estanflación, concluyó con una nota positiva para muchos activos de riesgo. La renta variable, pese a un primer trimestre desafiante, experimentó una fuerte recuperación en el segundo trimestre, lo que se tradujo en ganancias significativas para el año. El índice de semiconductores de Filadelfia destacó con una impresionante ganancia del 101,7% acumulada en el año, y el KOSPI de Corea del Sur también subió un notable 102,4% en el mismo periodo. El S&P 500, por su parte, terminó el semestre con una ganancia del 15,2% acumulada en el año. En el mercado de materias primas, el petróleo Brent, a pesar de su marcada caída en el segundo trimestre, aún mantenía una ganancia del 19,8% acumulada en el año. Sin embargo, los metales preciosos como el oro, con una caída del 14,1%, y la plata, con un descenso del 22,0%, tuvieron un semestre complicado debido al resurgimiento de los tipos de interés y la disipación de los riesgos geopolíticos. En cuanto a las divisas, el dólar estadounidense continuó su racha ascendente, con un aumento del 2,9% acumulado en el año, mientras que el yen japonés se debilitó considerablemente. Finalmente, los bonos soberanos, después de un difícil primer trimestre, lograron recuperarse en el segundo trimestre, mostrando ganancias modestas para los Tesoros de EE. UU., con una subida del 0,4%, y los soberanos de la Eurozona, con un avance del 1,9%. En conclusión, la primera mitad de 2026 estuvo profundamente influenciada por la evolución del conflicto iraní, que pasó de ser una fuente de gran preocupación y volatilidad en el primer trimestre a un factor de alivio y recuperación de la confianza en el segundo trimestre. Esto, combinado con una sorprendente resiliencia en los datos económicos y la consecuente postura restrictiva de los bancos centrales, redefinió las dinámicas del mercado a lo largo del semestre. b) Decisiones generales de inversión adoptadas. Durante el primer semestre de 2026, la gestión del fondo se ha desarrollado en un entorno de elevada volatilidad, marcado por la evolución del conflicto en Oriente Medio, los movimientos en el precio del petróleo, la revisión de las expectativas de tipos de interés y el fuerte protagonismo de las compañías vinculadas a la inteligencia artificial. El fondo mantuvo una gestión activa de renta variable global, combinando una asignación regional equilibrada con ajustes selectivos por sectores y valores, de acuerdo con su proceso de inversión. En los primeros meses del año, la cartera mantuvo un posicionamiento diversificado, con preferencia por mercados emergentes y exposición relevante a telecomunicaciones y financieros. Se realizaron ajustes selectivos en valores concretos, incluyendo la reasignación hacia Broadcom, la reducción de Nestlé y el aumento de L¿Oréal, así como el recorte de Allianz y la incorporación de Anglo American. Posteriormente, en febrero, se redujo la exposición a grandes bancos estadounidenses y a determinados valores con mayor sensibilidad cíclica o de momentum, incorporando posiciones como Citigroup, Ping An, AIA, Siemens Energy, Deutsche Telekom y Novartis, con el objetivo de mejorar la diversificación y el perfil de calidad de la cartera. Durante marzo, ante el deterioro de los mercados por el cierre del estrecho de Ormuz y el repunte del precio del crudo, la cartera adoptó un sesgo más defensivo. Se redujo parcialmente la exposición a TSMC y Samsung tras el fuerte comportamiento acumulado de semiconductores, se rebajó la exposición a Asia excluyendo Japón y se incorporaron posiciones como TJX y NextEra Energy, reforzando la calidad y la estabilidad del conjunto de la cartera. Durante el segundo trimestre, tras la recuperación de la renta variable global, la gestión se centró en ajustes selectivos de la cartera. Se redujo parcialmente la exposición a Asia y a determinados valores de consumo, salud y telecomunicaciones, al tiempo que se reforzaron posiciones vinculadas a crecimiento estructural, industriales, transición energética y semiconductores. Entre los principales movimientos destacaron el aumento de exposición a Microsoft, Schneider Electric, Siemens Energy, Amazon, NextEra Energy, DuPont, Orange y el ETF del FTSE 100, así como la incorporación de Newmont, London Stock Exchange, Atlas Copco, CATL y AMD. Tras este reposicionamiento, en junio no se realizaron cambios significativos, manteniéndose una cartera equilibrada por regiones y sectores, con sobreponderación en Estados Unidos, industriales, financieros y telecomunicaciones, e infraponderación en consumo discrecional. En conjunto, las decisiones generales de inversión adoptadas durante el semestre respondieron a una gestión activa del riesgo y de la selección de valores, manteniendo la cartera invertida en renta variable global conforme a la política de inversión del fondo. Las principales actuaciones consistieron en ajustar la exposición regional, reforzar progresivamente industriales y semiconductores, mantener una presencia relevante en financieros y telecomunicaciones, reducir determinadas posiciones en consumo y salud que habían mostrado menor contribución relativa, y preservar una estructura diversificada orientada a compañías de calidad y con capacidad de generación de beneficios. c) Índice de referencia. 95% renta variable (42.75% MSCI Europe NTR, 33.25% S&P 500 NTR, 7.12% Topix 100 TR y 11.88% MSCI AC Asia ex Japan NTR) y 5% Barclays Overnight EUR d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio del fondo ha aumentado para las clase A, B e I en el periodo. El nu¿mero de parti¿cipes del fondo ha aumentado en las clase A y B y se ha mantenido estable en la clase I durante el periodo segu¿n puede verse en el apartado 2.1 del presente informe. Como consecuencia de esta gestio¿n el fondo ha obtenido una rentabilidad en el semestre del 11.72% para la clase A, un 12.11% para la clase B y un 12.36 para la clase I, frente a su i¿ndice de referencia que se movió un 13.90%. Durante el periodo considerado, la clase A del fondo incurrió en unos gastos indirectos del 0.03% para sumar un total de 0.8% de gastos sobre el patrimonio durante el período. La clase B incurrió en unos gastos indirectos de 0.03% para sumar un total de 0.45%. La clase I incurrió en unos gastos indirectos de 0.03% para sumar un total de 0.23%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. En el cuadro de Comparativa puede verse el comportamiento relativo del Fondo con respecto a la rentabilidad media de los fondos de la Gestora con su misma vocacio¿n inversora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. El fondo comenzó el semestre con una posición de inversión en renta variable del 97.43% y terminó con un 96.14%. Mantenemos una visión constructiva en la renta variable, el fondo ha ido incrementando hasta sus niveles de referencias medias a través de países desarrollados principalmente Europa, Estados Unidos y Asia. Las inversiones subyacentes a este producto financiero no tienen en cuenta los criterios de la UE para las actividades económicas medioambientalmente sostenibles. b) Operativa de préstamo de valores. No se han realizado operaciones de préstamo de valores durante el período. c) Operativa en derivados y adquisición temporal de activos. N/A d) Otra información sobre inversiones. A fecha del informe la IIC no tenía inversiones dudosas, morosas o en litigio. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del valor liquidativo del fondo ha estado alrededor del 13.27 5. EJERCICIO DERECHOS POLITICOS. En relación al ejercicio de los derechos políticos inherentes a los valores integrados en la cartera del fondo éste se ha acogido de forma general a la opción por defecto establecida en la convocatoria de la junta. En aquellos supuestos en los que no se siga esta regla se informará a los partícipes en los correspondientes informes periódicos. No obstante, dichos derechos se han ejercido en todo caso en los supuestos previstos en el artículo 115.1.i) del RIIC. 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. El gestor de la Sociedad recibe informes de entidades internacionales relevantes para la gestión de la Sociedad y relacionados con su política de inversión, en base a criterios que incluyen entre otros la calidad del análisis, su relevancia, la disponibilidad del analista, la agilidad para emitir informes pertinentes ante eventos potenciales o que han sucedido en los mercados y que pueden afectar a la Sociedad, la solidez de la argumentación y el acceso a los modelos de valoración usados por los analistas. El fondo no soporta gastos de análisis por las inversiones realizadas. Dichos gastos son soportados por la DB WM SGIIC. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No hay compartimentos de propósito especial 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. De cara a los próximos meses, el entorno de mercado continuará condicionado por la evolución del conflicto en Irán, el comportamiento de los precios de la energía y el impacto de estos factores sobre el crecimiento económico, la inflación y las decisiones de los bancos centrales. El escenario central contempla una moderación del crecimiento global y una inflación más persistente, en un contexto en el que los mercados financieros han mostrado resiliencia, aunque sujetos a episodios de volatilidad. En este contexto, se mantendrá una gestión prudente y flexible de la cartera, adaptando la exposición a las distintas clases de activo en función de la evolución de los datos macroeconómicos, de las expectativas de política monetaria y de las condiciones de mercado. La persistencia de presiones inflacionistas y la posibilidad de que los bancos centrales mantengan un sesgo restrictivo aconsejan conservar un enfoque selectivo y diversificado. En renta fija, las rentabilidades actuales siguen ofreciendo niveles atractivos, si bien los diferenciales de crédito se sitúan en niveles reducidos. Por ello, la actuación previsible del fondo se orientará hacia activos de mayor calidad crediticia, con preferencia por deuda pública y crédito investment grade, manteniendo cautela en aquellos segmentos con menor margen de protección frente a posibles ampliaciones de diferenciales o deterioro del ciclo económico. En renta variable, se prevé mantener una exposición equilibrada y coherente con la política de inversión del fondo, priorizando compañías con modelos de negocio sólidos, balances saneados y capacidad de generación de beneficios. La selección de valores tendrá en cuenta tanto la resiliencia mostrada por los mercados como los riesgos asociados a valoraciones exigentes, concentración sectorial y sensibilidad a los costes energéticos. La evolución de las materias primas, especialmente del petróleo y del gas, seguirá siendo un factor relevante para las perspectivas de inflación y crecimiento. Asimismo, activos como el oro podrán mantener un papel diversificador en cartera en un entorno de incertidumbre geopolítica, niveles elevados de deuda pública y posibles movimientos en las divisas. En materia de divisas, se mantendrá un seguimiento de la evolución del dólar estadounidense, el euro y las principales monedas asiáticas, procurando que la exposición cambiaria sea coherente con los objetivos de diversificación y control del riesgo del fondo. En conjunto, la actuación previsible del fondo consistirá en mantener una cartera diversificada, con una gestión activa del riesgo y una asignación de activos ajustada al escenario de mercado. Las decisiones de inversión se adoptarán en función de la evolución de las condiciones económicas y financieras, buscando preservar el equilibrio entre la participación en oportunidades de mercado y la protección frente a posibles episodios de volatilidad. Las cuentas anuales contarán con un anexo de sostenibilidad al informe anual. Las inversiones subyacentes a este producto financiero no tienen en cuenta los criterios de la UE para las actividades económicas medioambientalmente sostenibles No aplica. 0 0 0.00 0 0 0.00 328789007 7543 2.85 129988408 143 3.69 485048352 10413 5.70 342296056 3337 7.16 0 0 0.00 229948002 3235 11.78 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 0 0 0.00 0 0 0.00 0 0 0.00 482892997 6127 0.82 0 0 0.00 0 0 0.00 1998962822 30798 4.87