DB BOLSA GLOBAL, FI 1.0.0 2024-01-01 2024-06-30 DB BOLSA GLOBAL, FI 1.0.0 2023-07-01 2023-12-31 DB BOLSA GLOBAL, FI 1.0.0 2024-01-01 2024-06-30 DB BOLSA GLOBAL, FI 1.0.0 2023-01-01 2023-12-31 DB BOLSA GLOBAL, FI 1.0.0 2024-04-01 2024-06-30 DB BOLSA GLOBAL, FI 1.0.0 2024-01-01 2024-03-31 DB BOLSA GLOBAL, FI 1.0.0 2023-10-01 2023-12-31 DB BOLSA GLOBAL, FI 1.0.0 2023-07-01 2023-09-30 DB BOLSA GLOBAL, FI 1.0.0 2022-01-01 2022-12-31 DB BOLSA GLOBAL, FI 1.0.0 2021-01-01 2021-12-31 DB BOLSA GLOBAL, FI 1.0.0 2019-01-01 2019-12-31 DB BOLSA GLOBAL, FI 1.0.0 2021-01-01 2023-12-31 DB BOLSA GLOBAL, FI 1.0.0 2019-01-01 2023-12-31 DB BOLSA GLOBAL, FI 1.0.0 2024-06-30 DB BOLSA GLOBAL, FI 1.0.0 2023-12-31 DB BOLSA GLOBAL, FI 1.0.0 2022-12-31 DB BOLSA GLOBAL, FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure DB BOLSA GLOBAL, FI 4844 02 02 2024 EUR A+ (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 4/7 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 0.68 0.41 0.68 1.13 3.21 3.21 3.21 2.63 1 DB BOLSA GLOBAL CLASE A EUR 4906033.09 2683419.74 1516 754 0.00 0.00 false 1,000000 Part. 89525907 42977803 7998978 5169279 18.2481 16.0161 13.8490 16.5274 0.74 0.74 0.74 0.74 01 0.02 0.02 01 13.94 3.34 10.25 5.03 -0.33 15.65 12.62 2.96 9.38 5.57 -0.89 15.69 0.93 0.93 0.94 0.96 0.96 0.96 -0.97 -0.97 2024-04-16 2024-04-16 1.37 1.41 2024-04-26 2024-02-22 01 7.44 7.35 7.47 7.98 9.02 9.18 13.09 14.29 11.74 12.80 12.24 14.12 0.51 0.41 0.59 0.52 0.53 3.21 INDICE DB BOLSA GLOBAL 6.54 6.57 6.48 7.61 8.19 8.38 8.25 8.25 8.78 9.56 10.04 9.56 0.79 0.40 0.39 0.40 0.41 1.61 1.86 2.52 2.25 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 2 DB BOLSA GLOBAL CLASE B EUR 1747367.34 1762393.34 4 4 0.00 0.00 false 2.000.000,00 Euros 22432845 19789204 1930241 0 12.8381 11.2286 9.6416 0.0000 0.40 0.40 0.40 0.40 01 0.02 0.02 01 14.33 3.52 10.45 5.21 -0.15 16.46 12.62 2.96 9.38 5.57 -0.89 15.69 0.93 0.93 0.94 0.96 0.96 0.96 -0.97 -0.97 2024-04-16 2024-04-16 1.37 1.42 2024-04-26 2024-02-22 01 7.45 7.35 7.48 7.98 9.03 9.18 13.09 14.29 11.74 12.80 12.24 14.12 0.51 0.41 0.59 0.52 0.53 3.21 INDICE DB BOLSA GLOBAL 6.54 6.57 6.48 7.61 8.19 8.38 5.62 5.62 6.04 6.80 6.80 0.44 0.22 0.22 0.22 0.24 0.91 0.42 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 9510.00 0.00 1 0 0.00 0.00 false 1,000000 Part. 105791 0 0 0 11.1242 0.0000 0.0000 0.0000 0.14 0.14 0.14 0.14 01 0.02 0.02 01 3.64 2.96 0.93 -0.97 2024-04-16 1.37 2024-04-26 01 7.35 14.29 0.41 INDICE DB BOLSA GLOBAL 6.57 0.19 0.11 0.08 true GraficaVL.png png 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 Distribucion2.png png 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A3jJBnPjkhDFrC9OYh7NPnHOueZWJkWL/SQG48aNk8c7APhjyQG85DVz45IQxWwwTu7qvNDcx6TI4XdMAArFkgN4SStz45IQxWwwTt798xPmPiZFTlKdOnaVWbZsmTzkAcBgyQE8Q/+HtbS5cUmIYjYYJz/VbWLuY1Lk5JUuPfzll/kdE4AAWXIAz/jIXLckdDEbjJ0qDx/NLlPW3MekOPm4Rw9+xwQgQJYcwDP+Ya5bErqYJcbO43dPMzcxKWbWtmnD75gABMiSA3jGRea6JaGLWWLszL26q7mJSTHj/En2lClT5IEPAKez5ADe8LO5a0lIY5YYO0kX1jE3MSl+Rvftq6vM66+/npGRIQ9/AHCx5ADeMM3ctSSkMUuMzqUP7MizSplrmBQ/8++91/7BzE8//SQPfwBwseQA3vC4uWtJSGP2GJ1/3zrM3MEkKNnYooVdZb744gt5+AOAiyUH8IYrzF1LQhqzx+h83bSDuYNJUOI8SzZ/kg2gYJYcwAMO84gyJR+zx5T6hzpa+U/mDiZBSV7p0kP697fbzLFjx+QXAQCcYskBPGCRuWhJqGNWmeu6rzEXMAlipj32mF1lNm7cKL8IAOAUSw7gAYPNRUtCHbPKjLypn7l9SRCz6I477Cozf/58+UUAAKdYcgAP6G4uWhLqmFVmfcOrzO1LgpgNLVtydxkAZ2TJATygibloSagjekz5RzJPli9vbl8SxOytUcOuMq+//npWVpb8OgAAH0sOEO7SlSpjLloS6ogq07XTJ+bqJcFNbunSg1991W4zu3fvll8KAOBjyQHC3Tpzy5ISiKgyM9o9Yq5eEvS8+8QTdpVJSEiQXwoA4GPJAcLd++aWJSUQUWV+vaihuXdJ0PNJ1652lVmwYIH8UkBEmzdv3pEjR+RUqRMnTqSkpNinhwwZUv+U8uXLb9269fTznmb79u1i8v333//1r391T3JycqpUqWKfTk5O7tat2xVXXNG0adO+ffvaT6Dx888/X3/99c75Bw8ePGbMGOdSu3btqlChgj5/kyZNWrZsuWTJEj1MSkrS163pKddee60eTp8+3ZnUrl27TZs2zttEEVhygHD3mrllSQnE3WOqP7Q/p0wZc++SoOfrDh3sKjNx4kT5pYDI9d1335UtW/a///2vmOfl5Q0YMGDkyJFivm/fvg4dOrgnGzZs6OqzZcsW/eLcuXNnz57tPoMqsMpkZmZefvnl+lL28JVXXunevbsKoMroBmO/Sl/5Sy65RLcuXWV0X3EuImRnZ19zzTUff/yxfAUKw5IDhLu/m1uWlEDcVabXnRPMpUtCkR+uusquMoMGDdLf9OVXA8Jbbm7uZ1+tHTljuY4+oV+U5/AnLS1N95LWrVubVeaGG26oVq2aWWV69+799ddfuyc9e/ZMTk7euXNnnz599JHz4IMPul9rK6DKzJgx44knnnDmukI1a9Zs+/btgVcZTR+0b775ZsFVRh/bPXr0kFMUkiUHCHdtzS1LSiDuKvNZq47m0iWhyM5LLrGrjKY3k/xqQBg7fvz4K2MXXfDkUfurRp/QL+qhPJ/h8ccfj4+Pv+WWW8wqo40bN05Umd9///3uu+92T7T169d389m8efP48eNXrFghzqAKrDL9+vWbOXOm+1VPP/30nDlzClVl5s6d+9RTT+kqU6FChZanPPTQQ84Z1q1bV7du3UOHDjkTFI0lBwh31cwtS0og7iqz94Ia5tIlociRqlWdKmP/pgBeMeq9JeUey3J/4egX9VCe73SffPLJCy+8oE8EXmWeeeaZpUuXuiduqampuhvJqU8BVaZv376zZs1yv0qXEl1NClVl5s2bZ1cZvz+VSU9Pb9KkyaJFi+QrUHiWHCCspZorlpRMnG/Hl//tJ3PjkhAlt3TpQa+9ZleZlStXyi8IhKuTJ092j/3W3WPs6KF+lTy3i24wrVq1ateuXeXKlXUt+OWXX8QZzCrTqFGjzMxM98RNHzlbt25dsmRJ+/btu3fvnpiY6LyqgCozY8aMnj172sPk5GT99lu0aLF9+/YdO3a476I7YMCACRMm5FdldNEZMWJEflXm2Wef1UVHTlEklhwgrG03VywpmTjfiwf+5XVz45LQZUyfPnaV+fTTT+UXBMJVSkpKiz7bzSqjh87fHxXM+alMXl6eu/2IKrNhw4Y77rjDeVHQ76t37976xH333afryIoVK958803ntQVUGf0eL7/88s8//1yf/vjjjxs3btytWzf7DPXr19cX1KePHj2qi8v69ev9Vhl9+tJLL9U1yG+VWbp0acOGDQP5dRsCYckBwtoKc8WSkonzvXjl5TeY65aELu8/8ohdZd5//335BYFwVeSfyjicKqP/rVmzpjMXVWbIkCGjR492XhT69Omjm4Q+sXjx4q5du/bo0cP9WIu6kVSqVMm5F0t8fLz7j7H1Bbt06dK8eXPdXf72t79dd911+/bt0/M1a9a0bt1alxv9qnfffVe5CpCuL+ecc45+U7q76H/1O7Xfjvu+MpouWLfffrv+oJwJ9/wtJksOENY+NlcsKZnY34hL/yMvrWIlc92S0GVOt252lRkzZoz8gkAYK9p9ZfyaMGGCHJW43377TVcWOUV4sOQAYW2MuWJJycT+XvyXrl+bu5aENJ/ffbddZQYNGhTgX/MiHBT5L5iE1NTUTZs2ySngYskBwtq/zRVLSib2t+N3rv9/5q4lIc3SW26xq4zm9+FfEbaK9rgyQGFZcoCw9pS5YknJxK4ymy5tbu5aEtKsvv56p8rs3LlTfk0AiHqWHCCs8VC/Zy26x1R8+ERWTIy5a0lI8/3VVztVpuAn2QEQnSw5QFi7x1yxpGSiq8wD93xoLloS6my78kqnyth/BAsAbpYcIKzdbK5YUjLRVeajNn8zFy0JdXY0aOBUmVWrVsmvCQBRz5IDhLWrzRVLSia6yvxWq765aEmok1ynjlNlvvrqK/k1ASDqWXKAsHaFuWJJyaT235NzS5c2Fy0JdfbUrOlUGfvRVxExMjMzu3Xr1qJFi6ZNm65du1b5/uipT58+rVq1atCgQX6P7zxv3jz7b9kCObNj+/btYnLw4MFy5co19alVq1anTp0yMjKSkpLKly9vD7Vrr71Wn3P58uXnnXee84SmY8aMGTlyZI8ePfQZateuXa1aNX3CeW6myZMnW5blfiw+24svvuh+cL977rnHfgw9ZVzE7xVzP3yfeZHvvvtOX0N9/kaNGjVs2NB+Uirz4Yz9fnQFv9bv0075vYbK9/DK+ga94oor9Pz555+3h2560rt3b7/vSN+sbdq0ycvLs99OnTp13M8g6/ciDsv9AsJeY3PFkpLJc7e/ZW5ZUgLZ66oys2fPll8T8LKZM2f26tVLn9Al9ZZbbtEnVq5caT/N9U8//XThhRfai81N7+yyZcvaDwRcwJk3bNjQ1cd+FtK5c+eaB4/ex02aNLFP61J13XXXzZgxw+/zDOgqU7Vq1Ycffth+0a4y9ulJkya9/PLL/3dWpW677bZ27dqNHTvWPVS+a67fhX1ab3TdgbKysuwXxUX8XjFRZcRF9Bt3WsuSJUuaNWum8qky5kfn8Pva/KqMeQ31CV1idCNRvkdA7t+///333+9c0DZq1KjVq1f7fUfKV++mTJmiTzzwwAPjx493vyq/i9gsOUBYa2SuWFIy+Z/mfzW3LCmBuKuM3nzyawJhLDc3d+1nny0fOVJHnzAfV0Z3kY0bNyrfvmzfvr3yPTP2nDlz7Nc2aNAgPT3dff60tLQOHTq0bt3arjIFnLlnz576//Q7d+7s06dPdnb2gw8+6LzK4d7H2gsvvKCXtN+VqauM7jHXXHONbgyqwCpz+PBh3VF0mbj55pudoU03rXr16u3du1efXrRo0d///nd7bl7E7xVzVxnzIu4qs3Tp0ltvvVWVVJVRp67h+++//8QTTzhD/fHqRvXrr786E03ffCqfd6T9/vvv+lM0f/583dLE0ZLfRWyWHCCsXWquWFIyOVj1AnPLkhLI3ho1nCpjP+UNPOH48eOLXnnl6AX/+4WjT+gX/T7ar64Cuojo/6y7h3PnzrX3sdvjjz8eHx/vPD2Twzzz+vXru/ls3rxZ//9+xYoV7tfa3PtYb1zdkHSvSjr9KZMeeugh5asyjz766DfffKNXrN7QBVSZ6dOnP/bYY1lZWbp27N+/35nbdK+yj+FevXrpHmYPzYv4vWLuKmNeRFcZ+/mk9AXLli2bkJCg8qky5kdX8GvPWGWca9ivXz/xn42nnnpK9xLnRd3A7rrrLpXPO7KNGDGiXLly+lZzJrYCLqJ836PhIfXMFUtKJr/NrZ9XupS5aEmo464yem3IrwmEqyWjRmWVK+e+KfWLeijPp9S2bdv69+/ftWtX+8Xs7GxdDtq2bav3pftsevfr//0r1zNNFnBmR2pqqi5AcurjvsNH9erVe/TooWuK3//921VGn9AbVG/rAqqMXtX2vXa6dOkydepUZ25btWqV/TzejRs3dlqdeRG/V8xdZcyLuH8qo9/LxRdfrM/vt8qYH53D72vzqzLmNezbt++sWbNcFz2tsSnfM3E+++yzKp93ZHvmmWf0h/nll1+KeQEXUb7v0fCQeuaKJSWW3asvzjm3rLlrSUizz1VlJk6cKL8mEJZOnjz5bffu5q2ph+5nxv7888937dqlfL+MqFGjRm5urq4muqnocuDcj8Sh561atWrXrl3lypX1/8t/+eWXAs7siPU9suKSJUvat2/fvXv3xMRE51XuHy3od33TTTclJCT4XZlOlUlJSbnsssvi4uL8Vpljx45VqlSpnc+VV1555513Om/Bpt9LvXr1Vq9e3bFjR3vi9yJ+r5hTZfxexF1lNN3tfvzxx6BUmR07drRp08Z5ccCAARMmTPB7DWfMmNGzZ0/nnPo2bdGihfvnZ/r0Aw88oPJ5R8r3UTRv3nz9+vWNGjU6ceKE+1X5XcRmyQHCGnf7PcvZ82PNkxdWML9Bk9CFKuNFeuVvb9HCvDX1UL/KOduwYcNeeuklfWLLli0NGjTQJ9577z33OlS+jehuP8r1UxnzzIJ+X71799Yn7rvvvszMzBUrVrz55pvOa8UdPp5//vlZs2b5XZlOlVG+66xbl98q88EHH+h3ZJ/WhUNXLv2v/aKjV69eupBNnz7dftHvRfxeMafK+L2Iu8ocOHCgatWqhw4dCkqV0e+3fv369qNTHj16VJdIXTX8XkN9M11++eWfffaZ8t1qAwcOtIuLQw/tO/f4fUe6mOrqoz/V+rS+1f71r3/ZF7Fvfb8XcVhygLDWwlyupIRzMOmC440rmd+jSYhClfGiAH8qk5aW1qlTp+Y+K1euVL57w+ii0PAU/V9z3Vpq1qz5f2/aVWXMM7vPpnz3TdErUJ9YvHhx165de/To4f4babGPx4wZ8/TTTyedfp8MTfchd5XR11+/L79VpnPnzu7fp9x7770ffvih86Jt2bJlZcqUcX4d5vcifq+YU2X8XsS5r4xuA3Xq1Bk9erTy3VfGHtri4+P9fnTOm8rvtWvWrGndunXjxo31zWTf18fvNbTfQpcuXZo1a6Zf++STT+rq45zH9vDDD+/fv9/vOxo+fLhzV2h9Qf1RbNy40bn1/V7EebOWcwpe0NbcrKTkcyK16qHrzje/TZNQJPGii6gyXhT4fWXOaMKECXIEb/r5558HDx4sp8VmyQHC2k3mWiVnJZkZ5+69r6a5d0nQ89+GDZ0qw0rzkMD/gqlgqampmzZtklN4ViiefsSSA4S1282dSs5WsrNjkvtcbK5eEtxsbdqUKuNRZ3xcGSAoLDlAWLvfXKjkLCYvr3TiqEvN7UuCmO9bt6bKACiAJQcIa73MbUrOepLmNFSleMiZUGX1ddc5VcZ8oA4AsOQAYW2AuUdJOGTPmga55cuYa5gUP0v/8henyogH4AIA5fsuDA8ZYy5REiY58HO9zAvKm5uYFDML77rLqTLOE+4AgMOSA4S1meYGJeGToym1jl9a0VzGpDj5pGtXp8p8/vnn8msCQNSz5ABhbam5PklY5fjRC460qWLuY1LkTH/0UafKfPXVV/JrAh43a9astm3bNm7ceNmyZfrFzMzMbt26tWjRomnTpmvXrpXn9pk3b96RI0ecF0+cOOF+tLT8bN++XUzcTyRUq1atTp06ZWRkJCUllS9f3h5q1157rfI92u95552XnJxsX9B+DqYePXroM9SuXbtatWr6hPNERZMnT7Ysy/1YfLYXX3zReWA97Z577lm8eLF9WlzE7xVzPweTeZHvvvtOX0N9/kaNGjVs2HDpUr0s/D+dpPnROfx+mMr3oMn6Rrniiiv0RZ5//nl9ZdyX8vs2z/jMTc7Hpc709gNhyQHC2nZzd5Jwy8n0ivs71jBXMila3nruOafKhOIRKXAW6S3YvHnzkydP/vjjj7q+6MnMmTN79eqlfE/PdMstt8gL+HZ22bJlnWf2ycvLGzBggLsi2DZs2NDVZ8uWLcr31NmzZ88W53E/ZK2uUNddd92MGTP8PkC+3vFVq1Z9+OGH7RcLeDpJ7bbbbmvXrt3YsWPdQ+W75vpd2Kf1ttYdyHnqKHERv1dMVBlxEfcTFyxZsqRZs2YqnypjfnQOvx+mvgK6ZOj6qHxPYtC/f//777/ffSm/bzO/KmN+XGd8+4Gw5ABhLV2pUubuJOGW7OxyyU9dZG5lUtjklinz+muvOVVm3bp18msCYeyPx5VZ+9ny5SN19AnzcWUmTJjQp08f+7ReY/rflStXbty4Ufl2Yfv27d1nVr4nOujQoUPr1q2dKnPDDTdUq1bNrDI9e/ZMTk7euXOnfvvZ2dkPPvigOIMyHn3/hRde0OvW72LWO14v+GuuuUY3BlVglTl8+LDuKLpM2E825KZbV7169fbu3atPL1q0yHmQfvMifq+Yu8qYF3FXmaVLl956662qSFXG/DDff//9J554wjmP/ih0T/r111+did+3ecYqo059XGd8+4Gw5ADhrrq5OEkYJje3dOLQS8zdTAqVw1WrOj1Gs/+HDU/449F+F71y9OgF9leEPqFfFI/2q/8Lrnftn//85+bNmy9cuNCZ63LQoEGD1atXu877h8cffzw+Pt55DibbuHHjzCqzfv36bj6bN28eP378ihUrxBnU6Y1B707dkHSLEs/189BDD6lTTyf5zTfftGvXTu/aAqrM9OnTH3vssaysLF079u/f78xtulfZz2HUq1cv53mUzIv4vWLuKmNexHkOJn3BsmXLJiQkqHyqjPnROfx+mP369Zs5c6b7bE899dT8+fOdF/2+zTNWGefjOuPbD4QlBwh3V5lbk4RtEj9oaK5nEnh2XnKJu8rs2rVLfkEgXC1ZMiorq5z7y0G/qIfu8/Tt2/e2227TW3P37t3Vq1d3fmyzbds23XK6du3qPrPe/fr/8cr1dJI2v1XGkZqaqguQnPq477qh33uPHj30NfH7Mwbn6ST1ntZ7t4Aqc9ddd3366af6RJcuXcyHQVq1atUdd9yhTzRu3NhpdeZF/F4xd5UxL+L+qYx+LxdffLE+v98qY350Dr8fpr6NxIMguHuYyudt5ldlzI/rjG8/EJYcINzdZ+5LEs5JiW+YG1PaXNIkkPzQqpW7yphPtIvw9MczY3/b3fxy0EP3M2MPGzbszTfftE83aNDgwIEDn3/+uV1Y9ZKrUaOG+3dSusG0atWqXbt2lStX1v/7/+WXX+x5wVVGHzZbt25dsmRJ+/btu3fvnpiY6LzK/UMC/Y5uuummhIQEv4vZ2fEpKSmXXXZZXFyc3ypz7NixSpUqtfO58sor77zzTuct2PR7qVev3urVqzt27GhP/F7E7xVzqozfi7irjNa2bdsff/yxyFXG/WHOmDGjZ8+eznn07dKiRQt3lfT7Nnfs2NGmTRvnxQEDBkyYMMHvx3XGtx8ISw4Q7l41vzuQMM/+LfWzqpz2FMEkwCxr397pMYMGDdLf5uQXBMKS3oXbt7cwvxb00P3XRnqT/eUvf9E3q15ddevWVb5y89JLL+kTW7Zs0eVG+Xabu/2owvxURr+v3r176xP33XdfZmbmihUrnOakjLukPP/887NmzfK7mJ0dr3zXUHcsv1Xmgw8+0O/IPq0Lh65c+l/7RUevXr10IZs+fbr9ot+L+L1iTpXxexF3ldGNsGrVqocOHSpylVGuD1N/8i+//PLPPvtM+W6LgQMHPvDAA+5L+X2b+trWr19fXwF9Wv8PRFfP9evX+/24zvj2A2HJAcLdB+Z3BxL+OZJYJ73eueaqJgVnXufOTpV5++235VcDwlWAP5XRXnnlFf3f93bt2q1cuVL57tjbqVOn5j72RLeWmjVrui8SeJXp06ePXrT6xOLFi7t27dqjRw/330iLzTpmzJinn35a3PND033IveP19W/YsKHfKtO5c2f3b0buvffeDz/80HnRtmzZsjJlyuh3bb/o9yJ+r5hTZfxexLmvTIsWLerUqTN69Gjlu6+MPbTFx8f7/eicN5Xfh6kv1aVLl2bNmulr9eSTT4ofjub3NtesWdO6devGjRvrm9K+h5Dfj8t+CwW8/UBYcoBw97353YF4ImmHqx29ioecKVwm9ezpVJn3339ffjUgjAVyX5kA8TSiKJglBwh3afw9tneTcaLSgb9WNxc28ZucMmXiBgxwqox9P0d4RSB/wRSI1NTUTZs2ySngYskBPOASc0cSryQ7q3zKY3XMtU3M7KlZ0+kxmt+/p0U4O+PjygBBYckBPKCruSCJh5KbWybxtfrm5iYiG1q2dFcZ/msOwC9LDuABQ83tSLyWUonTeMiZM+R/7rjDXWX27NkjvxQAwPctFZ6z2NiLxJNJXtwwrywPOZNvpv/jH06PiYuLsx/YHgAESw7gAQe452/EZN/GS7MrxZhbnKhSpYa9/LJTZSZNmiS/DgDAx5IDeMOl5lIkHs3hXRdl1K4gF3nU59AFFzg9RluwYIH8IgAAH0sO4A2PmBuReDepBy9MbVbZXOfRnB+uuspdZeyn6gUAkyUH8IZp5joknk768T8d7FDN3OhRm7ldurirDE8kCSA/lhzAG341dyHxerIyK+z5ey1zqUdjSpUa1a+fu8qIR7sHAIclB/CM2uYuJF5Pbk6ZpJfryb0efTlQrZq7x4wdO1Ye/gBwiiUH8IwHzEVIIiB5eaUSJzQwt3tUZd0117irDE9ZAKAAlhzAM2aaW5BETJI+b5hXppS546Mks7t1c1eZzZs3y8MfAE6x5ACesU+p0uYKJBGTvesuzalY1lzzkZ9SpUa8+KK7yqSmpsrDHwBOseQAXnKNuf9IJOXgjroZNaLuIWdSatVy95hx48bJAx8AXCw5gJe8Zi4/EmE5tq9GWpNK5r6P4HzdoYO7yixcuFAe+ADgYskBvGStuflI5OVEapVD159vrvxIzbhnnnFXmW3btskDHwBcLDmAl+QpVc/cfCTyknny3L3dappbP/Kyv3p1d4/RTpw4IQ98AHCx5AAe089ceyQik5MTk/x8XXP3R1hW3HSTu8dMnjxZHvIAcDpLDuAx35o7j0Rq8vJKJ751qbn+IymTnnrKXWVWrlwpD3kAOJ0lB/CYPKUuNnceieAkftJQlY7Mh5w5fP757h6jHThwQB7yAHA6Sw7gPS+Y245EdvZ80yC3QhmzCng9q6+7zt1jxo8fLw92ADBYcgDv2WKuOhLxObi9Xma18mYb8HQm9OrlrjLLli2TBzsAGCw5gCe1Nlcdifgc3VPreMPzzELg0SRefLG7x2h79uyRRzoAGCw5gCeNN/cciYYcP3r+kXZVzVrgxSzo1MndY95++215mAOAP5YcwJMOKVXe3HMkGnIyveK+e2uYzcBbOVm+/JD+/d1V5quvvpKHOQD4Y8kBvOoBc8mRKEl2drnkXheZ/cBDWde6tbvHaPv27ZPHOAD4Y8kBvOobc8OR6MkfDzkz3MMPOTO5Z093j5k6dao8wAEgH5YcwMOuNjcciaokfdTQbAnhn5Tatd09RtuwYYM8ugEgH5YcwMOmm7uNRFtSVjTMLVfarAvhnM86dnT3mGHDhmVlZcmjGwDyYckBPCxDqermbiPRlv3b6mdVLWc2hvBMaqVKca++6q4yCxculIc2AOTPkgN4W6y52EgU5khi7RP1zjV7QxhmyW23uXuMlpKSIo9rAMifJQfwtkNKnWcuNhKFSTtc7cjVVczqEFbJOOecof/+t7vH8FTYAArLkgN4Xl9zq5HoTMaJSvvvqG4WiPDJihtvdPcYbf369fKIBoACWXIAz0vi4fKIk6ys8imP1zE7RDgkKyZmxIsvunvMqFGjcnJy5BENAAWy5ACR4ElzpZGoTW5u6aTY+maTOOtJaNvW3WO0NWvWyGMZAM7EkgNEgt1KVTBXGonmJE4Pr4ecySlT5q3nnnP3mOHDh2dmZspjGQDOxJIDRIjnzGVGojzJXzXMiwmXh5z5tl07d4/Rli1bJo9iAAiAJQeIEPv4UyZiZt/GS7Irx5jFooSTUaHCG//6l7vHDBky5MSJE/IoBoAAWHKAyPGquckIOfz7RRkXnWPWi5LMV7fe6u4x2qJFi+TxCwCBseQAkeOoUheam4yQ1IPVjzWrbDaMksnRKlUGn/7wvnFxcUePHpXHLwAExpIDRJR3zTVGiE768coH/3KB2TNKIPO6dHH3GO3LL7+URy4ABMySA0SUXKVammuMEJ2szAp7HqptVo2QJqVWrdiBA909Zvjw4enp6fLIBYCAWXKASLPC3GGE2MnNKZPUv75ZOEKXGY884u4x2urVq+UxCwCFYckBIlB3c4cRciqlEic1MDtHKLKpeXPRY956663s7Gx5wAJAYVhygAiUrNSfjAVGyP8l6YtGeWVKmeUjiDlx7rkjTv8DbG3Tpk3yaAWAQrLkAJFpgrm9CHFn7/eXZlcsa1aQYGVe586ix/Ak2ACCwpIDRKY8pf5sbi9C3Dm04+KTNcqbLaT4+W+DBqLHaL/99ps8TgGg8Cw5QMTaqlQ5c3sR4s6x/TXSmpxndpHiJCsmZkyfPqLHzJs3Tx6hAFAklhwgksWZq4sQkfS0KoduON9sJEXOkttuEz1mxIgRPE0BgGCx5ACRLEepdubqIkQk8+Q5e3vUMktJEZJcp87rr70mqgz39gUQRJYcIML9olRFc3URIpKTE5PUr65ZTQqVzPLlx/buLXrMrFmz5FEJAMVgyQEiH3/NRAJKXl6pxLeL9ZAz5nMUDBky5MiRI/KQBIBisOQAUeFuc28R4jdJ8xup0kV5yJmNLVuKHqOtWbNGHowAUDyWHCAqHFKqrrm0CPGbPd82yKlQxiwrBeTgBRcM7d9f9Jh33303Ly9PHowAUDyWHCBafKNUjLm0CPGbg7/UPVkt0IecySlbdlLPnqLHDB069NChQ/IwBIBis+QAUWSUubEIyS9H99Q83iigh5z5n7/+VfSYWP5qCUDIWHKAKJKnVGdzYxGSX44fO//wtVXN7uLO1iuvlC0mNnb+/Pny6AOAILHkANElLTf3SnNjEZJfTmZU3Ne5htlg7CTXqTP4lVdEj3nnnXcyMzPloQcAQWLJAaLOztzc882NRUh+ycmOSf5/F5s95ljlyqP69RM9Ji4ubs+ePfKgA4DgseQA0Sg+L6+subEIyS95eaUTR1zq7jFZMTGTjbv6at9995083AAgqCw5QJSaZK4rQgpO0scN/7fKlCo1u3t32WJiY+fMmSMPNAAINksOEK1ycl4ydxUhBWfPyga55Uova99ethjfo8hkZ2fL4wwAgs2SA0SxzMy/mbuKkIKz5Uv5xNfa6NGjU1NT5REGACFgyQGiWnZ6+k3mriIkv2zffllc3MDp06e7e8yQIUNSUlLkwQUAoWHJAaJd2vHjTc2NRYiZXbvqDx78ql1fZsyY4VSZbdu2ycMKAELGkgNAHUlNbWTuLULcSUmpPWzYv536or333nuDBg1asWKFPKAAIJQsOQD+cPDYsXrm9iLEzv79F44Y8aK7x9gWL14sDyUACDFLDgCf3Nw9x47VNncYIfv21fDbYz766KPc3Fx5JAFAiFlyAJySlfX7kSO0GXJa9u6tOWLEv2SLiY2dPn06f3oN4Kyw5ABwOXky6cCBuuY+I9GZlJRab7zhp8dMnjz55MmT8ugBgBJhyQFwuoyMvXv2NDC3Gom27N598fDhL8kWExs7fvz4EydOyOMGAEqKJQeA4fjxfbt3NzZ3G4mebN9+2ZAh8imvtQkTJtBjAJxdlhwA/qSlHf755zbmhiPRkA0bWg0a9JpsMbGxEydOpMcAOOssOQDyoZfW+vV3mnuORHZWrbpeVhifyZMnp6eny6MEAEqcJQdA/k6ePLlq1T9yc0ubC49EXnJyynz6aSdZYXymTZuWkZEhjw8AOBssOQAKlJWV9dVXL6Wnn2NuPhJJOXHi3OnT/yErjM9HH32kDwN5ZADAWWLJAXAmubm5ixdP3Lu3hrn/SGRk//4Lx4zpIyuMz4IFC3gcPABhxZIDIDArVizauvVKcwsSr+fHHy8fOvS0J1dyLF26VB4HAHC2WXIABOyHH35YuvRW7joTMcnNLfPll7fL/uITFxenb255BABAGLDkACiMHTt2fPBBr6NH/2TuReKtHDtWeerUx2WF8RkxYsSuXbvkbQ8A4cGSA6CQDh8+/N57o376qYm5HYlX8ssvl/l9ZqVY34P5HjlyRN7qABA2LDkACi8rK2vOnDlffHFndnaMuSZJOCcrq9zChXfJ/nLKf/7zn8zMTHl7A0A4seQAKKrVq1ePH987MfEic1+S8Exycp133nlW9hefQYMGffvtt/I2BoDwY8kBUAy7d+8eM2bUV1/dmpNT1lycJHySk1MmPv5mv09HoI0ePToxMVHeugAQliw5AIonIyPj448/Hj/+maSkOuYGJeGQxMSLx4/vJfvLKR9++CHPrATAQyw5AIJh7dq1Q4bEffHFXRkZFcxVSs5WMjPLL1p05+uvD5T9xWfIkCHr1q2TtyUAhDdLDoAgOXjw4NSpU99884VNm5qbO5WUfLZtu3L06Odlfznl3Xff1TeZvBUBIOxZcgAET15e3urVq+Pi4mbMeHTfvgvN5UpKJnv31tA3gSwvp+gbaPny5TwdAQCPsuQACLb9+/dPmTLl9ddf++yzjmlplcxFS0KX9PRzFy68S3/yZX85ZerUqfoGkrcZAHiHJQdACOTl5a1du3b48OFDhvRfvvzmrKxy5tIlwY3+JK9ceePw4S/L8nLK0KFDExIS9E0jby0A8BRLDoCQOX78+Lx58/QSHTmyX0JCW/5gO0TJySmTkNDmzTdflOXFZfbs2ceOHZO3EAB4kCUHQIj99ttvEyZM0Nt01ChdaNpQaIIYXWLWr79qzJjnZHNxmThxor4J5K0CAJ5lyQEQenl5eevXrx85cmTsH4Wmb0JCW57xoJjJyor59tt2+pMpm4vLG2+8sW7dOn6jBCDCWHIAlJSsrKz4+PghQ4b4tuy/vv66Q1raeeaSJgXnxIlzV6y4Mb8ng7TpT/LXX3+dkZEhbwMA8D5LDoCSlZaWtmjRori4uNg//ip4wIIFnfbtq2EubGJmz55a+tM1ePCrsrm46E+s/vQeP35cft4BIFJYcgCcDampqU6h0aZNe3zjxhb81slvcnLKbt3adNq0x04vLZL+ZH722WdHjhyRn2sAiCyWHABnj11oBg8ebC/j4cNfXrToDn5I4yQlpfYXX9z5xhsvnV5apCFDhnz55Zf6kyk/vwAQiSw5AM629PT0lStX2ncKtk2c+PSqVdcfPVrF3O7RkGPH/vTNN3/WnwRXXfFvxIgRy5Yt48kgAUQVSw6A8JCTk7Nhwwb7z7Yd77332Nq1bY4dq2zu+8jL0aO6wVw7derj7s9AfiZNmqQ/XdnZ2fLzCACRzpIDIMzs3r17/vz5zm+dbJMnPxkff3NKSm2zAXg8pZKSLlq+/OYpU/7p/njzExcXN2fOHP0pkp81AIgalhwAYSkjIyMhIUH8kEYbPbrvggX3btrUwtM/qtFXfvPm5vPmdR4xoqCH6HWbPHny2rVr09PT5WcKAKKMJQdAeNu7d+/SpUvfeustudtjY99559mFC+/etKn5wYMXmHUh3HLo0PkbNrRcsKDT22/3kR9J/kaPHr148WL9SZCfFwCIVpYcAB7x+++/f/HFF3q1y23vM3z4Sx988Pf4+Jt/+qnJoUNh0Wx0d/nxxyuWLLl15syHCniWR790ddMNJjExUX4WACDqWXIAeE1KSsry5csnT54s97/LkCGvTJ785Pz5965adf3WrU2TkuqcOFHRbBvBSlraefpdbNt2xYoVN86Zc9+kSU8NHvyKvE4BmDJlSnx8fFJSkvyYAQCnWHIAeNaxY8c2bNgwb968/H5UIwwd2n/cuGdmzHh07twuixbdER9/84YNLXV+/bXhb7/V1zlypIqZvXtr2K/V2bixxbp11+gLfvHFXfPnd9ZvauzY3nFxA+R7Kgx95efOnbtp0yb+phoAAkGVQWQ6ePDgunXrdK155513ZFkIP2PHjl2wYIHuYYcPH5YfCQCgQFQZRL6MjIxff/11+fLlH3/8sS4NskecDfpq/Oc//1mzZs2OHTt4lkcAKA6qDKJOVlZWSkrKxo0bly5dOmfOnClTpowYMUJ2jeAZOXKkfhezZ89etmzZ1q1b9+zZwwPZAUAQUWWAP2RmZh44cOC3337bvHlzQkLC8uXLF/h88MEHM3zG+DNx4kT7tdr8+fMXLlyoL7h27Vrdk/SbOnToUE5OjnxPAICgosoAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAPo8oAAAAP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false false false false false false false false false false No aplica true false false false false false false true a)Participaciones Significativas.- partícipe que mantiene una participación significativa de 7,18%.- partícipe que mantiene una participación significativa de 7,07%.- partícipe que mantiene una participación significativa de 12,16%. 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. Los mercados financieros tuvieron un desempeño bastante desigual en el segundo trimestre, ya que el mercado se centró en varios riesgos sobre las perspectivas. En el lado positivo, las acciones continuaron avanzando, y el S&P 500 alcanzó un nuevo máximo histórico gracias a nuevas ganancias de los Magníficos 7. Sin embargo, las ganancias de capital se mantuvieron estrechas, y el S&P 500 equiponderado en realidad perdió terreno en el segundo trimestre. Es más, los bonos soberanos tuvieron dificultades a medida que los inversores cotizaron menos recortes de tipos durante el resto del año, incluso cuando el BCE realizó su primer recorte de tipos tras la pandemia. El riesgo geopolítico también se centró, particularmente en Oriente Medio en abril. Posteriormente, en junio, los activos franceses sufrieron después de que el presidente Macron anunciara una elección legislativa anticipada. Hacia el final del trimestre, también hubo signos crecientes de debilidad en los datos económicos mundiales. Los mercados tuvieron un inicio bastante débil en el segundo trimestre. En abril, había una creciente preocupación por la inflación, particularmente después de que el informe de IPC de Estados Unidos mostrara un incremento de +0,4% en marzo., lo que hizo temer que la inflación pudiera ser persistente. Además, las tensiones geopolíticas también se intensificaron en Oriente Medio, e Irán lanzó un ataque con drones y misiles contra Israel el 13 de abril, lo que supuso el primer ataque directo contra Israel desde Irán. Los precios del petróleo Brent alcanzaron su máximo en el año por encima de los 92 dólares/bbl intradía. Pero a medida que las tensiones se calmaron y no se produjo una nueva escalada, los precios del petróleo volvieron a caer. En mayo, los mercados tuvieron un desempeño más sólido, y el S&P 500 y el STOXX 600 subieron a nuevos récords. Esto fue respaldado por los comentarios del presidente de la Fed, Powell, quien dijo que "creo que es poco probable que la próxima medida de tipos sea un aumento". De modo que eso alivió las preocupaciones de que la política monetaria podría endurecerse aún más. La inflación en Estados Unidos también mostró signos de relajación, con una desaceleración del IPC básico a +0,3% en los datos de abril que se publicaron en mayo. Adicionalmente, la situación geopolítica se calmó y los precios del crudo Brent volvieron a caer en mayo, después de ganancias en los primeros cuatro meses del año. En junio, el foco principal fue las rebajas de tipos de interés. El BCE realizó su primer recorte de tasas desde la pandemia, reduciendo su tasa de depósito en 25 puntos básicos a 3,75%. El Banco de Canadá también realizó su primer recorte de tipos de este ciclo, lo que significa que 4 de los bancos centrales con una moneda del G10 ahora han recortado tipos este año. Mientras tanto en EE.UU., la Fed no recortó los tipos en el segundo trimestre, pero la publicación del IPC de mayo que se publicó en junio mostró el IPC subyacente mensual más bajo desde agosto de 2021. Eso ayudó a consolidar expectativas de que todavía había recortes de tipos en el horizonte por parte de la Reserva Federal, y en la reunión del FOMC de junio, el punto medio todavía apuntaba a un recorte de tipos al final del año. Pero a pesar del creciente movimiento hacia los recortes de tipos, los bonos soberanos todavía tuvieron dificultades durante el segundo trimestre en su conjunto, en parte porque los inversores estaban fijando precios en un ciclo más gradual de recortes de tipos. Por ejemplo, al final del primer trimestre, la reunión de diciembre de la Fed fijó el precio de 67 puntos básicos de recortes. Pero eso se redujo a 44 puntos básicos al final del segundo trimestre. De modo que los bonos soberanos tuvieron dificultades para ganar impulso, y el rendimiento del Tesoro a 10 años aumentó +20 puntos básicos en el trimestre a 4,40%. Los acontecimientos políticos también volvieron a estar en el centro de atención a partir de junio, ya que las elecciones al Parlamento Europeo tuvieron lugar a principios de mes. El presidente francés Macron anunció que habría una elección legislativa anticipada, con la primera vuelta que se llevaría a cabo el 30 de junio. Eso llevó a una notable venta de activos franceses, y el diferencial franco-alemán de 10 años se amplió en +29 puntos básicos en la semana posterior al anuncio de las elecciones. Esa fue la mayor ampliación semanal del diferencial desde la crisis de la deuda soberana en 2011. Además, el CAC 40 tuvo su peor desempeño semanal desde marzo de 2022. Durante el segundo trimestre en su conjunto, el CAC 40 (-6,6%) tuvo su peor desempeño trimestral en dos años, y el diferencial franco-alemán de 10 años se amplió en +29 puntos básicos hasta los 80 puntos básicos. Se trata de la mayor ampliación trimestral del diferencial franco-alemán de 10 años desde el cuarto trimestre de 2011, cuando la crisis soberana del euro todavía estaba en curso. Otro tema del destacable fue la divergencia actual entre las acciones de "megacap" y el resto. Por ejemplo, las " Magnificas 7" subieron un +16,9% en el segundo trimestre, lo que ayudó al S&P 500 a registrar una tercera ganancia trimestral consecutiva de +4,3%. Sin embargo, el S&P 500 de igual ponderación cayó un -2,6% y el Russell 2000 de pequeña capitalización cayó un -3,3%. Por su parte, en Europa, el STOXX 600 subió un 1,6%, y en Japón, el Nikkei también bajó un -1,9%, después de una ganancia muy fuerte del +21,6% en el primer trimestre. b) Decisiones generales de inversión adoptadas. Durante el primer semestre del año se ha mantenido la dinámica de entrada y salida de subyacentes de la cartera en línea con el proceso de inversión de Deutsche Bank. De la misma forma la exposición total a renta variable se ha ido ajustando durante el año, se incrementó a principios de año, a mediados del segundo semestre se tomaron beneficios para posteriormente terminar la mitad del año con el mayor nivel de exposición a renta variable. Geográficamente, la cartera ha favorecido la inversión en mercados desarrollados donde se ha mantenido sobre ponderado (EE.UU y Europa) durante todo el periodo. 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 la clase A y para la clase B en el periodo segu¿n puede verse en el apartado 2.1 del presente informe. El nu¿mero de parti¿cipes del fondo ha aumentado en la clase A y se ha mantenido estable en la clase B 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 13.94%, frente a su i¿ndice de referencia que se movió un 12.62% (clase A) y una rentabilidad del 14.33%, frente a su i¿ndice de referencia que se movió un 12.62% (clase B). Durante el periodo considerado, la clase A del fondo incurrió en unos gastos indirectos del 0.02% para sumar un total de 0.79% de gastos sobre el patrimonio durante el período. La clase B incurrió en unos gastos indirectos de 0.02% para sumar una total de 0.44% 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 90.9% y terminó con un 95.72%. 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 7.44. 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. Las bolsas internacionales han cerrado un buen primer semestre, gracias a las fuertes subidas de los grandes valores de EEUU, sus sólidos beneficios y al impulso de la temática IA. Muchas compañías además han elevado sus previsiones para el año, a la vista de la aceleración en el crecimiento económico mundial. En el caso de Asia, sus empresas se han visto apoyadas por la fuerte demanda de chips, y el futuro parece asegurado dada la fuerte demanda de semiconductores y el uso de la IA. En cuanto a Europa, la volatilidad ligada a las elecciones francesas ha empañado un poco un semestre, que pese a todo cierra en positivo. En esta situación empezamos una temporada estival en la que el menor volumen coincide la más que posible incertidumbre a corto plazo ligada a las elecciones francesas del día 7 de julio (segunda vuelta). En base a estos riesgos, se pretende ir rebajando el peso de la renta variable europea, hasta situarlo en niveles más neutrales, dejando este dinero en liquidez a la espera de que se resuelva la incertidumbre política. Se mantiene sin embargo un sobrepeso en renta variable de EEUU, donde la temporada de resultados del segundo trimestre que se estrena en pocos días debería seguir mostrando la solidez de sus beneficios. En renta fija, las dudas sobre cuándo bajará la Fed siguen pesando sobre los Treasuries a más largo plazo, mientras que en la Eurozona se da por descontado que el BCE seguirá bajando (probablemente en septiembre y en diciembre), pero esto no ha sido suficiente para evitar repuntes en las rentabilidades y ampliación de las primas de riesgo periféricas, y también corporativas (tanto en bonos como IG como en HY). Creemos por lo tanto que se abren oportunidades en bonos corporativos de calidad (IG), y por lo tanto se mantiene su sobrepeso. En materias primas, los riesgos en Oriente Medio pesan cada vez menos sobre los precios. Aunque en la reunión de la OPEP+ de junio se decidía ir eliminando de forma paulatina los actuales recortes de producción para así ajustarse a las expectativas de una demanda creciente, lo cierto es que los países no-OPEP siguen produciendo, lo que evita fuertes repuntes en los precios. 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 250484484 6365 2.25 111347675 119 3.72 0 0 0.00 469011844 7839 6.32 0 0 0.00 86272157 1069 14.02 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 312249708 3994 1.59 0 0 0.00 0 0 0.00 1229365868 19386 4.60