xbrli:pure iso4217:EUR EDM CARTERA, FI 1.0.0 2025-01-01 2025-06-30 EDM CARTERA, FI 1.0.0 2024-07-01 2024-12-31 EDM CARTERA, FI 1.0.0 2025-01-01 2025-06-30 EDM CARTERA, FI 1.0.0 2024-01-01 2024-12-31 EDM CARTERA, FI 1.0.0 2025-04-01 2025-06-30 EDM CARTERA, FI 1.0.0 2025-01-01 2025-03-31 EDM CARTERA, FI 1.0.0 2024-10-01 2024-12-31 EDM CARTERA, FI 1.0.0 2024-07-01 2024-09-30 EDM CARTERA, FI 1.0.0 2023-01-01 2023-12-31 EDM CARTERA, FI 1.0.0 2022-01-01 2022-12-31 EDM CARTERA, FI 1.0.0 2020-01-01 2020-12-31 EDM CARTERA, FI 1.0.0 2022-01-01 2024-12-31 EDM CARTERA, FI 1.0.0 2020-01-01 2024-12-31 EDM CARTERA, FI 1.0.0 2025-06-30 EDM CARTERA, FI 1.0.0 2024-12-31 EDM CARTERA, FI 1.0.0 2023-12-31 EDM CARTERA, FI 1.0.0 2022-12-31 EDM CARTERA, FI 4043 02 02 2025 EUR nd false EDM Gestión, S.A. SGIIC AV Diagonal 399 Barcelona EM edm@edm.es www.edm.es 05 AV Diagonal 399 Barcelona tel.934160143 EM edm@edm.es 2008-07-11 06 15 3 (En una escala del 1 al 7) El fondo invertirá, en activos de renta variable y renta fija sin predeterminación de porcentajes de exposición para cada activo pudiendo ser la totalidad en cualquiera de ellos. En renta fija, además de valores, se incluyen depósitos a la vista o con vencimiento inferior a un año en entidades de crédito de la UE o de Estado OCDE sujeto a supervisión prudencial e instrumentos del mercado monetario no cotizados que sean líquidos. Las inversiones podrán materializarse a través de IIC entre 0% y 100% incluidas las del grupo. La metodología aplicada para calcular la exposición total al riesgo de mercado es la metodología del compromiso Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 0.16 0.00 0.16 0.00 1.33 3.54 1.33 3.54 1 EDM CARTERA CLASE L, FI EUR 44222016.81 56501007.78 294 318 0.00 0.00 false 101056842 127614011 126897161 130646461 2.2852 2.2586 2.1016 1.7884 0.47 0.47 0.00 0.00 0.47 0.47 01 0.03 0.03 01 1.18 4.09 -2.79 0.85 1.18 7.47 17.51 -16.28 3.87 -2.88 -2.88 -2.40 2025-04-04 2025-04-04 2022-06-13 1.62 1.62 2.73 2025-05-12 2025-05-12 2022-11-10 01 9.92 11.74 7.65 5.92 7.58 6.02 7.57 13.45 17.30 13.96 13.96 17.28 12.82 12.82 13.18 13.75 19.57 34.39 0.08 0.10 0.02 0.53 0.69 0.58 0.89 0.53 0.54 6.36 6.36 6.36 8.89 8.89 8.89 8.89 8.89 4.92 0.62 0.31 0.30 0.33 0.32 1.30 1.30 1.33 1.57 true 161_20250630_VL png 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iVBORw0KGgoAAAANSUhEUgAAAfQAAAEOCAYAAAB/3+X1AAAfFklEQVR42u3dC3gU1d3H8ZSLJMUALVAxSAgkEBFC4oMKWgUtCliVVhAFL1VRKggil16MFcNFnlQqCtYHAVsNCFJQFMUqBYHIJRoJBATCxQJaQoCIEULJPfxfznk76+6yM7ubXZLs7PfzPOfJbnZ2Zs6cmfnNmZndjRAAABDyIlgEAAAQ6AAAgEDHhbJ+/XqJiIiQtLQ0FgYQ5tvGoEGDpF+/frJjxw6JiopiJSDQURc+++wzue666/RG2KpVKxkyZIgUFBR4fV+fPn3O22EtXLhQ4uPjpUmTJjJw4EC9U1Olvu50VR18Wokt6uH8mtljf8ZX0/moz+Hm63IOpM41WTYXanl62jacp+W+TOqyXfPz8x3Tdy7+aty4sezcuVN+8YtfyODBg9mxEuiobXl5eRIZGak3wm+//VYWLFigN+af//znNRqf2qjV+48dOyalpaX1e8X0Y8cV7FAJp0APdJ5DMdD9OfCra8uXL9fzcscdd7BDBIEeyu699169MWdmZlruhG699Va54YYb9P8OHDigT601a9ZMHwwkJyfL6tWrPR7hOz+uqKiQ1NRUueyyy+Tiiy/W4/j666/1a5WVlTJx4kT56U9/KjExMTJp0iSprq72aX7UeP/whz/IJZdcIm3btpU//vGPenzOwy9btkyuueYaiY2NlX/+858e59WsXs7jeemll/Q0br75ZiksLPS5h66GVe9R0587d67P07V6n7OtW7fq5REdHS3NmzeXAQMGyKFDh3xePupA7qqrrtLL/oUXXpCXX35ZWrduraf70UcfeR2P2fSt1glf1imr8LNaNlbzahayVuug1fK1OkDwVG9v24k/bRKMeVbLyVi3rfjSRu7bWbDmEQQ6fNCmTRu9IRYVFVkG+tKlS3UPXunVq5csWbJE7zRzcnL062oD9rZDmzp1qn48Z84cyc7O1o/VqX5l2rRp+rnaac2aNUs/njlzpk/zM336dP2/V199VV5//XX9WO00nIcfN26c/Otf/9KP1SUBT/PqS71Gjx6t5189Hj58uM+BroY15vHxxx93ec1qulbvc9a5c2f9/71798qqVav0YzVeX5fPE088oS+9GM/VtIw2iouL8zoeq+mbrRM1XacMVsvGal7NAthqHbSqn7+B7utwvrRJMOb5xhtv1K+pg4WmTZvK7bffLsePHz9vOF/ayNN2Fox5BIEOP06Ru/fY3Hcu33//vcv7Pv/8c5kwYYJ069ZNv96wYUOvO6qEhATTg4cOHTro11SvS+1M1OPExETTHabz/HTq1En/78SJE3L69Gn9uGPHji7Dq9fKy8v14wYNGpgGhbd6qflTIaQeq56frzttNaxRdzUO92mbTdfb+wyqJ6r+r3pNr732mpw5c8bv5VNVVeVST7VOOC8vq/FYTd9snajpOmWwWjZW82oWwFbroFX9LlSg+9ImwZjnW265RR/Yb9u2TebPn6/fc88993gc1lsbedrOgjGPINDhA3UKTG1QRk/JbOeidiwGdaRtnDLNysryeUelTtO5j8tw0UUXOQ4sjJ3Wj3/8Y9MdpvM4jPE6l0aNGvm1g/W1Xmq6xvypG/983WmrYY33O++kvU3X6n3O/vGPf+hTocbr6vTm22+/HdDyMWs/T+Oxmr7ZOGu6Thmslo3VvJoFsNU6aFU/s/GdPXs2oED3pU2CMc/OVKCqYX/yk5+c91pNt/tgzyMIdJi477779IakTpMp6tqWt52puv6t/nfq1CldfN2wjR6688GDQZ1CNI7i1Q116nGXLl289oCU9u3bO+anpj0mX+ul5k/1QsxOCZs9bteunaMHc/ToUZfXrKZr9T53JSUl8t577znui1A7x0CWj/tzq/FYTd/bNPxdpwxWy8bbvHqaF2/roFn9nKkeqxFexpmcCxnowZhnZ8XFxXo41XN2V9PtPtjzCAIdJnbt2qV7M+ojNGqDM653We1MjZ3lmjVrJD093ecNe/LkyfrxK6+8Ihs2bNCPe/bsqV97+umnz7vOph77EujO71U396nHxkeCrOanRYsWLqd+fanX+PHjZd68eY5rmr4G+siRIx11f/LJJz2Gj6fpWr3PmboXwRiH+uiQeqxOiwayfNyfW43HavruyznQdcpgtWys5tVsfbJaB63q50xdN1avffLJJzJ27FjTelgtk5q2SU3nWX3CRe0D1DXsv//973o4daOcu5pu98GYRxDo8NHmzZuld+/e+jSYOv2ldnzqRiKznem7776rj+DVdTf3m5GsNmx1bU3d7XrppZfqo/3+/fvLwYMHHa+pnbJxJ+yUKVMs73J3VlZWpudDvVfd1HPbbbc5PkdvNT+LFi3Sw6tTiL7WS71H3TxkfMzP10BXvci+fftKy5YtdQA5v2Y1Xav3OVOfJf7Vr36lg0It25tuuknvIANZPu7PrcZjNX335RzoOmWwWjZW82q2Plmtg1b1c7ZixQpdj8svv1w2btxoWg+rZeJPmwRjntVBvVqf1TBq2DFjxujxugtkuw90HkGgAwAAAh0AABDoAAAQ6AAAgEAHAAAEOgAAINABACDQAQAAgQ4AAOwY6EeOHKEFAAAI9UA/dOgQLQAAAIEOAAAIdAAACHQCHQAAAp1ABwCAQAcAAAQ6AAAEOoEO/E9lpcixY4GX6mqWJQACHagzX38tMmRI4KWoiGUJgEAHCHQABDqBDhDoAAh0Ah0EeuCBfvLctlB0LtSNcvbsWZYtgNoL9Ly8PGndurXjeVZWlqSkpEhkZKR07dpV1q5dS6CDQPehzHzmGZk8ebKjFBcXs2wB1E6gp6amSo8ePSQi4odRdO7cWT744AMpKyuTpUuXSkxMDIEOAp1AB1CfAz0jI0MqKipcAt3Z8ePHJT4+3uNrubm5kpmZKWlpafr9FEqoluQWLS5IoEdHR7N8KRSKS7mgp9z1CDxMpLq6Wh544AH58MMP6aGDHjo9dAD1uYduFuglJSUyYsQIWbFihdf3Eugg0Al0APUw0NVNcNdff73s3r3bp/cS6CDQCXQA9TDQY2Nj/TrnT6CDQCfQAdSTQA8EgQ4CnUAHQKADBDoAEOgAgQ6AQCfQAQIdAIFOoINAJ9ABEOgAgQ4ABDpAoAMg0Al0gEAHQKAT6CDQCXQABDpAoAMAgQ4Q6AAIdAIdINABEOgEOgh0Ah0AgQ4Q6ABAoAMEOgACnUAHCHQABDqBDgKdQAdAoAMEOgAQ6ACBDoBAJ9ABAh0AgU6gg0An0AEQ6ACBDgAEOkCgAyDQazKyiAiX0qhRIwIdBDqBDiCUe+jp6ekyb948Ah0EOoEOIFQD/aOPPpKhQ4eavp6bmyuZmZmSlpZ2Xq+eQgmlktyixQUJ9OjoaJYvhUJxKbUe6KWlpdKlSxfJz8/3Oiw9dNBDp4cOoJ720F977TV55JFHfBqWQAeBTqADqKeB3rdvX1m5ciWBDgKdQAcQyoHevHlzKSgoINBBoBPoAEI50P1BoINAJ9ABEOgAgQ4ABDpAoAMg0Al0gEAHQKAT6CDQCXQABDpAoONC27RJZNGiwIoaB0CgAwQ66tDLLwfetrNnsxxBoAMEOgh0gEAHCHQQ6CDQCXSAQCfQAw/0o6mpsmbNGkfZuXMnyxUEOkCgI9QC/ctHH3Vp1+XLl7NcQaADBDoIdIBABwh0EOgg0Al0gEAn0Al0EOgEOgh0uwR6WprIhAmBlS1bCHSAQAcI9Dr1yCOB1zczk0AHCHSAQCfQCXSAQAcIdAKdQAeBTqADBHrggb722Wdlzpw5jrJ3714CHSDQAQI91AL9vXHjXOq6fft2Aj0M5eeLbNsWWPnqK5YjgQ4Q6CER6CdPioweHXhR4UGg1y8ZGYFvOtOmsRwJdIBAD4lALyoKyuLVzUSgE+gEuh+ysrIkJSVFIiMjpWvXrrJ27VoCHQQ6gU6gE+gEeqgFeufOneWDDz6QsrIyWbp0qcTExBDoINAJdAKdQL8ggZ6aekb279/vKPk1urZCoHt1/PhxiY+PJ9BBoBPodR7o06cvklmzZjnKt99+S6A7O3tWpLIysFJVVeuB/vDDB1yW78KFCwn0YKuurpYHHnhAPvzwQ4+v5+bmSmZmpryani4pLVoEVKIbNZKIiAgKpU5K8rl18EIEenR0tOk027W7RwYOLAyo9O+fV6P6Fg4cGPRAV5fpzKYXFRUTlEB/6qlXXabZpk0br3Vd1LNn0AN98ODBltOMiblD2re/P6DSrNkVfrfrg3FxAddVrRv+TDMl5aWgB7rKHTvvb2o90EtKSmTEiBGyYsUK7wMvWxb4lqo+uwCEUQ9dfS9LoJNUHe1w6qG7B/qxY8fqZQ9dfdV9oHV9//0atGsdrFTh1EM/evT/4y7QUquBrm6Cu/7662X37t2+vYFAB4FOoBPoBLrNA13FVDDW41oN9NjYWP9OERDoINAJdALdNoFeVVXlKOrSK4EewoHutyAEetHatXL06FFHKS8vJ2RAoHspw4adkRkzZjjKK6+8QqDbJNDnzi2QHTt2OEphYWGtBPqZYcNc6qrWKwKdQPerLJo40aVBv+K7AEGg+xTo/ux8CfTQCfQxY1a7THPz5s0EujP19YOPPRZ4OXyYQCfQQaAT6AQ6gV5ngV4HX25AoBPoINAJdAKdQCfQCXSEF/U9IWr7CqT48l0jBDqBTqAT6AS6B+UrV4qcC2SjnHjoIb/Le+npLr+t/M0335hOr6JCRL1slIMHqyQ39zu/S0HBcf1NeEbxdjendm4454kX79ol3+Xm+lW+3b/fZbqnT5+2nKS6xONc3+3bi/yu66FDhS7TLC0t9V7XHTtE5s8PrLz9tl/r0uLFLqtSjYoah9+OHHEZSdW5sKrJevzG7Nku6/GZM2dMJ7lli+t8jxlTJg89dMKvMmLEEZfpvfHGG77VNy3NZeJFw4f7XdePpk71+ffQT51yrev48dV+11WVF154y2WaJ06c8HulOv3YY37Xddvv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 0 EURO/US DOLLAR FUTURO|EURO/US DOLLAR|125000| 18436449 01 18436449 INVESCO FUNDS-INVESC FONDO|INVESCO FUNDS-INVESC 3337800 02 3337800 21774249 false false false false false false false false false true 30/05/2025: Otros hechos relevantes Se comunica la modificación del lugar de publicación del valor liquidativo del fondo. El nuevo lugar de publicación del valor liquidativo es la web de la Gestora: www.edm.es false false false false false false false true No existen accionistas significativos en la IIC para el primer semestre del año. Operaciones Vinculadas: H) Durante el primer semestre del año , se han realizado las siguientes operaciones vinculadas: 15/04/2025 Venta fondo EDM RENTA CLASE L, FI Importe: 2.270.320,83 euros 16/04/2025 Venta fondo EDM LATAM CLASE I USD Importe: 915.502,87 euros 17/04/2025 Venta fondo EDM CREDIT PORTFOLIO CLASE L EUR Importe: 2.005.832,69 euros 17/04/2025 Venta fondo EDM HYSD CLASE L EUR Importe:1.001.741,35 euros 16/06/2025 Venta fondo EDM AHORRO CLASE L, FI Importe: 4.000.000 euros 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a. Visión de la gestora/sociedad sobre la situación de los mercados. El primer semestre de 2025 ha estado marcado por una elevada volatilidad y una sucesión de eventos macroeconómicos y geopolíticos que han puesto a prueba la resiliencia de los mercados. El catalizador fue el llamado "Liberation Day", cuando la nueva administración estadounidense anunció un giro en su política comercial con la imposición de aranceles generalizados. Este movimiento provocó una corrección abrupta en los principales índices bursátiles y un repunte significativo en los tipos de interés, generando incertidumbre global y revisiones a la baja en las previsiones de crecimiento, como la del Banco Mundial, que ajustó el PIB esperado de EE. UU. en 2025 en -0,9%. A pesar del impacto inicial, los mercados protagonizaron una de las recuperaciones más rápidas de la historia reciente, impulsados por una sólida temporada de resultados empresariales y por la moderación y flexibilidad del discurso comercial de Donald Trump. Esta rápida reversión del sentimiento inversor ha puesto de manifiesto la fortaleza estructural de determinados segmentos del mercado, como el sector tecnológico, aislado de las presiones de los aranceles y las compañías con exposición a Inteligencia Artificial, aunque persisten dudas sobre la visibilidad CAPEX de las compañías en un entorno de mayor incertidumbre regulatoria y comercial. En cuanto al comportamiento de los mercados bursátiles, Europa ha tenido un comportamiento claramente superior al de Estados Unidos durante este primer semestre. Mientras que los mercados estadounidenses se vieron lastrados por la incertidumbre derivada de la nueva política comercial y la caída del dólar, los índices europeos se beneficiaron de una mayor estabilidad macroeconómica, una menor exposición a las tensiones arancelarias y el impulso generado por los planes de inversión en infraestructura y defensa anunciados por Alemania. Esta combinación de factores, junto al descuento en valoración, han favorecido una rotación hacia activos europeos, que han mostrado una mayor resiliencia y atractivo relativo frente a sus homólogos estadounidenses, especialmente en sectores industriales, financieros y de consumo básico. En el universo de la renta fija, la reacción inicial a la política comercial estadounidense provocó un repunte de los tipos largos, con el bono a 10 años estadounidense subiendo más de 50 puntos básicos en abril. Sin embargo, la estabilización posterior y las expectativas de recortes por parte de la FED y el BCE han contribuido a una cierta normalización en los mercados de deuda. Los spreads de crédito se han mantenido relativamente estables para el nivel de incertidumbre y volatilidad que hemos visto en el semestre. Destaca también el buen comportamiento del segmento Investment Grade en Europa. Cerramos esta primera mitad del año con resultados positivos en los fondos gestionados, especialmente aquellos con exposición a calidad y tecnología. La prima de calidad ha seguido actuando como refugio ante la incertidumbre macroeconómica y política. Mantenemos una visión constructiva pero prudente, conscientes de los riesgos latentes, y confiamos en que nuestra selección de valores y enfoque disciplinado seguirán generando valor para nuestros inversores. b. Decisiones generales de inversión adoptadas. En EDM nos caracterizamos por un estilo de inversión ‘Bottom Up'. Por ello, realizamos un análisis exhaustivo de la evolución de los negocios en los que invertimos. En el escenario actual, debemos evitar la tentación de intentar predecir variables macroeconómicas y centrarnos en conocer en profundidad los riesgos y fortalezas de las compañías. Para entender mejor los riesgos de las actuales condiciones económicas, hemos estado en contacto con las compañías en las que invertimos. En las próximas semanas, conoceremos las publicaciones de resultados para el primer semestre que nos ayudaran a posicionar la cartera de cara a finales de año. Nuestro foco sigue puesto en el largo plazo y ello pasa por el análisis continuo de las compañías en las que estamos invertidos. Estamos convencidos que la mejor manera de batir a los índices de referencia es a través de compañías de calidad, lideres sectoriales, con poca deuda y manteniendo una visión de largo plazo en nuestras inversiones. Durante este semestre, no hemos hecho cambios estratégicos relevantes. Si hemos realizado ajustes tácticos en la cartera, aprovechando la volatilidad del mercado para llevar a cabo operaciones de compraventa, tal y como detallamos más adelante. c. Índice de referencia. En el semestre, la letra del tesoro 1Y ha tenido una volatilidad del 0,10%, con un resultado del 0,199% d. Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio de EDM Cartera agregado alcanza los 172.453.795,94 Euros en el semestre. El patrimonio de la clase EDM Cartera Retail se sitúa en 71.396.954 Euros a final de semestre mientras que la clase L llega a 101.056.841,94 Euros. El número de partícipes es de 820. El desglose por clases es de 526 partícipes en la clase Retail y 294 en la clase L. El fondo EDM Cartera clase Retail tiene una rentabilidad del 0,79% en el semestre. La clase L acumula una rentabilidad en el semestre del 1,18%. Los gastos totales soportados (TER) por el fondo EDM Cartera clase R son 1,04% y para la clase L 0,62% en el último semestre. Las comisiones indirectas por inversiones en terceras IIC en el semestre son 0,04% por EDM Credit Portfolio, 0,06% por EDM Latam Eur, 0,04% por EDM Global Equity Impact, 0,06% por EDM Ahorro, un 0,04% por EDM High Yield Short Duration y un 0,02% por Invesco Asian Equity. e. Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del semestre de la Clase L está por encima de la rentabilidad media del semestre de las IIC gestionadas por el grupo situada en 1,00% La clase R se sitúa por debajo de la rentabilidad media del semestre de las IIC gestionadas por el grupo. 2. INFORMACION SOBRE LAS INVERSIONES. a. Inversiones concretas realizadas durante el periodo. En Renta Variable durante el semestre se ha comprado Amadeus, Shopify y Lindt. Hemos incrementado el peso en ASML, MSCI y Vertex. Se ha procedido a la venta de Danaher, Adobe y Allfunds. Se ha reducido la posición en Iberdrola, SAP y Netflix. En Renta Fija, hemos comprado Bary 28, Ziggo 30 y Loxam 30. Hemos vendido soberanos americanos, NWG 26, SCYR 26 y Edrsm 27. b. Operativa de préstamo de valores. La sociedad no ha realizado préstamo de valores. c. Operativa en derivados y adquisición temporal de activos. Por lo que respecta a la operativa en derivados, el fondo puede cubrir hasta la totalidad de la exposición en USD. d. Otra información sobre inversiones. El Fondo tiene invertido un 24,74% de su patrimonio en otras IIC de renta fija y renta variable. Un 22,48% de las IIC donde invierte están gestionadas por EDM y un 2,26% por terceros. A fecha de referencia (30/06/2025), el fondo mantiene una cartera de activos de renta fija con duración de 2,87 y con una TIR media bruta (esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3,03%. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad acumulada en el año de EDM Cartera, F.I. clase R ha sido 9,90% y del 9,92% para la clase L. 5. EJERCICIO DERECHOS POLITICOS. En el caso de que el emisor sea una sociedad española o extranjera y la participación de las IIC en la misma tenga una antigüedad superior a 12 meses y dicha participación sea igual o superior al 1% del capital de la sociedad participada, se ejercerá el derecho de las IIC gestionadas. Si no se cumpliesen las condiciones anteriores, la SGIIC delegará su derecho de asistencia y voto a las Juntas Generales de las sociedades, en el Presidente del Consejo de Administración, sin indicación del sentido del voto. No obstante, cuando la SGIIC lo considere necesario para la mejor defensa de los intereses de los partícipes, asistirá a las Juntas Generales y ejercitará el voto en beneficio exclusivo de los partícipes. 6. INFORMACION Y ADVERTENCIAS CNMV. De conformidad con lo establecido en el Reglamento (UE) 2019/2088 y el Reglamento Delegado (UE) 2022/1288, la información periódica relativa a la sostenibilidad del producto financiero se incorpora como anexo a las cuentas anuales auditadas correspondientes al ejercicio cerrado el 31 de diciembre de 2024. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplica. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. La sociedad gestora imputa el coste anual derivado del servicio de análisis durante todo el 2025. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO Encaramos la segunda mitad de 2025 con un optimismo prudente, conscientes de que el entorno macroeconómico y geopolítico seguirá presentando desafíos relevantes. Las valoraciones, en general, se mantienen en niveles razonables, y la dispersión entre regiones y sectores abre oportunidades selectivas para los inversores con un enfoque fundamental. En este contexto, confiamos en que las compañías en cartera caracterizadas por su calidad, solidez financiera y capacidad de generación de caja seguirán mostrando un comportamiento diferencial. Las perspectivas de mercado apuntan a un escenario favorable para las acciones internacionales y los beneficiarios estructurales de la inteligencia artificial, más allá de las grandes tecnológicas que han liderado hasta ahora. En EDM, seguiremos centrando nuestros esfuerzos en el análisis fundamental riguroso, lo que nos permitirá mantener un alto grado de visibilidad sobre las estimaciones de beneficios y tomar decisiones de inversión bien fundamentadas. Conocer en profundidad los activos en los que invertimos, entender su calidad intrínseca y el valor de sus ventajas competitivas —como el poder de marca o la capacidad de adaptación— no solo nos permite actuar con mayor convicción en entornos volátiles, sino también aprovechar las ineficiencias del mercado en beneficio de nuestros inversores. En el caso de Renta Fija, seguimos positivos en Investment Grade europeo y aprovecharemos la volatilidad del mercado para ir aumentando la exposición. En este escenario si hubiera ampliación de spreads de crédito, también aprovecharíamos para incorporar compañías de High Yield con gran capacidad de generación de caja y modelos de negocio resilientes. En los fondos de Renta Fija, el posicionamiento ha estado centrado en deuda soberana, donde hemos ido aprovechando la volatilidad para aumentar duración y crédito Investment Grade, En el segmento de más riesgo, hemos sido muy selectivos con los emisores ya que en un entorno como el actual muchas compañías podría tener problemas para refinanciar su deuda y con los spreads de crédito en niveles tan bajos no vemos valor para el riesgo que estas asumiendo.  En cuanto a la Renta Variable, seguiremos analizando los impactos que puedan tener las tarifas en nuestra selección de compañías y realizaremos los ajustes necesarios si fuera preciso. Conocer en profundidad los activos en los que invertimos, ser conscientes de su calidad y el poder de marca de nuestras compañías, ayuda a tranquilizar a nuestros inversores además de permitir aprovechar las irracionalidades del mercado en tiempos tan volátiles como los actuales. No aplicable 499768518 2635 1.86 0 0 0.00 0 0 0.00 20732786 15 2.01 0 0 0.00 0 0 0.00 0 0 0.00 140433111 849 -4.07 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 181476004 833 1.03 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 199221619 1156 1.44 0 0 0.00 60324172 1127 -1.93 1101956209 6615 0.69