MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2026-01-01 2026-06-30 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2025-07-01 2025-12-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2026-01-01 2026-06-30 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2025-01-01 2025-12-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2026-04-01 2026-06-30 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2026-01-01 2026-03-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2025-10-01 2025-12-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2025-07-01 2025-09-30 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2024-01-01 2024-12-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2023-01-01 2023-12-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2021-01-01 2021-12-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2023-01-01 2025-12-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2021-01-01 2025-12-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2026-06-30 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2025-12-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2024-12-31 MUTUAFONDO COMPROMISO SOLIDAFI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure MUTUAFONDO COMPROMISO SOLIDAFI 5414 02 02 2026 EUR A+ false Pº.de la Castellana, 33 Edf.Fortuny 2º planta 28046 Madrid EM info@mutuactivos.com www.mutuactivos.com 05 PASEO DE LA CASTELLANA, 33 EDIFICIO FORTUNY, 2º 28046 MADRID EM info@mutuactivos.com 2019-10-07 08 20 1, en una escala de 1 a 7. La gestión toma como referencia la rentabilidad del índice European Central Bank ESTR OIS, a efectos meramente informativos y/o comparativos. El Fondo tiene como finalidad colaborar, mediante la donación de las participaciones, con proyectos solidarios impulsados por entidades acogidas a la Ley 49/2002 de régimen fiscal de las entidades sin fines lucrativos y de los incentivos fiscales al mecenazgo, y otras fundaciones legalmente reconocidas y asociaciones declaradas de utilidad pública, no comprendidas en dicha norma con igual tratamiento fiscal. Existen distintas clases de participación que se diferencian en los proyectos solidarios a que se destina la donación. El Fondo sigue criterios financieros y extrafinancieros o de inversión socialmente responsable (Medio Ambientales, Sociales y de Gobierno Corporativo) según su Ideario Ético. Se invierte en depósitos e instrumentos del mercado monetario cotizados o no, líquidos, de emisores/ mercados de la Zona Euro y puntualmente de otros países OCDE. La duración media de la cartera será 0-12 meses, siendo el vencimiento legal residual de los activos y el vencimiento medio de la cartera hasta 18 meses. No hay riesgo divisa. Se invierte en activos de elevada calidad a juicio de la gestora considerando la calidad crediticia, tipo y perfil de liquidez de cada activo. La calificación crediticia mínima a corto plazo será A2 aunque podrá tener exposición a deuda soberana con al menos BBB- (mediana calidad) o la que en cada momento tenga el Reino de España, si fuera inferior. Se podrá invertir hasta un 10% en IIC financieras, activo apto, del Grupo o no de la Gestora. 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 y los Organismos Internacionales de los que España sea miembro. 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 de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta y por el apalancamiento que conllevan. El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. 01 0.48 0.47 0.48 1.04 1.75 1.77 1.75 2.02 1 *A*MUTUAFONDO COMPROMISO SOLID EUR 33024.79 33024.79 2 2 0.00 0.00 false 10,00 Euros 3642374 3610232 3534161 3406140 110.2921 109.3188 107.0154 103.2164 0.00 0.00 0.00 0.00 01 0.00 0.00 01 0.89 0.54 0.35 0.49 0.46 2.15 3.68 3.03 -0.02 -0.04 -0.05 2026-06-01 2026-03-11 2024-03-01 0.05 0.05 0.06 2026-04-08 2026-04-08 2024-02-01 01 0.20 0.22 0.18 0.10 0.09 0.09 0.12 0.11 19.33 18.92 19.67 11.44 12.37 16.14 13.15 13.89 16.20 0.64 0.69 0.59 0.20 0.22 0.34 0.50 2.98 0.19 BENCHMARK COMPROMISO SOLIDARIO DESDE 09042022 0.16 0.13 0.02 0.12 0.12 0.14 0.16 0.17 0.16 0.22 0.20 0.00 0.00 0.00 0.00 0.00 0.00 0.01 0.00 0.00 false GraficaVL.png png 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 GraficaRT.png png 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 false 2 *B*MUTUAFONDO COMPROMISO SOLID EUR 7.11 0.00 7 0 0.00 0.00 false 10,00 Euros 760 0 0 0 106.9407 0.0000 106.9407 102.3574 0.00 0.00 0.00 0.00 01 0.00 0.00 01 4.48 2.28 -99.00 2026-06-29 2026-06-29 2023-05-04 101.75 2023-09-14 01 11.47 387.46 19.33 18.92 19.67 11.44 12.37 16.14 13.15 13.89 16.20 0.64 0.69 0.59 0.20 0.22 0.34 0.50 2.98 0.19 BENCHMARK COMPROMISO SOLIDARIO DESDE 09042022 0.16 0.13 0.02 175.91 175.91 173.11 69.09 63.89 69.09 47.28 20.19 0.00 0.00 0.00 0.00 0.00 0.00 0.01 0.00 0.00 false GraficaVL.png png 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 GraficaRT.png png 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 false 3 *C*MUTUAFONDO COMPROMISO SOLID EUR 0.00 0.00 0 0 0.00 0.00 false 10,00 Euros 0 0 0 20 0.0000 109.3054 104.3073 103.1992 0.00 0.00 0.00 0.00 01 0.00 0.00 01 0.43 0.17 0.25 0.49 0.46 4.79 1.08 3.19 -0.02 -0.04 -0.05 2026-04-07 2026-03-11 2024-03-01 0.05 0.05 3.77 2026-04-08 2026-04-08 2025-06-20 01 0.23 0.31 0.20 0.10 0.10 5.15 0.19 1.82 19.33 18.92 19.67 11.44 12.37 16.14 13.15 13.89 16.20 0.64 0.69 0.59 0.20 0.22 0.34 0.50 2.98 0.19 BENCHMARK COMPROMISO SOLIDARIO DESDE 09042022 0.16 0.13 0.02 152.62 152.62 144.14 41.00 37.70 41.00 18.48 28.06 0.00 0.00 0.00 0.00 0.00 0.00 0.01 0.00 0.00 false GraficaVL.png png 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 GraficaRT.png png 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 false 4 D*MUTUAFONDO COMPROMISO SOLIDA EUR 0.09 0.00 1 0 0.00 0.00 false 10,00 Euros 10 0 270 0 108.0172 0.0000 106.9975 100.6124 0.00 0.00 0.00 0.00 01 0.00 0.00 01 0.20 0.20 0.75 6.35 0.45 -0.01 2026-05-29 2026-05-29 2024-11-10 0.10 0.10 5.79 2026-06-11 2026-06-11 2024-10-25 01 0.46 0.46 0.08 13.30 0.09 19.33 18.92 19.67 11.44 12.37 16.14 13.15 13.89 16.20 0.64 0.69 0.59 0.20 0.22 0.34 0.50 2.98 0.19 BENCHMARK COMPROMISO SOLIDARIO DESDE 09042022 0.16 0.13 0.02 175.97 175.97 174.22 70.60 65.79 70.60 52.59 32.47 48.54 0.00 0.00 0.00 0.00 0.00 0.00 0.01 0.00 0.00 false GraficaVL.png png 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 GraficaRT.png png iVBORw0KGgoAAAANSUhEUgAAAfQAAAEsCAIAAAC62dafAAAYT0lEQVR42u2d72sUaZ7Ahf1Lhns7b27fzbum6dASkQ6GlgQSuknTwU0wGDSnGCYTzMwQ0SOuniJ4ZnWUrBOJzKynTE4ZZw0jkYTYTUI8kYQEQ4jbwcYcyegmJPfFZ6+oraqu7phY1V3P50MTnlRX1fep51v1qad+dNWeLQAACBx7aAIAAOQOAADIHQAAkDsAACB3AABA7gAAyB0AAJA7AAAgdwAAqCC5P3v2zCgfO3bsKwAA2G2OHDnitdx/+eUXoyw1YOcJALDrlGLXbch9fHw8kUhEIpFkMpnJZJA7AEAQ5B6LxZaWlqQgf+PxOHIHAAiC3Ovr63O5nBTkr5SROwBAEOQ+PT0djUZDoZD8nZqasnz77NkzMfutW7eQOwBAJcm9ubl5dnZWWf7QoUP03AEAgiD3SCTiWEbuAAAVLHfprc/MzEjh5cuX0otH7gAAQZD7q1evxOnSZ5e/UkbuAABBkHspIHcAAOQOAADIHQAAkDsAAHJH7gAAyB25AwAgdwAAQO4AAIDcAQCQO3IHAEDuyB0AINByD5kIh8PIHQAgUD33+/fvDw0NIXcAgODIfXFxsa2trdC3yB0AoCLl3tnZaX/H3hav2QMAqFy5z8/PF3rBHj13AIBKlXt/f//g4CByBwAIlNxbW1ufP3+O3AEAAiX3qqqqzc1N5A4AECi5FwW5AwAgdwAAQO4AAIDcAQCQO3IHAEDuyB0AALkDAAByBwAA5A4ABr/9ttXdXeQzMUE7IXfkDlBR5PNbe/YU+Vy9Sjshd+QOgNwh0HJ///59b29vVVVVXV3d+Pg4cgdA7hAEuff399+4cWNzc1PMXl9fj9wBkDsEQe7JZHJ2dtZ9HOQOgNyhwuQeiUQGBwej0ah021+8eIHcAZA7BEHu4XD47t27Upibm0un05ZveYcqAHKHipR7TU2NuRdPzx0AuUMQ5N7X1/fgwQMpzMzMtLS0IHcA5A5BkPvKykpnZ6f02dPp9Pz8PHIHQO4QBLmXAnIHQO6A3AEAuQNyBwDkDsgdALkjd+SO3AGQOyB35A6A3AG5AwByB+QOAMgdkDsAIHfkjtwBkDvthNyROwByB+SO3AGQO1SW3JeXl0MmkDsAcocgyP3nn3/u7e2l5w6A3CFQchezP378GLkDIHcIlNwbGhra29vV89zn5uYs3/KaPQDkDhUpd4NcLtfU1ETPHQC5Q6DkLlRVVSF3AOQOQZB7Q0PDwsKC6rm3t7cjdwDkDkGQ+9TUVCKRiEQihw8fFr8jdwDkDkGQeykgdwDkDsgdAJA7IHcAQO6A3AGQO3JH7sgdALkDckfuAMgdkDsAIHdA7gCA3AG5AwByR+7IHQC5007IHbkDIHfQQO6jo6OF3rGH3AGQO1Sk3Dc2NlKpFHIHQO4QKLlfv359YGAAuQMgdwiO3JeWltLp9ObmpqPcec0eAHKHipR7Z2fnxMSEFOi5AyB3CI7cQ/8McgdA7hAEuZstT88dALkDcgcA5A5lL3cXkDsAcgfkDgDIHZA7ACB3QO4AyB25I3fkDoDcAbkjdwDkDsgdAJA7IHcAQO6A3AEAuSN35A6A3Gkn5I7cAZA7BFruMzMzzc3NkUgkmUxmMhnkDoDcIQhyF6c/fvxYCtlsNhaLIXcA5A5BkLvBkydPmpqakDsAcoeAyH1jY6O6ujoUCg0PDyN3AOQOgeq5j46O1tTUWAbyDlUA5A6VLXchEonQcwdA7hAEuTc0NMzMzEhhcnKyvb0duQMgdwiC3Kenp5PJpPTZ29ralpeXkTsAcocgyL0UkDsAcgfkDgDIHZA7ACB3QO4AyB25I3fkDoDcAbkjdwDkDsgdAJA7IHcAQO6A3AEAuSN35A6A3Gkn5I7cAZA7BFruk5OTqVQqEok0NTVNT08jdwDkDkGQe0NDQzablcLw8HBjYyNyB0DuEAS5m4lGo8gdALlDoOQ+NTV15swZ5A6A3CE4cl9dXe3q6lpbW7MM5zV7AMgdKlXuuVyut7e30Js66LkDIHeoPLmPj4+3t7fnZdUpDHIHQO5QYXKPx+MhE8gdALlDEOReCsgdALkDcgcA5A7IHQCQOyB3AOSO3JE7cgdA7oDckTsAcgfkDgDIHZA7ACB3QO7wCfjt71t/Wyny2dyknZA7IHeoKK4+3tqTLPLJr9JOyB2QOyB3QO6A3AG5A3IHj+Sez+fj8ThyR+7IHblDcOSeyWQSiUSh50Eid+QOu8WxW1v/+pXbJ3EFuSP33ZN7R0fH/Pw8ckfuyP1TU/sfRVr+i6+RO3LfPbkrCsmd1+whd0DuEEC503NH7oDcAbkDcgfkDsgdkDtyR+6A3AG5I3fkjtx3E+SO3EF3uX/99VZLi9vnu+9IMXIH5I7cK03un39eJHoySYqROyB35I7cAbkDckfuyB25I3dA7sgduSN35I7ckTtyR+7IHblrLnfZgH//e7dPRweNjNwBuUOlyf2LL4ps4bW1NDJyB+QOyB25I3dA7oHgr/+zdeWvbp+hceSO3JE7ckfulUbyP4ts4Z93InfkjtyR+47lPj09XVtbG4lEksnk2NgYci93uT99WuSztITckTty303+/Oet3/2uyGdxsezk3tXVdf/+fSkMDQ11d3cj97KW+8ZG8S383DnkjtyR+24yMFC88ctQ7rFYbHNzUwrr6+uFXpON3JE7ckfuyL3C5B6JRBzLikC+Zu/Vm63Zv7l9lv/3E0Y/dmvrsw63z95/d5X7Z58V+fzpTy7Rv39aJLp83q65+Km2SPSWFiReiJbvirS82L8gb98WT/3333/C2u/dWyT6sWOBzdxf/lK88V+/Lju5h8Nho1xVVaVDz/1f/q1IB+oP1xERAHjNLsu9pqZmfX1dnZaRMnJH7gAQBLmfOnXq3r17UpC/XV1dOsj9j/+91f2D2+e/MqxmAFDhcs9kMgcOHAiHw7W1tZOTkzrIHQAg+HIvBeQOAIDcAQAAuQMAAHIHAEDuyB0AALkjdwAA5A4AAMgdAACQOwAAckfuAADIHbkDAARd7vl8vtBrOpA7AEBFyj2TySQSiVAohNwBAIIj946Ojvn5eeQOABAouSuQOwCARnIP5DtUAQCCKffQ/0PPHQBAx547cgcAQO4AAFBOcncHuQMAIHcAAEDuAACA3AEAkDtyBwBA7sgdAAC5AwAAcgcAAOQOAIDckTsAAHJH7gAAyB25AwBUltwnJydTqVQkEmlqapqenkbuAABBkHtDQ0M2m5XC8PBwY2MjcgcACILczUSjUeQOABAouU9NTZ05c8YykNfsAQBUsNxXV1e7urrW1tbouQMAVKrcLe9QzeVyvb29y8vLhcbPZDJG+dixY18BAMBuc+TIkd3suY+Pj7e3t+fzeXabAABlzjbkHo/HQyZoOwCAIMgdAACQ+z/un/GS/v7+X3zF3woQncUnuiYVMF/d1KLnbr5XR8MKEJ3FJ7qGFdBC7qXszQJcAaKz+ETXsAJayB0AAJA7AAByBwAA5A4AAMgdAACQOwCUGRcvXtQ2OnLXgrGxsdra2rq6utevX2sYPRaL1dTUbG5u6hZdGBgYuHPnjl8rnr/Rb968eejQIT2jCw8fPpR1T7Y75P6pWFtbq66uXlxc9KsCb9++DYVCL168ENGEw2Gtor9580aiS+OPjIz09fW5PDo0eNEV165dkzocPnzYl3XPx+jSk5DQxj51fX1dn+jCysqKVODVq1dqrfO+Arr03A8cOCANfePGDV+id3R0DA8Pq/KDBw/m5ub0id7T0zM0NCSF0dHRffv2RaPRdDqtSXRDK9J96+/vlzUwm80eP35ck+jSo1KNL92L/fv3x+PxVCqlSXRhZmZG9qxSELnLiidZaG5uRu67j6RWdqRyjCYJ3tjY8Di69BmvXr2qytKVOHnypCo8efIk8NFlh3r27FkpJBIJWd3VwfLRo0e9aXl/oxuIUhcWFmS3Kob1/iDdr+jv3r2TiNKDrqmpmZiYkCG3bt3yrPH9jS7k8/m9e/dKob6+XlVgYGCgtbUVue8yxk5bEiwpf/r0qY+VaWlpkb9ypCzJ1i26cSDl72GcxxGl7yZbeC6Xk3XvxIkTHlfAx+iTk5PhcPj8+fPGkIMHD2oSXbh8+XIymWxqajKGyJ4Gue8OjhcSZS2XQ7YLFy74El2QfN+5c+dTnx/wN7pLBWSn0tbWplt0KRu9imw2G+Dolgo8evTIGD44OOjB2f/yiW70JtVRspT9vcAbHLmX7WVM6T6YL/UEL3qhCoyMjMh670HvqQyjS/f59OnTfq14nkV3afz4BzSMns/npT8Ri8VKeQceci+Jsr2Mee3atU99Xsjf6C4VKPQKdR2i67Dau1RgZWVF2+hlRRDkrvNlTH+j0/iknsb3pfF1kbsFnS9j+n4RlcYn9TQ+ct8pmUxm3759586dsxyDe3Yh0bECOkf3rAKkntTrmXot5J7P50Oh0PPnz2/fvm351ZI3FxILVUDn6N5UgNSTej1Tr4vcDx06ZBwBbWxstLa2Gj/J8+ZCYqEK6BzdmwqQelKvZ+p1kbvsM7u7u81DLly40NXVpUkFiE7qia5b6nWRu3D69GnzLwXev38vR0bv3r3TpAJEJ/VE1y31AZe7+YdhN2/elJZVP06TsgfP67H8LM3jCvgbvawan9STek1Sr4vc7T8My+fzhw8fjkQiVVVV3kf3sgL+Ri/Dxif1pD7wqddI7jr/JrBsf5FIdFJPdOT+8SwvL8uu0q8fhvkbXVVADgx9jK5t45N6Ul/+P0at+J57Z2enema3gZc/DPM3ur0C/kbXqvFJPan3q/E1Oi3T2Ng4ODho/OvxD8P8jW6pgL/RdWt8Uk/q/Wp8XeQuRCKRsbExVfb+h2H+RjdXwN/oGjY+qSf1W+X6Y9RKlbvlPiT1KmRV9uCHYZb3mnsc3f42BqMCHkSXA0/ppJiH+Lv4pJ7U65B6XeTueB9SJpORgR5Ed3yvuWfRC72Iw7MKyHosgSwvtfF38Uk9qQ926jWSe6H7kH744Qdp7k8dvdB7zb2J7nIPljcVkNVaFrm/v19W62w2azzHw9/FJ/WkPsCp10ju/t6H5O97zcvhHizZqhcWFmTrko3cOEol9aSe1CP3Xcb7+5DK573mvtyDJZ0XWcVzuZxs4SdOnDhw4ACpJ/WkHrnvPr68EKBM3mvu1+sIpNcmi68uIskROqkn9aQeuX8k0rjV1dWLi4v2r/x6IYCX7zUvtPh+vY5AenCnT58m9aSe1CP3XUCOAS1vWlH4+0IAfxff97cxkHpST+qR+06Jx+MrKyvS4qlUStray9Dl8Dx+nRef1JN6PVMfcLmrJ/VIQbKrhqgzX579akBVwK/n8fu7+EZ0Xxaf1JN6PVOvUc/d/qSeXC5XXV0tO1IvK+DX8/j9XXwjui+LT+pJvZ6p1+i0jOVJPX5VwK/n8fu7+EZ0Xxaf1JN6PVOvi9y3/vlJPR5guQvK+wr4u/gSKxaL1dTUqBsStFp2zVNveYgKqfdx8YMpd/tdUOYn9XxqHO+C8qwCjneAebn4KpZUYGRkpK+vb3l52cvopN7H1NsfokLqPauARj13+11Qnj2pp9BdUJ5VwPEOMM+i9/T0DA0NSWF0dFQ6MtFoNJ1Oe/mYJFLvV+odH6JC6ivuAWHlLnfHu6C8eVKPy11Q3lSg0B1gni2+upaVSCRka9/6cCnp6NGjnj0midT7lfpCD1Eh9ZX1gLByl7tfd0Ep/L0Lyt9lL9SlIvU6pN7fh6jonPrgy91yKU/h2V1Q5uje3wXl77LbryYZSPetra3N+2Un9V7e/Gfg8UNUNE+9LnK3X8rzN7qXd0H5u+yOV5MEqUxtbe3BgwcDvOyap97xKq5nD1HRPPUayd3xUh7RPcDlSRr2jnzAll3z1G8VfoSLDsvuewV0kXuhS3lE9yC6j0/S8HfZNU/9lt+PcNE59RrJvVC3gugeUG5Xk/xtea1SX24X8DVPvS5y9+BSHtENyudqkr8tr/OK59dVXFKvkdy9uZRHdAu+X03yt+U1X/F03uR1aPwy6rl7cCmP6GWI78tO6kk9cgcAAOQOAADIHQAAkDsAACB3AADkDgAAyB0AAJA7AAAgdwAAQO4AAFB+ct8DAFCBIPficmeXCwAV1k1G7sgdAJA7cgcAQO7IHQAAcZW/3EO9zh8A8JNQyPmD3JF7iW20J+n8sa1p/6Cmpub+/fuWgQpj4JMnT4yyKqytrfX09ESj0UQiMTc3Z/nWXJbCjz/+aAy/c+eOebSJiQn5N5PJ2Cu2d+/ee/fu2ecsc7O8hN6xMpubm5cuXZKZVFdXX7582Tz/QvVRccPhsLTJgwcPXOrzcTNXhdHR0YaGhkgkkkwmjQUvNEODbU0VsinDsowyH8tbQLebiKIVdgzkuII5Llrpkyt+/fXXffv2yfiNjY1SliGyJqTT6aqqqo6OjuXlZcdxDGSNUjOcnJxMpVIyjlRpbGzMcSr7OPYhjlup86fAhmlu9lK4evVq4d2K2/pQdBzXHVbxOTtunsj908pdFWZmZqTdXdIpA2W1lo3ZPML58+fVVvfTTz+1tra6y/2bb74xhnd3d5tHO3ny5JUrVzo7O+0Tzs/Py0ZlGWg3e6HK9Pf3y5zVi+oHBwevXbtWtD5GQVZBcZZLfXYy81gs9vz5cylks9l4PO4+Q4NtTVV0k5PmkqSbvbndRBStsGMgxxXMcdFKn1zR3t4+MjIiBdkry7JIobm5WZwrhdnZ2S+//NJxHMPssl6pmYudpRpSEEerd0Dbp7KPYx+yE7nbm720A4OQZ19tS+6Omydy90Lusur39fW5y126ZrIBWwz19u1bVVZbpovcpYsnuxC1I5Gy8dXr169ltyEF2aVL2W5Y6UGbB969e9du9kKVEU2sr6+rsnxrvPXRpT5G4eXLl8Ym6lifncxcunhyqGRM7j5Dg21NVcomJ9ub9DQ/LhGlVNgxkOMK5rhopU+ukH6u6n/IX7VjNqYSVPfFPo5hdvvMV1dX1UI5TmUZx2XIR8vd3OxyXFVbWyttrnYharQTJ07IcYnypvloRo6zZWT56vbt2+Y+h1TefghuL8ieTMaU8Y0h9hnax3FZ0xw3T+TuxWkZwTigK3RaZmVlpb6+XjJkDDRvOe5HzVKQVVP23mofrg7/jQNJtc+QlUZ6gpaZSLfFfG5EzF5XV2c5rHOpjGWgWRCF6mOEllX50aNHLvX5uJkbKpSFPfwB1bV0maHBtqYqZZMzl7eViBIrXGhPb19DHBet9MkV4XDYUpmmpia1l5UOoxpiH8cwu73RxFzqBIt9Kvs4LkM++rSMudllpzv7gXQ6bYwmbeW455PDqVwu9+bNG9ktGV9lPyBHGEXlLuNMTU3JyC4ztI/jsqY5bp7I3Yueu+RM9snuPXd16H3x4kVjBOnYivFV4oeGhtw3SOnyiC7fv38vU0lZfSUTSsfEfOrffOZnaWlJDodVCDVQtkOpaktLi9ELMHCsjEQ0OoNSkH/d6+O++Jb67MrMpY9sTFhohnZKmWpbPfftJqLECm+3621ZtO1OLn1zS//6xYsXcjgi67bsOaTz6DhOyIZanDNnzhjnguxT2cdxHLKTnrul2aUFjIsQRe08Ojra3d0t/nXxrMvk25phKWua4+aJ3L2Qu2wDLofzxkBZs2VTMUa4cOGCOsS7fv26cfqykNzl76lTp7799lv5awyRXolxOkiQsvSwzBM+fPjw7NmzlrnJYd3x48ctNXSsjJQvXbq08QHZLVnOR9vr4774lvrsZObS2rK1SOHVq1fGKeZCMzTY1lRFNzmZlThLzfDjElG0wvZAhVrYcdFKn1zR0dGhrnbKmiBaVL3L6elpNeTcuXOO49grPD4+LgcQCwsLLnO2j2MfsvPTMuZml2VRRyHuV0TVJRDpX0t9ZNnNX0k3XzracgRQVOWymcuYMr4xxD5D+zguFXPcPJG7F6dl6urqzBuP43kVVZBV3CjLrljyJN2iVColh2xF5S5rqoysDjPVkNbW1pcvXxrjy7orvXLLTIxxzAOHh4fVtmrgWBnh8uXL0tWSVVMKqvPlUp+icrfU+aNnnslkpJ5ysC9brGwz7rU12NZU9jy63C3z0Ylwr3Dpt7s4Ltp275Z5/Pix1EQG7t+/X6lEZiW7DUmE7GVXV1cdx7EnWiaxhLBPZR/HPmTncjc3+9jYmDrrbT6DainIyOoQXDoW0m6SFPM4vb29Un/jlJGL3KXBZcyenh5jiH2G9nFc5F5o80Tu25b7o+fOHwDwk0ePnD8ag9wrso0AAJA7cgcA5I7ckTsAIHfkDgCA3CtV7gAAvIkpaHIHAICd83/j8yV7SilRUgAAAABJRU5ErkJggg== false 2807679 2784003 2785110 2768460 0 0 22569 15543 0 0 823265 815543 12200 10686 3643144 3610232 3610231.54 3578157.76 3610231.54 0.02 -0.06 0.02 -136.02 0 0 0 0 0.89 0.95 0.89 -5.88 0.90 0.96 0.90 -5.90 0.18 0.19 0.18 -7.06 0 0 0 0 0.67 0.59 0.67 14.74 0 0 0 0 0.06 0.17 0.06 -66.34 0 0.01 0 -44 0 0 0 0 0 0 0 0 -0.01 0 -0.01 0 -0.01 -0.01 -0.01 -6.55 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -0.01 -0.01 -0.01 -5.88 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 3643143.58 3610231.54 3643143.58 ES0L02609045 Letras|KINGDOM OF SPAIN|1,984|2026-09-04 EUR 315143.00 8.65 315292.00 8.73 ES0L02612049 Letras|KINGDOM OF SPAIN|2,105|2026-12-04 EUR 245768.00 6.75 0.00 0.00 ES0L02702055 Letras|KINGDOM OF SPAIN|2,191|2027-02-05 EUR 538434.00 14.78 0.00 0.00 ES0L02703053 Letras|KINGDOM OF SPAIN|2,403|2027-03-05 EUR 117610.00 3.23 0.00 0.00 ES0L02606058 Letras|KINGDOM OF SPAIN|1,990|2026-06-05 EUR 0.00 0.00 197543.00 5.47 ES0L02603063 Letras|KINGDOM OF SPAIN|1,931|2026-03-06 EUR 0.00 0.00 247060.00 6.84 ES0L02611066 Letras|KINGDOM OF SPAIN|2,035|2026-11-06 EUR 265619.00 7.29 0.00 0.00 ES0L02608070 Letras|KINGDOM OF SPAIN|1,994|2026-08-07 EUR 246285.00 6.76 246382.00 6.82 ES0L02605084 Letras|KINGDOM OF SPAIN|1,990|2026-05-08 EUR 0.00 0.00 98691.00 2.73 ES0L02610092 Letras|KINGDOM OF SPAIN|2,016|2026-10-09 EUR 344606.00 9.46 0.00 0.00 ES0L02604103 Letras|KINGDOM OF SPAIN|1,994|2026-04-10 EUR 0.00 0.00 98864.00 2.74 ES0L02607106 Letras|KINGDOM OF SPAIN|2,029|2026-07-10 EUR 245957.00 6.75 246003.00 6.81 ES0L02701156 Letras|KINGDOM OF SPAIN|2,353|2027-01-15 EUR 147258.00 4.04 0.00 0.00 ES0L02701156 Letras|KINGDOM OF SPAIN|2,400|2027-01-15 EUR 118430.00 3.25 0.00 0.00 ES0L02601166 Letras|KINGDOM OF SPAIN|1,942|2026-01-16 EUR 0.00 0.00 346061.00 9.59 ES0L02602065 Letras|KINGDOM OF SPAIN|1,937|2026-02-06 EUR 0.00 0.00 247372.00 6.85 2585110.00 70.96 2043268.00 56.60 2585110.00 70.96 2043268.00 56.60 ES0000012M77 REPO|BNP PARIBA|1,750|2026-01-02 EUR 0.00 0.00 140000.00 3.88 ES0000012M51 REPO|BNP PARIBA|1,750|2026-07-01 EUR 200000.00 5.49 0.00 0.00 200000.00 5.49 140000.00 3.88 2785110.00 76.45 2183268.00 60.47 Deposito|KUTXABANK S.A.|2,251|2026 10 10 EUR 0.00 0.00 585192.00 16.21 0.00 0.00 585192.00 16.21 2785110.00 76.45 2768460.00 76.68 2785110.00 76.45 2768460.00 76.68 0.00 Distribucion1.png png 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 Distribucion2.png png 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 Distribucion3.png png 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 Distribucion4.png png 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 false false false false false false false true false true 29/06/2026 MUTUAFONDO COMPROMISO SOLIDARIO, FI Otros hechos relevantes Activar la Clase B del fondo como consecuencia de la situación de emergencia ante el terremoto en Venezuela. Número de registro: 315842 29/05/2026 MUTUAFONDO COMPROMISO SOLIDARIO, FI Modificación de elementos esenciales del folleto La CNMV ha resuelto: Verificar y registrar a solicitud de MUTUACTIVOS, S.A., S.G.I.I.C., como entidad Gestora, y de BNP PARIBAS S.A., SUCURSAL EN ESPAÑA, como entidad Depositaria, la actualización del folleto de MUTUAFONDO COMPROMISO SOLIDARIO, FI (inscrito en el Registro Administrativo de Fondos de Inversión de carácter financiero con el número 5414), al objeto de recoger un nuevo proyecto solidario para la clase D. Número de registro: 315577 true false false true false true false false a) Existe un Partícipe significativo de manera directa con un 60,54% sobre el patrimonio de la IIC y de manera indirecta un 39,43%. d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 22.750.000,00 euros, suponiendo un 627,12% sobre el patrimonio medio de la IIC en el periodo de referencia. f.) El importe de las adquisiciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 22.750.000,00 euros, suponiendo un 627,12% sobre el patrimonio medio de la IIC en el período de referencia. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El semestre ha estado dominado por dos vectores: el shock geopolítico asociado al cierre del estrecho de Ormuz y el impulso de la inteligencia artificial. La volatilidad del crudo condicionó inflación, bancos centrales y curvas de tipos, mientras que la inversión en centros de datos sostuvo el crecimiento y los beneficios empresariales, especialmente en Estados Unidos. En este contexto, el mercado terminó prestando más atención a la aceleración del capex tecnológico que al deterioro puntual de la inflación energética. Los bancos centrales han reaccionado con prudencia. El BCE ha realizado su primera subida en casi tres años y su tipo de depósito concluye junio en 2,25%, 25 pb por encima del nivel de cierre de 2025. En Estados Unidos, la Fed mantiene los tipos oficiales en 3,75%, aunque la primera comparecencia de Kevin Warsh, nuevo presidente de la Reserva Federal, endureció momentáneamente el tono del corto plazo y del dólar. El mensaje de fondo sigue siendo dual: preocupación por una inflación todavía elevada en el corto plazo, pero expectativa de que el efecto del petróleo sea transitorio y de que la IA tenga un sesgo desinflacionista a medio plazo. Estados Unidos ha seguido mostrando un mejor comportamiento gracias al soporte de beneficios, productividad e inversión, mientras Europa ha acusado más el encarecimiento energético y el debilitamiento de las sorpresas macro.. En paralelo, el extraordinario despliegue inversor ligado a la IA refuerza el crecimiento nominal y explica una parte relevante del dinamismo del ciclo americano. En bolsa, esto se ha traducido en revalorizaciones a cierre de junio del +10,2% del S&P 500 y del +19,9% del Nasdaq 100, frente al +11,1% del Euro Stoxx 50, +10,4% del Europe 600, +22,7% de emergentes y +20,0% de Japón. La divergencia sectorial ha sido extrema: el SOX, índice de semiconductores americano, avanzó un 101% en el semestre, mientras el software cayó en torno a un 15%. Esta dispersión explica la clara superioridad del Nasdaq y de mercados con mayor sesgo tecnológico como Japón y varios emergentes asiáticos. En divisas el dólar se apreció frente a la mayor parte de monedas por esa fortaleza de la economía americana y el tono más restrictivo de su política monetaria. Frente al Euro, el dólar se apreció un +2,8% en el semestre, En materias primas, el balance es mixto: el petróleo cierra cerca de 72,9 dólares, con un avance semestral del +19,8% pese a caer-36,0% en el segundo trimestre; el índice BBG Commodity sube +14,4% en el año; el cobre avanza +7,7%; y el oro deja de comportarse como activo refugio y retrocede-7,2% b) Decisiones generales de inversión adoptadas. Durante el semestre, se ha mantenido un posicionamiento prudente, con niveles de renta variable cercanos a la neutralidad. A nivel geográfico, hasta el mes de junio, hemos mantenido una mayor exposición a EE.UU respecto a Europa debido al mayor crecimiento de beneficios. Desde junio, hemos revertido la situación, aumentando más el peso en Europa que había sido más castigada por el impacto de la guerra. Durante el semestre hemos aumentado el peso en países emergentes. En renta fija, se ha incrementado la duración de las carteras mediante la inversión en deuda pública, aprovechando el repunte de los tipos de interés y el atractivo del carry en un entorno de curvas aplanadas. Asimismo, se ha mantenido una visión cauta en crédito, dada la compresión de los diferenciales. En divisas, se ha optado por una posición más neutral o ligeramente infraponderada en dólar, ante la expectativa de una eventual moderación de la política monetaria estadounidense. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice European Central Bank ESTR OIS, a efectos meramente informativos y/o comparativos. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El número de partícipes es de 10 para el conjunto del fondo. El patrimonio ha aumentado en este ejercicio para la clase A en un 0,89% y un 100% en la clase B. Este fondo por su naturaleza no tiene gastos, la rentabilidad de la clase A es del 0,89%, clase B del 0%, clase C del 0,43% y clase D del 0,20%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los fondos de la misma categoría de renta fija euro corto plazo gestionados por Mutuactivos SAU SGIIC tuvieron una rentabilidad media del 0,98% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La liquidez que ha ido entrando en el fondo se ha invertido en cuentas remuneradas b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El Grado de cobertura medio se sitúa en el 99,18% y el apalancamiento medio está en el 0,54%. d) Otra información sobre inversiones. La entidad depositaria ha remunerado los importes mantenidos en cuenta corriente en las condiciones pactadas. El resto de los recursos que componen la liquidez han sido invertidos en operaciones con pacto de recompra diaria, con una remuneración media del 1,77%. Activos en situación de litigio: N/A Duración al final del periodo: N/A Tir al final del periodo: N/A Inversiones en otros fondos: N/A Inversiones clasificadas como 48.1.j: N/A Activos ilíquidos: N/A Activos HY o NR: N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad indica si históricamente los valores liquidativos del fondo han experimentado variaciones importantes o si por el contrario han evolucionado de manera estable. Un fondo muy volátil tiene un riesgo implícito mayor. Por ello, es una medida de la frecuencia e intensidad de los cambios en el valor liquidativo. La volatilidad anual del fondo se ha situado en el 0,20% para la clase A y en el 0,46% para la clase D. El nivel actual de volatilidad anual para ambas clases es inferior en comparación con la volatilidad del Ibex 35, que se situó en el 19,33%. La volatilidad de la clase A es asimismo inferior a la de la Letra del Tesoro con vencimiento a un año, que se situó en el 0,64%, mientras que la de la clase D es inferior, aunque próxima, a dicho nivel. El VaR histórico, que es el método utilizado para medir el riesgo global del fondo, indica la pérdida esperada del fondo con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta la composición actual del fondo y el comportamiento reciente del mercado. El VaR del fondo se ha situado al final de periodo en el 0,12% para la clase A, disminuyendo respecto al semestre anterior La metodología aplicada para calcular la exposición total al riesgo de mercado es el método del compromiso, desarrollada en la sección 1ª del capítulo II de la Circular 6/2010 de la CNMV. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. La operativa con instrumentos derivados pueden comportar riesgos de mercado y contrapartida. Al final del trimestre, el porcentaje de instrumentos derivados medidos por la metodología del compromiso sobre el patrimonio de la IIC es 0%. 5. EJERCICIO DERECHOS POLITICOS. N/A 6. INFORMACION Y ADVERTENCIAS CNMV. Mutuafondo Compromiso Solidario, FI: a 30 de junio de 2026 cuenta con 10 partícipes, habiendo superado el plazo de un año para restituir el número mínimo de partícipes (100). No obstante, al tratarse de un fondo que tiene como finalidad colaborar con proyectos solidarios mediante la donación de las participaciones de los inversores a las entidades designadas en cada clase, los partícipes hacen su inversión, pero en la fecha de donación, la clase se vacía y el número de inversores también. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. En este periodo se ha realizado una aportación a Fundación AVA con fecha 28/04/2026 de 7.644,50 euros dentro de la clase C del fondo. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. De cara al próximo semestre, el escenario de mercado continuará determinado por la interacción entre inflación, política monetaria y ciclo económico, en un contexto en el que el shock energético parece perder intensidad a medida que se normaliza el precio del crudo. La evolución reciente apunta a un posible carácter transitorio del repunte inflacionista, lo que abre la puerta a una postura más flexible por parte de los bancos centrales si se confirma la moderación de precios en los próximos meses. Este cambio de tono, junto con unas expectativas de crecimiento todavía sostenidas, contribuiría a estabilizar las condiciones financieras tras el fuerte ajuste observado en los tramos cortos de las curvas. Al mismo tiempo, el ciclo de inversión ligado a la inteligencia artificial continúa ofreciendo soporte tanto al crecimiento económico como a los beneficios empresariales, si bien comienza a observarse una mayor dispersión entre sectores y compañías, especialmente en aquellos segmentos donde las valoraciones son más exigentes. Esta combinación de factores justifica un posicionamiento constructivo, aunque acompañado de episodios de volatilidad y una menor direccionalidad de los mercados. Mutuafondo Compromiso Solidario, FI: a 30 de junio de 2026 cuenta con 10 partícipes, habiendo superado el plazo de un año para restituir el número mínimo de partícipes (100). No obstante, al tratarse de un fondo que tiene como finalidad colaborar con proyectos solidarios mediante la donación de las participaciones de los inversores a las entidades designadas en cada clase, los partícipes hacen su inversión, pero en la fecha de donación, la clase se vacía y el número de inversores también. No aplicable. 3438013616 29417 0.77 0 0 0.00 186612589 1523 1.05 999122029 6199 1.26 70324397 126 2.06 1330171564 6535 2.96 140400691 1827 8.74 947349935 17651 13.30 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 329378577 1581 6.65 0 0 0.00 0 0 0.00 0 0 0.00 1729918941 46065 0.69 2279438373 24368 0.98 0 0 0.00 0 0 0.00 11450730712 135292 2.41