ACIMUT NORTH AMERICAN 1.0.0 2026-01-01 2026-06-30 ACIMUT NORTH AMERICAN 1.0.0 2025-07-01 2025-12-31 ACIMUT NORTH AMERICAN 1.0.0 2026-01-01 2026-06-30 ACIMUT NORTH AMERICAN 1.0.0 2025-01-01 2025-12-31 ACIMUT NORTH AMERICAN 1.0.0 2026-04-01 2026-06-30 ACIMUT NORTH AMERICAN 1.0.0 2026-01-01 2026-03-31 ACIMUT NORTH AMERICAN 1.0.0 2025-10-01 2025-12-31 ACIMUT NORTH AMERICAN 1.0.0 2025-07-01 2025-09-30 ACIMUT NORTH AMERICAN 1.0.0 2024-01-01 2024-12-31 ACIMUT NORTH AMERICAN 1.0.0 2023-01-01 2023-12-31 ACIMUT NORTH AMERICAN 1.0.0 2021-01-01 2021-12-31 ACIMUT NORTH AMERICAN 1.0.0 2023-01-01 2025-12-31 ACIMUT NORTH AMERICAN 1.0.0 2021-01-01 2025-12-31 ACIMUT NORTH AMERICAN 1.0.0 2026-06-30 ACIMUT NORTH AMERICAN 1.0.0 2025-12-31 ACIMUT NORTH AMERICAN 1.0.0 2024-12-31 ACIMUT NORTH AMERICAN 1.0.0 2023-12-31 iso4217:EUR xbrli:pure ACIMUT NORTH AMERICAN 5732 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 2023-02-24 08 09 4, en una escala de 1 a 7. La subgestora ha delegado a su vez la gestión de activos en 4 subgestoras: Ranger Investment Management LP, Conestoga Capital Advisors LLC, DF Dent and Company INC, y Donald Smith & Co INC. Se busca encontrar las mejores oportunidades de inversión subdelegando la gestión en las 4 subgestoras citadas, seleccionadas mediante análisis cualitativo al cumplir estrictos requisitos de calidad, logrando una gestión eficaz y transparente. Se asigna a cada una de las 4 subgestoras un 0-40% de la cartera, a discreción de la subgestora ORIENTA WEALTH AV SA, que podrá variar los pesos de la cartera para lograr diversificación en todos los sectores (límite máximo por cada una de las 4 subgestoras: 40% de la exposición total en cada momento).Más del 75% de la exposición total se invierte en renta variable de cualquier sector/capitalización, de emisores/mercados de EEUU y Canadá, y el resto en renta variable de cualquier emisor/mercado, incluso emergentes (hay concentración geográfica). La inversión en activos de baja capitalización puede influir negativamente en la liquidez del FI. El resto de exposición total estará en renta fija principalmente pública (sin descartar privada), incluye instrumentos del mercado monetario cotizados o no, líquidos, de emisores/mercados zona Euro, en emisiones con alta calidad crediticia (rating mínimo A-) o, si es inferior, el rating de R. España en cada momento, con duración media de cartera menor a 18 meses. Exposición a riesgo divisa:0-100%.Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, 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 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 1.13 0.26 1.13 0.38 0.55 0.64 0.55 0.75 2 *R*ACIMUT N. 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Distribucion2.png png iVBORw0KGgoAAAANSUhEUgAAAu4AAAFFCAIAAAA8TP8tAAA3J0lEQVR42u3dDViV9cH48S7fsBBFR0RkRE5S00R7MUfMOeoJrczWcjk1I+fjUnvRjOZ4/CNjTJmZEfmkOUbMzHmRmZoSIQN8l9Ax5niYMUVej4ZwREQ6Hen3/8nd7t2dczgC8nLOfX8/1+/yOuDNOQfj5v52v/2uEwAAAG7rOv4JAAAAKQMAAEDKAAAAkDIAAICUAQAAIGUAAABIGQAAAFIGAACQMgAAAKQMAAAAKQMAAEgZAAAAUgYAAICUAQAAIGUAAAApAwAAQMoAAACQMgAAAKQMAAAgZQAAAEgZAAAAUgYAAJAyAAAApAwAAAApAwAAQMoAAABSBgAAgJQBAAAgZQAAAEgZAABAygAAAJAyAAAApAwAACBlALRSvRAlQhwW4kMh3hZiuRCvChEhxCQhJgpxrxCB2vHqt2P4r8XE+Ctj0hsiIkm88L5Y/rF4/VPxYZ7ILhJFVaLxa/5pAYCUATpU9b+TZVlzrIQ210nf5rWotSOiDcPvZTEmWsx6Vyz7SPxhr8grEfVf8R8BAEgZoNVKmsNluRCPCTG4TcnSESljP3rNubJH54nEK3Hz6d9FSTX/iQCAlAHs8uVtIZ5v3uNyXYePiA4eQ18T09eJ3+68ss/G2sR/PQCkDGBIJiHeE+Kpjtr10oUpox3eC67ssHk788qpNgBAygD6l9d88Ojezs6XrkoZ7Qh8VSzaLPZ/wa4aAKQMoDv7hVjUBTtgujVltLtq5iZfuSoKAEgZQA/7YIZ2S8F0X8po99Ms/1jkl/KDAICUAdxKvRDrhBjTvQXjAimjjjHR4s3PRHktPxoASBnA5XfDzBXCx0UixmVSRr2u+4lEsaeQHxMApAzgYhpdajeMq6aMOkb9j1iXxc33AJAygAuobr4Pr59rRoyrpowy+v3yym33TOf5IQJAygDdFDHLhejnyhHj2imjHnWamyyOV/ADBYCUAbpKcfOV1X1dP2LcIWUIGgCkDNB1ypunF+jlLhHjPimjBk1Ekig+yw8aAFIG6GhmIZa6xeEkd04ZNWiWfshJwQBIGaCDWIVYKYS3O0aMe6aMMgYvvnIrmsav+QEEQMoA1+DDbr9Xr1FTRr1f8Kd/58cQACkDtJ2pedrq63QwItx+PLVWlFTzIwmAlAFax9p8lbW3PjpGFymjnECzchfHmwCQMsDVHHfZm/YaO2WUMfQ1cfhf/JACIGWAFqx002uUDJMyyu6Z5R8LaxM/rQBIGUCjWIjx+osYPaaMOtV2URU/tgBIGaDZ23o6M8YYKSNH3/++MiclAJAyMLR6IWbpOGJ0nTLKmPQGE1ICIGVgVIeFGK77jtF7ysjh97L45G/8OAMgZWAw77nRfJCkTCvG0g85FxgAKQNjuCysEQaJGCOljHKwiZmbAJAy0DmTKHlOjJokCkkZXY4hrzbllfBjDoCUgU4dFXueFH4TxXU/Er1GiYukjC6Hx9xv/nyEH3YApAx0Z5t4e7LoJztGGZPExO+JJlJGryN62zf8zAMgZaAfG8Vv1YhRxxTxS1JGx2P2hiZOBAZAysDtWUTjcvGUfcco4x7TRlJGx+OnCZeYgRIAKQP37phfi8da6hhlDK38Cymj43H3/zSYG1gVAJAycEOXRP0S8ZDzjrlyCnDTDd+rO0PK6HgMfaW+up4VAgApA7diEiWzxfCrdowyfnjhPs/GBlJGx2Pwi/Unz3LiDABSBm7iS1E+XQS2smOUEfLlNFJG38N3QcO/zlxm7QBAykCHHaOMUVXvkjL6HgPnXfxHGfcDBkDKwIWZREn7OkYZd1TkkDI6n3tyvvmU6RJrCgBSBi66P2amGNrujvn2FOALJlJG3+N7v7zwr4rzrC8ASBm4lnphnivGXEvHKCO0/l7PxkukjM6nalpYWXGWmgFAysBlWETjiyL02jvm25oxTSdldD9unX+mzFTLugOAlIFLWCae6KiOUcbIM+tIGd2P0YtOmuu44QwAUgbdbZ14tWM7Rm+nAFMtLY9xrxQ2NHAzYACkDLrPNvF2Z3SMrk4BJlmcjqnL8y0WC6sSAFIG3eCo2DNZ9OuklPn2FOCvLpEyuh+/XLmHmgFAyqCrmUTJk8Kv8zpGP3cBJlauNno9Z12xIaOpiZkNAJAy6CqXhfU5MaqzO0YZo00JpIzuR79f1H/w4W7WLACkDLrI62Ju13SMMoKqPiNl9D+B9vzi7OxsVi4ApAw63Yfiza7sGDkmiL5ufAowmdLqEfLSwcLCQlYxAKQMOlGxyH9Y9O3ilLlyQVPd6P6XLpIyuh/PRv25srKSFQ0AKYNOcV5UX8tskdc4flj1c1LGCCfNLI9f19jYyOoGgJRBx/u1eKy7OkYZY8r+l5TR/Qj4Zemf3v+A1Q0AKYMO1vWnyDi+C3B5Jimj+/HQ4syMjAxWOgCkDDpMhSju1Lvh6fkuwKRJ20ePiKbno9YXFxez6gEgZdABLgtrB058fe3jga+GudMpwKRJu8bgX5avWr2mvp75JgGQMrhmG8RS1+mYb08BrphJyuh+hL68Pzk5mbsAAyBlcE0qRPGDoperpYwcd596l5TR8Rg0qyZrVNg7Cxbs37+f1RAAKYP2WyIecsGOUcbw09mkjD4nmHxkfY33IHHddZX+/nExMSaTiTURACmD9tgh1rlsx1wZ1n7fqzORMnoaN806c2D4AzJi1LHz8ceTkpI4zASAlEGb1QvzY8LbpVNGXDehfpSrnwJMoLRlZ8yFfl7ajpHD2qvXmldeyczMZJUEQMqgbbp4zsj2X9B09mekjA52xuwcO6WpRw+bjlFG4ejR77333tmzZ1krAZAyaK2/i/2uebav41OAS9aTMu47Fk5ea78zxmYkz5mzYcMGDjMBIGXQKpeFda4Y4y4do4wRp/eSMm43gmZ8cWD4Ay3tjNEOs7f3iqioY8eOsXoCIGVwdbvEH9yrY+T4saW/f3U5KeNGI+ah5Y19r79qxKgjKywsLi6urq6ONRQAKQNn6oV5qvBxu5S5cgpw3d2eX10iZVx/jHk6//iQUa2PGGVY+vRZ88orW7duZSUFQMrAmffEcnfsmG/vAlz18x7fNJEyrjxW/nipjJK2dowy8u69NyYmprS0lPUUIGUAx0yixEWmjWz3GHt6HSnjmmP00wX/CBzZvohRRlOPHgmLFiUkJFgsFtZWgJQBHIgXEW7dMcr4fsVRUsbVxuqwJe3eGaMduePGxcTE7N27l7UVIGUAW6WiyI0uwHZ+CvCgC+dIGRcZ90w/Whh457VHjLpjJvGll1asWMH5vwApA9haLp7SQcco40fnHvD4+mtSpntHj4imdSHPd8jOGO0oGD06JiZm165drLMAKQP8R7HI18cumf/cBbj8+R5NTaRMd40fTDv0xeA7OjZi1KkMEhYtio2NNZvNrLkAKQN863dilp46Rhn3fvFHUqZbdsZseGBeh++M0Y7jo0bFxMSkpaWx5gKkDHCFSZTobJeMOm4/c4SU6cox4Wd7i28d2nkRo51jMjY2tqamhvUXIGUAsU68qsuOuXLSTNMN3hdrSZkuGH1mWzrjzJiWxv7Q0JiYmG3btrH+AqQMjM4iGp8UfnpNGTlCGsZ5WL8mZTp1hD31l8obb+maiFFGY9++8UuXxsXFccYMQMrA6NxxxqW2jh+Y5vb85htSppN2xrx3f0RrpoTs8LHrscdiYmKYygAgZWB0M8VQ3afMlbsAl75DynTGzpiqG/27PmKUUTNoUGx0NHNMAqQMDK1QHDZCxyhjSOXnpExHjRueafjgvhndsjNGOzbOnh0TE5OZmcm6DJAyMChdXoPd4tTZVh+vBjMpc+1j8tS0Lj4zpqVRNHy4TJn4+PjGxkZWZ4CUgeHUC/Njwts4KXPlvnn147v6FGB9RUy/2fV/vm96t++M0V6VvfrVV2XN5OXlsUYDpAwMZ6P4raE65tv75lW/0KV3AdZRx0x9YnvVjTe7SMSoI/Ohh2TKJCYmNjU1sVIDpAyMZbYYbsCUkePukvWkTFt3xnw4bprr7IzRjkp//9joaFkzJ0+eZKUGSBkYSL7INmbHKOP7lXmkTCvHtCmpXw680QUjRh3vLFggU2bLli2s1wApAwNZKxYZOWV+ZPHtf/E8KeN8eM8ypwVPds2dMfZ3/o2Li6uvr2fVBkgZGIVBbifjZISef8Dj669JmZbGT57aduZ7fi4eMcowe3srx5j279/Pqg2QMjAEgx9dUsf48ld7fNNEytiMQbNqPrr3p66/M0Y7NsybJ1Nmw4YNnPwLkDIwhLfEC3RMF50C7G4d88xjG839vd0oYpRxePz4mGZnz55lBQdIGegfR5e+cwpwVR4pI4fvzLNpdz/iXjtj1FHXv3/csmXc+RcgZWAIxSKffNGOsIu3DLhYZ/CUiXx41YV+/d0xYtSRPGeOTJmEhASOMQGkDHTuA7GSfLEZP6z9YWfdBdjlI+amWWf2D/+hW0eMMnImTlSOMVVWVrKaA6QM9GyBGE+72I+Q07/q+c03RkuZX4XHn3fDM2NamihbSZn09HRWc4CUgW6dF9UPil6Ei8Mx5tQm46SM/88rDw8br4+IUUfCokUyZdasWWO1WlnZAVIG+pQh3idZnIzAM/9nhJR5ddLrutkZox3bn3hC2TFTWlrKyg6QMtCnWDGdXunSU4BdLGKGTf9nwZDR+osYZeSPGaOkTHZ2Niu7wVkslq2f5b/+x8yVGzI27cyVH/JvQspADy4L62PCm17p0lOAXaljlk5eeaGfl147Rrntr5IyiYmJrO9GVmOuW7RqV79f1Cs/+X3nNL4Qn3am2my/5MmTJ/38/JTHVVVV12l8Z8Op0bNnT4dfrrV79+7rr7/+008/lY/z8/NDQkLsl6mvr58xY4ZcbMSIEYWFhconm5qalixZ4unp6eXlFRkZqX0Dn3zyifpYfZWgoKDevXuPHDkyJyfH5m+1j+WDdevWqZ9/++231b9q6RUdfu9XfWmH/4BZWVnyQ3Ux7ZK+vr7Jycn279z5E5IyhsZl2K0c95bH6SxlRj9d8LehwTqOGJvTZSSz2cwqb1jL12X3es6qXQXkh1Frs2wWi4+PHzdunLqN3LJly4svvuj8md94442NGzc6/HItuY2PjY2Vf8rHkydP3rdvn/0y8rWU1klJSVFbJzo6OioqSjnZS76W/ElWN+rDhg1TbjSgvqKPj8/nn38uH8jnHzx4sPOUmTVrlvr5adOmqX/V0ivaP4mWw5duafkpU6bIl5g6dar9MgUFBTLmnKQMe2Vga4dYR6a0cow+uU03KbN08srGvn2N0DHa02Xk/wqzyhtTQ0PD4/8vz35FmByVV1dXp10yKSlJxoG6vYyIiAgNDVV2kzj8+fnss8/kMi19ucOUkdv7CRMmOHyfsgbOnTunPFayQJJZoB4Lk38bEBCgbtQjIyNlamg38MHBwcnJyTbHzlpKmSVLlshuUOpBPlb/qqVXdN4TDl/a4fJlZWUywuQD+a8qH9ssc/z48fnz55MyaIN4EUGjtHbqbNFriOkf7p4yo54+fuyOuw0SMcoovPNOJWW2b9/OKm9MJSUl9ywusl8d7nyhWP6Vk01vUFDQoUOH5IOKigq53bVZzGq1yk+q8eF8c/vpp5/KJNq9e3d4ePiyZcvUg002ueOwgRx+KF+ltrZ2yJAh8g2orygfR0dHhzY7cOCA85TJyspS9jnJP5UjPs5f0flRHocv7fAfRH77SoG9+eab8kvsn1MuwAEmtMF0EUijtH78+OJtHXAKcPd1zO/Coix9+hiqY+So79dPmSU7ISGBVZ69Ms73yjhpEQ8PD5vPJCUlOTz85GTPwZEjRyZOnKg92KTl5+cn60SJpLfeekv5pL+/v7qrQz6QH2pfRTbB4sWL7V+xrKxMXVK+kHIcSv6pLSH5oVymsbFRvq52Z1JLr9iab9Dmpe2Xl9+ar6+v9swYm2NkZ86cUf+p2SuDq6sXZuqkzacAnwvvffmy26XM8OlFf/3+WKNFDKfLQNXKc2Xs98oUFxcre2XCwsJsFnv00Uf37NnTppSRTyJrpqWUefnll5UzeeXfTpkyRfmkfLxkyRJrM1kt2nNllDoZNmyY+ooBAQG7d++WD06cOKGesDJ27NiUlBSlvcaNG6f98unTp8+ePVv+qX3bLb2i82/Q4UvbL79p0yb1+JEkHyvvTV3m6NGj2oNopAyuIl9kkybtGPeXRrtXyvzvDxcYcGeMdmyeMYPTZQxOuYLphjkN6hVMC+PTHV7BpN1eHjp0aMSIEbI5QkNDZc3Y/O3111/v8NaLLW1uZcSEh4drDzbZLFBbWysLxsPDIzg4WH05KTIy0svLy9PTUz5QJxRTX2XHjh3q45ycHPm1PXv2lBGmZpZ83bvuukt+F/JPdRVQvmTz5s3y5WRe2Lxth6/o/CiPw5e2/wcJCQnRroYFBQXjx4/XPmdgYKD6L2P/Qhxggq0/imV0SfvGnafT3CJlxk7/a1HAcCNHjM1kTKmpqaz4hmWxWFLT83+fdOW+Mht35DY0tvO+Mva7Z+AKSBmDWiaeIErafQqw/7mTrpwyPSKafv/j1wy+M8b+zN/Vq1czSzZAykA/ZovhRMm13QX4gmumzPCZRf/yH0rB2N8oj9NlAFIGOtrXKhrJkWs9Bdj0VI9vmlwtZd564CXj3DOmlaOpR48VUVFKypw4cYLVHyBloAeF4jAtcu3jvrLfuE7KjJ5R8MXgIMLF4dgwbx6TMQGkDHTlU/EeIdIxpwCXpHd7yvSZbfnDD+ZyZoyTsfPxxznzFyBloCtcvtRh982z9h1cXdyNKXP/00dO3XI7seJ87J0wQUkZbpQHkDLQidfEJCqkwy5ouvh974YLXZ8yfWZbPrhvRlOPHpTKVUfB6NFKysTGxjqcJgYGYTKZysvLuZCNlIEezBRDSZAOHBOqftLauwB33M6Yf936fRqllaM0IEC9iKmyspLfAAZ0bPv2/XPmHA8NLbzvvoPPPJP/8ccOFzt58qSfn5/yuLa2durUqR4eHoGBgTa3fTtw4EBwcHDv3r2DgoI+++wz+ZmqqqqW7t4m7d69W513KT8/X534+jsbY7sv1z5QbgQsvnvHOWXupJycHO2T2C9ZX18/Y8YMZV7MwsJC+yd3+NIKT0/PpKQkJ68ovzX5jyD/KUaOHKn9PCmDTveg6EV/dM8pwB2xM2bjuGc4M6ZNo65/fzVljh07xm8AA3bMidGjtT8SJ4OCCj76yGax+Pj4cePGqZvzhQsX7tixQz6QHTNkyBDtknLjvW/fPtE8ObaSPlu2bHE4JZNCO1nB5MmTla+1T5mWPiMfDBs2zGa6ImnKlClRUVGyt7RfYr+kfGNKRaWkpKgVZR9MDl+6qKhowIABTl7Rx8dHmcdbflM2UxaQMuhENcJEeXTGGHk6vbNTJvyp9PKbBpMm7RjKpJKS/N9KfgkYzcFnn7X/kTg4c6bNkaakpCTtxIq+vr7KLNayY44ePerwmevq6pQ5gyIiIkJDQ5U9H/ZTZKgpI7f6EyZMcLwxdpoykZGRyoTS6ifLyspktcgH8hXlYydLytpQZ/BWsqP1KVNYWCj/HZy8YnBwcHJycrcftyVlDOeUOE52dNIpwLeePdVJKdP32cZ3fjTf2qsXUdK+kfjSS0rKbNu2jV8ChmIymY6Hhjq4DfR995WXlzvZivfs2fPdd99VNudjx451+OSzZs1SDjAFBQUdOnRINM89Kbf0Noup8y6Fh4creaTsJnF4gMlhytTW1sqikkWiflI+j5Isb775ZnR0tJMl7aeubP0BpgEDBiiTNLX0ivKF5OPQZgcOHCBl0EWOij1kR7edAtyujnnkyd3sjLnGkRIRoaSM/D9IfgmQMq1JGRkc2t0qNotZLJa5c+faF4nk4eHh8J0cOXJk4sSJLc2M7XyvjPxTZsTixYuVx1ar1dfXVw0O+Vh7UEm7pOTn5yf7Rvmqt956q/V7ZU6fPh0WFqZ+rcNXVJWVlfn7+5My6CIZ4n2ao9tOAW5jxHjPMm8cP5szY659bJk+XUmZNWvW8EuAA0wODzDZbNqnTZum7JBQJ3BW7dmzJzQ0tLi4WP1MUFCQ8mFFRUVLU07Kz8uaaXfKyHc7bNgw5bF8Y/Pnz1eXlI9TUlIcLim9/PLLyrnA8nWnTJnSpgNMmzdvnjdvnpNXDAgIUOayPnHiBOfKoOt8IFYSHJ067i+J65CU+cnUbV8OvJEK6di75Elci2s0rTzt12YrXlVVpexEGTt2bFFRkfZv5fbb5qDMoUOHRowYIReWiSNrxuEumfDwcO3BpramjLRjxw7lcUhIiPaMHDW27JcUzZdiyYLx8PAIDg5W39tVDzCpT668VkuvmJOTI5+2Z8+eMuZsrvMiZdCJ1olXqY1uOwW4dRHTb3b9+w/M4syYDhw5EyeqKVNTU8PvAQPWzMFnny28//4rF2PPnNlSx1xVS3tc0L1IGcOJFxGkRredAtyKjpny053Vg9gZ08Hj8PjxasqUlJTwe8CYKisry8vLrVYr/xSkDNxbrJhOanTbKcBOI8ZnZvW2e5/kBr6desNfST1YAICUgVtaJCbSGd12CnDLHTNz6iZzf2+ao5NGSWAgd8kDSBmQMow2jx8Ux181ZXyeqU4PnsTOmC5LmezsbH4PAKQM3NhcMYbC6LZTgB3tjKn1HkRqdPYw+fmpKZOens7vAYCUgRubLgLJi247Bfi7O2N2j32UnTFdM8ze3mrKcMNfgJQBKcNo7ynA/+6Y/35kAztjuitllFt7ASBlQMow2n4KcIS4afaZ7FE/ZmcMKYOuZLFY8vO3Zma+npGxMjd3U7dPfwhSBqSMW477yn6z5KdJ5/sPICy6N2XWr1/P7wFDqaur2bVrUX19P+Uwb2Nj37S0F8zmM9plDhw4EBwc3Lt376CgIGWGSGUWSQ8Pj/Dw8KqqKu3CO3bsGDBggFx42LBh8rFovqPu1KlT5cKBgYH2N73dvXu3OoWkcudcBxtjzZ12lXkGhN09eeUramd9cjj3pHwt+S3IJUeOHJmTk6P98pbmjPT09ExKSrJ/zqysLPmh+iSkDEgZxnWLTt1+rsTn3C9uISy6N2USEhL4PWAo2dnLrdZe2ksJ5YdZWVHaZeTmf9++ffKB7Bg/Pz/54J577lGmej5+/PhPfvIT7cJhYWEff/yxaJ6ZSJnVaOHChUrTyI4ZMmSIzRvQzrs0efJk5YWcpIwsJO30kOoDZdIDtWYcpoyPj8/nn38uH8hXsZkUyWZuBPXDoqIiWWb2y8hvLSoqSiYaKQNShnFlzKwY3PDvX6a1Z24sjQ5ouoFjTKQMOl1DQ0Ne3uP2d97Oy5tcV1fnaBdOXUBAgPjubNjaWbIlT09PJTXkn15eXvKBr6/vsmXL5GKyY44ePdpSysjImDBhguONsaZaIiMj33jjDeFoGibZMeobc5gywcHBycnJDo+gtZQyhYWF8v3bfLKsrEwWlXwwYsQI+ZiUASlj9BF+0bPyoqfNb9J6c7/KlbddHtibziBl0HlKSkqKiu6xT5ni4jsdTmExa9Ys5QDTXXfdVVBQIB+kpKTYTGTds2dPbaYon3n33XfVw1I2z6lOIRkeHq4Uj/Y4kX3K1NbWyiQ6d+6cw/kdnX9SflV0dHRoM2WvkpOUUQwYMECZA1y7jHyfSk69+eab8glJGZAyhh4PWvrsO+vb0lTZXzX2Ldty61e3eFAbpAy6d6+MxWKZO3euGhlHjx4dNmyYh4eH3JD7+Phol5QtYrNXRrvbxqZ7VEeOHFGm2lYPNrWUMvJPmRGLFy92vldGPlDfhv0TlpWV+fv7X3WvzOnTp8PCwmQ8aT9ptVp9fX3V1pGPXXw+eVLGcGaL4eRFV44/n76tpY7RHrmv2HZL/Zh+NAcpgw7XmnNl9uzZExoaWlxcrH4mKChIxod88MknnyxcuFC7cHh4uHJmjPwrZa7sadOmKTs2CgoKxo8f7/BtyCXlE7YyZWQ6yJCy+aRy+rD8U/nk2LFjlcvxkpKSxo0bp3wyICBAWeDEiROtPFdm8+bN8+bN035Sfi/z589Xl5SPXfy6P1LGcJi4oCvH77+446odox2VB/3P388lTh0/SgMCSBnDUq5gami4Qb2CKT19oc0VTLIAbK7xkXEjP+nh4TF9+nR1/43yVx999JGnp6d8PHDgQOVqo6qqKmWPi8wLh/OVyoiRAaQ92OQ8ZUTzdVLOr2CSz3nXXXfJT8o/8/PzlU/m5OQEBwf37NlTppjNtVQtpYwUEhKiPIPySfVDhZM+I2VAyuh8LCi9rampR5tSRhln/3rTl9NupD86aQ4mUsaAmu8rk5qZ+fvm+8pstFga2vc8yj4YkDLoZsvEE0RGF4wnv7zxvKVPOzpGHaYivy9fvFH0IkQ6YBQNH07KAKQMdCJeRNAZnT0mXfAqsbtkqX3jwtn+Ff9zS1Mfrty+ppE/ZgwpA5Ay0IkNYimp0dmXLB1p+ZKl9o3z1d5Vb93cNIigaefYO2GCmjLJycn8HgBIGbixjeK31EYnzoPd1OOD4qEd2zH/uXL7kkdpcsBXN3HldptH+qRJzMEEkDLQiU/FewRH542VxUGd1DHaW9FU7vD/aiRB04ax/Ykn1JTZsmULvwcAUgZuLFd8SnB00phTduvX7bpkqR2jqalHeeat5+/hyu1WjY2zZ6sps337dn4PAKQM3Ng/RR7N0Rnjp2duOveVR9d0jDZozv71pgtTvIgV5yPxpZfUlMnKyuL3gDGZTKby8nIXv3EtSBlcXb0wkx0dPiafH1BcM6iLO0Y7zvzfTabpfiRLSyM2OlpNmcOHD/N7wGg+PbY9av+cOcdDnym871cHn/k0/2ObBQ4cOBAcHNy7d++goCBlDqY9e/aMGDFCfmbkyJE5OTnOF66trZ06daqHh0dgYKDNjenEv+/Sq9zdLj8/PyQkxP4dysBasmSJp6enl5dXZGTkfzbS32XzSbl8UlKS82eQry7fp8NvhJSBG5sqfIiPjr1k6UClfzd2zH8udKoacPY1X67cthmNffvGaGhvYwqDdMzPT4z+zj7Uk0FpBR9pl5Eb+3379skHMk38/PzkAx8fn9OnT4vmWYpsZgCwX3jhwoXKVAayY4YMGWLzBrSTFUyePFn5WhvR0dFRUVFWq1U0T8Akf1C/s6lu4Ua9RUVFAwYMcP4M8hv5/PPP5QP5ujbfCCkDN8Y0TB07/nByiCt0jPbK7dLogKYbCJpvh8nPT5syJ0+e5JeAofz64LP2q23kwZkOjzTV1dUFBATIB7JIKioq5AP5p32d2Czs6+urTHktlzx69GhLKSOTYsKECQ6fSkaGxWJRHp87d0552qumTGFhoXxp588QHBycnJys/hUpA53ghr8dOJadut2lOkZ75XZ50mCLbx9SRnurX6mmpoZfAsZhMpnmHA+1X3OfKbyvvLzcfvlZs2apB5hkmshokH/aHzOyWbhnz57vvvuu0hZjx4613S3073mXwsPDleLRTqWk5o6TD+1TRjFgwABlGksnzyCzJjo6OrTZgQMHSBnoxDrxKgnSMZcslQR22SVL7Q6a0+/ddnGYJ/fHU3HWJynjMGUsFsvcuXPVyAgICKiqqlIOMNnsI7FfWNZJSxWiOnLkiDLlpMOZsf39/dUdJ/KB/PCqe2XkGwsLC6utrW3NM0hlZWX2nyRl4K64tUzHXLJU6V9/bbMsdeWFThV7Btfd3d+YKbPz8cfVjomPj+c3AAeY7A8w7dmzJzQ0tLi4WNsWctuvHGDy8fHRPqH9wtOmTVP2jjiZRFpmh6yZllJGfnLJkiXWZosXL27luTKbN2+eN2+e82eQHaZMxH3ixAnOlYF+cD32tY/wi55fmL3domO0QXMq53bzJG8j31Rm/fr1/AYw3P+8teK0X7m9t7lQKCsra+TIkTYX/ih/Zb9wVVWVssdl7NixRUVFDnfJhIeHaw822S8TGRnp5eXl6ekpH9jsO2wpZaSQkBD1THaHzyDffHBwcM+ePYOCglo6UkbKwP1wPfa1z06wu+xW9+oY7fiy0PfMzJuMkzKrXnuNW/1SM78++Oyzhfc/U3hf5MGZNh3TemFhYfxjkjJwFdPEYIqk3WNdSaD7dow6akoHVb14c1OPHoa6Epv74xlZZWVleXm5crkySBm4PS5iaveIPjVEBx2jvXK7PG5wU3/dBs2JO+7QpsyxY8dY/QFSBnrA/NjtvGTpX9938UuW2jcuXvA8ve42XV65fXj8eG4qA5Ay0KGjYg9d0tbxxJmbaur76a9jtFdul7wfeCFIVzM6pf7sZ9qUaWhoYPUHSBnowXlR/aDoRZ20fjx86frC8wN03DHqsFp7lX0WoJs5t7Xn/HIlNkDKQFfmijEESitHmLVXWvlgI3SM9srtyoP+5ofc+8pts7e3dpfM5s2bWfEBUgb68bqYS6MY6pKl9o2KosGnf3Gbm17oVHjnndqUSU9PZ8UHSBnoB/f8beWI/OIOw3aMOqrLfU7/6ja3m3M77ZFHtClTWFjIim9MFotla37+65mZKzMyNuXm6ntuRVIGBnJKHCdTrjqmV9xyyU1mJ+iaK7fLfnOrtV8vd0mZdxYs4Jxf1NTVLdq1q199vfJz3Lex8YW0tDNms/2SJ0+e9PPzUx7v2LFjwIABvXv3HjZsmHz8nQ2nRs+ePeVnDhw4EBwcLBcOCgpSJpjU2r17tzqFZH5+fkhIiION8Xc5+WR9ff2MGTPkE44YMUKtc/m3n3zyifpYedDU1LRkyRJPT08vL6/IyEjta9m8ektLKm9efl/y5bT3ZNI+g/y8/FC9ITIpg67GjfKcjym1A7+8dD0FY3/ldskfb//qJg8X75j6fv1io6PVjklISGCVN6bl2dm9rFbtD7H8MMruZonx8fHjxo1TN9JhYWEff/yxfLBp06YpU6Y4fOY33nhj48aN8oEsmH379skHsmPUGFJp512aPHmysqTjTXLLExSoXnzxRaWKUlJS1CqSS8rkUiYrUL8qOjo6KipKuSWgfKvqrEz2T9vSkso0C/LPI0eOjBw58tChQ/bPIP9x5NdOnTqVlEH3WCOep1eczLL0j3PfI1xaGhZLn7Itt1643ctdTpRJTU1llTeghoaGx/Py7H+CJ+fl1dXVaZdMSkqSKaBupD09PZUykH96eXnZP7OsloiICJtPyue0n0ZbTZnPP/98woQJzjbJrUgZHx+fc+fOKY/lE6pLRkZGygrRftXgwYPVQ2nyS9Q3Zv+0LS0p37M6XVRtba26X1N9hrKyMplQ8sGIESOU2TdJGXS1/eJjkqWl8XGlP73Smiu3T2fcZh7u7fonyuTm5rLKG1BJSck9RUX2P7t3FhfLv3ISE8qRI3WLbrOY1WqVG281KVSzZs2yP8CkTiEZHh6+bNky9WBTa1LG/gCT/ZtRlpSpMWTIEPmWWlpS/dA+Za66pP2RL+WB/HaUfnrzzTejo6NJGXSDGmHi7jIOx1sGvmSpfVduV+wfbJro58onypw9e5ZVnr0yTvbK2GykZXA42SuTlJT04osvaj9jsVjmzp3bUqOI5smxldmz1YNN7dsr4+fnJ6tFyam33npLu6SsisWLF6tf5e/vr+5rkQ/khy09bUtLyvepfkfygU3iyDfg6+urVo58bDOhNymDLvKcGEW42IyXSm6nTtoXNKXHAkxPuUTQlA8erO2Y1atXd9cvWXS7Vp4rY7OZDw8PV872/eSTT+wnxH700Uf37Nmjfigfh4aGFhcXO3kb8klkzVx7yrz88svKGb7yedSTeJQl5Q/5sGHD1K+SCyxZssTaTCaOk3NlWlpSPVdGOXNZPdikPMOmTZvmz5+vPol8nJKSQsqgG2wQS2kX7Xi66uYGay+65JpuRfP3W049d3v33oomZ+JETpTBt7ufm69guqGhQb2CaWF6usMrmLSb+Y8++sjT01N+OHDgQPuLg+R2XTvDdkBAgP2RIJtdMrKNtAeb2n2Aqba2VhaMh4dHcHBwRUWFzRfK/NI+SWRkpJeXl/xG5AO15h0+rcMl1Z0x2t0z6suFhITk5+ernywoKBg/fjwpg27wd7GffFHHo2ZvE5csddAwlfiVRgd0161okubO5UQZaI/+pObn/775vjIbc3Mb2ntfGfvdM3AFpAzEbDGciJHjQUufv9UOJEE6/FY0X/wuqNG7bzfOV8CJMgApA53bKH5Lx8ixyWCzLHXpnNuNfU+nBHbZrWjy7r1X2zFJSUms5gApAz37p8ijY1aWBhAcXRA0//pwaBfMuZ08Z442ZbKzs1nNAVIGOjdTDDVyxywuu5XO6NILnf4S0HlBUzNokPYmv1J5eTnrOEDKQOc+ECuNfMlSY1MPCqPrg6aywN80veOv3D48fry2Y5ivACBlYAjFIt+wsxNUXvQkLLrzQqciv44NmvXPP69NmV27drGCA6QMDOFFEWrAS5YOMsuSa4zaMwNLowOsfa91zm2Tn5/NtUulpaWs3QApA0PYIdYZLWX+XHUzDeFaQXNu4MlVQ6w+7Q+a9EmTtB2TmJjITX4BUgZGYRGND4u+xumY3zHLkste6HTJ49TGIe24ctvaq1f80qXalElPT2fVBkgZGEi8iDBIx7x8mo5x9dHY2Ld0d9sudDo+apTN0SWTycR6DZAyMJBT4rgROma6yY9ZltzoQqeyzFurQ31akzIpERHajlm/fj0rNUDKwHAWiPH67piHL11fyixLbji+/MeNX0670UnHVPv42OySOXz4MGs0QMrAcHLEh/q+ZGnfWV+ywH1H1T9vNi3yE70cpEzGww9rOyYuLq6xsZE1GiBlYDiXhXWq8NFryqRU+lMDepii8ssBpau+c+W2pU+fFVFR2pTZunUrqzNAysCgNoiluuyYOGZZ0teoN/c79fvbG3362t/hVyopKWFdBkgZGFSNME0W/XTWMf9dduvXzE6g0yu3S9YHJr70krZj1q5dy4oMkDIwtLfEC3rqmJ+YB5639GGrr9dRWHinzS6ZgwcPshYDpAwMrUIUPyh66eaSpVNcsqTrq7VTU1fFxcWpHbNixQqLxcJaDJAyMDp93C7vQUufI2Zvtvc6Hvn5Y2S+rF69+k9/+lN8fDx3+AVIGeBbpaJIB/MYJJcPZmOv710yCQmL1P0xK1euTElJqampYf0FSBnginXiVbfumFhmWdL7yM0dZ3OWTGpqKmsuQMoA33LrS5nmlQ/mkiXdT9K0atVr2o6JjY01m82suQApA/yHm95j5qmzvsyypPuRlRVms0tm+/btrLMAKQN8R70wPya83atjwi96/l9df7b0Or8/Xn2/FSui2CUDgJTB1W0Tb7tRx4RZe+3/8ka29LofGRkP2+ySSUtLY20FSBnAgcvC+pwY5S4ps77qZjbzuh81NYPi4pZpOyY+Pr6hoYG1FSBlAMfyRbZbdEwUs0UaY2zePMNml8zevXtZTwFSBnAmVkx39VmWKv0vs5k3wCgpCYyNjdZ2zOrVq7m9L0DKAFdxXlS78vm/T9YM4pIlIwyLpU9i4kvMuASAlEF7bBGvu+wlSycbbmAzb4SRlvaITcckJiZarVZWT4CUAVplgRjvgpcsZZ77Htt4Yx5akk6cOMGKCZAyQGv9Xex3tRmz3ysNYBtvkOmW3nlngU3HpKSkNDU1sWICpAzQBi51/99ldIxhxt69E2w6ZsWKFcwcCYCUQZtdFta5YowrdMycSn9mWTLIMJn8bG4kI+Xm5rI+AiBl0B7FIv9h0bd7O+Zxs3ddY1+28QY5tLR+/fMcWgJAyqAjfSje7MaOmXTB6wsuWTLMyMmZaNMxsbGxZ8+eZTUEQMrgmrwmJnXXJUtZ1T5s4A0yioqG21+1lJWVxQoIgJTBtTovqp8Ufl2fMn84fRsbeONMf71q1Ws2HbN+/XpuJAOAlEHH+LvY/1/feHRlx/yqjEuWDD3XUmxsrMlkYtUDQMqgw3TlLYBnV9zCJUvGGfv3h8bYyc7OZqUDQMqgg/1OzOqCjplSO/DcVx5s4A0yTp4cYn+KzJYtW7hqCQApg453SdTParqjUzvmv77yKLjgxQbeIMNs9rY/RWb16tUNDQ2sbgBIGXSKClH8SFP/zkuZ7Wd92cAbZ+5r+wkKmGsJACmDTndU7An7pieXLDGucaSm/sy+YzIzM1nFAJAy6HQZ4v0OrxkuWTLUSEt7xL5jNm7cyCkyAEgZdJGky8s6sGNmcsmS4S9ZSkhI4BQZAKQMulTcV890SMdMru9Xeul6NvAGGQUFo+0vWVqxYgUTFAAgZdDVLgvrgksPXPvsBLk1g9jAG+fSa/uJr6XCwkJWKACkDLpBvTDPvjTyWlImtepmNvAGGSUlgQ47Jjc3l1UJACmD7qyZGReGta9jlpv82MAbZJhMfvHxS7lkCQApAxetmafNQ9vaMQsqbrnMNt4wHWN/Kzxp27ZtXLIEgJSBS6hrqnnq3O2t75jpJr9GLlkydsds3LiRia8BkDJwIee+OvPkl7e1pmMmNdzAJUsG75iUlBQ6BgApA7esmTBrr721A9nGG7lj1q9f39jYyPoCgJSBW9bM+5X+bOMNct21w/N8ZcdwKzwApAxcWm1j9XPF4x12THT5YLbxRr5/DB0DgJSBe2hsbPxFUahNx/yi6mYuWTLCKCy8k44BQMpADzWzIH/Sj5t6KB3z9NmbGqy92MwbYX4l+3kJ6BgApAzctWZ+nTXnQUufSRe8iuv7sZnX92hq6uFwvmvlumvO8wVAysAtWSyWd//yRvbp29jS63s0NvbdtGlWSx3DddcASBm4t4yM5EouXNLvqK72Wbv2BYcdk5qaSscAIGWgB1lZaX/721i2+vobBQWjV6yIctgxmZmZzEsAgJSBfhQUFOza9VQT8xXo6OSY9PRJDk/yjY2NZb5rAKQMdMhkMqWlRdXV9acD3H3U1/dLSYlwuDMmPj6+uLiYn3YApAz0qa6u7r333i4oGE0NuO84fnyUwxkJpLVr11ZXV/NzDoCUgZ5Zrdbt27fv2vWYxdKHLHCvIf+TpaU94vCgkrRt2zaLxcJPOABSBoaQn5+fmPhKSUkgfeAuQ/7HSkx8yWHExMbGHj58mJN8AZAyMJbS0tI1a9bI/8tn94xb7IxxOB2BtHr16pKSEn6eAZAyMCKLxbJt27b1658vLQ2gGNxuZ4y0detWZiQAQMrA6PLy8lasWLFz5+MNDTeQDi51D18nO2Pkf7Lc3FwOKgEgZYArzGZzSkrKqlWvFRbeSUO4yL3vWrpMSZL/sWpqavi5BUDKAN8h/y9f/r/+pk2zyssHExPdeESppXvGqDtjmI4AACkDOGYymZKTk+Umc/v2J7iZXhePhoYbnFxrzc4YAKQM0FrHjh1btWpVXNyyjIyHub6pa65RysmZGB+/tKWIiY+PZ2cMAFIGaIOGhobU1NTmjejSw4fHW629CI7OGPIfNi/v3oSERTEt27ZtG5cpASBlgPYoLi5OSkpqvnnJqwcPhrCHpmPngywsvNPJhdbKESXuGQOAlAGuVX5+/po1a+SWdc2aV44du5s9NB2yJ8Z5xKxatYprrQGQMkCHsVqtBw8eXLFihbKHZv/+UG5C075bxezdO0EWoZOIkf/I2dnZjY2N/NQBIGWADia3r+np6XFxcXKLGxe3LD19ktnsTaC0ZtTUDNq16zEnJ/Y2/5PG7dq1y2w285MGgJQBOlF9fX1GRoayh0ZKSpp7/PgoYqWlY0nFxUO3bn3KySXWynyQqampXGgNgJQBuk5dXd3OnTuVPTTN53a8tmvXYzU1g8gXZZw965uR8bDzY0nqnhgiBgApA3TbHprMzMxVq1ap2+YNG+YdPBhi2Nvrmc3eubnj1q59IeZq4uPjs7KyZBHyUwSAlAG6mdVqPXz4cEJCgnZTnZQ09/Dh8QY5O7imZlBe3r0bN86OaYXExMS8vDxO7AVAygAup7y8fOvWrTZb7uTkOXv3Tqis9NdfwVRX+xw8GOJkyiSbY0mbNm06fvw4l1gDIGUAl9bQ0JCXl5eYmGizLV+z5pWdOx8vLLzTrW+1V1/fr6ho+K5dj131PBjVO++8c/DgQY4lASBlADdTWVmZkZGh3F7PRkLCIpk1+fljqqt93GLvS27uOPmGW58vzd9jQlpaWnV1NT8JAEgZwL2Vl5enp6drzw7WWr361c2bZ+zdO6GoaLiLnC9cUzNIvpmcnImbNs1ateq1mLZITEzctWvXyZMn+e8OgJQB9Ka0tDQrK2vDhg1OL+1ZumHDvK1bn8rMfOjYsbtLSwPMZu/Omy1BxlN5+eDjx0cdPjw+Le2RlJSItraLYu3atRkZGUyZBICUAQyhrq7u2LFjqamp6q32rmrNmldkZ6Sm/kwGR07ORFk5sj9KSgLlMJn8ZO44HDJTlGXkwvn5Y/bunSC/XHZSUtLchIRFcXHLYq7B6tWrt2zZkpeXx3kwAEgZwLjMZrPMmu3bt69duzbG5ck3mZaWJt8w+QKAlAFgq76+/sSJE1lZWVu2bHF4vnDXS0xMlG8mOzu7uLi4oaGB/0YASBkArdXY2FhZWXn8+PH9+/fv3LkzOTk5ISFBnS2hw8l4SkpK2rp1a3p6em5ubklJCe0CAKQM0PHq6upkZxQWFsrgyM7OlpUj+yOl2fr16xNaIDNFWUYuvH379qysLPnlspPKy8vNZrPVauUfFgBIGQAAQMoAAACQMgAAAKQMAAAgZQAAAEgZAAAAUgYAAICUAQAApAwAAAApAwAAQMoAAACQMgAAgJQBAAAgZQAAAEgZAABAygAAAJAyAAAApAwAAAApAwAASBkAAABSBgAAgJQBAAAgZQAAACkDAABAygAAAJAyAACAlAEAACBlAAAASBkAAABSBgAAkDIAAACkDAAAACkDAAAg/X+QDtAgtFWabgAAAABJRU5ErkJggg== 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 Distribucion4.png png 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3PDv6UXiTvVj6urqZs+ePXLkyEWLFl2/fl3cc+HChRkzZtxxxx0PPfTQe++9p37wqVOnxo0bJ/7T9OnTxW2n96i988473/rWt86dOyduV1dXz50718m8+DXxDPLDZDabLTQ01M/Pb+zYseHh4eoHOz5DcXGxuF/9Vm/7G/EM6enpjq/oeFu81WnTpjl+1Y5PDqqMJrHUr7dyaP42qowXExyRJleZxMREfg9o0RvZJfcGt9sdApX821L1Yx5//PEPPvig5xddbe3SpUvFDX9//ytXrogb4s9JkyapH7xw4cK8vDxxIysr6/nnn3d6j5poBjExMeJPcXvx4sXvv/++0yoj/hQ9Rik9QlRUVEREhNy6Dh48KH4IXVQZ8briwS+++KJjQamvrxdNqz9VRnzVH330kbgh3qT6q3Z8clBlNOliPbOad7JpcQpVxotZtStTrjKxsbH8HtDiJpll0RWO39ale8u7urrUbUO5LcqE+HPq1KnXrl0TN8Sf4rb6Of38/Gw2m7zVZOzYsU7vcVplREuYP3++83nxb2VC9BjlzYgy0d3dLd/+4osvJk+e3FuVuXr16vTp08WNGTNmiNt2D6urqxs/fnx/qsysWbMyMjKUF3Xx5KDKUGXIADJ/WQlVxotZ+UqWcuSv3V4J+D6TyfT49nonKwZtbmhqalIe9vDDD9fU1IgbmZmZcpO4cOGC6DRijhd/itvq5xw2bJhdB3K8R03e1vLOO+8sWrQoMjJSvd3FdbGweyrlr45VRjztwYMHxY1Dhw5FRUXZ7WAaN25cVlZWf15RFCbxz+d9Td5M1duTgyqjSec+ZVbzTu5Z2U6V8YXLMAlms5lfBdrS3t7+o91Vjt/W74fX3LhxQ3nYxx9/PH369JEjR4qp2t/fX9wzefJk+aCZK1euKJtDlM02dttgHO9xdOnSpQULFqh3NvW5VWbixInKBhJxQ/zVaZURDXv8+PFKcRG35TcjP0y8/4ULF968edNxW5Hynh3fz9WrV+WX6+3JQZXRpKMfMqt5Lft/EMaH4AtVpqWlhV8FmrM1scTJftsDJerHTJs2TVQNceP06dObNm2Sa4S8M+XatWtyuVEsWrRIPrZXPFi0BKf3OBL3i5dwXWXkA4TFn/Kd4pGhoaHWr23fvr23Y2WysrI2bNig/FXczszMVD8sOzs7ODjY7hVnz54tPyw9Pf3JJ5+U7xSlTX71hoYG+ViZ3p4cVBlNOlzKrOa1rHs2lQ/BF6qMepcEtOLTP5hejvxGm3lud1nV77/xrbxw4YKYxUeOHLl8+fKOjg7p63N2HnroIbtzeeRycPLkST8/P3H77rvvFt3F6T2Om2RE3VHvbHKsMo5nMAnh4eFjx44VTy5uKJtDbvumuXPnqpeirqmpCQgIsGs8do+R39LDDz8sXlH8qfwn8ZXOmjVr2LBhotvJu9V6e3JQZagyZGD53k8+5EPwhSrT2NjIrwItumxq/flbZSEJRRvjC6NSS+svD3Jpmd62uIAqA6oM6SNjfmbhQ/CFKsNlmABQZagyhFBlAFBlQJUhhCoDgCoDqgwhVBkAVBmqDCFUGQBUGfi8058wqxGqDFUGAFVGs7hwAeHCBVQZAFQZqgwhWr2cJFVGu1ovXy6LjS3avLlw48aSfftaP/uMzwRUGSOqNjGrESMmOCKNKqNppk8/LXn5Zdvtt0u33San9Pnnm6qqXP+rDz74YNasWXfccce0adPeffdd9X86derUuHHjxH+aPn26fL0Cx3vU5MsRyMv4ih+huXPnOpkXv0m5U/0Au0f6+fmlp6fLd9psttDQUHHP2LFjw8PD7Z522LBh48ePV64o6fS1pK8XOBZ/VZY2lh+pLF7seA1Li8WyYsUK8aXNmDGjrq5uoO/Z9Z12n4Pj23B89aCgoOzsbOXVxW1xj92H7PS9OT654zu3+6yoMlrVfJNZjRgx2yKTqDKaVrJ1q1JilJR8faElF0SDef/998UN0WMmTJig/k8LFy7My8uTvr4+0fPPP+/0HjX1dZcWL14sP61jlXF9p+MsW19fL/qTfDsqKioiIkK+cvvBgwcdr9YkJnvlOpdOX0sQ71w8yYsvvqh+UVHO1BenVNu8ebPczzIzM5V+1v/37PpOu8/B8W04vnpXV1dAQMCVK1fE7cbGRnFb3NOfz9Pxye1bi9N3xdDSIquNWY0YMZH7YrlwgXa1t7dX/ehHjlWm5vvfV18Z24WOjg67K2P7+fnZXQfb8R6nVeajjz6aP3++870VA68yop2MHz9evj1p0iTlGtpffPGF8oaVB4sWrhQyp6919epVMaOLGzNmzJCvoyk/Mjw8XHQjp//K399fvJZ8W3xpA33Pru+0+xwc34bTV29oaBCfcGdnpyg34nY/P0/HJ6fK6HrXIBMbMViGr7ZGq3A5Se3tXTKZ6h9/3LHKNMyc2c/v5sqVK+12MA0bNkxdU5zeo6ZcQnLRokWRkZHKzqZb3ME0btw4ZZ+R3Ysqf1UePHHixJycHBevJd6YPJ0fOnQoKipKeeTNmzenTp0qSoPjdO74lQ7oPbu+0+5zcHwbTl9d3jAmmtyRI0f6/94cn5wqo2d3bWRuI8bKnWs61FWmpaWF3wMa25xstVYsW+ZYZcqXLrXb++Cou7s7KCjIsXaILmK3DcbxHkeXLl1asGCBemdTn5OleJjytOp2Iv68cuXKwoULxRws3ymairJVRtwQf+3nxh7lUxo/frxSIMRt9Q4XUXG2b9/u+K8mTJggvwHxz3/xi18M9D27uNPpG7Z7G05f3fUeNBfvze7JqTJ6FvAqcxsxViYGt6irjNls5veA5pS88Ub7vfeqe0zHnXeWJie7/lcXLlyYN2+e012KixYtko/tPX36tHytbMd7HIn7RZsZUJWZPXt2ZmamuJGenv7kk0/aPTI7Ozs4OFi+LZ4zNDTU+jUxJTseK+P6tbKysjZs2KD8VdyWX1d+pJj4p0+f7vivtm7dKh8wK15dOUKo/+/Z9Z2Ob9jubTh9dddVxsV7s3tyqoyerfwVcxsxVh7ZVKOuMvJhldDchpnC/fvrH320c/RokcYHHyyOj+/zWzl58uTe9vicPHnSz89P3L777rvl2dTxHsdNMqLuqHc29WcHk/hXDz/8sOg94k/lkHP1tDp37lzl/vDw8LFjx4q3IW7I2x5cNAO711I/j1BTUxMQEKD+56KoOT7VzZs3RYcYOXLkrFmzrl27NtD33NudLna0qd+G01d3XWVcvzf1k1Nl9CzkKHMbMVae3Fyh9JjY2Fh+CWhX+/XrZSdPlubktNzCsdu9bXGBAVFltOrQu8xtxFh5NvSsUmUSExP5JQCAKqNt5z5lbiPGykvhuUqVSUtL45cAAKqMtrFKHjFagnanK1UmNzeXXwIAqDKaN2Yd0xsxUCL2xSlV5uzZs/wGAECV0bw50UxvxCgZs8aiPn2poqKC3wAAqDKax/nYxDiZuv6yusrU1NTwGwAAVUbz9p9jhiNGPBNbaG5u5jcAAKqM5uVVMcMRI56JLSgLwwMAVUbD6q8zwxGjJHB3htJjDhw4wPAHQJXRA6tNGrWWSY4YIjujEpQq4/RCuwCoMtCkmXuY5IjhTl/iTGwAVBn94EpMxAh5NKSaM7EBUGX06XAp8xzRf57eUaiuMiaTibEPgCqjE7XXmOeI/hMckaauMp2dnYx9AFQZ/fAPYaojes6owK6o6BhOXwJAldGtZSnMdkTP+e6GBvUmmfz8fEY9AKqMrvyyiNmOGOhAmbKyMkY9AKqMrnC4DDHUgTItLS2MegBUGb2ZtJ0Jj+gzdwWZ1QfKxMfH22w2hjwAqozerP8Ncx7RZ2ZuqlVvksnOzma8A6DK6NDRD5nziD6zJCyfA2UAUGX0z9zJxZiIPrMlMpkDZQBQZQxhSTLTHtFbJq1rVveYpKQkDpQBQJXRLfYxEf3lqe1F6ipz4sQJRjoAqoxuNbVJwwOZ/IiuErQ7XV1lqqurGekAqDJ6FvAqkx/RT/zXtqlPwxba29sZ5gCoMnq2/xzzH9FP5m8tUfeY9PR0xjgAqozONd9kHxPRT9ZHpKqrTGlpKWMcAFVG/ziPiegjD2ysj/6m5uZmBjgAqoz+nfuUWZDoIcvCT6h7TEpKCqdhA6DKGILVJvmHMBESbWfE6u6IfXHqKlNcXMzoBkCVMQqux0S0nkc21djtXWptbWVoA6DKGEXjDQ7+JdrOxj1vqHvM8ePHGdcAqDLGsiCe6ZBoNRODW+w2ydTW1jKoAVBljCWvihmRaDUvheeqe0xcXFx3dzeDGgBVxlg4+JdoNKMDOyP3xaqrTG5uLiMaAFXGiPblMS8Sza/wK9y4cYPhDIAqY0RtFmnMOqZGoqUMX20N23tA3WPS0tIYywCoMsYVlMHsSLSUx0Kq7DbJ1NTUMJABUGWMi7OyibayLTJJ3WMSEhKsVisDGQBVxtBW/ooJkmgjD26ss9skwwq/AKgyYMMM0eommdjYWIvFwhAGQJUBG2aIJjfJFBQUMHgBUGXQo/YaMyXx6dy+yhayJ8WuypjNZgYvAKoM/irkKPMl0dKJSzk5OQxbAFQZ/F3rl6wxQ3x3LZkdexPZJAOAKoM+7D/HrEl8MXO3lLFJBgBVBn3r+kqatJ2Jk/hW7lzTEbEvTt1jYmJi2traGLAAqDJw4u1K5k7iW1kSls+JSwCoMhiABfFMn8RXMiG4NSo6xm4tmY6ODsYpAKoMelVtYsU84isJ3J1ht0mmsLCQQQqAKoM+cI1J4gt5NKTarsckJiZ2d3czQgFQZdCHNovkH8JUSryZMWssO6MS7KpMdXU1wxMAVQb9cvoTZlPizSzfedyux6SmptpsNsYmAKoM+mtJMhMq8ZXLLQkmk4lRCYAqgwFovilN2Mq0SjydEau7Hdf2zc/PZ0gCoMpgwN6u5Gwm4um8FJ5r12MOHDjQ2dnJeARAlcFgrEpnciXevGykUF9fz0gEQJXBIFn+JE0JY4olnshdQeZdUfFcbgkAVQZuVvoZsyzxRFa+kmXXY+Li4ljbFwBVBm7wagETLRnaLNj2nuOupZqaGkYfAKoM3GNZCtMtGapMXX85cl8sl40EQJXBEGqzSPeF/oVJl7g9owM7Hc++TkpK6urqYtwBoMrAnSqbpJFBtBnizty+yha0O91x11JjYyMjDgBVBu73VgmzL3Fnnt5R6NhjLl68yFgDQJXBUAk7zgRM3JOALeWOPebIkSNWq5WBBoAqg6FitUlP/tzGNExuMROCWx0P9U1ISODsawBUGQw5c6f0nXArkzEZdO5c0xG294Bdj4mJiWlubmZ8AaDKwBOab0r/sPErpmQyiIwK7ArZk+K4a6msrIyRBYAqA8+pNknj1tFmiHtOWTp//jxjCgBVBp5W8gfbHYF/Znom/e8xK17JduwxqampHOoLgCoD78i59JWYn5ikSX+yJCzfscckJiZaLBaGEgCqDLzmjcL/ps2QPvNCWIFjj4mPj29ra2MQAaDKwMsijv2RqZq4yI9Dzzj2GE5ZAkCVgQ/Zc8zMthnS/6teix7T0NDAwAFAlYEP2ZfdyrRN+nNpAqG6upohA4AqA5+z5a3rTN7E9fExQlVVFYMFAFUGPmpvZgN7moiLHlNZWckwAUCVgU87eLxu+GqubGDo9WOW7zzutMdw1WsAVBloQ8bp/zc6sJNJ3YAZsbrb6Tp4XJoAAFUGGpN1+uO7gsxM7YbKmDWW4Ig0jo8BQJWBTvzHh3X3rb/KBG+Q+K9tc3qdSHoMAKoMNOz39Z/P2PQHpnndZ+am2oh9cU7Xj6mvr2cgAKDKQMOam5sX7yzhtCYdJ2BLeVR0jGOPiYuLYx08AFQZ6EFbW9uan5/mQGBdHuTr9CKRwoEDB1paWvjhB0CVgU5YLJaEN3L817Yx/esm9wS1r49IddpjUlJSuE4kAKoM9MZqtf722P+ds7mSEqCDfHdDw86oBKc95sSJE93d3fzAA6DKQJ9KS0t/svPkqMAu2oB2V8B7NvSs04NjhPPnz9tsNn7OAVBloGf19fW7X/vVlPVN1AIt7lTq7YzruLg4LhIJgCoDozCbzSkpKU9tLxqxupt+oJXM3VLm9IxrITk5ubW1lR9sAFQZGIjNZjtz5oz4X/xJ65ppCb6//N2qXZnRvcjOzu7s7ORHGgBVBkZUW1sbF58wf2sJV6D02SNjntxc0dvGmJiYmIqKCg6OAUCVgaGZzebMzMxtkUlsnvG1TAhu7e10a3mnEmdcA6DKAH9VWloaGxf/zI7znNzkCxHfhWdDz0bui+2txxQWFnLGNQCqDPAN4n/x09PTd0YlBGwp50IHXtyj9FhIVdjeA72VmJSUlKamJn5cAVBlACdsNltxcXFsbOzGPW9MXmeiWHg4U9Y3iU++txITExNz9uxZNsYAoMoAfTCbzenp6WLuXPlKFoXGY+co/XRnTm8L3wmpqamcbg2AKgMMYPNMeXl5fHy8mERfCs/l4k1Duuqd68NixHehoqLCarXyYwmAKgMMTGdn5/nz52NiYig0Q7QlxnWJEZ98QUGBxWLhRxEAVQYYvBs3bmRkZMiTK4XGXWdZLwnLd7E7ScjMzBSfPD9+AKgygHs0NjYqhWblK1lcwmlwmRjc0meJSUlJqaurY+E7AFQZwP1qamrERCvPuMERaTM31bJMcD9PsX5wY13g7gzXJSY5OZnDYgBQZQCPFppdUfHzt5bcFWSmrziN+GQWbHtvZ1RCtEvi86TEAKDKAF4rNMLPdh357oYGNtIom2G+s6HR9fnVylnW1dXV7E4CQJUBvKOxsTEz8+8Xbd4ZlfDj0DNGXo1GfO3iE3CxXK8iLS2NEgOAKgP4hJaWlhMnTsTG/v284h17E5/eUTgxuMUg10AQDeaZHefFV91ng4mJicnJyTGZTJQYAFQZwLd0dXUVFxcnJSWpZ+5dUfFLwvIf2Fg/Zo1FZ/Vl+Grr1PWXn9petCUyObofxCdz8eLFzs5OflQAUGUAn3b58uXs7Gz1RhohKjpm5StZC7a9N2lds6YPqZkY3DJ3S9mKV7Ij9sX1p8HExMRkZWVxfjUAqgygMZ2dnZWVlcpqNGqiBPxs15F5W0tFrfH9PVAjVncPtL7IxNcuPgGW6wVAlQG0raOjo6ysLC0tTb4Ggp2o6JiNe9746c6cx0KqRGMQvcFHriog3s+zoWdF5XJxbYHeGkx5ebn4qvnWAwBVBrrS1dVVXV19/PjxAwdcneCzLTJp5StZz+w4P2dz5eR1pruCzEO6Q+rONR3iVR7cWDd3S9lL4bnBEWkD2vQii42NPXLkSGlpaXt7O99oAKDKQOdsNltjY+PFixfT09PtDqnpzY69ifLGmxfCChZsey9gS/mjIdWPbKqZuv7ylPVNoovcE9QuSo9dxJ2T1jWLB4imIh4vutH8rSXPhp4VlSVwd8aWyORBtBa7E6oLCwsbGhq6u7v5tgIAVQZGJErA5cuXi4qKRK1xugfKp8TFxVFfAIAqAzhns9lu3LhRV1dXUFAgGoPoDb5QX1JSUsT7qaioEJWLawsAAFUGGACz2dzY2FheXn7mzJmMjIykpKR+7pAanMTERPEqOTk5hYWFNTU1LS0tbHoBAKoM4GYdHR3yxpuqqqqLFy+eP38+Pz8/Nzf3yJEjmZmZooskJycnORB3pqeniweIpiIeL7pRcXFxRUWFqCwmk6m9vZ3WAgBUGQAAAKoMAACgygAAAFBlAAAAqDIAAIAqAwAAQJUBAACgygAAAFBlAAAAVQYAAIAqAwAAQJUBAACgygAAAKoMAAAAVQYAAIAqAwAAqDIAAABUGQAAAKoMAAAAVQYAAFBlAAAAqDIAAABUGQAAQJXhIwAAAFQZAAAAqgwAAABVBgAAUGUAAACoMgAAAFQZAAAAqgwAAKDKAAAAUGUAAABu0f8AJEKSAytyYyAAAAAASUVORK5CYII= false false false false false false false false false false No aplicable. true false false false false false false false a) El fondo tiene un participe significativo de manera directa con un 18,53. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Ha sido un semestre marcado por el bloqueo del estrecho de Ormuz, los buenos datos de beneficios empresariales, las dudas sobre la inversión en IA y las señales mixtas que mandaban los datos macroeconómicos. Comenzamos el año neutrales en renta variable y ligeramente sobreponderados en duración, nos centramos en el segmento de bonos de alta calidad, con la mitad de la renta fija invertida en bonos gubernamentales en euros debido a lo ajustado de los diferenciales. Nuestra posición en USD y en oro también protegerá la cartera en caso de un evento de riesgo extremo. Además, dentro de la renta variable estadounidense reducimos el sesgo tecnológico del índice con fondos sin tecnología o ETF del S&P Equal Weighted. Enero comenzaba con subidas en renta variable penalizando la tecnología americana y favoreciendo Europa, países emergentes y las small caps. En Renta Fija veíamos subidas de tires, el USD mostraba debilidad frente al euro y los metales preciosos presentaban volatilidad. Todo ello acompañado de buenos datos macro. En febrero en EE.UU., los datos macro fueron bastante mixtos en febrero, alimentando algunos temores de estanflación. Las tires se movieron en dirección contraria al mes anterior con bajadas al igual que el USD que recuperaba algo de tracción y materias primas que subían con fuerza. La renta variable seguía subiendo con la misma tónica. En marzo comienza el conflicto en Oriente Medio entre EE.UU. e Irán que provoca el cierre del estrecho de Ormuz, por donde pasa el 20% del petróleo mundial, con la consiguiente subida del precio del petróleo y de la inflación, caídas en renta variable y renta fija y subiendo materias primas sobre todo por petróleo, pero también los metales preciosos. El USD subía actuando como activo refugio. En abril con el conflicto todavía abierto con idas y venidas, la atención se centraba en la inflación y por ende las tires se movían al alza, aunque los bancos centrales no subieron tipos. Las materias primas seguían subiendo y la renta variable recuperaba con fuerza sobre todo la parte tecnológica. Mayo fue, ante todo, un mes de consolidación. Los mercados asimilaron que el escenario que comenzó a dibujarse en abril de una mayor duración del conflicto en Oriente Medio seguía presente, pero dejó de ser el único factor que explicaba el comportamiento de los activos. Los inversores empezaron a asumir que estamos ante una situación de tensión prolongada pero controlable: cada señal de negociación hacía caer el precio del petróleo, subir las bolsas y relajar los tipos de interés. En Junio Estados Unidos e Irán anunciaron haber alcanzado un acuerdo. Bajo la presidencia de Kevin Warsh, la Reserva Federal mantuvo los tipos sin cambios, pero eliminó cualquier expectativa de bajadas en la segunda mitad de 2026. El mensaje fue claro: la inflación sigue siendo la prioridad, y la política monetaria no se relajará hasta que haya evidencia sólida de que está controlada. En Europa el BCE elevaba los tipos un cuarto de punto. El resultado fue un mercado que, pese a la volatilidad en renta fija, mostró una notable resiliencia en bolsa y una corrección saludable en materias primas b) Decisiones generales de inversión adoptadas. Se han modificado los pesos objetivo de los mandatos, dando más peso a DF Dent (+6%) y Ranger (+5%) y quitándoselo a Conestoga (-5%) y Donald Smith (-6%). Además de la gestión de flujos. Se decide no hacer rebalanceos constantes por lo flujos sino cada varios meses, cuando el desajuste sea relevante. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice RUSSEL 2500 NR. El índice de referencia se utiliza a efectos meramente comparativos, no gestionándose el fondo en referencia a dicho índice (el fondo es activo). d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El ratio de gastos soportados en el presente se situó en el 1,10% clase R, mientras que en la clase I se situó en el 0,90%, dentro de un nivel normal de gastos para este fondo que incluye los gastos por comisiones de gestión sobre patrimonio, depositario, de auditoría, etc. Los patrimonios a cierre de periodo aumentaron para la clase R en un 18,60% y para la clase I en un 0,77%, el total de partícipes del fondo asciende a 499. Las rentabilidades son del 18,08% en clase R y 18,31% en clase I. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los fondos de la misma categoría de Renta Variable Internacional gestionados por Mutuactivos SAU SGIIC tuvieron una rentabilidad media del 13,28% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo Se han modificado los pesos objetivo de los mandatos, dando más peso a DF Dent (+6%) y Ranger (+5%) y quitándoselo a Conestoga (-5%) y Donald Smith (-6%). Además de la gestión de flujos. Se decide no hacer rebalanceos constantes por lo flujos sino cada varios meses, cuando el desajuste sea relevante. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El grado de cobertura medio se sitúa durante el periodo en el 100,70% y el apalancamiento medio en el 0,07%. d) Otra información sobre inversiones. Activos en situación de litigio: N/A Inversiones en otros fondos N/A Inversiones clasificadas como 48.1.j: 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 16,94% para la clase R y para la clase I, disminuyendo en ambas clases respecto al semestre anterior. El nivel actual de volatilidad anual se encuentra para ambas clases en niveles inferiores en comparación con la volatilidad del Ibex 35, que se situó en el 19,33%, e inferiores a la de su benchmark ACIMUT, que se situó en el 19,22%. Asimismo, ambas clases presentan una volatilidad superior a la de la Letra del Tesoro con vencimiento a un año, que se situó en el 0,64%. 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 en el 9,56% para la clase R y en el 9,64% para la clase I a cierre del período, disminuyendo un poco en ambas clases 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 periodo, el porcentaje de instrumentos derivados medidos por la metodología del compromiso sobre el patrimonio de la IIC es 0%. 5. EJERCICIO DERECHOS POLITICOS. La política de ejercicio de derechos de voto para esta IIC consiste en delegarlo a cada uno de los managers. 6. INFORMACION Y ADVERTENCIAS CNMV. Diferencia en la comisión depósito de ACIMUT NORTH AMERICAN MANAGERS, FI, en proceso de revisión, se ha solicitado la revisión al departamento de valoración, puede ser debido a la errónea contabilización de un ajuste de la comisión% 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 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. Fondo de renta variable norteamericana, con una cartera resultado de la selección de compañías de cuatro managers locales norteamericanos que seleccionan las compañías en base al análisis fundamental y construyen sus carteras con enfoque bottom-up en función de las oportunidades que vayan encontrando en cada momento. La cartera mantiene una amplia diversificación en distintas industrias resultado de la complementariedad de estilos de inversión de los cuatro managers seleccionados. Diferencia en la comisión depósito de ACIMUT NORTH AMERICAN MANAGERS, FI, en proceso de revisión, se ha solicitado la revisión al departamento de valoración, puede ser debido a la errónea contabilización de un ajuste de la comisión% 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