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 Distribucion2.png png 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s4+XHz3hcDi87nbixIkf/ehHW7Zs+dWvfnXt2rVbHc6D152Fb4+Pj9+2bdtdd93l+q8r3FmtVn/7298W/hS+Xlpaeu65544cOeKnofo8gt1u371792OPPbZ161bhC+Gv7ntmZ2d7fqPnI9xzzz0//OEPlUql8P9a+XFOnjz54osv3nfffS+88EJpaanf5+P7aF+7ne93LfckL168KPyPnE6n+8b5+XnhWQm3+31M19ff/OY3n3nmGfeaT36f8x2/YkQZogwVsLrwgYbLfsMkyhgMBj4HRMZYUZNY1HXbcbiC9rrT3offHn/88crKyoWFBeHPv/71r74Nz9OePXuEHNPW1uaORCvc+Tvf+c6ZM2eEP4WvU1JSXn31Vf/HBnweQSaTvfbaayNfeOWVV+Ryufuewl+HhoZ804Pw582bN5uamoR+7wpPKzyO0PJzc3OFPNHd3f3mm2/6fT6+j7bCv9Tryfg+yT/96U+eQ0yv1wu3LPeYrhsXFxerqqq++93vrvCc3d++3leMKCNO12eJMiGo4zG5RJkQL/grj3FFmYyMDD4HxMRqtabmVvmZPJhf7nVPoUcKIcZmswl/PvHEE66G99BDDz388MNCy/S6HvyZZ57xOoyxwp2F2xsbG4UoMz09/eijj3Z1da0xyghpqbe31/W10LmFv7rv2dfX9/rrr7uClFeUcfn444+FJ7ny4zz99NNCQDl79uzc3NzKz8fz0dYeZXyfZHt7+7PPPuu6xW63f//73xduWTnKLC0tCVHG9RNZ7jm7v329rxhRRpyujM/T1YJf2dnNRJkQRxllvCvKxMXF8TkgJsPDw7rcRj8ndvNOzMzMeN5TSDBC57v//vt37tx57733um+3WCzCLdu3b/e88z333LNr164HHnjgqaeeOnbs2Mp3lsvl3/rWt1Qq1Xvvvff22297nm9a+QST8DSEKObOZPfdd59n59ZqtRqNZrkoI3R69/2XexyTyfT3v//9pz/9qRC2ioqKVogyno+29hNMfp/kL3/5y4KCAuGLzMzM1157bYXHdP/1hRdecAcUv8/5jl8xogxRhgpkWd5XEmXCIcoI+BwQEyFb7M2r9/2Jp+ZW2Ww2v99SVlb27LPP3nbmfWZmy5Ytnrd873vfc5+NEr5e+c4uFy5ceOSRR8bHxz3PN618VObJJ59c7hiD8KfT6Xz99deF21c9KrPc47gJN27dujXgR2X8PsmTJ08+/fTTwosvPI3a2toVHtN9huudd945fvz4Cs/Z/e3rfcWIMkQZKpDV9r96ogxRBpshM6/Mdzv0fEO57z0dDkd7e/tTTz2l1+vdN05PT3/44Ycvv/yy5z3feust99moxx9/fOU7uwhN1HVIwH2+adUoI7wb3Vd+bN++3fPKD9cXQ0NDv/jFL7zSw9zcXHNz80svveQ+8LPc4/zxj3/s6uqyWq1FRUXui1G8no/vo60ryvg+ScHPfvaz3/zmN8JjrvBv97xxfn7+Jz/5ifDaLvec3fdc7ytGlBEn8+hNulpIqiTRSJQJkyjj97oBRK6BT83JOUeF+OL6WeuL+1P2l1rGx30b51133SX8Wi8EDvcVFYIHH3zwjTfeMJvNnh3RYrEI0eSBBx549tlnT5w44ffOno4ePbpt2zbXcSCVSuU637RqlBHuv3PnzkcffXTr1q27du3ynI/jvk92drbXGZm7777ba87Rco9z+PDh559//t577/3xj39cUVHh94SX76Ot6wST75N0HfcS/lpSUuL35JrfR8jIyHjnnXeWe87ue673FSPKiBPbYodsSraht17OZOywiDKuX/4gqtNM4+NFJUczCyqzDlQeKqv2ukpm7VY+IIEIxQ+VKEMFrAxJVbwIoSq5WkeUAYgyIMpQVKSWMj6VKAMQZSAGbX1TdDWKKMNHAUCUAUdlKIooA4Aog6DrHybKUFKPMhaLhY8CgCiDSMW6MpREo0xcijvKDA4O8lEAEGVAlKGoSJ2MTZQBiDKIYOyMTUmzouUqooyIzc3NnSouPZW2/1RGzhljxXJbFoAoA6IMRUVqRXkgyojM2MiVE5qk+R2KpXdu1Y13FUd1KWtfJe+jjz7yXRmvrKzshRdeuP/++1966aX6+vrP/W0G6ea5f+TS0tJzzz135MgRPw11+ZVz7Xb77t27H3vssa1bt+7cudMdxbxXrfVZJ9f1fO65555VV+z1usW9ESNRBhGJrkZJrRILP/GMMsPDw3wOiMmxlH2uEOOuhR2K2pyCtXxvW1ubECB8Q8af//znixcvzs/PHzhwQLjD5ysuBOy5f2RKSsqrr77qv6EuH2VkMpl7a6FXXnnFvVPYWqLM51/syNjU1PTiiy+uZR8lIe784Q9/KC8vJ8qAKENREVO6gvOeUYbJ2GIyOTnZ+V+NV5QR6oxav7i4uPL3Wq3W5557rq6ubrnGv7CwUFJS8vzzz7vCwUMPPfTwww+/+eabQuDwvJt7/0jhrfXoo492dXWtN8ps27bNc8PnJ598cl1RxmUtu1s7nc6//OUv6enpnGBCZMuuHKS3UZIqbU6jZ5QRGhifA6IxODh46R9y3yjT8ZFm1cz63nvvabXaz5fft1kgBJTm5mb3jRaLZefOndu3b/e8p1wud+0fKTzg22+/7Xm+aY1R5t5773W/LYUvhL/eQZSZm5tznzZabkvI3bt3/+c//5Ham4QoI0K5VUP0NkpSlZB10jPK8CEgJkL/Piff4xtlTmmSV/3er3/96ytcASNwnWDatm2b540zMzNbtmzxvfOFCxceeeSR8fFxz/NNd3ZU5qmnnnJ9LUQidyATvnjwwQc3clRGSFdvvfWWBN8kRBkRKjk1Qm+jJFWafcfdOcb1WzjEpCb3gPuaX1dNvas4XbaOa0F8G//f/va34eFhIcoUFRU98cQT7tuFPPHhhx++/PLLvg/y+uuvazQaz/NNa48yntfKbN++3f0u/fWvf/2Pf/xj+gvCF7/97W/9RhkhzzU3N7/00ksrXCuTlZX1xhtvrHrSjSiDyGA8PUpvoyRVcSll7iiTlJTEh4D4DsxUZWQP7rwVYuzvKAb+qa7OPbCunu17kCM/P/8HP/jBli1bfv7znzc1NblP2Tz44INCIDCbzV6PcPTo0W3btrlmHqlUKtf5Jr9nrLxmFbn+k91u37Vr19atW4VbhMjidDpdtwvJ5ne/+913vvD73//+ypUrvk9YcPfdd686g+kb3/jGcmediDKIPKc/Hqe3UZKq2KRid5TJycnhQ0B8HA5Hf+cnp4pLT5ceMfX13XnPC3WDT09PF0LJ1NQUP1OiDFbSOTBNb6MkVTG6PHeUKS4u5kMAIMogsg1/NkdvoyS7l6TRaORDACDKILLNzi/S2yjJ7lpQV1fHhwBAlEHESyu7RHujpLLUb1GX50zsxsZGPgEAogwi3sHay3Q4SiqLymSf9owynZ2dfAIARBlEvOqWMTocJZWZ2KlH2EsSIMpAbM73T9HhKAlOX2LXAoAoA5EwXZmlw1ESKUXsXneOcS3GCoAog4h3bcZGh6OkMn0pWu6OMgUFBQx/gCgDMXA4nXQ4SgqlKzjveXappqaG4Q8QZSASBdXD9DlKAnti1zF9CSDKQJxq2yz0OUr8uy8lH/aMMqOjo4x9gCgDkbgwdIM+R4m+VNoszyizrt2SARBlENZmbtrpc5ToS6aIdeeYpKQkBj5AlIGocLkMJe7ak9/qeUjGYDAw6gGiDETl1Plxuh0l6nV+jZ5Rpr6+nlEPEGUgKgOXWSiPEnMp49M8o0xfXx+jHiDKQFSsC0t0O0qspS/u91wcTzA7O8uoB4gyEJuiE2yRTUliQ+y0tDTGO0CUgQg1dE7Q8yhRlnrvQc8oU1tby3gHiDIQIfPoTXoeJcqSx2g9o4zZbGa8A0QZiJB90ZFcYqLtUSKrxMJPPHOMQqFgcTyAKAPROnRyhM5Hiaw0+457Rhk2xAaIMhCzjovTdD5KdPsVZHtGmaamJkY6QJSBaM3OL3KOiRLZNGyZPMYzykxMTDDSAaIMxMx4epT+R4lnGnbWSc8co9VqGeMAUQYi1z/MLtmUiBb51WR4Rhmj0cgYB4gyEDn7oiOt7BItkBLD3KWirqjoaM8o09PTwxgHiDIQv5pzn9EFKfFtIalQKObm5hjgAFEG4jdimacLUuJbGa+4uJjRDRBlIAkOpzO7cpBGSEV07cltjrrdwMAAoxsgykAqGj9hPyYqsismscAzx2g0GofDwdAGiDKQionpBXohFdHLyUTLVWwhCYAoI2lFJy7TEalI3awg84TX2SVWxgNAlJGcLtN1OiIVscvJpHvmmMzMTEY0AKKM5CwtObMqzDRFKuJKd6DDazmZ9vZ2RjQAoowUne+foi9SkXfBry7PazkZq9XKcAZAlJGiBbsjw8jKv1RkH5IpKSlhLAMgykjXud5JuiMVQaXWF3pd8GsymRjIAIgy0jVnXUopNdEgqUjZdCk6Wu6ZY/R6PcvJACDKSF1DJ8vlUZFySKbI65BMZ2cnQxgAUYYDMxyYoTgkA4Aog0hW22ahU1IRd0imtbWVwQuAKINbrs/ak0s4MEOF8U4Fht5omcJr06XFxUUGLwCiDL5U3TJGv6TCtmKTD3sdkmlpaWHYAiDK4CtTN2wcmKHC95DM7ZtHckgGAFEGfjR1X6NrUuG4vG9iAYdkABBlsDr7oiO7cpDGSYVV7clr8VreV61W22w2BiwAogz8GLg8S++kwqoUcUleh2Tq6+sZqgCIMliW8fQo7ZMKk4rPOOaVY9RqNZtHAiDKYCVc/0uFy5p4hh6vq30F7e3tDFIARBmsgut/qbC42leX75VjMjIyWN4XAFEGq+P6Xyr0V/vmNkf5GBkZYXgCIMpgTbj+lwplFQ8o1IleOaa8vJyBCYAog3Xg+l8qVBWXVuGVY+Li4rjaFwBRBuszdcOWVnaJtkoF+2rfwk98r/bt6OhgSAIgymDdLgzdoLNSQT61pIxP88oxmZmZDEYARBncIbaZpIJ6aimlzCvHyGSysbExRiIAogzukH3RkXdsiBZLBaG0uWe99igQVFdXMwwBEGWwIZapBRbNo4KwIJ5MGeeVY7RaLVf7AiDKIAA6B6bptdSmllKT7ntqyWw2M/oAEGUQGBWNV2m3VNBmXwvq6uoYdwCIMggY68LS/gozTZcK/MK+eS2+l8js37+fPQoAEGUQYFfG57lohgps6Q29MmW874J4MzMzjDgARBkE3rneSbovFcBSabN9Ty2ZTCbGGgCiDDbLsWZWmqECdIlM6hHfHMPsawBEGWwuh9NZfHKYNkxtsDT7anxzTEZGBpfIACDKYNPZFx3ZFVw0Q21gNbzsM76X+qrV6unpacYXAKIMgmHOupR6uJ+WTN3JlKX81miZwveQTE9PDyMLAFEGwTN1w5Z06CKNmVpX6Q50yBSxvjmmpqaGMQWAKINgu2KZ21s8QHum1ro7QVGXPEbrm2NKS0sZTQCIMgiN/iH2NKDWtoTMwQvKuBTfHJOXl8elvgCIMgilc92f0aepVap4QJWQ6Ztj0tLSbDYbgwgAUQYhdrz5Mt2aWqFiEgt8c4xer5+dnWX4ACDKICzUNLFDE+X/eIzfHKPRaCYmJhg4AIgyCKdjM2eYnk35nFfSZvnmGJVKNTw8zJABQJRB2Dla9zFzmqivrvPVpPvmGJlM1t/fz2ABQJRBmCqpPEOaoZabryRob29nmAAgyiC8j82caBY6Ge1c0uvHqHV+j8eQYwAQZRAZak+f1xt6aepSzDGFnX7XwRNyTF9fH0MDAFEGEaOlvVv47ZzWLq19CQrO+92XQKVSmUwmBgUAogwiTNvHfboDHTR4qewTmdu8XI5hvhIAogwilenS4J7setq86Euz73h0tNzv+jEWi4WBAIAogwgm/EauTS9jWpNoJysV98fo8v1OVtLpdKyDB4AoAzEQ+pk2KZdLZ0R5ka9Cneg3xyQlJbEvAQCiDESVZvTJGXtym2n/oqmE7NPRcpXfHJOZmUmOAUCUgdjYbLYigyE+vZIQIIIdCWKTSqKWYTQaFxcXecMDIMpAnBobG9WJeayhF8EnlQw9yvg0vyFGoVB0dHTwJgdAlIHImc3mBH2GLr+NWBCRM66Vcctd5Ds2NsbbGwBRBpIwMzOTmbk/NvkwM5siaKZSbFJxVHS03xxTUFBgtVp5YwMgykBCHA5HVVWVXK3jWuDwL232GbkqwW+IkclkDQ0NvJ8BEGUgUV1dXaqYGLW+kKtnwvbKmBhd3nJX+MbFxZnNZt7GAIgykDSLxZKSkiJTxiXsZ13gcFvDt0Ymj1kux2RmZs7MzPAGBkCUAT5fXFysr6+XyWQqbXaioYcMEQ5r3yk16cuFGIVC0djY6HA4eOsCIMoAtx2eEX7Rj5arNPuOEyZCuGZMXOqRaJliuRyTl5c3OTnJ2xUAUQbwQ/hFv7W1VaVSKWL3anMaCRbBXsA3q06u1q1wZUxnZyfvUgBEGWAVMzMzhYWFQu9UxqcSaII0RymnUXi1o5ZXWlo6NzfHmxMAUQZYq56enri4W6uxKTXpe/JbSRuhCjE6nc5kMvGGBECUAdbNarUajUZXQ1UlZBJoghxiZDJZTU2NzWbjrQiAKAPcudHR0ZycHFdzjdHl6Q50kEI2uv9AfqtSkxG1IoPBYLFYePsBIMoAgTE4OPhloImOVu3J2ZPXQiK5s02UVAmZK4cY4XUWXm3ecgCIMkDgmUymtLQvt2VWxO6NT69imeA17aBk6I1Pr1xhdhIhBgBRBgie/v5+d6CJliliEgvYZ3uFwzAxurzoaDkhBgBRBggvnZ2der3+qyVo45I0+47ri/uJL669k+JSj8hjtFGrEULhwMAAbycARBkgBBwOR1dXV0bGV1ewRstVan2RlOc6aXMaVdrsVQ/DuDZR6u/v510EgCgDhN7o6GhlZaVKpfpqIrEyXq0v1GafkcJxGuHfmJB9Wvj3Cv/qVROMWq2uqqpidhIAogwQdmw2W3t7e0pKimfnjpYpVNoszb7j4tuoUnegIz69UqlJX8sxGNdhmM7OzsXFRd4qAIgyQFgbGRkxGo0KhfeeiMq4lLhUo67gfEQfgNFmn1HvPbiW62DceyfV1NRMTEzwxgBAlAEiidVqbWlpcc91um0dW2W8SpsVl3pEm3s2/Kdz6w292pzGuLQKpSZjhT2r/c5L6unp4TAMAKIMENmmp6dbW1vz8vJ8j9O4yNU61Z4cISuESbLRHehIyKqLTSpRJWTKlHFR6yH8GwsKCoR/r/Cv5kcPgCgDiIrNZuvr6zMaja6NKpfzZbJJNWr21WhzGoVgsXn5Rl/cn1jYKUSo+Ixjan2RMi4lWq6KWj+9Xl9VVWUymTgGA4AoA0jC8PBwbW1tUlLSGrOCkDDkMVplfFqMLi82qSQ+vTIhq04IOr4lRBPPEpKQcKMm80R8elVs8uEYXb4qIVOILDJl/LrOFvk9AJOXl9fU1MR1MABAlIF0TU9P9/X11dTU7N+/33M6d3hSq9U5OTnV1dUDAwPsWQ0ARBnAm8Vi6erqErJCmCQbvV5vMBgaGhr6+/tnZmb4AQEAUQZYd7Kpra0tLS3NyckRgsXm5RuFQqHT6YQIVV5e3tLSMjw8bLVa+REAAFEGCDAhYUxMTJjN5s7OzoaGhqqqKoPBkOOP7nZCEhJuLCkpqaysrK+v7+jo6O/vFyLL9PQ0Z4sAgCgDAACIMgAAAEQZAAAAogwAAABRBgAAEGUAAACIMgAAAEQZAAAAogwAACDKAAAAEGUAAACIMgAAgCgDAABAlAEAACDKAAAAEGUAAABRBgAAgCgDAABAlAEAACDKAAAAogwAAABRBgAAgCgDAACIMgAAAEQZAAAAogwAAABRBgAAEGUAAACIMgAAAEQZAABAlAEAACDKAAAAEGUAAADW6P8AbVsnnlc1MtwAAAAASUVORK5CYII= false false true false false false true false false false De conformidad con el artículo 30.1.b) del Real Decreto 1082/2012, de 13 de julio, se informa que el pasado 23 de diciembre de 2024 se produjo un reembolso de un partícipe que supuso una disminución en el patrimonio de la IIC superior al 20%. En concreto, el reembolso provocó un descenso del 27,67 % del patrimonio del fondo. La CNMV ha resuelto: Inscribir el cambio en el grupo de la sociedad gestora: Grupo actual: EBN BANCO DE NEGOCIOS, S.A. Nuevo grupo: EBN CAPITAL, SGIIC, S.A.. true false false false false false false false a.) Existe un Partícipe significativo con un volumen de inversión de 2.876.153,82 euros que supone el 72,89% sobre el patrimonio de la IIC. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. Visión de la gestora/sociedad sobre la situación de los mercados. La rentabilidad del fondo en el segundo semestre del año 2024 ha sido de un 1,44% para de ese modo cerrar el año con una subida del 7,38%. Desde su lanzamiento en diciembre de 2018, el retorno acumulado del fondo es de un 50, 65%. Las mayores economías mundiales han cerrado un buen año en cuanto a su crecimiento, a pesar de cierta inestabilidad geopolítica en no pocos puntos del planeta. Por una parte, EEUU continúa en una senda de crecimiento significativamente mayor a la de la vieja Europa, y las expectativas son que e l diferencial continúe en favor de los americanos, y de que el PIB global vuelva a crecer en torno al +3,2% alcanzado en 2024 Decisiones generales de inversión adoptadas. Durante el 2º semestre de 2024 se han realizado operaciones de venta de activos del mercado financiero. a) Índice de referencia. MSCI Eur Net b) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio ha aumentado este segundo semestre del año 2024 un 1,44% respecto al cierre de junio 2024. En concreto el patrimonio de la IIC a 31/12/2 024 es de 3.945.691,92EUR. En cuanto al número de partícipes y participaciones se ha visto modificado respectivamente en -17,05%% y -18,93%. Los gastos de la IIC se han mantenido constantes a lo largo del trimestre. El depositario de la IIC aplica un tipo de interés del -0,40% sobre el saldo de la cuenta corriente en euros. c) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. El resto de los fondos de la gestora son ilíquidos, su valor liquidativo es trimestral y mensual, y por la naturaleza de sus inversiones, no son comparables con EBN Sinycon Valor, FI. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Tal y como se ha mencionado anteriormente se han realizado las siguientes operaciones en el mercado financiero. Ventas -DEEP VALUE INTERNATIONAL FI. -METAVALOR INTERNACIONAL, FI. -MAGALLANES EUROPEAN EQUITY P, FI. -PANZA INVERSIONES, FI. -SANTALUCIA IBERICO ACCION-A. -COBAS INTERNACIONAL FI - CLASE B. -BESTINVER INTERNACIONAL, FI. -FO.EDM INTERNATIONAL SP EQUITY I. -FO.INCOMETRIC EQUAM GL VALUE. -LIERDE SICAV. -FO.HAMCO GLOBAL VAL FUND-R. b) Operativa de préstamo de valores. NA c) Operativa en derivados y adquisición temporal de activos. NA d) Otra información sobre inversiones. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. El fondo tiene como objetivo replicar la rentabilidad del conjunto de fondo s valor en renta variable europea gestionados por un selecto grupo de gesto ras españolas. 4. RIESGO ASUMIDO POR EL FONDO. La gestión de los riesgos financieros que lleva a cabo el Fondo está dirigida al establecimiento de mecanismos necesarios para controlar la exposición del Fondo al riesgo de mercado (que comprende el riesgo de tipo de interés , el riesgo de tipo de cambio y el riesgo de precio de acciones o índices bursátiles), así como a los riesgos de crédito y liquidez. En este sentido, el Real Decreto 1.082/2012, de 13 de julio, establece una serie de coeficientes normativos que limitan dicha exposición y cuyo control se realiza por la sociedad gestora del Fondo. Los coeficientes legales mitigan los siguientes riesgos a los que se expone el Fondo que, en todo caso, son objeto de seguimiento específico por la sociedad gestora. 5. EJERCICIO DERECHOS POLITICOS. El fondo no posee activos que tengan asociado un derecho a voto. 6. INFORMACION Y ADVERTENCIAS CNMV. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. NA. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. Ninguno. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). NA. 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO Las economías europeas, en especial la alemana, no terminan de despegar, si bien tras las elecciones y dadas las bajas expectativas ya en precio, será relativamente sencillo sorprender positivamente a los mercados. Es precisa mente la preferencia de los inversores globales por los mercados americanos sobre los europeos lo que acentúa la acumulación de potencial de revalorización en las carteras de sesgo valor europeas, que tal y como esta filosofía de inversión pregona, tarde o temprano cristalizará en buenas rentabilidades. Sin advertencias EBN Capital, SGIIC, S.A. dispone de una política de remuneración a sus empleados compatible con una gestión adecuada y eficaz del riesgo (evitando el establecimiento de incentivos que impliquen la asunción de riesgos no compatibles con los perfiles de riesgos y las normas de los fondos de inversión gestionados) y compatible con la estrategia de negocio, los objetivos, los valores y los intereses a largo plazo propios y de los fondos de inversión que gestiona. Dicha política remunerativa consiste para todos los empleados en una remuneración fija (en función del nivel de responsabilidad ejercido y la trayectoria profesional y competencias del empleado) y una retribución variable que se determina por objetivos individuales y colectivos. Durante el presente ejercicio la remuneración total abonada a su personal por EBN Capital SGIIC, S.A. ascendió a 712.990 euros, de los cuales 562.990 euros corresponden a remuneración fija, de la que fueron beneficiarios 8 empleados, y 150.000 euros a remuneración variable, de la que fueron beneficiarios 7 empleados. De la remuneración total mencionada, 264.520 euros fueron abonados a 3 empleados cuya actuación tuvo una incidencia material en el perfil de riesgo de los fondos de inversión gestionados (siendo 219.520 euros de remuneración fija y 45.000 euros de remuneración variable). La remuneración específica ligada a la comisión de gestión variable de EBN Sinycon Valor ascendió a 30.000,48 euros 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 5305478 116 1.44 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 0 0 0.00 0 0 0.00 0 0 0.00 5305478 116 1.44