UBS DURACION 0-2 FI 1.0.0 2024-01-01 2024-06-30 UBS DURACION 0-2 FI 1.0.0 2023-07-01 2023-12-31 UBS DURACION 0-2 FI 1.0.0 2024-01-01 2024-06-30 UBS DURACION 0-2 FI 1.0.0 2023-01-01 2023-12-31 UBS DURACION 0-2 FI 1.0.0 2024-04-01 2024-06-30 UBS DURACION 0-2 FI 1.0.0 2024-01-01 2024-03-31 UBS DURACION 0-2 FI 1.0.0 2023-10-01 2023-12-31 UBS DURACION 0-2 FI 1.0.0 2023-07-01 2023-09-30 UBS DURACION 0-2 FI 1.0.0 2022-01-01 2022-12-31 UBS DURACION 0-2 FI 1.0.0 2021-01-01 2021-12-31 UBS DURACION 0-2 FI 1.0.0 2019-01-01 2019-12-31 UBS DURACION 0-2 FI 1.0.0 2021-01-01 2023-12-31 UBS DURACION 0-2 FI 1.0.0 2019-01-01 2023-12-31 UBS DURACION 0-2 FI 1.0.0 2024-06-30 UBS DURACION 0-2 FI 1.0.0 2023-12-31 UBS DURACION 0-2 FI 1.0.0 2022-12-31 UBS DURACION 0-2 FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure UBS DURACION 0-2 FI 3687 02 02 2024 EUR A (FITCH) false CALLE AYALA Nº 42 5ªPLANTA A, MADRID 28001 TFNO.91.7915100 EM departamento.marketing@credit-suisse.com https://www.credit-suisse.com/es/es/private-banking/services/management.html 05 CALLE AYALA Nº 42 5ªPLANTA A, MADRID 28001 TFNO.91.7915100 EM departamento.marketing@credit-suisse.com 2006-11-24 08 02 2, en una escala de 1 a 7. La gestión toma como referencia la rentabilidad del índice Euribor a 12 meses. Este índice de referencia se utiliza a efectos meramente informativos o comparativos. El fondo invertirá, de forma directa o indirecta a través de IIC (máximo 10% del patrimonio), el 100% de la exposición total en activos de renta fija pública y/o privada (incluidos depósitos, cédulas hipotecarias e instrumentos del mercado monetario, cotizados o no, que sean líquidos, y como máximo un 15% en titulizaciones). Podrá tener hasta un 25% de exposición total en instrumentos financieros derivados con rentabilidad ligada al riesgo de crédito de emisores públicos o privados OCDE, con una duración que no excederá en términos medios de los 2 años.Los emisores y mercados serán principalmente OCDE, aunque hasta un 20% de la exposición total podrá ser de países emergentes. La duración media de la cartera no excederá de los 2 años. Se invertirá al menos un 60% de la exposición total en emisiones con al menos media calidad crediticia (rating mín. BBB-) o, si fuera inferior, el rating que tenga el Reino de España en cada momento, y el resto podrá ser de baja calidad crediticia, lo que puede influir negativamente en la liquidez del fondo. A los efectos del requisito de rating mínimo, bastará con que se cumpla por una cualesquiera de las agencias de calificación que en cada momento estén registradas para desarrollar su actividad en la Unión Europea. La exposición al riesgo divisa no excederá el 10% de la exposición total. Se podrá invertir hasta un 10% en IIC que sean activo apto, armonizadas o no, pertenecientes o no al grupo 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, 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 invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrían introducir un mayor riesgo que el resto de las inversiones como consecuencia de sus características, entre otras, de liquidez, tipo de emisor o grado de protección al inversor. En concreto se podrá invertir en:- activos de renta fija admitidos a negociación en cualquier mercado o sistema de negociación, sin determinación a priori, que no tengancaracterísticas similares a los mercados oficiales españoles o no estén sometidos a regulación o que dispongan de otros mecanismosque garanticen su liquidez al menos con la misma frecuencia con la que la IIC inversora atienda los reembolsos de sus participaciones. El fondo cumple con la Directiva 2009/65/EC. 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, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. 01 0.35 0.35 0.35 0.13 1.91 0.25 1.91 0.44 1 UBS DURACION 0-2 CL B EUR 72130.20 64412.97 573 587 0.00 0.00 false 89807820 79092766 166455493 233031163 1245.0793 1227.9012 1186.0754 1198.9805 0.32 0.32 0.32 0.32 01 0.05 0.05 01 1.40 0.68 0.71 2.77 2.12 3.53 -1.08 2.00 5.63 -0.18 -0.18 -1.81 2024-06-07 2024-06-07 2023-03-20 0.17 0.17 0.60 2024-04-12 2024-04-12 2023-03-21 01 1.08 1.03 1.13 1.27 1.77 3.05 2.50 0.88 1.63 13.14 14.29 11.83 11.95 12.15 13.89 19.33 16.19 12.49 0.51 0.42 0.60 0.46 0.54 1.05 3.39 0.28 0.25 BENCHMARK UBS DURACION 0-2 FI 0.41 0.36 0.45 11.09 0.36 5.54 0.69 0.08 0.91 3.13 3.13 3.16 3.15 3.23 3.15 2.95 2.72 1.41 0.38 0.19 0.19 0.19 0.19 0.76 0.76 0.76 0.75 false GraficaVL.png png 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J03c1cPsXbp0KT8/f8ZpSjCG6uoh3N9bvnlRvvuY39rUCLc6KKA7zz4nLQH6zI3G+tYbjVnJ8UKuPZdhlpYYrdOVra0o4TBM3Ni2ypS25hssuklMiD+xA2dibAyEPjk2XLHzB1TYNCk6/M53q8qIuNIF2RmE54MHOqGMC/MP9hZOTUmhPbNS5BuHslKTivKzYAJEPLlNig4ry8+bZ+G9nNjwfz0ELBIbpK2lKdjLTUOt7cq2ETgwBvv78S7ToLirh9nb9n3Qcl+FNF9vdOPYKbZYrJIX9OUvcIb7iWA6IpXeWXXJy0yDGQnor/Kc/My0ifExsXhcPo+hmcBnaWFuVJCvYj3Hq721iW9HhUZzYVo72lIH++d65SohMqSmvERx+L3tiY72lrEhAYMDAzBdYDNMhgcHZNIHrwLJPW3RKPPfBjqvqUx1hSvHltxGLs7P4dtaxoT6g9mek5aMN5pmxV09zN6sp6G46zFSqVT58md7SxOx3gKfId7uq60puNYWddUVcDA+NgZyGeAx+5tN1+qqbzTWsRSrVWyFP+G0hMjwABHMchprq7o6boLcJ8WEz/GPfFx5VaVF6ukCe/lrX872dJZiOQhyTo2/72uiKXGRHW0t09NTbDql6Vo92Ssn1zwdWeTmWZKfzZJvzTSL0uQ+HBT3e8ssM8LsobivIgv9RgPP1pJwsjjQ1yuRSApy0h3tqbGh/pOT4lXYICE+7jBruS1/+b4QzHaJeK5GyEiK4VqZcRim2SmJ0IYgxOmJscSfMpPjiueMJuHOd7hWW6OenpUS7+HIAsO2KDvNyY7Gkj/PMO/ubJ81E4EdtTgn08uZrTDbSeZWd5e3C5nzNi8nTniAl+LJjcmt7g68+zQi7ksHxV0PyEyOl/s6p5ukp8SwaCbuPCbxiC/ES7hq2yQuPKiuqtzHhQejXVSw7wPPd+FY+wkFYD57OXPBWh+969csLyMFzOr7fWtwoG+OdZvenm4Q96GhAcJ8lhvv9/HxIpBvWEoN9nIrKyJ/D35/7y3PhS/iSyfFQr6DdHKyp6vdiWml6tkNqgwd7H6TIRR3FHeEHAoVj/5YVMrUlExuhCbHOtnT3Ng2cd93tbja8HVzjAryYdMoPGvz5DnXVQgCPV0ykuMVet2vuo0SlN1XeF9nBgmRITASiCfGZ/2rTCYN9fVQugpIjA6DIWf2RSSGGZwpErBam26Q3hRDA/2qLjYf3KNyMwuyMvLSU6BTQe9SPJYwjgkNiAy80yyuHFsh176vpwvvPhR3RIP4uPKCvVwH7y61VxQXwt1YUVywypsFLO6EqBAOQ+41Pth78TOYa/U1MEjc76+pCTHeLjyZTDafrCrLimJC/WcXdysTpjzwCKVXA4o5OjK8IK+ZbLrcPRyHYa4ItWHtxGQkRoUIubZs+p2WdHKgD8z5kBnFHcUdWTxgFRJ7KpwcGPVVFcr0gb5bYb6es3o/X1WUFeXFhPj7uPJZdEpWSvyi87nZ0hQkcr3fX5NjIuY/jhbnZbvM9vJqS9N1sJGdmVYCO7ommmJifExgv4CcBfY0RUAVc0f5owJKx82WMD8PwsXQndhYNMrE2BjegyjuCJmkxkUkx0aIxRMsuklcRODI8BAcaOJlel0nNz0JWiZA5OJoTy3ITl90Ps3X6nl3vdao6f4Nubvj5PmOHB03W2ddp66vKg/0dNVcU0gkYp6NxfzP51qbcximWcnxbhxrKPD09PQYGAtDA34eTk4saxcmIy8rFTsYijtCJl3tbcTyOodmIg86TDVOigp149piy8yqvKBQQq5dSlxka9P1ReczOSkBc3XWmVBbS5O3M2f+DzZ6e7rVHTr29nSx6SYiJ7YmJ3kyIoTTfAApZyoW2bNmG7QG+3vHRkawd6G4IyTDszZzYjJAawR21OYb9QEeLnATOq+CIESLw8ORqXgrdakIeXa3vr8U3nStXiwed+c7LGj/+PDggJtaOMC25hs8G8vRkSFNtsQ02AS3b89rEIKSwGDjxrFdnsh8KO4o7quOnNSEhupKOAj2cY8K8Q7393SSx0KitDRdA1khzunuaOdamw0O9GJzzUpNeSkpTufB/PcXfm85hcsw83LigLkd6uc5/3xGh4cJF4/fn2E0BWnMN8A9s8DGQjwx9iADfxJmIR03W9x59kMDA7jWh+KOkEleRnJ6UlSorwexUZ3wHMBWTJPhJz8T3TOtAAGe8hmSkGOfeHdLJV8ekcqYTTe92bqAwUMmk8Ksa0YQpabG+vAAL41PYvgO/X0zjYAbDXWEE/zx8VEilHmgyDUrNcGNgwt9KO4I2ShCZMhl3d9d4OHEYso9B7hyGKZdHe1Kgx1ZfmCGRLjMhOMgL1e4Ln7uAtD3sdGF7UoS2FkW52cTSyVEyjKESZJb7tYWPBvzmbPD9ASoVEJkMIshd2jj5cyOCvLhWJuH+AjxiqO4I2RSVpTHpps0XW9YUIRMZBkYHhwcHxshvPgG+7gX5mTAwdwuDWaFMJAJJzZESkZybJBI48syCVGh/h5OMxJjQwN4VhbEI3qJRHytvtbRhqo4xgUZFHeEVIR8O2cHhmIDO6KN8G0tR4YH3bi2tZVli8shNy1J/rIS3VTIu/NkNSY0QNPRq28rHtvO8Prbqdh5lZ4Y4+XEJdzHN9ZWsWgmJfk5eKFXXtwfGEO1qqrqxIkTu3fvPnnyZF1dHYq7NjM2NsykGddUlGBTaC2OdrTmGw2ggGDILzoTkFQnB7rw7rYZkRM7NyNF0yVvb20O/P6rWLe6u7yc5Psyp6ampJNyv/NDgwPufHs021de3OcTQ/XIkSPZ2dkSiSQ8PPzYsWMo7tpMdKi/oy0V20GbCfPzLMhKX9ALQeqwaBQXlpWTfIomKyvM83LmdLS1arrk8C8CPJ2/n9IS4OmC11QbxX2eMVQJxGLxO++8g+KunUxPTwnsaN4u3LwMDHqg1Xg6skTObG+1F5EWZrnTKK4sa561BSg74V74Vnenpkve2d7m735nzT0+Mjg+PKj5WkPYQvZxIssn7gRzx1BVUlhYSKPRZnwXw+xpCYP9fXDDcxhm2akJ2BraTGpCFItuGhO6pM0tMSH+HgIm2O9xYYEcK1MWzWQZItZ2d7b7ut3xbentwufZUiODvANFrnhNF0rf8OhfjlI/p3ktq7irx1AlGB4evnz58ujoqH5b7h03m3W05EODA072DDDeG2ur8ebRZlJiIrhWZh0Piqo6N1NTMsKlQZifyNmBwaabLkPJe7o6fVx5xLGTA0P+2gTVWCn3yDz52Ez4xBtn12ww2PyF9bKKu3oMVfk409dnbm7e1XVfP6J6IO5ZKfHEKz9sK9PrDXU6V/5ZXY4gWsiNhrql+CBTRWBP83bh+Xs6+Xs6L0sf61IG0fVwZGamxCXHRHQubZRabZykidasN1i7yTC3ci5XRcsUQ7WgoODs2bP9cwYm13VxJ976cePYNdSWc63Mc3Vw2brzZpv6HmREvwnz8+BZm1+vr12mxYTeHg++g0QiyUoGS4gyNorOvxYATRT7+jHaQ+tPvfqx+QNPXqYYqnCwTQW9EXeJZCI9MTYtOWZooA+mt7FhgURnzUpJKMrN0Lmuk5eRTG6IS0T7KchKZdNNWpbgrnJBDPT1summzkzr1PjIIB83bP/5MDU15R2X/+PdX4Osr1l/6uDleVlg+BLTIunuunmrp514zY9JM+baWDg63HtQHBPi7+vG17k+xKGZeCwkChqCLJTB/j6OtZmngJWRFFtyx/8BMgtjExKmf8qPdn358MZT8PPQeoOHNxmetw+Yfw4o7gtgelrWeqOxsbYaDHPC7wrMK8sKcrlW5mCMJESGKs+sKit2Ydtoc9cpK8xLjAwtLcxVpkyMjyleakd/A4gGGR4cYNMpQq5tdKh/ZWkRNsistHT2rt1k+NCGU2s2GPzmAOU/9118/1vHhfoCQXGfl6Z78pgsOoUQdMUPJVDkDMqenZY061dGh4dZdBOpdFI75nTyuJp9vd15GSlE/+i71U1EKXNyYFyvrxXY08oLc+U+vtEJH6JhFBG7TOW+z6zN8zT/QqwucthY+PAGwye2Gg2PTshki9+ciuI+j8UKK7kfPicWvb6mAoSysiTP01H+bvSk4lXp++FoRxseGlzxwqfGR4GOd7Q2yYPaUCn9vbegCgkRwY621JryYkcbKiSy5XvbTduamzwdmXhrIRpldGQY+pu3K59nZd7T1YENoqRvaMRKFL9mvcFD6089t/OruLylbkdGcX+AzRvk5QIW+sjwgmXa25nb1XFzha2koUGWPAYeBaYdcCBy4tzq7spIimfSjCP8RWLxOAxaXGuLmy3XBHa04rxsD0cHvMcQjTI+Ngr2RHZ6Elgbo8PD2CDvf8v/8Z6vf/HuFdB0+PnPvV/b+iSSkjOK+x1y0pNcmIy66gri14mJsev1te6ODiB/QaLFOL5wcmDkZ6UN9vetYL+pLityYVrVVZZBLQT2dE8BK8THPdhb6OXEnpgYnZ6eystInZYzxaabhPp64IuCiKaZGB8H20Iinmi+1rCa22FSKtt1lvnIZkMQ9LUbjdZsMPjVB9913CJzrr/axT02LBCELzrE+46Fezc8jUAeSU6+vA6iv7ico0P8gr3cBA70Fek6Q0MDfDuqC8tG+cLI1NSUkGvLZphGBHpXlhTOOJ9NN40K8asqwwdciGYBWQfLHeMErNt67qENp36488uYnCoN/YvVK+4D/b1+QkcW1diVbcWUByqjgPyBAVuUl5WfnQJzxmsNVUnR4YvOPyk6zJ1nz7exXJGuU1aQq3hkSikvylMmFuVk8G0s2AyTuuryGefzbalQ5eK8LFQfRLOW+8QYdMtVW30Hv+S1Gw3XrDd4eMMpYaRmd4Lqv7jnZiSDAZ4YHUq4ilbuYOEw5I/sAz2dhwb6hFx7Yv3EmWlFGOz8Jfu8zUiK9RQ4MGnLvb4ksKcN9N7iWpkHeMx8mxzqzqZReNZm09MzH8HnZaV4Cdgy7djeg+gxU1OygqzVGIC3oLr5R7sugKw/+9aXb3/Nicqu1PR/1Gdxh27U1dHu7+HkZE8jdv658+3BVB8eGnC0s4QD9VefZbLJ/v6e5Jjwpf/3AHcXYtPkEvO53lDX0dYyz5Ory0vku+9pxhyGWfO1evUT2DRTF5YVSgyCaI73vnXcfoYplcm+4YQ8usXo4Q0GYK0/tP7UwxsN3jSyrW/pXp5i6LO4ZypeNQILvbwol2tt7uTAAInnWJmAsrMZJu0LiRa/CHpv9fR2d8H/lU4uyRwWOXNiQv3neXJKTIQH1x5q7e06uxcBd669Lr46iyA6Mi+ZvsAMXLP+1JoNcj8BD204tW7buef3ffPMjguRmRUyzXtU1itxl8lks6sYX65xLkwGWOhVZcWQMjE2JpVKE6NC2TQK19pieV7FdGZaLcU1UlVZEZQ/Ktj3fieUFOT4Ce+5S81JS4I5b2Nt9bgiWAqCIMuDMCrHIyaP7hkHFvrvPzL91MJj8+fWHtG5kskVC0S8TDFU1VMWJ+7T09NxEUHKl+ary0tYNGM3ru0MuU+Li2TJtzC6Dg8NqK8vLydcK7OlWMr11ZUwPGQkx97vhPSEaPkLVvZ39uQEilyzUxPxTkOQ5TDdIrJeO0599YjF/3xkIvcWoNio/j8fUsB+14biLVMMVfWUxYl7cU4mi0oRCdg9Xe3tbU3BXkInBzrP2mJyUkzMiczcYl9576vLl68y7e0bb3ZPTU2tbPv6CwXKoGKLoLGu2seVlxIXeb8TctOT/YQCGOHGx0Zbmq9zbSzqKsrwrkMQTcMOSrm7/GIAP4+9YXSK4R2aUao9JVymGKpzRFVdkLj7enu/tO/ci7vPPrnJYO0mA2jZJ7ecfmzzqUc3G65RDJsPEUtdd3/WKH6e33cxPq8qMrvi/UuCf1113X2OaSWKn2cDuUXllDcu/kVTUOfoYL9Ff72uqtxX6BgZ6HO/E4K9hWDXC+zpZUX58WHBXGtzmKzgjYcgmqOps+8H28+DvLz8gfGd1QKwK7Vv5/4yxVCdI6rq7YXEUH1iiyExVK7daLDuDYMf7TCCVn50s9Hjmwxf2H364wuWsVll1mbGxk4hpfWtMpns7a+4f/7EEr5yT+tV1B+O18ofZBs8s/3Cc299+dox2rsXHTefsvnTUQv41ttfsW28E57deeETM4+RMfFC187gclu6x/7ug+9ePXjJNWKRG1qry0t83Piegvu6fAnyci0vyg/xcY8ND2TTTRKiQueZ86RUpng39V6PxPdKEOSBDI6MP7blNGiIKDZPS5ZfllXc1WOo3i+q6kIt98ZmuRFdWVo0NSWLiwisa2x67q2vthvZChwYCr/qlJgwf4HdLC+FgtD3D92L3Zpe2mho4/vmGbsX//7tT/f++/EtRjBCKKZXynnW92YAih8DIv3hjafWbDSQb2/aIJ+LPbLJaM3dkeNh4rtyR533xg/4fGST4bfckEWoZ0VJQUSgT7DXzJgGgSIX/9iMwvJ6g69NCkvLTxozn9t5bt1Wg3Xbzj697ey6rWfXbjJ8fMvpJ7eefngjlMdg7WaDO0X6/swGfiXcit6tgvw0aIq1G40egSFzy+kntpx9atu5x7YYPb3t3E/fvvjKR2bbDO3e+Tf3g8su717kmbtFieILeweHoWoy2RQOD4h+45dQ8Jejlo9tPh2QrAPvci9TDNVZo6ouQtxnMDQ6AXL2j4v8iCDv2LBALwEbJN5fSFqgOEKtQLZudg9YCGP2XmC9fpzx24PGLx+kwDX+r/0Xf7jzwo/3fP3Hjy2uCsLe/Zr72w+Mj5i4naCKthrY/v3fjinF9a1N17k8/rNvfQnS+fiWs5u/sNlqaOcUkTnPeUBpQU5ceJCPK6++ujImo+jAFeefv3tZvh41c+A5RXj0f3Lb2Se3nFHsvrr4gx3nn3rz3C//ceXPn1i8uP/yppOMb3hhBlY+e86x6R7xUZkVSYW1oRml9n7J737DP3BF4BGTe9jY5XcfUqC0UKn/2PU15LDuzTOQ4Q93XHhy2xnFm3WG8pFgw5050ENqxVCMcPJdvTAqPLvj/P8eNtt9nn3gkhO0nigmr7nzVn1r94R4UstNHgRR552vuYQB9OFVZ50o8DLFUFVPIUXcpbIp0JFDxnfcXTVfqxcJWFrVvjdbm4NErp9aeD72xulnFOt0hCZCsZ/cevaRjYY/2fv1f+z+UjEhMPjNAeO/fmr52lHqX49Z/uK9K384Yg5TCvlE4e40Ar4Lpz273ej/7TtjYml7mWIWFRnVOzjW0tYe7u9VWpizzLWDIWpSKmts66Z5xOWUX2cGpO4+x/z9RyY/2//tU9vOQpWJkUB9DLg3JsHsZ8tpmBw8vf0cDCo/ffvfv3r/6uaTNp+YCq8IwnwTi8PSS0vr20bHJTgeICvLS+9e/sLaR4cKvEwxVNVTSBF3AFTyuIWn1rZvx83WAA/nXWdZoF+KVSm5QvUPjz731pdgC/9079dyO3ez0Z8+tnjx798SSyhrNhgSDxXg+LHNhj/ZdeE/dhj9Yt/5T87daRMWwyQhKoxva+HkwOi91a0rXQ2mQTAY9A6OphTVW3slXuVHnLMP+O/3rvxwx3loiifeMFKscRneaYT7DAaKmYHhw3LXHIby5yWbDGFi8exbXz2z49wPtp9/dteFF/dfev1Ty4+MXW19kkNSSkSx+bcGRnC9CFkiey+woe8V1bboUJl1/iUmEME3vtDegHbdnfI4q/5x2VT32feqzxppRSK9s2gT6uMRGejDYZiKnDjufPvWG9dkMin8OjkpZil8Gyzx9Vddobt/uOpam6lr9K5zzFcOmfz6g6v/7/2r//3+lf/cc3Hdm2cf3QQDw5nHt5x5bJMR4ZVpzSyjggHxRAFmQo9ulk+bfrjjwn+/f3XPeeZ73/BC0opvdPTCLKTy2k1ecEZLZx/KGaJ6P0Kf2fcVF3oIivvyifsrH5ldYAZobfve6u5i0oyv1y0yqEpKXGRFcQGbburOt2NSjZ2ZVh03WxSRTuURbbjW5iv7ipZO0NrVV1LX8pml6I1TNn84bPbL966Agb9Ovmokd/qhGAYMZpslGNz7VDxzls8YYGxYb7Bu65mf7P36J3u+/t1HlH9eEYSmlvbefVb/iamwfxjfDdYng53zyGbDNRvlWyd0bv6HwTo0S19vN4hyZnLc4r4eGxZYX13BVjjvzclIgayqSgsDPV3wriMRmDyJJ6XDYxMnqCJT52iwzi7zwy8wg6xFCeds/L9kBh286vy347SX//XdH49YvHLIbJ3i2bJ8l9QGA+XAoNxhdc4+AJtU1wEdP+8Q9NN9/4Yr+6NdX/3mwHcuEdk6VwsUd83S09XBpFFqKhb53pqfu1NDdQWHZgqZVBQVcK1MBXZUIdcObz8tAUaC0XGJsXP0dkP7vx6jPbPjHFj3H111Lq5rCUkrPWbpueOs/ZNbz/z6wHcl9W3YXDoB3SOOCGQKE7vDJkLdrQiKu2bpaG9j0k2qFZ7LFoErx7auutxTwOLZmMuji7gLWFRKZIAI70Ct5ce7v5rxBFj+lFi+/mPw2nGabi3arkI8onNhQvZf71yMzanU9bqguGuc5JiIytLCxX3Xx5XX09WpmjI2OiKRiPEm1GZGxyfs/ZIpLnKPQJLJO2r+4rvfEruAntx61jUqF3d2aiGn6D4wHj/15jn9qA6Ku8ZJjYsqL85fpB3hyBzo68W7Tj+YkEwevOr06ObTxEvL67ae+cREeL29G1tmZenuH3aPyYXLAaPv+hNWejPuorhrvl4JMWV3fRQvFBeW9ejIMN5+ekZqccMzO84/vuUM8aLvwwo/FrhisyJU3+h8jBhuNxtuOMEYHpvQm6qhuGucjKS4kvxFPmrn21Il4gm8A/UVEPS/fcZ4+SBl7QaDhzcavPqJRXffEKSPjE0Mj45j+2iUpo7ebYb2isHVcHRcLJvSt13FKO4aJysloSg3czGz+PExFtVYKpXifaj3RGZWPvfWBbAfH3vj9C/fu6JYnTeob+nCliGL6enp+PwqQ2ufN07axuZUvfwvY+KJ9xsGtvr6/APFXePIQ99lpy/0W4U56RyGiaOtJd6Wq4eE/Bq5I8/1hi+8882Pdn311Jtnf7Ln6/9652JCQQ02zqIB7U4tqVu37cz3djFtOLXrHFO/3zjTiLg3NzcbGBjs2bPn6tWrIyPyCKKlpaXHjx/fvXv3iRMnKisrV5W452ak5GemLnioS4hk0SgCexrenKsTblD642+ceWST3MvQwxsNrLwSsE0WQVljGxEADyZD/2YGjY6LxyYkw6MTq2G3kkbE3cjIKCsrSyKRFBYW2tnJ37g5cOBAbW2tVCqtqqpaSiQmXSQ/Ky03PXmh3yrKzWTRTXzceHh/Ik+9eW7N+lPfOUVgU8yTa209r3xo9syO8w9tOAWjY2Nbz7hYstoaQSPiDha6TCZ/9D85OUl4bz98+DCIOyTW19fD8aoS98KcjEUErV6cvY/oK384bP7IRkP3qFxsirmpbup4bueXhKkO8563v+SCnb46m0Ij4v75558XFRWB5R4SEkLEXSorK4ODbdu2wWd5efmqEvfi3KzMlPiFfiszOb44LwvvVYSgd3DkhzvP7z53L1xB78DIk1vPfGIuPHjlTuyIK44RP9xx/it20KptJd+EQmiThzcYnGJ4YZ/RiLg3NDQcO3Zs3759np6ee/bsgZRTp07l5eWBIZ+VlXXmzJkZ588/hqouUpKfk5EUu9BvLeXVJ0QvYXjGrz8hDyFZef3mMXPhj/d8tWbDqUc2y31bOvgmp5XUr9sq9368Zr3Bnz62mJ6eLl1N3mxyK2+8+60jsQiTVtKAveW2pnfLtLS0gMrDwd69e4mFmomJid27d68qy72sMDc1LnKh3woP8C7Jy8YOiiiJyqp4YsuZcfHkI5uM5G6tNhm+fJDyzI4LD2+Ue7n6wyGzRzcb+cQXvGlkr/RfD/b+amiZDSesCQ/+//XONwMj6HJZk+J+5MiRzMzMkZERb29voVAIKRcuXKioqBCLxWC/GxkZrSpxj48I8nZe8HNRH1d+flYqdlBEyYRkkgjHCCr26hGLT809iHTXyOwfbD8PVvwlfthtxYbuc3YBO87YPbbZCBL15sXXqSl5BHZr70QiHFJActHbX7Ff/PulJ7achQbZcMKq/dYAdhKNi3tJScmhQ4fAWreysiLewWltbQVNB5sdPuF4VYl7XVV5XPiCl0HDA7xuNNZjB0VUMbT2eXbnBXNhzIz0isb2TSetciqvqSY2tvU8vsVo6ynbsQmd3yjyu4Mma1S2qD+iiMX4kPzl0lOPbjpt75eMfWO5l2UWhL6KO2h0RMCCH+8Eewvbmm9gB0WWgplrNKjhT/b+W+dKzglOf/Hv37580Ph/PjTZdYa5Zr3BHw+bH7gsyK5o2P8l55mdF9ZtO4PeeFDcV5ibrc1BIteFfsvPXdDVfhM7KLJEvOLyntx6VnvKMz09/aePLZTPPKempu18k8SSez42ApKLCSP94Y2KJwcKP8m/+ud3eClR3LXPcm+oY1GN8xa4ad3LmdPbg85gkaUCurl2g2FKsVYs8RGPDUC4Xz9K+/n+S0XVTWs2yH/961HL4tqW0XHx53QvSHnurS8zKxrx2qG4azsT4+MefOa1+oW5B3G0o3V3tmMHRZYImMY/3Xfx0c1GT2w5nb7SewT9kooef8PolUOmSh8vT28/t83Ibo0iBDkRhHbtBgMYA/DCobjrBlFBvgsS92BvdxaNMjGBTl8REojPr35y65lHN8vDgwyPrmQYr+1Gdo9vOR2VXXnBIbC4roXiEqX0bLzzjMNfj1Hj86rxeqG46xLRIX6NtTN77fS0bGpq9idCbCtTf3cn7J0IiQjCMh/ZbPi7f927syST0rH5eVyZlMrkJ09IjpoKA5IfEBB4enr6fo863zrjoFUPAFDcUdyXSkxoQH3NTF+YIgE7frYtkqD4bLoJ8c4XgpCIT0LBmvWnnn3rS+LXLadsX3r3kuoJT20785ejVFWPiZJJWV1L19qNhncWUjac+tn+b/uGR2fk3NDaddhE+MfDpk9tOyv3wqjYpPjk1tPP7frqv9+/ctrmzsvnHxk7e8SgexwUdz0iNiywvrpiRqKXKy8q2Ff95KGBPg7DFLsmoglAZx/eaPgVKxgU/Ac7LqxZb2CtcCY8MDImjMxZq3i8ufcC57x9wEvvfku8MCUPIbL59FV+eEFNs4NvysMbDNefsCZyu97eG5Bc9MyO88RzUcjt8TfOQCYfXBW88PbFJ7aA0BsRf4IRBXJ4ft9FE5covAoo7vpDfERwbWXZTHF35vp7OKufPNDf58F3wK6JaIhdZ1mgto9uNlyzweCHCl2WvxC0Xh7K9X8+NP37v/l33xUyeGH/tyfpXhHpFV199wL5MkQJhI4/vMFAeeb203a9g6P3+48Mz3iw/Yl9Mg2tPXgJUNz1h4TIkJqK0pnLMk5sIddO/eTuznZfNz52TURDSGWy9751BEWOzqkcGh3/yZ6vN5xk/HjP109uPUPEEZVIZGds/aXS+8YUPUEV/WTv1z/Z8+8jxi6Ftc09/fOK4f6vqy4MUfz09DReAhR3/SExKrS6vGRGYqCni7er3OdMdVkJh2E6PnbH8Gm+3hC48JeeEGT+TE1NzaHdCIo7ivt8SYoOryormpEYIHJxsqfVVpZEBHizGSYNNVVEem5GqhvHFrsmgiBaJ+7qMVQlEomNjc3+/fsPHz5cVla22sQ9OSaisrRwRqKvUMCkGXsKWEkxYW5sa5GA3dZyg2NlBsPAIhyNIQiCaFzc1WOourm5OTs7i8ViUPDVFmYPSImLrCgumJEY7O0WHx4UHeyXHBMuEnDYNAqbQYHPrJT4lNhI7JoIgmiduKvHUD169Gh9/QO8W+ixuKfFR5cV5c1IDPR0KS3IDfYWgp1eV1XOolFYVIorxyYy0DszOR67JoIgWifu6jFUd+3aBcb7vn37Pv3008bGmS6B9DvMnlzcE2LKCme+u+HnLijOy3a0o4GaX2+oYzEo+RmpIPQRAd456eifGkEQ7RN39Riq27dvDwoKEovFJSUlX3zxxWqz3DOSYkvyc2Yk+rjyG2oqBEwGx8oMLPdrdVVSqQSGAXeuXfRsLzchCIKssLgrUcZQPXDgwNiYPLahVCoFK361iXtmcnxxXtaMRFeOTWNtNc/agmdj2d15x3V7qK+HwJ6m7qsAQRBk5cVdPYaqtbV1REQEKHthYeHp06dXm7hnpSQU5WaqpoT7i1hUSkdbC4i76p/gmEU1Vt8UjyAIsvLirh5DFYTe2NgYUj777LPm5ubVJu7ZqYmFORmqKY52lt6ufIl4gs0wVd1IAym93Z3YLxEE0UZxXxx6LO45aUkF2emqKd4uvJ6uTplMxqJR1N3OIAiCoLjrALkZKfnfD7Pn5cTpvSWPosekGs9YsUEQBEFx1w1A2UHfVVM8HJkDfb1wAJZ7W0sTdkQEQVDcdY+CrLQZW9eFPPuhgX65Ce/ClUgmsCMiCILirnsU5mRkpyaqpriybUaGh7D/IQiC4q7DRAX5zvDi68y0Ghsdwf6HIAiKu25b7qnx0aopAnvaxPg49j8EQVDcdZiywry0hO+JO9/GUiIRY/9DEATFXYepKC5IifueF1+OlZlM8XoXgiAIiruuUlVWlBQdrprCoplMT2OcMwRBUNx1mZqK0oTIEJWEaSaVgp0PQRAUd92mrqpcNXLepETMohpj50MQRMfEXT2GKkF2dva2bdtWobg31FTGhAYofx0eHMAQ2AiC6J64q8dQva2IkX3s2LHVKe7X6muigu7F32i61uDu6ICdD0EQHRN39RiqgFAoFIlEq1PcbzTURQR6K3+tLiv2dGRi50MQRMfEXT2GakdHx/Hjx0HrZxV3vY+h2ny9MczPU/nr9Ya6SBWtRxAE0Q1xV4+heunSpfz8fDhYnZZ7a9P1EB935a/1NZWxKkvwCIIguiHuSpQxVLd9n9Um7jdbmoK83JS/qu2MRBAE0QVxV4+hqmR1Wu7V5SUCO5ry14qSgpTYSOx8CILomLirx1Bd5eLe3tbi68a/1z75OemJsdj5EATRMXFfHHos7t0d7b5CRzgYGR7ouNmalhCTFB2GnQ9BEBR33aanq8PHVW65s6gUF7ZNdIi/6gurCIIgKO46ya3uTm8XHhzwbMwjg3xTYiMriguw8yEIguKu2/T2dHs5c27fnmbRTDz4zFA/z/qaCux8CIKguOs2fb09IgF7ZGiIzTBlUo3hpyA7HTsfgiAo7rrNQF+vhyOzv++Wo40FKHugyG1qSoadD0EQFHcdF/f+Pg++A9jvQq4dm04BlceehyAIirvOMzTQL+TZd3e0ezqxhFx77HYIgqC46wPDQ4NuHFu5EwKRK/Y5BEFQ3PWEkeEhV7bNjcb6UBXfkAiCICjuus3oyLALyzozJd4VAzAhCKK74q4eZq+qqurEiRO7d+8+efJkXV3dahP38bFRJwdGfXVFbFgg9jkEQXRV3NXD7B05ciQ7OxtSwsPDCSfAq0rcJ8bHBPb02sqy+Ihg7HMIguiquM8aZo9ALBa/8847q03cxRMTjnbU6vKSxKhQ7HMIguiquKuH2VMCtjyNRltt4i4Ri/k2lpWlhckxEdjnEATRVXFXD7NHMDw8fPny5dHR0Rnn630M1clJCc/aorw4PzUuCvscgiC6Ku5KlGH2gL6+PnNz866urvudrMeWu0wq5ViZlRbkpifGYJ9DEERXxV09zF5BQcHZs2f7+/vn+JYei/vUlIxFp7BolMxkDMCEIIjOirt6mL2DBw+u5gDZ09PTLJoxiHtWSgL2OQRBdFXcF4ceiztAePrNSU/GPocgCIq7/tjuoOwsKiU3A8UdQRAUdz2Ca2XGppvkZqRgn0MQBMVdf+DbWrLppnmZKO4IgqC46xFN1+o5VuZZKfHY5xAEQXHXKzgM0+hQf+xzCIKguOsVPBuLkvxs7HMIgqC465u4V5YUYp9DEATFXa/gWpvXVpRin0MQBMVdrwjz8+zsuIl9DkEQFHcEQRAExR1BEARBcUcQBEFxR3FHEARBcV84ZWVlymMLCwsTBEEQZLGAimqLuCMIgiDLCYo7giAIijuCIAiC4j4rpaWlaXPi5+eXRgZalQ9WChsHK4WVIisf1aeYumS5q26t0Zt8sFLYOFgprNRy5qON4j6fQUnn8sFKYeNgpbBSy5kPrrkjCILoISjuCIIgKO4IgiAIijuCIAiC4o4gCIKguCMIgiAo7giCICjuCIIgCIo7giAIguKOIAiCoLgjCIIgOivuAwMDn3/++Ysvvvjoo48+9dRTr7zyiomJiUQiWZF8UlJS9u/f/9JLL0Emjz32GOT23nvv5ebmLrQwWpUPWYVB5qCwsBC63LPPPnvs2LHBwcE7t9lDD61IPmQVJjk5+fnnn//zn//s6en5wgsvrFu3bu/eve3t7SuSj1YVZhZJfYgEUSUnE+25K0B3EhISxGIxm822tLSsqqqCz88++2xF8vn9738P3+rq6pIpuHXrlp2d3S9/+cuFFkar8iGrMMgcgFjw+fzx8XHohNAVm5ubF3evkpIPWYWBnhMdHe3h4bFmzRofH5+RkRF/f/89e/asSD5aVRiiPWdl+TPRXnGHkRMUGQ4mJiaeeeYZOOjv73/66adXJJ9HHnkELrZqCtwhYPAutDBalQ9ZhQF7h5SOSEo+WlUY4IknnoCORxz39fUdOnSou7t7pfIhqzCPP/64WAFxQwEwFYZp8Yrko1WFASIiImB6ZGFhQcjO4hSZlEy0V9xff/318PBwqVSamJj4hz/8AVJCQ0N//etfr0g+L730EofDGRoamp6enpqa6u3thXnAiy++uNDCaFU+ZBWmra3tV7/6VV1d3RKvOCn5aFVhgD/96U9woyp/7ejoeOONNxZxr5KSD1mF+dvf/iYSieBgeHiYSMnMzIRpwYrko1WFIYAR1NjYGNQmNjZ20bpMSiZaKu5VVVUbNmwAu/u1114rLS2FlN/85jeL8FtPSj65ubnvvvvuz372s8ceewwGc7jtwepJTU1daGG0Kh+yCgMEBwe//fbbS7/opOSjVYXJycl5+eWXVVPgXoVhdUXyIaswlZWVME6opvz2t78tLCxckXy0qjCqXL9+/Z133lmiLpOSidaJu1ahVY/FbmvZ4zWsFDYOVko7K4Xi/mC06rHYbS17vIaVwsbBSmlnpbRU3LXqyZhWPRa7rWWP17BS2DhYKe2slJaKu1Y9GdOqx2K3tezxGlYKGwcrpZ2V0t5lGe15MqZVj8Vua9njNawUNg5WSjsrpaXirpcvc2KlsFLYOFipZSuMloq7Xr7MiZXCSmHjYKWWrTBaKu56+TInVgorhY2DlVq2wmipuOvly5xYKawUNg5WatkKo6Xirpcvc2KlsFLYOFipZSuMloo7vgWHlcJKYeNgpfTwDVV8Cw4rhZXCxsFK6eEbqvgWHFYKK4WNg5XSwzdU8S04rBRWChsHK3Vb/95Qff7555955hmhUNjU1ESkLO4dLVLy0arCYKVWW6WwcbBSevWGKtQK6nb06NFfKIAD1aoucz5aVRis1GqrFDYOVmpxhdFScb9fVVc8H60qDFZqtVUKGwcrpfPivnbtWjqdPjU1tcR8NOGlgSwWvYiWkZEBNfr1r38NBxs3bnzyySc3bdrU0NCwIrUga9tWWloaEf6wuLj4r3/96xNPPAGVqqmpWVAmAwMDn3/+OVxluNxPPfUUFMzExEQikaxUpci64qTcDmTdC2Q1jvIrVVVVr7/+OlyvXbt2tbW1rci9QFalkpOTn3/++T//+c+enp4vvPDCunXr9u7d297evvz3gvaKOzSro6MjVCkpKWkp+WjCS8NSKkWKk/pXX301JycHuiPcpREREaOjo9HR0Zs3b16RSpG1bQt6c2BgIHHJQIYmJyfj4uL+8pe/LCgTKAAUQywWs9lsuO6gGvD52WefrVSlyLripNwOZN0LJDYOcfB///d/cKVg6CorKwN9X5F7gaxKQSNDATw8PNasWePj4zMyMuLv779nz57lvxe0Wtzhs7a2dt++fXD9qFRqampqT0/PQvMhxUsDWZFDyApqDiO5VCqFSw45EFmNjY0tNFI7WZUia9sWGE1waeDgBz/4AZEhWNxwvKBMwFAiGgRyIMLY9/f3P/300ytVKbKuOCm3A1keS8hqHOVXoOtOT0/DAQw5C71YpNwLJFbq8ccfFysguh/RjRdaHlLuBW0Xd4KKiopvvvkGJm6LuEtJ8dJAVuSQ2yQFNf/f//1fMFXy8vJgch0TEwOdOzMzc6HWClmVImvb1smTJy9dugTz0CtXrjg4OMAlA1v1gw8+WFAm0EnCw8OhQRITE6GRISU0NJSY4a5Ipci64qTcDmR5LCGrceArn3zyiaenJ3ydSMnPz//jH/+4/PcCiZX629/+JhKJ4GB4eJhIgfLAtGD57wXdEPelQJaXBrIihxAsMah5cnIy1Ag0Cyry2muvwU2+ffv2RawzklIpsgILgAh+9913MA8FG2rt2rVQQejiytXPeQKz+w0bNoD9Ds1SWloKKb/5zW/S0tJWqlJkXXFSbgey7gWyGkf9USFku9BnAGTdC2RVqrKyEsYJ1ZTf/va3MPws/72gveKuVQ9C9TUEhP41jrY9P8crjlccg3XMRKsehOprCAj9axytahm84njFMVjHLJD18IeUx4Z6GRCArAeqehnlQC8bB6+4rjQOBuuYF6Q8NtTLgABkPVDVyygHetk4eMV1pXH0PFgHDKQ///nPn3vuOeJtlEU//PnFL36xbdu2V199dSkv75JVGK3Kh5SW0bZKaVW3wSuOV3xlK6Wl4o7+K7BSWClsHKwU+pZZvnzQfwVWChsHK6VzldJScV8KpGwqIstjCVn5kOJPgyzvPWT5wSClPGQVRi/zIcWXy22S3KeQWJ5Z81ypSpGSj55vhSQLUjYVkeWxhKx8SPGnQZb3HrL8YJBSHrIKo5f5kOLL5TZJ7lPIKg9Z3nvIqhQp+ej5Vkit2plElscSEj2fLN2fBlnee8jyg0FKecgqjF7mQ4ovl9skuU8hqzxkee8hq1Kk5KPnWyG1amcSWR5LyMqHFH8aZHnvIcsPBinlIaswepkPKb5cbpPkPoXE8pDivYesSpGSj55vhbxNkucTUvxpkOWxhKx8SPGnQZb3HrL8YJBSHrIKo5f5kOLL5TZJ7lNILA/BEr33kFUpUvIhywuQloq7NgfZWDRkBQTQqsbBSmGlsFLkQtbTXS0Vd21zGUEKJAYE0J7GwUphpbBSpKsfKU93tVTctcplhLbFtdAqTyNYKV3pxlgpXakUWU93tVTctcplhLbFtdAqTyNYKV3pxlgpXakUWU93tVTcSXykQMqDWa2Ka6FVEUiwUrrSjbFSulIpsp7uaqm4IwiCIGSB4o4gCILijiAIgqC4IwiCICjuCIIgCIo7giAIguK++DZCEETLQF1CcSdH3LEREARvSRR37EkIguAtieKOPQlBELwlUdyxJyEI3pLYCCju2JMQBG9JFHdEYz1pm4I333zz/fffT0xMVE1UokxUhmpSJo6Pj5uamu7Zs+fkyZMtLS0z/qp6DAfBwcHKdDhWPS0vLw9+hc8ZBQP2798fFhamnnNgYKC7u/uMusz6f9UrmJOT8+mnn7711lvHjx8vLy+ftU127tyZkZExn8xnFHLW6szdUDKZTCAQ/POf/4R8HB0d4dc52lz5L9577z2owrFjx7Kzs1X/VFVVdeLEiV27dsGfSkpKZq3djCtLYrc8d+6caiguOIaU+/W9BXXUZfs6j8dbXMuguKO4a5e4w+f09HRhYeG+ffvm6NOQ+PHHH0ulUtUTWCwWqAyIEYj16dOn59ZBCoWiTIdj1dO+/fZbBweHS5cuqX+xpqbm73//+4zEgICAGco+x/9Vr+A//vGPoqIiqEtWVtbBgwdnzQeUfffu3Up9nyPzGYWctTpzN5SXlxeI+/Dw8OTkpKurq6en5xxtrtTQuLi4iYkJyPDChQuqfzpy5AjIPWSVmpoKAwa5KvlAoFT29vbKX+3s7GJjYzUh7qT0fHL/F4o7ijvJ4j4wMt7U0TvPHzh5VnEHE095T95P3EGw/Pz8VE8A7ejs7CRsz/r6+rl1kMPhEN6la2truVyu8k8dHR2HDx+GHECViNxUvwh2KGixauKsyv5AcVetIBjsYGiPjo7OfW+DsoP9Ph9xVy3krNWZu6HgTGVgtq6uro8++miONicAG58IDTE2NgbHs1ZkYGDg0KFDixN38cTE0ODAPH/Ed4NU3FYEWT1w4IBYLJZnIhbDMcxa4BhGU2gWGAKDgoJm/F/4E5wGo6xyngF/Uh0a5y52eno6tICtra36dVE/gGsKJzMYDNX/rlow1WkN8QmTLWIuAp9wPGuBUdxR3DUi7g5+yb9878o8f+Dk+03SnZ2d516WAQH617/+BZ/KRNA+iUQyx8Rf9etwS8AdCMc2NjbFxcXKPzk6Ovr6+sIBfMLxjEzgrlNdL/L39//ggw8aGxvnL+7qFQTVAwPZwMAAjOjKysr5DxL3y1y1kLNW534NRRy89dZbMPwol2hURxT1NifYsWMH8RX43L59u3prQDqVSlWPvTnjutxP3EsLcoVcu3n+wMmq3wXpBPv9tsKhOY1GIxJh/tHd3d3U1KQcipT/99ixYzCtycnJOXr0qPJP165dm6e4w7fg66Da8xF3ODk/Px9mNsqUOQpGHISHhzOZTGL6RSy+qRcYxR3FXXuXZVpbW/fu3Tu35Q6fYEWC/as8AYwXMFSJNWXCwJxDB+EuAl0GnYJPOCb+BJIHyqiqkoQIEn+9cePG2bNnlSY2JILNDrfiqVOnQKBnlBAkkjAYwZjdtWvXHBVUArf0HAsXqpb7HJmrFvJ+1Zm7oT788ENlpBtoH1XLXb3NlVMBwnKHDAlVUpVsKCqMoFlZWaQvXs+H8vLyM2fOwAGMnaWlpUQiqCEY4zBQqQsutCf0h8nJSdVRTTnaPbDYu3fvJr6uPl1T/1/qJ89RMOIArjj0WOKTCICnXmAUdxR3LRV3ACaYR44ceaC4Q5+G05QnODg4gBEEiW5ubpcvX36g5fvdd9+Zm5sbGxsrU8C4AwNTeT4cE0af8otwAliCM3IDc/urr74iFqOVfP7556CDIHaBgYGg/nNUEKQ2OTkZFBDygfn1fNbc585cWcj7VWfuhvLw8ODxeMMKuFyuctFp1jYnuHjxIlQB/gQzhvPnz6v+CWoK2koEaF4RcQdVPXz4MBi2MEopNfqdd95JSUlJS0ub1ZrOUzBHD5wj5fjx49C2xENs5TwpQ4H6//rss89mnDxrwYixVpkCFxf6rYWFxf0KjOKO4q6N4g7AvB66aVFR0dzrKsSB6m0Ahsw333wDImhkZNTV1fVAcY+JiXnzzTfhU5nyxRdf1NbWKs+HY0I6lV8EdTA0NCQW61VzjoqKsrOzU61LTU0NzJfhxoa7XXVdW72CYE7COXAmJBYXF8/aJjN2y9wv8xmFvF915m4omUwGmr5fARwoB61Z25wgMzMTTobGfO+991S35RBDl/rlW05xBzw9Pf/xj38IhULVcW7fvn2qz1qUB4WFhTDEvv/++8qdS7MWckalVIdtmMeA+KpOuaCpHR0d1f9Xbm4uTKegMMoU9YLBPAy+fvv7D8zhWLnCrl5gFHcUd60TdwTRGzQxSuEtieKOPQlBUNzxlkRxx56EIHhLorgj2JMQBG9JFHfsSQiC4C2J4q7LPQlBEIzEhOKOIAiCrDD/H9hLeYQaJwcXAAAAAElFTkSuQmCC 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KBF5malsY32ww9RkldTnVNS7hme+fPDmX47cQeLO4wskDyBB3EHcVY2+3h46WUsSe0Ts0RTm11SVs430Swpy0hPjwD7KQmJ0eFJ0ONhhCrxiclZu0liy7uyTG9T+sO9639DwwrYHxB2YX9rbWmzpxuMKg7zdWCb6DAMtF1tWQVY6WAn/oEsuiAUmj7qh6x/333j7a+3n91x9coP6F7ctsssacNI2EHdgfmmsq/F0sB5X2NHW4mLDtmOaWNOMGGQtkUgIhsL1Gbql2cKUKBIt6hvug1xeWHrR1/et1/9A/seXmmvPGIhEo389cu/DU6R/fEU4esdS0yoQVw0GcQfml4qSoiAv1yldQl3e8DAYCseIPB2t0cl4MZsgtajmhT3Xlq4799uPr/xh3/XXP7+3euuFJ9aeXbZebaFuqYO4AwtMflZ6dEjAFCu42LBamxvBUPhkoL+XSiTQyFp9vd2Lre+tnX2eMdlHbpiv3KLx5Ea1d7/TberokUo5WujqG+rpH8Jt+0Hcgfmivra6JD83LSEmZcpEySE+7ilxUbnpKW0tjcPDXLDbAtLc1MDn/yqqSU1luZudxSI0hVNY2sGrzGUb1FZu0rhB9zFzixYq210pEHdgXgj2cZN4fIFeLjkZU0XM8HHlWJqRqSSCGVEz2NcNTLcgoHMwnaxtRryfkfSrKUyejtYRgT6LzRqVjW3L1p9bsUkjJqtsplHUQdxB3FUce7ZZTWVZgIczjUhIiA6bYs3O9hZ0GkDiUltRRiNpVZaVgPUUDHdokEbSTIgKzkpLsDAlS8ttaBQaWbO1eVGEGQhLKzqpbX9Kz57mEf2Hfdd2aJgoe49A3AHsGezvQzI9OiocGeGXFOY+9rXGkvxcyTtNIb7u6B8YUMFEh/pL7r2M8HkMQx2B4GHkE0szg8py1T/X1rZ0/d+uK0vWnX12x+Xf7LiyfKP6m0cJmATdBXEHcVc16qorvZxsZ7FhS0M925gYExpQmJMJ4Qbnle7uTumysxUj95dbZxy2WWFOlvgMPdCH9oVqG0EkEt01999/mfr2Me3EvAoV652C0uwVFhaeOXNm9+7dP/zwQ2lpKYi7ahMZ5BsW4D27g83BkmFGJNBImnQD7cyUBDAmVqDrJ19XDndooL2lKcDdiaqvWZCTXpSX3dXRhqwtFAoeevEhflQiwYZuhD4tZW7RqBJCkails++Z7Ref3KC2crP6b3deoXvEql43FZRm75tvvklKSuLz+X5+fidOnABxV2lvSGhuQsrNSJ11Dc0NddyhwUBP59iwQLAnJvB53NjwIAZZ24pmiPYOy1jfk2OFTp8WJvoRgT5+bg6yK3Ms6Fam5LqaypaGOiU5b038zHNomF/f2uUUlpaQW8n0Ej8oPnyT/cYX95dv0nhi3dl/fKmpYxOkwjtdoWn2EDwe78CBAyDuKumth/h6oIXSwnwLLDy+mspylb8toBhiQgMkV0JowY5lwqToDA0OIEH0d3dkkLVoZM387F9FgEiMCU9LVBpPFl3trd56/p3jOsfuW0kLB7m8W0zfZ3dcemIs0suy9Wro8+mtF1ZvufD+d/q3mb6Nbd39Qyr+6pzi0uxJyMjIIBLHH7GQiUkFcLZmWpoaIH1nGenFhmHgEI2OCi1NyVmpSWDbWZObmZaXmcag6CTHPXzVIDU+immoI11hoK9XqTuIfPO/Hr73wt5rb32ltWqzRlxO+YsHbrxx9P5zO68s26D2z6+1BMKHkS28orPPGjiFphQunr2v0DR7/f39t2/fHhwcBM9dxRgc7Kfqi5OuoX9BXi7IMcSk2pT4aKaRLpWo2d7aDEaeEf19vchuNCKBTtayYTwK3FZXVeHjYq8CHRwRCKuaOv7znd6L+6/fYIpn4v/vFGnperU3vyS8973egav02Oyyrr7BxTwGFJdmr6urS0dHp7W1dbIaQNyVl6b6Wjc78/mo2ceFY88ya2lqACPP5KJntL6mShINJsDTuaerU/X6aOIatWTtuSc3qjd19EgL/eLzYO/Pr7jLp9lLT0+/cOFCd/dU4SlA3JWXtMTYqQPIzIVAL5eK0iIw8nSICQ1gGuoib93cmDh/e0Tx+Mfnf6tpS+I8fBvOIST1T5/c0rcPRf477HSFirt8mj20sFUGEHdVQiAQWFENo4L95qn+2PDgnPRksPNkdLS1OFkzWRQ9BgXJOiE80Ds62N/N1rwgK1N5rzx+ua/7cBrM99p2qzafX7FJ44V919Zsu7Rsg/orB2+2dfXB3leEuGNwDIO4KyFFudlUEoFtQpy/wKdZKYkJUaFg6slwtWVb040iA32tqAaejjbK25EfiY77rtBfPXR71Zbzrx26s/4Hg+UbNQ7dZP9u15WVmzUS8yt3XTTbecH02H3rviGIEQ3iDswzibERUcG+8/oTSTER9kxTMPWEiERCGllzoF/sw5YVFVRVlCppRz69zlq5SeOP+2/+8yvNG0yfVz659cLe69donmu2XfzgpL6agTPcgQFxBxSKhRmprHB+n2I11dU6WjLA1LLEhAb0dnc9EIeFCXC0oCt1X3oGuJvOUpCyh6XCkxUQdwAvjDIMdbhD85uvgM/jMSm6YGsp3V0ddLKWFc2QRtaikTSdrVlK2hGae8xTWy6s2Kj+3MdXHEPTYM+CuAN4ob+3x5pGUcT1gSlZ4qguNgb6+3p6Ov3dHUN83YXCEanbzjE3c7JhZ6UldbS3tLUoZUje7RqmT25QO6lnb+Wf2NbdD0cTiDuAIwpzs1xtzRXwQ+YmpOK87EVlW5FIaMs0oRlomukT2Eb6yENnGemNjAzlZqZy2GYVJUp8B8PEJXL3ReqabRcPXIW7bSDuAC4J9nYLcHdSwA95Odk21FYvKtsmx0UyjfWSYiN4PPHMkOy0JAszAyrxPpVIYBjo8PlKPF3khb3Xfrf7qqZVEBxBIO4AHqmvrkDuZLtC7gn4unJqqyoWg1X7+3qtqIYWJmQk4sUFv3pSPTo62tHW7O/m6M6xVN4OukZkIJ99/ibOAiDuwFzxdrEfFyp2/gjwcKoqL1V5kwoFAhs6hcOm+rjYV5YUT7iOaAzl6ldzZ9/Ruxb//ErrD3uvL9+ork5xhcMHxB1YeCZzspD/2FhXo5g2BHm7KvVd5mmC+sik6I2MqFQKKpZ33NJ1557ZfvnNo/e3q5vQ3GNgxjqIO7DwRAT5mBEJLU2N48rzs9NpZC0+T0F5JkP9PEsLVT8mVG1Vha8rR8U69dEZ8k2mLxxKyiruj02zJ78OiDv+GeHzzPQJ9izTcZPtkNRSSQQXG7bC7pxGBPoULYLZMugEhmyrYp1aveVCaW0rHE1KKe7TSbMnvw6IO/7hcocsTEjih5mV5bLlbGP92mqFPt6MCvEvyM5QeYPnpKfEhgerTHfQub+8vu3Vz27DoaSs4j6dNHvy64C445/uzg6OOTXM36s4P+fRrYPqSguF501GkpebkaLyBk+Oi1Ki/HaP5X8niUvXqf39i/twKCmruEuYTpq9ycQd0uzhh5bGeulyU0OdB8cqISpUNtedm625v4ezgluVEBWWlZqosifRro6+HnGqg+iQgPysdNXoVEhy4apN5wMS8oqrW+CwUh1xnyzNHnjuOKejvZWqT5A6j5VlJYGezpkpCTEhASKRUCL3DAPtgb4eRbu0sZHpSXGqanZXW3NfV/Gk0iBv17LiAhXoETr8Xzpw41stWzimVE3cJ0yzB+KOE5ob6loa6iTLPB5XEj8A+eZ2TBM7lgnHguZkRUuODq+tKi/MzYwM8svPSqOSCAyytlA4EuTl6u28ABk40xJiUuKjVVfc2U7WDCuqIZVIyM1IVeq+CMfm4F9neP92x+WhYT4cbqom7vJp9kDc8UBvT7elKdmMeF8q0P19vTSyWFBYFD07linDQKelsUEs5QbaLCNdLyfbxOjwvKw0dAKwplPs2WZ0slZ72wJcZWckxyfFRKjqfnG0pCNlR5+11ZWjoyKla39OecMn11kfniQ9s/3S8g3qkjeVrAOS4IhTQXGXT7MH4o4HwgO97VlmddUV0gjgTQ11lmYGPq4cpqFuc1ODLcNYfA7o7hQIRhhj4WSDvF2lJwYkQJHBfgvyemR2WlJ8pMomY7JlmpibktB1kjI2Pru0/t/f6Dy/5+qrn945fNPc0Cn84FUGwSIADjfVEfe5A+I+3yB1Li3MR74huvwf6O99MDax2tvF3sWWzTbWH7eyhSkpyNeVx+PioeV5mWkxYYGqul/MTUjoUkm5IqP1DHC5wyOn9DhI1v9v99Wy+jY4vkDcQdwXDGsapb9PrOnO1qy25iY+n5+eFBcfGYyURT7VkQ3dOCEqDCctL8jJnL8E3AsLOtfSSFpUfYJkwgyekaSrZnnH/X7P1aXrzj2x9hz6/NdxbR5fAAcXiLvKinuIn0eAwicIzlRE6GQtyU2VYB93DwdrmoEWkpXwAE+Wkb6TFUNu/VH8hO4rzs8JD/BWySOwraWJRiIwKbrSXBy45cX915GaL113dtcFs6wy8ZRZLm/kAQDirtri7m5vyTYmIknEbQsH+vusqIaS5bjIkLH76S6ZKYlCoSA3MzXYB9eB+sqK8kN8PVTyCMzPTgv1w3vXhnj8P+y98Zsdl2OzypPyKkE3QdwXi7jXVpVLEuU0/TLFEIfUV1dJ3fOE6DA3e2WKCV5ZWhzo5aJix97Q4IAtw5hKJOD8WTFvRPC9tt0f9l0HPx3EfdGJuw2d4uvmEBnk5+PGiQ7F6TyB5NgIjjlNSYdpdUWZv7ujsh9spUX5MTLDg8M2s6ZTWpobcJu5oneQ+wPRccm6s0+sPZtatLgyYYG4L3ZxLy8upBvo0Mlao6OiuIhghoEO20hv7B5IL96a6u/hVJibpaTDtK660sfFXtkPttjwIEszMrpseiAOOdDJMNTFyWSkCcmtaPjwJGn1lvPaNoEtnb0PABB31Rb3UD8vpDIikaiyrESimIFergLBo7DmFqbk+poqdK3NNiYi1wwnzRYKBDSSVktTg5IO08a6Gk9HG2U/2OIiQpAfwDTUkYwcFxsWbpvKGxFoUFxf2HctMqMEVBLEXfXFPSLQh2GgTSdrU/U1kXx7OVozDHXGKaYd09TRkuFowUBHL3LkJeeAhaKvpycrNbE4Lxs5jPa4OdPMgsqyYlumsbIfbFHBfjSSJtNQz9XWHI2cVrkUKAtOa2ffHw/c/OP+G0+sFd+K8YnLAYkEcVdxcecODjpZs+hkzdqqcj83h4Ls9J6uDuQLm5sQx61ZVpRPJWmVFIhTlAR4OBfmLORrhwU5mehUhKQE/Wuqr1HeYVpfU2nDUFZxjw4NqKupEnvr7o5owNixTC1plCAvV/zMrWJ5x6/YpP7U5vOrNmn8+dNbb35JqG7uHObD41MQd9yJO/bvx3d1djAouonR4bKhP5B2y994EQoFmSkJkuWc9OTYsCD52ipKi9ITFRHjMC4imG2kh7xF3jBXqYdpV2e7g9I+DbaiGsaEil+vdbFltzbjy1sfHR2taelateX8t1o2Nxk+2jZBXX1DIIsg7o94bJq9CRPvYSju6JjJy0zjWNBoZO2kmEjMzdTcUOfOGT93sKWhrmTKxJ4FORnyr/UjLKmGTEOdtpZ5P87ZRvocCzMVmCHe19tjiz/PfZpBvqxoFCdrhp+bI42s1dWBl9f0hSJRTFbZmu0Xlm1Q++g0+QEA4i7PdNLsyZdgK+5eTrYWpmQ7pkmgl4uDBRVzMyFfexbzrLlDg6yxyTMSKZD819PdxaToOlsz5z+f0Sj6IT6PqwLDdGhwwNLMYAEb0NLUEOLrPq7Qg2PpYsOezimWYaDNNiZGhfiLRLh4U7+ls2+J+F3Tcx+cIgYk5Hf3DYIUgrhPwHTS7MmXzE7cq8tL/T0mmO9sYUamkcQ3xHnDXBZFx2tsQguGZsrNTJ1d4CprGiUqNIBB1nIeU4Hu7s4ATycfV84wd4hlhJz6UZFISDfQ7u+da/qLtITYhMhfhYLp7em2oRupxjDl84bHzLVg2DAolqYk6Z8jfF6ovyedrMUw1EmJj3nYSD5/Qu8ejUyczGRXM3BetVnjme2XVm05v0XNSCgUPQBA3B/L1Gn2Jku8J2H6afY2fXvb1MhwXGFpUT6Lou9gQR/o73sw9kiTYaDT3dUhSR6ECeJMQLNKbmnLNGEb6YX5uluYENFxbkszYhrqZKclPxgLu2hpRvZ2tkPefVpizBxb6Ofu4Gr7yIssyc81NyGiU4tqDFOhUIiUdKFuuQwM9KFrIGnwhtT4GLYRkWmoi3x5NDA8HKxRYVdHO5VIkH9Giq7eFJZytq61q3dAfKG25Zzxmu2XwtOL0XJtqzge2Y/6jn//grB8o7q6oYuaoctdc7/ssgaQPxB3DNLsTZZ4b6ae+5GfqZuPX38kYYX5NLK2mf79cVGl/NwdaUQtDKXNnWM1u1v5SGSRgqO+I6nNz0lnUvS43IcPrHxdHZAuMAy1OWwzO5apUChAzLqF/m6ODhaPHjmGB/q42prj7fHdXEDSqRj/F/2KHdMU/VxNRZmkJCrIz5ZpKjm7oNMMjUTwcbHv6+2W3K5xGTunFuVlo5N0x1gmk5GRR/NMOjvaZPfLvJz5RKIRgXDjT4ZPbT2/bL3asvXnVm0+v/28yZPr1ZdtUFu67hwqXLFR453jOiauUSB5IO5zEnf5NHuTJd6bqbi7hGcsW3f2+T0//2bn5ZcO3nx+1+Vnt53/3a6fr5h5/sqFqa6KDQty51hgZSY3O3N09M6lhoSoMLYJUeYWvKxbKqCTtJCapCbM3n/3dXOwkTmZobPdHBuMNxiGOoIRBU3OQ/vC2ZrVUFsd6uvp7WTPoujWVJayjYnDXG5pQa6zFVO6Jm+Yy0RXZgHeDENdS6qhi40500DbXPwUfVRyJshIjpe9n4M53rE5W9WNn1h7dvkGtZM6HLfIjJCUgsySOpFo1Mo/ycIvIbmgKiipYEFSrAAqKO7yafYmS7w3U3FH/HSFcOQG89A1xgcnie8cubpLnfzZNTbyUI4TfvUGY29PN4bzKxwtGR1zSy83NDRAN9BOiAqZ8Nu0hJi48IC5RAf0crJljL36KMHT0Ua5kj88FnMT0jBXEbP0+Hwei6IX4ushyWTCNNT2deMIBHyOObW7s8PZhv3rCJqjNJIW01A30NMlNzPNwpQU6OXCMtK1MjNE12TiQO0kQtocztmT8el11tPbLq7cdH7JurPIN/dPyB/k8kDOgHkXd/k0e5Ml3puFuFvTjWhjfm58ZAiSy56uTrGjml705Aa1bWomP1MfuvBCgQB9i6GycOesLEyKbnbapIklkRbPpcEutmwqSXNwoF/yJzqx9eI++cOMsKZRJM9U5pv+3h4bulFcREh2WrKPi31d9cMIt44WdBpJE4294V+/NFCQmzkyIn6UyuNxzYiE7q7OlLhIpOyh/p4pcVFFeVnYzpAZ4PIO32Sv2nT+iqknwSqgq2+woqEdhAyYR3GfO9MU91B/j5TYyOS4KEszA3TtLC239Et46cCN5RvVr9O9RwTiR6mS6+i5N8zVlo0O6bnXU1leMjQ4MNm34mkzZO1ZXz7bMU3s2dSq8hKhUIg8XDN9wghfpVw5e5ZpT3eXAn6ovbXF2ZqZmZKQGB2OFtpbmyXl7vbm0aFBU29bW1mOfPmayjJ0Ise8YeFpRZvOUp7fc/WZ7Rff/17/AQComLg/vMsxOEAjEerl7jzYBiSjq9SNP4rvPtvQjBrraubYqubGehpZa8J75ZhjwzCeda41trF+RJAv01CHZaQb5O3uOTaFQ5VwtKR3tiviDSB0CeXlZFucl21FNTA3ISrmcmHia4ghsZM+lqT051Wbzy/foP7KJ7f+/a22xHcBANUU99HR0RAfN/5EzmltS9fyDWqF1c22LNOSgrw5tio1IYbDNkMenAIs4DXbG+WCkREqkVBVVhLi525uTKSJY+BUqNhIVdjkH8kLa9npyVSSJo2oKRQo+rWjrr7BQzfY/zuh/+QG9We2Xdp1kXrwGvOSsdstli8IFqD64j41uy9Sn1h77v92XiwtnKu4pyfFJcVEKMYCLrbsqFnl+ghwd3Qwp0uW21qacjNSVG+komuRxvpaBfxQYW5mZJCfYISfEBWKTpOK7GPvAJfsEPbSwZvP7rj0509vMzxjuTw+iBQA4v6IAS6vorF9zVaN9OSEx658nGB74OpDxzxRLj9kdGhAXlYaWkDXwsP8keKalvmzAPqt1PjoWWzo4WBdnK/i0Vlln23OK3ERIeGB3mMufDGdrK3IPjK94lZuVn/54E248QKAuE/F01vP3zB4zFT30DTxNJt/HRNPIkwvrl2y7mxT+68iAfi7O1aVl+ZVNkoiXC9dr3ZCe75SAmUkx8/uKsGaRpl7AAOcE+DhXFWuiOD4fm6OEUE+aGF4eCh/7Lw+37T3DJA4oc+Lb6xraFoFPgAAEPepOfyzyXnNqTJUZJTULlmv9tEZ0tPbLgpFoteP3Pv9nqs/EB/Frhkc7LdhGLU2N96z8Pv0OrOousnAMXzFJo21p0mfXsc+jU5+dnpUiP+Mt8pMZxjoqPxItWOaxEeEKOCHPB1t6sfCryuMN74krNio/tKBG0jimzt6HgAAiPvUaDPddpz61QtTyQWVTM/YNVsv1rV2v3mUsHKTxj+/1LzB9EEe09L1557acl7PPuTDU6TY7IqNPxnw+Dwz/fs/Xrr7zPaL6FsNo4evriD1/+uRe2jl4tpHt2iMXTB4sbusuCDEx31mSuRkSyNputpZqPxIjQkNyE5LVMAPsYz0uEPzHiVxdHT01c/uvH9Cf/NZyvKN6gNDvL5BLugRAOI+LQxsvFdtPCdb8rcj957coP7Cvmtf3bNavfUCxTm8pLYVlZfXt2WV1vH4IwNc3pMb1NZsv7Rq8/mfTVxs6JT7Fv4fnSabukVml9fLVrXujMGStWf/8RXhtc/u/PnTO2ir/VcYc2zwLNJAmxsT0xPjF8NIzUxJkKSWnhF9vd0FEyXDamtpSk+K8+BYiaeQBvo8ukPS2jLfEcruWvhtOWeEnIPnd/38+pG7f9x/wzowGZQIAHGfAcP8kac2qbHcHl7LC0Wi3+y43Nbd7xqRsWyD2rvfTvyayXW69w/6jlrWgf/9TvuqFuWMvgPLe4KsSf1Dw+goff3wvY0/GX5winjfMuCFfVcFwjk9B2ttanS1NZ/RJkibeMPDi2GklhTkhvl7zXSrrNQkpuH4HT000E8jadENtK1pBr5unLGQvA/fHUtLjA3z85y/XhRUNq7crPGnT259q2mTlF8JAgSAuM+S3+28sHTdufK6lud2XUb+NfLWJeVm7tFTp4hMzCtfsu7sb7ddeHHf9ciM0sf+kEAoen73z0vXn/v9nmuzbm1PV6c9y3RGF/dUIl5ihc839TVV3s52M90qISqEYajT3dkhLYkOC2BQdF1t2c42rN5ucewKpPICgXgw1FZVUEmaybFYhk5ELkXvAPcu208gEP31yN0l685tVzcB3QGUVdxra2vPnTu3Z8+eu3fvDgwMTFiiGHEPDg1/4/DNJ9aefWH/deSq51ZMFcNaNoR3S2O9LuH+y/uu/PXw3fq2ab012jfIDUwseGb7pZisstm1dnBwgE2ZwauwYyks9BbJSO1sbx3LB6vF580grIKFmYEN3QhZqaujta62sq66imGgHRHoLfveqS3TpLenOy8jzZpuFObv/VixFo6FiECfvnF5732n+/53euhyUHadK1TPN7/SXLVZ4+2vtVdsUl+2QX35BjUk67/fc7WgsglEB1BicVdXV09MTOTz+RkZGcbGxhOWKEbcy0sKfd2dJLdopl6zubGebqBVW/3wxU7kxNkyjHMzZzwT7tAN9muf3emaVd4ygUAwFrV8uuFl+vt6VSbX0uPPnb3dllRDGllr+q+MikQihoEOd2jQkmpgpk8wNyayTPTlo6u7c6wa62toJE0Xa1ZPV8dktZn7JiD/AF2ZofP3C3uvLV0nDpX+6qE7f9h37bcfX0GF//1e/yrNE3noz+649PqRe7sv0v75leZpfY5bRGZNS1dMVmldazcoDqDc4r57927h2N3nkZERSfR2+RLFiHtrc8M0A//WVVdampEdLR++51mQnREV7DeLX0Syjo78D06RNa0DA5PyZ7q5FdVQGtnxsXS0tTpZMRbVeGVR9PjTDojW1tLIYYsT6ra3Nvf2dKITJ42smSn3XluQt2t4oA/H/DGpd3+36+e/H73/0WnSkVvm+67QQ1MLi6rEbnhRdfPX96xP6nJe3H8d+ekrNmn8btcVUBZANcX9xx9/zMzMRH66t7e3JO+SfIks00+zN+MbHf19yHdDV+UeHKup18zPSg8L8GIY6vo42yG3PT4yJCN5lrNQmtp7lm9UX7lZ48+f3p7pti627OlHUGmsr1W9AGFTwzYm8oanNWUwOtQfqbmjJUP2/M2k6MjnMPF15VhRDWLDg7g8/s9Uz4CEh6fk7v5HQZ5/IDoif/zxLkJLl6lrdHBKISgLoJriXl5efuLEiX379nE4nD179kxYohjPHZGdluTr6uBoRUuNj+bzh9OT4ionetExPjI0KyWhu7ODStREosA21p9jSJm+weE12y4NDs8sNkiAh1NlWQmXOzidBLBV4nThTotqvFqYkqc5CT0qJCA+Inhc4QifJ/v8eXQMKzf/DV//vGbbhdWbz6/aIk5/sWbbxWe2X3pi7dk1Wy88u/MS+rd8o5p7ZDboBbDYxf2RI1NXhzR96pL5FvexQ5pPJWnSSVo0EoFOIshPunC2YaOvUuLE0yTqa6pz0lMYhtrDw3N9qQT5elb+M3vvJirEj0nRNSPeLy8qQH9Wl5e6WLP93BwnXDktIdbbyW5RjVcrquG73+gUVTc/3pLBfgU5GVOv85uPLy9dd27pOrUVm9TP6DvcYfm1dvU1tHef0LH/Qd+hqLpJ3cD5y7uWJ7TtItNLQCwAEPcH33zzTUJCwsDAgJOTk62t7YQlihT3B2PRV5oaaotzs3u7u8ZmmPzqoSXDQLcwL0v4aJb6KHcQg3cUL5q4GziGz2gTpOM2VENPB+vwQF93W3MzEsHSzMDNbuLJ7xFBvsHe7otkpBZWNw8O83T0iMs3qvvFi++c9A5yB4Z+Ncd/mMcvrmnZ8IPhnz+9HeTtWl4y6e0Rj6jsYwSb3+y8nFVWzx8RgBAAIO7TuxOSnX3s2LG9e/caGBgIxuY2yJcoWNxlQa5xt8ykiN6e7nmac2Lhl/D219rtPQPT34TP5w0PD4X4erCN9Tnm1Pzs9Ma6Gk9HmwlXRpcgNeLUP4uCvxy5s2TduSVrz75y8Ka6oQsq+eAkaYvao6fl/YPDT24Qz2BZveXicx9fOXWdNGGIGKFQfF7/5BrzqS0XvrhtCRIAgLjPOwoTd+QXy+bESImLdrSgz8cPpRXVIJX5Tkt8pcKfSc6HmNBAdAbisE0ry0raWppdbCYMUjZqRiT09/UukpGK/HFr/0RtPbKmue8L+659fd/62Z2Xlq4/t2b7heiMkqb2nr8evvvv4+IAaiMC4X1z/xUb1Z7aovHHAzfYPg8fjCOn/j/f6a7YJC5ctfl8WV0rHP8AiLtKiXtEkK9svJHY8CAkpvP0W1EZpU9uUNezC161WWPPZdr730/rnaPkuCg6WcuaLk4TKH5tlT1BbMuhwQELE+IiGaZtXX1/OXy3srHdwYLW2tKCpBkp+2uH7jC94v97Qv+JteeeWHv2dzvPF1c/CuW28fh1NbLDpp8oy9apvbj/+tNbLqAzweqt5y+buu88bzYfQT0BAMR9gcU9JiwoyOvRtEsfF/t5vbmBpGT5RvXXDt2WxCMb5D5+mnZ2WhKVSLAwJXW0tSIRtzQzkF+nqaHO3X6x3FV4ZsclZMOhYb6TFQPZZLuGSXDyo/vpw/yRxsYGGkmrVyaD9ljUHfEj8bC04s3njH4kOtkEJln7J8IxD4C4q6y4Z6QkSGVxdHQUySjyjhXTx78evrd6y4UzRIepV8vLTKORCExD3f6+3pERvmzoK5FIKEmiXZSbFR7gvUiG6bM7L6/crIEWXGzYbS0TvMFfnJ9jYWoQ6CW+Fy8UjoztVk2RSARHOADivojEHamDszVLuvzYVxMxxDM6S83QZemGc+cMnKcWdwZZh0rSHOHzx0UHiwz0QR79g7HUet4u9otkmK7cpLFm20W04GZn0dI0QYAgP3cnP3dHJkW3t7fH3Fg/MsRvbE7UKBzhAIj7IhJ3dLXOMtJ/KApujl6TzEWZP+yDU1dsUs+vnPRN1JL8XEszspk+QfKn+J37X6Jl0UiaDAOdxvraMH+vonzsX6tJL6qNzcLXDBwub2TFRo3jBPFucudYNTfUya/jZmuem5nGsaAjo7GNiehqLNjbDQ5vAMR9cYn7mFzqDvSJ4wJ6OtmUFuYp3u4fXzTbpm4snPy+QVZe4b8PXZQsW1ENJVEMe7o6begUN3uL/Kx0T0ebhroayQqzi/p73yLgwM/0Y/etOMGpa8+Q3v1W97mPryxZe3btGTK2nXWNzPzsOvs4wbqrbxB1WSSaWWtrW7qkgRxQrxt/6bUsjhb0zvbWvt6etpZG9AOd7S0jI3w4vAEQ90Un7ham5JrKMuTCI0eYx1uAZBc55Q3IeV+y7txvdlxu7pwgbeanVxnL1p+VhDfhmFMlEckjArydrVnJsZFpibGSQLXGLpHLNqit3nZhXNTZx/LygZvLN6i/uP/66i3ikPd/OXTnra80916mJxdUv7T/ZnRm6Sxe7UnIFcfUFApFjR29R26Zv/e93nM7r6hRXP75leazOy49s+PSk+vVfrPzEvq5Ndsu/fsbbTO3GIJlwP/t+vmj02TJVNHimhb5atOKaj44+XBekLez3YSz15mGumO3sAAAWNziHujpUlFaVFVW4mLDXijTN7b1NLR0vvklYeNPFPlvf7/32uuf371i5iH23GmGVWPxcJKiIxKiw4rzc4L93GkkLaFQeMnU4yeS49+PEl49dPu8sesUP3fR2F2d4npKj/PWV9roF5/bdYXlLZ4A3tTRM+7EsGKTBjphfDbtyYLoumGAy9t7hbZ0/bnlG9WXrlcTR2XZdulvX9xDorx8oxoqGeTy0WpmbtHvHNfOKqv7hmDzp09uoZVXbdZY/6PhyrEctk9uUF+2Xu1HotO4CxoT16h/HXuY+s7XlVNbVTGuAT3dnea/3GcDAGBRi3tcRIg90xS57WF+Hgu7AyobO5CokR1+FaXAPSrr2R2XDR3D/3r4rrqhq7ujXWpCzINf4qWUFxVQ9QlMI72k/Aoki14x2XWt3b/deXnVlvMtnQ/fafKPzz94lalrE3LgKhPVv2TtuRWbzz875ju/9bX2H/Zdv8X0maJVKYXVKzepT33zHUlwYm7Fh6dIy9afk0hzTHaZhV9iZHqJbPR8pOnZZQ2PtUN8ToVvXO4lE3fUoxsMbxIn1CXiYWSYy6buX997GPzS392xuuJXuVAK87KoRIIl1RAOZgAAcX+QnZZMJ2vlZaVJ8qstLBeM3Z/acuGjU+TkAvENh1O6nP98q4s++SOC3+268tSW87eN7W/d0+4Z4JJMmae1LE7p2jc11qUVVj/38ZWPL5hIb2H/94T+M9svid+817F/86jm83uuIkd4zbaLRPvQ9JJaie5PP4vI57fNn9991Tkso7mjxyU8QxJAEZX7xGS/sO/a219roW+Xrju7essFn9jcpPwqrLL9HbrOXrlJY9Xm88jl5wSn/kRy+tvn93xic3655HJOio30cbUX/HJLHZ3tfF0d4EgGAEWIu3xSvZycnFOnTu3evfvMmTMFBQULLu4ZyfFsPCWo23WB+udPb/1+79XDN9lIzf+4/3pqUY3kq9ss36fG4tBK3sNEDvLyjer69qH/+JLwznEdWR85r7LxR5Ljl3csVm5WR5re0z8UmFggEMxyrndX39C6HwyWbRDfaUG++fN7fn5C3IazyEl/7zu9t77Sev8EMTilgMQJmyeb/ERyXLru3KpN59FZpKb54dtJQd6uEQE+6MScm5kqKclKTYqPDIUjGQAUIe7ySfU+//zzkpISgUBQWFh49OjRBRf3/r7eqvJSXO0JpMJjKbbVMopqx32F3OSLt3TS0zNMKKS+3p77lgHIJUeaO1nuwM7egUEuNk8XmV5xZm5Rpq5RyENv6ertHRhSZD7uwKT81KJq2ZIQX48gL1cnK0Zx/kNfPjE6PDMlAY5kAFCEuMsn1Tt+/DgSd1RYVlaGlhdc3PGJX3xeQl7lhF+F+LixjXTN9O9L5vaIRKOKFFnEuOC6C0WYv5eHg5Wvm4NU0MMDfeSTKwEAoKA0e7m5uWhh69at6DMvb/y88vlLs6cy8HnDng5WvT2LPcNyRKAPh20WHRoQFxHy8Izo5lDz60esAAA8UFiavbNnz6ampiJHPjEx8fz58+C5A7MjKtiPStRMiYsK8fWQXLs4WNKaG+vAMgCgCHGXIk2qt3fvXsmNmuHh4d27d4O4A7MD+exMil5ZSQGLokcjokEySidrTz+lOACAuM9J3OWT6l2+fDk/P5/H4yH/XV1dHcQdmB2x4cE0kmZjXY29OdXSlNzZ3srC06wnAFBxcZdPqldfX480Hfns6BMtg7gDsyMuIoRKJEiWfVw4KfHRbvYWYBYAUJC4z9IpA3EHHivu4cEMA23JspeTrSXVwMWWDWYBABB3QLmJDQti/xJGpr+vB3nx1RWlYBYAAHEHlJvo0EBJrhIJ3Z3tYBMAAHEHlJ6oEH9rGgXsAAAg7oBKERnka8swBjsAAIg7oFKEB3jbs8zADgAA4g6oFKF+Hg4WNLADAIC4AypFsLe7oxUD7AAAIO6ASiEUCkZGeGAHAABxBwAAAHEHcQcAAABxnwz5NHtbZdi+fTuIOwAAgPKJu3yaPSn+/v7Ozs4g7gAAAMon7vJp9iTU1dVpaGhMlh8OxB0AAADX4i6fZk/CzZs3s7Ky5NeHNHsAAABKIO7yafYQ1dXVp0+fnmIr8NwBAABwLe5SpGn2EObm5o6OjiDuAAAAyiru8mn2HozlyM7JyZliq9zcXOmyrq6uJgAAADBbkIpiL+7yafYejOXI7unpgdMpAAAATngCTAAAAADiDgAAAIC4T4RkcuQUuLq6xmIBruqBToFxoFPQKazqkX2KqUyeu+zUGpWpBzoFxoFOQacUWQ8exX06JyWlqwc6BcaBTkGnFFkP3HMHAABQQUDcAQAAQNwBAAAAEHcAAAAAxB0AAAAAcQcAAABA3AEAAEDcAQAAABB3AAAAAMQdAAAAAHEHAAAAlFbcMzIy3n777d/+9rcnTpzo7e192L4nnliQenDVGLx1Kioq6sUXX3zvvfc4HM5LL720evXqvXv3NjU1LUg9uGoMGGdm6vMEBvqDSSV4qwebSvAj7mjosFgsLpcbHh5+8ODB2tra2XUSk3pw1Ri8deqtt94KCgqyt7dfsmSJs7PzwMCAm5ubNFu6guvBVWPAOI/VrAlRfCV4qwerxuBU3FetWjU8PCxZ7urqOnbsWFtb2yy6h0k9uGoM3jq1cuVK3hjPPvuspITP5z/99NMLUg+uGgPGmRp/f3907airq4uqmrV/ikkleKsHq8bgVNz/85//oB5K/2xubt60adMsOolJPbhqDN469eGHHzo4OKCF/v5+SUlCQgK6LFiQenDVGDDOY0Huxf379995552QkJBZSxgmleCtHqwag0dxT05OfuONN2RLUCf//Oc/L0g9uGoM3jpVUFCAzhOyJW+++WZGRsaC1IOrxoBxpklVVdWBAwfmKGGYVIK3erBqzAN4oKoUjYFOLbZOgXGgU3O/OQMPVJWgMdCpxdYpMA50SqXEHR6oQqegU2Ac6NRcGoNTcYcHqtAp6BQYBzo1l8bgVNzhgSp0CjoFxoFOzaUxOBX36OjogwcPov4sX758xYoVr7zyyqFDh1JSUhakHlw1Bjq12DoFxoFOza4xOBX3t956S09Pr7W1VThGR0eHsbHxa6+9tiD14Kox0KnF1ikwDnRqdo3Bqbg/+eSTAwMDsiVcLhedxxakHlw1Bjq12DoFxoFOza4xOBV3dElCp9P7+vpGR0dFIlFnZyeNRkOXJwtSD64aA51abJ0C40CnZtcYnIp7SkrKp59++vLLL69YseLpp59+/fXXjx07FhMTsyD14Kox0KnF1ikwDnRqdo3BqbjDW3DQKegUGAc6BW+ozm898BYcdAqMA51Suk7hVNzhLTjoFHQKjAOdgjdU57ceeAsOOgXGgU4pXadwKu4vvvjis88+a2trW1NTIymZ3TtamNSDq8ZApxZbp8A40CmVekMV9Qr17fvvv391DLQg21UF14OrxkCnFlunwDjQqdk1BqfiPllXF7weXDUGOrXYOgXGgU4pvbhLbzAVFhZ+8MEHTz/99K5duxoaGmZaT2xs7N/+9je0kJWV9d///nfVqlUbNmwoLi6eUSXx8fHomgjVgxbWr1//1FNPoUrKy8tn2pienp4ff/zxlVdeWb58OerR22+/rampyefzF8TC8zHdai5ERUWhq9H33nuPw+G89NJLq1ev3rt3b1NTEyajaEGGDWLZsmUkEkkkEs3ROJiMnPmIWLLgzNMwnnUNmAgXVsMP7+L+0UcfITOhwyM3NxeZaab1IBt5eHg8GAvXgAb3yMhIaGjo+++/P6NK3n333eTkZDSM0FHh7+8/ODgYFBS0cePGmTYGHVrh4eE8Ho9Go+np6aF+oc/Tp08viIXnY7rVXEA7CFnV3t5+yZIlzs7OAwMDbm5ue/bsmemwwSRtPCbDRtIeNpuNjszIyMi5GAeTkTMfEUsWHKyGMVYjBxPhwmr44V3c0alvdHQULaDhuGbNmpnWg07paMejhWeeeUYyuwj5O2h5RpWgM6dAIEAmRq2S5CMfGhqaRbp35I1KNkctkWSO7+7unkWnkIc794GI1XQrTBqDWLlyJW8MiWUke2qmRsYqbTwmw0bagJKSkn379iEXQV9fPyYmpr29fUFGDlYRS7Da47gaxliNHEyEC6vhh19x/+6779AV+qZNmyQlaWlp//73v2dazw8//HDr1i10dXPnzh1TU9O+vj7kSX3xxRczquRf//oXcttTU1PRxWxwcDAS+oSEhFl47ugyzc/PD20eERHxzjvvoBIfHx/J9deMQFd5r7/+emlp6VwsjNV0K0wag/jwww8dHBzQQn9/v6QEGRn5ZTOtB5O08ZgMm3EakZ+ff+PGDTQGZnE6x2TkYBWxBKs9jqthjNXIwUS4sBp+OBV3+ccIb7zxxizuD6Iddu/ePXR1g87wy5Yte/nll5HhpPfmpklUVBTaEB1LyO363//+hw7O7du3z+KeO7pMW7duHfLCUCU5OTmo5O9//3tsbOws7OPl5bV///65WBjDhABzbwyioKAAHaiyJW+++SY6p86utjmmjcdk2GB4mwuTkYNhxBJM9jjehjEmIwcT4cJq+OFU3CEhgLIAewpGzgKOHEjWoXziDgkBlAXYUzByFnDkQLIO5RN3SAgwBZg8icLqsRjsKWWpB1cPQmGPK6AxOBV3SAgwBZg8icLqsRjsKWWpB1cPQmGPK6AxOBV35B386U9/eu655yRvbcz64Q8m9eCqMYhXX31169at77777lzeSMakEthTSlQPVnscVyNHJfcUVo3BqbhD/AroFHQKjAOdgtgyiqsH4ldAp8A40Cml6xSOxB1XQTmwAqvwKZjEr8AqYM48zdKb3URjrIJyYGUcrMAkggpW8ZpU8tjEZPhhZRwVnwqJq6AcWIFJ+JQHGMWvwCpgDlbTtjAJ7oFVUA6sjIMVmERQwSpek0oemxjGlpm7cVR8KiSugnLgKnzKA4ziV2AVMAeraVuYBPfAKigHVsbBauRgEkEFq3hNKnlsYhtbZo7GUfGpkLgKyoG38CmYxK/AKmAOhtO25h7cA6ugHFgZB6uRg0kEFaziNanksfkAu9gyczeOik+FxFVQjgc4C5+CSfwKrALmYBixRMJcgntgFZQDK+NgNXIwiaCCVbwmlTw2MRl+WBkH82PqAW5ny8wFXKWkwKoxuIo0Mh9JNlTGwiq5x3HVKTimFq+44yolBVaNwVWkEayeEqukhVVyj+OqU3BMKZ+44+pJFK4a8wBnkUawekqMq9QNWD3RUsk9jqtO4W2PY2JkrI4pnIo7rp5E4aoxD3AWaQSrp8S4St2A1RMtldzjuOoU3vY4JkbG6pjC720Z/DyJwltjsHregrckG/hJ3YCVhVVyj+OqU3izMCZGxjZxDR7FHQAAAMAEEHcAAAAQdwAAAADEHQAAAABxBwAAAEDcAQAAABD32dsIAACcAboE4o6NuIMRAAAOSRB3GEkAAMAhCeIOIwkAADgkQdxhJAEAHJJgBBB3GEkAAIckiDswbyNp6xjbtm07fPhwRESEbKEUaaE0N420kMvlamlp7dmz54cffqirqxv3rewyWvDy8pKWo2XZ1VJTU9Gf6HNcwxAHDx709fWVr9nDw8POzm5cXyb8XfkOJicnnzx58uOPPz516lReXt6ENtm5c2d8fPx0Kh/XyAm7M7WhhEKhubn5kSNHUD1sNhv9OYXNpT9x6NAh1IUTJ04kJSXJflVYWHjmzJldu3ahr7Kzsyfs3bg9i+GwvHjxomyiKLSMSiYbezMaqArbnMlkzs4yIO4g7vgSd/Q5OjqakZGxb9++KcY0Kvz2228FAoHsClQqFakMEiMk1hoaGlPrIIFAkJajZdnVbt68aWpqeuvWLfkNi4uLP/nkk3GF7u7u45R9it+V7+Bnn32WmZmJ+pKYmHj06NEJ60HKvnv3bqm+T1H5uEZO2J2pDeXo6IjEvb+/f2RkxNramsPhTGFzqYaGhoYODw+jCi9fviz71TfffIPkHlUVExODThjYquRjQa0yMTGR/mlsbBwSEjIf4o7JyMf2t0DcQdwxFveeAW5Nc+c0/6GVJxR35OJJj8nJxB0Jlqurq+wKSDtaWlokvmdZWdnUOkin0yXRpUtKShgMhvSr5ubm48ePoxqQKklqk90Q+aFIi2ULJ1T2x4q7bAeRw44c7cHBwamPbaTsyH+fjrjLNnLC7kxtKLSmNDFba2vr119/PYXNJSAfX5IaYmhoCC1P2JGenp5jx47NTtx5w8N9vT3T/Mf7JUnFg7HksZ9//jmPxxNXwuOhZXTVgpbR2RSZBZ0CPT09x/0u+gqths6y0usM9JXsqXHqZsfFxSELGBkZye8X+QW0T9HKZDJZ9tdlGyZ7WSP5RBdbkmsR9ImWJ2wwiDuI+7yIu6lr1GuH7kzzH1p5sot0S0vLqW/LIAH68ssv0ae0EGkfn8+f4sJfdnN0SKAjEC1TKJSsrCzpV2w228XFBS2gT7Q8rhJ01MneL3Jzc/viiy8qKiqmL+7yHUSqhxzkc+fOISe6oKBg+ieJySqXbeSE3ZnMUJKFjz/+GJ1+pLdoZM8o8jaXsGPHDskm6HP79u3y1kDl+vr68rk3x+2XycQ9Jz3FlmE8zX9oZdltkXQi//3BWEBzIpEoKUTXH21tbTU1NdJTkfR3T5w4gS5rkpOTv//+e+lXlZWV0xR3tBXaHKn2dMQdrZyWloaubKQlUzRMsuDn52dmZia5/JLcfJNvMIg7iDt+b8vU19fv3bt3as8dfSIvEvm/0hWQ84IcVck9ZYmDOYUOoqMI6TLSKfSJliVfIclDyiirkhIRlHxbXV194cIFqYuNCpHPjg7Fs2fPIoEe10IkkRKHETmzu3btmqKDUtAhPcWNC1nPfYrKZRs5WXemNtRXX30lzXSD7CPrucvbXHopIPHcUYUSVZKVbNRUdAZNTEzE/Ob1dMjLyzt//jxaQOfOnJwcSSFSQ+SMoxOVvOAie6LxMDIyIntWk57tHtvs3bt3SzaXv1yT/y35ladomGQB7XE0YiWfkgR48g0GcQdxx6m4I9AF5jfffPNYcUdjGq0mXcHU1BQ5QajQxsbm9u3bj/V87927p6Ojc//+fWkJcu6QgyldHy1LnD7phmgF5AmOqw252z//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 Distribucion2.png png 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Distribucion3.png png 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 SUBYACENTE EURO DOLAR Compra Futuro|SUBYACENTE EURO DOLAR|125000| 1381465 02 1381465 BONO BUNDESSCHATZANW 2.9% VTO.18/06/26 Compra Futuro|BONO BUNDESSCHATZANW 2.9% VTO.18/06/ 22867130 02 BONO DANSKE BANK 1.5% CALL 02/09/2025 Compra Plazo|BONO DANSKE BANK 1.5% CALL 02/09/2025 1355130 02 BUNDESOBLIGATION 2.10% 12/04/2029 Compra Futuro|BUNDESOBLIGATION 2.10% 12/04/2029|10 3361970 02 BUNDESREPUB.DETCH 2.6% 15/08/2033 Venta Futuro|BUNDESREPUB.DETCH 2.6% 15/08/2033|100 1966050 02 BUONI POLIENNALI DEL TES 3.5 15/01/2026 Compra Plazo|BUONI POLIENNALI DEL TES 3.5 15/01/20 1400686 02 US TREASURY N/B 4.125% 15/06/2026 Compra Futuro|US TREASURY N/B 4.125% 15/06/2026|20 22355421 02 US TREASURY N/B 4% 15/02/2034 Venta Futuro|US TREASURY N/B 4% 15/02/2034|1000|Fi 1541941 02 54848328 56229793 false false false false false false false true false false No Aplicable true false true false true true true true a.) Existe un Partícipe significativo con un volumen de inversión de 65.995.078,58 euros que supone el 38,45% sobre el patrimonio de la IIC. e.) El importe de las adquisiciones de valores e instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que alguno de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 299.595,02 euros suponiendo un 0,21% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 12,02 euros. 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 1.929.794,43 euros, suponiendo un 1,36% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 30,05 euros. g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 2.782,65 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el período de referencia. Anexo: Existen operaciones vinculadas repetitivas y sometidas a un procedimiento de autorizacion simplificado, relativas a compraventas de divisas que realiza la gestora con el depositario. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Cerramos una primera mitad del año muy positiva para la renta variable, eso sí, liderada por un número cada vez más pequeño de compañías, y algo más modesta para la renta fija. En renta variable hemos visto ganancias generalizadas en los principales mercados, gracias al buen comportamiento de la economía y de los beneficios empresariales. En renta fija, los ganadores han sido aquellos segmentos con mayor sensibilidad al estrechamiento de los diferenciales de crédito, y que partían, al inicio del año, con unas rentabilidades más elevadas. Por el contrario, se han quedado atrás, con retornos incluso negativos, aquellos segmentos más sensibles al repunte experimentado en las curvas de tipos de interés en el periodo, provocada por el retraso en las bajadas de tipos por parte de los bancos centrales. Sin embargo, parece probable que el ciclo de reducción de tipos tome impulso en la segunda mitad del año, lo que debería favorecer a este tipo de activo. En clave macroeconómica, después de un primer trimestre fuerte, empezamos a ver los primeros síntomas de enfriamiento de la economía americana, dejando los niveles de inflación general interanuales en el 3,3% y la inflación subyacente en el 3,4%. El resto de las variables americanas relevantes, como los indicadores de actividad económica (los llamados PMIs) o las ventas minoristas, también han mostrado una cierta tendencia de moderación últimamente. Por la parte europea, vemos los primeros brotes verdes de la economía, con un nivel de inflación general en el 2,6% y la subyacente en el 2,9%, y unos PMIs europeos que nos dan señales de cierta recuperación económica. El otro foco de atención ha estado centrado en las importantes reuniones de los bancos centrales. El BCE ha sido muy dependiente de los datos mensuales que se publicaban y, después de 5 años y adelantándose a la FED, comenzó en junio el ciclo de bajadas reduciendo en 25 pb los tipos de interés, dejando en el 3,75% la facilidad de depósito. Mientras tanto la FED reconocía que se han producido moderados progresos en términos de inflación, pero consideraban necesario una mayor evidencia para relajar la política monetaria, por lo que no ha tocado los tipos de interés en el periodo, manteniéndolos en el 5,25%-5,50%. El semestre ha estado marcado también por el riesgo político que ha ganado especial relevancia por las diferentes convocatorias de elecciones (México, India, Francia, R. Unido y EE. UU). Estos hechos han provocado varias jornadas de tensión y de aversión al riesgo, especialmente en el último mes con las elecciones anticipadas en Francia. Las rentabilidades de los principales índices de renta fija durante el semestre han sido las siguientes: Euro Government -1,9%, US Treasury -0,8%, Euro Investment Grade +0,5%, Euro High Yield +3,1% y AT1s +5,3%. Como decíamos al inicio, en el mercado de renta fija el tono ha sido positivo para los segmentos de alta beta, donde el estrechamiento de los diferenciales de crédito y las altas tires que tenían al inicio del año, han sido capaces de compensar el efecto negativo del repunte de las curvas de tipos, permitiendo así, cerrar el semestre con retornos atractivos. El diferencial de crédito en el segmento de High Yield europeo estrecha en 37 pb y en el segmento de subordinación, el diferencial de los AT1 se estrecha en 51 pb. Por el contrario, la deuda pública se ha visto penalizada por ese repunte en las curvas de tipos en la primera parte del año, y aunque se ha visto una ligera corrección en el último mes, no ha sido capaz de cerrar el semestre con rentabilidades positivas. Cabe destacar el incremento de la prima de riesgo francesa de 27 pb, que se ha disparado hasta los 80 pb, ante la incertidumbre política provocada por la convocatoria de elecciones anticipadas, mientras que la prima española cierra en 92 pb y la italiana en 154 pb. Las rentabilidades de los principales índices de renta variable durante el semestre han sido las siguientes: Eurostoxx 50 +8,2%, S&P500 +14,5%, Nasdaq 100 +17,0%, Nikkei +18,3%, Ibex 35 +8,3%. El S&P500 ha seguido cosechando máximos históricos desde comienzos de año, hasta llegar a la barrera sicológica de 5.500. Al igual que comentábamos en el 2023, dos terceras partes de la rentabilidad del S&P500 provienen de las 7 magnificas, que suben en el año más de un 35% y pesan en el índice cerca del 30%. En bolsas europeas, vemos rentabilidades cercanas al doble dígito en el Eurostoxx y con un IBEX35 siendo uno de los mejores índices en Europa, gracias al favorable comportamiento de dos de sus sectores con mayor peso: sector financiero (con banca doméstica) y sector viajes-turismo (con un crecimiento elevado en España). La renta variable japonesa destaca por ser el mercado con mayor subida en el semestre, confirmando que el escenario de inflación está siendo muy favorable para el crecimiento de sus empresas. La reciente recuperación de los PMIs globales y la mejor percepción sobre la economía ha impulsado a este mercado de compañías exportadoras. En términos de divisa, el dólar se ha mantenido muy dependiente de los mensajes de la FED moviéndose en el rango 1.05 - 1.10. El cambio en las expectativas de bajada de tipos para el 2024, ha permitido cerrar el cruce en el nivel de 1,07 euro/dólar. Las mencionadas reuniones de los bancos centrales, los diferentes conflictos geopolíticos y la presión en los tipos de interés han incrementado los niveles de volatilidad en los diferentes mercados. Un activo beneficiado de este entorno de incertidumbre ha sido el oro, que sigue teniendo un buen desempeño situándose en máximos históricos, superando los 2.300$/onza en lo que va de año. En resumen, los mercados financieros han podido soportar el alza de los tipos de interés obteniendo en su mayoría rendimientos positivos (salvo la renta fija soberana). Esto se ha debido a una economía más resiliente de lo esperado, que ha podido contrarrestar el efecto negativo del movimiento de los tipos. b) Decisiones generales de inversión adoptadas. Al inicio del periodo, el porcentaje destinado a invertir en renta fija y renta variable ha sido de 120,97% y 0,%, respectivamente y a cierre del mismo de 124,7% en renta fija y 0,% en renta variable. El resto de la cartera se encuentra fundamentalmente invertida en activos del mercado monetario. Nuestro escenario central sigue basándose en un entorno de paulatina recuperación cíclica en Europa y de leve moderación en EE.UU., junto con una relajación gradual de las presiones inflacionistas. Esto nos lleva a seguir posicionados en duraciones en torno a los 2 años, tramo de la curva donde entendemos que optimizamos el binomio rentabilidad/riesgo, dada la pendiente negativa de la curva y nuestras perspectivas de normalización de la misma. Seguimos favoreciendo la renta fija privada como principal activo en las cartera. En términos históricos, siguen ofreciendo una atractiva rentabilidad absoluta. Adicionalmente, a pesar del entorno de altos tipos de interés, los fundamentales empresariales continúan fuertes, con unas métricas de crédito que han evolucionado positivamente. Sectorialmente, sigue destacando la posición en financieros, aunque hemos reducido la sobre ponderación una vez que han convergido los diferenciales frente a los emisores no financieros. En el resto de los sectores y emisores, sigue primando la calidad crediticia, balances saneados y sólidas métricas de crédito. La deuda subordinada sigue teniendo un peso relevante. El mercado no cotiza riesgo de extensión, y este activo en fechas de call hasta los 3 años, sigue ofreciendo una ratio rentabilidad/riesgo muy interesante. Preferimos bancos sistémicos en la parte de financieros y en deuda híbrida, compañías donde este activo tenga un peso relevante en su estructura financiera. En divisa, el dólar tiene un peso del 6%. A la fecha de referencia (30/06/2024) el fondo mantiene una cartera de activos de renta fija con una vida media de 1.86 años y con una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado 4.18%. c) Índice de referencia. La rentabilidad del Fondo en el período ha sido un 1,58% para la clase A, 1,4% para la clase B, para la clase C 1,78% y se ha situado por debajo de la rentabilidad del 1,75% del índice de referencia para laas clases A y B y por encima para la clase C. Los bonos que más han aportado a la rentabilidad del fondo en el periodo han sido las obligaciones del tesoro americano a corto plazo, el bono de Citigroup 09/25 y deuda subordinada de Unibail y del banco Raiffeisen. Las posiciones que menos han aportado han sido bonos financieros de Swedbank 05/26 y de ING 01/28 y el bono de FCC Aqualia 06/27. Durante el periodo, el tracking error del Fondo ha sido 1,09%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el período, la rentabilidad del Fondo ha aumentado un 1,58% para la clase A, 1,4% para la clase B, para la clase C 1,78%, el patrimonio se ha incrementado hasta los 171.620.158,37 euros y los partícipes se han reducido hasta 606 al final del período. El impacto total de gastos soportados por el Fondo en este período ha sido de un 0,2% para la clase A, 0,38% para la clase B, para la clase C 0,%. El desglose de los gastos directos e indirectos, como consecuencia de inversión en otras IICs, han sido 0,2% para la clase A, 0,38% para la clase B, para la clase C 0,%, respectivamente. A 30 de junio de 2024, los gastos devengados en concepto de comisión de resultado han sido de 0,0 euros. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del Fondo se encuentra por encima del 1,54% de rentabilidad obtenido por las IICs de UBS Wealth Management,, S.G.I.I.C., S.A. de su misma categoría. 2. INFORMACION SOBRE LAS INVERSIONES. a) inversiones concretas realizadas durante el periodo. Las operaciones más significativas durante el periodo han sido compras de bonos en formato senior a 2-3 años como el de Ibercaja 07/27, el Schaeffler 26s, Mercedes 08/26, Tesco 05/26 y Ahold 03/26. También se han hecho switches dentro de emisores como es el caso de los híbridos de Telefónica, donde se vendió un bono con call en 2024 y se compró otro híbrido con call en 2027, o del banco Sabadell donde se vendió un bono senior non preferred y se compró un Tier 2 con call en 01/26. Compras también de deuda subordinada en formato AT1 de Commerzbank 25s, Societe Generale 25s y en Tier 2 como el Danske con call 09/25. En deuda subordinada de no financieros se ha comprado el bono de Orsted 27s.En deuda pública lo más destacado han sido compras del tesoro americano a 2 años. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. Se han seguido aplicando posiciones tácticas a través de futuros sobre bonos. Sigue vigente la estrategia de positivización de la curva americana. De forma paralela se ha abierto una estrategia en curva europea por medio de la compra el futuro a 2 años y venta del 10 años. Estas posiciones se aplican de tal forma que no afecten a la sensibilidad de tipos de la cartera, es decir, son neutrales en duración. A 30 de junio de 2024, con el objeto de gestionar el riesgo de tipos de interés, el Fondo invierte en derivados cotizados sobre bonos. A 30 de junio de 2024, con el objeto de gestionar el riesgo de divisa, el Fondo invierte en futuros de divisa. El porcentaje de apalancamiento medio en el periodo, tanto por posiciones directas como indirectas (Fondos, Sicavs, o ETFs), ha sido de: 24,4% El grado de cobertura en el periodo ha sido de: 0,34% Con fecha 30 de junio de 2024, el Fondo tenía contratado una operación simultánea a día con el Banco BNP Paribas, por un importe de 2.877.000,0 euros a un tipo de interés del 3,3%. Durante el periodo la remuneracion del la cuenta corriente en Euros ha sido del EURSTR Overnight +/-50 pbs. Actualizacion diaria. d) Otra información sobre inversiones. A 30 de junio de 2024, el Fondo tiene en cartera activos denominados como High Yield en un 12,56% del patrimonio. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. En referencia al riesgo asumido por el Fondo, a 30 de junio de 2024, su VaR histórico ha sido 3,28%. Asimismo, la volatilidad del año del Fondo, a 30 de junio de 2024, ha sido 1,09%, siendo la volatilidad del índice de Letra Tesoro 1 año representativo de la renta fija de un 0,51%, y la de su índice de referencia de 0,14%. Durante el periodo se ha ido reduciendo la volatilidad del fondo respecto a periodos anteriores. 5. EJERCICIO DERECHOS POLITICOS. N/A 6. INFORMACION Y ADVERTENCIAS CNMV. N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. De cara a la 2ª mitad de año, esperamos que la ralentización de la economía americana contribuya a seguir reduciendo la tasa de inflación y esto permita por fin a la Reserva Federal iniciar el proceso de bajadas de tipos. El BCE continuará también el camino de bajadas ya iniciado en junio. Esto debería impulsar a los mercados de renta fija. En cuanto a la renta variable, creemos que los beneficios empresariales continuarán sólidos, lo que debería dar soporte a las valoraciones actuales. En general prevemos un 2º semestre positivo para los mercados financieros, aunque la incertidumbre que pueden provocar las elecciones presidenciales en EE.UU. es posible que genere episodios de volatilidad. En cualquier caso, habrá que estar atentos a los datos económicos que se vayan publicando, especialmente por el lado de la inflación, ya que es lo que determinará el ritmo de bajadas de tipos por parte de los bancos centrales y, a su vez, tendrá un impacto importante en los diferentes mercados financieros. En este contexto, seguiremos con la estrategia actual, donde el entorno macro y el ciclo bajista de tipos es muy favorable para el crédito corporativo en general. Mientras los diferenciales de crédito no repunten de forma intensa, no variaremos de forma significativa el actual equilibrio entre deuda senior y subordinación. Seguiremos infraponderando la deuda pública mientras las primas de riesgo no reflejen de forma más adecuada la negativa evolución de los déficits y los ratios de deuda de los gobiernos. Seguiremos con una posición estructural en dólar por su función de descorrelacionar y proteger en episodios de aversión al riesgo Como parte de la integración de UBS y Credit Suisse, y tras haberse producido con efectos 31 de mayo de 2024 la fusión de UBS AG y Credit Suisse AG por absorción de la segunda por la primera, UBS AG ha adquirido todos los activos, derechos y obligaciones que tenía Credit Suisse AG en España a través de su sucursal, hasta dicha fecha denominada Credit Suisse AG, Sucursal en España. Asimismo, con fecha 12 de Julio de 2024 quedó registrado el nuevo folleto del Fondo en el que se recogen una serie de modificaciones producidas como consecuencia de la mencionada integración: 1. Cambio de denominación social de la Sociedad Gestora, pasando a denominarse UBS Wealth Management, S.G.I.I.C., S.A, desde el pasado 3 de Junio de 2024 2. Cambio de denominación y casa matriz de la entidad depositaria, pasando a denominarse UBS AG, Sucursal en España y su casa matriz UBS AG 3. Cambio de denominación de los Fondos. El fondo de inversión CS Duración 0-2, FI ha pasado a denominarse UBS Duración 0-2 Durante el periodo no se han realizado operaciones 142057121 616 1.54 144192101 830 1.59 47761910 169 3.50 0 0 0.00 0 0 0.00 72267044 207 6.67 0 0 0.00 23141433 216 7.25 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 70594769 115 3.66 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 194640758 1214 1.63 0 0 0.00 0 0 0.00 694655136 3367 2.65