xbrli:pure iso4217:EUR CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2025-01-01 2025-06-30 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2024-07-01 2024-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2025-01-01 2025-06-30 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2024-01-01 2024-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2025-04-01 2025-06-30 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2025-01-01 2025-03-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2024-10-01 2024-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2024-07-01 2024-09-30 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2023-01-01 2023-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2022-01-01 2022-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2020-01-01 2020-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2022-01-01 2024-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2020-01-01 2024-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2025-06-30 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2024-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2023-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 1.0.0 2022-12-31 CAIXABANK SI IMPACTO 0/30 RV, FI 2505 02 02 2025 EUR BBB+ false CAIXABANK ASSET MANAGEMENT SGIIC Paseo de la Castellana, 189 Madrid EM a través de formulario disponible en www.caixabank.es www.caixabankassetmanagement.com 05 Paseo de la Castellana, 189 Madrid tel.900103368 EM a través de formulario disponible en www.caixabank.es 2001-11-23 08 04 2 en una escala del 1 al 7 Fondo que invierte en los distintos mercados en los porcentajes más adecuados, optimizando la rentabilidad de la cartera para cada nivel de riesgo asumido. La exposición máxima a renta variable es del 30%. En cuanto a renta fija, la duración media de la cartera así como la exposición a activos de renta fija pública o privada se adaptará a las expectativas que se tengan de la evolución del mercado. Podrá invertir sin límite definido en otras IIC de carácter financiero. El fondo ha realizado operaciones con instrumentos derivados tanto de renta fija como de renta variable y de divisas con la finalidad de cobertura para gestionar de un modo más eficaz la cartera. La metodología aplicada para calcular la exposición total al riesgo es la metodología del compromiso. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 0.79 0.43 0.79 1.06 3.26 3.07 3.26 3.39 1 CAIXABANK SI IMPACTO 0/30 RV, FI CLASE ESTANDAR EUR 17781940.08 19988661.65 23309 25641 0.00 0.00 false 6 EUR 258223494 290577801 380225494 527500261 14.5217 14.5371 13.8035 13.2394 0.50 0.50 0.00 0.00 0.50 0.50 01 0.03 0.03 01 -0.11 1.80 -1.87 1.46 2.41 5.31 4.26 -13.62 -0.96 -0.96 -1.10 2025-04-04 2025-04-04 2022-06-13 0.53 0.53 1.06 2025-05-12 2025-05-12 2023-02-02 01 4.07 4.28 3.83 3.50 3.38 3.27 3.45 4.82 19.69 24.00 14.41 12.94 13.94 13.26 13.92 19.30 0.07 0.07 0.00 0.04 0.12 0.11 0.11 0.07 ICE BofA EUR O/N Depo Offered Rate 25%, MSCI AC World Index EUR NetTR (Open) 20%, ICE BofA Green Social Sustainable (Open) 55% 3.97 4.42 3.47 3.02 3.35 2.98 3.50 5.35 3.19 3.19 3.20 3.21 3.22 3.21 3.25 0.00 0.54 0.27 0.27 0.27 0.27 1.08 1.08 1.08 1.17 130001_20250630_VL png 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DcPHTIR+6Dd9kI20J+442AOCFy2RTomaAtoSdJxSll9+pmhfgwifKn/xzs7OZF6PYo4GAGiZJw8OPeCQOvbisTePFu1Is2bNYNOmTWTd7u3tDZ6entXKcJ/YZPhh0nJ+UhmGYeTIzb0M4ZErwM5tGPS1fD4Xbl7uctVjzARYGB5BIm+qmGT4VHlBRzHu168ftSpwIj8rK6vSvjh8gL3yF198kVovuPAewSF67L3jsU5OTiqdDqjK8NRz16GelR/8Mo1DqjIMY9rcvJUHK9bGgpWDG/S1kAi4DQyydYLxU2fAzj17OZP0LOhGHT5V260RVRmOzmXqDPKGn6ZGc+1kGMbk2LwjHhyFHng/C3taUobvTEtHVxg7eRqcOXOWM6iGBV3X6FTQtd0aUSfDnYO2QE/PlVw7GYap9exO3A8Tps2A/jYONHyO78hBds4wZOQ4OHf+ot5Cj7Kgm4Cg10SGH8y6Ap84BcL6Q5lcQxmGqVVcys2FsIhIGjbvY/53sBOnISNgW/xOgwt4woLOgl6tDM++cgcaWM+DgXPWcQ1lGMbowaW+EStWUYATfAfix851CMyeFwCFhQ84g1jQa6+gIyv3Z8DXo8O5hjIMY5TgUPmBg4fBY+wk6P08Ypm1sxtczL3Mw+gs6KYl6EfOXINPXRfQ/31mrYYdx85zbWUYxuB5/LgYvOYGgLm9Cxm19be0B9+AYM6YGtYXTcKnKtsuFV4On6q+oKO1ez1LP+g2IYKs3v87cgnXVoZhDJbM7Gxw8RhNTl2wR27l7A6nMrM5YwxAXzQNnyq2XYwaC59qLIKOvCsIeZ1BPtB++GJwmc/e4xiGMTyiV68FcwdnGlIfYGMPw8dOJCddjOHoi6bhU9UJqyqhxsKnGpugdxodDhdv5sO21HNg7beBayvDMAYBvqSne/lAP8tyZy/WzkMgMGSxUd/T7NX7ISLBuCOvaTt8qjqCXmPhUxFF8wK5ubmifmsloKe4Nm3awCuvvAJt27aFgwcP0vaUlBRo3LgxRVn7/PPPKQCLtgRdwp70HOg/ew2/RRiGqVFu3LoFbh5joY+FHZhZ2FBM8c3b4mvsev47Mgx81iVX/77uPYBOo5aAQ8Amoy4fbYdPVSXoNRo+VWxeIDIyEmxtbZUeiwFcUlNTaSgJ3b5K4qH37t0bQkJC4OHDhzB79mz4/ffftS7ouC69p2cMv00YhqkRkg8dASsnd5ob729tL/TOvSEjM6sGhXwJRCacgEb2AWA9d331Rhv++gveN/eFdwf5gJXveqMuJ3330Gs0fKrYvICdnR1ERyt3tdq0aVM4evQoOf5PS0uj7xKhl0Rqw1BzEqHXpqAfv3ATfpzMAVsYhtEvy6JWCALuQP7TLRxcYMGiJVBQULPrxlGA3zX3hncGeVN0ys5jqr68N/XcNZi2Yi/UtZoL345dBk2dgmDN/lO0wsgYV9bpW9ANMnxqo0aNoGvXrhRgpVOnTiT68uAwBsZAx2NxeD0pKYm24zbJmkp0noC/aVvQs67cgS5jl/LbhWEYnYPvM5wfR2t1M+F9hZbrsZu20PvNEPBYtB3eM/eB4Qu3w7JdJ6D75CiITztfJQH+2CGAGgZ4jsSMS/C+hS81Et4d5AvJmVdY0BVsN/jwqdKW359/QmZmJrUuFLU4duzYQbF1N2/eDF26dKHtr732mtSKDys8Crwi0tPTqVHg6DZE4xu8dOs+tPdQbnDS2C4A8u4/5LcRwzBVAqcTR4ydRO5YMa74hOkzIPnwEYO7TqegzTDIp9yLZm5eAXyAIiyI8qYjZzQ+FzrvchTONzFiNxQWPYH3BCGfHLkH2g1bCAEbD9U6QdcGBh8+VV7UUaQVtTgkcXaLiorIOA7BOfn8/Hz6/+7duxRiVdsZfvVOIbRwWaB0n3eFVuWxCzf4rcQwjEbcvZsP7iPGkJEb9srnzAuA9IzTBnu9zoIArz9YPn//pLQMWrmFQNuhC2k1kKbUt/Yjnx8ScJnwzfyHYDNvI7R0XQAJ6ZdY0OUwuPCp8oLevHlzOHLkCPWwMzIyoEePHpWO6datGyQnJ0NxcTH11Dt37kzbLS0tITg4mLYHBQWBmZmZ9gX9biENBYmBlRorYguX+TAtmuMDMwyjmitXr4LzkJFk6NbX0g78gkIg+6xhe6TEFT+fuQXDzrSK1zl80XaYt+GgRucqFIT8Pbn3atnz0dYzV+/Qb22FnnqbIaFg7rOWBV1PVFvQUcxxSRr2zLt3705L2+T3PXv2LIn4q6++Sn/xO4IT/9grf/HFF8kgDi3gtZ3haASCc0Zic0S3C4oomEsdYZ/OY3iunWEYcS5cygUH9+E0tN7P2h68/ALg9u27RnHtdv6boJ7Qq049e73CdluhR91/tnqiO3ttEsxdf5BGPlGsxdhy5Cx56cRh+C89jGONPftyV4G25wuqmuGN7AIgKfMyDPKuXGnR+cyXwxdCcFwK9PqD46gzDFOZ8+cvgtNgD5ofH2DjAJ6zfaH4yROjuX70mNnMeT4s21XZ+Uv03pPgsXiHynNgp6i503yoZ+UHJ3NuwfcTIkX3lYx8orOZzkYSKIsFXQXani+oaoZ/PjgUwuOPU+tUnv2ncqHjyDCyhv9Gpod+70ExXLyRz28yhjFhzp67AC7DR9K7B4V80h9eRncPN+49hKaOQTRSGZdyttLv24+eg76z1kD3KdHQ2D4AHj+p7Hr2/PV8smDHkcwGNvNgxOJ46DpumdJ061r4QvyxC9BcaEjUBHgfHzsFQcqZqyzotakFhWstZ67er3AuHVunONdz7W6h0JP3/7sRMCSUKnDRk1J+qzGMiXHmzFkYPGqsVMj/mONjtPfS0j2EHL9gj/lPBXOPh7Kvlq9LFz4NbPxhfXImDPBaCzF7M6DsWfm8+NbUs/BfjzB6h6IRcZ1BvtBjSpTSdJ88fQZPy/6iuBplGvokry4TIhLgUOZl+MByLvSeuVq6fePhbAjbfhQWxKWwoBuroDcQeubYssQKLS/QGw5lk+VncWkZvDfo77n232esgtbCg3D++j3pvjj35Bt7EBiGqZ1kZZ+B4aMnlIcutbaHefNDjP6eBs5ZCwknLsIjkc5JUuYVEv0FW47QsPw7A33ofYnCPXNVuTtuj0U74Lvxy2Ds0l1w72ExifSlvAK10sdlwfkPdTM98fWocOgwonyOHuf1cdp0wOw11IDBDtknjoHww6TlMCW63C86uqhFgz28PxZ0IxV0bJXi8A+6KEw9U9EgJDw+DcYt20X/o6cjrKzIxw6B0G7YYlgmE3DAe10SNBP2YRimdnEqM4sinaEzmL4WthAZs7rW3Bt6ykzTYFnuR7bzaFh9nCDeZjNXSXu8i7cfk+7jFryV5snVAf2AoD8QXfCRTblBc2JGLk0DoJDjB6dXf5y4HA5lX4OvRy+BOkIj5cy1u/DF0FAaZbicV6iRvmgS91ydGCUcD72aLai6lr7wiX0gjFoSDy1cg4We+lN48PgJGcpNjSpfrtZKaKWOX5ZAw0xY6GazVkHbYYuk55i18gAN4TAMUzu4lHsFho4aR+FL0XJ9y454o7+nK0JPtb6VH2x4vt78y+GL1O5NI8cF8S8pewYr9qXTMLzf+oO0rNdvQ9WcxWCDAl1waxtcA/+B1VzqdTvP3wL+wvXhiMJv02PguwkRkH3lDuTczKdVTCjyXcdHwCdCR81/42GN9EXTuOeaxijheOhVIPvKXfhmTHi5YQdWUqHw0ZkC/j8kdBvt01BomX4zdimk59yClm7BVCHqCPvfKSii5RqSGOt3HzzmNyHDGDEYQ8J1+Ch6p/QRxHx/8uHa00gRxPtdGjYvtxlCMbt+r1Dj85Q8LYP+c9bANKHD031KFBxR07hMnu8FcUVbJW3ytOxPmgL4UHhnL4lPg/ERCTSKELbjGNzKfwh59x/Rfg+LS+FDoRf/1cjF1Dh5T8gT/F0TfdE07rkmMUo4Hno1Qa9IrQeXG7yNX7arQmjVHUfP0RxM1J50aPe8Z/6pywJq4f53xGKw9dtArcHMK7f5jcgwRsijR4/AwW0ovUt6W9hAwt790ngStYUTF29CW+GdhaOMj0ueQj2rqo8qLt15HMYu3UmhVmXtiTShx9QoCN6aqtV7PHftHg2jfyt0wKL3nIQfJi+nhkPgZsXudvMfFpP9k8TIryr6oq7Pdk1ilNRoPPTaIOjrkjIpkICd/0ZwDtoCbgvipL8dPXcD6lrMJYM4rMSI99pkqGs5l3rm8cfOk7hPW7GP34wMY0TcyrsNtq7D6B3Sz9IeEvYlwtOnZbXyXveevEQdlcZ2gbQcDZftVpUQQYhxjhp7wncKi6p0DlzjvkLLPfRzQuOiufMCMnZLzr4qdWKTcvZalc+prXjo6sYoqdF46IgiA4Dc3NxKE/nyKNtHzNhAV4IuLbyATdDKPZjcHkp49udf8JlLMFVgS99Y6fZyb3O+cPjMVRi2aBv18hmGMXwu5OSAjcsQslofaOMIO3bthXv3jN+/xKTIPfCF8B6SH1zAd9hXHospAhr618C158o8uqki93Yh/DApkobtS8uqFjFuYuRuGgrXJkfPXYefpv4dtnt8xC4w91mncFmetjqM6gq6ujFKajQeupgBQGRkJNja2io9VmwfsXPqQ9Bx/hyH07GnLgsua8OhqvUHK4aBRaOLK3cK4PrdB7Sc42sj8X7EMKbI6eyzYCsIeR9zQcjtnGDFmjVw5869WnN/Xw0vXxOeV1BU6f2Fy28xTCpqW1On+fC/iZHVSuvstbvQxCEASp5WTdBnrd4PARu1a6OAy/BwOZ420ZagqxujpEbjoYsZANjZ2UF0dLTSY8X2ETunPgT9yJlr0NAuAFbvP1XpN2zV7j2ZI3qs15okcBR6+AzDGBbZ2WfAxnkImJlbwyAbJwgMXghFRbXLiBXngXF4uePIJXD6ckV7HrRw/8LARhBRzFHUtUVIXCp8ZOcv9NCjDFLQlcUoMfh46I0aNYKuXbvSRXTq1IkEWh5V+9SEoOegJajQkt2dfrHSb2hEkpx1RfTY+LQLFYbkGYapWdAhjKP7cIp+hkPrM71r7/JSNNrF+BS4amf88j20PnzBlnLPZ8cv3oRu1eyRaxu8Phx21xahW4/Ssjz34Di9Cro2MJp46GgEkJmZScMFYojto0rQ09PTyVjB0W2IVm++y9ilSoVbDHSViGsdGYapWc5dzAEXj1G0jnyglSP8Mcev1t+zuXcsDPJeB1Zz19No4nsWPmThjeB8eevBhuXdDtexK4rmVlhUAiPCdmh0LlyGZi7cO55T23A8dAWCjRZ+ylC0T0300KsDLlv7duwyfpsyTA1x5uwF8uxGLlqt7MHb33Q8OKJHy4iEE7Bg82FymPXViDBy2Yqgm9Pfpq8wqOtFl7I/Tq48PO6/8RCNkqo7N4/r4NEDHK44mrVqv9avk+OhCzRv3pxioqN5fkZGBvTo0aPSMar2MTZBz8i5BQ2s/eHizfvAMIz+yD5zHkaOm0wuWvtZ2kHwotpvnLo3/RJZryPowQ29o2FPVcLNew/hQ9vywFJ9vVaTG1RD4mDWFYWhqScv30PuuNWdX9+achZauASRg5jLGni+Y0HXQNBRqNu0aUO97u7du9MyNPl9le1jjIL+pPQZWZh+O24ZBTy4cIOFnWF0Sc6lXBg5fhINraOv9TUbTMMotezZX+T1Dd2aoodKjEnxnoLAIh8Jgl5Q9ISWcuGSLoNqhF29ozAmOsbQ6DE5uoJzL2WsS84El6At5Bnu6TPtR2/j4Cwq0LYBgCFl+Laj5+lBe9/SBz52DOQ3LsPogIKCQhg2dgI9+2aDbGDHzj0mdf/X7j6gaJGTo/aAtd8GGm7GDoU8uM+u4xfILsjQPFlev1tIvj3qWf1t34D+PDAAzMjFO8gWoN2whRCoYmnbrNUHYEz4Tp1dJwu6CrRtAGBoGb5iXwY0cQiUzl8xDKMdSktLwc1jFA2t4xK0rfEJJnX/GHgEfV/Us5xLq27es5gLjez8ya+6Inp6xtDQNnqyzNXBcHR1wLXx3SZE0nw/lW3ZM6hj4QufDwmB0K2pNOKAw+hz1h5QOlKB+w2cs44FvaYE3RQy/FFxabV8JTMMI/PyL3oMzkNHlgdNsbSFLdt3QFlZmcnlw9zYZHJg9anrAtiZdhF+nBRFwaEyLuUp3N9m3gbYmnoWmjoHwd1Cw1x3j7HJ0af6rfuPaIoAuffgsXBvkTSXHrhJsR/2JTuPU0hXDLJSU/qiSZhUXJbdsWNHmmJGpzIFBZUbWBw+1YBbUDiffiWvUCfzOgxjCqCvdSdByM3MbaCvpT2sWbcR8m6bbhCkMUt20jD1qv2npdsycvNE9x+xeAcMFz7o0zxPJJpYTYNTkwnHL1Lgqyb2f09ThscfJ0O/2WsOiBwXBB9az4P/CcJfE/qiaZjUzp07w+bNm+HJkyeQkJAA7u7uStPl8KkGBq79/ESodL1nrhQNzccwTGUuX74CjoOHg5mFDfSzsofFyyKFbVdNNj9wxK/r+GXw89QomBq9Fx6Xqjc68dO0FdSD/83TcP1joCDHp50nT3Y4VSnhTsEjCuCCVu+KwNjmqeduQGmZbjtMmoZPFQuT+uqrr0JJSQn9j3/FfLkjHD7VAPlufAQ0tPWnIbKViRn8lmYYFVy8eBEc3IZRj7y/jQPM8Q+qFUFTqsOqxFNQT+iJorEtDi9r8i45dv4GhMYdgev3Hhjs/TkHbYY+s1bRiCZeryzo/W5kWLxoh+nqnUKdX5+mrl/FwqS2b98eduzYQT109OnO4VONTNB7z1xFBitWfuthw6Fsvae//dh5VgjGKMjIOA327hjG1BYGWDuAp5c3lJSWcsYIfCv0RBsIgv6OuQ80sQ+ApNOXa9X9OQRugnqWfvDN2KU0EiHL+oNZ4DJ/i8Lj6lv7UVx3nV+fhuFTxcKkHj9+HFq1agWvv/46zJo1S9TZWo2HT2VBV0yrwSHUO5+0fDf4bzgM1YjgpxHobAKNYN4Z5APhO4/zG5ExWFKOHgM716Hka32AjSNMnzWHM0W+Jzp0Iew5mQP1rebB07LaZ4/TV+id43tyT3rlwFchcSnQYcTiStvRPSweYwj6UpUwqTh0juKuiBoNn8qCLk7iqUuwYu9J+O2PGKp8IdtS9ZJu6LajZEzy1cgwGCATShA92O1Mu8BvSKbGOZiSAk5DRpBDmEG2zuAbuIAz5TnFJc/gdsEj+v9xSRk5jblbWFSr7/k94R4PKBh5QC9w3adUdg97495DaOWuH9/0mgq6WJjUZs2awaZNm8i63dvbGzw9PRWer0bDpyKKTPdzc3MrmdrLg+Hj2rZtC6+88gq0a9cOjh07pnS7sQm6hD+FrrnN3A1Q33qeXtLDmO6Wc9fDliNnyeHEn8+HBkaFxcPnBhaggTEtdu1JBCeMfjbIBgbaOkHYsuWcKTIUPXkK7wiN/wbPl2It3ZkGjez9a/19bziYBQ+LSyptTz13HX6eWjnENjrJQWc5hijoYmFS9+3bR713jC7q5OREPhUUnaNGw6eKme5HRkaCra2t0mPRl3tcXBwZCSxatEg6BCG23VgFHUGnCdjSvlOg+5b22gOnwT1kKw29o6EJCjp+WroFw2du3BNi9M/GuK1gS0Pr1jDAygG270zgTFEAhgD92CEIPrD0g4s37kHPP2Kgv9cak80PXJL3/fiIyiM8In7ga0LQtYHBhE8VM923s7OD6OhotRPE4Ym33npL7e3GJujIp67BkJGTp/N0lu06IXWFiBGY0PlCHXNfavl38FjMb01Gb0StXgMW9i7k2a2/tQOcPHWKM0UB8zenQCO7QOgyZimMXZoArd2DyfIbDb/ijpwx2Xw5f/0edBy1RPrdZ10ytBLeo2jt32mUfgLwcPhUgUaNGkHXrl1pmKBTp04k+srAhfYuLi5qbzdGQcdY6RgzXdcEx6XA9BX76P8OI8MEMfcmMV+ZeFrooQfz25PRvUAtWgJ9LO1oaH2ArSPcvn2XM0UJ9Sx94SObeWRrM3ThNojZlwEfWvtDXcu5aocRrY3gsjRcniah++TllEc4547TmLVF0HWN1uKho/l+ZmYmTeiLgRaBvXr1ki7GV7VdQnp6Oi0ncHQbYhSZajtvI2zUw/I1bMX6xiaXvyis/EjM0RtT9rU7ZPkeJOJKkWGqw+PHj8E3IJjWkOPH1mVohXlCU0N+ThinvTYp6G3j84pTY+j+1Nx7Hdy6XwS46ulD23m07NWUwUhyzWViYmCM9/rCOw0N4sYv08+0DQu6AlEXW3N369Ytsgq8fPmyWtuNOcPRiMN1QZzO0xm9JB6CNv8t2ou2H4PwXWn0f2fhGlbLuI1kmGq/dO/lwwxvP+qNo2e3YWMmmHye3Mh/QD1J2aWqUXtO0jZZV9Bz1yfDu0Ije3DoVq5ICsAALhL/7tRBsfaDVfsyyKUtrlFnQdeToKNhG8Y7x4X1GRkZ0KNHj0rH7Ny5E7799ltyj6fOdmPP8D9iEmH+lr+FVlfr0hvZBcCwhdsV/jYxcjcs3n6M3xRMtbl69QZM9pxZHsJU6JHPnOvPmfIcXK6KK0xkHaX4bThEPtVlBf2bMeHQf9YaePD4CWeaAtCwF6Op7c/Ipe8fOwTC/Uf6zSsWdAEU8zZt2lDPvHv37rS0TX5fNOlXtLRNbLuxZ7jf+oMUaCD3diENg79n7iv97csRi8iytezP6jmOwEYChiMU86CEw3v4YZiqcufePRgzafrzEKY2sCwymjNFBuxB4hA6enfLuXlfun3O2iSKTy4RpERBpFCs1ibziJkycATj8yGhFVbtsKDrWNA1Qdsm+saS4Qu3HaVAA0fOXoPOY5ZSeNXd6Tnw5GkZWbfifHdEwolqpYEvi49lAhxUblQcgp+mRsHN/Af8pmA0AsOVjpowmby64TO3IW4bZ4oC0LMZxh9v5jwflu9Jh8Eh2+Da3QcwcM5asmWR+B8Pi0+DX6ZzY0gVCScuQt+Zq2Doou20akffaCt8Kq5Px04u+ldBPysHDx5U2DE2uvCp2jbRNxZBj957sjyc4cJt8PXocLJ6RyM1NPLAF4Ct/0YKRlBVLgi9gWYu86GxXYDoPp4xifCu0CtYvvsEvykYtcBpM4+xk2iOvI/wWbl2PW1jFNPLcyXsP5UL/Wavht9nrIT3hedtx7FzNNze2j0Usq/egaW70qCVWwhMjtrDGaaCFKEDhI0jHNV8X2ZUs6YFXdPwqRiFLTU1FZ4+fUrOZiRR2MTg8KkGDgZowchCOI8+KXK30OLcBnWFCopuWnEoCQX9N8+qO0s4fOYqeZhyC1FuYOMYuAk2HT7DbwpGKfjiGTPRE8zMraGvhR0siYyGvCp6qjIV0CobQyZnXb1LjXMzoWf5noUPTF+xVxDzEPhpajQczLwiPOcrSJycAjdzpqkg68odEnTHwC1w7NwNg9EXTcOnNm3aFI4ePUojXWlpafRdDA6fagTEJGbQcLh9wEYI3HSYfKuPXrKTnCQ0tPOnF8CA2WurfH51vSeNXbqTnM8wjGIhL4PJnl4k4n0sbcDHPxBOZWZzxqjBt+OWUfxxtGHBqbUPreeRcRz2LtHBE641f0f4vadnDKzafxoePC7hTFMBTlFgR2X1/ppxSqSt8Kk49I6/4f64LSkpSfScHD7VCNibfomWYHw/MRIid/89tI5GcmXP/oKkzMtkSHPv4eMqnX/HsfPkw10VXqsPwLQVifwyYSrXjbkBFPUMjd1GTZoGWWfOcaaoia3fBhLrBs9jNtzKfwgtXOaDnf9G6DRqCTwsLoWbwjZ8B3xgObfWhUHVFfmPiikWfE1FjtRW+FT0xYLx0EtKSmDz5s3QpUsXhefj8KlGZIWIoVS/GLoQwuPTKveMnv0JTR2DaGgegzRoCrZgB4eoXs9qL7xg8KXy+x+r+G3BEJErVpJHNxRyh8EecOPWLc4UdUc0hOf2TuFjaDM4BGwEUcflaWJgxw177OjSlVEPbAj1q0F/9toKn4peU3G4HSkqKiLjOEVw+FQjEvTZaw+QkQz21hXhFLQFes2IgSb2gRqfGy3obeapdoeIVqPvW/jAQO91/LYwcQ4dSQFzO2dagjbIzkl40TzmTFETdEkq8cSIxq1oB7Mv45LK4+oJvfPvFAQcYYxTX9QNn9qtWzdITk6m7dhT79y5s8Lz1Xj4VBZ0DQR9dRLUtRK31OzlWR47HQ3l1GFzyhno/3ze3T5gE83Jq6K4tIzWv/aewT10U6WgsBCsnFzLo59Z28GdO+xrXROs5q4nYzf0HTExMoF63H3V7EViI8Bs5mrOxFoq6GLhU8+ePUsi/uqrr9Jf/K7oHDUaPpUFXTNmrd5PFpvKWJeUSaJ+7W6hyvONDNtBBiMtXBaQ32d1l70tSzhBw4OMaVH44AE4uA+jZ6aflT1knznLmaIBDx+XQgePMBrhmrx8t3R7Q1t/+N8k9WK7N7QLgICNhzkzWV+kGEz4VETR4noJGNdczNMbmvx37NiRjAhwWKKgoIC2YzAXjND28ssv08J8DAxfWwR9Gi5fGRyqcr8vhoTC5dsFKvdDAzsc8kNRRwv6c9fvqXUdB07nci/BhCgufgIeYyeSr3UMY5p44CA8Li6udfeJ3sSQ+480vzcMjqLKkrqJ8IzhcjOcB5d1WDYhIgFOXVbPVXVD2wBqUDMs6BIMJnyq2OJ65MmTJ9CqVStRQcdhB7T2w/0wTKq7uzttRy86ERERtDB/69atoo0FYxR0fAlIXjpKhXpCJGRcuqX0xXXlTiGJMvpu7zYhglzJPiktU+s6th87T/uPCY/nJ7YWg8tnpnt5Qz9re+hjYQv+QcGQe+VKrb3fbpOeN3CfW5prQh/hWcKpqG/HLoPfpq0gYzd5N6PdhF740p0noHc1GsMo/meu8BQHC7r+UFvQxRbXI56enuDl5SUq6DiXgCb8CP6VWANKwMX5UVFRJPC1PcPlQaHGXrQYu09eoiUyuH4dl8T0mBJFvQZ1/Rzfvv8IfhSOmRbNnqpqK6Fh4TDQxhF6m9uCu8douHErr9bea8Lxi/DNmKVQ32oe+G86RJENNWVK1B4yWMXprs/cFtDUWIBwLnymrObGUgS1zweHkhtXhgW9Vgq69AA50c7JyaHhchRqMUFv3749WfthDx2tAiUL8BHsnb/++uvwwgsvQHR0tMkJOhrYLFcyLIdOZD5xCKJ5c1zvWlr2DNYlZ2qUBnqs84zZx09sLWPTth0wyNaJDN4sHVzh4aNHtf6e0eMaru1GS3MMiILxstWhTOiFo1EpPj8YoRB75+hJEZ3DYE8/dFsq7YeN5XfNvemvWOAjhgW91gp6z549IT4+XuFvEo4fP05D8ijcs2bNUhgzPSYmBurXr6/w+PT0dFrw7+g2pNZVoh5TomkZmhhxKWfBdt7GaqWBzm1GLeEh99rC6awsGGjnTC+ggbaOUFj40GTuve2wRdRDryP0sIsFwZWs8z6UfRXijpyFzSmKHeRgvG0c6Rrks44CJqFzJmTWqgMwyHstOYWhEJ5CQ6HPrDXQdfwyagQwLOgmJejy0WFUhUBFH7Uo7vI8EnoXYgvwa3MPfeaqRHIPK0b4ruMwImxHtdJABzZOQexL2ti5ceMWDEIhxyVoNk7C9xu1/p4/cQyE94Ueeeq56/S9++QoqssD5qwlAcYARD9OjiT7EpwXx967ItIu3KCoh+iJDIfacYWJBP+Nh+C36SvIP3tzFStTGBb0Wi3o6vzWrFkz2LRpE1m3e3t705w70qJFC1qAX1paCrGxsTRPb2qCvmBLCkxfIT4cjk5hfhFeNtVh/cEs+EHNpTaM4XHu4kWwdHSROoU5fz5H46ANxgiaiXxk4wd1BvmSx0MEoxVeyiuQEfygcocvwgeNPxuLOGpC0W7lHkoBQKJ2nyTxloC9+1+FZ8whcBNZtzMs6PJoEj5VnRCoBhM+VRNBl3zH5WhoIY8L5p2cnEjAEQwxhz5rcQi+R48elGmmJugx+zJg+KLtor/PWJkIQZuPVCuNbUfPwWeuwRW2feqyANIv3uSn2IC5cOkS2Dq7UxQ0c3tn8vb26FGRydz/2at3qcfdafQSWkJ29XYB1LP2g0fFpdJ98P9sYT9c/omCjr3wkqeVV4AEx6WQMZwiTubmwcf2QfDd2Aj4Zkw4VzwW9ApoGj5VFnVCoBpN+FRtL6KvjYI+e80B6l3MWrW/0m9/rNwP7YcvhqW7qhesAOca61r4QmlZea8OrXnrDPSBY8+HMRnD4tqtW+AweBj0Mbch6/Xw5TEGL+S6CACEbpN/nlo+OtXMaT78MHk5CbaiJZu4LXpvBjUAMPqZBFyStirxFBm/Oc3fojCdxyXlHhVxOD4xI5crIAt6BTQNnypBnRCoRhU+VduL6GujoKN7VvTkFpucVem3Fi7BUEd4Ea1Nyqx2Ok3sA8iv9IyV+6DnHzFkVLT/FL+8DIl79wpg6MhxFDilv7U9eHr5SIM8GDKLd6TRvPT9h9VzYPOwuAQmRiSQn3T0iIiW5v8dGUa//eYZQ+GHo/eeVHoOrOMnZEae+nqthq9GLIZeQp2/+0C8UaSuoybG9ARdKpZqhk+VoE4IVA6fWgvBZTQrEzMqbUenM9iz2JJyptppfEfn8oEmdoE0NInGPxsPcexrg2jUFRfDJM+ZYDbIhmKTj5k83WiuHQX0Q9t55Lcc4xLEp51Xun9hUYlQryOo5yzB0jcWwnelCb3jSyTieM66lr4wyDsWbt0vX4rnMG8jNBYapYUqRgIGzllLQYlw5Kvr2AjoNHIJjYA5BW7iisYoRVvhUxF1QqBy+NRaKujjlu6qMKyO3t2SMy9De4/FNIS44WBWtdP4aWq08EIMogYCCjo60Jixcj8/xTVISUkpzF8YRkJuZmELI8ZPMarrz8t/REPVbQYvBMeATfCZWzAFDhIDrdK7PF9yhr4RJLR0C4HW7iEwYdkuEnNsHPxvYmSVrsltwRaITDhOzxStKRfqO7pN9l6XzBWO0WoPXSx8KqJOCFQOn1pLBX1q9F4I3Zoq/Y4voY8dA6G5y3xo6hQEGw9XvyeNTmlwTnKQz1rYmZYDbsFxvESnhsDW/LoNm6GPhQ1Zro8cP9ko76PjyDBBjP82tpy34SD0my0eiazk6TMamkd3rSi22Vfu0HQTLj2raz6Xfvth4nL40MZfacNAecN1BXlV7DpuGU1X+a0/yBWO0Ymgi4VPRdQJgcrhU2upoGNkNklUJnzp1RV65e2GLaKeiro+2zXl4q38Ci9jRj9s2boD+gq98d5GLORX7xSSkxYUZVkjsqTTl+F3JaF60bMbijn6VvhAqNso5A1s/GjECMFtYTuOwew1SWTgVhXij18gw7m2QxeS05n5W1K40jE6EXSx8KmIWAhUDp9qAoI+b8MhmvNDrt97QO4s3xFelvjC1JW3KrR0x+HSwqIn/CTrgYQ9e6G/lT3V4aGjx5EbZGPl5KU8aDM4tFIkstSz1+Ej2/JgKRjRLDLhBNzML7cCxnqG4v2JU/moEIYhRQHHxivOjSP4d/nu9GpfX7vhi2jeHA1BF2w5wpWPMRh9MajwqSzougHXyEqcy2xLPQct3YOhgfBilLzodAUOubN1r25JOpQC5rZONE/uNHgYHEpJM3qnMAu3p0LXCRHw+x8rK2x/9OQpCTQ2Fn1jk2jqCKeTkBV7T1I8glXPw5biUjEEPbb9NDWK/i979pfaQYeUsev4RVgs9PTRu1z+w2KuhIzB6IvBhE9lQdcd4fFpMD4igf7fcuQsWaR/6jofrOeu12m66D3u+AV2LqMLUtNOgI3zYJojt3J2g7BlUbXm3mbEJMIA77UKf0NXrUNCt4GFbyx8MzqchtOx5956cAit5mAY1hcW9Fot6PM3HwHL5+KNPXRrvw30ApSIvK4Y5L2OejOM9jiRkQFOQ0ZAb3Mb8u4WGBpW6+5xbuxBmLM2SeFvOHfdyNYf6lr50ppyDHayO/0iLZkcKNIIYBjWlxoQdEX+bCXExcWJuoXF+UIXFxd4++23oWnTplKft+ocawqC7hObDB1GhMG9B49h7YHT4B6yFRyDNlcIIKELMHIVDovKutJkqsaRo8fAdfhooY7aUAS0kCVLa+29TozcDYu3H1P4G0Ytw2F3nL/edCibeuy4BK3b+Eg4eekWVxSGBd0QBF3Mn61EsDGCmpgoT5s2DSZNmgSPHz+mICwo6uoeawqCjh7bML7zwu1HaT362KU79ZLuqUu3oYXzArIqZqrGnv0HwHnoCPK33s/aHtZurP1R7Sx8Yikkrzq0dFtAxpfuwVu5sjAs6IYi6GL+bBGMnubl5SUqyi1btoS0tDSFv6k61hQEPSM3j5xtLNt1ghxu/BGTqLe0XRbEQdSedH6aNWTL9niwdiqfI+9rZQeJSaaz3hmH1UO3HlVrX/SngKNPDMOCbkCCLj1ATnhzcnIodFxJSYmoKL/88svUS3/jjTegdevWkJ6ervaxCO6Pw/SObkNqZUW6dvcBLbOJFoR1QkQCGR3pC7SuRyt7Rj3WbNgEA2wcaWgdl6FdyLlkMvde8KgYQramwJfDF8PZa3fVOgaXkC3deYIrDmPUgq5J+FRVU8wSHTXI8Kk9e/aE+Ph4hb9JwItCTzroUQdDqXbo0EHtY02hh363sAjet/QFj4U7oOv4CBiqR2tg/w2HlYZvrW5j4eLN+0ZfPk+fPoWwiOXQx9L2eUxyZ7h92/SW+2G9RJuLOua+8PAx210wpiHomoZPVTbFrIgaDZ+qKOa5/Ece2TBz+HLEHru6x5qCoCODQ7ZSLx3jPmNwCX3hG3uQ0kU/29oGo2P9PDVa6NkZpxOVO3fzYbZfAJiZ29I6csfBHvSQmiIUcneQD/T6YwW5I0aPhgxjCoKuafhUZVPM8tR4+FRloiv2m7OzM7U2UMwTEhLoQjU5r0kIeuhWaOG6gNbtFpfqL2QmLkFCn9faekGjX5Cx4TvJw937FnOpN7fz+AWjKou0EyfBY+wkqm+4/GzSdC+Tf9nlFRSRYxiGMTVBF9MosfCpYlPMiqjx8KmaCLrke0FBAfTr14981GJYuKysLBZ0OUYtiYdfp62AxTuO6j1tjD19u6BIK+dC3/PvDPSBSzfv0/Kl7pOWQ7thC6t9XlzS13bIQp3mQ0Bw6PP5cWsws7CDFat53bSENUmn4WP7QM4IptairfCpYlPM8hhd+FRt+62tzYJek3QctQTOa8kF7IUb+RTyFV19tnQNhg2HzpAF/9Fz16sn6A+LyTnJAxXxsDWlrKwMZsyeS3HI0dDN0tEV8vLYHa48aDjpuiCOM4LhHvpzxMKnik0xy2N04VO17beWBV03fDNmKexJz6H/cQRpwZaUKs+ph25LpWF2FN9uEyJpW6fRS8A1eAu0dA8hf91VAYPWvCv0/Bs7aKeXeP7CRRg5YRKtH8cwpo7uHtTKZiqDqy9wuN3abz1nBsOC/hyx8KnqTDEjHD6VBV0n/HdEGIQ8X7qGc99oJHevikEtvh4VTsE2MOrWtOcBZxZuOwa//RFDPfWlu6q2hOnizXyK1IURuqoKDo+tWLMO7FyHUG8c149PmDqTK4AKsGfexD4Qcm7d58xgWNCfIxY+VdkUM4dPZUHXOcMXbocvhy2C8zfyqSeMc98ZarrpvF3wCDKv3JZ+x2MPZl2FR09Kpb38wE1HqJHwsdC73nQ4u0rXePrybeg6bhnFuC4uearRsXl5d2D0xOkwwNqO6hAuO1u3YTMXvJpgxLTQramcEYxJC7pWGsccPpUFXdf4bzhEPd/Yg5kUHKaupS94xuxT69jRS3ZC22ELoYkg1g3t/KGBzTyF+6G4uwfHka96dZgUubtCo+LY+RvQY0oUfOYWDKcu5al1ju27EsDKyb182ZmFHbgOHwVXrl7lAtcQjJK2MjGDM4JhQa8mHD6VBV1vL+2YfRkQvjON3HV2n7xc4X59Zq2G/Rm50u+eK/bBh0KvGaNq1RnoC6PCxf3QjxF+i0hQPeSec6uAHJhIYmcjyZmXodcfK+EToeHw46TlSo8PDVsG/azKe+MW9i4ww3uuUcQgz7pyxyCvC6P/bT96jh8ShgXdwGFBZwhzn1gwm7UK1iZlws/TouG36TEK92tgPY+Gz38XxBXxWZcM7w3yoeAyONyuDHXdzKbn3CLnJbLivzs9BwbOWQtbUs5CI7sAuCDngQ4N2qb84QV9zW3Im9vgkWNh89YdRpH3/5sUSQ0YzNf8Ktou6JJW7iEVGlcMw4LOgs4ZbsCE7TgGrsFxFO3Ndt4G8vCmCLRUH75oB9SzmksW8V5rDtCQfdblO2AnHKcMFH/8KAON8mat2Q+fCILe12s1GdmNDNsOwxZtE65rI5zKzYOGtv6QmFHuQ/3GzTxwGTaq3FpdEPNx0zxhvxEFSsnNK4A6A32g6/hl8PmQUIhNzjKo60Mvf9hYQ9sKhmFBZ0HnDDcC9p68RD3tEYvjBQHdAZ1GLVG4Xz0rP3IeU9diLqScvaY0NrY82DufvkL53PzkqL3UU/1+QiQ0eD6Uj0vgGtj4CdsiaJ/vxkdAHXNv6GI9mjy5YZAUn4D5cO5ijtHlOwo4NlAwX8xmrqRRCFVkXb0DmZfz9HJ9WZdvQwuX+fyAMCzotU3QFUWckRAXFyfq7S0zMxM6depEC+wxKg16z6HeSW4u+3I3EHafyKFhX/Qp77V6PzR1ml9pmRIuHcPeGvLr9BVwKPsqBXZBJzLqMDR0G3w7bpnSfdp7LIYRQoPiZv5DaO0eAj0mR8H4pQkk7MOE4+cGBkNX8yHw0UBPqGfuBUuiVkJRUZFR5jlG2cORiP6z19B3jDGOPXU0AMTGkiLQUBDL6SNb/bhhPXLmGvwybQU/IAwLem0SdLGIMwiGi2vVqpWoILdt2xYiIiIoKs3WrVuljYLIyEiwtbXlHroBgME3fpy8nCzchy+Mp15y++GLKuwzLHQ7zW2jxbrl3PWwJD6NDNTUDb+6LjkT7PyVD8u3G7aokpgdS8+i6/l1kB3Nj4+eOBWGB66lXvqxC9ch/2HNBky5ff8RbDiUBTk379NKAXVAj3c46oCjEGE70v5uMJn7Qq8/VkHHkYpjiOOURddxEVBPKKeUM9ekjbGnZbox+lu26zgZQjKMKQu6JuFT1emo1nj4VLGIM4inpyd4eXmp7GGjO7yoqCgSeMTOzg6io6NZ0A2EHlOjaa34nvRLFPFtgNzwL86Vz1pdXmn7zFwNDgGbSYD2ZqgXE/zA6Vwwm6lcHOo8d+9aUlIC4ZEroJ+lPTmB+d5iCKzdsEmoQw9pv9KyZ9TgQKHvIPTqawrnwE3UY/7A0g8+c11A1xOyLRXuq4gwh652MXjN98+96UnAnnd9Kz/Kh7QLNxTkjzcMW7Qd/jcxEgK3HKFAPuiZ7/jFmzq5Pzv/jSrLjGFqs6BrGj5V046qQYVPzcnJodYJvoCVCTre9Ouvvw4vvPCCVMQbNWoEXbt2Jc84OCSPDQZFYLQabP04ug3hWqdDfpwcJR3+PXU5D74aUS6UaIh29U4hORgJee5gJGrPCegyZik0d1Z/fjVDOA/Of4vxqLiUHMcMHzOxPECKuQ04DfaAmzdvK1x2VvSkFPw3HhKueS1cFq5PV/ylxFtt98mR8LF9EAk5CjFOKeD/rd1DobCoXNTtBVHsOCqcphEkoG/7zmPCYW96xcZQn1mroJVbCJ0n6fTlCr/h+VDocerCLTiO0kH7AmxQfOIYCE+faa+XPjlqD3QZuxRauQerPQLDMLVR0DUNn6pJR9Xgwqf27NkT4uPjFf6miJiYGKhfv36FbXjROM+OPmy5h15z3Mh/IIhOeQW9lFdI89YY5ey/I8PAKWgzDF24DVYlli9fWin8RXGRNADUIfvKHaFH7yMI3CY5wfwLpvsFQyer8VBv4Czoa2kH8xctUeucOI/f2CGAltpVBXV81o9buku4V19oKQitrLg/eVpG1v4+scnQzGk+DBGE1mXBFmjpGgLvCmKLoxyWvrFC792X/NDj8DoebzNvA3QeHQ49pohfc/cpUWR4OG/DIfp+9todWCD0yJs6BdJKgJ1pF2B0eDw1IrCccDmhNlyznr12j+wjcC4fy7eRvX+FhgjDmJqgi2mfWPhUdTuqiMGFT5Uf81cl6o8ePYJXXnml0nYUdQxHx4JuOKCAhccfJ+t323nroe3QhRC06UiVz4fuYH+aGk3e3pCbN/PAfcQY6GbuJgjeHBLBj2w189WeffUuDTmjFzlNQKvyxTuOkZHfXyo0fc66A7RWvO5zg0AJqWevk49zBHvHaIeAoxkRu46Tc56vnk8J4H2FbT9K9gfIlx6LKU9t5m0UTXNZwgnoMHwxDPReR98xgt07Qk/8fxMrOtWZuHw3Wcl3GbMMPrSZR9dQHfzWH3re8/eGT50XULoMYwpoK3yquh1Vgwifqkk8dAktWrSA5ORkKC0thdjYWBrCQJo3bw5HjhyhzMjIyIAePXqwoBsQfWethqaCMKHooRh9O3YZeWyrDtfvPoB6FkLP3tqeyhM9ug3ymCqIlQ/Nz9spETlFXMoroDCtbQaHQlJmrlrHYLAYFFQULuyFFhRVnu/2XpcMnwvnbCL0/r8YEgq+wne0L0AjsfXPDd/iUs6KjlDY+m0kIcce/Mgl8fC45KnULS5OK6jTm47aky6kXR4Dvs2QEJgWvQeyrtytsA9avbsEbYFfpkVTHj7W0M+9PDjNYiaU+6SoPVWOjMcwptBDFwufqm5H1SDCp2oi6JLvqamp1OLAG0PRRotBBMW8TZs2tL179+7S7SzohsHtgiKyJMehYlxe1XpwCC210pQnJSWwfWcC2Li407w4Ct2Xtp6wcm15OM4tR86QwG5NrZp7UbSKx6H8fl7iw/+eKxLhPWGf8RG7pL3mc9fvkWBHyy27G+C9hvapK+yPUeNQ9I+cuUq9cdyOPeWAjYdISL8XsQlAL3co3Kcv51E+Itgwevi4hIbg1eH+o2LyvoedAGwMKBPr4C0p1Hi4fLugWmX+uVDGR85c48rPsKCr0Dex8KnqdlSNLnyqtiPLsKDrn1mr9kPQliOCGPmQsKF1ubqsWLUO3IePBrNBNs+jnDnB6vXryTIevcBJQCMvNMBC6/aqErU7HRrbB1TYtvFwFrmJnS9c/5glu+BT1/nwm2cMDPRaC3PXH6Rhclv/DTB5+W4oLPo77Rkr91PQGXR5eknoSVv4xkLJ0zIy6vtl6gpwD94KjoGbaThcLArZ/lO5laYB0HDtcPZVaO+xSO37+sg2AKYKPXN1hr5x3nu50KvXpIzkaekWzHPmDAu6GoIuFj5VWUfVqMOnajuyDAt6zTF5+V61HIwcSU0Fa+fBYGZhS+U1wMqRnMH8JTO3O3NlInwzJvzvIaaIBJgatbda14eNAVxD7xayFRbElc/z7z2ZQz1xnA/GUQazmavgY6FH7jx/i/Q4c591NFSNRm+Tl5cboYxdupNc4IoRHp9Gw/Ho+AZ936stlq7BMGrJDvqrLi2cg+gesDGlet/yZXPy8+xou4C9fUXgkH274QthaMg2skeQeAJkGBZ0w+/k6lXQjTHDGc1AoT5y9Bi4jxxLw+lYRuZCT3zCtD9oKEoRGD/9fUFAcTj7ws174LF4R6Vh76qAS+jKxdmHPMxhKFgcCQjYeJiEKlgQehRHFHEJe07kPA/76g/vWfpAF6GhgU5dNhwSt0zFGPDvCY0HHK6/+0B9pzYNhTRwuN567ga1j8ElebjUT7KEUBWbD5+B7lOiKZyt34Zyn/Zfj1oC34xdqnD/NQdOQz2hsYPXhQ0CHLZnGBZ04+jksqAzWuHY8RMwcsIU6GthR45f+lrZwbz5CyEz+4xax6OHObTKRoHFyG4bD2dX+5o6eISRkKHPd1w/jeKEhn0nc27RkPW+jEvwzZilsP5g5QAoaedvwGdCz7kORY7zURldrKFdAK0B1wQcCsePppbo01bsBQufWLX2PXAql+wePhLydtjCbbStsX0g1LfxU9iQQMO7bkJ+ocEfijrO86uzlI9hWNANDxZ0Rm2yz54H52EjoJ9luQvWflb2MGLsFKlzBY0FWOh1vmvuQ3PLm7Qg6B1HL6H57gePn8B7FuUOVyz91pNRGopVsRoW4Evij5FL1os3lVuhG6roYWMBVySgC92vR4cLeVEKdQSRbuG6QBB6H0iVc6trI+QPRtfD9fyJGbmQl/+IKzrDgs6CzhleG1m1bgPFFpcYtuGc+KiJ0yA7+3y1z41W6XUF4cXh8IfFJdU+H8YSlxjW2fhtJIM4HF4vEXrFaOD2l4l0PLHH/b+JESTqp3Jv08gD0n1SFMxcnVhhX6egTeCzLokrOsOCzoLOGV4biV61Bqyc3KCPuS31xNFzm0/AArh2/YZW03lYXEpLwXDJmS7AYWrXBXEmV37oNQ8DvOCUBtoDSMLOeizeDmOW7qywr3PQZoVTEAzDgs6CzhluhOB8+PTZ6OzFgebDMZ+tHFxhygxvKCtji2djIzevAHJv36e5dFzHjr7kkZWJGeS+VxZ0jLMnPYczjWFBZ0HnDDfKF/7lKxAZvQqsHN2p94352sfCBpyHj4TE/Umi1umMcYFhZXHJmoSwHcek7mcl/DApUmFUN4ZhQa/lgq4oJqyEuLg4US9yYnFjMY66i4sLvP3229C0aVPpdhb06oPLyW7cuAVRMathgucscBzsAX2t7aVLy/Bj6egGYyZOgdwrVznDTIDsq3fgS49FZEuAxnNJmVfIUj9Z+MswLOjaiYeujibWeDx0sZiwEmFu1aqV6MWLxY2dNm0aTJo0CR4/fkw+3lHUNcnw2I1bwNzeBWxd3Mlwa5QgTr4BwbAsKgYSkw6Sf93aOGR87fpNiN2wEYJCFgn3PBkGjxgDNk6DYZCdM/S1sAUzi79FGwW8j6UtDLJ1gqGjxsHsuf5w6/btCo5eGNMArfzRANF1wRb4akQY7D15CXpMjQauCgyjvXjo6miiLDUSD10sJizi6ekJXl5eohcvFje2ZcuWkJaWVuUM37N3P9i7D6Oe5gBrh/LlVOihTBA0s+eCJv2Y48eGPrh2ur+VA1g6uIKd6xBw9xgDYyZPBy9B7JZGroBNW7fDxYs5kH+/QG+VCYe59+47AEsio2D8tBkwdPR4sHZyowYLLg/r+9xATfae+piXr/8eYO0IlsK+DkJeTJw6A+aHLoZjx9NZtJkKYK8cPeKhN7l6lr7wqVswDJJxssMwLOjqa5+YrqmjiRIMLh56Tk4ODTeUlJSIXrxY3NiXX36ZeulvvPEGtG7dGtLT06s8JCLG5SvXYG/ifli9YTMsWLQEvP0DhF7tVBgi9Ojt3IaAhaOLIO72Qi9WaAygaJrLiqaN9C9uN6O5ZlvqBeMxA2wEMbVxgIFCzxi9o1nZu1IjwdLBDSzsnWGQIMbov9xc+J/2Exod/S3tqeGBHzxXb3Pb8sbGoOfnpwZH+fkthPPYuw2DUeOmwCxvP4hZvR5OZ2ZR1DqGqSpNHIIEYcdQtf4wMXIPZwjDgPbioaujiRIMLh56z549IT4+XuFvEsTixuL8AEapwd7pvn37oEOHDgqPR6HH+QlHQYAZhmEYRttoKx66OpqIGGQ8dPlJfEU3IBY3VnbI4unTp9RjZxiGYRhDQ9146OpoImJ08dAliMWNdXZ2pol/FPOEhASaM2AYhmEYQxd0MV1TVy8NIh66JoIu+S4WN7agoAD69etH8V9xiCEriz1WMQzDMIYv6GK6po4mIkYXD72qsV9VGcdJ6C1vyV7FD86daOtcnKbppMdp8j1yvhp3nuobo46HXtXYr6oczGgbfadnKmlyOXKafI+mla+4/lrf91cTaepbEw1C0KuKmJWhNsBlBqdOnaKlBfpIz1TSrIl7PHToEHlr0ld6ppKmfHq6TvPRo0eVzq/rezSFNGsivS5dusD69ev1mqf6TtOQqXFBnzJlSqUWlq7AdYG4vg/nPd555x2NvfBwmoaRHq7DRwMU9F3QpEkTWLZsmc7z1BTSrIl7RObPnw9vvvlmpUYEp2k86UmEdfDgwXpzaFUTabKgqwCNCX766Se9iDp67xk0aBCtGcTlBs2bN5cum+M0jSc9b29v6N+/P60B3blzJ5ibm5NnJV1iCmnWxD0iKDgfffQR1K1bV29iZwpp6jO9X3/9Fezt7aXCiiuX8FPb0mRBVwH26tD8Xx+i/ssvv8CuXbuk3/38/CApKYnTNLL0sPGwbl25y9IBAwaQp8FXX32VvA5ymsZ1jwjGW2jWrBk540DxwTnQJUuWcJpGlF5gYCCN0iE4QteiRQv47LPPqJGoK2oiTRZ0GeTnWfFvt27dqGdnZWWlE1GXTXPz5s1w+fJl6W/bt2+Xzr2gg31d3KMppKnv9PD8mB72JFFsioqKyLEDulvE+V9d1J3ammZN36ME9JeNowGbNm2ipT34otbUj7Um6ZlKmvpKDxsPWE9QTDt27Aj379+nT9u2beHgwYM6qTv6SpMFXQFi86y5ubn0VxeirmpuF19Sa9asoTV/WDFwmFGX6ZlKmjVxjwg6KUIHD/qoO7UhTUO6R3wpY48Ln/8ff/xRa8PEyu7RFNLUZ3o4Kvf1119DYWFhhcY9pq+ruqPrNFnQRVBnnlVW1LUR9lRVmmj0s2LFChId3Fcf92gKaeo7PTTmunnzJg0vamuu0BTSNKR7TE1NJQcd+PzjbzhMjFM3urxHU0hT3+lJAkfhXPatW7cohKiu644u02RBF0HdeVYsrA0bNuglzXHjxpGDfW2Ijrr3aApp6jO9ixcvwgcffACNGzem2MT6qK+1JU1Du0d87vH51+d7xxTS1Hd6WHfq168PjRo1IteoxpwmC7oI+phn1TTNLVu2aE101L1HU0hT3+npwrrVFNI0xHs0hfdObUhTVXo4PK7tMM81kSYLuppoe57VENM0hXvkfOV85XvkNE0lX1nQRdD2PKshpmkK98j5yvnK98hpmkq+sqDLgRbs+NH2PKuq9BB9p2kK96ivNE3hHjlf+ZnkumN4abKgKykMtGCfN2+e1udZJeeXtY6XTQ/RRZr6vkdl6dXEPeoiTUMrx9qapj7S42eSn0ljzlcWdIHr16+TC8l27dqRIQOClQELQ7J8Qhd07dpVagWp6/Ru3LhBXolwPeTo0aP1lqadnR2txUSPXvrIU/myrG3lqKgs9ZWmPsuyJsqRn0l+Jo3pmWRBVwB68sGKNmnSJDh27FiFBf+6WD6BFBQUQM+ePWHIkCEVtusqPcTZ2RlmzJhB6zzRS9HIkSN1nqaTkxMMHz4cli9fTpV96tSpOk1PrCxrUzmKlaWu09RnWeq7HPmZ5GfSGJ9JFvTnYNQbdBGJnDt3Dt5///0Kv2MrUltry8UqOQ69vPXWW3DlyhWdZpikgqN7QQn4UMm+QHSVprW1tXQbOlbAwAvaDBUoW441UZb6LEdTKkt+JvmZ5GeSBV0tcF4jIiIC5syZQ9/Rcw8Gdbh06ZJ0H1zoLxkC0yZXr16Fb775hgJIYKXDD4Z+xGUMugArtJeXF6WDacpWcEml09XSCUzzn//8JzlQkODm5qY1Jwry5ajPsqypcpTka20qS4nBED+T/EzyM8mCrjHDhg2jlpOkZYUFvmDBAop8g+73sLWKLvrQ5aA2QYcX6OJv5syZNCyDgQfwOrAy4DIGXVQ82ZaiogqOjg20SV5eHri6ulKYwFWrVlGamK/oUAGH+NArkraCZigqR0TXZVnT5Sh5geiyLOXLUZKmLspSUo6yvR1+JvmZ5GeSBb1KD5SkwLGyY6VAP9BLly7V+oXv3r2bDDVwSOiHH36gyvfpp59Kr2PhwoU6yTCx+9U2GBHpyy+/hMmTJ1NwjJdffpmiJmGa+IBhT0AS6lLX96XLsjSEcpS8QHRRlmLlKElT22Wp7L74meRnkp9JFnSVhbBjxw548803df5AyZKVlQVmZmYQGhpKLVmsfGhpihVPG8Mykrkr+daxpOeDfoN1WcFxSK1z587UCscISdgC37hxI/3VRR6bejlKXiDaLktl5aiLl5Z8OerzxcjPJD+TxvBMsqCLgBaHaNmJhY6tRBwG0mXFu3btGqxevRoSExOlQ0NYIdBBP0bZwYqAMZy1gezclaL7wZB9unQ3iPNnOJQmeXEgs2fPpt6B5JrQcEQbUem4HGuuHLVZlmLlqEtR57LkZ9LYypEFXQQMNI/RmCSglSdaYOqqlWxubk5LNjANybmxcuADVqdOHa2nJ9uClK14+MEKfv/+fZ0WTlhYGM3J7dmzB06fPk3Da7LRhjD/tQGXY82Wo7bKUlk56qq3w2XJz6QxliMLusiQEA4HyUbAwQrQvn17rbaubt++DbGxsTB37lz6npubC02aNJFWMnywJPOS2ka2suH/GFsYPz4+PlpPC50pDBgwAJo2bSqdi4uJiaGhLrzf8PBwndwjlyOXI5clP5O1uRxZ0NVk/vz5NByUnJwMx48fh//+979at0bs1asXdOrUibwGHThwQGHF0yWyFe/ChQv00Ta4RANb5OiYIi0trcLaU33A5cjlyGXJz2RtLEcWdA2Jjo6mFmvDhg212mKVDMvY29vTdzQQwVYqGqVIKl5QUJBeMkrXBiloNYsWtPjSwAcZ5+JwOA+XqOgLLkcuRy5LfiZrWzmyoBsQWNg49HTz5k36jsYoshVP39eCFQ/ns7QNWsvi0peXXnqJjEJwfSn2DHr37l0rKhqXY+9a89LgsuRn0pjKkQXdACuerJMBrHh+fn41ci04BJeQkKCTc9+7d4/mrIqLi2nuDO9ZElmotrxAuBy5LLksuRz1XY4s6AZY8QxhWAaHvXRlJILk5OSQVSn6TtaWC0kuRy5HLksuS1MvRxZ0A6x4puBkANeg4jrQ2gqXI5cllyWXI2Pigs4wDMMwDAs6wzAMw7CgMwzDMAzDgs4wDMMwDAs6wzAMwzAs6AzDMAzDgs4wDMMwDAs6wzAMwzAs6AzDMAzDsKAzDMMwDAs6wzAMwzAs6AzDMAzDsKAzDMMwDMOCzjAMwzAs6AzDMAzDsKAzDMMwDFN7BD04OBgaN24M//nPf6Bv375w//79Cr+vWbMG/vGPf9DfChf1j/LL6t27N+zZs0e6fdu2bdCzZ0+1zyH5vPTSS/Dpp5/Chg0b1D42Ojpa4TVJ/koIDAyEwYMHw19//VVhe0ZGBnz//ffwyiuvQN26deGXX36hbYrOIbvtiy++gCVLllT4Db/jdtn7euGFF+Djjz+G/fv3q3VPyspDNq8kHwmrV6+mvPv3v/8Nbdq0qZSHElJSUujcmNeff/55hevKzc2FRo0aQWZmJnTq1Alefvll2mffvn0qj1VUnv/85z9p/40bN8Ldu3cpH8rKyirsj+XRrFkzuH79unjlF7lvReWjKv+UIVYmquqIWJnIX798XRDLK2XnVafeVbfuMgxjpIK+fPlyaNu2LWRnZ8PDhw9h1KhRYGFhUWEffIFZWVnRX0UviGvXrsGPP/5I/z9+/BhatGgBFy9e1OgcSElJCaxduxbeeusttY9t3bo1FBYWKhX0gIAAGD9+vML7b968OYSHh9N1P3r0iP5v2rSpypci/m3Xrh0dg2De4X3Lp4+CFRsbS3mszj2pUx7y17V3714SYmxU4X2gYHz00UcQHx9f6fqx8RUSEkLnnj17Nvz+++/S3yIjI8HOzo7Sj4iIoH22bt0KH3zwgcpjFV3b06dPKxzv6uoKmzZtqrA/XrO1tbXyyi8ixIq2K8s/VYIuViaa1hGx65SvC8ryStk9q1PvqlN3GYYxUkFv3759hZ5WUVERhIaGSr/funUL3n33XRJN/IvfFb1QsQeML1MvLy+YMmVKhTTUPQe+1PCF5+HhofaxS5cuheHDh4sKur+/P/Tp00f0/t955x1IT09XWzBkzz9z5kxpjwp7xCNHjlT4QsU8xd6dOvekqjwUXVe3bt1gy5YtFbahcGKvUp4GDRrAgwcP6P+8vDxo2LCh9DcUcxR1CbhfVFSUVICUHStWntjbxeOQM2fOwG+//VZhfxRQsfyviqAryz9lgqWsTDStI8r2ka0LyvJK2T2rU++qU3cZhjFSQceXS0FBgejvfn5+4OzsTP87OjrSd0UvqmfPnsHXX39NQ4rYk9HkHPIfbByoeyz2erp06SJ94cq+tObNmwcjRowg4SkuLlZ4f+vWraNh1O+++45ecsnJyWoL+rlz58DJyYm+418UEvkXKuYLTgtgj0ide1JVHoquq06dOnDv3r0K27D39frrr1c69l//+pd02gGvDYfPJWAvH4fdJb02PB6HiSXTGsqOFSvPzz77DBISEqS/9+rVC65cuUL/o3jKC7zY/Soa0lZUPsryT5lgKSsTVXVEnSF3RXVBWV4pm2ZQp95Vp+4yDKNHQV+8/Ri0HbqwSh88Vpa3336b5jfFwCFtyRwqDu3idzFB//bbb2koUl7Q1T1HaWkpzb/Xr19fo2NPnDhBaaPYyL60hg0bRv/j3PnChQtF7xF7RwcPHgRvb2/qjS5evFitlyKCgoTp4pwy5oHs7/j5v//7P5rblhUBZfekqjwUXderr74q7TlLyM/PpzlkeV577TX4888/pWWGIo1I5s/liYmJkZaH2LGKrg2vB4euV61aVeF3HGKfNm0a/Y9lsn37do16uKq2K8s/ZYKlrEw0rSNiDRL5uqAsr1Tds7J6h2BDTNZeBPfBbeqcg2EYPQp6YdETuHKnsEofPFaWAQMGQGJiYoVtaWlp9Pf48eMKewq4Xf6lg71qHDLEedupU6dKt2tyDgQbA5KepSbHongvW7aswotN8kK7cOECzRFKxEgZKAZvvvmm2oLu4+NDBkW2trYqe0jq3JOy8hB72Xft2hXi4uIqbMPhVNwuzyeffEJiL7nXDz/8kP6XzJ/Lgz19yRCx2LFi13bnzh1o0qRJJYFFIUEBwTyTN1KsrqAry7+qlommdaQq1y+fV6qOUVXvsGEjO2pz9epVmjpQ5xwMw+hR0LUJWjR/8803kJOTQ8Os06dPh3HjxtFvOJeND70s2EORzHHLGsXhPK7k5WxmZiY1ilP3HAgaxfn6+sKvv/6q8bE4fNuqVStRQcV5dMmcoSw4RSB54T958gR27doFX375pdqCjj1bHPKWWJWrEnRV96SsPMQEYufOndS7xp4lCjD2glFscbRDHktLS7ICxymIoKAgKitEdv4cGz/Yi8QRE7Rp+Pnnn5Ueq+zacNoD95UFbS3s7e3JuEytyq+BoCvLv6qWiaZ1pKrXL5tXqo5RVe+wvuOzhPUBGwk4rI6NHXXOwTCMkQo6snLlShpWfeONN8DBwYFeWjjEiMuJ8KVYYXRAEE7sqeHvkhcAvtglw5VIUlIS9cLUPYfkg+n/9NNP9KLRJH0JOD8pJqiHDh2Czp07V7p3nHvH60dBxGVaP/zwA5w/f15tQUfQ+AyNnVQJujr3JFYeqgQCjeBw6BTvAYeLUYgVgb1XFPsXX/z/9s4rxKpkC8OMivokiiiKCMYB58EXxwQGFG1BFF90wBl90AnGBnO6CgbMYoARfXBghAFRfFCMo1wMiNotgnrND6KirW1knhX25StYh+rdVbVrn9C3+7J+OJxzdqi81qpatff625hnC65fv26O2/vnNTU15hUmXOxVVVVmwha6N1Q2JmnphxKZKJB+ul5ZbR573Nd+rlV4TJ9kjZHYPfQ8bRXzql5o3NXV1Zm3ENh2wePF63v19fVRaSgUihZs0BWK5gJebVMoFAo16ApFC8eqVau0ERQKhRp0hUKhUCgUatAVCoVCoVCoQVcoFAqFQqEGXaFQKBQKNegKhUKhUCjUoCsUCoVCoVCDrlAoFAqFQg26QqFQKBRq0BUKhUKhUKhBbxC/GeKNXr16mfjPxH7+9OlT4ZqYeNXygScbmkghfQgBwpR27do1oDeFtY10+A6VOyvWdbqO9rWtW7c2dXURtoAjR46YOlC2gQMHNqqL0I2SlvCFu9rU1z6+fMuJrDqk297VF5UYZ642yeoPQQx/ug3izUN3CmMcPOS3bt0q9J9r/JA//WP3EfS8kLHEMMMRox4GMxv85zi4e/euiZ9OeeBYhzaVYzEy6ENIXnzpCRjDEqvfTuv48eOFY5x3Uevm6ess2Sw17bxpVEp3xOoD35gOlS1WVuAymDFjRrQeKAfIL02VnCWDN2/eNPVA1uChuHz5cllksFw2rUUbdBiwaPSHDx8aoorFixcn06dPjxaiNGva0aNHk44dO2beJ51mU5ui5H766SfzXU6lYZ+DdOPUqVNJt27dGl0PaxkKDNYy6FwZaD179jTUsAKhGyVNyFAg84hVXNQXDvNKGvWYOqTb3tUXlTboMf1RikL/9ttvDbUsBC0HDhwwjHzSf0Ib6hqPolTApEmTGtHThsqH0oLlDCBLsNdJuSkPLHP0Cdfwu1+/fiXJoE9eQukJGMM2kQ/kMKT1ww8/FI5x3kWt25INeqV0R6w+yNsusfljsBhPnz9/jtYD5QD5kW96whiSwSlTpiS///67GZubN282ZELlksFy2LQWbdAHDRpUmCEBGJj2799flEFnwKEEhH5S6FVh74KpSlYErtnRmzdvks6dOxuB4Jv/lRJKViM9evRodD1lPXnyZINjsJmxsrIVIUaBNA8dOpRUV1fnElB7sL5+/ToZP368mUWOHDmyQD3LPfQJPNaDBw82lKCh9sxTh9AKIKtMu3fvTr7//vvgdayAhw8fbnjDjx07FmXQ7f5g9s791LF79+7J4cOHo8voA7SvMsmk/9IrKZcyqa2tTYYMGZJLnjZu3FiYrLEaWrRoUaHM9CXsbS4UI4MheQmlZ09Mly5dan4zwYBNj7RgqxMWNs5zXUiO7TFh07PGjgG+UeqyYpP286Xh6/upU6ea6wDf6QlMpXVHSB+4yuxbIWYZdF/+mzZtStasWZNLD7h0TEj+Xf0EVq9ebfKPlUHK/88//5jfb9++NQyO5ZLBcti0JjPo9e/eJ/958LCoD/e6Ko87RGZ1sS6qrGv27NljzkE9ySCj8yDfYGbmG7g7d+5MfvnlF/N79uzZ5n8l3GZ8BgwYkFy4cKHR9XBEf/jwocExlB00lLarUty2uIFGjBhRUNSxKxE5hhLCLcYMFrfVuHHjCueXLVtmFCztJq65UHvmqUNIaYTKhCEUQfRdR1nXrVtnZsYrVqyIGjN2f/Abty/KCy5y6hNbRh9I+9dffy3036hRo4zCGjZsmJnFu9x9cMGfPXs2lzJ58uSJ4R8HfKNUpNwYGVzto0ePNoYf3nlBlgy6EJKXUHr21hH88eKqFUM0d+7cggufsc11vnGXHhNS1tgxIN9w16Pw7cmuLw1f37979y757rvvkgcPHhg3bloGKq07QvogJFMxK/SY/PEO2Vs4WXrAp2NCZXX1E7hz547JP1YG27ZtW3Chf/36tZBWOWSwHDatyQz6vy9fTf61YXNRH+51Vb5Tp07J+/fvi3Zz2dfAd3369Gkzy5dViTQs38y2fWnjrhJuddxF/M9Tpm+++abBPgsDhWP2PSge3JO+PR/c4aKcBB8/fjTKX5Sg7ClKmuzxMJMl77wGnfaxBxYrIDkvwojAyfFQe8bWIcugh8pkc4f7ruNb3I7kG6q/qz+oN7N99r169+7tVLq+vF2gDJMnT27UJmwv3L9/36xOXHt/rA5de3pZcoBiZCxgVBiD6RXWtWvXkq1btxqX4MGDB4uWwZC8hNKzwf4qZcJAM44BqyJcoF++fDHGIzTu0mNCyppnDORNI9T3TJoY/7694krqjpA+CMlUrMs9RndhbGP1QEjHxMi/XU7yzSODXCvbe7Q1Br6cMliqTWvRLvdp06Ylly5danCOlVExBh2wXyOzQFwsogjYY/EZldu3bztnThyP7RA60Z6Rvnz50gzO9D3M5DEUrg5n5Zber2EQcdzeP0+nuXDhwuSPP/7I7XJHMVIe1z12u3Xo0CGzPWPrkGXQQ2Wy4buOMsl+Gm2c1Sbp/mCFw34be39Pnz51GnRf3i639I8//pg8f/7ceR6l4lJErEpYUbj29LLkYNu2beZhONmn941X6iuGMa8MZslLKL30Pjp7meIyFzDZ2LdvX2Gs+8adbxzlGQN50wj1PQad+3wP1VZSd4T0QaxMZclmKH/qzao6Vg/4dExsWe3/5OvSRT4Z7Nu3rzHy0rds95RTBku1aS3aoLNKwfXGHgozMNwqy5cvL8qg81Dc9u3bk4kTJ5r/zMpw1ZHuypUrkwkTJjjvY88dRWiDVYzsxccIJQ/1kDduJQYJLk861nXPrl27kr179zZK4/z582YFzoqHdDAqDDa8Dvb+eTpNZrg88JH3oTjaB3ciM1xWa8xI5R7aEMXCedxgWe0ZW4cs4QyVyYbvOtyzuPJwZffv3z9Kadn9gWJB+Orr681DWnJtq1atCkrXl3e6HVgpsUdngwd1bty4YVYGuCirqqoanL969aq5z7WnFyMHeHFwd8oqUY736dOnoFRQgH///bd5ercYGcySl1B66X10e4tMwH+Oy1j3jTvfOMozBvKm4et7jBBekUePHhnPQqwBLZfuCOkDX5ntMR0jm6H8GUvUPVYPhHRMjPzb/8lX3uaIkUEMPE+hkwd1oa/LKYOl2rQWbdBlDw03Ocp01qxZhZle3j107kfYUWqAWZm8qiP7cen8cfkhsLY7R4SCmRznY/ZA6urqjKuQmSIeAly2GAVXJzLxQIhd4MERFEP79u2NG9N+Elj2z11pspeY97U12mfs2LHGyCOQ7P/JPTwFTT2YqVK3rPaMrUOWcIbKZMN33atXr4ww0ne4zWIMut0frBhZMfHgDA9cybUoH/IK5W2DB21c4wRjzis8rMx5+Cf9YCHtK65sn7svq06kIQ+WyXH2VVFcjCH6hYfL8EDEyKCNWHnxpZfeR6duaeOHUcMNmiXHvnGUZwzkTcPX9xhgxj3gTRsxUE2lO0L6wFdme0zHGnRf/mxTpSd5IT0Q0jEx8m//J18ejIuVQVbPTC7atGljrqF/yy2Dpdi0FmnQFc0X/+tZpCKM3377TRtB0ayAC5vXJOW1yabSMeTHk+88Ha8yqAZdoQa9xYGnghWK5gZe8XTFWKikjpk5c2ajgEoqg2rQFQqFQqH4/16saRMoFAqFQqEGXaFQKBQKhRp0hUKhUCgUatAVCoVCoVBU1qDLO3iEOIS956+//sq8h/cAeadR4uvyTRpZ8XblXUJo/Aio0ZSAnYh3MHnHlED/V65cKanNir2mHOUQMo1Sy5j33rxp8n7rnDlzzG9CiBKMBKIVom8RtIJj5QSvsJBnGj6qVN9xGat28B/ekbXJeRQKhaJZGnRA+EtC7NnkHT7Iy/0S95i41QsWLDAUdyFjLgoSsgoidREJqKnQpUuX5OLFiybO/IkTJwrMPpVu10qUo9Kvs5XDoGMsidRFAAywZcsWY9AJL8mxtWvXZjIz5QVBIyDmSId4JdKZTCxijssY51UciUpF8JlSJoEKhULRZAYd40x4wPnz5xfOYXiI1AV/rkTsSa9mnj17ZnhwWW0RucoXtSwd4QfFbketIj2ZEGDwiaTFBxpNge8498LfTNQvX+B+GLUIL2jzFIfqCWgPgiVgJIgs5jJs3Ev9oa60QzH6jF+oHPY98pv6EEmJqGnEhk63f0z+vvYJ3QuDF6xgttfFTtPXFwLYuoR0BDCBs2NPE8qTMKjpPKmnXca8fU78d/K2Qahe4pQTLYqoV/fu3QseTxt0iFSImqVQKBTN3qDbH5tLlzjEZ86cMW5ijJpLsRMbd8eOHeY337hSs1Z3Lhcnv6HfA4QpxFuAMscACnzHuZcyhuL8QkDAqnDo0KEmvi9KOqueUAESNpHtASYrrrowkSF0JyE9hcghZNBD5XAZdKI+pVnC8ubva5/QvRA6hPrd1xcCJkeE7RSwzSLMSgAPhc2uRNq0tWxJFNvnhHBNez2YDBBPmvoS3xme5NDxtEeJ8KxwmtsueIVCoWjWK/THjx83YMthnxzFi4s0rXwBK2xWd7aB5r8rXnR6hZ5WxNwrCp98JT3iRtvlcR3nPyQbIUNqA+Ut1K6heqLAOR6anLCCxbOAcXAZ5DzlsLc/5DcGl9UtZRHu7Lz5+9ondC+xwGkP2saVpq8vBLSj3XZ4OoRZCbBahzHKTlv6wGY+y9vnpMHkwQcfs5rvONtCGPS0C16hUCiatUHH3YzxELAHysqVj2uFyh4kSs4G///8889G+dgrnvQDR2mlTL6wAqXhOx5jSFkxHjlyxDD7sCrGxZ5VT1anGD32TiGHcOUBpSQ0jRAelFoOm1EofT97uEyWJG2hlIzJ3/c7dC/1ZpUOgUmePrJXxfb2y4YNG8zDfJSbz5IlS5L169c3SPvcuXOGBQrazmL7nDyZPNjwMatlMa6BMWPGmImUGnSFQtEiDDqf1q1bG2PGvqoAVzMGh6ff7QeCRIGy/1hTU9MgPf4PHjzYmVeIpN5WyrhYMXw8oGfH6vUdjzGktbW1xjiRN/W0jYSvnuyhY5hCe8nETKY8GKhSy0GbsApl20LunzdvnvGa2G0G+5SwM8Xk7/sdupdz1NsuX0wfCXgWA2pEAW5t8sG1z4ffNoMeaU+fPj3p2rWrcYMX2+fkWV1d3aAsPma1LMY13PwwUKUnpAqFQtEsDbpCUQnAQcwKGE9EHk9RKSAvnjl48eKFdoBCoVCDrlCUCzxx/vPPPzeZQScv+8l6hUKhUIOuUCgUCoWiIvgv3equ2hLfYzgAAAAASUVORK5CYII= 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0 BN.BUNDESOBLIGATION 2.4% 18.04 FUTURO|BN.BUNDESOBLIGATION 2.4% 18.04|100000|FÍSIC 22429500 01 BN.BUNDESREPUB. DEUTSCHLAND 2. FUTURO|BN.BUNDESREPUB. DEUTSCHLAND 2.|100000|FÍSIC 17899050 01 40328550 S&P 500 FUTURO|S&P 500|50|FÍSICA 16172530 01 Eurostoxx 50 FUTURO|Eurostoxx 50|10|FÍSICA 2668250 01 18840780 EUR/USD FUTURO|EUR/USD|125000|FÍSICA 33214444 02 33214444 DANAHER CORP ACCIONES|DANAHER CORP 9050 02 DARLING INGREDIENTS ACCIONES|DARLING INGREDIENTS 28200 02 EXACT SCIENCES CORP ACCIONES|EXACT SCIENCES CORP 19900 02 FIRST SOLAR INC ACCIONES|FIRST SOLAR INC 4000 02 INTUIT INC ACCIONES|INTUIT INC 2295 02 LUMENTUM HOLDINGS IN ACCIONES|LUMENTUM HOLDINGS IN 8100 02 MASIMO CORP ACCIONES|MASIMO CORP 6100 02 MERCADOLIBRE INC ACCIONES|MERCADOLIBRE INC 721 02 PTC INC ACCIONES|PTC INC 14500 02 PALO ALTO NETWORKS I ACCIONES|PALO ALTO NETWORKS I 6100 02 REPUBLIC SERVICES IN ACCIONES|REPUBLIC SERVICES IN 10300 02 THERMO FISHER SCIENT ACCIONES|THERMO FISHER SCIENT 4690 02 TWILIO INC ACCIONES|TWILIO INC 18400 02 UL SOLUTIONS INC ACCIONES|UL SOLUTIONS INC 12200 02 WEST PHARMACEUTICAL ACCIONES|WEST PHARMACEUTICAL 4600 02 WILLSCOT HOLDINGS CO ACCIONES|WILLSCOT HOLDINGS CO 33300 02 AMUNDI MSCI EMERGING ETF|AMUNDI MSCI EMERGING 2168892 02 ADVANCED DRAINAGE SY ACCIONES|ADVANCED DRAINAGE SY 2800 02 AUTODESK INC ACCIONES|AUTODESK INC 4800 02 AVERY DENNISON CORP ACCIONES|AVERY DENNISON CORP 8500 02 BROADCOM INC ACCIONES|BROADCOM INC 8700 02 CROWN HOLDINGS INC ACCIONES|CROWN HOLDINGS INC 14200 02 2390348 94774122 false false false false false false false true false true H) Verificar y registrar a solicitud de CAIXABANK ASSET MANAGEMENT SGIIC, S.A., como entidad Gestora, y de CECABANK, S.A., como entidad Depositaria, la actualización del folleto de CAIXABANK SI IMPACTO 0/30 RV, FI (inscrito en el Registro Administrativo de Fondos de Inversión de carácter financiero con el número 2505), al objeto de modificar su política de inversión y recoger la revocación del asesor asi como la contratación de nuevo asesor de inversiones. J) CaixaBank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica que ha planteado reclamaciones judiciales y administrativas en varias jurisdicciones europeas para conseguir la recuperación de las retenciones practicadas a este Fondo sobre los rendimientos (en especial dividendos) en el extranjero. Para ello, se ha contado con la colaboración de una compañía especializada en este tipo de reclamaciones. Como consecuencia de las acciones llevadas a cabo por dicha compañía, se ha conseguido que la Hacienda Pública de Dinamarca proceda a la devolución de retenciones practicadas en este Fondo, que han ascendido a un total de 4.613,97 euros. CaixaBank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica que ha planteado reclamaciones judiciales y administrativas en varias jurisdicciones europeas para conseguir la recuperación de las retenciones practicadas a este Fondo sobre los rendimientos (en especial dividendos) en el extranjero. Para ello, se ha contado con la colaboración de una compañía especializada en este tipo de reclamaciones. Como consecuencia de las acciones llevadas a cabo por dicha compañía, se ha conseguido que la Hacienda Pública de Dinamarca proceda a la devolución de retenciones practicadas en este Fondo, que han ascendido a un total de 37.342,06 euros. false false false true false true false true d.1) El importe total de las adquisiciones en el período es 9.634.223,01 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 0,01 %. d.2) El importe total de las ventas en el período es 11.754.384,66 EUR. La media de las operaciones de venta del período respecto al patrimonio medio representa un 0,01 %. f) El importe total de las adquisiciones en el período es 9.525.617,85 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 0,01 %. h) Se han realizado operaciones de adquisición temporal de activos con pacto de recompra con el depositario, compra/venta de IIC propias y otras por un importe en valor absoluto de 391,88 EUR. La media de este tipo de operaciones en el período respecto al patrimonio medio representa un 0,00 %. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Durante el primer semestre de 2025, los mercados financieros globales navegaron un entorno caracterizado por una combinación de alta volatilidad, tensiones geopolíticas y señales mixtas en lo que a los datos macroeconómicos se refiere. A pesar de estos desafíos, los activos de riesgo mostraron una notable resistencia, impulsados por las expectativas de recortes en los tipos de interés y una recuperación parcial del sentimiento inversor tras las correcciones del mes de abril. El crecimiento económico global se mantuvo moderado, con señales de desaceleración en algunas economías desarrolladas, mientras que, en los mercados emergentes, especialmente China e India, se dieron muestras de signos de recuperación. La inflación continuó su tendencia descendente, lo que reforzó las expectativas de que los principales bancos centrales -excepto el Banco de Japón- adoptaran una postura más acomodaticia. En EE. UU., el debate fiscal cobró protagonismo con el avance del paquete legislativo "One Big Beautiful Bill Act" (OBBBA), que contempla un aumento significativo del gasto público y recortes fiscales. Este proyecto, con un impacto estimado de 3 billones de dólares sobre la deuda pública en la próxima década, generó inquietudes sobre la sostenibilidad fiscal a largo plazo y contribuyó a la volatilidad en los rendimientos de los bonos del Tesoro. Por otra parte, el semestre estuvo marcado por un repunte de las tensiones geopolíticas, especialmente en Oriente Medio. En junio, Israel llevó a cabo ataques contra las instalaciones nucleares iraníes, a las que se sumó EE. UU. con una respuesta militar limitada. Aunque estos eventos generaron un aumento temporal en los precios del petróleo y del oro, el impacto en los mercados fue contenido gracias a la rápida implementación de un alto el fuego. En el ámbito comercial, EE. UU. adoptó una postura más agresiva con el anuncio de nuevos aranceles el 2 de abril que se sumaban a los previamente fijados, lo que provocó una corrección bursátil muy fuerte en los primeros compases de ese mes. Sin embargo, la mayoría de estas medidas fueron impugnadas legalmente y algunas anuladas por motivos procesales. En paralelo, el movimiento del mercado y otros factores llevaron a EE. UU. a abrir negociaciones con socios clave como la UE, Canadá y China, provocando un retraso de su aplicación y reduciendo el riesgo de una escalada comercial mayor. En este entorno, los mercados de renta fija han tenido rentabilidades positivas en el semestre, beneficiándose de la caída de las Tires y la estabilidad de los diferenciales de crédito. En EE. UU., el índice Bloomberg US Treasury subió un 3,79% en el periodo, mientras que los bonos corporativos de grado de inversión americanos medidos por el índice Bloomberg US corporate subieron un 4,17%. El high yield también tuvo un buen comportamiento, con un retorno del 4,57% en el semestre. En Europa, el comportamiento ha sido más modesto. El índice Bloomberg Pan-European Aggregate se mantuvo prácticamente plano hasta junio, con una rentabilidad positiva de un 0,7% en el semestre. Los bonos corporativos europeos de grado de inversión y high yield, por su parte, avanzaron un 1,52% y 2,30% respectivamente. La expectativa de recortes de tipos, impulsada por los datos económicos más débiles y una inflación más contenida, han sido el principal motor de este comportamiento. En el caso de la renta variable global, el comportamiento ha sido muy sólido en el primer semestre, con el índice MSCI All Country World subiendo un 9,1% en dólares. Europa ha liderado las subidas de los mercados desarrollados con un Stoxx 600 subiendo un 6,65%, el Eurostoxx 50 un 8,32% y siendo el Ibex 35 español el índice con mejor comportamiento: un +20,67%. Alemania tampoco se queda rezagado y sube en el semestre un 20,09%. Reino Unido y Suiza son los mercados con un comportamiento más débil, con subidas del 7,88% y 2,76% respectivamente. El S&P 500 americano ha tenido un comportamiento positivo del 5,50% con una Nasdaq en el 5,48% lo que pone de manifiesto que para el conjunto del semestre las subidas bursátiles en EE. UU. han estado muy repartidas entre los componentes del índice y no solo concentradas en las 7 magnificas, aunque estas últimas han recuperado el terreno perdido en la parte final del periodo semestral. Los mercados emergentes, por su parte, superaron al resto con un avance del 13,70% en el semestre, impulsados por la mejora del sentimiento en China e India y el retorno de flujos extranjeros. Parece que los resultados empresariales junto con una gran resistencia del ciclo económico han permitido una gran primera parte del año en renta variable. La volatilidad geopolítica no ha supuesto un impedimento a que los inversores tomen posiciones en las bolsas a nivel global. Por lo que se refiere al oro, este se consolidó como activo refugio, con una subida del 21,76% en lo que va del año, impulsado por la incertidumbre geopolítica, el debilitamiento del dólar y las preocupaciones fiscales en EE. UU. En el caso del petróleo, el barril Brent mostró una alta volatilidad. Subió brevemente por encima de los 81 USD/barril en junio debido a las tensiones en el Estrecho de Ormuz, pero cayó rápidamente al disiparse los temores de interrupciones reales. A pesar del repunte del 5.8% en junio, el Brent acumula una caída del 6,25% en el año. Por último, hay que destacar la gran corrección del dólar motivada por la incertidumbre fiscal en EE. UU. y que los inversores comiencen a buscar nuevas áreas geográficas para invertir, lo que ha motivado que la "excepcionalidad" norteamericana se haya puesto en duda. Esto ha llevado al billete verde a depreciarse en el semestre frente al euro un 13,84% y frente a las principales divisas globales. La comentada apreciación del euro, especialmente contra el dólar, es el principal factor que explica la escasa rentabilidad del fondo en el semestre. Así, aunque la mayor parte de los principales índices bursátiles mundiales cerraban el periodo con ganancias en sus respectivas monedas, cuando esas rentabilidades las pasamos a euros se convierten en negativas. En renta fija, el descenso de las TIRES de los plazos hasta la zona de 5 años y el devengo de cupón superan el efecto negativo de la subida de las TIRES de los plazos largos. Por este motivo, en conjunto, se ha beneficiado la parte de la cartera construida con deuda pública de diversos miembros del euro. Además, nos ha favorecido la sobre exposición a la deuda pública periférica que ha visto estrechar sus diferenciales con respecto a la deuda alemana. Las posiciones en crédito también contribuyen, favorecidas igualmente por el devengo de cupón y por el estrechamiento de diferenciales. b) Decisiones generales de inversión adoptadas. El fondo tiene un doble objetivo, de rentabilidad y de impacto positivo en la sociedad y el planeta. Durante este periodo la estructura del fondo ha mantenido un nivel medio de inversión en renta fija y liquidez en la zona del 77%-82%. La cartera incluye renta fija privada y deuda pública, destacando las posiciones en bonos verdes, seguido de los sostenibles y sociales. Dentro de la renta fija, la posición en crédito supera a la posición en gobiernos y cuasigubernamentales. La duración se ha movido en el rango entre los 2,4 y los 2,7 años, oscilando en torno a la neutralidad en función de los datos económicos y de las expectativas de recorte de tipos por parte de los Bancos Centrales. Conforme fue transcurriendo el semestre tendimos a situarnos en la parte baja del rango señalado, con preferencia por los tramos cortos, mientras que redujimos exposición en los tramos largos por debajo de la de referencia. Este posicionamiento ha venido motivado por el riesgo al alza de la inflación derivado de la guerra arancelaria y por políticas fiscales más laxas en Europa. Finalizamos el periodo con una duración neutral de 2,55 años. Continuamos positivos en crédito y periferia. En renta variable, en enero incrementamos la exposición hasta el 22,5% desde el 20% con el que cerramos 2024, por encima del nivel neutral (20%). Destacaban los índices europeos, que recogieron muy favorablemente una aproximación más gradual en cuanto a la imposición de aranceles por parte de la nueva Administración estadounidense. Las expectativas de nuevos recortes por parte del BCE, confirmadas en su reunión del día 31 de enero, también ayudaron. Por el contrario, los índices estadounidenses estaban lastrados por el sector Tecnología. Las compañías tecnológicas americanas acusaron la noticia de un nuevo rival chino dentro de la Inteligencia Artificial, DeepSeek, que operaba a unos costes mucho más reducidos. En febrero redujimos la exposición hasta ligeramente por encima del nivel neutral. Las perspectivas de un mayor impulso fiscal liderado por Alemania y la revisión al alza de los beneficios empresariales también daban soporte a la renta variable europea. Sin embargo, el peor comportamiento de las bolsas estadounidenses y su posible contagio al resto de bolsas llamaban a la cautela. Por este motivo, cerramos marzo con una exposición ligeramente infraponderada del 19,6%. El 2 de abril, el presidente Trump anunció la imposición de aranceles recíprocos a todas las contrapartes comerciales de Estados Unidos. Esto provocó descensos generales en las bolsas. Desde mediados de abril los índices comenzaron a recuperar terreno gracias a un retraso de 90 días en la aplicación de dichos aranceles para la mayoría de las economías afectadas. También ayudó el inicio de negociaciones comerciales entre Estados Unidos y algunas de sus principales contrapartes comerciales. A pesar de la recuperación de las bolsas se mantuvo una elevada incertidumbre. Por ello, en mayo y junio hemos mantenido la exposición a renta variable algo infra ponderada. A la incertidumbre sobre el marco del comercio mundial, se sumó en junio la situación bélica entre Israel e Irán, con un ataque por parte de Estados Unidos a instalaciones nucleares iraníes. Finalizamos el semestre con una exposición a renta variable del 18,9%, ligeramente por debajo de la de referencia (20%). En cuanto a divisas, destaca la exposición cercana al 8,65% a dólar, estando estructuralmente infra ponderados frente al nivel de referencia en el segundo trimestre, con una infra exposición cercana al 3,0% al cierre de junio. En cuanto a la selección de valores de renta variable, el mundo de la sostenibilidad ha evolucionado significativamente. En el proceso natural de revisión del asesor, hemos puesto en competencia un número significativo de candidatos en un proceso de diligencia debida, tras dicho proceso se ha decidido cambiar el asesor. La cartera sigue teniendo un doble objetivo, no sólo se busca la rentabilidad de las inversiones, sino también el impacto en el planeta y en la sociedad. En el periodo se realiza una rotación significativa de la cartera. El posicionamiento sectorial es de sobreponderación en industriales, salud y materiales. La cartera está infraponderada en el sector financiero y consumo, tanto en discrecional como en consumo básico. Seguimos evitando el sector de energía, por tanto, no hay posición en compañías de petróleo y gas. A nivel geográfico, sobreponderación en Europa e infraponderación en Norte América, Asia-Pacífico y Japón. Las inversiones se centran en cuatro temáticas: Salud y Bienestar, Inclusión, Consumo y Producción Responsable e Infraestructuras Sostenibles. La mayor exposición se da en Infraestructuras Sostenibles. La exposición de la cartera cambia, pasando a tener más peso las temáticas de "planeta" respecto a las relacionadas con "personas". Respecto a los ODS (Objetivos de Desarrollo Sostenible) de Naciones Unidas, destacan el ODS Salud y Bienestar, con posiciones como Thermo Fisher y Danaher Corporation. Otros ODS relevantes son el 12, Producción y Consumo Responsables y el 8 Trabajo decente y crecimiento económico. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice MSCI AC World Index EUR Net en un 20% para renta variable y los índices ICE BofA Green, Social & Sustainable Bond Index en 55% e ICE BofA Euro Currency Overnight Deposit Offered Rate Index en 25% para renta fija. Dichos índices únicamente a efectos informativos o comparativos. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio de la clase Estándar ha disminuido en un 11,13%, el de la clase Plus en un 9,91%, el de la clase Premium en un 10,44% y el de la clase Sin Retro en un 32,00%. El número de partícipes de la clase Estándar ha disminuido en un 9,09%, el de la clase Plus en un 8,75%, el de la clase Premium un 6,86% y el de la clase Sin Retro en un 7,35%. La rentabilidad de la clase Estándar ha sido del -0,11%, la de la clase Plus del -0,01%, la de la clase Premium del 0,07% y la de la clase Sin Retro del 0,25%, por lo que todas las clases obtenían rentabilidades inferiores a las del índice de referencia del 0,86 %. Los gastos directos soportados en el periodo por la clase Estándar suponen el 0,54% del patrimonio, para la clase Plus han sido del 0,44%, para la clase Premium del 0,36% y para la clase Sin Retro del 0,18%. Los gastos indirectos para todas las clases fueron del 0% durante el periodo. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo ha sido inferior a la media de los fondos con la misma vocación inversora (Renta Fija Mixta Euro) que ha sido del 0,97%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En renta variable el semestre ha estado marcado por una alta incertidumbre, derivada de la amenaza que la imposición de aranceles elevados supondría para el marco del comercio mundial, y sus posibles repercusiones sobre la inflación y el crecimiento. Por ello, en la primera mitad del periodo hemos mantenido una sobre ponderación en este activo, moviéndonos en un rango de exposición entre el 20% y el 23% frente al 20% del mandato. En la segunda mitad, el anuncio de aranceles por parte del presidente Trump el 2 de abril y la escalada bélica entre Israel e Irán nos han llevado a un posicionamiento más cauto. Esto se ha traducido en una exposición ligeramente infra ponderada. En cuanto a posicionamiento geográfico, hemos cambiado significativamente con respecto al cierre de 2024. Así, estamos muy sobre ponderados en Europa e infra ponderados en Estados Unidos. En Japón y emergentes nos situamos próximos a la neutralidad, e infraponderados en otros desarrollados como Australia y Canadá. Dentro de esta exposición destaca una cartera global de unas 80-100 compañías que están enlazadas a uno o varios objetivos de desarrollo sostenible (ODS). Esta cartera mantiene un peso durante el periodo que se mueve entre el 16% y el 18% del patrimonio En el resto de la cartera de renta variable, hemos vendido totalmente en el semestre los ETFs de artículo. 8 de la gama iShares ESG Enhanced sobre el MSCI de las áreas geográficas EEUU y Japón. Mantenemos los ETFs de artículo 9 de DEKA de la gama MSCI Climate Change de las mismas áreas geográficas, y también una pequeña posición en la ETF de artículo 9 de Invesco de la gama ESG Climate Paris Aligned para el área de EEUU. Hemos incorporado dos ETF de artículo 9 de DEKA de la gama MSCI Climate Change, uno de Europa y otro centrado en la zona euro. También hemos incorporado otro ETF artículo 9 de UBS sobre Japón y un ETF artículo 8 PAB de Amundi sobre MSCI Mercados Emergentes. Durante el semestre hemos mantenido una cobertura parcial en EEUU a través de futuros del S&P 500 y hemos utilizado los del Eurostoxx 50 para cubrir parcialmente Europa en determinados momentos. En el periodo se realiza una rotación significativa de la cartera de valores, incorporando nuevos nombres como Trane Technologies, Republic Services y PTC. Respecto a las posiciones que ya estaban en cartera, se mantienen Taiwan Semiconductor, Intuit y Autodesk entre otros valores, aunque se reduce su posición. La cartera disminuye significativamente el número de acciones, pasando de más de cien a ochenta y tres posiciones. Por sectores, contribución positiva respecto al índice de tecnología e industriales. Los sectores de peor evolución son financieras y el sector inmobiliario. Los valores que más han contribuido a la rentabilidad de la cartera, de forma relativa, han sido Twilio y Broadcom así como no tener posición en Apple. En cambio, restan rentabilidad Alexandria Real Estate, Block Inc, y Global Payments. En cuanto a las posiciones que complementan la cartera de valores, destaca la aportación de los ETFs de Deka sobre Europa y la zona euro, Por el contrario, los ETFs con exposición a dólar detraen rentabilidad por la depreciación de la moneda estadounidense. Destaca el ETF Deka MSCI USA Climate Change por su peso en la cartera. También lastra la rentabilidad del fondo la cobertura parcial de las posiciones en EEUU a través de futuros. En renta fija construimos una cartera de bonos verdes, sociales, sostenibles y vinculados a la sostenibilidad que supone aproximadamente un 70% del patrimonio, donde predominan los vencimientos de 3 a 12 años y donde mantenemos la preferencia de crédito frente a gobiernos. El resto de la renta fija está invertido fundamentalmente en bonos a corto plazo de gobiernos europeos. El periodo se cierra con una duración en la zona de 2,55 años, en línea con la de la de referencia. En cuanto a divisas, destaca la posición en dólar que ha contribuido muy negativamente a la rentabilidad, a pesar de la cobertura a través de futuros sobre euro/dólar que reducen la exposición hasta el 8,65%. Detraen también, aunque en menor medida, el yen, el dólar australiano y el canadiense. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El fondo ha realizado operaciones con instrumentos derivados con la finalidad de cobertura para gestionar de un modo más eficaz la cartera. El grado medio de cobertura y de apalancamiento del periodo ha sido del 0,52%. A cierre del periodo se mantenían coberturas parciales en renta variable americana a través de futuros del S&P500 y europea a través de futuros del Eurostoxx 50, en renta fija a través de futuros del Bund y del Bobl, y en divisa a través de futuros del eurodólar. d) Otra información sobre inversiones. A la fecha de referencia el fondo mantiene una cartera de activos de renta fija con una vida media de 3,34 años y con una TIR media bruta (esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 2,89%. Este dato refleja, a la fecha de referencia de la información, la rentabilidad que en términos brutos (calculada como media de las Tasa Internas de Retorno o TIR de los activos de la cartera) obtendría a futuro el FI por el mantenimiento de sus inversiones a vencimiento. La rentabilidad finalmente obtenida por el fondo será distinta al verse afectada, en primer lugar, por los gastos y comisiones imputables a la IIC y como consecuencia de los posibles cambios que pudieran producirse en los activos mantenidos en cartera o la evolución de mercado de los tipos de interés y del crédito de los emisores. La remuneración de la liquidez es del 3,26%. Este fondo puede invertir un porcentaje del 10% en emisiones de renta fija de baja calidad crediticia, esto es, con alto riesgo de crédito. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4.RIESGO ASUMIDO POR EL FONDO. La volatilidad de un 4,07%, 4,07%, 4,07% y 4,07% para las clases Estándar, Plus, Premium y Sin Retro ha sido superior a la de su índice de referencia 3,97% y superior a la de la letra del tesoro 0,11%. 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. En este primer semestre se observa que los niveles de la renta variable están por encima de lo que se podía prever, incluso superando los niveles posteriores al denominado "día de la liberación". En este contexto, nos enfrentamos a una disyuntiva estratégica: determinar si el entorno actual representa una verdadera salida, es decir, un punto de partida renovado con nuevas reglas de juego, o si, por el contrario, es una ilusión de estabilidad en un entorno que sigue siendo profundamente incierto. Si se tratara del primer caso, la estrategia debería revalorarse desde cero, deshaciendo apuestas relativas y neutralizando riesgos mientras se analiza el nuevo entorno. Si se tratara del segundo, se requeriría una gestión táctica más activa y flexible. La capacidad del mercado para digerir primero el caos de abril y luego adaptarse a medidas como las concesiones, las prórrogas y los acuerdos vacíos, pero medianamente efectivos ha generado una falsa sensación de normalidad. Esta percepción no significa que los problemas estructurales hayan desaparecido. La dificultad para gestionar la incertidumbre ayuda a reducir riesgos. Esto se traduce en una posición neutral o infraponderada, por una posición más baja en Estados Unidos, pero manteniendo la inversión en Europa y mercados emergentes. En renta fija, mantenemos una postura neutral en duración con una ligera preferencia por el crédito. Respecto al comportamiento del dólar estadounidense, aunque su debilidad ha sido una fuente de rentabilidad, existe la posibilidad de que se produzca un movimiento de recuperación impulsado por el bajo posicionamiento del mercado. Esto sugiere la conveniencia de reducir su tamaño para proteger beneficios. Finalmente, anticipamos un período de baja liquidez en los mercados durante los próximos meses de verano, lo que podría subir la volatilidad. Esta volatilidad, lejos de ser vista como una amenaza, se percibe como una fuente potencial de oportunidades que permite aprovechar los movimientos del mercado sin comprometer la estabilidad de la estrategia general. En cuanto a la actuación previsible del fondo, en renta fija probablemente mantengamos una exposición próxima a neutral, Nos centraremos en los tramos cortos de las curvas, para aprovechar el ciclo de bajadas de los tipos de referencia en Estados Unidos y en Europa. En los tramos medios y largos tomaremos decisiones más tácticas, dentro del escenario de continuación de aumento de pendientes en las curvas. También buscaremos oportunidades entre los distintos tramos de las curvas de deuda europeas. En renta variable, partimos de una posición ligeramente infra ponderada. Estaremos preparados para aumentar o reducir la exposición según evolucionen los riesgos. Buscaremos rentabilidad adicional con posiciones de valor relativo entre las distintas regiones. También vigilaremos la exposición a divisas, especialmente al dólar, por su peso en la cartera. Muy probablemente, continuaremos con el sesgo mantenido en el primer semestre de cubrir parte de nuestras posiciones en la moneda estadounidense cuando se acentúe el riesgo de depreciación adicional. Dentro de los Temas de Impacto de la cartera de valores, la mayor parte está invertida en Infraestructura Sostenible. Esperamos mantener esta posición porque vemos con buenos ojos a las empresas líderes en semiconductores, industria y materiales de construcción. La cartera también favorece la inversión en empresas que promueven la Inclusión. Nos siguen gustando las compañías de servicios de software que ayudan a mejorar la inclusión financiera, la seguridad de los datos y la protección de la información. Además, mantenemos una fuerte inversión en compañías de seguros en los sectores de salud, vida, automóviles y propiedades. La asignación a empresas de Salud y Bienestar también es elevada. En este tema, seguimos prefiriendo invertir en herramientas y servicios de ciencias de la vida, así como en equipos médicos y proveedores de salud. Por último, las empresas que promueven el Consumo y la Producción Responsable suponen un porcentaje menor pero también significativo. Planeamos seguir invirtiendo más en compañías de software que mejoran las cadenas de suministro digitales y la fabricación inteligente, lo que ayuda a reducir residuos y alargar la vida útil de los productos. 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