xbrli:pure iso4217:EUR CAIXABANK ITER, FI 1.0.0 2026-01-01 2026-06-30 CAIXABANK ITER, FI 1.0.0 2025-07-01 2025-12-31 CAIXABANK ITER, FI 1.0.0 2026-01-01 2026-06-30 CAIXABANK ITER, FI 1.0.0 2025-01-01 2025-12-31 CAIXABANK ITER, FI 1.0.0 2026-04-01 2026-06-30 CAIXABANK ITER, FI 1.0.0 2026-01-01 2026-03-31 CAIXABANK ITER, FI 1.0.0 2025-10-01 2025-12-31 CAIXABANK ITER, FI 1.0.0 2025-07-01 2025-09-30 CAIXABANK ITER, FI 1.0.0 2024-01-01 2024-12-31 CAIXABANK ITER, FI 1.0.0 2023-01-01 2023-12-31 CAIXABANK ITER, FI 1.0.0 2021-01-01 2021-12-31 CAIXABANK ITER, FI 1.0.0 2023-01-01 2025-12-31 CAIXABANK ITER, FI 1.0.0 2021-01-01 2025-12-31 CAIXABANK ITER, FI 1.0.0 2026-06-30 CAIXABANK ITER, FI 1.0.0 2025-12-31 CAIXABANK ITER, FI 1.0.0 2024-12-31 CAIXABANK ITER, FI 1.0.0 2023-12-31 CAIXABANK ITER, FI 4182 02 02 2026 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 2009-11-27 06 04 2 en una escala del 1 al 7 La exposición a renta variable oscilará entre el 5%-25%, fundamentalmente de manera directa, aunque también a través de IIC. No podrá invertir en valores de baja capitalización bursátil. La exposición a activos de renta fija e instrumentos del mercado monetario, públicos y privados, no tendrá un máximo predeterminado, excepto bonos convertibles con un límite del 10%. La duración media de dicha cartera oscilará entre 0-5 años. Los activos con calificación crediticia baja (BB+ o inferior) supondrán como máximo un 10%. La exposición a renta variable de entidades radicadas fuera del área euro más la exposición al riesgo divisa no superará el 30%. Podrá invertir en todos los mercados mundiales, incluidos emergentes. Podrá invertir sin límite definido en otras IIC financieras que sean activo apto, armonizadas o no, con un máximo del 20% en una misma IIC, incluidas las del grupo CaixaBank. La inversión en IIC no armonizadas no superará el 30% de su patrimonio. El fondo ha realizado operaciones con instrumentos derivados con la finalidad de inversión 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 0.47 0.26 0.47 0.55 2.36 2.90 2.36 3.10 1 CAIXABANK ITER, FI CLASE EXTRA EUR 14026304.37 15478582.87 978 1028 0.00 0.00 false 150000 EUR 112709850 121372419 135286264 177026407 8.0356 7.8413 7.6831 7.2693 0.36 0.36 0.00 0.00 0.36 0.36 01 0.04 0.04 01 2.48 3.11 -0.62 0.53 1.30 2.06 5.69 4.09 2.02 -0.42 -0.54 -0.72 2026-05-15 2026-03-03 2025-03-05 1.06 1.06 0.64 2026-04-08 2026-04-08 2024-11-06 01 3.52 3.80 3.18 2.00 1.85 2.57 2.41 1.47 1.85 19.23 18.72 19.67 11.53 12.40 16.17 13.26 13.92 16.23 0.08 0.09 0.08 0.07 0.07 0.07 0.11 0.11 0.02 ICE BofA Euro Large Cap (Open) 42.5%, ICE BofA EUR O/N Depo Offered Rate 42.5%, MSCI AC World Index USD NetTR (Open) 15% 3.00 3.17 2.77 1.86 1.86 2.63 2.51 3.20 2.05 1.95 1.95 1.95 1.62 1.62 1.62 2.41 2.41 2.56 0.42 0.21 0.21 0.21 0.21 0.83 0.84 0.82 0.85 true 133001_20260630_VL png 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iVBORw0KGgoAAAANSUhEUgAAAfQAAAEOCAYAAAB/3+X1AAAqkUlEQVR42u2dCZjV5NmwpyIIgsiidUFHEBhFZFNQURARFcsi4AIVKlZkQK0o6oeiKFTBinUBZW3BT9EqAkplKSA/hSnggIKOWBZBERRl3wZwBhB4vj5v/5wrc0hykjNbMtz3deWaOTk5yZMnb947ebO8KQIAAACRJ4UUAAAAIHQ4wViwYIG0aNGCRABls5CYOnWqpKWlyZAhQ+SUU05hwwJCB38VR+nSpSUlJcVUHB9//HHC32iFqRVn/Hz096NHjzbzKm7atm2buOC7xGmNj//r9/dBlxf2PCWzHkHWtSDzEl82rXnb17MotsOGDRvMcuxDEHSfHDFihDRq1Eg++ugjKipA6JBY5qeeeqr5q7z//vty2mmnSUZGRuB5aQWk8zl69Gg4CnUBSCe/30dB6MnEFGahJzo4KyrefPNN6d69O5UMIHQoGiwJ25k0aZK8/PLLsUrw1VdflcaNG5vPS5culaZNm0r58uXlnHPOkQkTJsSms5+FWH9//PFHad26tZQrV04uvfRSWbZsmRm/adMmadmypZlPq1atzGeniti+7J9++kluvPFGqVChgjRv3ly+/fbb2HTPP/+8VK9ePbY+8fF4xZ2VlSX16tUz8Xz//feeZ+h61qXzOf3002Xy5MkJ5+82vVMLSdmyZeXKK6+UhQsXJlzf8ePHmwMvbQ0ZNmxYnoMyt985Lcdpu/nd3k5npE7r6haPk3TdyoVbjrwOCuzr5FY+E+UyP/Hcfffd8vbbb3vuf175jS/T+Y0HEDqU9A3v4wxUK6Xs7GzzuU6dOvLBBx/I4cOHZfny5XLGGWc4zsv6v0OHDvLoo4+a348bN85IXenYsaM89dRTZnz//v3NdImWffvtt8vEiRMlNzdX3nvvPbnhhhti0w0cOFBycnJiFVt8PG5x6zT/8z//Y5ah8WhcXkLXZttnnnlG9u3bJ48//nhsvNv83aa3owc7v//97+XIkSMyZcoUqVWrVsL1/ctf/mKWc9FFF5nl2tfb7Xduy4nfbn62t9N6uK2rWzxO5dCtXLjF7lfobuUzUS7zE88FF1wg1157rTmQueqqq2T16tXHTeOVX6cynZ94AKHDCSZ0pzMZraAtdu7cKYMHD5Zbb71VatSo4VhJ2v/Xymz37t3HLbdKlSqyZ88e87/+1bM6p9jsy9bf2OPTsxSn6ZwqcLe49a89jkqVKnnKQJe5d+9e8/+uXbti493m7za9nddff92sW3p6unz11Vdy7NixhOurctTp9P9Dhw7lidHtd27Lid9ufra303q4ratbPE7l0K1cuMVeEEJPlMtk47HQS1ArV66UJk2aHPedV36dynRBxAMIHU6gJne3s1ylWbNmMmbMGJk3b56sW7cuodArV64cq+TtqDitikmFr+JPVEFr5bV9+/bAFblX3Pp3//79sTjOPPNMTxnYD1B27NgRG+82f7fp45k7d648++yz5sxq7NixvtfX6X+337ktx21+ifIWj9u6esUTv1yvcuEUu1tedB5+he6Vy/zEEy91pwMZv/kt6HgAoUMJJP6muPjP8RVLxYoVTdPgtm3bpFu3bgkrxE6dOsmAAQPM2YbecGc1ubdv3940Her4J554wlxnTyRq/Y025WozpFZYeu3Rq/I76aSTzBmQV9z6V69JanOoNr136dLFU+ja5KnT6fS1a9eOjXebv9v0di655BJz38Ivv/xirl9XrVrV9/o6/e/2O7fl2PPkd3s7rYfburrF47TN3MqFW+xOB6faOqDX7ONjdVpPP7lMNh595GzJkiWmGXzFihVy0003HTeN3/wWRDyA0OEEkbr12Fr8GXt8xTJy5Ehz1l2tWjVTcSSqEPWmHa3I9OxEH7/RG9CUjRs3ynXXXWeu/elZit5QlUjo+pvrr7/eHHBcdtllsmrVKs/Kr02bNmZar7j175dffmmun6oENm/e7Cl0vclPb+yqWbOmZGZmxsa7zd9tejta6Tdo0EBOPvnkPPn3s75O/7v9zm059jz53d5O6+G2rm7xOG0zt3LhFrtTOdZ4R40adVysTuvpJ5fJxqPT1K9f35R9LVtON376zW9BxAMIHQAAABA6AAAAIHQAAABA6AAAAAgdAAAAEDoAAAAgdAAAAEDoAAAACB0AAAAQOgAAACB0AAAAKD6hT58+PWHf2gAAABBioWt/wnXr1vUl9A5dfke2AQAAwij0QYMGyZAhQxA6AABAVIW+fv16qVevnhw8eBChAwAARFXo7dq1k9mzZ/93Jh5C136wMzIypEfvB8g2AABA2ISuEo8fOEMHAACImNDj5Z4IhA4AAIDQAcCBWR//P5k4ZWqg4e8z/kHi8sHuPXsD51yHrK/+TfIg/EL3A0IHKHj6PPaE2beCDN3TuZ8lP6zfsDFwznV48533SB4gdABA6AgdAKEDIPQTTOh7D+TKnUOnBB5GTF+K0AGhI3QAhB4Wtu89IFU6vxB46PX6NIQOCB2hAyB0hI7QAaEDAEJH6AAIHQChI3SEDggdocMJzehx/yt39bw/8LA3OxuhI3SEDggdICy88vropCroPXv3InSEjtDBVx2T/mDfwANCBwiZ0J9//1/y26GTAw9Hjx1D6AgdSgDPPPenpMoMQgcImdBvHTIxKbkgdIQOCB2hAyB0hI7QAaEjdEDoCB2hI3RA6AgdEDpCR+gIPWKs+n67zF/xXeDh4OEjCB0AoSN0hA5h4b4R05MqM1t374++0DMzM6Vhw4ZSrlw5adSokSxbtgyhA0JH6L449p91e3LQ4MDD/779LkIHhF7QQk9LS5Pp06dLbm6ujBkzRurWrYvQAaEjdN9CTybng4YMReiA0Ata6HZycnKkUqVKCB0QegkT+otTFsnAd+YHGkbO+BShI/QCJ/fgQcnety/wcPToUYQehLlz50p6ejpCB4RewoSelv5a4LivfnQcQkfoBc4bE/6WVN43fP8DQvfLrl27pH379pLt8l7rrKwsycjIkB69H6BEAkJH6AgdEHoYhb5lyxbp2rWrbNy4MeG0nKEDQkfoCB0QegiFPmfOHGnevLls3brV1/QIHRA6QkfoJZuZn66Vri9OCTys+G4LQi9OoaempkpKSkqeAaEDQkfoCP3EFfrr05Ymlfd5WesROi+WAUDoCB2hI3SEjtABEDpCR+gIHaEjdEDoCB2hI3SEjtABEDpCR+gIHaEjdACEjtAROkJH6AgdIsaKDVtlyqJVgYc9B3IROkJH6AgdoSN0CAv6jvBkdjY9EEDoCB2hI3SEHkGhHzp0SOb/a1HgYfWatVgToSN0hI7QETpCD4vQd+/Zk1TiXh05BmsidISO0BE6QkfoCB0QOkJH6AgdoSN0hA4IHaEjdISO0BE6QkfoCB2hI3SEjtCLRehTFq2U3w6dHGgYPDEDoSN0hI7QETpCR+hhEvrQyYsCJ67Dc4l3CISO0BE6QkfoCB2hI3RA6AgdoZdYoWcsXCydu/cIPCxcnInQS7LQly5dKtWrV5fSpUtLvXr1JCMjA6EDQkfoCD3EQv9nxsKkYl/wnwMBhF6Chd6hQwcZOXKk7Nu3T55//nm55ZZbEDogdISO0BE6Qo+a0KtVqybZ2dnm/61bt0pqaipCB4SO0BF6PoW+aOVGqdljWODhL7OWIXSEnhxlypQxO6Vy5MgR0/SO0AGhI3SEnj+hz1/xXVKxvzZtCUJH6MlRvnx5OXr0aEzoKngnsrKyzPX1Hr0fQOiA0BE6QkfoCD1sQq9Zs6bs2rXL/L9jxw4577zzAp2hvzp5gaR2HhRoqNu5X1JJKcihfZfu0qpLz8DDb7r8vthjb/OfGJKJvU0IYm/c5eHA5UWHm7rcW+yxX9qlX1Kx31LMcetwYeenA8ed1vnJEJT1u5PKeYMujxZ77Nd36ZVU7E27PFjssWsMycTe8j/rXNyxN+j8aFKxF2b9WGRC79q1q4wYMUJycnJk+PDh0rFjx0BCjyorv9+W1FHcgAnzEs778y9XJLXRp06f6Sv2Sf/6d1Kxv7fgq4TznjptZlKxZ634SgAAIP8kLfQFCxaYs/KTTz7Z3BCXmZmJ0BE6QgcAiJrQg4LQETpCBwBA6AgdoQMAAEJH6AgdAAChI3SEjtABABA6QkfoCB0AAKEjdIQOAAAIHaEjdAAAhI7QETpCBwBA6AgdoSN0AACEjtAROgAAIHSEHk/2zwdl7Y87Aw/6O4QOAIDQEXpIhF6YIHQAAISO0BE6AAAgdISO0AEAAKEjdIQOAIDQETpCR+gAAJEWemZmpjRs2FDKlSsnjRo1kmXLliF0hI7QAQCiJvS0tDSZPn265ObmypgxY6Ru3boIHaEjdACAqAndTk5OjlSqVAmhI3SEDgAQZaHPnTtX0tPTETpCR+gAAFEV+q5du6R9+/aSnZ3t+H1WVpZkZGRIj94PIHSEjtABAIpb6CkpKbHBYsuWLdK1a1fZuHFjwt9zho7QEToAQAjP0OfMmSPNmzeXrVu3+poeoSN0hA4AEEKhp6am5jlrt5+5I/QTT+j6tMOu3bsDD4cP/8JeCABQnEIPCkIv2UIHAACEjtAROgAAIHSEjtABAAChI3QAAEDoCB2hAwAAQkfoCB0AABA6QkfoAACA0BE6AAAgdISO0AEAAKEjdIQOAAAIHaEjdAAAQOgIHQAAEDpCR+gAAIDQETpCBwAAhI7QEToAABSC0KdPn56wL3SEjtABACDEQs/NzZW6deueUEL/dvMuueax8YGH16YtQegAABBOoQ8aNEiGDBlyQgm9MEHoAABQ5EJfv3691KtXTw4ePIjQEToAAERV6O3atZPZs2f/dyYeQs/KypKMjAzp0fsBso3QAQCguIWu0raG+M/28ZyhI3QAAIjQGXq87BOB0BE6AAAgdISO0AEAoLCF7geEjtABAAChI3SEDgAACB2hAwAAQkfoCB0AABA6QkfoAACA0BE6QgcAAISO0AEAAKEjdIQOAAAIHaEjdAAAQOgIHaEDAABCR+gAAIDQETpCBwAAhI7QEToAACB0hI7QAQAAoSN0AABA6D7Jzc2V9PR0qVy5stSqVUsyMjIQOkIHAICoCf2ZZ56RJ598Un7++WeZMmWKkTpCR+gAABAxoV9yySWyfPly39MjdIQOAAAhFHrZsmXNWXrFihXl0ksvlaysLISO0AEAIGpCL1WqlAwfPlxycnJk/vz50rhxY8fpVPR6fb1H7wfINkIHAIDiFnpKSkpsUKpVqybZ2dnm/8OHD5szds7QEToAAETsDL1nz54yduxYI/O5c+fKNddcg9AROgAARE3oe/bskdtuu00qVKggDRo0kFWrViF0hA4AAFETelAQOkIHAACEjtAROgAAIHSEDgAACB2hI3QAAEDoCB2hAwAAQkfoCB0AABA6QgcAAISO0BE6AAAgdISO0AEAAKEjdIQOAAAIHaEDAABCR+gIHQAAEDpCR+gAAIDQT1A2b9kqE6dMDTysWbuO5AEAIHSEDgAAgNAROgAAQHSFvmDBAqlfv76UK1dOGjZsKIsXL0boAAAAURN6tWrV5NNPP5XDhw9LZmampKamInQAAICoCb1WrVry2WefyS+//CLLly83nxE6AABAxISekZEhZcqUkZSUFCldurQsXLgQoQMAAERN6E2aNJFZs2bJwYMH5aOPPpJmzZo5TpeVlWXk36P3A2QbAACguIWuZ+LWoFSoUME0tysHDhwwN8cBAABAxM7QW7ZsKYsWLZKcnBxzpn711VeTTQAAgKgJ/euvvzYSP/XUU81f/QwAAAARE3p+Sead5U7D/X0eLrB5FfUQ1djJObETO7ETd9HEHgmhFxR6wx2xEzexEzuxU8ec6LFHXuhffvklsRM3sRM7sVPHnPCxR17oAAAAgNABAAAQOgAAACB0AAAAQOgAAODF999/T+wIPRocO3YssrH/+9//lrfeeks2bNhA7EXIF198Ia+99prpY4C4i4Z3331X1q1bF8n9NMqxv/POO3LWWWfJ5s2bib0IWbJkiQwfPlzWrl2L0P0ye/Zs6dmzZyRjHzZsmJxzzjnSoUMHOfPMM+Wrr74i9iJAhXjeeefJH/7wBznjjDMiU1lENW4LfZNkWlqa7N69O3L7ahRj1xOdAQMGSM2aNWX16tWRO0mLauzWAeD5559v3PTUU08hdL+8/fbbpqOYl156KVJx//DDD3L22WfHKuVJkybJfffdR+yFzI4dO4wMf/rpJ/P5xhtvlBkzZsihQ4eIu5C599575corr5RWrVrFOnQi9sJj6dKlUr58eVN2LHJzc4m9CGjatKls3LjR/H/48GHZs2cPQvdDv379ZPDgwXLuuefKtGnTIhO3Np3au5o9cuSI3H777cReyHzzzTfSqFEj8//MmTOlTJkyUqlSJWncuLFkZ2cTdyHy8ssvy6hRo6R9+/bSu3dv+eyzz4q8ojvRYlexTJ8+XRYuXGjOdps3by5t27aVffv2EXshctFFF5l9Vi+NVatWTS655JIijT1SQrdfu+3WrZvs2rXLHNHpGUyY3ywUf815/fr1eb7v0aMHsRdB7N999535O3/+fPPd0aNHJT09XR5//PFQxx6luJ3y/o9//EMefvhh2b9/v1SvXl1OO+0001Nj2OOOcux6SVLFqENmZqYZd//995sTIWIvvNiffvpp46Y2bdrIggULzLgHHnjAlCGEbiP+2q1d4BMnTpTU1FTZsmVL6ON2uub80EMPmb9jx46VJ598ktiLKHZl27Ztcv3110euzIQxbrfY9YBELxVoZadS1DMXvWwQhZxHOfZ77rkn1vyraFfXKhpiL7zY9cCvdu3actVVV8Wm0/sv6tevj9At/Fy7/eMf/yhXXHFFqK63+Ilbj/CeeeYZcwRXp06d486Aib1wYj9w4IC5xqXXSIvj5pVkYw9r3F6xa4tClSpVzBmXHoh8+umnct1114XmKRWvnEc5douff/7ZlBm9ZKA3nEWpfoxi7GvWrDHf6Ymm3uuirZi9evVC6BZ+r93++c9/DtV1RT9xjx49WipWrCitW7eWvXv3EnsRxK6x6rU5bdW588475eDBg5GIPcxxJ4pdv7MfbIfpkdNE5SXKsWuZ0TPGGjVqyG9/+9tQ3UxZkmPXlp1OnTpJw4YNzdMpeiCO0G1E6dptkLi1qz3d4FogiL3oYtdKWZvxolZmwhx3Sd5Poxy7tjJoUzCxl/wyE9m73MN67bakxk3sxM5+SuzEHu7YIyn0sF67LalxEzuxs5+Sc2IPf+yRErp1fTys125LWtzETuzsp+Sc2KMTeySErtcN9ehHXzCghOna7Y8//ig333yzuRszSnGX1JyTd/JeknJOHUNZj5TQ9S1v+riZvg1Lj3Kc0PfiWo+NhBG9GeLWW2897u7XsMZdknNO3sl70LyHPefUMZT1SAh93rx55kX2H3/8sXlVnr7uz4n4x0bChj4n2aJFC+nfv3/o4y7pOSfv5D1o3sOec+oYynokhK5HP/pAfpTQjaxHZ3oXo/1tdTt37pRatWrJhAkTQh0/OSfv5J28k/OSV9aLXeg33XSTzJ0797jxK1eujHVXqG/fcZqmOOnevbt5f7x22KCv9Bs4cKCsWrVKvv76a9OHr/Wu5zDG7ifnYYzdb86jnHfKOnmnjqGOiYzQ9ShIX99nvRhDuz7t2LHjcdO98sor8uGHH5r/9RV7Yei20H6ThL6xSN8SpDdF6B2NevSmPepcdtll0rJlS1Mo9LGFsMRuz7ufnIcx79rDlZ+chyn2oHkPS9zJ5D2MOaeOoY4p6XVMsZ+h61HQHXfcYW400IJ78cUXmwfx7bRr105mzZoVumRphwH6Oj+NXfvrvfDCC02H9hZ69PnGG2+Yl/UvWbIkdEf8mnd9BWGUcm7P+/bt2yOVc/JevDmnjqGsnwh1TJEL/f333zdHPSNHjpTJkyeboyDrRfubNm0yPdNoZxP6Mnt9Z++VV14Zqvf2WmhM1157rTzxxBPmszbH/PrXv4518Rc23PIepZzH5z1KOZ86dap53zp5p46hjqGsR17oepSpNxnoEY8evWmzxgUXXCB9+/Y14/72t7/FptXO7LWLQm2ucXv2rzib7iz0JgntIOOdd94xn+fMmSPnnntunj6Uixu/eQ9bzv3mPUo513HWmRZ5p46hjqGsR1LomrTbbrvNPHivibInTXvQ+dOf/mSOgj755JPQJUWbW9atW5en6c7OihUrpHLlyubaizJixAgZOnRoaArriZD3KOVcr8VZR/3knbJOHUNZj+QZulvS9K7BsmXLmqYY7SA+bEdB48ePl7S0NNm6datpQtIjzHjuuusu08F9GCHv4cv5li1bzFE/eaesU8eQ90gK3bpTMz5petNESkqKaYoM61HQY489Jq1atTIVsb35y+L6668P7bOJ5D2cOQ/bmdaJkndyTt5LSt6LVehK/PVDRW/9L1WqlOnrNqxobHpXZu/evWXNmjXmaFPvdNQ7HvWVgE2aNDE3PIUV8k7OyTtlnbyXvLwXq9AV+/VDfXm9vsT+8ssvD31y9u/fL/Xq1TN3cOo66F2Q+krDPn36yL59+0IfP3kn5+SdnJP3kpf3YhW6Yl0/1LcIaRdzVrdzYUevAVWtWtU8nxhFyDs5J+/knLyXvLwXq9AVvaYSla79nn32WfMcsb4NSI/cli1bFtmNTN7JOXkn5+S95OW9WIUeJZYuXWqeQ9RHGJzu5gTyTt6BnJN3hB4RtHu8qL1YgLwDeSfncGLmHaEDAAAgdAAAAEDoAAAAgNABAAAAoQMAACB0AAAAQOgAAACA0AEAAAChAwAAIHQAAABA6AAAAIDQAQAAAKEDAAAgdAAAAEDoAAAAgNABAAAAoQMAACB0AAAAiITQX5yyyHNwYsSIEVK9enWpUKGC3HrrrbJ79+4837///vuSkpJi/uZZaMp/F9uhQweZN29ebPzMmTOlXbt2vudhDaVLl5aLL75YPvzwQ9+/ffvttx1jsv5aDBs2TO6//345duyY6/Txg9/xpUqVMvmbOnWq90bymFeQ7eI2faJ8rVixQq677jopV66cnHXWWfKb3/zGjPOKzSn+X/3qV3LhhRdKRkZGvuJJlI8g29c+rkGDBvLXv/41z3f6WccDAERG6FU6v+A5xPPWW29Jw4YNZfXq1bJv3z555JFH5M4778wzjVb83bp1M3+dKtBNmzbJDTfcYP7/+eef5aKLLpJvv/020DyUgwcPyqRJk6RSpUq+f3vppZfK3r17PSv8V199VR5//HFXyQb57DT+8OHDMmPGDDn77LMTCt3veK/tkkigbvlKS0uTcePGmW20f/9+83+tWrV8zdM+jR4UTZkyxcSXn3gS5dzv9nX6rlGjRmYdFc2flkk/6wgAEFmhX3755bEzLeXAgQMyatSo2OctW7ZI1apVTaWqf/WzU0WsZ8AqoSFDhsiAAQPyLMPvPFSMKoqHHnrI92/Hjx8vffr0ca3wX3nlFenUqZNvySYrdD37rFatWoEJ3Wu7eInJK19VqlSRrKysQLG5TaPx6Jl+fuLxI/RE29ftd88991ysxURbfPr27YvQAaBkC10r5T179rjO+KWXXpKePXua/3v06GE+O1XER44ckaZNm5qmWD0DDDKP+EEPDvz+Vs8WmzVrFhOVvVJ/+eWX5eGHH5bU1FTJyclJWuh+muLr1Kkjc+fOTShEpyZtJ9F4bRcvMXnla/LkyaapvUWLFkZ4ixYtSrieTsvVba1N4XoWnJ94/Ajda/t6CX3t2rVy7733ms/6Vw+OEDoAlGihV65cWXbs2OE6Y23ynD9/vvn/n//8p/nsJvTmzZubJtx4ofudx6FDh8z193PPPTfQb7/44guzbK387ZX6gw8+aP7Xa+ejR48ulDP07Oxs05T83nvvBTrDTTTea7t4ickrX1ZrwuLFi+WFF14wTeZjx44NdIauw0knnWTudbAOCPITTyKhu21fvY5vvx9Cy5+Os/+ubdu2Zpp69eqZ7xE6AJRood9xxx2yYMGCPOOWL19u/n7++eeOZ246Pr4i1rNqbXaePXu2PP3007HxQeah6MHAaaedFvi3Ku833njjuLM75ZtvvjHXUI8ePVrgQle2b98uNWrU8DwwCip0r+3iNp9E+YpH4z399NMDCT3IeL/xJBK60/bVA56dO3fGvv/hhx/MJQX774YOHWpuhuvevbvvdQQAiKzQV65cKddcc42sX7/e3Dw0cOBA6devn/lOr2VrpWhHz+ysa9z2m+JatmwZE2jHjh1jN8X5nYeiN8W9+OKL0qZNm8C/1Wu0devWdW2S1evoTnehF4TQFW3eHz58eIEJ0Wu7uM0nUb70coh1UJCbmysff/yxXHbZZYUm9ETxBBF6/PbV7allRW980wMTbVbXgyD77zZs2CBnnHFG7KkJhA4AJVroyrvvvmuauStWrCj33HOPqey1abZ27dpGJna0Yq1Zs6b53qogVeBWs6qycOFC09zpdx7WoMtv3bq1qYiDLN9Cr+u6Cf2TTz6Rq6++Oimh+3nUTA9G7DffeV3j9Tveabu4xeQnX3odWrfVBRdcIGXLlpVWrVrJunXrPNfTb/zJxBNE6PHbd/PmzXLLLbeYR/q0RUcf69u2bdtxv9PH9PQGPoQOAJETejLPoUPB06tXL5IAAADJCx3CQf/+/UkCAAAgdAAAAIQOAAAACB0AAAAQOgAAACB0AAAAhA4AAAAIHQAAABA6AAAAIHQAAACE/v9Jf7Cv53DcD23vtx4xYoRUr17dvB9b3429e/fu2DR+3vNtDaVLlzbda1qdYigTJ04040455RSpX79+nu8SzV97cdNx+tc1AT7fuW4fZ5+2VKlSZt3tHbh4xeyWQyfc4k+0fP1fc6nfawzamYrfnCXapn5j0y5JtVMX7U/cCX3f/O9+97tA2zl+nl7bTt/f7pRrXWaiLmunT5+eJy+ZmZmmy1jta177cl+2bNlxv9F+BJxisbaFDtY20m5dtXMbezeuXuWT/cy5nNtJtM/p9tG+CLzKhle+7Mv1Whe3su+3Tkh2W+RnfHxu/fwmPidB6ie/dZuf9Qj7/tugQQPTc6Md/azjlRUrVph+IzS2s846y3SpreP87POeQu/Q5Xeeg9tO99Zbb5lkrV692nSo8cgjj8idd97pS1jx02hHJZMmTZJKlSqZz9oPtu6E8+bNM92j6g5y/vnnm65W/cxfk9OtWzfz18/y/ezk8d9pZyEzZsyQs88+21fMQYTuFr/X8rXQnXrqqbHCpzuMdkJil2AivLap39i0sE+ZMsXMJx4tlLVq1ZI9e/YE2s7x8/Tadtp/unboEh+XLlOXHX+AYqEd2dh7Z1PS0tJMJaHfjRkzxnwfz5tvvhnrbtWOVRFYFYPSrl07Mz9fR9zsZ47l3I6ffU63z9133+1ZNtziit+nEq1LfDkNUickuy3yMz4+t35+E58Tv/P2W2b89l4Zhf1XDyK0d0dF913tktuKT2MbN26c2dY6jf6v9VOy+3y+hX755ZfnORLVHqpGjRqVVEWjG193BKubTO1addq0aXmm//vf/26OaBLNf8uWLVK1alWz4+pf/VxYFY1Ks1q1ar5i9ltIveL3Wr7TkbNW3tpNq99t4rVNg8Smv9Mjz3gGDx4sTz31VOxzkO1sn6fXths/frz06dPHMa4nn3zSxODEoEGDZMiQIa7zzsnJiYnQjsoi/szPqUL47LPP5IorrvDfhMZ+5ljO7fjZ53T7aKWdqGy4jbNX6H7WxV5Og9QJyW6L/Ardnlu/87LnxO+8/ZaZZIUexv33ueeei9XJ2trSt2/fWHxVqlQxvVkGrYcLTehaaK0zLb/NbImmGTZsmPlO+6TeuXNnnun1KEbPOJ1+a+ell16Snj17mv979OhhPhdGU6AOderUkblz5/qK2W8h9Yrfa/mJCr6fbeK1Tf3Ephw5csTsIHp0Go+Oszcr+dnOTvP02nZ6ltSsWbPYzmJfzy+//NIxLu1Dvl69euYM1i2Pmuf09PTjxutZ1bXXXmuaxq666ipzVO3UZHfzzTfLrFmzAgud/SxvObfjZ5/T7WM1q3qVDb8HGl7rEl9Og9QJyW4Lv+P95DaZbeW1reO3m58y47c76ijsv2vXrpV7773XfNa/KmkrvsmTJ5um9hYtWhjxL1q0yFc9XGhCr1y5suzYsSOpa8Tx0xw6dEhmzpxp+vJWtEknOzs7z/S7du0ySU80f21Ws/pa12Ys/RwkRr0OZr9GojupjrP/RmPTJiP7NdlEMfvNj1f8Xsv32hH8bhOvbeonNh1OOukkcx3QXkDtOdIjZb85c5tnojMJvdbVvHlzsx3t0+qyy5cvf9zvtCnNq2lTY2rfvv1xsdo5evSorFy5Upo0aXLcd3otr2nTpo7X5RLtH+xnv3G99yFR/Nb1cz9lI2jLgdO+Fl9Og9QJyW6LZMf7qUOCtGT42W5+ykwyZ+hh3n/btm1rypoecGgZj2/FWLx4sbzwwgumiX3s2LFJ7/P5Fvodd9whCxYsyPPd8uXLk6poFL2WYB2N6hFT/LUKTaCO95r/559/7nhEp+P9JkaTaT9S/uGHH0zzSPxvtm/fLjVq1IglPlHMfpadKH6v5TsVMj/NhXa8tmmQ2NzQykmvZ1kku539jH/wwQfljTfeyDNOl+12gOV2FqDNgl27dpWNGzcmXD+tFJwOGG644QZzhuB0XS7R/sF+lrec20kUv3X93E/ZKKgm9yDxBZm2MJrc43NbkE3u8fP2W2aSEXqY99+hQ4eam+Gs6/Ru66N5Ov3005Pe5/MtdD2aueaaa0xzh164HzhwoPTr1y+pikabSl588UVp06aN+TxnzhxzZK1HcdrspDeKnHfeeebswmv+em1QE2hHj36sa4Z+CkqnTp1MLLpcTbI2lWiCnX6j16eHDx/uK2Y/y04Uv9fy429W8XtDjx2vbRo0Nif0DtE1a9bEPie7nf2M1+t08TfJ6LKtu0z9lEuNT8/mtm7d6jq93tyyZMkSc/StlxNuuummPN8vXLjQzMPpupyfONjP8pZzO4nit66f+ykbTvEGvSkuaHxBpi0MocfntiBviouft98yk+w19LDuv9pKpJdTrCcWrPH6NIQlaT3R0CeStH5Mdp/Pt9AVfQRJm+8qVqwo99xzT+zsK+i1Pf1969atzcpb6A0h2kxRtmxZ0zSjN/N4bWRtvqhdu7ZJgB3deWvWrGm+93NUt3nzZrnlllvMmZyeyegjA9u2bXNcrlaQWjH5iTnRsv3En2j59sfW/D5yE4/TNk0mNif0hrT4nTrodg5yrU+vZ9rH6bL1xji/FUJqaqrnNUpFKwN9xEiP7G+88UbZtGlTnvnpTU1WM6Nbk10isbCf5S3nfsuPdf3cT9lwijfIY2tu+K0T8rMv5Gcfsee2IB5bc5p3kDKTzDX0sO+/Og+9sc0+Xu/j6Nixoymjur1btWol69at87XPewp92/YdngNAQaHXsvTRDetRjqJEl6nPdf7000+hy0uvXr0oHAARJQz7L2+Kg2JhwoQJjs99FjZ33XXXcS96CAv9+/enYABElDDsvwgdAACgBIDQAQAAEDoAAACUKKF7ddCQqKMPvcPPflehNa8PPvggNk6/t14O4bfzAqdOBxyTEPDuTa8OHpK5O7ZDhw7m8RQLfURFX5LgtnyncV4v+Q+yfn7Wq7A6hYgnrB24aFmMfzd1YXXuAABQ5EJ3e9m+n44+9DlR+6MZ+oiDzqtz586xcfq9Thek84LC6nTAq4OHZJ5fVUHoSwsUXSe9A/zbb78NJHSvl/wHWT8/65Uoh17j/Xa4EdYOXDRv+ohN/HwLq3MHAIAiFbrXy/YTdfRhVYaPPfaY+V9lpC9S0Hnp83fWc3v6vU4XpPOCwup0wKuDh2TeMKXoe7X14Ec7FhgwYIBvafp5yX+Q9fO7XgUldLcON8LagYu+y1kPTuPnW1idOwAAFKnQvV62n6ijD0WbK/WNOIo2s1qV7H333RdrwtfOFKy37QTpvMBPxyXJvMvZrYOHZDp1UPQNRfqeYG0u1jPQoHF6veQ/yPp5rZfXix2CCN1Phxth7cDFbb0Kq3MHAIAiFbrXy/YTdfRhoddG9YxNryfrNUZFz2b0LVK//PKLqfgVv50XFGanA14dPCTTqYMlIp2XNvW6Cd2rIwvrjNfpJf9B18/veuXnDN1Phxth7MAl0foWdOcOAABFJvREL9v3esG8HW2yHDlypDRu3DjPeBXTa6+9FutcIUjnBYXV6YBXBw/5aXLX1gi9Jvz00087TuPVkUU89pf8J9OpQqL1yq/QnbaPnbB24JJovpbUC6pzBwCAIhN6opfte71g3o5eH7f30WwXnY63OlcI2nlBYXQ64NXBQ7I3xek1YuvsW9/t63RTnFdHFl4v+U+mUwWv9SooocdvHzth78Alfr6F1bkDAECRCN3vy/bdXjBvR6+Pa+WmZ23xZ5plypRJuiOJwuh0wKuDh2QeW1OBW5csrMpf+8+Nx6sjC6+X/CfbqYLbeuX3Grrb9rET9g5c4n9fEJ07AAAU6xk6QGFABy4AAAgdSgh04AIAgNABAAAQOgAAAESL/wOPe0YJyMub8QAAAABJRU5ErkJggg== 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lA4A8I5oesanh9AKvv9fQrqLn0yFRjS+jWH2bLILgKdFo1UH2/S3Qiq56FToqHiHDPSDEtKIxrfRIy5NTp8+TYYB8KRo3vtwrTR51h6SScZZQrqHD6dCIxrfxr197HLw4EEyDIAnRZM1eXrIJ5tOQ3xXQhrR+DZ0EsziZcvJMACeFM3IMbkknP+UkI5JSJPnkvIRTYiFI6eQDAPgSdH0HDGGZFMuHu5nmanQ3iohjWh8H4NGZZFhADwlmqNHj8pfBtpJNi6mQvcd4ZD+XighjWh8H52HcOEmgMdEs279RnPRGsmm6hLSuip0Vw+WkEY0vo/7+lhy6NAhsgwgGk/stGj2fFNxkGRTfXQf7rkS0ojGP1YIWL9xE1nGw9BqDFHRpOcWkWhqMRX6+aT0Bi8hjWh8H43D7TKv5FW/+KAfP35cTpw48fMEcMYZFeLCCy+UBx54QLZt21blczRqnWjcOE5d+cMf/lDr17z88styzjnnyLBhwyqcT13OTc+hZcuW5pzuv/9+2bVrV9m2zZs3S4sWLeS8884zP6s63y+//FJat24tF110kYSHh8uPP/7o1jY9j7PPPtuE3lb+/ve/y6233hr8omHGWX1KSM9ENCxF02CsWvOxxGcWSNiIbOk2MlsSs6bI5q3bq0yseqF1fHy83HPPPfVKvq5EU9NxGmrf7uBMzA1xUW2rVq1kyZIlRuSLFi2SBx98sGzbbbfdJlOnTjXj1tnZ2UY2rujYsaMUFhaaLwRz586VF154wa1tzvNwCkeJjIyU4uLi4BfN4NHjSTJ1LCE9KCFNejdACWlE4x+RPDbfZx/ut1etlnv7Z/zsd2oXO65MNq6S9LFjx+T888/3qGhcHUeT8dNPPy2XXHKJPPXUU/KPf/yjwuvHjRsnv/vd7yp8e6/cylq9erWRl7YurrnmGpcJt/JrqmrRuLMvRVsrKgHlhx9+qHBOlc9Xn+uKyy+/vGwfKqzyrbTqtlX+3fUiYX2Pfvrpp+AXTa8XmNpcn3ioAUpIIxr/CP3S5Qv0m3qMVXXPgrZsXAlAxzvGjx9f4Vu5J0Tj6jgxMTGyadMmk0znzJljurXKv37AgAEmkZf/9l5535qEFy5caPZRVFQkV155ZY2/T1W33d3XfffdJ0uXLpV//vOfsmzZMrn33nt/9hz9vRMSEqRdu3Yu96FydY41ffvtt0Zu7myr3KLR1k5aWlrwj9HoP3hYLFObG2LdtOfiHRKdMqFOU6ERjX+EXk/mC/Sb7QPRGVX+XtqNpgm08tiJfhvXZHjgwIEqx1fqKpqajvPb3/5WTp06ZW7/61//Mt/My7++/Aw+d8ZV9Ft9VdvcEY27+1qzZo0Z79HtmuzXrl1bYbu2zK644gqzbfHixS738cQTT8j8+fPN3619+/Zy5plnurWt/BjNzJkzzXuoXXWVx22CTjRa7OyR/kxtbqi47T9ToVUciCbwosNg31xL88UXX0jLvlX3LHSMG2+6cpzJU78gajK75ZZb5Lvvvqv1GEhNInLnOOeee26F/Wjyrup3qEoO+o3fZrOZLrgbbrihXqJxd1933XWXacloi0bHaFy1aBQdX7nuuutcbtuzZ4/Zj7ZesrKyKnSxVbetPDk5OaZV6GrcJuhEs3fvXmkegWgaOroNtdeqhDSi8Y/QL1365cvbaMug3+iJVf5eOkHAVQLPzc014yP1HWyvqevM1XEaN25c5diCu6LRJJ+SkmISv3bD1Uc07u5LZ4M5W2I1jdFUta08W7dulWuvvbZW21TgN910k8m/9Z1FFxCiWfHuB3Ljs3SdeaqE9GBTQnoyokE0NbLotbekWYSLlaX7Z5jZaFUlojZt2lTocvHUZIDKx+nTp49s3LjRtAwmTZpU7cy38vf1W/tXX31VNp6xbt0685737NmzXqJxd18PPfSQvPfee2basUpJpzo7adq0qdmmrdoFCxZI27ZtXe6jSZMmUlJSYo7lcDgkLCzMrW1OdCypU6dOVc5ECzrRLFm+Qq7vimg8GU8M0nXTxlZbQhrR+Efc3tMu+/fv99mEAJWNtmy0G03HbHSCgM5Gq04Au3fvNgPhzplOnhJN5eMcPnzYjNtoC+FPf/qTuR7EHdF07txZLrjgAnP7pZdeMsldW0c6S60+onF3X87raPR30J/lr5XR8Ru9pkUH8B999FH57LPPXB5rxYoVcuONN5pzV2Hoe+HONicqZefYkKtraxANUeep0NEj00wJaUTjv6HdyNqd4Uu0W0fHbHQwmWJsrtHWiLdbAL179w6Z9xfRBEEJaVdToRENogH3mTx5spl84M0WgF6wimjqyKwFi+SacBKM96dC22VASnbZVGhE4x9xQze7LF/xLpkcQpoGF03etNkkGB/FLRG6btoYU0Ia0fhHaOteW/kAiAbRBF0dlOEp6YgG0QAgGsKzkwW0S433AtEAIBqCQDQAiAbREASTAQD8RjSLly2X3zC9mSCY3uwlqLAZgqLhOhqC8C/R6JX3Gzdtli3btv+symZ1lS+3bNlirorXlZTL8+9//1uuv/56szyL24nGzyps1jtxurlaQnXPq+uKC7oygP5dKqN/p379+pn39ve//72sXLnS5eu16qeueKDXDekKDJVXm65q//Wp5tngolmzbr007Y5oCMIflqCZX7JU4jOnSZfEadI9eaokZk2XpeXGjGqqfKmliV977bUKz3nzzTfNasL1Scy+rrDpD0Kqy++9fft2uf32212+VldvHjFihPlioeuqqWxc0aNHD1Oz5vvvv5e4uLiyNdJq2n99qnmyejNBBOmimouXvSFdk4t/tjxR1Ohpsmr1R1Umu/KrDGsBsvKJSOnSpYupeVLfhOurCpuagHft2mVu60/9dl/Ta3X/WjJASzNXPp+aXrdhwwZp3ry5/PWvf61QGqH8Pqo79/I0atTIFGFz9X5qSWl3Wpl6vip6Zd++fdKsWTO39l+fap4NLhpdNO6OKERDEL4UjY5bJGZVXaE1LbfYpQAqV77U+1pDxZkg9VuwLlOva4PVRzS+rLCpx8nLyzO38/Pzy45T3Wv1GPoaPf/aHFOf1717d/N768rO/fv3d/l7V3fu5XGuUu1KBJdddplYlmVkdeedd5o6Nq4oX9ZAV8p2Lkha0/7rU82TwmcEEYSFz/QLX89RU6sUzdAx08oKn9VU+VKTntaPMbNKS5Pt4MGD69SF5C8VNpcvX15WC0dbEbqMf02vre74Nb3OmfBVzr/+9a9d7qO6c3e3haiVN4cOHWr+rtp1ppU5XXHWWWdVGG8rX7Gzuv3Xp5png4tG+wfbxTBGQxC+LuXcJ7XqFo2O2zhLOZeN51RR+XLnzp1y9913m9s6NuNqAD+QKmyq+LVVpt/mtdaLc0Xr6l6rtzUp1/aYets5AUOPU746ZvnnVXfu7opG9+1scek5asvGFdricnZ36XugLZzajh/VtpqnR0bRIuPTSTIEURqDR4/32UQAe870KkUzvmCmy4TiqvKl8vDDD5tk0rp16wYZFPd1hU09dkJCgkRERLj12uqOX9Pr3nnnnbIv4SoiV/uo7tzdFc3NN99c1kJUuV166aUuX6uS//zzz81tfb6+rjaiqUs1T4+IRj9cJBmCcEjy2HyfzXj6aP0nEuP4effZiIwi2b1nX5XJoXLlS0W7Yq666irzs6FmX/mywmZhYaHZVv741b22uuPX9Lo///nPpjtr0aJFEhsb63If1Z27u++nziCz2+1mH3PnznVZiVOJjo42LTAdN0pKSqogW3ekUZdqnh4RjX64SDIE4ShtORSLL9m6fadkT5ljpjWnZE+XiVPnyWeff1FtQqlc+VLR8QOd9uocR2gI0fiywqYWgtNxIk22Tqp7bXXHr+l1KhBtNbRv3/5nM+mcVHfu7r6fOgakEw8uvvhiMwNNz9HV8z/66CMz807FoL+3XldTG9HUpZqnR0QzYcpMkgwR8tE43C7zSl71i+s5VBBU1wxdfF3N0yOiYRkagnDIzd0tWb9xE1kOfI6vq3l6RDQ7duw0RbhINkQox319rApTYgFCFY+IRgfF2g6gRUOEdoTF2us8pgGAaNwgIi6NZEOE+NTmLDIMgCdFE+fIIdkQIR0ZeVPJMACeFE3u1FlyZWeSDRG6lTV1UgwAeFA069ZvNLNuSDpEqE4E0GVgAMCDomHNMyKUo0dcGtkFwNOiUfolZpJ0iJCM2NTxZBcAb4jGNn4ySYcIudCxyazJ08kuAN4QzdyXXpHrutB9RoRe+WZWBADwkmi0XGgbiqARoVaDJo4LNQG8JhrGaYhQ7DZLcHChJoBXRaMrOV/F9TREiMStkXYpWfo6mQXAm6LZvmOn3BHFOA0RGtEtNlWOHj1KZgHwpmi0BkbUCEo7E6HRbRaX4iCrAHhbNIojp5BERAR93BFlycSimWQVAF+I5r0P10qzHsw+I4I7ug6xma5iAPCBaE6ePCnhQ0lERPCGTniJS7bIKAC+Eo1iZRewmjMRtHFnlCXT5i4kowD4UjQ7du2WFr2ZfUYE6SKaw1Ll2LFjZBQAX4pGGZgylqREBGW3WXI6i2gC+IVo5pW8Kr/pSquGCK64u5cl769ZRzYB8AfRaI2aTkMQDRFc0W9kmrleDAD8QDSKNX4SkwKIoIlGYQ6ZUDiDTALgT6LZum07kwKIoImnB9vl8OHDZBIAfxKNEmsbR5IiAj6uCXeUttDzySIA/iiad95fI7dFslIAEdjR8flU+fLgV2QRAH8UjTJ4FFOdicANrRybmjmBDALgz6KhVUMEcoQPscmeffvJIAD+LBpaNUSgxg3d7JJEFU2AwBANrRoiECNi6GgzexIAAkA0tGqIQIum3e2S7BhL5gAIJNForZq7enFdDREgqwDE25hpBhBoolFGjc1jtQDC76N5hCU5hcVkDYBAFM1Xh76WDoNp1RD+HYMS7HLixAmyBkAgikaZMvNFuZ6VnQk/XqF5yfIVZAyAQBbNqVOnJDoxg6RG+F1ot+5wWybZAiDQRaOsXrdBWjzHdGfCv+KR/papEAsAQSAaxTYu31QsJMER/hDanUsZAIAgE82RI0ek67A0khzhFyWan08ZIydPniRTAASTaJxdaK36MDGA8G10iU2VXXv2kiUAglE0ytySJWZNKRIe4Yto1duS4nkLyRAAwSwaxZ5XTNIjvB5NnrVLgpUhp0+fJkMABLtotG88KiWH5Ed4LRqFOSRmpE2+/uZbsgNAKIhG0VUDHhrA9TWEd6LrEBsXZgKEmmiUDZu3ye97MBON8Gw82DdVsicVkRUAQlE0yotLV8jVYSRDwjNxc3dLktPGMS4DEMqi0QSQmjeTpEg0eFwT7pDYJAcLZgKEumgUTQSRCdkkR6JBo1ecRY0ZAETzX/YdOCAPRzNeQzRM/G2QZS4QBgBEU4G3V62WO3ux+CZRv7i9pyULFi0lCwAgGtdMmjFPbnyWlQOIuoWuEj5p2mwyAACiqRqdHGCfUGCu4iZxErWJlqWSySuayacfANG4J5sxOQVySwTdaIR70aZfKpIBQDS1l01adr7cGYVsiJoKmKVK7hRqywAgmrrKJitX7uuDbAjX8eTAVJlQMI1PPACiqZ9sHFkT5bHSb60kVqJ8PB1jk8zcKXzaARBNw8hGx2zaD7LJlZSDDvnQ/4HusTYpnDGPTzoAomlYcotmSsTQ0cgmxCUTOcwmy954m085AKLxDLrUe794m6kvQuINvZoy/Uakyqa/b+ETDoBoPMuWbTskJsGS67pwrU0oSWZQYhprlwEgGu9x9OhRibdlsIpACMRvutolzhonx44d45MNgGi8i5aEtmdPktsimf4crNG6ryXZBcVy6tQpPtUAiMZ3TJ/3kjw5yGKSQJC1YnrHW/LO+2v4NAMgGv9g646dMiQl3VRUJFEHdtzfx5IEK9N0jwIAovG7rrTxk6ZJx8GpzEoLwLi+tBXTJ260FM16kdLLAIjGv1m34RMZkmjJHayTFjDxYN9UiU+2yeYt2/j0AiCawEDLQ9vH5cizsTZpHM7MNH9uxfSNt5n1yvRvBgCIJuDQweS4ZIuFOf1yRlmqjEzNkM+/+JJ/VABEE9jo1NipcxaYq8q57sY/WjHRI+1mlQcAQDRBhV7wl5Y9SZ4alMpUaB+tU9Y22pLsydPpJgNANMHNjl27zZXmXOjpPcG07mdJ4piJsmfffv4BARBN6KDjN0NtmfJAX0uuooWDYAAA0XgKnQ79QmqmPB2Taq5IRxL1F8xjA+wIBgDRQGW279gpSY4s6TnMJrdGIpy6rLD8l4F2scZPkgOffc4/FACigarQJGll5cnzI23yQB9WGagpbomw5LkX0iV/+hw5cuQI/0AAiAbcRZe0efX1N2WELUM6P58qN3SjleOMa8Id8sQgu4xMz5H3PlzLkjEAiAbqy+HDhyVv6iwZkJgud/cKzdlqOmHirihL+iRkSMGMF1n0EgDRgCfQb+4bN30qjpxC6T1yjFlpWL/dB6tctIrpY9GWDEwZK3nT58iu3Xv4JwAARONNDh06JEVzFsowe7Z0GmIPijIFeg6dYx0S55ggc196xbTmAAAQjR+gYzofrl0n6ROnyKBR4yQs1m662fx5UU9tsbTsbZduwxwSmzpexk2aLh+sXmvOBQAA0QSAePbv329aBfYJBRXko2uuefMiUe3ea9rdbhYX7TDYLgNSxpnuv3klr8rBgwcZzAcARBNM8vnss89kxbsfSNHs+ZKRN1VGjsktlVCW9IxPNxJ4pL8lt/e0S/MIy4R2ZelClM5QaThvqzycz2tT+jp97d8G2aVHXFqpTMZKYkaeaaXMWrBI1qxbb6RCawUAEE2Ii0ivRdGW0N69e02s37jJrHTsDJWG87bKw/k8HUvR1x4/fpw3EgAQDQAAIBoAAABEAwAAiAYAABANAAAAogEAAEQDAACIBgAAANEAAACiAQAARAMAAIBoAAAA0QAAACAaAABANAAAgGgAAAAQDQAAIBoAAEA0AAAAiAYAABANAAAgGgAAAEQDAACIBgAAANEAAACiAQAARAMAAIBoAADAZ/wfN2AP1xfiHhUAAAAASUVORK5CYII= FUT.S&P500 EMINI MAR27 OPCION|FUT.S&P500 EMINI MAR27|50| 350 02 FUT.S&P500 EMINI SEP26 OPCION|FUT.S&P500 EMINI SEP26|50| 438 02 FUT.S&P500 EMINI DEC26 OPCION|FUT.S&P500 EMINI DEC26|50| 438 02 Eurostoxx 50 OPCION|Eurostoxx 50|10| 160 02 Eurostoxx 50 OPCION|Eurostoxx 50|10| 180 02 Eurostoxx 50 OPCION|Eurostoxx 50|10| 170 02 1736 1736 BN.BUNDESSCHATZANWEISUNGEN 2.5 FUTURO|BN.BUNDESSCHATZANWEISUNGEN 2.5|100000|FÍSIC 10570820 02 BN.BUNDESOBLIGATION 2.5% 16.04 FUTURO|BN.BUNDESOBLIGATION 2.5% 16.04|100000|FÍSIC 4813200 02 BN.BUNDESREPUB. DEUTSCHLAND 2. FUTURO|BN.BUNDESREPUB. DEUTSCHLAND 2.|100000|FÍSIC 4274140 02 SCHNEIDER ELECTRIC S CONTADO|SCHNEIDER ELECTRIC S|2,62|2028-07-0|FÍSICA 800045 02 20458205 Russell 2000 FUTURO|Russell 2000|50|FÍSICA 386360 02 FUT.S&P500 EMINI MAR27 OPCION|FUT.S&P500 EMINI MAR27|50| 350 02 FUT.S&P500 EMINI SEP26 OPCION|FUT.S&P500 EMINI SEP26|50| 438 02 FUT.S&P500 EMINI DEC26 OPCION|FUT.S&P500 EMINI DEC26|50| 438 02 Eurostoxx 50 OPCION|Eurostoxx 50|10| 160 02 Eurostoxx 50 OPCION|Eurostoxx 50|10| 180 02 Eurostoxx 50 OPCION|Eurostoxx 50|10| 170 02 S&P 500 FUTURO|S&P 500|50|FÍSICA 4269296 02 4657392 EUR/USD FUTURO|EUR/USD|125000|FÍSICA 3647620 02 EUR/GBP FUTURO|EUR/GBP|125000|FÍSICA 251042 02 EUR/JPY FUTURO|EUR/JPY|125000|FÍSICA 374229 02 4272891 29388488 false false false false false false false false false false No aplicable false false false true false true false true d.1) El importe total de las adquisiciones en el período es 432.579,74 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 0,00 %. f) El importe total de las adquisiciones en el período es 1.747.316,99 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 la primera mitad de 2026, la economía mundial evolucionó mejor de lo previsto, apoyada por la inversión en inteligencia artificial, especialmente en Estados Unidos. Las tensiones geopolíticas en Oriente Medio impulsaron los precios de la energía y la volatilidad financiera, aunque el crecimiento global se mantuvo moderado, con inflación contenida y mercados laborales sólidos. La Eurozona continúa creciendo cerca del 1%, mientras que España destaca con un avance estimado entre el 2,3% y el 2,6%. La inflación ha vuelto a verse presionada por el encarecimiento de la energía. Reino Unido mantiene una recuperación gradual y las economías nórdicas muestran una evolución favorable. Estados Unidos sigue liderando el crecimiento entre las economías desarrolladas gracias al consumo, el empleo y la inversión tecnológica. Japón avanza hacia una política monetaria menos expansiva, mientras que India continúa destacando entre los mercados emergentes. China mantiene un crecimiento positivo, aunque más moderado. Los bancos centrales han ampliado su atención desde la inflación hacia los riesgos geopolíticos y energéticos. El BCE se sitúa cerca de una posición neutral, la Reserva Federal mantiene una política prudente y el Banco de Japón continúa retirando gradualmente los estímulos. En general, las principales autoridades monetarias siguen actuando con cautela ante la persistencia de algunas presiones inflacionistas. Los mercados financieros mostraron resiliencia durante el semestre pese a la incertidumbre geopolítica y energética. La renta variable global avanzó apoyada por el crecimiento de beneficios empresariales, especialmente en sectores vinculados a la inteligencia artificial. Los mercados de renta fija se beneficiaron de unas perspectivas de tipos menos restrictivas, aunque la volatilidad aumentó por la evolución del petróleo y la inflación. En renta fija, la deuda pública de la Eurozona estuvo condicionada por las expectativas sobre el BCE y el impacto energético, mientras que el crédito corporativo europeo mantuvo un comportamiento favorable gracias a los bajos niveles de impago. La deuda estadounidense mostró una elevada variabilidad por las expectativas sobre la Reserva Federal y la situación fiscal. La renta fija emergente obtuvo resultados positivos, aunque limitados por la fortaleza del dólar. La renta variable de la Eurozona registró avances impulsada por los sectores financiero, defensa e infraestructuras, mientras que España destacó por su mayor crecimiento económico. La bolsa estadounidense lideró los mercados gracias a la fortaleza económica, el crecimiento de beneficios y la inversión en inteligencia artificial. Japón, Canadá, Australia y los mercados emergentes también cerraron el periodo con resultados positivos, destacando India. En divisas, el dólar se mantuvo fuerte apoyado por el diferencial de crecimiento y tipos de interés frente a otras economías desarrolladas. En materias primas, el petróleo y el gas mostraron volatilidad por las tensiones geopolíticas, mientras que el oro permaneció cerca de máximos y los metales industriales siguieron respaldados por la electrificación, la transición energética y la inteligencia artificial. La buena evolución de los mercados de renta variable ha sido el principal factor que ha impulsado la rentabilidad del fondo durante el periodo. A diferencia del año pasado, la evolución del euro también ha contribuido positivamente a la rentabilidad. Este efecto se debe, sobre todo, a su depreciación frente al dólar. En cambio, su ligera apreciación frente al yen ha restado parte de esa aportación, aunque de manera muy reducida. La contribución de la renta fija es también positiva, gracias a que el devengo de cupón supera el efecto negativo de la subida de las TIRES. Además, nos ha favorecido la sobre exposición a la deuda pública española que ha tenido un comportamiento algo mejor que el de su homóloga europea. Las posiciones en crédito también contribuyen, favorecidas por el devengo de cupón y por el estrechamiento de diferenciales. Las posiciones en bonos corporativos con cupón flotante también han contribuido positivamente por su menor exposición a la evolución de las tires y por sus atractivos diferenciales. b) Decisiones generales de inversión adoptadas. Durante este periodo la estrategia del fondo ha consistido principalmente en mantener un nivel medio de inversión en renta fija y liquidez entre el 80% y el 90%, incluyendo renta fija privada y deuda pública. En renta variable, comenzamos el semestre con una exposición en torno al 15,7%, por encima del nivel neutral (15%). Los principales índices marcaban nuevos máximos históricos a mediados de enero, y desde entonces fuimos reduciendo la exposición hasta ligeramente por debajo del nivel neutral. Posteriormente, las tensiones entre EE.UU. y Europa por Groenlandia, con la amenaza de imposición de nuevos aranceles por parte del presidente Trump, truncaron la tendencia ascendente. La tensión se rebajó tras el discurso de Trump en Davos, retomando los índices europeos la senda alcista en febrero hasta alcanzar nuevos máximos. Durante ese mes manejamos tácticamente la posición, reduciéndola hasta 14,4% al final del mismo. El 28 de febrero, el inicio de la guerra en Irán supuso un cambio drástico en el escenario de inversión. A lo largo del mes fuimos aprovechando las caídas de las bolsas para volver a incrementar posiciones. Hacia mitad de mes renovamos las coberturas con opciones put spread. A finales de marzo manteníamos una posición infraponderada del 14,1% en renta variable. Con el alto el fuego y el inicio de negociaciones directas entre EE.UU. e Irán los índices recuperaron definitivamente la tendencia alcista. La buena temporada de publicación de resultados y la demanda generada por las inversiones en Inteligencia Artificial dieron un impulso adicional a las bolsas en el segundo trimestre, llevando a los principales índices a marcar nuevos máximos en junio. Aun así, la errática evolución de las negociaciones entre EEUU e Irán y el riesgo de políticas monetarias más restrictivas por parte de los Bancos Centrales para controlar la inflación ante los mayores costes energéticos nos han llevado a mantener posiciones de cautela. Por ello, en el segundo trimestre hemos ido gestionando tácticamente la infraponderación, subiendo el peso hasta el 14,7% en mayo y reduciéndolo de forma más decidida en junio para cerrar el semestre en 12,2%. En renta fija hemos tenido una duración ligeramente por encima la neutralidad (2,5 años), oscilando entre 2,6 y 2,8 años. Hasta febrero nos mantuvimos con una duración próxima a la neutralidad. Esta posición reflejaba el escenario de descensos en las TIR de los bonos europeos, apoyados por la estabilidad de la inflación. Posteriormente, con el inicio de la guerra en Irán y la notable subida del precio del crudo se enturbió el panorama también para la renta fija, provocando una notable subida de las TIR. El alto el fuego y el inicio de negociaciones directas ente EE.UU. e Irán, con el consiguiente descenso del precio del barril, permitieron una estabilización de las TIR europeas en un rango desde abril hasta el final del semestre. No obstante, los posibles efectos de segunda ronda suponían un riesgo inflacionista y complicaban las decisiones de política monetaria del BCE, que finalmente decidió subir 25 p.b. sus tipos de referencia en la reunión de junio. En este escenario, con unos mercados descontando mayores subidas de las que esperamos puedan materializarse, nos hemos mantenido ligeramente constructivos en la parte corta de la curva. Hemos mantenido una sobre ponderación de bonos del Tesoro español e italiano, y también de bonos corporativos. Cerramos el semestre con una exposición a renta variable del 12,2%, inferior al nivel de referencia del 15%. Mantenemos una sobre ponderación principalmente en Europa. Por el contrario, mantenemos una infra ponderación en Estados Unidos y una posición cercana a la neutralidad en el resto de áreas geográficas. Hemos ido renovado las coberturas parciales con put spreads sobre el Eurostoxx 50 y sobre el S&P 500 conforme se acercaba su vencimiento. La cartera está muy equilibrada en cuanto a sesgos y estilos. En renta fija cerramos ligeramente por encima del nivel de referencia, con una duración en torno a 2,8 años, debido a la mencionada sobre ponderación en la zona de 2 años. En divisas, la principal exposición se concentró en el dólar estadounidense. Durante el semestre mantuvimos una posición infra ponderada en esta moneda con el objetivo de reducir el riesgo asociado a una posible depreciación del dólar. No obstante, en junio ajustamos de forma significativa el nivel de cobertura. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice de renta variable MSCI All Countries World Net Total Return Index (NDUEACWF) en un 15% y los índices de renta fija ICE BofA ESTR Overnight Rate (LEC0) en un 42,5% y el ICE BofA Euro Large Cap Index (EMUL) en un 42,5%. La gestión toma como referencia la rentabilidad del índice únicamente a efectos informativos o comparativos. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio de la clase extra ha disminuido en un -7,14%, la clase platinum ha aumentado en un 7,99% y la clase sin retro ha disminuido en un -6,86%. El número de partícipes de la clase extra ha disminuido en un -4,86%, la clase platinum ha aumentado en un 6,25% y la clase sin retro ha disminuido en un -8,25%. La rentabilidad de la clase extra ha sido de 2,48%, la clase platinum un 2,58% y la clase sin retro un 2,69%. La rentabilidad de la clase extra ha sido de 2,48%, inferior al índice de referencia, del 3,06%, la clase platinum un 2,58% inferior al índice de referencia, del 3,06% y la clase sin retro un 2,69% inferior al índice de referencia, del 3,06%. Los gastos directos soportados en el periodo por la clase extra suponen el 0,41% del patrimonio, para la clase platinum han sido del 0,31% y para la clase sin retro han sido del 0,20%. Los gastos indirectos para todas las clases fueron de 0,01% durante el período. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo ha sido superior a la media de los fondos con la misma vocación inversora que ha sido de 2,14%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En renta variable, comenzamos el semestre con una exposición por encima del nivel neutral (15,7% frente al 15% de referencia). Tras marcar los principales índices nuevos máximos históricos a mediados de enero, fuimos reduciendo la exposición hasta ligeramente por debajo del nivel neutral. Para ello vendimos futuros sobre los principales índices geográficos (S&P500, Eurostoxx 50, Topix y MSCI Emerging markets). Incrementamos peso en pequeñas compañías americanas a través de futuros sobre Russell2000. También compramos una ETF de Nomura sobre el sector bancos en Japón. En febrero, incorporamos exposición al sector de telecomunicaciones en Europa con un ETF de iShares y vendimos la posición en el ETF sobre grandes empresas chinas. También redujimos la posición en tecnología americana y bancos euro. Con el inicio de la guerra en Irán a finales de febrero, redujimos la exposición a renta variable hasta en torno al 14,1%, infraponderando EEUU a través de la venta de futuros sobre S&P500. Durante el mes de marzo fuimos recomprando parte de los futuros vendidos sobre S&P500 reduciendo la infraponderación en EEUU. Además, sobreponderamos Europa cerrando la cobertura con futuros del Eurostoxx e incrementando la posición en la ETF de bancos euro de iShares. A partir de abril, con el alto el fuego y el inicio de negociaciones directas entre EE.UU. e Irán, cuando los índices recuperaron definitivamente la tendencia alcista, mantuvimos una gestión muy táctica dentro de una infra ponderación continúa de renta variable. Para ello utilizamos futuros sobre S&P500 y Eurostoxx 50. También fuimos gestionando tácticamente las posiciones sectoriales en bancos y defensa europeos. En abril vendimos parcialmente la posición en un ETF de iShares sobre salud en EE.UU. y lo cambiamos por un ETF de Invesco sobre Nasdaq. En mayo cambiamos la mitad de la posición en el ETF de Invesco sobre Nasdaq por un ETF de DWS sobre Inteligencia Artificial. En junio, volvimos a reducir peso en las principales áreas geográficas, pero sobre todo en EEUU a través de la venta de futuros y ETFs sobre S&P500. También bajamos sustancialmente la cobertura de la exposición a dólar a través de la venta de parte de los futuros sobre Euro/Dólar que teníamos comprados. Además, cambiamos una parte del ETF de iShares sobre Mid-Cap americanas y parte del ETF de Invesco sobre Nasdaq por una mayor posición en futuros sobre Russell2000. Cerramos el semestre con una exposición a renta variable del 12,2%, inferior al nivel de referencia del 15%. Mantenemos una sobre ponderación en Europa. Por el contrario, mantenemos una infra ponderación en Estados Unidos y una posición cercana a la neutralidad en el resto de mercados. Hemos ido renovado las coberturas parciales con put spreads sobre el Eurostoxx 50 y sobre el S&P 500 conforme se acercaba su vencimiento. La cartera está muy equilibrada en cuanto a sesgos y estilos. En renta fija, hemos mantenido la estructura de la cartera, con mayor parte en gobiernos frente a crédito. No nos hemos alejado mucho del nivel de referencia (en torno a 2,5 años), con una duración que ha oscilado entre 2,6 años y 2,8 años, y una posición sobre ponderada en la zona de 2 años durante prácticamente todo el periodo. Los ajustes tácticos de duración de la cartera los hemos implementado principalmente a través de futuros sobre los bonos alemanes a 2, 5 y 10 años. Hemos acudido a nuevas emisiones en mercado primario. Hemos incrementado la exposición a bonos corporativos con cupón flotante y vencimientos a 2 y 3 años. En cuanto a divisas, destaca la exposición cercana al 9% a dólar. Hemos estado estructuralmente infra ponderados frente al nivel de referencia desde el inicio del semestre, con una infra exposición que ha oscilado entre el 0,5% y el 3,5%. En junio cerramos buena parte de la cobertura, finalizando el periodo ligeramente por debajo de la neutralidad. La buena evolución de los mercados de renta variable en general ha sido el principal factor que ha contribuido a la rentabilidad del fondo. Por su peso, las inversiones que han tenido mayor impacto positivo sobre la rentabilidad del fondo han sido las de renta variable estadounidense de SPDR S&P500 e Invesco MSCI USA, al ser las de mayor ponderación en la cartera. El resto de las posiciones en renta variable ligadas a índices también aportan, aunque en menor medida por su menor peso en cartera. Destaca la posición en Xtrackers MSCI Emerging Markets con una revalorización del 26,6% en euros y, en menor medida, los ETF sobre los índices japoneses y el Xtrackers MSCI Europe. Las coberturas con opciones put spread sobre el S&P500 y sobre el Eurostoxx50 en cambio detraen rentabilidad. En la parte de ideas de inversión destaca positivamente la posición en el sesgo valor europeo (iShares Europe Value) que se revaloriza más de un 15%, y las pequeñas compañías en EE.UU (+22%) que superan en comportamiento al índice S&P 500 (+10%). También destaca positivamente la posición en bancos japoneses (ETF Next Funds Topix Banks +32%). Por el lado negativo, resta, aunque muy ligeramente la posición de defensa europea a través de la ETF Wisdomtree Europe Defence (-0,1%). En renta fija, la contribución es positiva en las posiciones de crédito y en la posición de gobiernos europeos, especialmente españoles e italianos. En cuanto a divisas, aportación positiva de la exposición a dólar, restando por lo tanto la cobertura parcial implementada a través de futuros sobre Euro/Dólar. El yen ha tenido un impacto negativo muy limitado, tanto por su reducido movimiento contra el euro como por el reducido peso de la exposición en el conjunto de la cartera. 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 complementando las posiciones de contado para gestionar de un modo más eficaz la cartera. El grado medio de apalancamiento en el periodo ha sido del 8,98%. d) Otra información sobre inversiones. Al final del periodo, el porcentaje invertido en otras instituciones de inversión colectiva supone el 15,25% del fondo, siendo las gestoras más relevantes: State Street y Xtrackers. La remuneración de la liquidez mantenida por la IIC ha sido de 2,36%. 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 para todas las clases fue de 3,52% durante el período, superior a la de su índice de referencia, del 3,00% y superior a la de la letra del tesoro, del 0,08%. 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. Durante el segundo semestre de 2026 la economía mundial seguirá creciendo, aunque a un ritmo más moderado, cercano al 3%. El consumo, el empleo y la inversión en inteligencia artificial continuarán apoyando la actividad, mientras que la incertidumbre geopolítica, las tensiones comerciales y la desaceleración de Estados Unidos y China limitarán el crecimiento, con Oriente Medio como principal foco de riesgo. La Eurozona mantendrá un crecimiento moderado cercano al 1%, con España creciendo por encima del 2% y un comportamiento más débil en Alemania, Francia e Italia. La inflación podría situarse temporalmente por encima del 2% por la energía, aunque la subyacente seguiría moderándose. Reino Unido, los países nórdicos, Canadá, Australia y Japón podrían registrar un crecimiento moderado, mientras que los mercados emergentes seguirán liderando la expansión global, con India y China como principales impulsores. Los bancos centrales afrontan la segunda mitad del año con el reto de equilibrar un crecimiento más moderado y las presiones inflacionistas ligadas a la energía. Salvo repuntes significativos de la inflación, el escenario central contempla estabilidad de tipos en las principales economías desarrolladas, con posibles bajadas graduales en Reino Unido y algunas economías emergentes. Se espera un entorno de mercado volátil, condicionado por la evolución de Oriente Medio y las decisiones de los bancos centrales. Sin embargo, la combinación de crecimiento positivo, inflación moderándose y unas condiciones financieras más favorables debería seguir apoyando a los activos de riesgo, con la inteligencia artificial como uno de los principales motores temáticos. La renta fija afronta el semestre en un entorno más estable. La deuda pública de la Eurozona mantiene perspectivas favorables y el crédito corporativo continúa respaldado por la solidez financiera de las empresas y unos bajos niveles de impago. La deuda emergente sigue ofreciendo oportunidades, aunque continuará siendo sensible a la evolución del dólar y del apetito por el riesgo. La renta variable mantiene una visión favorable apoyada por el crecimiento económico, la evolución de los beneficios empresariales y unas condiciones financieras menos restrictivas. No obstante, las tensiones geopolíticas y las elevadas valoraciones en algunos mercados podrían generar episodios de volatilidad. Estados Unidos seguirá respaldado por el crecimiento tecnológico, Europa por unas valoraciones relativamente atractivas y los mercados emergentes por su potencial de crecimiento. Las divisas seguirán condicionadas por las diferencias de crecimiento y las decisiones de los bancos centrales. El dólar podría mantenerse sólido frente al euro, mientras que las materias primas continuarán influenciadas por la evolución económica y el contexto geopolítico. El petróleo seguirá atento a las tensiones en Oriente Medio y el oro mantendrá su papel como activo refugio. En conjunto, las perspectivas para el segundo semestre de 2026 continúan siendo favorables. No se observan señales claras de recesión en las principales economías desarrolladas y la inflación podría seguir moderándose gradualmente. En este entorno, la renta variable mantiene un potencial de rentabilidad superior al de la renta fija, aunque ambos activos podrían ofrecer resultados positivos. El principal riesgo sigue siendo una escalada geopolítica o un repunte inesperado de la inflación, si bien el escenario central continúa siendo compatible con una evolución razonablemente favorable de los mercados financieros. En cuanto a la actuación previsible del fondo, en renta fija la visibilidad es limitada. A pesar del descenso del precio del barril en los últimos meses del primer semestre, los posibles efectos de segunda ronda complican las decisiones de política monetaria de los principales bancos centrales. Las expectativas de inflación también reflejan esa incertidumbre en cuanto a los posibles efectos de segunda ronda. Por ello probablemente mantendremos una exposición cercana a neutral. Los tramos cortos de las curvas parecen ofrecer expectativas sólidas, a pesar de la posibilidad de una subida de los tipos de referencia en Estados Unidos y en el Euro en la segunda mitad del año. En los tramos medios y largos tomaremos decisiones más tácticas, aunque con sesgo hacia un escenario de aumento de pendientes en las curvas. También buscaremos oportunidades entre los distintos tramos de las curvas de deuda europeas. Además, estaremos atentos a las posibles oportunidades en la curva estadounidense y en mercados emergentes. En renta variable, partimos de una posición infra ponderada. Estaremos preparados para aumentar o reducir adicionalmente la exposición según evolucionen los riesgos. Previsiblemente seguiremos renovando las coberturas con put spread OTM en EEUU y Europa. Buscaremos rentabilidad adicional con posiciones de valor relativo entre regiones, sectores y estilos. También vigilaremos la exposición a divisas, especialmente al dólar, por su peso en la cartera. Muy probablemente, continuaremos con el sesgo mantenido durante el semestre pasado de cubrir parte de nuestras posiciones en la moneda estadounidense cuando se acentúe el riesgo de depreciación adicional. Con intención más oportunista, no descartamos tomar posiciones más activas en el yen si el banco central japonés prosigue con las subidas del tipo de referencia. No aplicable 30202182538 1624331 0.76 2776837430 690966 1.61 1632815040 50984 2.14 4635440722 134157 2.66 0 0 0.00 1933728770 61125 5.67 1029645912 267216 12.47 20121931258 1986572 15.30 0 0 0.00 67859776 2250 0.85 0 0 0.00 0 0 0.00 3095546955 386938 0.17 8035758477 246629 10.22 0 0 0.00 0 0 0.00 0 0 0.00 19983369743 272010 0.83 13184905419 654348 0.66 1324028585 27497 12.98 0 0 0.00 108024050624 6405023 4.63