xbrli:pure iso4217:EUR CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2025-01-01 2025-06-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-07-01 2024-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2025-01-01 2025-06-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-01-01 2024-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2025-04-01 2025-06-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2025-01-01 2025-03-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-10-01 2024-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-07-01 2024-09-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2023-01-01 2023-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2022-01-01 2022-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2020-01-01 2020-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2022-01-01 2024-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2020-01-01 2024-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2025-06-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2023-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2022-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 2680 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 2003-01-23 08 19 1 en una escala del 1 al 7 El Fondo invertirá directa, o indirectamente a través de IIC, entre el 70%-90% de la exposición total en activos de renta fija pública y privada (incluyendo depósitos, e instrumentos del mercado monetario cotizados o no, que sean líquidos). Las emisiones tendrán al menos mediana calidad crediticia (mínimo BBB-) o el rating que tenga el Reino de España en cada momento, si fuera inferior. Podrá invertir hasta un 20% de la exposición total en renta fija de baja calidad (inferior a BBB-). En el supuesto de bajadas sobrevenidas de rating, las posiciones afectadas podrán mantenerse en cartera. La duración media de la cartera de renta fija estará entre 1,5 y 5,5. El resto de la exposición total se invertirá mayoritariamente, de forma directa o a través de IIC, en activos de renta variable de países pertenecientes a la zona euro, que se situará en un máximo del 30%, si bien en condiciones normales de mercado se situará en el 15% sin estar predeterminado el tamaño de la capitalización. La suma de inversiones en valores de renta variable de entidades radicadas fuera del área euro más el riesgo de divisa no superará el 30%. El fondo puede realizar operaciones con instrumentos derivados con la finalidad de inversión y cobertura para gestionar de un modo 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 0.54 0.43 0.54 0.80 2.38 3.42 2.38 3.68 5 CAIXABANK MONETARIO RENDIMIENTO, FI CLAS SIN RETRO EUR 148137815.35 151046490.88 6691 5999 0.00 0.00 false 1253681998 1261384883 1386187232 1109190402 8.4629 8.3510 8.0399 7.7814 0.04 0.04 0.00 0.00 0.04 0.04 01 0.01 0.01 01 1.34 0.63 0.70 0.85 1.00 3.87 3.32 -0.39 0.12 0.00 0.00 -0.09 2025-05-12 2025-03-05 2022-06-13 0.02 0.02 0.04 2025-04-17 2025-04-17 2022-06-15 01 0.06 0.06 0.06 0.07 0.08 0.08 0.15 0.25 0.23 19.69 24.00 14.41 12.94 13.94 13.26 13.92 19.30 34.19 0.07 0.07 0.00 0.04 0.12 0.11 0.11 0.07 0.43 ICE BofA EUR 3M Depo Offered Rate Const Mat 85%, ESTR Compound Index 15% 0.10 0.10 0.10 0.14 0.15 0.15 0.18 0.09 0.10 0.18 0.18 0.18 0.29 0.29 0.29 0.30 0.33 0.36 0.05 0.03 0.03 0.03 0.03 0.10 0.10 0.11 0.11 98001_20250630_VL png 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iVBORw0KGgoAAAANSUhEUgAAAfQAAAEOCAYAAAB/3+X1AAAsgUlEQVR42u2dC3gU1dmAIzcJN0G0IkEMhotUw0VFAUFEFCggAatQ4VcrSqh3rVVTUf56QbGiUANKC16gIAKVglgEHoSUKIaLRhQRUbyhXA2YAOEavr/f6bP7TzYzszObBGaT932efbI7mZn95psz5505Z3ZOggAAAEDck0AKAAAAEDpUMpYvXy7dunUjEUDZLCfmzp0rLVu2lCeffFJOPvlkdiwgdPBWcVSvXl0SEhJMxbF48eKoy2iFqRVn5Hp0+RdffNGs60TTt2/f6AXfIc7Q9Mi/Xpf3+31Bz1Ms2+FnW8syL5FlM7Ru63Yej/3wzTffmO+xvvygx2RmZqa0b99e5s2bR0UFCB2iy7xWrVrmr/LGG29I3bp1JSsry/e6tALS9RQVFQWjUJeBdEr7/3gQeiwxBVno0U7Ojhevvvqq3HjjjVQygNDh+BCSsJVZs2bJ2LFjw5Xg888/LxdddJH5nJOTI506dZLatWvLmWeeKVOnTg3PZ70KCf394YcfpFevXpKYmCjnn3++rFmzxkzfsmWLdO/e3aynR48e5rNdRWz97h9//FGuuuoqqVOnjnTt2lW++uqr8HyjR4+W5OTk8PZExuMWd25urqSmppp4vvvuO9crdL3q0vWccsopMnv27Kjrd5rfroWkZs2acskll8iKFSuibu+UKVPMiZe2howbN67YSZnTcnbfY7ffvO5vuytSu211isdOuk7lwilHbicF1m1yKp/RclmaeG666SaZNm2a6/Hnlt/IMl3aeAChQ0Xf8R6uQLVSys/PN59bt24t//jHP+Tw4cOydu1aOe2002zXFXqflpYmv//9783ykydPNlJXBgwYIA8//LCZnpGRYeaL9t3XXnutzJw5Uw4cOCCvv/66XHnlleH5Ro0aJYWFheGKLTIep7h1nj/84Q/mOzQejctN6Nps++ijj0pBQYE8+OCD4elO63ea34qe7Pz2t7+Vo0ePypw5c6R58+ZRt/evf/2r+Z5WrVqZ77Vut9NyTt8Tud+87G+77XDaVqd47MqhU7lwit2r0J3KZ7Rcliaes88+Wy677DJzItOxY0fZsGFDiXnc8mtXpksTDyB0qGRCt7uS0Qo6xE8//SRPPPGEXHPNNdKsWTPbStL6Xiuz3bt3l/jeU089Vfbs2WPe61+9qrOLzfrduow1Pr1KsZvPrgJ3ilv/WuOoX7++qwz0O3/++WfzPi8vLzzdaf1O81t54YUXzLYNHz5cPvnkEzl27FjU7VU56nz6/tChQ8VidFrO6Xsi95uX/W23HU7b6hSPXTl0KhdOsZeF0KPlMtZ4QmgX1Pr166VDhw4l/ueWX7syXRbxAEKHStTk7nSVq3Tp0kVeeuklWbp0qWzatCmq0Bs0aBCu5K2oOEMVkwpfxR+tgtbKa+fOnb4rcre49e/evXvDcZx++umuMrCeoOzatSs83Wn9TvNHsmTJEnnsscfMldWkSZM8b6/de6flnL7HaX3R8haJ07a6xRP5vW7lwi52p7zoOrwK3S2XpYknUup2JzJe81vW8QBChwpI5E1xkZ8jK5Z69eqZpsEdO3bI0KFDo1aIAwcOlJEjR5qrDb3hLtTkfvXVV5umQ53+0EMPmX72aKLWZbQpV5shtcLSvke3yq9KlSrmCsgtbv2rfZLaHKpN74MHD3YVujZ56nw6f4sWLcLTndbvNL+VX/7yl+a+hSNHjpj+64YNG3reXrv3Tss5fY81T173t912OG2rUzx2+8ypXDjFbndyqq0D2mcfGavddnrJZazx6E/OPvjgA9MMvm7dOunZs2eJebzmtyziAYQOlUTqoZ+tRV6xR1YsEyZMMFfdSUlJpuKIViHqTTtakenVif78Rm9AU7799lu5/PLLTd+fXqXoDVXRhK7LXHHFFeaE44ILLpDPPvvMtfLr06ePmdctbv378ccfm/5TlcDWrVtdha43+emNXSkpKbJy5crwdKf1O81vRSv9tm3bSrVq1Yrl38v22r13Ws7pe6x58rq/7bbDaVud4rHbZ07lwil2u3Ks8U6cOLFErHbb6SWXscaj87Rp08aUfS1bdjd+es1vWcQDCB0AAAAQOgAAACB0AAAAQOgAAAAIHQAAABA6AAAAIHQAAABA6AAAAAgdAAAAEDoAAAAgdAAAAEDoAAAACD0gpA3+H/YIAAAAQgcAAEDoCB0AAAChI3QAAACEjtABAAAQOgAAAEJH6AAAAAgdoQMAxA+ffb5Rbkq/w/frm2+/I3kIHaEDAASFdZ+uN/Wt39eXm78meQgdoQPAiWP33gOyZVe+r9f23XsROkJH6AgdAILEXS/9S04d9LSv14V3T0LoCB2hI3QAQOgIvazZ8sOPMv9f7/h+HTh4EKFHTe6WLdKoUSPH/y9fvlzatGkjiYmJ0q5dO3nvvfcQOgAgdI/cNmGBpN420dfr5uf/WWGFvuzf2THFnbd7N0J3Y+7cuZKSkiIJCc6rSEpKklWrVsnhw4dl5cqV0rRpU4QOABVG6If+U7dt+mqz79e+ffs9xX3dU7N8x93vf6cjdITuj969e8uGDRtchd68eXNZvXq1HDlyRNauXWs+I3QAqChC1ybgWASzau2HCB2hB0fo4RW4CD0rK0tq1Khh5qlevbqsWLECoQMAQkfoCD3ehN6hQwdZuHChHDx4UObNmyddunSxnS83N9fIf9iI26l5AAChI3SEHjSh16lTxzS3K/v27TM3x3GFDgAIHaEj9DgTevfu3SU7O1sKCwvNlXrnzp0ROgAgdISO0ONF6KFpGzduNBKvVauW+aufEToAIPSKLfSCwoOyZ98BX6/9Bw8j9BMtdDvS09NjWg6hAwBCj3+hd/3Dy77jHv6X+Qg9iELPyMhA6ACA0BE6Qo93occKQgcAhI7QETpCBwBA6AgdoSN0AEDoCB2hI3SEDgAIHaEjdISO0AEAoSN0hI7QAQAQOkJH6AgdABA6QkfoCB2hAwBCR+gIHaEjdABA6AgdoSN0AACEjtAROkIHAISO0BE6QkfoAIDQETpCR+gIHQAQOkJH6AgdAAChI3SEjtABAKEjdISO0BE6ACB0hI7QETpCBwCEjtAROkIHAEDoCB2hl6XQt2zZIo0aNXL8//r166Vjx45Ss2ZNSU1NlWXLliF0AEDoCB2hB0noc+fOlZSUFElIcF5Fu3bt5JVXXpGCggJZsGCBq/wROgAgdISO0E+A0Hv37i0bNmxwFXqI/Px8mTp1qhE8QgcAhI7QEXqAhB5eQRSh69V53bp15aSTTpJp06YhdABA6Ai9Ugl97UcfS+akyb5fgRN6iOnTp0vjxo1t/5ebmytZWVkybMTt1DwAgNAReoUS+j/mvRVT3IEV+t69eyUxMZErdABA6Agdoceb0Fu1aiXZ2dly6NAhmTNnjul3R+gAgNAROkKPE6GHpq1atUratm0rtWvXlp49e5qfuSF0AEDoCD2IQv96+x75amuer9eu/P0VR+h2pKenx7QcQgcAhI7QT5TQW9wy3nfcj057t2ILPSMjA6EDAEJH6Ag93oUeKwgdABA6QkfoCB0Aypnvd/4sKz//3tcrZ+MWhI7QETpCB4Ag8dSsFb4rvKQbxkZd77Fjx2THzl2+X4WFBxA6QkfoCB0AgiL0/fv3x1ThvbPkXU9xI3SEjtAROgAgdISO0BE6QgdA6AgdoSN0hA4ACB2hI3SEjtABAKEjdISO0BE6ACB0hI7QETpCB0DoCB2hI3SEDgAIHaEjdISO0AEAoSN0hI7QEToAIHSEjtAROkIHQOgIHaEjdIROjQmA0BE6QkfoCB0AEDpCR+gIHaEDAEJH6AgdoSN0AISO0BE6Qo87oefk5EhycrJUr15dUlNTJSsrq8Q8y5cvlzZt2khiYqK0a9dO3nvvPYQOgNAROkJH6EESelpamkyYMEEKCgpk9OjR0r9//xLzJCUlyapVq+Tw4cOycuVKadq0KUIHQOgIHaEj9CAJXWWdn59v3m/fvt1W1s2bN5fVq1fLkSNHZO3ateYzQgdA6AgdoSP0AAm9Ro0acuzYMfP+6NGjpuk9Em2G1/kSEhLM/1esWIHQARA6QkfoCD1IQq9du7YUFRWFha7ijqRDhw6ycOFCOXjwoMybN0+6dOliu67c3Fwj/2EjbqfGBEDoCB2hI/TjKfSUlBTJy8sz73ft2iVNmjQpMU+dOnVMc7uyb98+c3McV+gACB2hI3SEHiChDxkyRDIzM6WwsFDGjx8vAwYMKDFP9+7dJTs728yjV+qdO3dG6AAIHaEjdIQeJKHrT9L0qrxatWrmhji9iz280oT/rnbjxo1G4rVq1TJ/9TNCB0DoCB2hI/Q4ebBMenp6TMshdACEjtAROkIPkNAzMjIQOgBCR+gIHaELj34FAISO0BE6QkfoAIDQETpCR+gIHQAQOkJH6AgdoQMgdISO0BE6QgcAhI7QETpCR+gAgNAROkJH6AgdABA6QkfoCB2hAyB0hI7QETpCR+gACB2hI3SEjtABAKEjdISO0BE6ACB0hI7QETpCB0DoCB2hI3SEjtABEDpCR+gIHaEDAEJH6AgdoSN0AEDoCB2hI3SEDoDQETpCR+gIHaEDIHSEjtAROkIHAISO0BE6Qi+V0HNyciQ5OVmqV68uqampkpWVVWKe9evXS8eOHaVmzZpmnmXLliF0AISO0BE6Qg+S0NPS0mTChAlSUFAgo0ePlv79+5eYp127dvLKK6+YeRYsWCCNGjVC6AAIHaEjdIQeJKEnJSVJfn6+eb99+3Zp2rSp47w639SpU43gEToAQkfoCB2hB0joNWrUkGPHjpn3R48eNU3vdujVed26deWkk06SadOmIXQAhI7QETpCD5LQa9euLUVFRWGhq+DdmD59ujRu3Nj2f7m5uaYPftiI26kxARA6QkfoCP14Cj0lJUXy8vLM+127dkmTJk1c59+7d68kJiZyhQ6A0BE6QkfoQRL6kCFDJDMzUwoLC2X8+PEyYMCAEvO0atVKsrOz5dChQzJnzhzp3bs3QgdA6AgdoSP0IAl9+fLl5qq8WrVq5oa4lStX/v9KE/672lWrVknbtm1N83zPnj1ly5YtCB0AoSN0hI7Q4+XBMunp6TEth9ABEDpCR+gIPUBCz8jIQOgACB2hI3SELjz6FQAQOkJH6AgdoQMAQkfoCB2hI3QAQOgIHaEjdIQOgNAROkJH6AgdABA6QkfoCB2hAwBCR+gIHaEjdABA6AgdoSN0hA6A0BE6QkfoCB2hAyB0hI7QEXpFFPriD7+U+ycv8vV69+OvqXUBEDpCR+gIPUhCHzM723dyx/3zA2pdAISO0BE6QkfoAPHNrXfcKzcMv83X6835CxA6QkfoCL38hD5+9jJpNuhRX69Og++IKXFl9bp68A1y+eB0368+g357QuPuN/jGmOLu+5/lTmTcfQb/Nqa4dT+dyLjj9XXJoDt9H5PnDB55wuO+YNC9vuM+d1DGCY+7zeD7fcd9/qA/nPC4Ww96yHfc7Qf9/oTH3WLQw77j7jD47nKLp0IJvbx45e+v+07sDbfe5mnd23bv9X2Gp683/v1p1HWPfWGi77jveeCPnuLO3bwtprj//ek3Udf98J+e9B33Y0/92VPc76zZFFPcX/zwU9R1/+6e+33HnTlpMk0EAHBCQOgIHaEjdABA6AgdoSN0hA4ACB2hI3SEDgCA0BE6QkfoAAClFHpOTo4kJydL9erVJTU1VbKyskrMs3LlSmnXrp0kJiZK+/btZc2aNQgdoSN0AIAgCT0tLU0mTJggBQUFMnr0aOnfv3+JeVq2bClvvfWWHDhwQF566SU577zzEDpCR+gAAEESelJSkuTn55v327dvl6ZNm7rOX1hYKPXr10foCB2hAwAESeg1atSQY8eOmfdHjx41Te9uLFmyRIYPH47QETpCBwAIktBr164tRUVFYaGr4J3Iy8uTq6++OnxFX0ImubmmD37YiNsROkJH6AAA5Sn0hISE8EtJSUkxolZ27dolTZo0sRfctm0yZMgQ+fbbb6N+B1foCB2hAwAc5yt0lXRmZqbpGx8/frwMGDCgxDyLFi2Srl27mj52LyB0hI7QAQCOs9CXL19ursqrVatmbojTn6hZr+YVnW69sg9NP9FCfz9nlUz828u+Xq9Mm4HQETpCB4CKJ3Q30tPTY1rueAm9PEHoCB0AoMIIPSMjo9IK/eDho7Js3de+X9v/cyIQjVf//rrcef9Dvl5Pjx2P0BE6ACD040tFEHq88lNBoUx792Pfr20eTkTWfJQrS95d7uv10cefIHQAAIQOlQWEDgCA0AGhu7K/sFD27tvn63Xw4CF2CgAgdIQOQRI6AABCR+iA0AEAEDoAQgcAQOiA0BE6ACB0hA4IHQAAoSN0QOgAAAgdoQNCBwBA6IDQEToAIHSEDggdAAChI3RA6AAACB2hA0IHAEDoUEl59+OvpdXwF3y/vtqaR/IAAKEjdAAAAISO0AEAABA6AAAAlJnQc3JyJDk5WapXry6pqamSlZVVcuUJCcVeVatWRegAAABBEnpaWppMmDBBCgoKZPTo0dK/f3/X+SdNmiRjxoxB6AAAAEESelJSkuTn55v327dvl6ZNmzrO+/nnn8ull14qRUVFCB0AACBIQq9Ro4YcO3bMvD969Khpeneib9++snTp0uhX/QgdAADg+Aq9du3a4StuFboK3o5PP/1U2rZt67qu3Nxc0wc/bMTt7BEAAIDyFLr15jYlJSVF8vL++3COXbt2SZMmTWyXe+ihh+Spp54i0wAAAEG8Qh8yZIhkZmZKYWGhjB8/XgYMGGA7X4cOHWT58uVkGgAAIIhCV0nrVXm1atXMDXErV64sdjUfok6dOrJz504yDQAAEEShu5Genl4m69Gb5Er7uu2ue8pkPcf7RdzETdzETdzEfcKFnpGREZgzFrsH3sQDxE3cxE3cxE3cJ1zoQeLjjz8mbuImbuImbuKu8HFXeKEDAABUBhA6AAAAQgcAAACEDgAAAAgdAAAgaHz33XcIvTzYsGGDvPDCC/Lzzz/HVdyhgW/ijXiNW8cceO211+Sbb74h5nLmo48+kr/85S9mDAfiLn9mzJghmzZtirtjMl7j/vvf/y5nnHGGbN26FaGXJU8//bRJ7FVXXSWtWrWSL774Ii7ifuedd+TWW2+Nu3zHa9zjxo2TM888U9LS0uT000+XTz75hJjLCRWiPmHyjjvukNNOO+2EVHqVKW6lc+fO0rJlS9m9e3dcHZfxFrdezIwcOdKMc6IXklyhl/GVeWJionz//ffm8+zZs80Y7ps3bw587NOmTTOPz3322WfjKufxGLeWj0aNGoUr6FmzZsnvfvc7Yi4HdBAnleGPP/5oPuuJ9oIFC+TQoUPEXY7ccsstcskll0iPHj3kyJEjcXNsxlvcOTk5ZhRSLS8hDhw4gNDLgh07dshZZ51VLKEvvviitG/fPvAH4gMPPCBPPPGENG7cWObPnx83OY/HuLUZtUuXLuHPOhTwtddeS8zlwJdffmmOP+Xtt982Qy7Xr19fLrroIsnPzyfucmLs2LEyceJEufrqq2XEiBGyevVq2bNnD3GXA506dZK33npLVqxYYa7Uu3btKn379pWCggKE7pfIPsXbbrtN7rnnnmLz/OY3v5Fnnnkm0HEPHTrUDE2rZ3x6ZRDUpyVVlLgjW22GDRsW+LjjJebIuL/++mszbdmyZWZ6UVGRDB8+XB588EHiLqfy/a9//cvUg3v37pXk5GSpW7euZGdnBzrmeI1bux1V6voKDVimHtKLHYTuA7s+RT0ratGihUl4CD3L02lBjluvuELMnDnTjGa3bdu2wOc7XuOO5O677zZ/J02aJH/84x/jIu4gxuw139qadsUVV8RdOYmXuPVkRLsJHnnkESNG7XrULoOg5zpe47755pvl22+/Dc+nQ4z36dMHoXvFrU9Rb4TTm1n0zsN9+/aZcdydxm4PUtxW/vSnP8nFF1983PtjKmPcesb96KOPmiuD1q1bB+Kei2hxBzFmL3Hr8Xj48GHTV/rwww/HRX0Sj3Fra8Kpp55qrhr1JGTVqlVy+eWXB+IXKW65jte4Q+zfv9+UE+0u0JvlELpHovUpanOI3lxRpUoVGThwoGnCiYe4rfz5z38OTH9dRY5b77OoV6+e9OrVKzA/dYwWdxBjjha3xql9jNqKc/3118vBgweJuxzj1v9ZT6yD8vPSaGU7XuPWcqItwc2aNTPdvMfrvq0K0+QerU9RC0IQf7YWT32hlSFuHfZQf5pk7T4IetxBjTla3HpManNkvJWTeI2buuT4xq0tDMf74rHC3uUe1D5F4iZu4iZu4ibXCN0jQe1TJG7iJm7iJm5yjdA9EOqrDWqfInETN3ET9/GIOV7jpowgdNOnpWdH+iN+JSh9ij/88IP07t3b3O0YT3GTb/JNvuMr35Exx0u+g1xG/OQ7KHEHXuj6xDH96ZM+qUnPguzQ54eHftoQNPRGiWuuucb27swgxk2+yTf5jr98BzXmaPkOcq7jMd+BFvrSpUvN41sXL15sRjjSR+rZEfnThiChv0Ps1q2bZGRkBD5u8k2+yXd85juIMXvJd5BzHW/5DrzQ9cxIf7AfL+jO1zM3vcPR+tjTn376SZo3by5Tp04V8k2+yTf5Jt/ku9IJvWfPnrJkyZIS09evX19sSD19Qo/dfCeCG2+80TzHXAcUaNOmjYwaNUo+++wz2bhxoxnK1fos4iDFTb6Dme+gxew130GLm3yT74qe70AKXc+S9DF5+uAGHYbT7jGtzz33nLz55pvhz/oYvhM9vF7oBgodDUifIKQ3TOjdjnpWp6PtXHDBBdK9e3dTWEI/aQhC3OQ72PkOQsyx5DtouVbiJd/Wm7H0CWPkm3zH9RW6niVdd9115pnJ5557rvmhvpV+/frJwoULAxe3PpRfHy27c+dOOeecc2TGjBnh/+kZ6csvv2we5P/BBx+Qb/JNvo9jrvWmJq2w4yXfoVxr3Dq+Nvkm33El9DfeeMOcFU2YMEFmz55tzpL0bG/Lli3SsWNHMxCCjuClz8XV57IHcUxzjemyyy6Thx56yDTT/OIXvwgPoRckrLmeO3eueR41+SbfFTHf1rpEiZd8W3OtkG/yHRdC1zMivQlBz4j07E6bPs4++2y59957zbTp06eb+XTAeB1GT5txnH73eiKbl0LoDRQ6eIOO7rZo0SJp3LhxsTF+g5hrnRY6KyXf5Lui5TuyLglavr3kWiHflTvfgRe6JvbXv/61+XG+JtOaWB2p5qmnnjJnSe+//36gkqZNMZs2bSrWvGRl3bp10qBBA9M3k5mZKWPGjAlEBe2Wa+0rCp2Vkm/yXdHyHdS6JJRv7WuOlmuFfB+/sh2kfMfNFbpTYvWuwpo1a5pmGh1EPkhnSVOmTJGWLVvK9u3bTfOSnnlGcsMNN8i4ceMCtbOj5Xrbtm3mrJR8k++KmO8g1iWhfKsEtWk6XnJN3Y3QbQndVRiZWL1hKCEhwTRNBvEs6f7775cePXqYStnaTBPiiiuuCNzvFr3kOqhnpeSbfFfUuiSUb+3D1abqeMg1dTdCdySyP1HRnwZUrVrVjCkbRDQuvVtzxIgR8vnnn5szUb0LUu+G1McFdujQwdz8FDTiMdfkm3xXlnwPHjw4bnJN3Y3QHbH2J+oD7vVB9xdeeGGgk6eD16emppq7OzV+PcPWRx3eddddUlBQENi44zHX5Jt8V5Z86xVvvOSauhuhOxLqT9QnDOkwdNahAIOK9g81bNjQ/DY3nojHXJNv8k2+yXdlz3XcCF3RPpd4GGLxscceM78p1qcF6ZndmjVr4m7nx0uuyTf5Jt/km1zHodDjhZycHPMbRf2Jg92dnkC+yTeQb3KN0OMEHT4vnh46QL6BfJNvqLi5RugAAAAIHQAAABA6AAAAIHQAAABA6AAAAAgdAAAAEDoAAAAgdAAAAEDoAAAACB0AAAAQOgAAACB0AAAAQOgA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 0 VONOVIA SE CONTADO|VONOVIA SE|0,63|2026-07-09|FÍSICA 4354418 02 BANQUE FEDERATIVE DU CONTADO|BANQUE FEDERATIVE DU|0,75|2026-06-0|FÍSICA 19761908 02 BANK OF AMERICA CORP CONTADO|BANK OF AMERICA CORP|2,44|2027-03-1|FÍSICA 10022673 02 GOLDMAN SACHS GROUP CONTADO|GOLDMAN SACHS GROUP|2,88|2026-06-03|FÍSICA 22817116 02 BAYER CAPITAL CORP B CONTADO|BAYER CAPITAL CORP B|1,50|2026-06-2|FÍSICA 16873337 02 BAYER CAPITAL CORP B CONTADO|BAYER CAPITAL CORP B|1,50|2026-06-2|FÍSICA 9328573 02 VOLKSWAGEN BANK GMBH CONTADO|VOLKSWAGEN BANK GMBH|2,50|2026-07-3|FÍSICA 8181755 02 VOLKSWAGEN BANK GMBH CONTADO|VOLKSWAGEN BANK GMBH|2,50|2026-07-3|FÍSICA 5624970 02 VOLKSWAGEN BANK GMBH CONTADO|VOLKSWAGEN BANK GMBH|2,50|2026-07-3|FÍSICA 6749295 02 VISA INC CONTADO|VISA INC|1,50|2026-06-15|FÍSICA 16868662 02 VISA INC CONTADO|VISA INC|1,50|2026-06-15|FÍSICA 24880011 02 145462718 145462718 false false false false false false false false false true J) CaixaBank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica las comisiones de gestión del Fondo, con entrada en vigor el 1 de enero de 2025, en aplicación del criterio siguiente: Clase Estándar: Mínimo (0,95%; Máximo (0,225%; Euribor6M + 0,225%)) Clase Reparto: Mínimo (0,80%; Máximo (0,225%; Euribor6M + 0,225%)) Clase Plus: Mínimo (0,675%; Máximo (0,225%; Euribor6M + 0,225%)) Clase Premium: Mínimo (0,44%; Máximo (0,225%; Euribor6M + 0,225%)) Conociendo que la media diaria del cierre oficial Euribor 6M durante los últimos 10 días hábiles de diciembre de 2024 ha sido 2,615%, la comisión de gestión en el fondo en el periodo del 1 de enero al 30 de junio del 2025 es: Clase Estándar: Mínimo (0,95%; Máximo (0,225%; 2,840%)) = 0,95% Clase Reparto: Mínimo (0,80%; Máximo (0,225%; 2,840%)) = 0,80% Clase Plus: Mínimo (0,675%; Máximo (0,225%; 2,840%)) = 0,675% Clase Premium: Mínimo (0,44%; Máximo (0,225%; 2,840%)) = 0,44% CaixaBank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica que, los partícipes de la clase Reparto (ES0138045069) del fondo CAIXABANK MONETARIO RENDIMIENTO, FI, que lo fueran a 31 de enero de 2025 según lo dispuesto en folleto, han recibido en fecha 4 de febrero de 2025, en concepto de dividendo, un importe en euros correspondiente al 0,59% del valor a cierre de 31 de enero de 2025, mediante reembolso de participaciones. A este abono se le aplica la retención a cuenta del 19% sobre la parte de plusvalías que podría incluir el reembolso en su caso. CaixaBank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica que, los partícipes de la clase Reparto (ES0138045069) del fondo CAIXABANK MONETARIO RENDIMIENTO, FI, que lo fueran a 30 de abril de 2025 según lo dispuesto en folleto, han recibido en fecha 5 de mayo de 2025, en concepto de dividendo, un importe en euros correspondiente al 0,49% del valor a cierre de 30 de abril de 2025, mediante reembolso de participaciones. A este abono se le aplica la retención a cuenta del 19% sobre la parte de plusvalías que podría incluir el reembolso en su caso. false false false false false true false true f) El importe total de las adquisiciones en el período es 378.727.102.624,31 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 10,30 %. 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 67,86 EUR. La media de este tipo de operaciones en el período respecto al patrimonio medio representa un 0,00 %. 1. SITUACIÓN 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. Por último, hay que destacar la gran corrección del dólar motivada por la incertidumbre fiscal en EEUU 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. En este entorno, el fondo ha tenido un buen comportamiento gracias principalmente a la buena evolución de los activos debido a la bajada de los tipos de interés, y a los estrechamientos de los índices de crédito, con un muy buen comportamiento de los activos con mayor beta. b) Decisiones generales de inversión adoptadas. Durante el semestre hemos seguido una estrategia similar a períodos anteriores. Primamos los activos de crédito sobre los activos de gobierno e intentamos mantener una liquidez cercana a la que el reglamento indica, que es del 15%. Los primeros dos meses del año se mantuvo una duración ligeramente infra ponderada contra su índice y luego esta se incrementó en los meses posteriores, hasta cerrar en junio con 0,321 años de duración. Esto lo conseguimos mediante compras de activos fijos en plazos cercanos al año para aprovechar los mayores rendimientos de estos plazos contra otros más cortos. Los activos de gobierno en general disminuyeron en el semestre, si bien es cierto que las letras de la eurozona se mantuvieron estables. Reinvertimos las amortizaciones principalmente de letras francesas, belgas e italianas. Hubo otras amortizaciones que no se dejaron en liquidez de agencias y comunidades internacionales. En crédito no se cubrieron todos los vencimientos habidos en financieros y sin embargo en no financieros hubo compras netas por mas de 1.500MM€. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice únicamente a efectos informativos o comparativos. ICE BofA EUR 3M Depo Offered Rate Const Mat 85%, ESTR Compound Index 15% d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. El patrimonio de la clase Sin retro ha disminuido en un 0,61%; el de la clase estándar en un 4,74; el de la clase plus en un 3,95; el de la clase reparto en un 8,61, mientras que el de la clase institucional ha aumentado en un 32,14; el de la clase platinum en un 44,31; el de la clase premiun en un 16,74 y el de la clase interna en un 17,91. El número de participes de la clase estándar ha disminuido en un 3,71%; el de la clase plus en un 5,44; el de la clase reparto en un 8, mientras que el de la clase sin retro ha aumentado en un 11,54; el de la clase institucional en un 30,95; el de la clase platinum en un 35,28; el de la clase premiun en un 13,29 y el de la clase interna ha aumentado en un 10,60. La rentabilidad de la clase Sin retro ha sido de un 1,43%; de la clase estándar un 0,91; de la clase plus un 1,04; de la clase reparto un 0,98; de la clase institucional un 1,32; el de la clase platinum un 1,27; el de la clase premiun un 1,16 y el de la clase interna un 1,34, mientras que la rentabilidad del índice de referencia ha sido de +1,35%, por lo que todas las clases obtenían rentabilidades inferiores a las del índice Los gastos directos soportados en el periodo por la clase Sin retro han sido de un 0,0515%; de la clase estándar un 0,4856; de la clase plus un 0,3492; de la clase reparto un 0,4112; de la clase institucional un 0,0762; el de la clase platinum un 0,1257; el de la clase premiun un 0,2324 y el de la clase interna un 0,0514 Los gastos indirectos para todas las clases fueron de 0% durante el periodo. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo ha sido superior/inferior a la media de los fondos con la misma vocación inversora que ha sido de 1,24% 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el periodo se ha incrementado la duración del fondo, ya que se han primado las inversiones en activos fijos en plazos cercanos al año para aprovechar los mayores rendimientos de estos plazos contra otros más cortos. Las compras básicamente se centraron en activos internacionales de países como Francia, Alemania, EEUU, Italia, Japón, Canadá, etc en el mercado secundario. En cuanto a primarios básicamente fueron a través del formato dos años flotante, y de multitud de nombres entre los que destacan en financieros (CCDJ, BFCM, ABN, BAC, NWG, Nordea, etc) y en no financieros nombres como (Leasys, BMW, Carlsberg, Sanofi, Volvo, etc). La liquidez se mantuvo por encima del 15%, tensionándose sobre todo en abril por mayores amortizaciones y en junio se reconduce a la baja cerrando en el 15,77%. Entre las inversiones que destacamos por su contribución positiva a la rentabilidad del fondo tenemos LT.BUONI ORDINARI DEL TES 0% 14.01.26, LT.BUONI ORDINARI DEL TES 0% 13.02.26 ó BN.INTESA SANPAOLO SPA FRN 16.11.25 y entre aquellas que menos han contribuido. BN.BANQUE FED CRED MUTUEL FRN 12.09.26, BN.BPCE SA 0% 25.06.26 ó BN.KOREA HOUSING FINANCE CO 0.01% 29.06.26. . b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El grado medio de apalancamiento del periodo ha sido de 0 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 0,3287 años y con una TIR media bruta (esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 2,19%. Este dato refleja, a la fecha de referencia de la información, la rentabilidad que en términos brutos (calculada como media de las Tasas 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 mantenida por la IIC ha sido de 2,38%. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del fondo ha sido de un 0,06%, inferior a la de su índice de referencia 0,1% e inferior a la de la letra del tesoro. 5. EJERCICIO DERECHOS POLÍTICOS. N/A 6. INFORMACIÓN 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 ANÁLISIS. 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 los próximos meses seguiremos primando los activos de crédito siempre que ofrezcan una rentabilidad superior a la de los activos de gobierno y por encima también de la remuneración de la liquidez. Esta ultima se prevé que se mantenga estable los próximos meses. No aplicable Apartado 11: Información sobre las operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total (Reglamento UE 2015/2365). 1) Datos globales: a) Importe de los valores y materias primas en préstamo. N/A. b) importe en activos comprometidos de tipo OFV: A fecha fin de periodo hay adquisiciones temporales de activos por importe de 3.069.999.518,01 € que representa un 15,29% sobre los activos gestionados por la IIC. 2) Datos relativos a la concentración: a) Emisor de la garantía real de las OFV realizadas: spain government bond b) Contraparte de cada tipo de OFV: CAIXABANK 3) Datos de transacción agregados correspondientes a cada tipo de OFV y de permutas de rendimiento total, que se desglosarán por separado con arreglo a las categorías siguientes: a) Tipo y calidad de la garantía: N/A. b) Vencimiento de la garantía: N/A. c) Moneda de la garantía: N/A d) Vencimiento de las OFV: Entre un día y una semana. e) País en el que se hayan establecido las contrapartes: ESPAÑA f) Liquidación y compensación: Entidad de contrapartida central. 4) Datos sobre reutilización de las garantías: a) Porcentaje de la garantía real recibida que se reutiliza: N/A. b) Rendimiento para la IIC de la reinversión de la garantía en efectivo: N/A. 5) Custodia de las garantías reales recibidas por la IIC: N/A. 6) Custodia de las garantías reales concedidas por la IIC: N/A. 7) Datos sobre el rendimiento y coste: N/A. 29392141912 1704993 1.39 3307313543 622267 -6.12 1161833053 47949 0.97 3293192221 113266 0.43 0 0 0.00 1750794189 61640 -0.52 869789559 252575 23.73 17680209112 1929145 -2.70 0 0 0.00 81341878 2689 1.30 109847721 4981 1.03 0 0 0.00 2733808374 373071 2.95 6706984105 225972 -1.80 0 0 0.00 0 0 0.00 0 0 0.00 20428692418 328964 1.08 7989974149 520309 1.42 1367541056 24405 8.04 7625991 316 1.36 96881089282 6212542 0.37