FON FINECO RENTA FIJA INT. FI 1.0.0 2024-01-01 2024-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2023-07-01 2023-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-01-01 2024-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2023-01-01 2023-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-04-01 2024-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-01-01 2024-03-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2023-10-01 2023-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2023-07-01 2023-09-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2022-01-01 2022-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2021-01-01 2021-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2019-01-01 2019-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2021-01-01 2023-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2019-01-01 2023-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2023-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2022-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure FON FINECO RENTA FIJA INT. FI 3591 02 02 2024 EUR BBB+ false c/ Ercilla Nº24, 2 planta / 48011 Bilbao EM gestora@fineco.com www.fineco.com 05 c/ Ercilla Nº24, 2 planta / 48011 Bilbao EM gestora@fineco.com 2006-10-24 08 02 2 en una escala de 1 a 7 La gestión toma como referencia la rentabilidad del índice BofA Merrill Lynch 1-3 year Euro Government Index. Además de criterios financieros, se aplican criterios extra-financieros ESG,excluyentes (contrarios a defensa de derechos humanos/salud, protección medioambiente, reducción producción de armas) y valorativos (emisores que consideren aspectos medioambientales, sociales y de gobernanza corporativa). Invierte, directa o indirectamente a través de IIC (máximo 10% del patrimonio en IIC financieras de renta fija (activo apto), armonizadas o no, del grupo o no de la gestora), en renta fija pública/privada, incluidas titulizaciones y bonos subordinados, negociados en mercados organizados, depósitos e instrumentos del mercado monetario, cotizados o no, líquidos. Emisores/mercados OCDE y no OCDE, incluidos emergentes. Riesgo divisa máximo: 5% de la exposición total. Los activos tendrán al menos media calidad crediticia (mínimo BBB-/Baa3), salvo un máximo del 30% de la exposición total que podrán ser activos de baja calidad (inferior a BBB-/Baa3). Para emisiones no calificadas se atenderá al rating del emisor. Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Se podrán utilizar derivados de riesgo de crédito (CDS) o índices de CDS, todos ellos líquidos, de compra o de venta de protección, como inversión o cobertura de crédito, sin apalancamiento del fondo. La exposición máxima a riesgo de mercado por instrumentos financieros derivados es el importe del patrimonio neto. 01 0.31 0.01 0.31 0.00 3.88 3.75 3.88 3.20 1 FON FINECO RF INT. 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X2vt0wnU9OItI9lRhxYteL4wyxZBAiSSk/Xk/vjj6iGhPi1b1qXbNC25C7qkp7VMNM98cEbisDTKrj+Wk3hAlKqKEeT+4RGeJkKvNsJKUUOifZ49iXzFCm4X6NxHsgiIRepynFXCePppAy1Terpiua8zBgXc+OYDPgkx/BUmK0OH8nTPnorFOoEG6NLoToeHH1Z8xYgTdDZp0lxbbFpXdLm5fBFlcHApkPv58+fXrFkTbe0Y7/r169OmTevWrRv9UtpBZjHIfVujZ1c2V9ZSXq5QUzB1o/GKHsZKz/6yRdFyQp8vt50Znu8NYraktMg9JkZv/SkiuYhd6p2AGyGGRzSsNJE3IcB5vPGGqsglJCZaxXJhmpk8EkB1zmgbNlQmUcUJkyZZHX39dSurkGXLbvJO3UPus2fP3r59uy5s3sqVK3fRMJ+xTz75RMZQNcwsBrmXG/wX8TLR+ohHlpWNvGFL2cTytwxhDV8s/PL9YXW06Uss/wa7ZwJP1xjJsv7jW+R+5gzvJTT6E2jVSrGsEi7MRA8T3ZE6oinWzZoIWsPctDTUh6+hf381ODVhwAArizvtinTahg1TL5RWNPJLYPvqvfqqeq3wJ1Pq5C6gI/dIDZfJtGGmq+R+etMhwdGLWsffMrjAUB6vOkJ/FXG9OFR2CMv5r+UTG6vk1Iv3cIfYvFkZu5UMxJq3cuW4qb6UBZYuVVzraOflYfLoCWgtrGrWVGfGAB8Aca5o3A4d+K7ORUxoqJUJtdaLnNDXVaigLFmiobMtxISNV0nuhuTevXt3mQ4JCXGQKZGenk7Mnpqa6vj+3p59RCekVxzKqgxnteNYj7eUzBYJRd9w/IdWapwmCaxfMsu54ubOQIOGIbN+Xds0gtkJCO5+HD5soGSXi6HluNJ0UUTMgsmTDVYhAr4BMQqnrXNnoYvQz4IKJyVCqHrySS5p1anD03ffrToGtzdc/uYbdUrspuFBcu/Ro4dt2jDTVcn92K6TVQbnSVKurhHS1x9VMns67Vg7IFov9U/ZVMzaPP87O/MbV/hoMT6Vl1lpUF7JkbsULiS5aN1cSOPctm11112+xl7/lDUYx+bu1D8FHQpdxB56hb21F+93UdB6lRJjdnxEfYzcb79dsXSUopLYxGpSOuell5SmlxobsfbbMQnIMbc74EFyj42Nlelhhbonw0xXyZ3wxb9YrUKlyp3j1PwVnyuZK1wx52szzYrcA+xHTLuYa/cQ0Z+4vEIMN7WsNJQ1nsjuGMMqx1jyB7PcoKdKqP/Vr6/2tm+/NRbtP/9cME7mL6zCMK6qeup1q0oYvoaFLeVVUWkY672U1Y9XD525gFe8KKxbZ+V924m4OYA5QFI5NeiECWrO3/5m4Ln3/ff1mcICUsbMs4eJE7nm3cvJffXq1V999RUljhw5IudODTOLQe5attXJmFM2sqkbXa6IzH+zisRxFhvKqsN5ztnfWKspnNqWfcb/omqhDeXo941LqBNn1yBHbPcNOFdC/U8KC4895vhEGujIqQjbGWl7D0IV9eYeXs8OPnUAe+cd7nq6Rg2rIAyA2SFWmWp5af16vfuTZcv459xwoXsJLnZxD7kHWkNkXr9+fcqUKcHBwcnJyQUFBQ4yb4bc3QtpVKOjPC3TVRzK6o7h44ZyUaxcNDtfaAevzNZG2SXHioP+vHy1BMV2+2YweX8qifJR+pusMJR1nWeX1ivFWFfLENZrMV53hxDyWvv2qAmfJfczZ/TknpysuijQbbNnm4zc3YtSJHdCuSFFCOC2bJj5C/vAskiqfDT76Ci7fypbvl/5VAxfwxmw8lDFWDNmlecfQHQy+y7Fbx+j3LZ8hPrx7InX+Gep6Uv8hJjVSv6DM/iAZvFeZbfxBJb9u8EUBX3ksi/jpbeDmTN5c/TujZrwWXJnFr/Z0mG4sFOgzTYqp3M+YUDunsLObzlHC9pqP5NrzyWL9Um24kSdDCvEdmOdz5ajHiX3M7+xeyaynlN+aTYgu+qA/6vZ/3KtUQWPzeH3Q4z80Vd8XW7QPHbwX+rAQm51jcJyzNvNNn6t7s7ZwfadUtLnfzeW6BPWs7f/wXq9zY5l8W/Ay1v4L8C9jogpsu3bURk+S+6EF15QGLxlSyXn22/15C7ctYPcS4vcCTlXWNgSZeXq5Wus5kjOX7fFKirm4Ws5hdUfyydLdWLs3+0MubJ2HBYnxH/okRt+euFfDsYWVUfYPTR6XXH+bsMxdugM1+0cPsuVVPYKvyWSpX7l91wgLedCQ0GMvkzuK1dyUb1sWSsPkXv38rVLtWsrUnzr1iD3UiZ3W+T+YfdQrVFWTmyMsX9/2cFcM9N/+c3eSepRFjCU6/pJBm80nsvd9KWxO/lppGKqG8fWH3NbzUS/50hnVd1mKRl9IEMX8bp6ZDbLve4HXCDD2BcjGADghRB2rklJrl11/Dhfy6rzRgBy9/K2JgGWJNndmSzjZ/snnTjRvNe/iOxevGnJ/eEkB5JywdNPp/1jb/bqA4ogXyPWyr6TfttMdfPjH/+JNU9k7WYo/1I+in91qo3gjh9ETrXh3NK0ZSKbuF6vFCofzfX1o1LceT9Z/2FNJrKo97ypi4gF667SAeCdEJ7CVqwwwxgD5F4COHduxoMzic5mbL6pYmrF2mX2coP/ym/bTljIcFXSKD47mn2ZtZ3ObotjTy1kZy+ypG2e0oPTyEaMHp54Tc20nXq1t3Wd557boNGANHMKiOKfnCrDWYdX3L/q2D0DecCMEJ/q997z/jsFuZcCuWddYsn7XGYc4apebDO2skdeZd1fZ5M+5uLw81GWgOuvv166Ixj6qGjXHDR/ya4ufvgag3x6kNZT+MTvI0n6tQvi+9HjDb7S6rTREqp3D/B1WPY+HjSM2HCsNF8ykLsvIDeXBz8oV4635ogRIHeQu0LuSW2nEsuI1VXC2vL2OBcKCJ6vMuA/bRV3whXRa69517vwB1vzpUroVWPY7hM8Xxj7j05hkzawBvF2JoGHKxPax39iS/fxUYh25QFlCvRczIJeY32Tra6tHMPX3BqY9Axjy/Zz26Gs/7Bvs516hFnbWNw6+x7/nYSInDl1KgNMDRFAUUyNmoGXQO4lRO4rWgwlfhm6ks8oSueUzmD/96zOGJWhPv6n9eGMDC5Q1KrFO9zWrd723CTOi9u+e7zdc07ncO4uZ2Ojee9kftTWdpOv9Z3M3vvCYBq57lg+ehDI+S/fln9mV5zf9o3dW9qWzh6ayWbvUM4MW6ou+yoOStebP+AukPAkjRp37wa5g9wtyMxc1SySaCJy+V9nLqj8UuTy/WRrbtJ/D0SgABGI3VsdmIQt4U7cbNUshpJ+tRFKiEQxRtFpWirFsJr2Zx362fGQOnkjN1q19bLQLIGra+4YyxdqafHGHoM1xpSWnw2XMXt2aQZZBNwFbdCbm4y7CXL3HXLPz5/c/lXiiIcnXjl3USWOT05Yn3WDrwMisVEorxtPsOIXkm0fmWVd7IgRaqAAGi3m+oirl7x8a6OaKLboU+XQrgyrOmk5mRN08IKiJ4qJwevFc9WQoS+dAe+oZzadaPzxqBLDQopnzSjsK1wMgAl4HeQaVNoOHQK5g9wVTAl8iwcCjM0T5C6cuiRssDpHa15yi7WXyrpjlAAjVhg2TFUC+lbQn5aTlGdvME7/4PTlq25ZltVkYjEL/+io8cqAM7/xo00mWhG6Nh4vXTVjC/v8X3ytr0ufdnh19wVoPTnn5IDcQe4KvuweKwhi5hYLXw9VbMCzLqrnlDWyHSRm1+kNVHTrpvY2RMtziW9vsE5JLGQht92UVX37WPbMG3wcIKa7G47jqvaM82zgcgMvcofOuPJ/MsAmYF6IEZh5mhLkXkI43j1GCdj9iuKES+y2nqLSjS2z91laeH3PnjxA19q1GkVDptrV6BBQXGRkcwldV/O7NRqzlQeVCQ/tCYPfdeU/hG/Iy/CvZmZERiou+caNA7mD3DVo1iz88Q+0jhhFokuhX/55O1WpUJqI7MgovPzee3nHCg9XCxRBW8RmGI8RcBr0idWR++lfrT8AP7NGE6xOuGOM6+SujYcFmA69e/NGTEkxy/2C3EsKvXqJdUzSFnvZfsX17t0TuFr5tV18V8TsfjiJL9ZP+EhzuSD3pk35lm0x0haLKcqWZXfeCY+DN4mLuXxNr1TE/82o0x09x6ZvZn+fpYj5dPKkj53+AzHpPXYsqtqs2LhRacR588xyyyD3ksLQoXPaJEoXY32Xchdgkus3H1ei3HWdxw3b9SaSeXlKPHUxd1qhAhs/XpHZH3kE7527kLRNaY7AuY5OI5aXyncnfZ9t655wuG4n/mEGzDq4a628cTt2gNzZhQsXYmJigoODExMTr1275iDTL8g9MXFGu5na+K6Xr1qtyhFxXIcYanLDw9VQy1r30PYjcgDFwMF/qc3hGO1mqm3X4WUlk4Zfr6fx5a86ZPzMI+hWGHSdN1kuIhOaEzTqouZ75hkT3bIHyT0uLu7AgQMFBQUpKSlLly51kOkX5D5jRsyjywUdrDpoEcf/NJhBnWsoFsyaZRyy69Zb8dK5EZyFxXraCUWfXHu02movb+UxXqpZDDRrjbKR9H9UfHb2f/x9EZQcMOP7azoHQR4k96CgIJEgKg8LC3OQ6Sfk/k6LYYIL3vlcyduZwZ1haW3sDhsa2MmAD2KTS1IrV8ZL50ZkFwaZ0q0/MMTFXLvul3UQKxvElnc+B/VsSpjH029JkHtUVNSuXbuuXLmSnJzcrVs3B5kS6enpxOypqak+Se4pTQeKN3zJPzR9ZmXRgZzYnDm8Y9WooXD6p5+y22/nieXL8dK5HQ4Cs9jC0K1xteFW55zIVg/9cDwbNWxKCDtIErNA7oSzZ89GRESEhoZu3749JCTEQaafSO677+wu3vD9p9TsuPfVN3/QCodDQuEdjLZz5/CueQkW7+Uu4yXF1xqtOIrQgppbNvGmT35DpYHcTU/uEidPnhxnY/ZvmOnb5L6/XqB4w09YS2+Hf1Te/Df3OCR3YftIG/S23iryy5VoWi9jWnKPfuN/qCiQu4+Q+6VLl2JjY48cOVJkpo+T+5w5ktzPXbQ6ImdWEzc4JPcWLRRyh8WFF0NI8bN2GJN7x4kgd3PiySf5q2eqBSUeJPfAwMCgoKDw8PA0jU8rw0y/IPdVq9Y0HWRI7oTpm1n7mfZdG8bH8461aBG3xKINkrsXo95YK/tISe5lI3mE9GcSfkUVmQ/0xoklJlu2gNxvCr5K7gfv6CzI/byrgUyfeMJcS+P8GVHv8Sbuq7Hy3fxPi0+hnsfp95GRGidwI0ZwyqhaFZVmAohB84IFJrplkHtJYcmS3IBqgtydiVxhBaGQiY7GK+b9WPE5EyG3JJItfiYeGPAj/daMvMrKl+et+fLL5nIx6O+SuwlbCuReUiBqLlOm7OAbfM36Hy5e26sX71hLluAtM8EIzeJCMlKz0jjaYu16Z8RF+m31/CmFJipWVMn9V+hqvBvnz/NmatgQ5A5yN8Lrr1P/yA7pe6YYtnDCb/uePXjLzEXuH37F2s1goYss/mrCjnFXz2FZBiuNTWWD4Y84d443U+PGIHeQuxE+/JD3j969i3NtYKBZwjYC27/hVP7MIp7WLnEaPeILTu69zxksNh4wAPUGcge5mxZEzdQ/iKaLgdtu49d++SXeMu/H3pMWa5mZPK0N5jdqyf/4Kqf+vw/pvDKvWk2F3Js147+PPYZ682rs28eb6a67QO4gd3eTe0AAv/bgQbxl3o+39nAqrzlKH1rr+df/kOnaEVcyb2/D/b4JX4MVK7KsLFSd9yI5WfH/AXIHubuZ3OvVg9cB07TzKcW9TNvpamitgGj2j5NWXN9bzI5v26aI8JMmoeq8/eXt1AnkDnJ3N7kL4zmsXTIDhA/IWzROxMpF8bXHF3OtyD34NcvZublKBD6SDQGvxfbtvI26dwe5g9yNcOwY7x8dOhTnWlhDmwfnf7ci8Qbx6qFX5n8v81smFuaOGsUbt3p1LhjCsYR34o03eBs9/zzIHeRuKNEVd8Jd2Ngi6JJ5oCX34WusDpEIP8biB7T68MK1bDJ+G20zZ6L2vBGDBinOnUDuIHe75F62LDt82LULjx/nF5Yvj1fMjORuu6wh7YRyKFN4IrAsgFC22rVRe16H4cN58FtqnaeeArmD3I2fSnmB+/d37cL0dH5VmzZ4y8yCPstYk5fYtnTjo8TpQiP/vvzK5+WxJk14KzdqhNrzIuTnK4ZqYhs9GuQOcrfTUUS0jcWLXbtw715+1aOP4l3zGdSJs/iJHKLxMkTjuWJPyQCee2e1K87MxkUg9xJE8fz9T5sGmc7HEDyf6f2DZmYiKK7X4ddfQe4gd4+Ru3Qk3awZ3jVfQuVhnNzfku6CTp9WpmQA74EwkpHb7Nkgd5C7HUyYwLvI/PkuXCIXufTti3fNl/D4HH2odGU1AzQz3gNqC/HFLd5smQ+T+4ULF2JiYoKDgxMTE69dU2JKfvPNN1FRUZTZr1+/ffv2+Re5i2h5Lj2RWPd8++140XwMw1Zxch+i8QyskkhODurHKzBkCG+OW2/lvzSANttCMw+Se1xc3IEDBwoKClJSUpYuVSLT9OzZ87vvvqME/YaEhIDci8C8efySHj3wovkYOr6iqN0fSSrMkoYZrhrLAh7C1Km8OZKS2MWLZlwf7kFyDwoKEgni97CwMJEePHiwiIudkZExceJEkHsREAH2YCrjcxi0QiH3WyILs4g+hPvPpCTUT+kjN5cNHcqbY8UK0/KNx8g9Kipq165dV65cSU5O7tatm8j85ZdfgoOD4+Pj+/Tpc/XqVd0l6enpxOypqakgdzn84ZeMGYN3zccwf7e60Ek1iBTfchIYgVIEfWUrVFC17aYNpeJBcj979mxERERoaOj27dulBmb58uWbNm0iWf7YsWPz7ER8huSuQhjYmFZ2AOxh3k7Vv9juE4W59JpgoFbqOHrUFHGySCa4fLWUyF3i5MmT48aNE+nuhZ7ViN9JhAe5F4GICIRh80lk/pvdP0WR3HvJZW3Tp/PmfvJJ1E9p4tw57yd3Yva7XuTCwbTNpUfuly5dio2NFXp2QlhYmDCS2bJlS79+/UDuReCOOxAa24fRxWIQ2fOtwv01axRtwJkzqJxSg3DgKrfdu73tBt8/wqoML5yzGcK+/KHEyT0wMDAoKCg8PDwtLU1mfvPNN4MHD+7WrVt0dPSpU6f8i9yTklzWqDZsyC9ZswZvnE8iZjV/P++ZyJ1HBkSzfmNPKYQyfLgbSr98GR+J4kDYH8ut0NLPSyCMaLXb/N2lJLkXAz5L7jS+o74SGenCJSLGpp2vIGB2vPO51Vtaa1SB4oDo4YfdUHqNGojOWBysXGlF7suWedXdTfpY7TATP2Izt7C8P0HupiP3Tz9VfA9A/vJRZPxsFUS7Xjz727B/n761BbvjjvcPs8Oy2Y8fZ9nZLpcuDOf37kU9u4aUFF5vzZuzsDDuXsbbxv/blN7SPLGIM0HuXkzulSopsgMC9Pguur1mid0xQqX4V9pOS20WzkP0RVsWzjRu7EK0lqwszuliSbMg940bS/qR6B4WLeJKIZPimWd4vRVab3sbpm3inWR8atFngtxLEMIPUe/ezp4vzGzNFiIAcAlPvc7f1dZTVHJf0XLouqYDKFEpIo8va6pdW/nGO7NIUniXpAGf8CFM2/79Jf1I993H/3fECC+qZRKPHn7YWQdNTz/N73/AAG/rKiPX8nFeNctU6oDlIHevggjW1bKl3RO6d2dVqrBXX7UaVptXAgKcwIg13LH7c2+o5L6q9fBdDZ8S6dfaJioOxZzUzvXsqZzcvLmS+PDDkn4kMVEUHV3KNRsfzwcQAgcP8lsqV865JhnhZNyFNV8WhtPSfUr+0CxMu8lR0EU1fdtoxTwGkrv3QTiKcWDFLF1HdejAgoMVEQzwA1zMVcl9Vs93NzTuLdJVBl5VVkvSduJEkeVkV78rYNCf9fr+yqUEcVVcXEk/zP33l74fUxGcUrK5NF13ZvTTpo0zRjI7MngDlY+yoeP/cPm6QjS7fO1mH2LCR/wv7hhbKOxFqwvfzl0CuXsVitS5U1/UTtPTVq0aiM9PIMm9S7+Ml9tOF+ma4ZfVzvDWW0UWklH/Icv7X6BeNXlyST/Jgw/y/33uudKsTaFaEf7xs7PZBx8otTFkSNHXirkuh8vCsy6x+vFKew19z/qz8pOSn3bipp4g7082bLXC5mFLrHqIlcsKkLsJyD0nR8/stHXqBNbzE5AMKN7b4AHpgzqvEem7e2epTk5GjSqiiPz8L+74u7gwN6Ca0oVcih/gPeROIvbBg8U3JWjZUh34ykEMbXXrFsWpecqZFy86Eu6nW1EtEbrE9M1K5rFzrt1y7h9qOuUQ5/Q7xqh/ceScmr5liFMFgty9htw//9wqMoDY7rsPrOcnkDaR5Qb/FfrkTpFu3Ptc38dT73/+O07WRcbxyMioNDBPXNgzaHOpBYdr184NfqpDQ3khdryCF41771UtzbQvVFAQfwEDAzmJG4I4nU4LCHBcfNBrqvqbtplb1EN3T1Ay9xe1OmVvJks9yhPbv1EuWVm4JqHdTP1KJe1mqwsCuXsluX/6Ke/BX37JFizgR++6i3dH4UCKtqZNwXp+gvcPs7bTVH4XiVsHXBGJqgP/jzOO0Zzqzgy24oBF6PwhS77/Dfr8u9TIvXNn/r8PPHBThTz+OC+EfouHbt2Ux+cEpiF3sXCENg3JcBOGChXYwIF8uFCnDj9asaLj4oVOZu4u1sCSmLCetZnGZm2zkPt4pQn2ZBpc+PEx9kmhuqZs4bdBJqZu4vnb0q2o/BabNP0pyN0M5E7jRNHnxo7lCeFMTZzprmXogElw5jdW2WLoVjHiD72wNiif94eqVW2vqmQJx0piYObRbKFwp9+7+ucouuOSdyAspebMzOIXIgwKiq2WlFZD+fkG2k6dEVHr1krm4MFK3KWi4tFXFHV+kg1dqS5TIEH+8jVWYajSZGu/1F8lPQdk/cdYJG+ZyLrOZw9Ms8p8ZJaabjSBDVxuUDLIvbRB/Yn6jc5dWvv2SscS5szPPMMz33tPyRw5EpTnV/jhAn+Hqw0v0L32DftkK11Co0/I+S977FVF7iP5/Vz6ef4ZGJxPv3VGs+wlH7js7uJmEB7OpkzhCaFzp+348eKUQyPXdu34OiwqoWNHFz+PZ9jLL3Mlu/C4R9v58wZiu3Z2Wqu3oZexZk2esESLs4e8P5VGocSQd3mi7lglp9VktckCbGxBhfULbdO3ONK6iO3RV1mrSWxCKnuwUL9fO9a1ygC5lyD27+f9JjDQKvOpp6wECvF6iBgdtPXqBb7zK2ScV1/vB6xn7RSDd404vChNPUpS5LnPMzmnRObLIXzvwA25HR9z282VLavYn9hCGJLTHbLCIATO2W7aLUoQcefOzl6VmspatDCQ0IVNJJXWpQurXFnN19q8y8zq1ZWEw8Ulv/7XoiizDKqD51v0KoWT4S0nWeni1x+zulB6Dmg1SUmQyK9dnKzd2k1Xrhq9jhd4z0SW52KkP5B7aZN79+5WfVE4gCQBhCSIBg2wgsnfQON6qYHN+Jk1e0l927NqW8hL42P1rT3q0T2ZLO39DO6gZuB/tByx7UH3Se4OzEgEhwrql+RevMWxGRnFIXeho7fdNm3iv40b83OEVC43UZNayV2MnotaXNJzscLLhDk7rBi5zVT+u2yfstv0Jet7nFM4pxKtqNpjU3i+dnWS3MJvOhw3yL20yZ12YfgIaHvEXHXUP30zj8lQK5bv/tC5ly58tlZyn7+btYvmapkag/53u8aEbss9bhr8/fqr0kt/MHIfLn2g3zy5p6erb4Q0EIqO5nOedmK3cTz7rJ7WxedBrB25805+jlD1yC0ggP3jH8r6pnr1+K84waGpzNZ01csb4fAZK0auZhHDVx1UmLqZNbk3fcnqZOnHf+Ray4K1GKujr2wFufsSuTsvpwC+i6B5hXqYQtxr0eTueWq8jjGFQZ7YoleyTs98JexqNhxT8z9uHu6e29q7V+mlRIj2+raYwOzd+6bIXRZFW/36SqZQuQwcaHxJ27Z6WqdNum2grWFDflqjRjydnKwq3ytX5suaJLmL2VT6ijiohpNKxf6tkJmS9+s1KjSi6rVYkc1bTWaPz2Wbj/PZcp1sPnSVpthMdvY3TvdCn3b3eGPHBiB305J7QgKoDRBy9y0acr89zmJM3XOVljFHp1gxxaxt7IFeXOdeJYIve79nopIf8+hy99yW9HIuHbYYMvL582qX3rz5Zsmdtu3beWaTJjzds6fxJcKbjdzE+intCKB6davzhad77Xb33Wr6iScc3J0IfkvbwMJ6zbqoJ/eUQ+z871Y5LRLYZ9/rDR+1q5Ykpm9Srd29l9wvXLgQExMTHBycmJh47dq1QiqzAshdNS1AIGzAglEp3DPJA9PUHBGNb8yAnbyTbNggMiPftaKP0e/+US6SW8c/8CJf1UnEIfT1ozotccqhivOcu2CBwcLRadOUo4cPq+T+zjtFF7tkCafspCQ1R6yBkpsoRJh1tm7tFLlLn2VSQq9d2+p8aawpt4oVnYyrF71S0a1r8f5h1nWeXqLXtk6VGBb3gcXqaRxrZDGEp19Pw4PkHhcXd+DAgYKCgpSUlKU2Xnh++eWXKcIyxH/IPS3NYHHHbbepvcoJR3SAH+IJi/qlUz+LO99Zs0TmqoPGVhaZ3yo+paZu5LtJbae6QWjIyFCNwQ09m8bHK4foNHlmkY4h5Vp/2tauVTJFaEm5CW8wQmFC27FjBlYGwtmAdLcgT5DkTiKUFvS1o++T1nhGyvIPPeT4lldYgmcNelefT1/TuTtY+s+q15d6Yw1ap0YJ2jZ7kNyDgoJEgvg9LCxMdzQpKSnbTnAZnyV3ElKEXk8L4ddX9EIa+QKAHVVAn2d28U4SEyMy5+8uNKcbqXJH7f6/Szl9hsXJyYwHZ3KF8k1CKKbl1qCB/gS57E5rUPjss0WXbEvu99xj9V+jR1uYsp6yK8wxdUMHKbn36WOVL5ab2jNV0JI7FSg8f0yc6OBmz/ymRLmb6kQEFKL7yjF6cu/wik+Qe1RU1K5du65cuZKcnNzNOqzJ2bNnF9Dgzgbp6enE7Kmpqb5J7mJKSucuRphnbd3Kjh4FiwGGSDlkUfJGHtKuvplR6KBKGthxKh+7X313JLnTYPEmNTNEeVrCtXUtQIMDebRqVTXteJGqsMARM59y9lU7CyXdJ4hwVHI7f56dPs2rQrC8PKqbDxDrRYi1440W7As9vrR9FHY1/fvbvdkrfEZUaMxnuDKbIP0HdH61RLuNB8mdGDwiIiI0NHT79u0h1g6Axo8f/8svv9i70I907llZLriZBvwVHx21eIgcelnrK0aSu3Z5+vyX9smrFu+16OIfXsyvshk6u8oTVtxqO1uWlGRlYijT9sJznz3L5y1JWhcRBCW5jxyp14ZPmGCllpHmmE2b8sSkSfzonXdama47iQ4dlKvE2ithcjPeri588seqNfrLrtgpJu9nDyexfstcXoXkveQucfLkyXHjxsndU6dOJSY6iu3qR+Qu4zAAgH2s/dIyKTfk+plbm9qSe+xb/7lz+DUlitOcgzpyf7rbDt7BHn30pu7gpZesuFV4QHLA/nKzFz1KiMlCxhfkvmcPz69fX+8qgDjX1j/M7t2KUyYR8EAqghz66dVD2DLQSFq6ScjJcXD6Qy+rH9ERa0zQbTxO7pcuXYqNjT1y5IjMmTt37r59+0DuHEInaKvBBAANZJymsoNvSHKPt1hfdF/A8qrXOlWjlS25D3mP59wWfon3sUceuak7mDXLilvbt3eW3O15IBCSuFgRKiT9FMtizb59efrll/kUrlgMdccdFhKyLrZfPyUh4oY/9BBPDx3q2kN16uSSV+GB76jkPnWjCbqNB8k9MDAwKCgoPDw8zXqs1KtXr6tXr4LcRR2VTghjwGxQQ/AkKpGVnlzAd0k8J3LcW/8JW3L/8KvC7wH1sVat3KCWkWYwzpO7vb4t1hMJXblYF7pqFc8XhC7S4n0h6hceArSLkoSwL1eTCifDB120D3fRq7BcOWzPna/fSe7FgM+Su1iirbXKArkDTkqZSQqtHAwcJnKaJVgWpr7zF3Wh/LLlxdElr6rOCXL/4DkVBl1XePDjj2+W3KWrRVtTyMREPa0LSwF7fVswtThHWAPbkruYkapQQfEQIP9du4nVpMJaxtAvggN06cKvCg115lxhV6p67EkHuYPctRB9VPgwEhBTOhpvIQBgiJ3fKkYXB+t2Fh3m6UUWyX2N4gq48iDuAv6tOcds5X2FB4uK+Fw0uY8Zo+jEbTX4/fvz/HvuUddtCH26zvBXQJq3CwPH5s2NyV1qYzIzFe2lzm2v2F20iNWqxdPff+/aQ50+zcN0OOeb72+FoZFqjmKPzirpqVGQuwnJXQxLXZU4AL/Eg7GXiFzSaz/I9dGMdV/IuWb77B2C5qpEXKXdNW9buVCvZgn9cTn4OSvGLDa506/hKmtWaGoycKBq8F6tmt6zrhWpaKR7YdgufG8MGGBA7kIJQ98VonKtcbrWf28x1DKuYIpFcu9pqlWGIHcvIHfKB4CiIHS+++sFig6j7NbvKgiuZv/LtLsgyUpyL2fxM/63yCzPkrtYei0ME7dsUUzLpZ9IQzNfLWsL/Tt9GFJTrfzJMGYVUli8OMnJxsoZD79HwpPPojQzdRiQO8gdMBu5p6cn72cdXi7ctRDcvc+fpN11s/bakjt3Dt7lA74u30PkLm1XNm/mAQmkEYtQodiaJ+oMK4Xue9o09u67enN1rcsX4R9m40YDchejhPPnPVf5wpPPqoNm6jAgd5A7YDJyn/T6T3Jm72idh1SOE4txNFj1ReHayNCD7PnnPUXugp2Fw2ohWQvrXsPuHRNjJY/TRjdGv4mJqm+yjYWWhtIqRir6161Tc3r3tlLBe3IlIMgd5A5yBzyF3m9zftnQuPeSZf+S5H64bidFDSK8X1njUGEoiQeey2Bduxbzj0+f5vFRqfxly5QYeLrAA1OmWDmsPn5ckdZtu7fWS4H0tfvyy4ol/vbt+ujV2dmqawERfHjRIvXaYcOsTDA9CeE6P+UQyB3kDnIH3A1hHvN663H7P0yX5H6uWmM+LUk4fJjbDtqg4lBLQM5nj9t1hu4YeXlK7Auhtf/hB55o1szqnKFDjR1WiyWgxzTTANHR+khJDz3EJk9WJkXlZOySJeolUskuI33TUeHEkUorEXKXEbHf/gfIHeTuJLkLawGX1kwD/grFsP3Rdz9cmamuaSpbntvz2UdtS4i+Vs+f4mTatm1x/liy5yuvGPRhZmO/KCGc965Z44jcO3Tgi/5l+CRxqNA5GoeYodWSOytcXDpzZolJ7soygr0gd5C7k+QOxzKA03j2Dc4vC1qPXzU6VZK71sO7Id4ojLO6s2FoMTubZM/wcGNyf+YZK12KhDBjn6oJbBEToyf3e+7h+drVp7VrM60zcBkBytC7wJw5ytHbb/dczYuwSreNNlmHAbmD3AFzQAbfWDVmveDrWwYX8P7jUHKX8VSTWw63GyTPAWRcbGHQYkjuYg2RbcmDBysXSleLWtfBYp5AkLJ2irWXdUTv8+eV/EGDjCplqmrq7rkX1xJI7+7xJuswIHeQO2CSd7XQP/uqUR8Ivi4/KN+Z6IwRC//HLT2aRSqU6pKHSNFppTlKRoZq6SghHKPbSu4ybrX0bDNsmN44XRyaO1fN//vfrQqRy1kNY+zJr0XFip6refGBvHWk2ToMyB3kDpiL3Bf3fUc4jbn/uRNcD14UIpdeV8ndNlq08+TOLJYw0qOLhD0XSfPnKxc2aqSX5WXYUjk3K9yH0WYd2Ieje3fuouDbbw1uT4TjuPtuJ70IFA8fHuE1X38syB3kbg+XL6seqOV48+ZDoAH+gTk7OMUktp8z9uE3KTGxw2tOxSktdA7Mg6kWQ8jVkbvQ0mg7bUKCojE39O4rLBeffFJP7p07czOYFi3U0NhCtyM0+84jN5eXcMizJopCcn98Dsgd5O6oLjWiuqH6EgDsQETEfvjpI493/4xzTffPeP9ZuLDIC7Vx+PhVLqmn09OVTlulivFwU1K/oUXvnj3Kx0CYaUpyt/0mTZzIuf6LL7yqzpfsZUnb2LNv8qprOhHkDnJ3kty//BLkDjiPQSsUgn7uia30O/yRZCX6blEYlaKSe+Pe51zTBMrl/nL5q47cpYcAQ3KXi04Fmzsgd++D8JkstycXgNxB7s6Qe/Xqiis7sQIFAIrC6i/ZLZEFxDK9um6k32UtR/D+o7UatINXd6gMxVcz0VUrVzr7r2+9ZRVF2pbchTF7keQ+ZAjfpV+xO2KE91d4/g0rcjdF9KUSIvcLFy7ExMQEBwcnJiZeu3ZN5u/cuXPgwIFBQUGBto5D/YTcBa3bCyQPAHbQbNCv3GxjwBU+Qdp1mmMjSAlpDUlbYG+Ls8Z585xWTCxRpj0tfoY5hJeu3FynJPfDh5WjERF8d8QI5TvhyflPd0GYt8tt2iaQeyHi4uIOHDhQUFCQkpKytDBQQFpaWkJCwpUrV/xactcu2Rg4EJwFOInOEack16xe/28nrzpzQUPuEd/xXhcf7+xfdrW4FO7USS+qp6bytLCMdOC3S87HimlS4T+ybFlT1PaINRZ700LPmv2WgdwLQbK5SBC/h4WFifSoUaN++uknf1fLyGg19pZmAIARHhuiugybve2Gk1cd/0lD7v3SjUMp2YMIsTRqlJojVpaKxUdadwKGOHpUORoby3efesrTC47ciMctbjirxrAKQ7nz5I+OgtwLERUVtWvXLhLSk5OTuxXargYHB2/cuPGFF14IDw8/YWM7lZ6eTsyeKoQCP5HcXVpRAvg37ov8t+DoB6fz6T7ncetIJUpf59G/uBQVmj37LD//zTc1Zd3KcypX5mkaAcjlpobIyVFiJwnJ3Qzknn+DexoIGMrqx1tMSLeZtbd4kNzPnj0bERERGhq6ffv2kJAQKc6nWTzx02+EUMP5leQuPIVpt+L56gP8Eg8kXFecQbroa44I67tsfmGz4f9VOp6TkXuF/8UpU9QcoYoRxvLjxlnNtRpCfgBOnmQBAZ5eTXrzOHrOStVuLh/uJUTuEidPnhxHncCCPn36FBQUSCne78hdOqcWa69pmziRAYBzIIFdMI5LYruA0Lw3iLmqdDytMG4PMmCpnE1lheuY7riDp0ePLlqHPny4Usg77yiJqChvruSZW6zIfflnIHc7uHTpUmxs7JEjR8Tu0qVLU1JSKLFv374xY8b4HbkLSwMxMq1alY9wz5wBZwFO4pEkTjcVhnIP465ibya/tuwQNvGJ5bwH9u1b9DVCvV6+vH6yVCrZhWljkROkdesqfsfot04ds3xBFSOZzSB3GwQGBgYFBYWHh6elqWFlr127NnnyZMqPiYm5cOGC35G70FfCvB0oFrovtDhnn1Sca7MLDfuqRv5h5amxSHJ/8UUbSigkd8HXHTsWUU6HDor7dTOs2nv4FV5L7WfyiQrasi6B3N0HXyb32rXV6GIA4CKEI4EOM4t5uSD3CkP+UgKiFn2Bpa9On26X3GVsVccQ0TxExCVdiD7vAw1uqJYWfWr63gJyL1n06qW4rm7YEFQFuIp6Yzjv3De5mJcLg5mykRYv8H36FHG28HNXrpy6XklCxK3Oy3OW3CdMUIKs2gbX9jJcvqZ8Ai9fA7mD3F3FnXdCcgeKh1aTOO+0SCzm5RdzFebKqn43a9q0iLP37uUdNSDA4JBYlTp3rrPkLk4bM8b7yT1siUVzNdwXegvIveSlr3pK6EgAcBF9l96U5E4IiOYlzHxwBrdxdIwzZ1SrGB2E/4zRo+2GxtYhNpaf1qOH95O7qJ+AaF/oLSD3UiJ37XpuAHAOQ96zSO4JxS/hyQW8hHdaDCvaxOXgQbsqcqFafOQRvhjKGU81TzzBT2vZ0vsXdgiF+9RNvtBbQO4lDhKF4C8MKBb2nmT3TmJv7Sl+CSPXcvJ6pe20oh3/CoeOhoK28P/1979zD+zO+O+dPl0xqqFfIvrSwKEz7HSO3aNy3YBQW+Xf8IXeAnIvcdx9txLiHQBKHJ1nc/IKDtlj19WXAB0iEdue5P7hh4pRAA1AKbF+fRH/umoVP018Ce65p+Sf+uiP/KnLRbGs/xgcrT6CH+2/nPVZqiwj8A2A3Esc993Hu3i7diAaoOQhJPdnQnbp153qID2C1a9vcHTpUivn1bt3u0DuvXuX/FN//6sikre0WSKQ92ehhehQvvmMwh3kXhoQgYBtowADgOchYvUNfPx93gkP2neb8tprCn3PnWskCR9VI3g446Zm82Z+mnBTExbWbgYLiGJpJ0rokW/RLDdt+pL+6OWrVutRabs9DuQOci8eqlThXbxrVxANUPJY84Uwdb+RXe1OIvfk1Jy0T86rh8+c4SGt8/IUWXvAAO21tWNZlRjOhhzSUYy9MB1ayFh9tL39ds1RFiXJEBa+3Pj0vktZzBoWsoAd/FcxHzPtO66AOnxGFczFdouF37WeebYetzqhckxx/PaA3EHuFjz0EO/izz4LogFKHrMLQ+4NemzNr2u2cJId/Jd6WOgM4+IUco+MlEdkzLnzv1v2U1JUvr5YlI/KlSvVk9etqzFSKarmKKPX/3uFhbmD4tma785vLjzm32bwy7vO05O72LRefJWFXdFmjaUHcvcmHD/OA3Q4UHcCgCdx93jOYmM7vrGvZ6KFRgvUY82aKdYvSUk8MXWqoru4xsanKvS3Uuhydu0qIkyHFsT+8uRTp6qNUIpqkcgWpbHEDVbnnruosnDZSHb4LM9sPIHvjljj7DPeN5WfX2mYVag8qZ8pO4Sd/lU5U9g+Vigk94kfgdxB7gBg0nd+M2exGQ/OXHD/BMFoEns7Do5+9N2cQXG6pafRK1WKXLLXkrVggQvkzgqNxCzBVyW5C/matobjCrU9jKtitFL23y1hYgX5Bs939hkfe1Vh84+/VouqPlJNb/on9wh213hl99tsJfHC2yB3kDsAmJzc994TqjPrbtEvi3aj++/VkXvCepUWJwvFxdmzrpE7ISSE9eq17pBalGR52j5UnIKz/aesyP1ey3Lc2+KUcKbZvxf9P59mctW5tpAasWzBJ6x5giq8d1vAKg1VJXrCHWO4FL/vFMgd5A4A5sT83ZzR4jsu2n7/AMFuZwp9b9/Xh8do7Tv4iI7c49ZZcWVL4dxGeEkq4xo/VNcQerkhavrrLOUE3QyncPMiPwNF2thI/znardIw5ag2nKzcOib56Fcc5A4AfoVXt3NGe+ypA6uaRQp223vov+LQA71P0W5Y5FFJ7nl/Klpp7dZQxFXr25efU62aS/9uW1rlYfx3f6HILJyjVY1RTPLpfALJ7OLk/snsxVS7hef+wW4dZUDf9caq54jIqHLr8LLvDtFA7gDgV4hexUmtYsQfktw///QncaipRS1zW2TuxcmvjnhkWVrCWq21SYNCWgwUtu+dOysBI12BpGmtbK4l9+YJfLfnWxbqsZxw7Jz+Eqmgl8i6yAa/x401lTFBNFejSyVMbIrBB0aMBnxJyV5y5H7hwoWYmJjg4ODExMRr1xTvyIHWALkDQAkj47xFIh58Q5L7/ve+FIfqDviPyBnyLLeSrBl9XUupA9/hkYko8fArlrPvuqvo6NhOkHsVC7nv/pYfjVyhZG77RmXhWzS/YvsuW19s+5maMoew0EXq5fEf6E/utZhVG864f51I1hvkXgzExcUdOHCgoKAgJSVl6dKlktwhuQNA6UKxe2k1SiRWL/lGociwEyKnU4+vLDrxG1oWJpbcclwjuaelcdPJJNc01gHResPEcha6f++A5esyVsncm2lh5yi9gC+2RWn6YsOWGihhjv/Edn5r9066WCxqBr0DcncdQUFBIkH8HhYWBnIHAC9BLYv6ovEL5wQbRo/PVNQyYT8q5iUD/qsVhAUX5+UrpiyBNi4JLl/lQn19C6umfceeeI2vDjVEleGqLxeRuM1yM9Er+dHwZJ5+cqFy8swtqo5ea1oTu1ZfbMQ76tHQ152qhCX/YM0S2IZjIHfXERUVtWvXritXriQnJ3crdKVCjE/58+fPX7lypdTVSKSnpxOzp6amgtwBwHOQ4rPYHo88lflvbmdyS2SBIk0P/ks1Dx+hutOyR+57MhXNCeG+KTxNNG2Iajbk3ixB0fnk/anoXlZpfN5M26Scdtd4rlIXFN91Hsu5YvX9iHxXfZyYVWhhD5P72bNnIyIiQkNDt2/fHhISojuakZExbdo0SO4AUPK4PU6v+G49RVk9VHYwV8VUHnhNUZ4M4Yt9iHZpc0Du4z8sDOD3H/bgdJ7o8YYjjZCW3J99U7kBOXm79bh6/v7vlcy+Fs3uvJ08TVTe7CWeEK7tF33KhL8aEvNjUwymW0HubiZ3iZMnT44bN842Pzg4GOQOACUPYmfBmLXCfxcJEswP7zpNiVbPc2vIagNypdiuhfgAaF2+CAjO5bryk5ymhRrH0BuMjtzvmcBGrVXOTzuhX9DENC556ZvBCr1aVilU0dxp4ZU7X1R2Z29H25YguV+6dCk2NvbIkSO6/J9++mnEiBEgdwAoeYS+XqjIHpirusON57YxD/X8mq/6GZgnMuuPtbpQOH5pPEFf4JwdqlfFumOU9M4MR+R+WxzXn2xL53OecppUJNZ+aXWJmHEVZi0bjlkNOERgjZqFtu3F9iIJcndROggMDAoKCg8PT0tL02YSQkND586dS7wPcgeAkofkX61uXdGA9/tJu9tuhlPkLlwaaHX0tNnOVZ4uDJqx/3srub6yRRHfZa4iy+fZjxC17rDV3YqZgA4vWxTxr6FhS1wt4ypA7gDgUQg25OtU+3875uE3tRTfqX+mTJcfUvCB9ZA789+KeK5DbIrGlWOhfctTNlYr0gGZDtp4GpHvOrrz5P362YKnF3Ev85SgewNA7gDg15DO2ed89H+sdu037xtTc9ifIiex57ryg/NFes8+fUhpQe7lrQPRTdpgsOJfrGh1ktzvm6xe1WdpETf/8dd6ax/xOcn4GQ0LcgcAv4egxaX7mQht+kSPA4rg3PfTB55XljJt++cNexdq0b7Qc2+fZaziMI1DR5uApfEfGJM7QV744LSib76FxXqyhrUbGZ+JoARyBwCg+BCzlK9sJW5uT+Teu+sGQZGDn97E8vIqDvqD5PfjPxlcWMnCwumaQ73fVsMbrfrCinCzrKfVpOtgW9w2WlmtOssJi5dn3uCjh4WfWP0XAHIHAEDxEjN/N+NxwcqU2XT38+Ui/2rW64e8rhYD5dxcvhl+FaIVFhZ4+nVFY/7qDr678qAV4X5jrSoZtkpd66QDXd4pSQ2Q5Ay4x8pC/wSGZYLcQe4A4HcQDhQ5I/fpo4bd0ITWswfp+YtA0rrk8W3pPId+JdvSb3trh7ovvG2gsr8ZTPyo0PtYDJoU5A4AgMWzStd5FnvE7Gwrcp80yfGFuX8o8vKiNFWHrgbOLkTlQh36Rc0AoN8yK6nfXeRefyz7PgdNCnIHAED/imvI/YUXilSGKGaUc9jYD1R7c92i/8V7lEBL32s0LUPeVeNvuAX5N7gHAhhBgtwBADDCLbeo5P7WW0We3iJR4XRhJ2NPEq8/VglF7TlyB0DuAADYR/36PFpe69YsNtaZ05fss1qMOuQ949OEWp9+pWnNqBQlzjUAcge5A4A34skFqqt34YrdFg9MV74BNUcpShvhpSD+fdQfyB3kDgBeiTUae/b3jxifM2iFJkTfcp4z2iK5L96L+gO5g9wBwCsxZ6dK3PZC2eXl89VGWqcCIqSGNhYHAHIHAMCLkH+DPTKb28PcNtqRE8fv/q2Q+6i1XDMjfMJM24T6A7mD3AHAzPhnlkLuY9/nUfG0MZUAkDvIHQBMDBFFj7YvLFGcbh2JMHggd5A7AJgfLxU6C+u/nP/ePwVVYn5yv3DhQkxMTHBwcGJi4rVr17SHvv7668DAQJA7APgDRMjWPkuNg2sD5iP3uLi4AwcOFBQUpKSkLF2qqtkoZ9y4cSB3APATPPEap/U2U0HuvkLuQUFBks3DwsJk/vr167dv3w5yBwA/wXTL2qVHZ4PcfYXco6Kidu3adeXKleTk5G7duolM2o21LHE2JPf09HRi9tTUVJA7APgMVlmcvHe1KGe6L0R9mJ/cz549GxERERoaSnJ6SEiIyFy0aNGBAwfskTskdwDwPWz6p8XDu2VaNXg+6sP85C5x8uTJcePGiXSgNUDuAODzePeAupy18QTUh6+Q+6VLl2JjY48c0bufgOQOAH6C/Btq/OvHoXP3AXIn+g4KCgoPD09LSzM8CnIHAD/BxVyF3KPeQ2X4iuReDIDcAcD38GIq6zCTR+kDQO4gdwAAAJA7AAAAAHIHAAAAuYPcAQAAQO4gdwAAAJA7yB0AAADkDgAAAIDcAQAAQO4gdwAAAJA7yB0AAADkDnIHAADwW3L/5ptvZHrChAkzAAAAABcRHx/vdeQOAAAAlABA7gAAACB3AAAAAOTuGCJktpNITU39zJNA+Sgf5aN8s5Svnbw0veSuNbNB+Sgf5aN8lO8j5O7Mlwrlo3yUj/JRvsnIHQAAAAC5AwAAgNy9G1FRUbVq1SpTpkzFihUbNWq0Z88ec5U/derUevXqVa1atXr16o0bNx43bpy5yrdFuXLlUL5AZmYmVTv1nGXLlrm9fI8WXgLlL1y4kEpr0qQJ/VEdCxo0aHD9+nWzlG/2bu/t5N6uXbslS5bcuHFj8uTJixcvzs7OJv5at26dWcrv3Lnz5s2btTn79u2LjY01S/kgd8egzypJA0QoY8eOXb9+vXvL92jhJVB+jRo1Tp8+TcxLktPRo0cp58SJE23atDFL+VRsOQ3EbkBAgGnK9/aRRRnlDol/ScSgRG5uLgnapivfQ+Ti6fLr1q1bzggo37b+w8LCfvnlFzfWv0cLL4HyZVH0ZuXn54u3zI3k5enyv/76a/r+rV692kMyh6fL93Zyp4ffvXs3JUiyoGGXJ4QXj5bfpUuXDz74QJtz4MCBbt26maX86dOn79y503MfD7OXryuqbdu2P/zwg7vK92jhJVm+tkwTlS9AA3qS9mhA7KEBpefKN4HOvWHDhvTYJILl5OSIHDd+nEug/KlTp1LhlStXplFkkyZNXnnlFffWj0fL/+2339q1a6fLdGP9mL1826JCQkLcVb5HCy+V8j1d+W5/eeWwvn///p4o2aPlw1oGAADABwFyBwAAALl7B2Aqh/L9oXxUDsoHuXtv+Wa3ZkP5pVg+Kgfl+zK5w1QO5ftt+agclO/L5A5TOZTvt+WjclC+L5M7TOVQvt+Wj8pB+b5M7gAAAADIHQAAADAJuZvdqyLKR/moHJRf8uV7O7mb3asiykf5qByUXyrlm8YrpBYm8qqI8lE+Kgfll075Xk7uZveqiPJRPioH5ZdK+ebQuZvXqyLKR/moHJRfKuXDWgYAAMAHAXIHAAAAuZc44PgN5ftt+agclO/L5A7Hbyjfb8tH5aB8XyZ3OH5D+X5bPioH5fsyucPxG8r32/JROSjfl8kdjt9Qvt+Wj8pB+b5M7gAAAIAPknteXh7KR/n+WT4qB+X7MrlXrVq1SZMme/bsuXHjBspH+X5VPioH5fsyuROysrKeeuqpgICA1q1bZ2ZmonyU7z/lo3JQvi+Tu8SpU6fatm1brly5wMDAs2fPonyU7z/lo3JQvi+Tu8QXX3zRvHnz6tWro3yU72/lo3JQvi+TuwCmU1C+35aPykH5vkzuAAAAgFnJvUyZMu3bt7906VJJ/qkbF4l5uuQlS5ZQFXXs2JHSzz33XEBAQK1atX744Qez1I+2qE6dOtGzNGjQwL1369EwlQsXLqRHaNKkSWZmZh0L6P6vX79uis7vacdVJdC4UVFR1OGpZHqKRo0a7dmzx4z1c+jQoRo1atAu9U8/Ind64N9//z0kJKRHjx6UMB25U7crp4HYdeMiNOoTp06dOnLkCPEL/VLO2rVrictMR+5jx449ceIEJbKzszt37uyu8j0dppLq//Tp08QC1LJHjx6lHHqKNm3amKLze9pxlacbt127diTc3LhxY/LkyYsXL6bCiRzXrVtnuvqhT8jOnTspsXv3bjd+/0zjW+aXX36hd6Z58+b0lbt69aq7yq9bt245I7ir/K+//pq6yOrVqz0kuUvfQy1btpTWsm78F0/XjyxKS4iVK1d2e/14+uNE8l1+fj4lqBXc9fH2dOf3tOOqEmtcqnOqf0rk5uaSIG+W+qFbFa1JIoJHJEuzkLvAzz//TF9+bV3cJKZPny6+mR5VnpBYQQ1JMqPbS65Tpw5J7vTBp869fPlyyiERw43929P1I4vSCixuLN/TYSrlrWrv2UOOw9ze+UvMMZaHGpfEJur5os/Ti+BRtZIn6oeGHdSgv/32GyU2btxIwsGbb77pxpGN+RyHuRdUszS4K4E/JeGif//+bi/5s88+I1oXPXv8+PGUrlq1Kg0XzFI/ciigLdO9teTRMJWGt+o5x2Gefrnc67iqBBq3YcOGVD61b05OjtvL93T9EDZv3tyoUSN6bekpSCYbOXKkO4f1DAAAAPA5gNwBAABA7qUBj5qy2RtOmuj+Ub4Pty8qB+X7LLl72pTN0/3b0/eP8n24fVE5KN+Xyd3TpmyeNvXz9P2jfB9uX1QOyvdlcve0KZunTf08ff8o34fbF5WD8n2Z3JmHTdlKwBTSo/eP8n27fVE5KN+XyR0AAADwNXKH606U77flo3JQvi+TO8Ikony/LR+Vg/J9mdwZwiSifD8uH5WD8n2Z3CUQJhHl+235qByU78vkLoEwiSjfb8tH5aB8XyZ3AUynoHy/LR+Vg/J9mdwBAAAAnyJ39/rL92gMUk+HSfRczZTiv5iofT0a5tTTMUg9HSPUZ15eZs4Av/5O7p6OQerxMIkejtFqdnIvgfb1XJhTT8cg9XSMUJ95eU0a4Nfbyb3EfBt5KAapp8MkejpGq6fr3+zt69EwpyUZYNYTMUJ9pnFNGuDX28nd076NPB2D1NNhEgU8F6PV0/Vv9vb1aJhTT8cg9XSMUJ9pXJMG+PV2cve0byNPxyBlHg6TKOGhGK2ern+zt69HNWCejkHq6RihZm9cswf4hbUMAACADwLkDgAAAHIvDSCMpAOY3Zpt4cKFVBoNSOlB6ljQoEGD69evo319oHHx8pZu50cMVc/2D0/fvw9Ys50+fZo6d5kyZY4ePUo5J06c0Bon+HP7mr1x8fKWbudHDFXfCSNpRms2WRTJp/n5+cwyM+zGOSufiaFqalNFvLyl0vkRQ9XcYSTNbs0mi9KWaaL792j7mr1x8fKWbudHDFVzh5E0uzWbYVEmun+Ptq/ZGxcvb+l2fljLAAAA+CBA7gAAACB3AAAAAOQOAAAAgNwBAAAAkDsAAADgJ+ReBgAAoLgAuXs1ueOLDQAA2APkDgAAAHJH8wAAAHIHuaN5AAAAe4Dc0TwAAIA9QO4ea55AC/r06ZORkSEz9+zZE24BJXRnEmROdnY27f7444+GxX7zzTdy9/Tp0/LCQA3k7tNPP52WlqY9QZejSxjuGuaPGzfu1KlTlDh79mx8fLw84eDBg7Yn79y5k55a+5jao7Z/991338kyHdRwUFBQXFyctkIc3Jju2W3rX9ab7Y0ZXm7YmlqcOHEiNjZW17i2V40YMULb1tT6MTExTjao851B1y6B1nDj62PvcRx3JyffqWJfbnuyk5e7epMgd78gd/G+vfDCCyJn7969Y8aMuWIBEZB8t217z3vvvUfvQ3JysmGxc+fOlbuLFi1yTNDHjx/v2bOn45zikfvJkyfHjx8v7oFYTJ4wbNgw3clbt26lB798+bK9omz/jurHyZfq/PnzxHfaHHs3pnt2ZyhDVz/ay+21pgSRqe1TG161adMmbVtT62/ZssXJBnW+M9i2SzGYyxnYexy3k7tb3lBDhISEQHIHuRfRdY4cOTJx4kSRQ3wtJEpB+lKcse1k/fr1++mnn+irUFBQYFvs/PnzL1y4QGkijgULFjgmaCohODjYcU7xyJ1ZosV//fXX2rBhdEJCQgIRkPbkqKgo+eBOkrvzb/KxY8emT5+uyzS8Md2zF4PctZfba00JIlPbpza86n//+5+2ran1r1696mSDOt8ZbNvFQ+Tu4HEI3bt3p76t+3eqkzALZOXQIfok6BrLXkvROO+5556bN2+e7ePbJgxP1t6YbjQjEtSHRT1funQpOjra8J5B7qYh983/ZI0nuLDR+baDfWp7ktFETrdu3WSPp4R02K/rssRK06ZNo8SUKVPo22DLRERnK1eupPTq1avpZNuRuLbYjRs3Tp482XFOscmdujXJOFq9E51AmXFxcdqTtQ9uqAwpNrnTOfSm6aRjezeme3Z7ajEH5K693F5rShg+tb2rqK2/+uor0frS37czDep8Z7BtF0eVvHkza9zYhc06kpzh4wjQ6zBixAjdv9No5isLxB2KQ+vXr9dVoL1eSt9yelN0Wil7CduTHdyYTFMlb9iwQQxDRYXb3jPI3TTkPn83KxPpwjZnhwE3/fDDDzNnziyS3LXvYVJSkuD0L7/8UrC8rli6NiIi4q+//oqMjKS0A4ImkAwluc8w52bI3d6F1O9PnjxZJLm7RXL/5JNP6O+c0c/qnt1VyV13uUvkblgV2qtkW8+ePZv42vkGdb4z2LaLo0qeP59eAxe2OXO0Vxs+zokTJ4g96ZFtb1JI6HT/Uh/iTJeQu3SVqFVnyN32ZAc3ptWvivkbGg7SS214zyB3M6llzl10Ycu/YdwR5dCSOhB1EcdqGRrAik4mQGka5NoWS4PxxMTEN954o0iCXrJkiRT/7eW4ndxJZE5ISNCqZYhTbpLcHYj5hkHLiqwNe2dSexFXGnKN9nJ7rSlBAp1WyeD4KvqvXr165eTk9OnTx/lHcLUz6NqliC/ouXMubJbonRKGj9OvXz8ifcObpDovsKB45G47CHaQsD3ZwY1p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Bonos|LONZA FINANCE|1,625|2027-04-21 EUR 472621.00 0.07 0.00 0.00 XS2726262863 Bonos|MADONALD'S CORP|3,625|2027-11-28 EUR 1107203.00 0.16 0.00 0.00 DE000A382962 Bonos|MERCEDES-BENZ GROUP|3,250|2027-09-15 EUR 1494857.00 0.22 0.00 0.00 XS2349788377 Bonos|MITSUBISHI UFJ FINAN|0,337|2027-06-08 EUR 1126936.00 0.16 0.00 0.00 XS2465984107 Bonos|MIZUHO FINANCIAL GRO|1,631|2027-04-08 EUR 2786504.00 0.41 2239492.00 0.35 XS2528323780 Bonos|MIZUHO FINANCIAL GRO|3,490|2027-09-05 EUR 1098410.00 0.16 0.00 0.00 XS2672967234 Bonos|MOLNLYCKE HOLDING|4,250|2028-09-08 EUR 710817.00 0.10 0.00 0.00 XS1197270819 Bonos|MONDELEZ|1,625|2027-03-08 EUR 758105.00 0.11 0.00 0.00 XS2676882900 Bonos|PATERNINA|6,750|2027-09-05 EUR 734513.00 0.11 0.00 0.00 XS1117298163 Bonos|MOODY'S CORPORATION|1,750|2027-03-09 EUR 765083.00 0.11 0.00 0.00 XS2338643740 Bonos|MORGAN STANLEY|0,406|2027-10-29 EUR 1565069.00 0.23 0.00 0.00 XS1645722262 Bonos|MUNDYS SPA|1,875|2027-07-13 EUR 740707.00 0.11 0.00 0.00 XS2680745119 Bonos|NATIONAL GRID PLC|4,151|2027-09-12 EUR 1116651.00 0.16 0.00 0.00 XS1689535000 Bonos|NORDEA ASSET MANAGEM|1,125|2027-09-27 EUR 2772726.00 0.40 2256862.00 0.36 XS2203802462 Bonos|NE PROPERTY BV|3,375|2027-07-14 EUR 774386.00 0.11 0.00 0.00 XS2462321212 Bonos|NESTLE FINANCE INTL|0,875|2027-03-29 EUR 1881530.00 0.27 0.00 0.00 XS2462321212 Bonos|NESTLE SA|0,875|2027-03-29 EUR 0.00 0.00 1894973.00 0.30 XS1821883102 Bonos|NETFLIX INC|1,812|2027-05-15 EUR 1306338.00 0.19 0.00 0.00 XS2107435617 Bonos|NEW YORK LIFE GLOBAL|0,250|2027-01-23 EUR 730796.00 0.11 0.00 0.00 XS2332589972 Bonos|NEXI SPA|0,812|2026-04-30 EUR 757457.00 0.11 0.00 0.00 XS2443893255 Bonos|NORDEA ASSET MANAGEM|1,125|2027-02-16 EUR 745846.00 0.11 0.00 0.00 XS2229089490 Bonos|NISSAN MOTOR CO|2,652|2026-03-17 EUR 778980.00 0.11 0.00 0.00 XS2449911143 Bonos|NATWEST BANK|1,375|2027-03-02 EUR 3866145.00 0.56 2209553.00 0.35 XS2473346299 Bonos|NATIONWIDE BLDG SOCI|2,000|2027-04-28 EUR 3880007.00 0.57 2188649.00 0.34 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HOT|1,625|2024-10-08 EUR 0.00 0.00 393872.00 0.06 XS1635870923 Bonos|SAMVARDHANA MOTHERSO|1,800|2024-07-06 EUR 0.00 0.00 490255.00 0.08 US59833CAA09 Bonos|MIDWEST CONNECTOR CA|1,950|2024-04-01 USD 0.00 0.00 2017231.00 0.32 US63938CAB46 Bonos|NAVIENT CORP|2,937|2024-10-25 USD 0.00 0.00 723432.00 0.11 US69121KAA25 Bonos|OWL ROCK CAPITAL COR|2,625|2024-04-15 USD 0.00 0.00 818537.00 0.13 XS1827041721 Bonos|EASTERN & SOUTHERN A|2,437|2024-05-23 USD 0.00 0.00 899555.00 0.14 XS1877540465 Bonos|SAGAX AB|2,000|2024-01-17 EUR 0.00 0.00 214304.00 0.03 XS1201001572 Bonos|BANCO SANTANDER|2,500|2025-03-18 EUR 1481133.00 0.22 0.00 0.00 USY7758EEG27 Bonos|SHRIRAM TRANSPORT|2,200|2024-03-13 USD 0.00 0.00 540610.00 0.09 US87165BAD55 Bonos|SYNCHRONY FINANCIAL|2,125|2024-08-15 USD 0.00 0.00 1171861.00 0.18 CH0244100266 Bonos|UBS AG|5,125|2024-05-15 USD 0.00 0.00 1530784.00 0.24 13385542.00 1.95 14816253.00 2.33 391952579.00 57.12 262197372.00 41.25 391952579.00 57.12 262197372.00 41.25 IE000ZOI8OK5 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 BUNDESSCHATZANWEISUNGEN 18/09/25 Compra Futuro|BUNDESSCHATZANWEISUNGEN 18/09/25|100 3600000 02 DIV: GBP Compra Forward|Divisa GBP/EUR||Fisica 29506 02 DIV: GBP Venta Forward|Divisa EUR/GBP||Fisica 29551 02 DIV: GBP Venta Forward|Divisa EUR/GBP||Fisica 29468 02 OBLIGACIONES DBR 0 1/4 15/02/2027 0,250% Compra Futuro|OBLIGACIONES DBR 0 1/4 15/02/2027 0, 58700000 02 OBLIGACIONES DBR 0 1/4 15/02/2027 0,250% Compra Futuro|OBLIGACIONES DBR 0 1/4 15/02/2027 0, 9800000 02 72188525 72188525 false false false false false false false true false false h) Se han eliminado determinadas opciones para poder suscribir o reembolsar sin que resulten aplicables comisiones de suscripción o de reembolso. false false false false false false true false Anexo: g.) La comisión de gestión indirecta soportada por la sociedad gestora delegada por la inversión en fondos gestionados por la entidad gestora ha sido de un 0,00% sobre el patrimonio medio de la sociedad. Fineco SV SA es, además, comercializador de la fondo y como tal, su retribución se encuentra incluida dentro de la comisión de gestión cobrada por la entidad gestora. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados Cerramos una primera mitad de año muy positiva para la renta variable, lide rado por unas pocas compañías y algo más modesta para renta fija, siendo me jor para aquellos segmentos de menor duración y mayor riesgo de crédito. La inflación que vimos dispararse durante el 2023 parece que se va contenie ndo y el BCE después de 5 años y anteponiéndose a la FED, rebajó 25pb los t ipos de interés, dejándolos en el 3,75% (depósitos) y 4,50% (préstamos). Po r su parte, la FED no ha tocado los tipos de interés, manteniéndose en el 5 ,25%-5,5%. En renta variable, hemos seguido cosechando máximos históricos del S&P500, hasta llegar a la barrera de los 5.500 puntos. Cabe destacar la gran concen tración, dado que dos tercios de la rentabilidad provienen de las 7 magnífi cas (mayores compañías de tecnología) que suben en el año más de un 35% y p esan cerca del 30% del índice. Con todo ello, el primer trimestre de 2024 ha terminado con la TIR del bono americano a 10 años, referente de valoración para casi cualquier activo en el mundo, en 4,4%. La renta fija española ha terminado con una prima respe cto a la alemana de 89 puntos básicos, y una TIR a 10 años del 3,4%; así, l a renta fija gubernamental de corto plazo en euros ha alcanzado un +3,8% de rentabilidad, como indica el índice ICE BofA Eur Gov 1-3 años. En los merc ados de renta variable las principales referencias de rentabilidad han sido : Eurostoxx 50, +11,2%; el Stoxx 600, +9,5%, el S&P 500 cubierto a euros, + 14,7% y el MSCI World cubierto a euros, +15,2%. b) Decisiones generales de inversión adoptadas La cartera de la IIC permanece invertida mayoritariamente en liquidez y ren ta fija euro de corto plazo, así como renta fija cotizada exterior, princip almente bonos corporativos globales. A fin de periodo, la IIC mantiene en s u cartera de activos de renta fija una vida media de 2,5 años y una TIR med ia bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3,8%. c) Índice de referencia En este entorno de mercados, la principal referencia de inversión para la c artera actual de la IIC Índice BofA Merrill Lynch 1-3 year Euro Government Index, ha terminado el periodo con una rentabilidad del 0,34%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC El patrimonio de la IIC ha ascendido y el número de participaciones es mayo r, también. En este contexto de mercados, la rentabilidad de la clase I de la IIC en el periodo alcanzó el 0,82% bruto y el 0,56% después de los gasto s totales soportados reflejados en el TER del periodo del 0,26%. La rentabi lidad de la clase A fue del 0,49% dada su diferente comisión de gestión sob re patrimonio. Dicha rentabilidad bruta fue mayor que la de su benchmark qu e fue de 0,34%. e) Rendimiento del fondo en comparación con el resto de los fondos de la ge stora La IIC ha tenido una rentabilidad menor a la media de las IICs de su misma categoría RENTA FIJA EURO gestionadas por la misma gestora. Los principales activos que han contribuido a la rentabilidad del periodo han sido BTPS 0 04/15/24, KUTXAB 0.5 10/14/27 y ISHARES EURO CORP 1-5YR. INFORMACIÓN SOBRE LAS INVERSIONES a) Inversiones concretas realizadas durante el periodo Durante el periodo, Amundi ha hecho frente a los vencimientos con compras d e deuda como General Motors, Santander, Stellantis y Ayvens. Fineco ha comprado bonos de emisores como Mercedes y ha incrementado la exp osición a fondos de renta fija. Pimco ha rebalanceado la cartera de bonos para alargar duración. b) Operativa de préstamo de valores N/A c) Operativa en derivados y adquisición temporal de activos En concreto, se ha procedido al rollover de futuros de deuda alemana hasta el siguiente vencimiento. Se ha rolado de marzo a junio y de junio a septie mbre. No existen inversiones en derivados u otros activos con objetivo de cobertu ra. El grado de apalancamiento medio ha sido nulo en el periodo. La liquidez obligatoria se ha invertido en cuenta corriente. Durante el per iodo, la cuenta corriente de la entidad depositaria ha estado remunerada a un tipo promedio del 3,88%. La remuneración media de las cuentas corrientes , incluida la del depositario y otras entidades bancarias, ha sido de un 3, 88%. d) Otra información sobre inversiones No hay inversión en IICs en más de un del 10% del patrimonio. No existen inversiones señaladas en el artículo 48.1.j del RIIC. No existen en cartera inversiones en litigio. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD N/A RIESGO ASUMIDO POR EL FONDO El riesgo asumido por la IIC 2,07%, medido a través de la volatilidad es ma yor que el de su índice de referencia que ha soportado un 1,25%. Un 2% del patrimonio del fondo está invertido en emisiones de renta fija de baja calidad crediticia. EJERCICIO DERECHOS POLÍTICOS N/A INFORMACIÓN Y ADVERTENCIAS CNMV ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 30% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, POR LO QUE TIENE UN RIESGO DE CRÉDITO MUY ELEVA DO. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS N/A COSTES DERIVADOS DEL SERVICIO DE ANALISIS El fondo soporta gastos derivados del servicio de análisis financiero de la s inversiones. La gestora recibe informes de entidades internacionales rele vantes para la gestión del fondo seleccionados en base a la calidad del aná lisis, su relevancia, la disponibilidad del analista, la agilidad para emit ir informes pertinentes ante eventos potenciales o que han sucedido en los mercados y que pueden afectar al fondo, la solidez de la argumentación y el acceso a los modelos de valoración usados por los analistas. Bajo estos cr iterios, la gestora ha seleccionado 2 proveedores de servicios de análisis que se identifican como generadores de valor añadido para el fondo, y, por ende, susceptibles de recibir comisiones por ese servicio, Kepler Cheuvreux y JP Morgan. Durante el periodo, el fondo ha soportados gastos de análisis por importe de 527 euros. COMPORTAMIENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS) N/A PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO De cara al próximo semestre veremos si los resultados empresariales justifi can las valoraciones actuales. El liderazgo de mercado cada vez está más co ncentrado en un número menor de compañías y sería necesario para ver un mer cado más sano, tener un relevo en crecimiento de beneficios en los próximos trimestres. En renta fija, se ha dado la primera bajada de tipos del BCE, el Banco conf irmó la dependencia de sus próximas decisiones de los nuevos datos sin dar referencias de fechas de las próximas bajadas En Estados Unidos la probabil idad de una bajada de aquí a final de año supera el 70% para diciembre, la fecha con mayor posibilidad (a 30 de junio). En el frente geopolítico, tras ver elecciones en México, India y Francia (e ntre otros) a finales de año veremos quien sale elegido para la presidencia americana. En este contexto, el equipo gestor mantendrá el proceso de selección de ges tores actual y el rebalanceo dinámico de la cartera de estrategias. No aplicable No se han realizado operaciones de financiación de valores en el periodo. 1326471240 5125 0.93 0 0 0.00 197996135 2074 3.07 0 0 0.00 0 0 0.00 961905812 3730 4.14 23311395 288 5.96 509099178 5152 9.62 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1150236935 11028 2.90 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1056680069 3092 1.84 0 0 0.00 0 0 0.00 5225700764 30489 3.09