MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-01-01 2024-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-07-01 2023-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-01-01 2024-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-01-01 2023-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-04-01 2024-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-01-01 2024-03-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-10-01 2023-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-07-01 2023-09-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2022-01-01 2022-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2021-01-01 2021-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2019-01-01 2019-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2021-01-01 2023-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2019-01-01 2023-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2022-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure MORABANC-ARCANO RF PRV 2027 FI 5841 02 02 2024 EUR A+ (FITCH) false CL Jose Ortega y Gasset 29, 4 planta 28006 Madrid EM atencionalcliente.sgiic@arcanogroup.com http://www.arcanogroup.com/gestion-activos/iics-gestionadas/ 05 C/ Ortega y Gasset, 29 28006 MADRID (MADRID) EM atencionalcliente.sgiic@arcanogroup.com 2024-03-08 08 02 3 en una escala del 1 al 7 Invierte 100% de la exposición total en renta fija, al menos 90% en privada, pudiendo ser el resto en deuda pública o privada, incluyendo instrumentos del mercado monetario cotizados o no, que sean liquidos, y depositos. Los emisores/mercados seran de la OCDE. La TAE neta ESTIMADA NO GARANTIZADA es del3,25% para suscripciones hasta el 30/04/2024 inclusive y mantenidas a 31/12/2027. La TAE dependerá de cuando se suscriba. Si el participe reembolsa antes del 31/12/2027, el participe no se beneficiará del objetivo de rentabilidad y podrá tener perdidas significativas. LA RENTABILIDAD ESTIMADA NO ESTÁ GARANTIZADA. Las emisiones tendran en el momento de la compra, al menos media calidad crediticia (minimo BBB-) o igual a España y hasta un 10% con una baja calificación crediticia (mínimo B-) o sin rating. Si hay bajadas sobrevenidas de rating, los activos podrán mantenerse en cartera. La cartera se comprará al contado a partir del 01/05/2024 y se prevé mantener hasta el vencimiento de la estrategia. La duración media estimada inicial de cartera estará en torno a 3 años y 7 meses e irá disminuyendo al acercarse al horizonte temporal. Hasta el 30/04/2024 inclusive y desde el 01/01/2028 inclusive, se invertirá en activos que preserven y estabilicen el valor liquidativo. En los 3 meses siguientes a 31/12/2027 se comunicará a los participes las nuevas condiciones. Se Invierte hasta 10% en IIC. 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iVBORw0KGgoAAAANSUhEUgAAAu4AAAFFCAIAAAA8TP8tAABCWElEQVR4Xu3dCXhM5/4H8BNL7GqNSJC0tW9Rje3ahqqiai1Rbd2ixFJyLaWoCrG0Ibgl2lijWnq1ltJaK0TVHrt7S1USkiCL7Pvy/n/m1Pkf7zsZ2SaZM/P9PN/HM3lnOzNzMu/XzMk5EgMAAADQLIkfAAAAANAOVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGbBmqYz9wdhxxrYz5suYJ2MfMvYBY28xpqOcYQNGMGc5U2dfZc7OT9KlC9PpnqRnT/bBB+yjj5inJ1u3jvn7s+PH2e3bLD2dvx8AADAZVBmwEtRaLjO2g7FPGBvBWEfG7PXrv7GcYh10TJIzevw5Jkl5jb0969CBDRvGZs9m27ezS5dYSgq/RAAAUBRQZcBSxTJ2hLHPGRvMWGOxpuQlZ5mrUmXGup/l+0p+07AhGzCAeXmxgwdZbCy/vAAAUCASPwCgYXcY28TYqAJ3Fy6X2Cu6p1Vm3PjTfDUpZBo3ZiNHsq++Yn/8wT8OAADIM4kfANCYSMa2MvYuY/XELlLInIpz1j2tMiPcDvBdpAjj6Mjef59t2cLu3eMfHwAAGCXxAwDacE6/lW4HxmzEClJUORlZW6dUmbd/4vuHidKmDfvsM3bhAv+IAQDAEIkfADBrpxmbwVgDsXaYIueja+qeVpmRQ3fzncPUqVePTZjATpzgnwMAAFCR+AEAc3SdsZnF1mCUXH1cXfe0yrw39Ee+ahRb6tdns2axq1f5ZwUAAPTv1wBmK4axtYy5iiWjeHIr/gXd0yrz/pCdfMMo/rRsyXx8WHQ0/zwBAFgxiR8AMAtnGBvJWDmxXhRnQhIr655WmX8O+Z4vFiWV8uXZu++yU6f45wwAwCpJ/ABASUplbDNjbcVWUSJ5lFpB97TKjB68na8UJZ6WLZ/8LXdqKv8sAgBYE4kfACgZMYwtYqyW2CdKMHHp5XRPq8zYQdv4JmEmsbNjixbhWycAsFoSPwBQ3O4zNo2xymKTKPGkZZXWPa0yHw7cyncIs0rFik+OBhUczD+7AACWTuIHAIoPlRh3xmzFDmE2sdHl2Oj0VWb8gM18ezDD2Noyd3d2/z7/TAMAWC6JHwAoDo8Y8yjxrXrzkp6ZZXT6KuPefwPfG8w25cqxKVPYgwf8sw4AYIkkfgDAtBIYm8tYJbE0mGd6pf29ucyEN/34xmDmqVCBzZnDEhL4VwAAwLJI/ACAqWQztpGxOmJdMOf0Tq6o01eZSf2+4ruCJlKnDtuwgWVl8a8GAIClkPgBAJMIYMxFLArmn76JVXT6KjO571q+JWgorVuzY8f41wQAwCJI/ABAEXvA2DtiRdBK3oz7e4e/U/qu4fuB5uLmhg1oAMDySPwAQJHJZmwdY9XEfqChvBVTQ6evMh59VvPNQIupVu3JXvVycvjXCgBAsyR+AKBo3GCso9gMNJfB0bV0+iozrc8qvhZoN506sevX+VcMAECbJH4AoLCyGPtCE39onZcMfWSn01eZ6W/48IVA07G1ZcuWYXNgALAAEj8AUCi3GOskFgLtZvgDe52+yszsvZxvAxaQTp3Yn3/yryEAgKZI/ABAwfkyVlFsA5rOuxF1dfoqM6v3F3wPsIxUqsR8fflXEgBAOyR+AKAgYhkbIvYAC8iocAedvsrMeX0ZXwIsKQMGsNhY/lUFANACiR8AyLfTjDmJJcAyMvp+PZ2+ysx9fSk//VtYnJzYuXP8awsAYPYkfgAgX9asYplOYgOwmIy/V1+nrzKf9vLi537LS9mybNUq/iUGADBvEj8AkEcpKWzkyCfz3wctLObvlcRMCm2g01eZ+b0W8RO/pebtt1lSEv9yAwCYK4kfAMiLkBD2yiv/P/n9p7tYAiwjU0OddPoqs+A1T37Kt9zktG7NQkP5Fx0AwCxJ/ADAcwUEsFq1+Pkv5B9iD7CAzAhx1umrzMLXFvAP2aKTTS/xyZP8Sw8AYH4kfgDAOH//J1tUCDMfq1MpNd5RrAJaz+zgv6vMop7z+Yds6cmhF3rjRn4FAAAwMxI/AGDEwoXihKckpkuNjAxL22jm06dVZkmPueJDtoZkf/opvxoAAJgTiR8AMCgzk40ZI85zXO590kBsA5rOwqdVZmmPOeLjtZKkv/8+DnEAAGZL4gcARElJ7I03xBnOYEJ+cRILgXaz9GmV+Vw3W3yw1pOUXr1YcjK/YgAAmAGJHwDgxMezzp3FuS23ZFUqExVqJ3YCjWbF081+vXUfiw/WqpLUujWLi+NXDwCAkibxAwBqMTGsXTtxVjOe+NZV01It5GBM/w75+4+xV3SfKT5Sa0tCkyZPVgkAAHMi8QMAikePGP1HXJjP8pIwd8ecHBuxGWguXz3dr4xP9+niw7TCxL34Yk5kJL+qAACUHIkfAJA9eMCaNhVnsrwneLuz2Aw0l033/t7b76pu/xIfo3Umrn79jLAwfoUBACghEj8AQKKjWcuW4hyWr+SULfXwj7piOdBWvnl6DKZ/d/UQH6PVJtbBIT08nF9tAABKgsQPAMTHM1dXcfYqQJJerpScWEXsBxrKf8L+PjL2mq5TxAdozYl0ckp5+JBfeQAAip3ED4CVS05mXbqI81aB83C4fXZ2KbEiaCV7wh10+iqztutk8dFZeSIaN06OjuZXIQCA4iXxA2DN0tPZ66+LM1YhE7zOWawIWskvEXV1+iqzrstE8aEhoS1bJsXG8isSAEAxkvgBsGbvvSfOVUWQUjZhQfXElqCJHHtUR6evMl91nsA/LkSfW+3bJ2PveQBQciR+AKzWp5+Ks1RRJc2+fEJMNbEomH9+i6yt01cZv3+MFx8XIieof/+0tDR+jQIAKBYSPwDWafNmcX4q2kS9UTsrq6zYFcw856Nr6vRVZsM/PhQfFKLk5IcfZmZm8usVAIDpSfwAWKGjR1nZsuLkVOQJWeIkdgUzz/XY6jp9ldn4j7HiI0KUZJUu/eunn2ZnZ/NrFwCAiUn8AFibP/9k1aqJM5OJEnpCY4fOvhVfVaevMps7jRYfDqJOaoUKh319+RUMAMDEJH4ArEpSUuF3hZevZFSzfRxRU2wMZpvQpMo6fZXZ0vED8eEgXB7VqXPy4EF+NQMAMCWJHwCrMny4OBuZOo87Vs9ILyeWBvNMZGoFnb7KbO0wSnwsiJjrLVteuXKFX9MAAExG4gfAenh7i/NQ8eT+jPpiaTDPxKfb6vRVZlsH0/yluiXmSN++wcHB/PoGAGAaEj8AVuL4cVa6tDgJFVtC9jmLvcEMk55dWqevMt92eFd8FIjBZJcq9Z27e0xMDL/WAQCYgMQPgDWIjmaOjuIMVJzJqlA68q6dWB3MMLocGx2Ttrd/R3wUSG6Jr1p10/LlGRkZ/LoHAFDUJH4ArMHAgeLcU/xJaFElNaWiWB3MLa9lltExaUe7EeJDQIzkf02b/vjjj/y6BwBQ1CR+ACyer68465RUwsc45OTYiO3BrNIrrZyOSf9xdROXHzGe/f37nzlzhl8DAQCKlMQPgGW7cYNVqCBOOSWY4G+cxfZgVumdXFHHpB9ch4kLjxhPRtmy66ZMCQkJ4ddDAICiI/EDYMEyM1nbtuJ8U7LJKVPqwU0HsUCYT/omVNEx6cdXh4oLjzw3EXXrrl6xIiUlhV8bAQCKiMQPgAVbskScacwhyU4Vk+KriB3CTPJmbDUdk3a9OkRcciQvOfbaa99//z2/NgIAFBGJHwBLdfMmK1dOnGbMJI+G1MnOLi3WCHPIgMc1dEza03aQuNhIXpJVpszayZMvXrzIr5MAAEVB4gfAImVlsfbtxTnGrBL8pbNYI8whg6Nq6Zi09xWz+LMvjeZ+vXpLFy+Oiori10wAgEKT+AGwSD4+4uxidrGxuX+untgkSjxvP7LTMWnfK2/xC4zkJ4feeMPPzw+HzgaAIifxA2B5wsJYlSri1GKGSatTPj66ulgmSjZuD+x1TNrfpr+4wEjek16unM/06SdPnuTXTwCAwpH4AbA872hpN7XRr9XKzCwr9okSzLsRdXVM+sWln7i0SL5yvWVLLy8vfM0EAEVL4gfAwhw/zmxsxEnFnBPq2UDsEyWYUWGOOiYdbN1HXFQkf7Gx8f/gg40bN+bk5PArKgBAQUn8AFiSzEzWsiU/nWghob+aUZsZc7+ejkmHWr8hLieS3zyys1v02WfYBTAAFCGJHwBL8uWX4lyiiWRWLRsTVktsFSWS8ffq65h0pFVvcTmRAuRg375Lly5NSEjgV1cAgAKR+AGwGDRV1K4tTiRaSVy7aulp5cViUfyZFNpAx6SjrV4XFxIpQJIrVlw2Zw6ONAkARUXiB8BizJ8vziLayv2p9Rgr+YNNTg1x0jHp15aviUuIFCyB3bp5enoGBwfzKy0AQP5J/ABYhgcPWKVK4hSiuYTschK7RTFnhr7KHGvZU1w8pGDJsLVdMXPmunXrsJsZACg8iR8AyzBxojh/aDHZ5Us/umMv1ovizCfBzjomHW/RQ1w8pMC54Orq6el59uxZftUFAMgniR8ACxAczMqWFScPjSahaZXU5Epiwyi2fKqvMoHNu4vLhhQ42aVL/9vDw9vbOy0tjV+BAQDyQ+IHwAJMmCDOHJpOxCiHnJxSYskonizUV5mTzbuJC4YUJkGvvurp6RkQEMCvwAAA+SHxA6B1YWHmfATsAid4s7NYMoony/RV5rdmXcSlQgqTrNKlV06fvmTJksTERH41BgDIM4kfAK3z8BDnDAtITmmbiGsOYs8ohqzQb/Z7qmlncamQQuZshw6enp4///wzvxoDAOSZxA+Apj16xCpWFCcMy0hKvQpJcVXFqmHq/FtfZU43+Ye4SEghk1G27PKPP160aNHjx4/5lRkAIG8kfgA0Tfv7kjGeRwPssrPLiG3DpPk69EmVOdOko7g8SOFzsmtXT0/Pffv28SszAEDeSPwAaFdaGrOzE6cKC0uIj5PYNkyaTfq9/Z5t3EFcGKTwSa5YcfGnn3p5ecXHx/OrNABAHkj8AGjXli3iPGGRuX+mvlg4TJdt9+vrmHS+UTtxSZAiyU8DB3p6eh48eJBfpQEA8kDiB0C7XnlFnCQsMmm1ysVF1hA7h4myM8xRx6QLjVzFJUGKJA/s7anKLFmyJCkpiV+rAQCeR+IHQKNOnhRnCAtOTPeamZm2Yu0wRfaGO+iYdLHhq+JiIEWVLaNHU5s5duwYv2IDADyPxA+ARr3zjjg9WHZCP20g1g5T5OCDujomXXrZWj70KpHcaNGCqoy3t3dmZia/bgMAGCXxA6BFjx+z8uXF6cHiE3qoONpMwCM7HZMuo8qYMlllynwxaxa1mUuXLvGrNwCAURI/AFrk6yvODdaQzMplou/VFstH0eb3qNo6Jl15yUVcAKQIc6BvX6oyX3/9Nb96AwAYJfEDoEWvWu9mHHFtq6WnVRD7RxHmYkxNHZOuvdhKvHekCBNRt66nXkhICL+GAwDkTuIHQHOuXhVnBatK2OR6jNmIFaSocj22mo7+fbGleNdI0eariROpyvzwww/8Sg4AkDuJHwDNmTFDnBKsLcE7ncUKUlT5M6Gqjkk3nFuI94sUbc506kRVxsvLKyUlhV/PAQByIfEDoC05OczJSZwSrC3ZtqUe3rIXW0iR5F5SZR2Tbjo3F+8XKdokVK3quWABtZlz587xqzoAQC4kfgC05exZcT6wziQ2qpySVFksIoVPZGp5HZP+26CZeKdIkWfT2LFUZfz8/PhVHQAgFxI/ANqCb5dUeTCybk5OKbGLFDIJGbY6Jv2vQVPxHpEiz2n9d0zk4cOH/NoOAGCIxA+AhuDbJSHB653FLlLIZGSX0jHpVv3G4t0hRZ64atXk75gOHTrEr/AAAIZI/ABoyPnz4kxg5ckpZRN+2VGsI4VMjxyb2/UaiXeHmCLrx42jKuPj48Ov8AAAhkj8AGiIp6c4DSCpDuUTHr8g1pHC5LXMMn/WayjeF2KKnOzWTf6O6d69e/w6DwAgkPgB0JAOHcRpAKFE9qudlVVGbCQFzutp5e84vizeEWKKhDs4yFXm8OHD/DoPACCQ+AHQishIVqqUOA0gckK+cBIbSYHzRnLFvxxfEu8FMUVybGy8P/6YqsyqVav41R4AQCDxA6AV334rzgGIOvd+qy+WkoKlb0KVuw4vineBmCi7hg6VP5gJDw/n13wAgGdJ/ABoxbvvihMAok56DdvYhzXEXlKA9I+rFlLXSbwLxES54uIiV5ljx47xaz4AwLMkfgC0wtFRnAAQLjFdamRklBOrSX4zIKZGqL2TePuIiZJYubJcZdavX8+v+QAAz5L4AdCEv/4S3/0Rg7k3uwi+ZhocVetenfrijSOmy5opU6jKLFy4MDk5mV//AQBUJH4ANMHfX3zrR3JLyC9OYjvJV4Y9srtfp554y4jpsnfQIPmDmWvXrvHrPwCAisQPgCaMGSO+9SO5JatSmagQO7Gg5D1uD+zD7PCNXrEmqG1bucrs2bOHX/8BAFQkfgA0oRH2PJu/xLeumpZaUewoecy7EQ7htR3Em0VMl6jateUqs2LFCn79B4u2YMGCNm3adO7c+c8//+TPYyw5OTkiIkL50fiF1W7dusWNXLx4sU+fPuqRrKysatWqyafDw8OHDRvWvHnzli1bTp8+PTU1lQb/+OOPLl26KJdfvHjx6tWrlWuFhISUL1+eLt+0aVNaqiNHjtBgWFhYuXLlWj7VqVMnGtyyZYsy4uDg0L59e+U2oQAkfgDMX3Q0s7ER3/oR4wkb75iTYyPWlLzkn2GOEbXrireJmDA2Nl/MmiW3mWha58E63Lx5s0OHDtnZ2Xv27Bk5ciR3bk5Ozvz585V2a+TCly9fHqp3/fp1+nHXrl07d+5UX4AZrTLp6enNmjWja8mD8+bNGz58OMtDlaEGI591586dF198kVoXVRnqK8pVOJmZme3atfv+++/5MyA/JH4AzN/Ro/ybPpK3BG93FmtKXjL2fr0HtezFG0RMmm/ffVeuMjQt8b8FoAVUMvYdPb/C/wSFTtCP/CUEq1atmjlzJp2IjY2tWbMmd27Xrl1r1aqlVBkjF3Z3dw8PD797966HhwfVhffee099rsxIlfH39x83bpwyThWqVatWt27dynuVIYsWLVq+fLnxKkOrt5ubGz8K+STxA2D+vvhCfNNH8pKcsqUe/K+u2FSem/H36j+sWUe8QcSk+bVXL7nK7Nu3j/8tALOXlJQ078sDNcfHSR8wCp2gH2mQv9yzZs+e7efnJ5+2s7OjFvLs+Wzt2rVKlTFy4aCgoGF6165d8/X1DQwMVM5SGKkyM2bM+Oabb9RnTZw48YcffshXldm1a9eECROoypQvX77NU++//75ygQsXLjRo0CAmJkYZgYKR+AEwf1ThhTd9JI9JeqlSckIVsawYz+TQBo9q2Im3hpg011u2lKsMzV78bwGYPZ/NR2zHZMg9Rg79SIP85Z41a9YsZWdCtWvXTk9Pf/b8Z6rMcy9MEhISxo4dy4/qGaky06dP37Ztm/osKiVUTfJVZXbv3i1XGYOfyqSkpDRt2vTAgQP8GZB/qDIahG1+C5cHw+yzs0uJfcVIPEKcomrUFm8KMWmULX8Jve/zvwhgxtLS0oZ7nlH3GDk0SGfxl1bx8fGhgkIn4uPjxS+Y2LNV5rkXZvpvcG7cuHHkyJEePXoMHz78/v37yllGqoy/v7+7u7s8GB4eTiXJxcXl1q1bf/31l3oT3fnz569bty63KkNFx9vbO7cqM2XKFCo6/CgUCKqM1iQm4iiShU+wr7PYV4xkZohzVPVa4u0gJk12qVKL582Tq8xz/z4FzEpERISLxy2xytCg+u+PRFQ7unbtSicOHTokb8mbk5Ojbj/qKiNemEP3NXXqVDrx9ttvUx0JDAxcvny5cq6RKkP32KxZs/3799Pp77//vkmTJsOGDZMv4OzsTFek03FxcVRcgoKCDFYZOv3SSy9RDTJYZX799deGDRs+9+s2yCNUGa0JChLf8ZF8p5RN2MV6YmXJLZ8EO0dXq8nfCGL6rB8/Xq4yv/32G/+7AGaswJ/KEC8vL51O16tXr3v37jH9nwLZ29sr56qrjHhhjoeHBzUJOnH48OGhQ4e6ubmpL0aNpEqVKspWLMePH1f/MTZdcciQIa1bt6bu8s4773Tu3PnRo0c0/vvvv7u6ulK5obPkr7fUVaZChQp0U9Rd6F+6U/l21NvKECpYb7zxBj0oZQRb/hYSqozW7Nghvt0jBUhanXIJMdXE1mIw84OdY6rVEG8EMXV2DxkiV5kff/yR/10A81awbWUMWrduHT9U7IKDg6my8KNgHlBltMbTU3y7RwqWqNdrZWWVFYuLmEXBzo9fqC7eAmLqHNfp5CqDLX81p2B/wSRKSEi4evUqPwqggiqjNSNHim/3SIETsthJLC5ilgU7x1WtJl4dMXWuurjIVWbRokXi3+WCmSvAfmUACgBVRmtefVV8u0cKk9DjDcTuwsUnxDmuygvidRFT5179+nKVIeHh4fyvAwAAqoz21MafBBdxMl4o+ziiplhf1PkyxCm+clXxuoipk1S5slJl8C0DABiEKqMpqak4+pIpEtuxekZ6ObHBKPk6tEFC5SriFRGTx8Zm6dy5cpU5ceIE/xsBAIAqozF//cW/0SNFlHvT64sNRsnmew0SK1UWr4UUQ76cMkWuMrt37+Z/IwAAUGU0JjBQfKNHiiohe53EEiPn2/v1kipWEq+CFEM2jx4tV5lNmzbxvxEAAKgyGrN9u/hGjxRVsiqUjrxbR+wxlJ1hjskVKopXQYohO4cPl6uMej+tYBmys7M//PDDpk2buri4nDt3jkYyMzNppF27dl27dr19+zZ3+RdeeMFZb8SIEfLIggUL2rRp07lz5+fuD/rWrVvcSHR0tK2tbUu9unXrDhw4MDU1NSwsrFy5cvIg6dSpE13yxIkTlStXVjY8X7169YoVK9zc3OgCDg4OtWrVohPKsZn8/PwkSRJ32cfd8siRI9V75JO9/fbbyhepebwdeQkNHhzK4ANk+p0gDxs2rHnz5jQ+bdo0eVCNRqZOnWrwjnbv3t2+ffucnBz5dhwdHdXb4xu8CvH19W3SpAm9yr1795Yf0cOHD+VLNmvWjG7E39+f6R/y5cuXlVvLO1QZTVm5UnyjR4owCc2rpKZUEqvMvgiHlPIVxMsjxZBf+vWTqwwxeLxA0K4DBw706dOH5kWav+WZeMOGDaNHj6YTAQEBb731lvrCkZGRNBGqR27evNmhQwfqQ3v27OEOXEAz4lC969evM/1Bqnfu3Km+ANNXGWpR8mlatagP0YRq8DgDtHjVq1cfNWqU/KNcZeTTX3/99SeffPL/F2WMFrJjx45ffvmlepDpp3nulo1XmbzfDsu9yogPkE5QiZG/rqUFmDt3rtILFT4+PqdOnTJ4R4ReF3qZ2JN9g4ykjqI+y+BVaNmcnJzkXQodO3ZMPtYEVRnlklevXq1YsWJaWlpycrL6yOF5hyqjKZ99Jr7RI0Wb8NEOOTk2XJU5+MA+tXx58cJIMSSwWzelysTExPC/FGDGqGSc37fvxIoVFDoh7lfm8OHDAwYMoBPnz5+XZ7hJkyZ9//33TH/opVq1aqkvfOHChTFjxqhHVq1aNXPmTDoRGxvLHU7S3d09PDz87t27Hh4emZmZ7733nvpcmXqmJ3RTNP0bnIypXlCPadeu3dmzZ5nRKvP48WMHB4cjR47odDplUCbespEqk6/bYXmoMuzpA9y6deu4ceOUQXqeW7VqxX2m1bNnT5bLHZHQ0FCqJlQfqWlxr6nBq9CT5urqqvw/RG5R6ipD6MHSzdKJ8ePH37lzRxnPI1QZTZkyRXyjR4o8wVuduSoT8KhOWrly4iWRYshFV1elyshvdqAJ9L/wA/PmxdX8++BldIJ+5Pb2S/Nov379GjduXKlSJWoq7MlHzyupzTB9e5AkKTExUbnwrl27mjdv3rt37zZt2tAcTyOzZ8/28/OTz7Wzs1PvRDEoKGiY3rVr13x9fQMDA5WzFOqZnuZymm6vXLkS9uwhk+QPCWhhPvjgg9OnT9PkTctspMps2bKF+lZGRgZ1lMjISGWcCQdjOnnypJEqk/fbkZfwuVVGeYAzZsz45ptvlEuSCRMmUC9RfqQW9eabb7Jc7kjm7e1ta2tLz60yIjN4Fao7I0aMoLIyZcoU+YVjqipD51J5feGFF+SuQytAAY5SgiqjKbRaCG/0SJEnp0ypBzcd1FXmdFTtdFtb8ZJIMeRaq1ZKlbl58yb/SwHm6oiPT8azvzX0Iw2qL/PLL7/06tUrODiYJtfOnTvTSHJy8uDBg9u3b9+/f//q1avTXK5c+NKlS/Khqmnarl27Nk2Bs2bNkg/oyJ7scqu2we8fExISxo4dy4/qqTcloau7ublRTTH4uYJcZdiT9+D3aVGNVBkqAT/99BOdGDJkyMaNG5VxZugTCyNVJl+3w3KvMuIDnD59+rZt21RXffJJmLo9/P7779Q5WC53JJs8eTIt+aFDh7hxI1f566+/1q1bR/2GHiNTbStDunbtevDgQflie/fuXbhw4TPXzANUGU156y3xjR4xRZKdKibFV1WqTFBMjfSyqDIlkz+aNlWqzPnz5/lfCjBLaWlpZ4YPF19NGlQfGZsm0W+//VY+7ezsHBsbq5wVExNTp04d5UfOSy+9FBUV5ePjQ22GfoyPj+e+YFLQanPjxo0jR4706NFj+PDh9+/fV85Sf2hBxah79+7nzp0zOBkrVSYiIqJx48ZeXl4GqwwtRpUqVTrqtWjRol+/fsotMEPTvFJlqBnQw2H6zVDovvJ7O0xfFKj/KT/Onz+feoPBB+jv7+/u7q5cksqNi4uL+jsdOi1veGTwjpj+C6PWrVsHBQU1atSIqqf6LINX2bNnz4EDB+TTdHf02t27d4/7gkmxefNmekr50edBldGUrl3FtwbERHk0uE52dmm5ytyIq5ZRpqx4GaQYcvell5QqExAQwP9SgFmiKf+Wi4v4atIgnaVcjLrI2LFjaXq7ffu2vb09ndixY4e8Xcu2bdvGjx/P9JOf3H6WLl26YMECpp+2X3zxRTpBHUXewubQoUPcZr8yuq+pU6cy/acd6enpgYGB6r+D4zYlmTZtGt2pwclYqTJk2bJl1LEMVhmqZfJHDkxfa6pWrUr/yj8yQ9O8UmW6deu2d+9e+pH6HD26/N4O098UXffixYt0Oi4urk2bNlQ1DD5AejKbNWu2b98+pn9u6SnlnjoalDfQMXhHmZmZVH3kj47ouZWrpPIaGbzKzz//TJ1M/m6RSoyTkxMVoNyqzJw5c06fPs2PPg+qjKa0aye+NSCmS/C/neUqcyehamaZMuIFkGJIWL16SpWRv18A85fHT2VSU1Pfeeed5s2bt2jR4ujRo0w/U9IsTpPlgAED5K2879y5Qy2H6bftHTp0qKura5cuXc6cOSPfgpeXF827vXr1Ev9omXh4eNDkyvTbF9N13dzc1BfjZvrVq1dPnDgx7NmtPQj1IXWVoeVv2LChwSozePBg9Tc1gwYN+u6775QfxWleqTLUsZo0aUL3NW/ePJaH2xGXkOm/GKInh26ndevW8vduBh+gfAtDhgxp1aoVnUt9kaqPchnZqFGjIiMjDd7R559//u6778oXoys6OjpeuXJFeY0MXoXG16xZ07ZtW3qh6U7l3+LcqgwtmPjH4c+FKqMphv6Xg5gwNjZh5+rRr8n9pEpZpUvz5yLFkkd2dkqV2bVrF/9LAeYqL9vK5NG6dev4ITClP/74Y/Hixfyo6Z0+fVrZjjtfUGU0pXlz8Y0eMWnS7MrHRVWPSiufXaqUeC5SDImpUUOpMjt27OB/KcBc5eUvmPIiISEBRxItfr/99hs/ZHrnzp1T/xla3qHKaEqjRuIbPWLqRPesFZdaKQdVpoSirjJbt27lfynAjD13vzIARQJVRlOcncU3eqQYcneBE45JXlJRVxl5H6MAAGqoMprSoIH4Ro8glp3HqiqDbSYAQIQqoykvvyy+0SOIZUddZcTj0QAAoMpoSrNm4hs9glh2UGUAwDhUGU3BH2Mj1pdI1R9jo8oAgAhVRlOwizzE+hLm6KhUmX//+9/8LwVYlszMzA8//LBdu3Zdu3a9ffu28bOys7NppGnTpi4uLufOnVNfWHTr1i1uRH2Iorp16w4cODA1NTUsLEw5NhDp1KkT0+/tt3LlyuHh4fIV5WMwubm50QUcHBxq1apFJ5RDIPn5+UmSJO6yj7vlkSNHGjkGE8v9dgwuDNPv2njYsGHNmzenG582bRq3ozmDj+u5R25SnhaW++37+vo2adKEXoLevXuLS1s8UGU0pXNn8Y0eQSw7wS++iCpjPTZs2DB69Gg6ERAQ8NZbbxk/68CBA3369MnJyaHZXT0lk8uXLw/Vu379OtMfVXvnzp3qC7Bnd4abnp7euXNnf39/cZ+8TN8eqlevPmrUKPlHI4eTJDSjd+zYUfwEUbxl41Umt9sxuDC0/FQydu/ezfQ3O3fu3BEjRqivJd47y73KiE9LbrdPt+Dk5CTvLujYsWPycSSKH6qMpvTtK77RI4hl51bjxqgyGvVkvzLn9504sYJCJ/KyX5lJkyZ9//33TH9Yn1q1ahk/6/DhwwMGDKAT58+f5yZRd3f38PDwu3fvenh4ZGZmysd14nD79Z85cyZN5AanfGoPVB3atWt39uxZZrTKPH782MHB4ciRI/JhjNTEWzZSZYzcjsGF2bp167hx45TL0FPUqlWrP//8UxkR753locqwp09LbrdPy+Dq6qock1zuOsUPVUZTRo4U3+gRxLJzo2VLpcr4+vryvxRgrp7s7ffAvLi4mvKBzOgE/fjcvf2uXLmSKgvTT9iSJCUmJho5iybUfv36NW7cuFKlShcuXFAuSYKCgobpXbt2jVabwMBA9bky9ZxNszJNyVeuXOGOIvT++++zp4eTPH36dMeOHelOjVSZLVu2jBkzJiMjgzpKZGSkMs6E4xOdPHnSSJUxcjsGF2bGjBnffPON+mITJkzYs2eP8qPBx/XcKqM8LbndPtXTESNGUOuaMmUKFS/1BYoTqoymTJ4svtEjiGUnqG1bpcpgF3kacuSIT0aGrdxj5NCPNMhf7lnJycmDBw9u3759//79q1evTnO5kbN++eWXXr16BQcH0yzbuXNn1c38v4SEhLFjx/KjeuqNQmrXru3m5kbNwOCnF8rhJKkB0H0ZqTJvvvnmTz/9xPSHRdy4caMyzgx9LmKkyhi5HYMLM3369G3btqkvRrVPfUxK8d5Z7lVGfFqM3/5ff/21bt06akjKAb2LGaqMpnz6qfhGjyCWnZNduypVxt/fn/+lALP05MjYZ4are4wcGlQfGduImJiYOnXq8KN6ylk0m3777bfyoLOzc2xs7DOX06PV5saNG0eOHOnRo8fw4cPv37+vnKX++CE7O7t79+7nzp0zOOUr7SEiIqJx48ZeXl4Gq0x8fHyVKlU66rVo0aJfv37KLTBDZUKpMpMnT46KiqITb731Ft2X8dsxuDD0q+Hu7q5chsqHi4vLnTt3lBHx3pm+glA1VH6cP38+NRKDT0tut79nz54DBw4ogy+99FKJbPmLKqMpPj7iGz2CWHYO9u2rVJnt27fzvxRglmiWvXXLRawyNEhn8ZdW2bFjh7xdy7Zt28aPH8/0E6TcfsSzfHx8xo4dSxe4ffu2vb09nXjmtvSLMXXqVKb/tCM9PT0wMHD58uXKudxGIdOmTaNbNjjlK+2BLFu2jIqUwSpDvUr5WILqSNWqVelf+UdmqEwoVaZbt2579+6lH6mQUb0wfjsGF4aeombNmu3bt4/pn7EFCxaMHDlSuQozdO9MvwB0jxcvXqTTcXFxbdq0CQoKMvi05Hb7P//8M/Ut+XtDKjFOTk7JycnKdYsNqoymbN0qvtEjiGXnx7ffVqrMDz/8wP9SgFkq8KcymZmZNIvT//gHDBgQExNDI/Rff6opBs9KTU195513mjdv3qJFi6NHj3I3RTw8PGgKZ/oNhIcOHerm5qb+zICbs1evXj1x4kRumxJCfUjdHmj5GzZsaLDKDB48WP2dzqBBg7777jvlR7FMKFWGOlaTJk3ovubNm8eedzu5LQzd/pAhQ1q1akUPiqoeVRPlKvK54uOi8d9//93V1ZXuvXXr1uvXr2e5PC3yLRi8/TVr1rRt25ZeBTpr//79yhWLE6qMpgQEiG/0CGLZ8f/nP5UqI/+nEDShYNvKGIRjb4FxqDKacuuW+EaPIJYd30mTlCpz7Ngx/pcCzFXB/oJJlJCQcPXqVX4UQAVVRlOSk5mNjfhejyAWnGVz5ihVRt6RBmhFAfYrA1AAqDJaU7Om+F6PIJaalIoVlR5D5D23AgCoocpoDY4oiVhTwlUHYCLBwcH8bwQAWD1UGa15+23x7R5BLDXqXf0SbrenAAAMVUZ75s0T3+4RxFLzm2r/eMT43/ECgHVCldGabdvEt3sEsdT8NHCg0mO++OIL/tcBAABVRnsuXBDf7hHEUrNh3Dilysj77wKLt2DBgjZt2nTu3Fl9YGe13bt3y8coyM7O9vDweOWVV15++WX5iEVG3Lp1ixtRH2yobt26AwcOTE1NDQsLK1eunDxIOnXqxPR7patcuXJ4eLh8RfmwR25ubnQBBweHWrVq0QnlYEZ+fn6SJIn77//444+VHesx/TEKDh8+LJ/mrmJwwbgDNnFXOXv2LC0hXb5Ro0YNGzb89ddfafDixYt9+vRRrsL0u7kTH53xc597nCZlCZl+98rDhg1r3rw5jU+bNk0eVKORqVOnGrwjelnbt28v77KZbsfR0VF5wlkuy6ZAldGa+Hj8PTZiJcmxsVkyd65SZbCrX2tw8+bNDh06UEfZs2cPt+t9Gc3ZZcqUkY8udPLkyf79+9OJ//3vf3Z2duoDF1y+fHmonvxXb7t27dq5c6dyrky9W9v09HQqT/7+/uI+eZm+ylSvXn3UqFHyj0YOJ0l69+7dsWPHL7/8Uj3I9EuuHPOSZnTqQMrBMrmrGFwwrspwV6EbV1rLkSNHWrVqxXKpMuKjUxg8N7cqIy4hnaASQ42E6XdkPHfu3BEjRihXlPn4+Jw6dcrgHTF9vZMPGUsvva+vr/qs3K4iQ5XRICcn8U0fQSwvMTVqKD2GyP/RBA2hRnLo/D6/Eysoh/K2X5lVq1bNnDmTTsTGxtasWZM7NzExsWfPnq6urnKV+fHHH5WC+/LLL6ekpCiXdHd3p//T371718PDIzMzUz54E4fbQz/dL03SBqdMqjLUY9q1ayfv2chIlXn8+DF1FCoTOp1OGZRR03Jycnr48CGdPnDgwLvvviuPi1cxuGDqKiNeRV1l6Dfl9ddfZ8VVZdjTJdy6deu4ceOUQXq81Ki4j9bo5WO53BEJDQ2lp4haLLU0bm3J7SoyVBkNGjxYfNNHEMvLf5s1U1eZS5cu8b8LYMaSkpK8D8zrF1dTxyQKnfDOw95+Z8+e7efnJ5+2s7OjFqI+d+zYscePH+/Vq5f6mM9M/6GLPHkrgoKChuldu3aN/n8fGBioPlemno9pxqWGdOXKlbBnj1X0/vvvs6eHPTp9+jRNsTRDG6kyW7ZsGTNmTEZGBtUO8Q/uqFfJ35NOmjRJOcqSeBWDC6auMuJVqMpUqVKFFpiuWKZMmXPnzrFcqoz46Iyf+9wqoyzhjBkzvvnmG+WSZMKECdRLlB+pgb355psslzuSeXt729ra0qumjMiMXIWhymjS4sXimz6CWF5O6HTqKhOmPy4gaIXfEZ/XMmx1+h4jh370e94xmGbNmqVsFFW7du309HTlLJr75Q9s1FWGug41iQ4dOtDkqlxSLSEhgQoQP6qn3uCD7svNzY1qisH//StHcKQZlGZrI1WGpmp5q50hQ4Zs3LhRGZf99ttvffv2pRNNmjRRWp14FYMLpq4y4lXUn8rQvdSvX58ub7DKiI9OYfDc3KqMuITTp0/ftm2b6qrPNDamP3TllClTWC53JJs8eTI9zEOHDnHjRq7CUGU0iV5j4U0fQSwv20eOVHrMwoULlQ0LwPylpaVNPzNcp+oxcqY/78jYPj4+1GbYk80C47kvmKjBvPLKKx07dqxatSr9v/z27dvUY2iQmoSRdYNWnhs3bhw5cqRHjx7Dhw+/f/++cpb6o4Xs7Ozu3bufO3fO4JSpVJmIiIjGjRt7eXkZrDK0zFWqVOmo16JFi379+im3IKN7cXJyOnXq1IABA+QRg1cxuGBKlTF4FXWVIdTt/vvf/xZJlfnrr7/at2+v/Dh//vx169YZXEJ/f393d3flklRuXFxc1J+f0Wl5+yeDd8T0j6J169ZBQUGNGjVKTk5Wn5XbVWSoMhoUGSm+6SOIpcXGxnvWLKXKiBtRgjmjKX/kLRedUGVokM7iL61CtaNr167syX/ZDsnTHs2IXPtRPpXZvHmzeu4U0X1NnTqVPdm36Nvp6emBgYHLly9XzuU2+Jg2bdq2bdsMTplKlSHLli2rU6eOwSrz7bff0h3Jp6lwUOWif+UfFZMmTaJCtmXLFvlHg1cxuGBKlTF4FXWViYqKql69ekxMTJFUGbpfZ2dnuik6HRcXRyWSqobBJaSXqVmzZvLh6+lVW7BgAbfhNg3KG/cYvCMqplR96Kmm0/SqyY1WefUNXkWBKqNNzs78+z6CWFaia9ZUegz5z3/+w/8WgBkr8KcyxMvLiyY86ivyXxpTa7G3t1dfQKkyY8eOpVbR8Cnu//FMv22K/L3k4cOHhw4d6ubmpv4baW4+Xr169cSJE8Oe3SaDUB9SVxlafrovg1Vm8ODB6u9TBg0a9N133yk/ygICAkqXLq18HWbwKgYXTKkyBq+ibCtDbcDR0XHlypVMv62MPCg7fvy4wUen3FRu5/7++++urq5NmjRp3bq1/PWfwSWUb2HIkCGtWrWic8ePH0/VR7mMbNSoUZGRkQbv6PPPP1c2haYr0qO4cuWK8uobvIpys6gy2vTee+JbP4JYUq60aaOuMvQuzP8WgHkr2LYyBq1bt44fAm36448/Fi9ezI8WGqqMNm3YIL71I4glZX///uoqI+7fDMxcwf6CSZSQkHD16lV+FDTrt99+44cKDVVGm27fFt/6EcSS4jtpkrrKiN8dgPkrwH5lAAoAVUazHBzEd38EsYwkVKmi7jFr1qzh138AgKdQZTTrnXfECQBBLCNXXFzUVUa9ly0AAA6qjGZt2iROAAhiGdk9ZIi6ysh/CAoAYBCqjGY9eIDjSiKWGRubFTNnqquMuAN4AAAFqoyWubrycwCCaD8P69RR9xgfn4L8+S4AWA9UGS1bsECcBhBE6wns1k1dZbChDAAYhyqjZefPi9MAgmg9fu7u6iqDfYoAgHGoMlqWk4M/yUYsLHHVqql7DElMTOTXfAAAFVQZjZs6VZwMEES7OdOxo7rHfPXVV/w6DwDwLFQZjTt9WpwMEES72TJ6tLrKBAQE8Os8AMCzUGU0LicHR8lGLCbxVasuXLBAXWXUB78FADAIVUb7Zs0SpwQE0WJOdemi7jGrVq3i13YAAAGqjPZduiROCQiixXCHkDx06BC/tgMACFBlLIKLizgrIIi2ElG3rrrHkJCQEH5VBwAQoMpYhLVrxYkBQbSVg336qHvMypUrc3Jy+FUdAECAKmMRYmNZhQri3IAgWklmmTLes2apq8zRo0f59RwAwBBUGUsxapQ4PSCIVnLVxUXdYzxxCEkAyDNUGUtx8qQ4PSCIVrLxww/VPcbPz49fwwEAcoEqY0FatxZnCAQx/4gb/J49e5ZfvQEAcoEqY0G2bBEnCQQx//w0YIC6xyxevDg5OZlfvQEAcoEqY0HS01nduuI8gSDmnORKlRbPm6euMrt37+bXbQCA3KHKWJYlS8SpAkHMOQE9eqh7DLl//z6/YgMA5A5VxrLExLCKFcXZAkHMM+m2tp/Pnq3uMdjgFwDyC1XG4kyZIk4YCGKeOd2pk7rHkEuXLvGrNACAUagyFicsjJUvL84ZCGJuySpdeuX06eoe4+3tnZmZya/SAABGocpYInwwg2ghF199Vd1jSGBgIL8yAwA8D6qMJQoPxwcziJkns0wZ7iOZpUuXpqam8iszAMDzoMpYKA8PcfJAEPPJGWErmcOHD/OrMQBAHqDKWKiICFapkjh/IIg5JN3WdvnHH6t7jJeXV3x8PL8aAwDkAaqM5frsM3EKQRBzyMlu3dQ9huzfv59fgQEA8gZVxnIlJTEHB3EWQZCSTVLlysvmzFH3mMWLF+MjGQAoMFQZi7ZpkziRIEjJZt+zR1wihw4d4lddAIA8Q5WxaNnZzMVFnEsQpKQSUbfuwgUL1D1m6dKlSUlJ/KoLAJBnqDKW7tgxcTpBkJKJjc3m0aPVPYYco1UUAKAQUGWswMiR/IyCICWRGy1bcj1m+fLlaWlp/BoLAJAfqDJW4OFDVr26OK8gSHEmrXz5FTNmcFUmKCiIX10BAPIJVcY6fP21OLUgSHFmf//+XI/x8/PLycnh11UAgHxClbEONGF06iTOLghSPAl1cvJ8dmtfEhoayq+oAAD5hypjNa5dY7a24hyDIKZOVpkyaydP5nrMDz/8wK+iAAAFgipjTZYtE6cZBDF1Anr25HrMsmXLEhMT+fUTAKBAUGWsSVYWvmZCijn369df+NlnXJW5ePEiv3ICABQUqoyV+fNPHGYSKbak29p+OXUq12M2b97Mr5YAAIWAKmN9fH3FKQdBTJF9b73F9RgvL6+oqCh+nQQAKARUGeuTk8P69xdnHQQp2txq0oTrMSQwMJBfIQEACgdVxirFxLAGDcS5B0GKKnEvvPDFrFlcj9m4cSN2JAMARQ5VxlqdOcPKlhVnIAQpfLJKl97w4Ydcj1m6dGkMdWgAgKKGKmPFfHzESQhBCp+DfftyPcYTxygAAJNBlbFugwaJ8xCCFCY3W7TgW4yn5/bt2/l1DwCgiKDKWLeEhOzmzcXZCEEKlkd2dkvnzOF6zKpVq1JSUvh1DwCgiKDKWL27d7Nr1BDnJATJb5IrVVr9r39xPcbLyyssLIxf6wAAig6qDDB24kROmTLizIQgeU9W6dKbR4/megw5e/Ysv74BABQpVBnQ8/MTJycEyXv2DhzItxhPz507d/JrGgBAUUOVgb9lzZghzk8Ikpec6tKFbzGenuvWrUtPT+fXMwCAooYqA0/l5KSPGCHOUghiPJfbtPFcsIDrMd7e3rGxsfw6BgBgAqgyoJKZmaLTiXMVguSWW40bLxIOfO3l5RUaGsqvXQAApoEqA89KTk5q2VKcsRBEzL369RfPm8f1GHL58mV+vQIAMBlUGRBERye+9JI4byGIOg/t7T+fPZtvMZ6eR48e5dcoAABTQpUBQyIj43G8SST3PKpTx1s4WiTZu3cvvy4BAJgYqgwYlv3gQZyjoziHIcgjOzvvjz/mW4z+6ATZ2dn8mgQAYGKoMpCrjPv3Y+3txZkMseZE2tktN9RjNm3alJmZya9DAACmhyoDxqSGhETjsxnkaR7WqbN85ky+xXh6fvXVV6mpqfzaAwBQLFBl4DlSIiIevPyyOKsh1pbQBg0+/+QTvsXod4WXnJzMrzcAAMUFVQaeLykyMrRFC3FuQ6wntxs1WmLo767RYwCgxKHKQJ4kxcbefvVVcYZDrCHXWrUS94NHfH19k5KS+HUFAKB4ocpAXiUlJl7q3Vuc5xDLzqkuXRYKxyXw1G8fgx4DAOYAVQbyITU19eTo0dmlS4sTHmJ5oRfa4PGuyebNm7GdLwCYCVQZyJ+MjIyj8+alVKggznyIJYVeYv8PPuArjN53331HqwG/ZgAAlBBUGci37OzsQ19+GVW7tjj/IZaRqFq1vpwyha8wert27cJ+8ADArKDKQAEF7Nt3A3/WZIm52bz50jlz+Aqjd/To0ZycHH5VAAAoUagyUHCXL18+3KcPNp2xmGSXKnX4jTf4/qK3aNEiHO8aAMwTqgwUSnBw8HcTJyZUqSLOi4i2Qi/i5jFj+Aqj98UXX9ALzb/2AADmAVUGCis6Onrj55//0bSpODsiWsmtxo0NHlmJrF27NiYmhn/VAQDMBqoMFIH09PQffvhhf//+Gba24jSJmHMyypb9+c03+f7y1M6dO+nF5V9vAABzgioDRebMmTO+Hh7hDg7ifImYZyIcHNZ89BHfX/QWLVp0+vRp/jUGADA/qDJQlEJDQ1d5ewf07JlVpow4cSLmk6zSpU/odIvmz+crjJ6Pjw+9lPyrCwBgllBloIglJyfv2LFj7Ucf3WvQQJxBEXPI/fr1fSdN4vvLU9u3b8cRCQBAQ1BlwCQuXry4dPHiA/36pZcrJ06lSEmFXo4DffsaPKYSWbJkyYULF/jXEgDAvKHKgKlER0evX79+5fTp11q1EudUpPhzs0WLVdOm8f3lKT8/P3rJ+FcRAMDsocqACWVnZwcGBnp5eW0ePfqBvb04uSLFk4d16mzJ5YBKhF6g48eP43AEAKBRqDJgclFRUZs2bVr42Wc/9++fXLGiONEipgs94fS005PP95enNm7cGBkZyb9mAADagSoDxSEnJ+fcuXNLly5dNmfOie7dsQFNMSTD1vZk166ff/IJX16eopeDXhQcUwkAtA5VBopPfHz8rl27aBL1/vjjsx074g+2TRR6Ys926JDb3ntlO3fujIuL418hAAANQpWB4hYaGvr111/TbLrqX/+66OqKQlOEySpdOqhtWyPb9pKvvvoqJCSEf1UAADQLVQZKQE5OzoULF7y9vWlmXTFjxulOndJxxIPChZ7AM506rZw+nW8uKvSE09OOb5QAwMKgykCJSUtLO378+NKlS2mW/WL27OM6XXKlSuIkjRgPPWkBPXrQE8g3F5UlS5YcO3YsNTWVfw0AALQPVQZKWHJy8sGDB728vGjG9fr00z2DBuEoTnlMRN26+wYMWPzpp3xzUaEnlp5e7L0XACwYqgyYhbi4uP3798uFhmz48MNrrVphMxqDySxT5kqbNhvGjXu2tPDoydy3bx+27QUAi4cqA2YkMTHx8OHD8ldOnvpvnX55880wR0dxOrfOhDs4HOzT54tZs54tLTx6Ag8dOhQfH88/vwAAlghVBsxOSkrKiRMn5I2CZb6TJ5/q3Dm+alVxdreGxFWrdrJbt7UffaSqK4bRkxYYGEhPIP+cAgBYLlQZMFNZWVlXrlxZv369eqreNHbs7//4R2y1auJ8b3mJrV79TKdOW0aPVj8DufHz8wsKCsrMzOSfRwAAS4cqA+YuLCxs165dymY0f8/c48cHdu8ebonfPYU7OAT06LFu4kT1483N4sWL9+zZQ08R/6wBAFgNVBnQhpSUlPPnz2/YsIGby71nzdo1ZMgVF5fEypXFWqCVxFWrdvmVV+iBrJgxg3uAuVm/fv3Zs2fxXRIAAKoMaExkZOTRo0dXrlzJz+2enmumTNk7cOCltm2ja9US64K5Jap2bWpg+/v3/3LqVP6R5G7VqlXHjh2LiorinxcAAGuFKgNade/evSNHjqxevZqf7fW8Z836buTIo7163WzePMo8mk10zZp/NG16rGfPbe+/vyz3ozwaRA/z0KFDOOAAAIAIVQY0LyIiIiAggNtAmLN07twN48btGjIksFu36y1bhjs4pJYvL7aNokpSpUrhjo7Uok517kx3+rW7++J58/hlygN6UIGBgY8ePeIfMwAAPIUqA5YjOTn52rVre/bsWbFiBV8KDKF+8++pU/0/+IDaxuE33jih011u04Zyp2HDYGfnB/b2sdWqiYmuWZPOlXO9VaugV189rtMd7Nt3z6BBW//5z7UffVSw1qJYtWrV3r176YEkJibyjxAAAASoMmCZoqOjL1++/NNPP61Zs4YvC+Zn7dq11MAuXrwYExPDPxIAADAKVQYsX3Jy8u3bt0+dOrVz504qDXyPKAlUsHbs2HHy5Mk7d+6kpaXxSwwAAHmGKgNWJz09PSws7Nq1awEBAT/++OP69es///xzvmsUneXLl9NdUIs6evQo3emDBw+wIzsAgCKEKgPwBPWbx48fBwcHU9s4ffr08ePH9+pt27bN39//66+/Xm3ImjVr/J+iVrRv374TJ06cPXv2ypUrd+/ejYqKQmsBADA1VBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANAwVBkAAADQMFQZAAAA0DBUGQAAANCw/wMY1leo4rridgAAAABJRU5ErkJggg== DIV: GBP Venta Forward|Divisa EUR/GBP||Fisica 5602057 02 5602057 5602057 false false false false false false false false false false No aplicable. false false false false false false false false No aplicable. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados.N/A b) Decisiones generales de inversión adoptadas.N/A c) Índice de referencia.N/A d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Un total de 58.767.059,25 euros fue patrimonio durante el primer semestre. Siendo el total de participes 430. En cuanto a los gastos de administración y depositaria ascendieron a 3,500.00 euros. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora.N/A 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. A 2T 2024 el fondo Mora-Arcano Renta Fija 2027 FI está invertido al 99% en 40 bonos. Por países, Reino Unido, Francia y Estados Unidos representan el 20%, 18% y 17% de la cartera. Por sectores hay un 29% en Entidades Financieras, un 13% en Auto y un 8% en Servicios. Durante el trimestre con el flujo de caja de los cupones compramos bonos en empresas como Coty, Zegona y Drax. b) Operativa de préstamo de valores. No hay prestamos c) Operativa en derivados y adquisición temporal de activos. Ninguna actividad d) Otra información sobre inversiones. N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. 4. RIESGO ASUMIDO POR EL FONDO.N/A 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. 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. N/A No aplicable. No aplicable. 31852440 202 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 31852440 202 0.00