MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-07-01 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-01-01 2024-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-01-01 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-01-01 2023-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-10-01 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-07-01 2024-09-30 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 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 2024-12-31 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 04 2024 EUR A+ (FITCH) false CL Jose Ortega y Gasset 29, 4 planta 28006 Madrid EM client_servicing@arcanopartners.com https://www.arcanopartners.com; 05 C/ Ortega y Gasset, 29 28006 MADRID (MADRID) EM client_servicing@arcanopartners.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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Bonos|DEUTSCHE LUFTHANSA A|3,750|2028-02-11 EUR 710517.00 1.20 2087951.00 3.55 XS2623496085 Bonos|FORD MOTOR CREDIT CO|6,125|2028-05-15 EUR 1968449.00 3.31 1930451.00 3.28 XS1734066811 Bonos|PVH CORP|1,562|2027-12-15 EUR 2097448.00 3.53 2055044.00 3.50 XS2688529135 Obligaciones|COTY INC|2,875|2028-09-15 EUR 628288.00 1.06 626212.00 1.07 XS2808453455 Bonos|DRAX GROUP PLC|2,664|2029-04-15 EUR 507013.00 0.85 0.00 0.00 XS2900445375 Bonos|ACCORINVEST GROUP SA|3,187|2029-10-15 EUR 739502.00 1.25 0.00 0.00 XS2805234700 Bonos|FLUTTER TREASURY DAC|2,500|2029-04-29 EUR 1147403.00 1.93 0.00 0.00 56705014.00 95.49 57700912.00 98.17 56705014.00 95.49 57700912.00 98.17 56705014.00 95.49 57700912.00 98.17 FR0000989626 Participaciones|GROUPAMA ASSET MANAGEMENT EUR 65628.00 0.11 246227.00 0.42 FR0007038138 Participaciones|AMUNDI 3 M EUR 300951.00 0.51 0.00 0.00 366579.00 0.62 246227.00 0.42 57071593.00 96.11 57947139.00 98.59 58246297.00 98.08 57947139.00 98.59 0.00 Distribucion1.png png 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yW7GAAAFJrADoHSffsrPGUpPcuNqKUkWfM8ohUSmVFNpqkyHUTf4FUOKmWuurp6env/73//YzRgAoMAEdgAU7flzpX9xKb88HVI3J6cCXzX0nRcZlVSaKtNl1GV+rZBiJrNixXULFnh5ecXHx7MbMwBAwQjsACiahwc/WxhNwr6056uGvpOVU06lqTKqERf4VUKKH3EfM8eOHWM3ZgCAghHYAVCu1FRSpw4/VRhTHp+z59uGvtMzu7yKCL2Hn+HXByl+UqtUWbl0qZeXFw5lAABFI7ADoFy7dvHzhJEly6JiXIQ13zb0mt7plVVE6Dfsf/z6ICWSY4MGeXp6njp1it2kAQAKQGAHQLnateMnCeNLolON9NSqfOHQX/7zsrqKCEOGHuVXBimRPLGxoVVm1apVKSkp7FYNAPA6AjsACnXlCj9DGGuix9uq1eX4zqGnDEiopSLCyMEH+TVBSip7Jk3CPmYAoGgEdgAUatw4fnow4jza4cB3Dj1l8PM6KiKMGfwjvxpISeVe69a0yqxduzYrK4vdtgEAdBLYAVCimBijOVJBQVPOLPK3Bnzt0EdGPLNWEWH8wO/YdUBKLjnly69buJC2mZCQEHbzBgDQSWAHQIm2buXnBqNPumWlhGd1+OZR4hnzxEZFhMkDdvPrgJRgTr33Hq0yO3bsYDdvAACdBHYAlKh9e35iMIXEd66dmVGZLx8lm/FRtioiTOu3g18BpAQTXa+ep0Z4eDi7hQMA5E9gB0Bx7t/nZwXTSeSs+oSY8f2jBDMlooGKCJ+8t42/daRk4zN9Oq0yBw8eZDdyAID8CewAKM6iRfyUYFJ59IMD3z9KMNPDG6qIMKfvZv6mkZLNlbffplVmxYoV+FY2ABScwA6AsuTkkPr1+SnBpKKuUO7JPTu+gpRU3MPsVURY0Gcdf9NIyealhcVyDw/aZq5du8Zu6gAA+RDYAVCWS5f4+cAEk2ZX5eWLWnwLKZEsDHNQEWFJ79X87SIlnt2aHcz4+vqymzoAQD4EdgCUZd48fjIwzcT2tszOqsgXkeJn2aNXVcbj3eX8jSIlnqudO4sf/n327Bm7tQMAaCOwA6AsjRrxk4HJJvzzhnwRKX5WaqqMV89l/C0iJZ4XtWqJVcbf35/d2gEAtBHYAVCQkBB+JjDxhJ2w57tIMbNBU2XW9FjM3xyij/hOnUqrzIYNG9RqNbvNAwBwBHYAFGQZ3idgk125fMxDG76OFCfbNB/73fDOfP7mEH0kqFs38Y2Zx48fs9s8AABHYAdAQUzjUNiFzcum1VNfWvCNpMjZ/biBighbun/K3xaij0j7yjt9+jS7zQMAcAR2AJQiJoaUK8dPAwjN0+F1c3LK86WkaPkhor6KCN5dZ/I3hOgjajOz9QsW0CqzZcsWdrMHAOAI7AAoxQ8/8HMAIiVsgwNfSoqWI1F2KiL4vj2VvxVETzk0fLj4xkx0dDS75QMA5CWwA6AUEybwEwAiz+NAe76XFCH+T18dTnJ350n8TSB6ym0XF7HKnD17lt3yAQDyEtgBUAo7O34CQOTJqlExLtKKryaFTVCMlYoI33Yaz98EoqckWViIVQb7ygOA1xLYAVCEP//kX/0RPokuNdPTqvLtpFAJiX9DRYT9Hcfyy0f0l22ffEKrzPLly5OTk9ntHwBARmAHQBH27OFf+hGtiZpoq1aX4wtKwfMgoaaKCP9t78YvHNFfjg0eLL4xc/fuXXb7BwCQEdgBUIQpU/iXfiS/PNrpwBeUgiciuZqKCIfeGs4vGdFfQtq1E6vMkSNH2O0fAEBGYAdAEVq04F/6kXxTzizyZgO+oxQw8emVVEQ42nYwu1hEn4mxshKrzMaNG9ntH4yah4eHi4tLly5d/v77b/l4Tk6Ou7t727ZtGzdufOzYMXGwZs2aDhqjR4+WX5gXGhrKjNy8ebNv377ykezs7Fq1aomno6KiRo4c2bJly9atW8+dOzctLY28+tv+n127dpUuv3Llyi1btkjXCgsLq1y5Mr188+bN6V0ICAigg5GRkZUqVWqdq3PnznRw79690oitrW3Hjh2lZUIRCOwAGL64OGJmxr/0IzqSbl05IeYNvqYUJJk55VRE+MWlP79YRH9Rm5l9uWiR2GZiY2PZ3wIwUvfv3+/UqRNtLUeOHBk7dqz8rKCgoAEDBtATDx48sLa2VqvVMTExffr0kV9GcuvWreEav//+O/3x0KFDBw4cYC6jo8pkZGS0aNGCXkscXLp06ahRo0gBqgxtMOJZDx8+bNSoUXR0NK0ytK9IV2FkZWV16NDhp59+Ys+AwhDYATB8J0/yr/vIaxPX9Y3MjEp8UylIemSXP92mL79MRK/5/v33xSoTEhLC/haAEtBGcvzMbxv8LtDQE/RH9hKczZs3z58/n5548eJFnTp15Gf9/PPPBw8eFE83btw4NTX1xo0bkyZNkl9GMm3atKioqH///dfd3Z3WhXHjxrGX0Fll/Pz8PvroI2mc1iYnJ6fQ0NCCVxlqxYoV69ev111l6Obt5ubGjkIhCewAGL7Vq/kXfaQgifi0PiFmfFN5bXqlVT7j1ItfIKLXnH33XbHKSH9NAAVJTk5euvVknakJwgRCQ0/QH1/7fbRFixZJ38C3tramLSTv+a8cOnSod+/e4omWLVv26dNH+muOJDg4eKTG3bt3vb29AwMD5eeKdFSZefPmfffdd/Kzpk+fTotUoaoMXb2PP/6YVpnKlSu75Prggw+kC9Aq1rBhw7i4OGkEikZgB8DwueGrNEVP2H8d+Kby2vRNrna+VQ9+aYhec691a7HK0KmI/S0Ag7dxT4D5pEyxx4ihP9JB9nJ5LVy48JtvvhFPW1lZZWRkyM+lzWbx4sWdOnV6/vw5/TEkJOTEiRNE83cfemGt7/okJSVNnjyZHdXQUWXmzp27b98++Vm0lNBqUqgqc/jwYbHKaH1XJjU1tXnz5idPnmTPgMIT2AEwfM2b8y/6SAGjrlju6R+2fFnRnf4JNYNadOOXhug1sbmf/F2+fLn4oUtQivT09FGeV+U9RgwdpGexl5bZuHEjbTP0RGJiIvMHJtpjevXqRatMZmamfFz05ptvav1MFd1+7t27FxAQ0KNHj1GjRkVEREhn6agyfn5+06ZNEwejoqJoo3J2dg4NDf3nn3/kH9FdtmyZj49PflWGFp1169blV2VmzZpFiw47CkWCKqM0qamkfHn+RR8peFIbVHmZUIvvKzoy+HmdK45v84tC9JqccuVWfv652GaYL7OAgYuOjnZ2D+WrDB3UfVwtWju6detGT5w+fVr82K9arRbbz549e6R6IVq9erWHhwc9QRtGo0aN5GeJ6G3Nnj2bnhgxYgStI4GBgevXr5fO1VFl6C22aNFCfMvnp59+cnR0HDlypHgBBwcHekV6OiEhgRaX4OBgrVWGnqbtitYgrVXm119/bdKkyWv/3AYFhCqjNL/9xr/iI4VNTF+r7OyKfGXJL8OfWV9v1pFfDqLv+E6bJlaZoKAg9ncBDFiR35WhvLy8VCpVr169Hj9+TDRfBbKxsaEnJk+eXLdu3Sa5UlJSXrx4MXz48Pbt23ft2vXq1avsgghxd3enTYKe8Pf3p5d0c3MTlymijcTCwkL6FMv58+flX8amVxw2bFibNm1odxkzZkyXLl2ePXtGxy9fvkxvkZYbepb4tzB5lalSpQpdFO0u9L/0RsXlyD8rQ9GC9Z///IfeKWkEn/wtJlQZpdm3j3+5R4qQcI+GfGXJL2Oe2Nxs8ha/EETfOTJ0qFhlpK+ugFIU7bMyWvn4+LBDpe7Ro0e0srCjYBhQZZTGw4N/uUeKlrCT9nxr0ZoPomxvNXbhl4DoOxfeeUesMtu2bWN/F8CwFe0bTLykpKQ7d+6wowAyqDJKM24c/3KPFC3ZVSvE/luXLy58JkfU/72RE78ERN+506aNWGVWrFih9Xu5YMiKsF8ZgCJAlVEaV1f+5R4pcl42t0hNrs53FyYfhzf8w74lf3VE33ncoIFYZSjdHxcFAJOFKqM0Vlb8yz1SnDwdZZOTU56vL/K4h9n/2dCRvy6i77ysXl2qMrdv32Z/HQAAUGUUJjmZf61Hip+wzfZ8fZFnYZj93/Wb8FdE9B4zs1VLlohV5vz58+xvBAAAqozC/P03+0KPlFAeX9T1habPHzn8a9uIvxZSCvn6k0/EKnP48GH2NwIAAFVGYYKC+Bd6pESSWbNifLQVX2LErHzkEG5jz18LKYXsnThRrDK7d+9mfyMAAFBlFObAAf6FHimpJLxVKyOtCt9jaDaEOURa2/FXQUohB0aNEqvMhg0b2N8IULicnJwpU6Y0b97c2dn5+vXrRHN0AjrSoUOHbt26/fXXX+wVCElJSZE+AE6v7u7u3rZt28aNG7/2mKOhoaHMyPPnz83NzVtr1KtXb/DgwWlpaZGRkZUqVRIHqc6dO9NLXrhwoXr16lFRUeIVt2zZQrdGNzc3egFbW1tLS0t6Qjo2k6+vryAI8n3xiZgljx07Vr5HPtGIESPobYmnC7gccQ21HhxK6x0kmp0gjxw5smXLlnR8zpw5/FFB6Mjs2bO13tDhw4c7duyoVqvF5djZ2UkPC8ln3Shvb29HR0f6LPfp00e8R0+fPhUv2aJFC7oQPz8/ornLt27dkpZWcKgyivLVV/wLPVKCiZpiq1ZrOXT2tjD7J5b1+MsjpZD/9esnVhlK68F3QLlOnjzZt29fOi/S+VuciXfu3Dlx4kR64ty5cwMHDmQuTy+5bNkyqdQGBQUNGDCAnnjw4IG1tbU4v4rojDhc4/fffyeag1QfoP8UzIvO9LRFiaczMjK6dOlCJ1Stxxmgq1e7du3x48eLP4pVRjy9Y8eOxYsX//+LEkJna1dX161bt8oHiWaaZ5asu8oUfDkk/yrD30F6gpYY8c+1dAWWLFkyevRo6YqijRs3Xrp0SesNUfR5oU8TPUHbGHOoV61Xoetmb28v7lLo7Nmz4oEpaJWRLnnnzp2qVaump6fTnio/cnjBocooypIl/As9UrJ5tMeBrzK7Hjd89oY1f2GkFCLtJY8Sj4cMSpGTk/Pb8eMXNmygoSf4/cr4+/sPGjSIvDoiy2/iDDdjxoyffvqJaFqLpaUlc3l6GToo1Yiff/5Z2g1048aNU1NTpUtOmzYtKirq33//dXd3z8rKGjdunHSWRD7TU/Pnz6fTv9bJmNYL2mM6dOhw7do1orPKxMfH29raBgQEqFQqaVDEL1lHlSnUckgBqgzJvYPffvvtRx99JA3Sx9nJyYk5xlnPnj1JPjdEhYeH02py5MgR2rSY51TrVeiD1r59e+kg52KLklcZit5Zulh6YurUqQ8fPpTGCwhVRlFmzOBf6JGSjbqcWVRIfabK7I+o/7x2Hf7CSCnkRvv2UpUJCwtjfynAUNF/hZ9cujShzv/94tAT9Edmb790Hu3Xr1+zZs2qVat248YNOrJp0ybaZoimPQiC8PLlS/nlqW3btvF/ajx06FDv3r3lI8HBwSM17t696+3tHRgYKD9XJJ/p6VxOp9vbt29H5j1kkvgmAV2ZCRMmXLlyhU7edJ11VJm9e/dOmjQpMzOTdpSYmBhpnHAHYwoKCtJRZQq+HHENX1tlpDs4b9687777Trok9fHHH9NeIv1IW1T//v1JPjckWrdunbm5OX1spRGR1qvQujN69GhaVmbNmkXLmXhJqcrQc2l5rVmzpth16AZAG6pskQWCKqModLPgXuiREk9a3cqJz9+QV5nDUbbxNWvzl0RKIb87OUlV5v79++wvBRiqgI0bM83N5U8l/ZEOyi/zv//9r1evXo8ePaKTa5cuXYjmozBDhw7t2LHjgAEDateuzf9JkakyWVlZtEl06tQpv3fskpKSJk+ezI5qyD9KYmVl5ebmRmuK1vcVxCpDXr0Gf0BXVUeVoSVA/NTOsGHDdu3aJY0Tbe9Y6KgyhVoOyb/K8Hdw7ty5+/btk1311Tth8vZw+fJl2jlIPjckmjlzJl3z06dPM+M6rvLPP//4+PjQfkPvI5F9Vobq1q3bqVOnxIsdPXp0+fLlea5ZAKgyijJ4MP9Cj+gjcd3fyMysJFWZ009sEi1q8BdDSiF/OjpKVea3335jfynAIKWnp18dNYp/Numg/MjYdBL9/vvvxdMODg4vXryQzoqLi6tbt670o0ReZWiPoU2INgm+8UjoZnPv3r2AgIAePXqMGjUqIiJCOkv+pkVOTs4777xz/fp1rZOxVGWio6ObNWvm5eWltcokJiZaWFi4arRq1apfv37SEoi2aV6qMrQZxMbGEs3HUOhtFXY5RFMUaP+Tfly2bBntDVrvoJ+f37Rp06RL0nLj7Ows/5sOPT127FiSzw0RzR+M2rRpExwc3LRpU1o95WdpvcqRI0dOnjwpnqY39+abbz5+/Jj5A5Nkz5499CFlR18HVUZRevTgXxoQPSViXgOpygTFWL2sVp2/DFIK+ffNN6Uqg73kKQWd8kOdnflnkw7KD0CxcePGyZMn0+ntr7/+srGxoSd+/PFH8XMt+/btmzp1KtFMfvL2I68ydNqTz8o8eluzZ88mmnc7MjIyAgMD169fL53LfJRkzpw59Ea1TsZSlaHWrFlDO5bWKkNrmfiWA9HUmho1atD/ij8SbdO8VGW6d+9+9OhR+iPtc7SUFHY5RLMoet2bN2/S0wkJCS4uLrRqaL2D9MFs0aLF8ePHieax9fDwEIuLhA6KH9DRekO0PtLqI751RB/bhQsXilcRnyOtV/nll19oJxP/tkhLjL29PS1A+VWZzz777MqVK+zo66DKKEr79vxLA6K/hP3sIFaZm3FvpFSpyl8AKYVE1K8vVRn6msj+UoBBKuC7MmlpaWPGjGnZsmWrVq3OnDlDNDMlncXpZDlo0KC4uDiieZOAthzpKvIqQ2sQbRVNcjHvEFDu7u50ciWazxcPHz7czc1N/t1mZqbfsmXL9OnTI/N+2oOifUheZej609vSWmWGDh0q/0vNkCFD9u/fL/3IT/NSlaEdy9HRkd7W0qVLSQGWw68h0fxhqH379nQ5bdq0+eabb0g+d1BcwrBhw5ycnOi5tC/S6iNdRjR+/PiYmBitN/Tll1++//774sXoFe3s7G7fvi09R1qvQse//vrrdu3a0Sea3uiJEycI97FfCV0x/svhr4UqoyitWvEvDYj+klOx3NM/bemvyYOEmumVKvEXQEohz+rWlapMET4PCGWlIJ+VKSAfHx92CPTpzz//XLlyJTuqf1euXPH19WVHCwBVRlFatOBf6BG9JsW+anJizcfJ1TMrVuTPRUohcW+8IVWZH3/8kf2lAENVkG8wFURSUtKdO3fYUdCzixcvskP6d/369aysLHa0AFBlFKVZM/6FHtF3YvpbxaVWzy5fnj8LKYXEy6rMt99+y/5SgAF77X5lAEoEqoyiNMHBmcsm/6ywV5uZ8eNIKUReZZhvpQIAEFQZhWmEgzMjJhf5H5jwmQkA4KHKKIqDA/9CjyDGHXmV4Y9HAwCAKqMojo78Cz2CGHfkVearr75ifykAwOShyiiKtl1OIYhxJ8bKClUGAHRAlVEUV1f+hR5BjDtRdnZSlcEfmIxSSkqKfBfAHh4eLi4uXbp0YQ7XzJ+Vk5Pj7u7etm3bxo0bi0cs0iE0NJQZkR+iqF69eoMHD05LS4uMjJSODUR17tyZaPb2W7169aioKPGK4jGY3Nzc6AVsbW0tLS3pCekQSL6+voIgyPfFJ2KWPHbsWB3HYCL5L0fryhDNro1HjhzZsmVLuvA5c+YwO5rTer9ee+Qm6WEh+S/f29vb0dHR2dm5T58+/NqWDlQZRVGp+Bd6BDHuPGrUCFXGiKnV6mXLlkk7z71//36nTp1oRzly5AizQ33+rKCgoAEDBtATDx48sLa2pouSLnzr1q3hGr///jvRHDr7wIED0rki+c5wMzIyaEPy8/Pj98lLNO2hdu3a48ePF3/UcThJis7orq6u/LbKL1l3lclvOVpXhq4/LRmHDx8mmsUuWbJk9OjR8mvxt07yrzL8w5Lf8ukS7O3txd0FnT17tlu3btLSShOqjKL07cu/0COIcSdUdjhJ/mUdDNmr/cr8dvzChQ009ITW/crQyc/S0lJqBps3b54/fz498eLFizp16sgvyZ/1888/Hzx4UDy3cePGqamp0oWnTZsWFRX177//uru7Z2Vlicd1YjD79acLpxO51imftgdaHTp06HDt2jWis8rEx8fb2toGBASIhzGS45eso8roWI7Wlfn2228/+ugj6TK01Tk5Ocnf1uJvnRSgypDchyW/5dN1aN++PS064rjYdUofqoyiaDumCYIYd35v3VqqMt7e3uwvBRiqV3v7Pbk0IaGOeCAzeoL+qHVvv/LDKi1atEjadb21tbV83686zjp06FDv3r2lH6ng4OCRGnfv3qWbTWBgoPxckXzOprMynZJv377NHEXogw8+ILmHk7xy5YqrqyudxXVUmb17906aNCkzM5N2lJiYGGmccMcnCgoK0lFldCxH68rMmzfvu+++k1/s448/PnLkiPSj1vv12iojPSz5LZ/W09GjR9PWNWvWLFq85BcoTagyijJjBv9CjyDGneC33pKqjHiQPFCEgICNmZnmYo8RQ3+kg+zl8laZhQsXSs+ylZWV9M/9/M6ihYY2iU6dOtEJWLqkXFJS0uTJk9lRDfmHQugC3dzcaDPQ+u6FdDhJ2gDojK6jyvTv31/81M6wYcOYPTryS9ZRZXQsR+vKzJ07d9++ffKLzZgxQ37MMv7WSf5Vhn9YdC//n3/+8fHxoQ1JOqB3KUOVUZRly/gXegQx7lzs1k2qMn5+fuwvBRikV0fGvjpK3mPE0EH5kbFF8iqzceNGWlnoicTEROYPTPxZtMf06tWLNonMzEz5JeXoZnPv3r2AgIAePXqMGjUqIiJCOkv+9kNOTs4777xz/fp1rVO+1B6io6ObNWvm5eWltcrQFbOwsHDVaNWqVb9+/aQlEG1lQqoyM2fOjI2NpScGDhxIb0v3crSuDP3VmDZtmnQZWj6cnZ0fPnwojfC3TjQVpGPHjtKPy5Yto41E68OS3/KPHDly8uRJafDNN98sk0/+osooyldf8S/0CGLcOdW3r1RlfvjhB/aXAgwSnWVDQ535KkMH5V9WEsmrDK0d4kdHT58+LX62l06QYvvhz9qzZ498fuXR25o9ezbRvNuRkZERGBi4fv166VzmQyFz5szZt2+f1ilfag/UmjVr6tatq7XKfP/999LbErSO1KhRg/5X/JFoKxNSlenevfvRo0fpjw4ODrRe6F6O1pWhD1GLFi2OHz9ONI+Yh4cH86Fp/taJZgXoLd68eZOeTkhIcHFxCQ4O1vqw5Lf8X375hfYt8e+GtMTY29unpKRI1y01qDKK8v33/As9ghh3fh4xQqoy8jfMwZAV+V0ZysvLS6VS9erVS/z3Pf2nv42NjdazJk+eTCfyJrn4SdTd3Z1O4fSEv7//8OHD3dzc5O8ZMHP2li1bpk+fznymhKJ9SN4e6PrT29JaZYYOHSrfRIcMGbJ//37pR75MSFWGdixHR0d6W0uXLiWvW05+K0OXP2zYMCcnJ3qnpk6dSquJdBXxXP5+0fHLly+3b9+e3nqbNm3Ev99pfVjEJWhd/tdff92uXbuWLVvSs06cOCFdsTShyiiKvz//Qo8gxh2/Dz+Uqoz4j0JQhIJ/Vua1cOwt0A1VRlEePOBf6BHEuOM9c6ZUZX799Vf2lwIMVcG/waRbUlLSnTt32FEAGVQZRUlJIWZm/Gs9ghhx1ixeLFUZcUcaoBQF2a8MQPGhyiiNlRX/Wo8gxprUqlWlHkOJe24FAJBDlVGa9u35l3sEMdbID8BEPXr0iP2NAACThyqjNMOH8y/3CGKske/ql2J2ewoAQFBllGfxYv7lHkGMNUGy/eNR/Pd4AQBQZZTmu+/4l3sEMdYcGzxY6jFr165lfx0AAFBllOfmTf7lHkGMNTunTJGqDA7AZCI8PDxcXFy6dOkiP7CzaN++fZ06dXJ0dDx37pw0mJKSwu9BmBcaGsqMyA82VK9evcGDB6elpUVGRlaqVEkcpDp37kw0e6WrXr16VFSUeEXxsEdubm70Ara2tpaWlvSEdDAjX19fQRD4/fcvWLBAvifAgQMH+vv7i6eZq2hdMeaATcxVrl27RteQXr5p06ZNmjQRd1tw8+bNvn37Slchmt3c8fdO97mvPU6TtIZEs3vlkSNHtmzZko7PmTNHHJSjI7Nnz9Z6Q4cPH+7YsaNarRaXY2dnJz3gJJ91k6DKKE1yMilXjn/FRxDji9rMbNWSJVKVwa5+TcH9+/dpWcnJyTly5Ai/6/02bdqkp6f/8ccfzs7O4iCd+ZYtWyavCKJbt24N1xC/9Xbo0KEDBw4wl5Hv1jYjI4OWJz8/P36fvERTZWrXrj1+/HjxRx2Hk6T69Onj6uq6detW+SDRtA16E+JpOqPTDiQdOoq5itYVY6oMcxW6cKm1BAQEODk5kXyqDH/vJFrPza/K8GtIT9ASQxsJ0ezIeMmSJaNHj5auKNq4ceOlS5e03hDR1LudO3fSE/Sp9/b2lp+V31VEqDIK1KgR/6KPIMaXuDp1pB5DnT17lv1dAMNGG8np3477XthAc7pg+5XZvHnz/Pnz6YkXL14wh5P08fFxd3cXT9OZUjzRrVs3S0tLvspMmzaN/pv+33//pVfJysoaN24ccwHC7aGf3i6dpLVOmbTK0B7ToUMHcc9GOqpMfHw87Si0TKhUKmlQRFuXvb3906dP6emTJ0++//774jh/Fa0rJq8y/FXkVebXX3/t3bs3Ka0qQ3LX8Ntvv/3oo4+kQXp/aaNi3lrr2bMnyeeGqPDwcPoQ0RZLWxqzteR3FRGqjAINHMi/6COI8eWPFi3kVSYkJIT9XQADlpycvO7k0n4JdVREoKEn1hVgb7+LFi3y9fUVT1tbW9MWIp1F/5VPJ+a33367TZs2v/zyizTOHMJJFBwcPFLj7t279N/3gYGBzAVI3sZAZ9z27dvfvn07Mu+xij744AOSe9ijK1eu0CmWztA6qszevXsnTZqUmZlJawf/hTvaq8S/k86YMUN6l5G/itYVk1cZ/iq0ylhYWNAVplesUKHC9evXST5Vhr93us99bZWR1nDevHnfffeddEnq448/pr1E+pE2sP79+5N8bki0bt06c3Nz+qxJIyIdVyGoMoq0YgX/oo8gxpfzKpW8ykRqjgsISuEbsPHdTHOVpseIoT/6vu4YTAsXLpQ+FGVlZZWRkSGdNXfu3D59+tAm8fjxY3qW9K92rVVGkpSUNHnyZHZUQ/6BD7pANzc3unCt//qXjuBIZ1A6W+uoMnSqPnbsGD0xbNiwXbt2SeOiixcvvvfee/SEo6Oj1Or4q2hdMXmV4a8if1eG3kqDBg3o5bVWGf7eSbSem1+V4deQPkH79u2TXTVPYyOaQ1fOmjWL5HNDopkzZ9K7efr0aWZcx1UIqowi0eeYe9FHEOPLD2PGSD1m+fLl0gcLwPClp6fPvTpKJesxYuZqOzK23MaNG2mboScSExOZPzCtWbNm/fr14unGjRvHxsaKp3VXGbrx3Lt3LyAgoEePHqNGjYqIiJDOkr+1QIvRO++8c/36da1TplRloqOjmzVr5uXlpbXK0HW2sLBw1WjVqlW/fv2kJYjordjb21+6dGnQoEHiiNaraF0xqcpovYq8ylCdOnX6448/SqTK/PPPPx07dpR+XLZsmY+Pj9Y19PPzmzZtmnRJWm6cnZ0fPnwojdDT4ueftN4Q0dyLNm3aBAcHN23alDnOeX5XEaHKKNDz5zgSE2L8MTNbt3ChVGX4D1GCIaNT/thQZxVXZeig7m8b0drRrVs38uqfbKfFaY/OiGL7oZPlu+++S3+kM2LDhg2lq+ioMvS2Zs+eTU+MGDEiIyMjMDBQKkOE+0jKnDlz9u3bp3XKlKoM0TSqunXraq0y33//Pb0h8TQtHDVq1KD/FX+UzJgxo23btnv37hV/1HoVrSsmVRmtV5FXGVryateuHRcXVyJVht6ug4MDXRQ9nZCQ4OLiQquG1jWkT1OLFi3Ew9fTp8nDw4P54DYdFD/co/WGsrKyaPWhDzU9TZ81sdFKz77Wq0hQZZSpSRP2dR9BjCvP837m97///S/7WwAGrMjvylBeXl50wuvVq5f4TWNaXGxsbMSzli5d2rFjR1dX16CgIOnyOqqMu7u7+HdJf3//4cOHu7m5yb8jzczHW7ZsmT59emTez2RQtA/Jqwxd/yZNmmitMkOHDpX/PWXIkCH79++XfhSdO3eufPny9KbFH7VeReuKSVVG61Wkz8rQNmBnZ7dp0yai+ayMOCg6f/681nsnLSq/cy9fvty+fXtHR8c2bdqIf/7TuobiEoYNG+bk5ETPnTp1Kq0+0mVE48ePj4mJ0XpDX375pfRRaHpFei9u374tPftaryItFlVGmWjV5V76EcSYcsvFRV5lxH+rgYIU7bMyWvn4+LBDoEx//vnnypUr2dFiQ5VRpu3b+Zd+BDGmnBg4UF5l+P2bgYEr2jeYeElJSXfu3GFHQbEuXrzIDhUbqowy0Zd17qUfQYwp3jNmyKsM8xlAUIQi7FcGoAhQZRTLzo5/9UcQ48hLCwt5j/n666/Z7R8AIBeqjGJ98AE/ASCIceSOs7O8yhw9epTd/gEAcqHKKNaePfwEgCDGkcPDhsmrjPhFUAAArVBlFCsiAnuXQYwzZmYb5s+XVxl+B/AAABJUGSVr146dAxBE+Xlat668x+S3yxAAABGqjJJ5ePDTAIIoPUHdu8urzOHDh9ktHwBABlVGyYKD+WkAQZQe32nT5FUG+xQBAN1QZZRMrSYNGvAzAYIoNwm1asl7DPXy5Ut2ywcAkEGVUbgZM/jJAEGUm6uurvIes337dnabBwDIC1VG4YKC+MkAQZSbvRMnyqvM2bNn2W0eACAvVBmFU6uJvT0/HyCIEpNYo8ZyDw95lZEf/BYAQCtUGeVbvJifEhBEibnUtau8x2zevJnd2gEAOKgyynf3Lj8lIIgSwxxC8vTp0+zWDgDAQZUxCk5O/KyAIMpKtK2tvMdQYWFh7KYOAMBBlTEKmzfzEwOCKCun+vaV95hNmzap1Wp2UwcA4KDKGIX4eFKlCj83IIhSkl2hwroFC+RV5syZM+x2DgCgDaqMsfjwQ356QBCl5I6zs7zHeOIQkgBQYKgyxuLKFX56QBClZNeUKfIe4+vry27hAAD5QJUxIs7O/AyBIIaf6Hr15D2GunbtGrt5AwDkA1XGiOzcyU8SCGL4OTZokLzHeHl5paSksJs3AEA+UGWMSHo6sbHh5wkEMeSkVKu2culSeZU5fPgwu20DAOQPVca4rFrFTxUIYsg516OHvMdQERER7IYNAJA/VBnjEh9PqlfnZwsEMcxkmJt/uWiRvMfgA78AUFioMkbH3Z2fMBDEMHOlc2d5j6FCQkLYTRoAQCdUGaMTHk7Mzfk5A0EMLdnly2+aO1feY9atW5eVlcVu0gAAOqHKGKMZM/hpA0EMLTffekveY6jAwEB2YwYAeB1UGWMUFYXjGCAGnqwKFZi3ZFavXp2WlsZuzAAAr4MqY6TmzOEnDwQxnFx1dZX3GMrf35/djAEACgBVxkg9e0aqVePnDwQxhGSYmzMHj/Ty8kpMTGQ3YwCAAkCVMV5LlvBTCIIYQoK6d5f3GOrEiRPsBgwAUDCoMsYrKQk7/0UMMMnVqq357DN5j1m5ciXekgGAIkOVMWq7d/MTCYKUbY7nPeISdfr0aXbTBQAoMFQZo5aTQ9q14+cSBCmrPKlXb7mHh7zHrF69GgePBIDiQJUxdoGB/HSCIGUTM7M9EyfKewx19uxZdqMFACgMVBkTMGoUO6MgSFnkXuvWTI9Zv359eno6u8UCABQGqowJiI4mtWrx8wqClGbSK1feMG8eU2WCg4PZzRUAoJBQZUzDjh381IIgpZkTAwYwPWbHjh1qtZrdVgEACglVxjTQCaNrV352QZDSSbi9vWfeT/tS4eHh7IYKAFB4qDIm448/SKVK/ByDIPpOdoUK2z75hOkxBw8eZDdRAIAiQZUxJStW8NMMgug7Z3v2ZHrMmjVrXr58yW6fAABFgipjSrKziasrP9MgiP4S0aDB8i++YKrMzZs32Y0TAKCoUGVMzN9/k+rV+fkGQfSRDHPzrbNnMz1mz5497GYJAFAMqDKmx9eXn3IQRB85PnAg02O8vLxiY2PZbRIAoBhQZUzSgAH8rIMgJZtQR0emx1BBQUHs1ggAUDyoMiaJ/rO4fn1+7kGQkkpCzZprFy5kesyuXbuwIxkAKHGoMqbqyhVibs7PQAhS/GSXL79zyhSmx6xevTouLo7dDgEAig1VxoRt2cJPQghS/Jx67z2mx3jiGAUAoDeoMqZtxAh+HkKQ4uR+q1Zsi/H0/OGHH9htDwCghKDKmLbExBxHR342QpCi5Zm19erPPmN6zObNm1NTU9ltDwCghKDKmLyHD3Nq1+bnJAQpbFKqVdvy6adMj/Hy8oqMjGS3OgCAkoMqA4RcuKCuWJGfmRCk4MkuX37PxIlMj6GuXbvGbm8AACUKVQY0du/mJycEKXiODh7MthhPzwMHDrBbGgBASUOVgf+TPXcuPz8hSEFyqWtXtsV4evr4+GRkZLDbGQBASUOVgVxqdcaoUfwshSC6c8vFxdPDg+kx69ate/HiBbuNAQDoAaoMyGRlpfbowc9VCJJfQps1W8Ed+NrLyys8PJzdugAA9ANVBvJKSUl2duZnLATh87hBg5VLlzI9hrp16xa7XQEA6A2qDHDi4182asTPWwgiz1Mbm7WLFrEtxtPzzJkz7BYFAKBPqDKgzbNniQ0a8LMXgoh5VrfuOu5okdTRo0fZbQkAQM9QZUC7nCdPEnD0bERbnllbr1uwgG0xmqMT5OTksFsSAICeocpAvjIjI+NtbfmZDDHlxFhZrdfWY3bv3p2VlcVuQwAA+ocqA7qkP34chzaD5Oapjc36+fPZFuPpuX37dhxlCQDKCqoMvEZKRMSTN9/kZzXE1BLesOGXixezLUazK7yUlBR2uwEAKC2oMvB6yTExYa1a8XMbYjr5q2nTVdq+d40eAwBlDlUGCiQ5ISG0Y0d+hkNMIXednPj94FHe3t7JycnstgIAULpQZaCgkl++vNWrFz/PIcadS127LueOS+Cp+XwMegwAGAJUGSiE1NTUixMm5JQvz094iPGFPtFaj3dN7dmzJy0tjd0+AADKAqoMFE5mZuaZzz9PrVqVn/kQY0pqlSp+EyawFUZj//79dDNgtwwAgDKCKgOFlpOT4+/jE2tlxc9/iHEk1tLy61mz2AqjcejQIewHDwAMCqoMFNG5o0f/aNmSnwURped+q1arP/uMrTAaZ86cUavV7KYAAFCmUGWg6EJCQvz79sVHZ4wmOeXK+f/nP2x/0VixYgWOdw0AhglVBoolLCzs+xkzEmvU4OdFRFl5aWGxZ+JEtsJorF279tGjR+xzDwBgGFBloLji4+N3f/nlX82a8bMjopSEOjpqPbIStW3btufPn7PPOgCAwUCVgRKQnp7+3//+95cBAzLNzflpEjHkZFas+Ev//mx/yXXgwIGMjAz2+QYAMCSoMlBirl69us3dPdLOjp8vEcNMtK3t1598wvYXjRUrVly5coV9jgEADA+qDJSkx48fb9mw4XyPHtn4LLBhhz5B51WqFcuWsRVGY8OGDeHh4eyzCwBgkFBloISlpKTs37/fe+bMxw0a8DMoYgiJaNCAPkFsf8n1ww8/4IgEAKAgqDKgFzdu3Fi1cuUv/funV6rET6VIWSWjUqWT772n9ZhK1KpVq+gTxz6XAACGDVUG9CUuLm7nzp0b586916oVP6cipR/6RGyeM4ftL7l8fX3xTSUAUCJUGdCjnJycCxcueHl57Z048YmNDT+5IqWTp3Xr7s3ngEoUfYLo04TDEQCAQqHKgN7FxMTs3r17uYfH8YEDU6pV4ydaRH9JrVr1lwEDln/xBdtfcu3atYs+QexzBgCgHKgyUEpu3Lixhlq8OKh79wzsfkb/oQ8yfai/XLyYLS+5Vq9eff36dRxTCQCUDlUGSk9SUtLBgwfpJLpuwYKrrq7ZFSrwEzBS/NAH9lqnTvntvVdEn4iEhAT2GQIAUCBUGShtYWFhO3bsoLPppjlzgt96C3ugKcHQBzOkXTsdn+2ltm/fTp8C9lkBAFAsVBkoA2q1Ojg4eN26dXRm3Thv3pXOnfEnp2KGPoBXO3feOHcu21xk1q5de+PGDfxFCQCMDKoMlJn09PSzZ8+uXr2azrJfLlp0rmdPfCi4CEmpWvVcjx5rFy1im4sMfZDpQ52WlsY+BwAAyocqA2UsJSXl9OnTXl5edMZd+fnnRwcPjra15SdshA99oI4NGrRy6VK2ucjQB/bUqVPYey8AGDFUGTAIiYmJx48fFwsNtfOjj+44O2fhc8HaQh+W287O9CHKW1pY9ME8duwYPtsLAEYPVQYMSFJSkr+/v/gnJ2rtwoUn+/WLwqG2c0MfilPvvUcflrylhUUfwNOnT9MHk318AQCMEaoMGJy0tLTAwEDxQ8GibTNnXuzaNbFGDX52N4Uk1KwZ1L37tk8+kdUV7eiDRh+61NRU9jEFADBeqDJgoLKysm7duuXr6yufqvdMmnT57bdf1K7Nz/fGl/jata907rx34kT5I5Af+kCFhITQB419HAEAjB2qDBi6yMjIw4cPr1y5Uj5z7/j44wvvvGOUHxCOrlfvfI8e26dPl9/f/NCH5ciRI/QhYh81AACTgSoDypCamnr9+vVvvvmGmcvXLVhwaPjwWy4uSUr+81NCzZq32rY9NGzY+vnzmTuYH/pQXLt2DX9LAgBAlQGFiY2N/fXXXzdt2sTO7ZqP1BwbNCikXbtYKyu+LhhaYqysaAM7MWDA1lmz2HuSv82bN589e5Y+COzjAgBgqlBlQKnCw8MDAgK2bNnCzvYaXy5a9MOYMWffffd+y5YG0myeW1o+aNHiXI8e+8aNW5P/UR61+uqrr/z9/XHAAQAAHqoMKN6TJ0/Onz/PfECYsWrp0m+mTj0yZEhg9+6/OzlF2tmlVqnCt42SSnK1avQm7rVqdalLl8NDh+6YNk33juzyQ+/UhQsXnj59yt5nAADIhSoDxiMlJeXu3btHjx7duHEjWwq0WbN48dZZs/wmTDg0fPjpvn2DunW75eJC87BJk0cODrSLvKhVi09cnTr0XDH3WrcOadfuvEp18r33aE+ii/KeOXNVkVqLZPPmzfQu0DuCXfQCABQEqgwYp9jY2JCQkGPHjm3bto0tC4bH29ub1pebN2/GxcWx9wQAAHRClQHjl5aWFhoaGhQUdODAAQNpNl9//fVPP/0UGBj48OHD9PR0do0BAKDAUGXA5GRmZkZFRd2+ffvcuXM///zzzp07165dy3aNkrN+/Xp6EwcPHjxz5sydO3eePHmCHdkBAJQgVBmAV9LT0+Pi4h49enT37t2rV6+ePXv2qMa+ffv8/PxoF9mizdatW/1y0bJy7NixCxcuXL9+nfYkuqiYmBham9hbAgCAEoUqAwAAAAqGKgMAAAAKhioDAAAACoYqAwAAAAqGKgMAAAAKhioDAAAACoYqAwAAAAqGKgMAAAAKhioDAAAACoYqAwAAAAqGKgMAAAAKhioDAAAACoYqAwAAAAqGKgMAAAAKhioDAAAACoYqAwAAAAqGKgMAAAAKhioDAAAACoYqAwAAAAqGKgMAAAAKhioDAAAACoYqAwAAAAqGKgMAAAAKhioDAAAACoYqAwAAAAqGKgMAAAAKhioDAAAACoYqAwAAAAqGKgMAAAAKhioDAAAACoYqAwAAAAqGKgMAAAAKhioDAAAACvb/AAMjpqVXT7i6AAAAAElFTkSuQmCC DIV: GBP Venta Forward|Divisa EUR/GBP||Fisica 5735646 02 5735646 5735646 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. El fondo ha presentado una variación del 3,74% en cuanto a rentabilidad en el último semestre. Un total de 59.384.550,54 euros fue patrimonio. Siendo el total de participes 47. En cuanto a los gastos de administración y depositaria ascendieron a 18.105 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 42 bonos. Por países, Reino Unido, Francia y Estados Unidos representan el 19%, 17% y 12% de la cartera. Por sectores hay un 28% 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 Flutter, Zegona y Accorinvest 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. N/A 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. La remuneración total abonada en el año 2024 al personal de la Gestora fue 22.084.940 euros. De esta remuneración total, se corresponde a remuneración fija 8.918.509 euros y a remuneración variable 13.166.430 euros, de la que 6.033.997 euros correspondieron a remuneración variable ligada a la comisión de gestión variable de las IIC. El número total de beneficiarios en el año 2024 es de 125 empleados (a 31/12/2024 había 88 empleados). El número de empleados beneficiarios de remuneración variable fue de 93. A fecha del informe la remuneración total abonada a los altos cargos fue de 12.588.610 euros (19 personas son altos cargos), que se desglosa en una remuneración fija total de 3.777.148 euros y una remuneración variable total de 8.811.463 euros, de la que 4.368.633 euros correspondieron a remuneración variable ligada a la comisión de gestión variable de las IIC. En cuanto a al colectivo identificado cuya actuación tenga una incidencia material en el perfil riesgo de la IIC, éstos son 20 personas y han recibido una remuneración total de 12.760.268 euros (remuneración fija de 3.900.739 euros y remuneración variable de 8.859.530 euros, de la que 4.373.700 euros correspondieron a remuneración variable ligada a la comisión de gestión variable de las IIC) Arcano Capital SGIIC, S.A.U. se encuentra adherida al modelo de retribución y compensación del Grupo Arcano Partners a nivel global. Los principios de este modelo retributivo se centran en recompensar el desempeño, la rentabilidad a largo plazo, el buen gobierno corporativo y el estricto control del riesgo, y son revisados con carácter periódico (como mínimo con carácter anual), para actualizarla y asegurar su adecuación a los requerimientos legales. En concreto, dichos principios son: 1) Atraer y comprometer a un colectivo de empleados diverso y con talento; 2) Gestión eficaz del desempeño individual y de la comunicación, 3) Alinear la remuneración con la rentabilidad sostenible y 4) Apoyo adecuado y asunción de riesgos controlado. El modelo de remuneración incluye un elemento fijo (salario y beneficios sociales) y otro variable (bonus). La proporción entre la retribución fija y variable resulta acorde con lo establecido en la normativa y lo recomendado por las entidades supervisoras. La retribución variable se basa en los resultados económicos obtenidos por la compañía y en la evaluación del rendimiento, la actitud y la aptitud del empleado. Dado que no existen elementos de retribución variable garantizados, la flexibilidad de la estructura de compensación es tal que es posible suprimir totalmente la remuneración variable. No aplicable. 60027926 426 3.87 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 60027926 426 3.87