CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-07-01 2024-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-01-01 2024-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-01-01 2024-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2023-01-01 2023-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-10-01 2024-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-07-01 2024-09-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-04-01 2024-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-01-01 2024-03-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-01-01 2022-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-01-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2019-01-01 2019-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-01-01 2023-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2019-01-01 2023-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2024-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2023-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-12-31 iso4217:EUR xbrli:pure CREAND GESTION FLEXIBLE SOSTEN 4880 02 04 2024 EUR NA false C/Ortega y Gasset, 7, 28006 Madrid EM gesalcala@bancoalcala.com www.bancoalcala.com 05 C/Jose Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@creand.es 2015-06-26 08 14 4 en una escala del 1 al 7 Además de criterios financieros, se aplican criterios de Inversión SocialmenteResponsable, excluyentes (no invierte en empresas+150pb. que atenten contra la vida/dignidad humana) y valorativos (lucha contra pobreza/desigualdad, fomento salud, bienestar, consumoatenten contra la vida/dresponsable, protección medioambiente, derechos humanos/laborales). Existe un comité ético (funciones/composición en folleto). Lambiente, derechos humanos/lmayoría de la cartera cumple el ideario sostenible.io ético. Invierte un 60-100% de la exposición total en renta variable de cualquier capitalización/sector, lo que puede influir negativamente engrupo o no de la gla liquidez, y el resto en renta fija pública/privada (incluidos depósitos e instrumentos del mercado monetario cotizados o no, líquidos),con al menos media calidad (mínimo BBB-), con duración media de cartera hasta 18 meses. Los emisores/mercados serán OCDE o emergentes (sin límite). Se podrá invertir hasta el 10% del patrimonio en IIC financieras (activo apto), armonizadas o no, pertenecientes o no al grupo de la gestora. La IIC diversifica las inversiones en los activos mencionados anteriormente en, al menos, seis emisiones diferentes. La inversión en valores de una misma emisión no supera el 30% del activo de la IIC. 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. 01 0.00 0.14 0.00 0.00 0.56 1.37 0.96 0.30 3 CREAND GESTION FLEX SOST CLA C EUR 310917.77 0.00 194 0 0.00 0.00 false 1.000,00 Euros 3092178 0 0 0 9.9453 0.0000 0.0000 0.0000 0.07 0.07 0.07 0.07 01 0.01 0.01 01 BENCHMARK A. GESTION FLEXIBLE SOSTENIBLE 0.12 0.09 false true GraficaVL.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 10 de Diciembre de 2021 1 CREAND GESTION FLEXIBLE SOST-I EUR 2780264.66 2918830.86 158 316 0.00 0.00 false 500.000,00 Euros 33383342 30232054 30561099 33546617 12.0073 11.3873 10.5341 11.1551 0.19 0.38 0.10 0.12 0.29 0.50 03 0.02 0.04 01 5.44 1.27 2.74 1.24 0.11 8.10 -5.57 3.57 0.81 0.99 0.90 0.81 2.91 -0.67 -0.01 0.19 0.18 0.03 -0.14 0.14 -0.27 -0.53 2024-10-31 2024-08-05 0.30 0.52 2024-11-06 2024-08-15 01 1.59 1.39 2.33 1.27 3.16 8.21 12.99 13.29 13.88 13.47 11.13 13.78 19.38 0.20 0.21 0.22 0.16 0.19 0.29 0.30 BENCHMARK A. GESTION FLEXIBLE SOSTENIBLE 0.20 0.21 0.22 0.16 0.19 0.29 0.30 3.66 3.66 3.66 3.69 3.72 3.70 3.93 0.46 0.11 0.12 0.12 0.11 0.48 0.53 0.06 0.55 false true GraficaVL.png png 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xj/86H3INTUxaWBsT+xseJ1+ZrTPRcmTQPnwIAoKcp9K7iYmJjLZ6DdQaEhpZmRra6ufn19bW9sfLQEtdwDmnPbW1qhQnhPbfvTzRkeOZjxLGRz8zeDdb2tfnHfiWS0tibiB90Uh92nJ3dvbOzY2lhI0pKY6JQQCwYEDB6TSqboEgtwBmCtampr4D0Mcrdkb9H465eGZnZY+PDSk/LW3pSHrypHQ7V8WhV4a7u9FcUHu05W7SCTauHGjvr6+qampWCymMWZmZnoqQO4AzAdvG97wgu/vtbQ2/dHwjJfP6AtHst99R7S/vSn3BifU8gvhw7O4sA654yUmANSahtq6R4FBu7Za/vrTqvPHfQtycuUTXvof6GzLv+MTavFFQZDvYFcHCg1yh9wBUFNqq6rv37xtt8l8k+HPF31Pi/IFIyOTvPc/2C0tuHeKWut5t70HpK0oN8gdcgdAHamqqAi6dsPWdJP56nVX/M+KhcI/+rT0cF+3KOQcaT3n2lG8fwS5Q+4AqCOvysruXLrCMjG1WGd8I+BCmVj8R04nZAN9xWGXedu/yrp0uKe5HqUHuUPuAKgXZeKSm+cvktCtjDfevnj5laRs6ullg/0lkTd5rK9fBBzsbqxBAULukDsA6gI1yUuEoqv+57b+/IvNRrOgq9crX1W8dy758FBZTFCY9bdpp/d21legGCF3yB0A9XD6yEiRoOCSn//mVWvYZub3b9yqqayazowjcll5/MNw2++en7TrqJagJAHkDsDiI5fLC3Jyz5/wNTMw2mVuGXLnbn1N7XSPB3J5RTIvwm5F8jFWW0UxChNA7gAsMjKZLC8z6+wxH9MfDfdaskKD7jU2NHxAM18xUpX2OHKXfqLHtpayApQngNwBWEyGh4ay0zNOc7w26P2033pH+IOHzW/fftgiFIqazNiofavij2xqEuegSAHkDsCiMTg4+CLl+Um3oyYr9Q/u2PmYG9rW0jKD5dTnJkU7ro1z2fCmMA2lCiB3ABaHgf7+tMRkn0NHjH/40WXn7ugwfkfbDL99QTaPdTaJObCuPi8ZBQsgdwAWAeWH68jpR/Y4xEVGdU7ZJerUvC3Ojnc1e+JgVJMZ9+6PX1wCAHIHYF6Y+OG6nq7u2SywuUyQ6LE1cpd+VVqUQjGCEgaQOwALx6QfrpvlMtsqipKPsSJ2rnydHKYYkaOQAeQOwALxRx+umyUd1ZKUk3b8Hd+Xx4eMyGUoZwC5AzDvyGSy4sLCWxcuTvrhulnSWVeRdnpPmM2ysphg+fAQShtA7gDMF51SaWFuXtj9h6c5Xju3bFv77fJta9fv3Lx13IfrZkl3Y3XGuQM81telkTflQwModqAucpdKpWZmZsp/JRKJqampgYEBi8XKz8+fdAzkDtQQuVxe/boy5Wn8rQuXjuxx2GT4M/NY+uVT/nGRUeWlkrlqpCvpaa7PvHSIt/0rcdgV2UAfqgCokdxFIpGVlZXql1E5HE5cXBwl+Hy+l5fXpGMgd6AOdHV2CvME/Ich/p7eu8wt1y77gWVi6n3I9eHtwOz0jA9+d/RD6Gt7m3PNPdTyC1FIwHBfN+oCqJ3cXVxcamtrVeVubGzMfEZAJpMxLfqJYyB3sPCMjIzUVlU/T0i8c+mK2z7HLUZrjH/48YAN+5Kffyw/skxcMjiwEJdE+qUtebeOkdYL750e7JGiXoCayp1BVe4GBgbj0hPHqCIUCsnsXC73vWHt+8XQ2cbW76jnjYALoUH3EqNj8zKzXpWVtTa3yIaHUZ1g/EWPru4iQUFECPeMl8/ubdupYb59/cZjzofv37ydlZrW9KZxgeMZ7OoQBPmGWnyRH3h8oLMNFQQ0TO76+vrKtKGh4aRjZtZyT394/eK2H59GRJLZye9kedfd++zNLTavWrP66+9MVuhbb/iVGmLeLq4XfU/du34zOoyf8SxFLBQ21Nb19vSgvrUbxchIXXVNWmJy4OWrRx0OmK9et3653n7rHbQxRIfzJcXiOXlUcWYM9XQKH5yl1nruDc/+dnzOFGim3E1MTGSy0edzaUjpScfMTO5E9lW3NP99k+zYCgU10+qqq4sLCmn3jgrlBV27cf64r+dBF9q9qb1G+/nP33xPO/yurZZ0Sn7a89it8xfD7j9Mjo0TZOdUlr9qb22Vy/G2iCZBB+ziQuFjbuhZ7+N7LVnrvlthuc6EapyO6y9SUhsbGhRq8LL+cF9PUejF0O1fZl9x6215g1oDGix3b2/v2NhYStCQw+FMOmbGcpcPD8U6rS+LCZpJ62loqPnt2/JSSU76i/ioJ9y7wdfOBPi6exyy32O3yXyTwerVS5dt1DOw2WjmxLb3OXTk8in/B7fuxPAjMp+nlhYVv6mv7+/D8wyL2TCnM7D05GdBV697ODptW7N+/fKVDlY250/4PuGFl4iK+nrVq3ZkA30l/Os8q6UvLjj1NNWhBoHGy10kEm3cuFFfX9/U1FQsFk86ZsZyJ2g/4bG+bi0vnHt9KBSdUmlNZZUwT/A8ITEihEsn+Od8TpBK9m23plYhtQ2ZJ52pnUgn/meP+dy5dIX/MCTlaXxhbl51xWtpewc5CBvWnNDX21siFEWFhgX4nKTy/+X7lRbrjDkHnOmcLONZypu6OoW69qIlHx6URN0JY32Tfsahq6ESVQk0WO6z54OelqnPf8ZnLx/s6lj4IhscGHjb8KZMLM5OS4+LeBxyO/CK/9kTru7Odrt2/LrZVH8VNf9//WnVDrMtNObEkaP0a8idu3GRUTR9mbik6U3jwjySoXkNc4WCzo3I2sHXb3oedCaPk833WlqT2aNCeWKhcPYdtiwAI7Lhl3H3wm2XpfrZS2vLUa0Acv/gRyELH5xJ8tyuhl3ljYyMdLS1V1VUUFv+WVw8tetvX7x8xsuHWvp7LKy2rVlPbX/SFp0HOFjZUDuU/jwPOFFrlI4BNHF0GD8hKjolPuFFSmpeZpYoXyApFr9+WV5XXU0Hhva2tt6enjl8N3IR6e/rKy0qpvyeP+G7n2W7fvlKKpyj+w/evXItLSm5vqZWs86BRj9nmsjls3945mPbXlkCuQDIfYZyV4zIEz22iUICNPOCQx+1UktERWRw0vpZ7xP3rt+kY8BV/3NkutOex+hUgFqvR/Y4OLHt92233rllm/UGs21r15sZGBn/8OPP33xv+MXXa7753mSF/iaD1TSefqVpaEqanuaieemkwd/T+8JJv2tnAu5cunL/xi1u0L2IEG4MPyIxOjY1MSkrNU2QlVNcKHxZUkqHoobaupamps6ODoqNufs95w1zOuOh/FIkXk6Htv+yYd13K+hod9b7eOSj0OKCwp5uTX2RhzbFypSISHu9JE/L+bhaCIBuyZ0Y6GwLt/1ON783Rq4cGhoiIVJbnlr01K6n1j218amlT+39FynPU57Gx0c9ecILD3/wkM4J6BBy6/zFK6fPBPicPOXh6XPoiIej0+Fdew/YsMmwbDNzK+ON5qvXmeqvohb06qXLDL/8Zu2yHzbo/bR51Ro6ydjx6+ZdWy33W+9w2bnb3cHxmPNhX3ePs8d8Lvqevn7ufODlqw9u3eEF348K5cVFRiXHPk1PfpaT/iImPILORS76nnK0Zq9frkfLp3nvXL5Kh5a66hptuDmhUFRnxETtMUxw39JUkguhAMh9buRONEvyeayv8YTZPLRGRwYHBro7u1qbW+gko/p15StJWYlQVJibR9Ymd5PByeNk87B7Dx7eDiS/k+XJ9WR88j7ZnzxuvvoXzwPOEQ8f0SFnlp+tUENqsxOe7P857pBpo+gFNhgAuc+x3InSqNtxLhtGZHhDFSwQ1FqPOfgL/TUIUlAaAHKfL7mPzuu3K/cGB9UJ5hv58FAix+LRtn9Ssx2lASD3eZf7cF8P851J1CiYPwa62p+6/pp2ep98sB+lASD3hZD7u9GPk5Xxtn/VWVeBSgXzgbT2VcTOlaKQc+/U9c0pALRT7sTrFH7UHkN88QDMOW8K03hWS3FqCCD3xZE7kX3FLf3MPtQrmEPKYoLDrL9teYkH2AHkvnhylw8Pxhz8hfZGVC2YPQq5PPcG54nD6t6WBpQGgNwXU+7vmG7FrJa2lgtRu2A2DPd1J3tZPfOxGe7vRWkAyH3x5U7U5yUvVrdiQDugJkLU3lV5t70VI+jiH0DuaiN3ovDeaWp2qWG3YkD9aS7NC2N9Ux7/EEUBIHe1kzs1uBKOmosenUcdgw/idQqfZ7UUPQoAyF1N5U4MSFvDbZfpZrdiYEYtAgWd8EXa63U2vEZhAMh9EmpqathstqGhoYeHR/dYP64CgcDKysrAwIDFYolEooWRu/L8ure1ETUNpkY22J/qtyvBfctgtxSlASD3ybGzs2O+pVdVVRUQMNrfurGxcVPT6BffaWhmZrZgcidKI2/GHdqIbsXAFPS3N8U6rc+86ILtBEDuU0EtdGV67dq1NDQ3N29tbaUEDSm9kHIfXbKffe5NL1Q2mJT2yhL+ju9L+NdRFAByfw82NjaVlaMfBY6Pj2dEL5FIjIyM9PT0aFhSUrLAch/rVuzH6oxo1DcYR212Am/7V+jiEUDu06K8vNzS0pI8HhISQsN3YxdqqqqqGMvb29uPm14oFJLZuVzuPMn9nbJbsXp0Kwb+jZh/jdrs7ZWlKAoAuX8Y9fX1VlZW735/oUY1vTAtd4bXz8Kj9q5Ct2KAGJENZ15wjnVa39/ehNIAkPt0sbCwoBa6QqGglntQUBCNodY6c6GmoqKCWvGLInci68qR9LP7Ues6zmC3NN5tc+qp3TJ0yw4g9w9CIBBs2rTJ0NDQ399fLpczTXhyOrXZaUjpxZL7WLdi617G3UPF6yydDa8j7fUK7/ujW3YAuWvqS0yT8lu3Yq9EqHsdpFGUQbVfmRKBogCQu7bJffQ0IjeJz/4B76roGuVPH4SxvmmW5KMoAOSunXInCu6dSj7GQrdiOoJiRJ5361jU3lV03obSAJC7Nst9tFsxd/Mi7gVsAVrPcF/PM2/rZC+r4b5ulAaA3LVc7kS/tGW0WzFhOjYCLaanuf6Jg1HuDU90yw4gd12RO9FUkotuxbSYlrKCMOtvX8bim4sActcxuRMlo92KmY7IZdgUtIyqtMc8q6Xo8BlA7joqd+K57868W+hWTItQKEQh5yJ2ruysQ28TAHLXYbkP93WPdSsWg61BC5APDaT574t3NRvoakdpAMhdp+X+brRbMclot2L4/o6G0y9tiXU2eRFwUD48hNIAkDvkPkpFMi9qH7oV02DoCM1nLy8Ou4yiAABy/x1Zlw5nnHPENqGJ1Ocm0blXTWYcigIAyH08o92KHVj3Mu4+NgvNojTyZrjtsraKYhQFAJD75HS/reVZLW2rKMKWoRGMyGVZl13pkNzX9halAQDkPhV16FZMQxjskSYcNX9+0g53SgCA3KdFQbBf8jEW+vtWZ7reVEXu0i8I8kXvbwBA7tNlrFuxLUWhl7B9qCdvi7N4rK8rknkoCgAg9w+D6VasUZSBTUTdeJX4iMzeVJKDogBgoeVeU1PDZrMNDQ09PDy6u0f7WR0aGvLz86MxW7ZsEQgE6i/3d6PdiuWEsb7BnTr1QaEYEQSeeLzHoLuxBqUBwCLI3c7OTiwWU6KqqiogIIASgYGB9+/fVygUZHZzc3ONkDtREnHj6WF0K6YWyAb6Uo7vSORYDPV2oTQAWBy5GxgYKNNr166lIYvFItFPPZcayp3ais9P2uXdOoYNZXHpbXkT7bgm55q7Qo5u2QFYPLnb2NhUVlZSIj4+nhE9DXk8npGRETXby8vLx00vFArJ7FwuV+3k/u4dtRMj7fVqXqBbsUWjtVwYZrNM8iQQRQHAIsud9G1paUkqDwkJoSGN0dfXj46Ofvd/l+M1puU+RntVKW/7V10NldhcFp7qjBgq/AZBCooCgMWXu5L6+norKytKmJiYKEeqXrTRCLkTFUmhTxyM8LLMAlMUejHCboW05iWKAgC1kLuFhYVEIlEoFNRyDwoKojEBAQFJSUmUqKys3L17t8bJnci8dCjj3AFsMQuDfHgw/ez+uEOmA9JWlAYA6iJ3gUCwadMmQ0NDf39/+dgdsO7ubnd3d2qzs9ns2tpaTZS7fGgg2nFt+dMH2Gjmm4HONtI6yZ0Uj9IAQI3kPjPUXO6jh6jGmrFuxdD74DwirXkZYbeiiHsBRQEA5L5w1OUkknoGe9Ct2LzQIEihw2d1RjSKAgDIfaERBPk+87FBt2JzjuRJYJjNstZyIYoCAMh9EVDI5fFum4t5+JzbXBZpzjX3aMc1vS1vUBoAQO6LRn9HM7UxG0UvsAHNnqHerkSORcrxHXjSFADIffFpEueEWX/b19aEbWg2dDfWPN5jkB94HN2yAwC5qwti/rWnrr+iW7GZHyDH+t18lfAIRQEA5K5OKBQpJ9j5d3ywGc2A18lhPNbXb4uzUBQAQO5qx1BvV8TOlTWZsdiSPuSYOFIQ7Be5S7/rTRVKAwDIXU1prxzrVgyemh6ygb7nvjsTjprjXQEAIHd1pyKR+8RhtWywH9vT1PS1vY05uC7rsituVAAAuWsGmRddXpx3wvY0BW0VxeG235VG3kRRAAC5awxj3YqtKY8PwSY1KTWZcbztX9XnJqEoAIDcNYzfuhV7LcZWNQ5x2BU+e3l7VSmKAgDI3VMTS7M2Oz5i58qhnk5sWL+d0AwPvTjvFOts0t/RjNIAAHLXVLkTgrsnn/nYolux9srSIu4F7rZ/Jnpskw8NYE8DAHLXbLmPdit2ZFNxmC52K0bt9IaC1JzrHuG23z3e/RMd52pexCrwYAwAWiN35ivYhoaGHh4e3d3dyvE5OTl6enraLXeiv70pzGaZ7rx7OdDV/jo5LNXP/tHWf8S7bS6NvImPiQOgnXK3s7MTi0fvK1ZVVQUEBPzWrJPLbW1tdUHuxNvibK3vVkxa+2q0d53Dptxt/0w7vbcyNRLvJQGg5XI3MDBQpteuXcskgoODQ0JCdETuhDj8aryrmWLsE7Jaw4hcRmckebe9I3aujLBbkXfLq1GUMSIbxo4EgE7I3cbGprJy9MQ8Pj6eEX1TUxObzVYoFLoj99FuxY7vyA88rgVbyVBPZ1VaVPoZB67Fv+IObSwOuyyteYmdBwCdk3t5ebmlpaWRkRE11WlIY9zd3QsLCykxqdyFQiGZncvlapXcx5xILdzarKcaGn93Y01p1O2Eo+aPtv79+Um7iqTQAWkr9hkAdFfuSurr662srBinq6ITLfcx2itLNKtbMcWIvFmSXxDsF7XHMMxmWfZVtwZBinx4ELsKAJD7OwsLC4lEolAoqOUeFBSk+pMOXZb5P14lPHqy/2c171ZsuL+3JjPuxQWn0O1fxhxYJwoJaKsoxtP6AEDuv0MgEGzatMnQ0NDf31/++zuKOih3gqRJf2oYWG/Lm5dx95K9rB5t/XvyMVb50we9rY3YKwCA3OcSLZY7Ndup8a4u35NTKNoqioQPz0Y7ruVt/yrzokttdjw+Tg0A5A65z4Tuxmoy6SJ2KyYfGqjPS86+4hZm/W3UvlUF9061lBXgs9QAQO6Q+2ypzXq68N2K9Xc0v0p8lHKC/Wjr3xM9tkmeBHa/rcV2DwDkDrnPJYLAEynHdyzAjcqOakkx73Kss0moxRfpZ/dXZ0QP9XZhcwcAcofc54XRbsVczcThV+dj4SOy4TfC9Nwbnnz28kh7vfzA42+Ls7XsFVkAAOSupox2K2b9LWl3rhY42NVRmRKRemr3aL9drmYl/Oud9RXYsgGA3CH3heZtcVaYzTKy/GwW0tnwuiTiRvyRTeR0MvvrFD5ZHhs0AAByX0zEYVfIyx96zYSmbxLnCAJPRO76kb/j+9wbnDeFafLhIWzHAADIXT1QKJ752JKmpzPtcF93dUZ0xjnHUIsvYp2Ni0Iv4XukAADIXU35rVux7Pg/mqCnqa4s+m6ix7ZHW/+ecnzHq8RH+BIpAABy1wDaXot5Vku7G6tVGvQjLS8LC++dfuJgFMb6JuvKkfrcJDXvlwYAALlD7uMpjw+Jdlwz2NVem52QeekQuZ7+FT442/pKhH67AACQuwaT4Lb5gdlnyV5WL2ODe1sasFECACB3baC/o6Wn9Q22RQAA5A4AAAByBwAAyB1yBwAAyB1yBwAAyB1yBwAAnZK7SCRSpp2dnT0BAADMFEdHR3WROwAAgIUEcgcAAMgdAAAA5D4pQqEwdT7hcrmpmgziRxYQP+KfGtW7mDrUcld9MgfxI35UAeLXzfi1UO7TOaYhfsSPKkD82h0/rrkDAIAWArkDAADkDuaNoqKijz766D/+4z+MjY2VI//0pz8h/oUhNTX1z3/+86effsrn8//yl78sWbLkv//7vzVo+9H0+CeiQRuPesYPuasLH3/8cVRUFCUqKiqUu6UGbd+aHv9//dd/0fEpPT2dtEhDGiMWiz/77DPEv3AyGuNP/weTpuYC4tdpuSuLUhUN2iyYLUP13y+//FKz5Kg18f/nf/6nJjYeNT1+Iicnh4L39vbW0Ja7usWvPS13UnlTU5Pmxk8tr7y8POW/AwMDf/3rXzWr5avR8X/yyScpKSmUGBoaYsbQKQhlCvEvMCRHOgsUCoUaellGfeLXHrkLBILPP/9cc+OnrWHcrpiamqraCkP880pjY+Onn36qOuajjz6qrKxE/AtPX1+fnp6eZp15q2H8uOYOAABaiJbIXdMf1XiHp2UQP3YBVAHkPhFNf1TjHZ6WQfzYBVAFkPsk2dDwRzXe4WkZxI9dAFUAuU9E0x/VeIenZRA/dgFUAeQ+EU1/VOMdnpZB/NgFUAWQOwAAAJ2Qe3R09N/+9rePP/6YeTeVjpb/8z//IxaLkQXEj/iRBd2MX0vk/sknn/B4vIGBAeZfSkRGRlIpIwuIH/EjC7oZv3Y+LcOg0Y8KaFwWED/iRxWoVfxaIvePPvooNjZW2asGHTOZjk+RBcSP+JEF3YxfS+ReVlb22WefMa+H0aGSEp9//nl5eTmygPgRP7Kgm/HjaRkAANBC0LcMsoD4ET+yoIXxo28ZZAHxI35kQQvjR98yyALiR/zIghbGj75lkAXEj/iRBS2MH33LIAuIH/EjC1oYv/Zcc//Xv/4lEAi6urqQBcSP+JEFxK8lcqfSLCoq+vbbbz8eQxM3EU3PAuJH/KgCtYpfC59zVxaxJn76XTuygPgRP6pg0ePHS0wAAKCF4CUmdSElJYXpQK60tJSO9kuWLPnrX//a09ODKkD5YxdAFeiu3LXgDY6//OUvWVlZTF4qKyuZvHzyySeoApQ/dgFUge7KXQve4KAD/rjEuDSqAOWPXQBVoHNy14I3OH7++Wcul9vS0sLhcB48ePBu7MMu3333HaoA5Y9dAFWgu3LXgjc4iKNHj9JJqLK/0C1btqAKUP7YBVAFOi13AAAAkLs6ogUfOEb5A1QB5A7GowUfOEb5A1QB5D7H0HF+yZIlf/o9GnSf/Z3mfx1Y06sA5Y8q0LIq0J6WOxViU1OT5savBR841ugqQPmjCrSsCrRH7gKB4PPPP9fc+LXgA8caXQUof1SBllUBuvxFFhA/4kcWtDB+dPmLLCB+xI8saGH86PIXWUD8iB9Z0ML48SgkAABoIZC7uoA3OFD+qAJUAeSuheANDpQ/qgBVALmPB29woApQ/tgFUAXa2XLHGxyoApQ/dgFUgRbKHW9woApQ/tgFUAVaKHcAAADaJvfU1NQ///nPn376KXMet2TJEuU3DJEFxI/4kQUdjF97PrNXVFSUnp5OBUpDGiMWi+kUD1lA/IgfWdDN+LXtA9mqH7XSrA9IanoWED/iRxWoVfxaIvdPPvkkJSWFEspb7RUVFZr14rKmZwHxI35UgVrFryVyb2xs/PTTT1XHfPTRR5WVlcgC4kf8yIJuxo+nZQAAQAuB3AEAAHIHAAAAuQMAAIDcAQAAQO4AAAAg97kvOwDAPAPPQO6LI3cUAgDYxSB3bHkAAOxikDu2PACwiwHIHVseANjFAOSOLQ8A7GKQO5ifLU8kEnl5eXl7e/v5+bW1tYnFYuZfIiQkhP6NiIhgpuTz+UxXczk5Ocz0CQkJ78Y6jKaFqE5D/54/f54ZMzg46OHhIZfLmX9pxo6ODmYuHx+fkydP0pBZBc0lkUgo0dzcfPXqVYVCoQxSOdc4CgsLmUhoelrvuOBppZcuXaL0iRMnaJn379+nNIfDoSGPxysvL4+OjmayQ3OdOnWKRjKBTcwyQbEpFx4XF6eMlplFdb20wMzMTBovk8nu3LnDrGhcOU8xOzNyXPAT45w6d++tx5lFNXuuX7+uTIeFhUmlUuW/AoFg6i6uVMObeuJxv46Ln7al2tra964OcofcNVvuJOiMjAxK0N4eEBCQMobyV0qbmZkx35AkEff391OabML8SkaoqqqiaRjLK6ehf62srJiv9FJ6y5YtpDnGxbSK4OBgZsnKFbm5uTU0NDCRkKdcXFxU93nVuVSh/ZNmZA4bJNMHDx5MDJ4sTInW1lZyIjPS1dWVSZAr6QhEuzcpjDmQkGtIixOzzExPsSmzqVpu4/JC0NKcnJxopRQ2yYhZ0bhynmL2SYOfNM4pcvfeepxZVLOHDkL5+flMKVFFM8dy8izVY2xsLCWYHDESp82mq6ursbFxYpkPjUGJhjEoR7IxaAylx/1KzQvVFdFymK9gE7R8ZoF9fX2qq4bcIXd1kbsoXxB8/eY0/2hiVUnduHGD9plbt26RIml/pn9zxmDETQZxdHSkXYKRArW8mJ1TVRykCcYFDg4OjNwDAwOZ5hL9RE0/Zq+jo0J3dzeJj5mLWrW0s+Xm5u7bt4+ZixqVFhYWqmYfN5cqQUFBFOS4SFSDr6mpoSVT+7S+vl45zTi5X7lyhREKoxvK6cQsK+VO5wfMwhlBqHpQdb2MU2xsbJgmtlKjquU89ezEuOAnxjl17t5bjzOLSkmTOEf06Pw0/2hi5Yx0fkABMMdjCv758+d0/kHrpcgZudP2QI0G+okmozFU+8pjqmp4zMRZWVmUCzraUWkrjw2kcuWvZ86c4XK51NRQXRFlltIxMTE0jb+/P/mdzE4rVV015A65a4PcyVm0J5OLySCUoO2eMXVZWRkNaXei3Zv2B0YK1L5TWkZpAaX1Dhw4wGia5iKnk5TJ4IzcKc1ms2lid3d32usoQTse7ZYsFos5O6a5du/eTS07xokM4+ZSXe/FixeZwwxNT6vw8fEZFzzTiKO9mgRBnppU7rRvK68pEcy6xmVZKXflMWyi3Metl+Rua2tLeVGVu2o5Tz07g2rwE+OcOnfvrccZRzVLuTPype2BTkSo4UwlSZYn/yrtrDxBIc9GRkaqtiQmyl05MW0eE+VOWwXzK50iqK6IFkKZYqYpKip6/PgxCX3cqpX1DrlD7hp/WYagVvPE03nmVzIC7RW0xZNhlVcwmevLk16Wobmo8U7SoQYmI3dqlQcHBzPXow8fPqxcEZ0F056pGombm5vy1HjcXOMuuCsv4NKuS7v0uOBJZLR2Jr1nz55J5U6NNeUFH7FYzBzexmX5Qy/LUGbpPKOjo4NCmnhZhinn914AGRf8xDinzt1763FmUc0JVJURERHUSmBO7JKTk6nhbG9vrzTy4OAgc8bGOHcKudM0zOUU2jZoDHMksLOzY36l4z3zK1WH6opU5c6siFbK3NpRrpo514TcIXfNljud3dNmTbtHfHw8bfRkCuY2GrVflFKgFrSpqSljOmpx09ZPmmAu9f6R3OlcnmlgMnKntSjvkZK+qVGmdAe1EKkFqtx1pVIp7Z+0RkqPm4u8QO0sZfB0dCGdURh0xsBcU1INvrm5mcZTgqZJSkqaVO6UoIMQc6OSOdWYNMuTyp0pN+YGpup6mWMGTUPn+zQ+PT2d0ahqOU8xO7P8icGPi3Pq3L23HpVy/6Co5gSq0C1btjBnA9SUplMHypqy5U7j6aBII+kApvTvxDKnsyL6ibYxmpimpNnpOEoSp42Tzv+YGemMkNoNtCjanFRXVFJSwlzRYhZOR006v6SE6qpxWQZy13i5z3j/VH2aZXFRPorzR7++N1SaYOqFLGLWVIOfGOd0cqfmTFry068OZlNkbplO3CxVx0xzmeMmg9whd92SOwBqher5HHYxyB1yBwBgF4PcseUBgF0MQO7Y8gDALga5g5lveQAAfKwDcgcAALBA/H/MQCGpna42hgAAAABJRU5ErkJggg== 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 true La Política de Inversión de la IIC ha sido cambiada el 10 de Diciembre de 2021 2 CREAND GESTION FLEXIBLE SOST-R EUR 889563.16 451669.53 116 94 0.00 0.00 false 10,00 Euros 10447655 3740691 3625652 2750203 11.7447 11.2473 10.4673 11.1423 0.45 0.90 0.84 1.04 1.29 1.94 03 0.03 0.06 01 4.42 1.02 2.37 0.99 -0.03 7.45 -6.06 3.57 0.81 0.99 0.90 0.81 2.91 -0.67 0.02 0.27 0.16 0.02 -0.14 0.14 -0.25 -0.49 2024-10-31 2024-08-05 0.28 0.48 2024-11-06 2024-08-15 01 1.49 1.27 2.13 1.26 0.97 3.11 8.21 12.99 13.29 13.88 13.47 11.13 13.78 19.38 0.20 0.21 0.22 0.16 0.19 0.29 0.30 BENCHMARK A. GESTION FLEXIBLE SOSTENIBLE 0.20 0.21 0.22 0.16 0.19 0.29 0.30 3.67 3.67 3.83 4.04 4.27 4.49 5.98 1.00 0.25 0.26 0.25 0.25 1.01 1.05 0.06 false true GraficaVL.png png 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INC.|0,750|2026-02-24 USD 607374.00 1.29 572838.00 1.48 US61761J3R84 Bonos|MORGAN STANLEY|3,125|2026-07-27 USD 299623.00 0.64 283992.00 0.73 BE6321076711 Bonos|LONZA GROUP AG|1,625|2027-04-21 EUR 579803.00 1.24 568955.00 1.47 US67066GAE44 Bonos|NVIDIA CORP|3,200|2026-09-16 USD 1857578.00 3.96 1774396.00 4.57 US896239AC42 Bonos|TRIMBLE|4,900|2028-06-15 USD 1857206.00 3.96 0.00 0.00 US92343VGH15 Bonos|VERIZON COMMUNICATIO|2,100|2028-03-22 USD 1173659.00 2.50 0.00 0.00 US92826CAD48 Bonos|VISA INC|3,150|2025-12-14 USD 0.00 0.00 335783.00 0.87 17471508.00 37.23 14051036.00 36.20 DE000A2TSTE8 Bonos|SAP AG-VORZUG|0,750|2024-12-10 EUR 0.00 0.00 1754690.00 4.52 DE000A3E5MF0 Cupón Cero|VONOVIA SE (EX DEUTS|4,549|2024-09-1 EUR 0.00 0.00 283530.00 0.73 DE000A3E5MF0 Cupón Cero|VONOVIA SE (EX DEUTS|4,779|2024-09-1 EUR 0.00 0.00 378340.00 0.97 DE000A3MP4T1 Cupón Cero|VONOVIA SE (EX DEUTS|4,516|2025-12-0 EUR 367854.00 0.78 0.00 0.00 BE0002645266 Bonos|KBC BANK FUNDING TRU|0,625|2025-04-10 EUR 680549.00 1.45 679439.00 1.75 FR0012599892 Bonos|EDENRED|1,375|2025-03-10 EUR 586006.00 1.25 585600.00 1.51 FR0013201308 Bonos|SCHNEIDER ELECTRIC|0,250|2024-09-09 EUR 0.00 0.00 1755348.00 4.52 FR0013346822 Bonos|TELEPERFORMANCE|1,875|2025-07-02 EUR 589381.00 1.26 0.00 0.00 FR0013463650 Bonos|ESSILOR INTERNATIONA|0,125|2025-05-27 EUR 387457.00 0.83 386167.00 0.99 FR0013505104 Bonos|SANOFI|1,000|2025-04-01 EUR 390203.00 0.83 389610.00 1.00 FR0013506508 Bonos|LOUIS VUITTON MOET|0,750|2025-04-07 EUR 585624.00 1.25 584127.00 1.50 FR0013506524 Bonos|PERNOD RICARD SA|1,125|2025-04-07 EUR 586661.00 1.25 585012.00 1.51 FR001400A5N5 Bonos|KERING|1,250|2025-05-05 EUR 685247.00 1.46 683396.00 1.76 US00724FAC59 Bonos|ADOBE INC|3,250|2025-02-01 USD 1836727.00 3.91 1757825.00 4.53 US038222AJ43 Bonos|APPLIED MATERIALS IN|3,900|2025-10-01 USD 661224.00 1.41 0.00 0.00 XS1189263400 Bonos|NORDEA BANK|1,125|2025-02-12 EUR 602551.00 1.28 603518.00 1.55 XS1201001572 Bonos|BANCO SANTANDER CENT|2,500|2025-03-18 EUR 590170.00 1.26 590708.00 1.52 XS1490726590 Bonos|IBERDROLA|0,375|2025-09-15 EUR 585115.00 1.25 0.00 0.00 XS1551726810 Bonos|CELLNEX TELECOM|2,875|2025-04-18 EUR 297430.00 0.63 297295.00 0.77 XS1996435688 Bonos|CEPSA|1,000|2025-02-16 EUR 290887.00 0.62 291205.00 0.75 XS2166217278 Bonos|NETFLIX INC|3,000|2025-06-15 EUR 299954.00 0.64 298078.00 0.77 XS2224621347 Cupón Cero|ADIDAS-SALOMON AG|3,520|2024-09-09 EUR 0.00 0.00 286994.00 0.74 XS2224621347 Cupón Cero|ADIDAS-SALOMON AG|3,830|2024-09-09 EUR 0.00 0.00 382360.00 0.99 US22822VAG68 Bonos|CROWN CASTLE INTL CO|3,200|2024-09-01 USD 0.00 0.00 727781.00 1.88 US235851AQ51 Bonos|DANAHER CORP|3,350|2025-09-15 USD 753220.00 1.61 0.00 0.00 XS2438615606 Bonos|VOLKSWAGEN AG|0,250|2025-01-31 EUR 289632.00 0.62 289571.00 0.75 XS2441244535 Bonos|NOVO NORDISK|0,750|2025-03-31 EUR 1733011.00 3.69 1730102.00 4.46 XS2482872418 Bonos|FRESENIUS SE & CO KG|1,875|2025-05-24 EUR 295047.00 0.63 294360.00 0.76 XS2523390271 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Distribucion2.png png 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Distribucion3.png png 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 Distribucion4.png png 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 EURO STOXX 50 INDEX Compra Opcion|EURO STOXX 50 INDEX|10| 1619750 01 S&P 500 Compra Opcion|S&P 500|100| 1194354 01 2814104 2814104 EURO STOXX 50 INDEX Compra Futuro|EURO STOXX 50 INDEX|10| 438840 01 S&P 500 Compra Futuro|S&P 500|50| 577249 01 1016089 EURUSD Venta Futuro|EURUSD|125000| 19217394 01 19217394 20233483 false false false false false false false true false false H. La CNMV ha resuelto: Verificar y registrar a solicitud de GESALCALA, S.A., S.G.I.I.C., como entidad Gestora, y de BANCO INVERSIS, S.A., como entidad Depositaria, la actualización del folleto de CREAND GESTION FLEXIBLE SOSTENIBLE, FI (inscrito en el Registro Administrativo de Fondos de Inversión de carácter financiero con el número 4880), al objeto de establecer una comisión sobre resultados en la CLASE I y elevar la comisión de resultados de la CLASE R. Asimismo inscribir en el registro de la IIC la siguiente clase de participación: CLASE C true false false false false true false false a.) Existe un Partícipe significativo con un volumen de inversión de 11.831.128,51 euros que supone el 25,21% sobre el patrimonio de la IIC. f.) El importe de las adquisiciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 960.000,00 euros, suponiendo un 2,29% sobre el patrimonio medio de la IIC en el período de referencia. f.) El importe de las enajenaciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 777.426,03 euros, suponiendo un 1,85% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 7522,29 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El segundo semestre del 2024 ha resultado muy favorable tanto para la renta fija como la renta variable. Los bancos centrales de Estados Unidos y la zona euro redujeron los tipos de interés según lo previsto, destacando la Reserva Federal con una reducción de 50 pb en septiembre y del Banco Central Europeo con una reducción de 75 pb en el semestre. Esto sirvió de catalizador positivo para los mercados financieros. Además, los índices de inflación siguieron moderándose, apoyando las políticas monetarias de los bancos centrales. Las elecciones americanas se presentaban como un posible foco de volatilidad. La victoria de Trump contra pronóstico fue un catalizador positivo para los mercados (aunque aún está por ver como afectaran a la economía estadounidense y global las políticas planteadas en su programa). Los aranceles, los recortes de impuestos, el fin a los conflictos, la extracción de más petróleo y la reversión de la inmigración desempeñarán un papel importante, aunque el grado de implementación y los timings son inciertos, al igual que las posibles repercusiones y represalias. En este contexto, la renta variable ha evolucionado favorablemente. El combustible de la inteligencia artificial ha caracterizado y liderado el mercado de renta variable americano frente al europeo. Esta vez también apoyado durante el semestre por las pequeñas y medianas empresas y los sectores cíclicos marcando nuevos máximos históricos en Estados Unidos. De esta manera, 2024 termina siendo otro año fuerte para los activos de riesgo. El S&P 500 registró una rentabilidad total en el año del +25%, lo que marca la primera vez desde fines de la década de 1990 en que logró rendimientos anuales consecutivos superiores al +20%. El índice se vio impulsado por nuevas ganancias de los 7 magníficos, que subieron un +67%. Por su parte, la renta variable europea terminó el año con una revalorización bastante inferior a la americana, con el Eurostoxx 50 subiendo un +10,59% en 2024, a pesar de que, durante el último mes del año, el rendimiento de la renta variable europea fue bastante superior al de la renta variable americana. En cuanto a la renta fija, los índices agregados globales de renta fija en EUR y USD terminaban en rendimiento positivo de entre un +2% y un +3% mientras que los monetarios e índices de medio plazo terminaban con rendimientos positivos entre el +1% y el +2%. La rentabilidad del bono americano a 10 años se movía en un rango mínimo del 3,60% hasta un nivel máximo en 4,65%. El mercado ponía en precio en la parte final del semestre una expectativa de un tipo terminal más alto. El bund alemán cerraba el semestre a niveles del 2,40% después de ver mínimos anuales en el semestre en 2,04%. Las primas de la periferia se mantuvieron sorprendentemente estables, aunque destacando en negativo Francia como foco de volatilidad después de la crisis de gobierno y el abultado déficit fiscal al que debe hacer frente en los próximos meses. En divisas, el dólar ha tenido un buen rendimiento con una apreciación de más del +8%. Las expectativas de menores recortes de tipos de la Reserva Federal frente al Banco Central Europeo han ayudado a ello. El yen ha destacado por su debilidad, debido a que la decisión del Banco de Japón de no aumentar el rango del control de curva menos de lo esperado no ha favorecido la divisa nipona como se pretendía y la divisa ha alcanzado nuevos mínimos históricos. Los puntos calientes de la geopolítica han seguido siendo las guerras de Ucrania y Gaza por su posible efecto en la inflación a través del precio del petróleo. El precio del petróleo se movía en un rango desde los 66 USD hasta niveles máximos de 80 USD. Las menores expectativas de una recesión también presionaban al alza el precio a final de año. b) Decisiones generales de inversión adoptadas. A lo largo del segundo semestre el fondo ha seguido con la estrategia de modulación del riesgo a través de nuestro indicador interno de sentimiento de mercado. Durante el primer semestre del año el indicador se mantuvo prácticamente la totalidad del tiempo en zona de venta a excepción de abril cuando el indicador paso a zona neutral. De hecho, en febrero el indicador dio la señal de venta más extrema de toda su historia como consecuencia de la euforia observada entre los inversores. Durante este segundo semestre del año el indicador se mantuvo prácticamente todo el semestre en zona neutral, a excepción de mediados de noviembre, cuando el indicador entra en zona de venta hasta finales de año. Con tal de cumplir con los objetivos de volatilidad del fondo y de gestión del riesgo para inversores con vocación conservadora nos hemos situado en niveles medios de exposición neta a renta variable inferior al habitual, siendo la exposición media a renta variable del segundo semestre del año del 7%, superior a la exposición media a renta variable del 0% que tuvimos durante el primer semestre de 2024. La filosofía de inversión del fondo se basa en la inversión en compañías socialmente responsables para luego ajustar el riesgo en función de nuestro indicador interno de sentimiento. El índice de referencia que se aplica sobre el fondo es el Euribor 12 meses más un diferencial de 1,50%. Sin embargo, dicho ?benchmark? es tan sólo considerado a nivel ilustrativo, puesto que el fondo pretende obtener retornos positivos en cualquier entorno de mercado y con independencia de cómo se comporte el índice de referencia. Aunque la discrecionalidad de la gestión es total sobre el ?benchmark? y por tanto la gestión no está vinculada a dicho índice, a modo descriptivo señalar que el fondo ha obtenido una rentabilidad del +4,05% en el segundo semestre del 2024, mientras que el índice de referencia obtenía un +2,20%. 0 c) Índice de referencia. La rentabilidad del fondo es de 6,06%, por encima de la rentabilidad de su índice de referencia, que es de 3,57%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 38,12% hasta 46.923.175,80 euros frente a 33.972.744,41 euros del periodo anterior. El número de partícipes aumentó en el periodo en 72 pasando de 398 a 470 partícipes. Analizando por clases la clase I pasó de 30.232.053,81 y 314 partícipes a 33.383.342,06? y 158 partícipes, mientras que la clase R ha pasado de 3.740.690,60? y 84 partícipes a 10.447.655,26? y 117 partícipes, adicionalmente se dió de alta la clase C, no obstante al no tener histórico, la evolución todavía no es relevante. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 6,06% es menor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 14,4%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La cartera estuvo con un nivel de riesgo ligeramente más agresivo a lo largo del semestre. Aun así, seguimos evitando aquellas compañías con deuda y seleccionamos compañías de gran calidad en sus retornos que permiten afrontar de manera muy sólida entornos económicos difíciles. Durante el semestre se han seguido comprando bonos que han sido seleccionados con un perfil de inversión conservador, con una duración inferior a 18 meses de forma estructural y que aportan al menos un 3% de rentabilidad anual. Además, se han ido renovando los bonos que han ido venciendo. Por otro lado, la exposición a renta variable se ha seguido modulando semanalmente a través de futuros. La cartera ha estado invertida en renta fija de manera diversificada y por tanto aportan de manera similar todas las posiciones. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. En cuanto a la cobertura de renta variable, se utilizan diversos instrumentos, principalmente futuros y opciones para cubrir el riesgo de renta variable de los activos en cartera. A fin del periodo, el grado de cobertura de renta variable alcanza el 2,92%. N/A d) Otra información sobre inversiones. Este fondo no tiene ningún activo en litigio ni afectado al artículo 48.1.j. del RIIC. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. El riesgo asumido por el fondo, medido por la volatilidad del valor liquidativo, es de 2,01%, frente a una volatilidad de 0,20% de su índice de referencia y una volatilidad de la letra del tesoro español con vencimiento un año de 0,2%. 5. EJERCICIO DERECHOS POLÍTICOS. En cuanto a la política establecida en el ejercicio de los derechos políticos de nuestros fondos en acciones participadas es la de delegar el voto en el Consejo de Administración correspondiente. 6. INFORMACIÓN Y ADVERTENCIAS CNMV. Informarles que el Informe de Auditoría correspondiente al ejercicio 2023 ha sido aprobado sin salvedades. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS. Esta IIC soporta los gastos correspondientes al servicio de análisis financiero sobre inversiones, tal y como se recoge en el artículo 141. e) del texto refundido de la Ley del Mercado de Valores, en tanto en cuanto, i) así se recoge en el folleto informativo dela IIC, constituye pensamiento original y propone conclusiones significativas no evidentes ni de dominio público, ii) estos informe han estado relacionados con la vocación inversora de las respectivas IIC y iii) no se ha visto ni influido ni condicionado por el volumen de las operaciones intermediadas. Los proveedores del servicio de análisis más representativos son BBVA-Bernstein, Banco Santander, JBCM y Exane. Los servicios de análisis financiero contratados a terceros son nuestro principal soporte a la hora de realizar nuestras estimaciones y valoraciones de nuestras inversiones. Son un medio que nos permite seleccionar y encontrar valores que estimamos están infravalorados por las circunstancias del mercado y creemos van a aportar futura rentabilidad a las IIC. Además, los servicios prestados por estas compañías nos permiten mantenernos informados de la actualidad de las compañías y de los mercados. La información suministrada diariamente nos ayuda a la hora de profundizar en aquellos sectores y compañías especificas en las cuales estamos invertidos o tenemos interés en invertir. Asimismo, nos dan acceso a múltiples analistas, macroeconomistas e incluso a los equipos directivos de las propias compañías, lo cual nos aporta un gran valor añadido a la hora de realizar el análisis y seguimiento de nuestras inversiones. Los costes del servicio de análisis devengados en el periodo han sido de 7.787,13 euros mientras que el coste presupuestado para el siguiente ejercicio es de 7.629,64 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. El escenario de ?soft landing? parece el más probable frente a otras posibilidades como la recesión. La proyección a largo plazo de la Reserva Federal sobre el nivel de los tipos parece baja en relación con el nivel esperado por el mercado. Esto podría provocar un repricing abrupto de tipos y volatilidad en los próximos trimestres si no se cumplen estas expectativas. Aunque, ?la última milla? de la inflación sea la más dura de alcanzar y se necesite más tiempo y paciencia, parece que el camino hacia el objetivo del 2% por parte de la Reserva Federal es factible y esto debería ayudar a relajar la política monetaria. En la zona euro, el target de inflación del Banco Central Europeo parece incluso aún más factible en el 2025. Francia seguirá siendo un foco de atención e inestabilidad en la zona euro. Un déficit por encima del 5,50% y una deuda sobre el PIB del 110%, será una tarea difícil de solucionar para un gobierno de izquierdas que ha ganado contra todo pronóstico a una derecha radical en auge. Las primas periféricas podrían volver a sentir el foco de volatilidad que vieron en episodios pasados similares. La geopolítica puede volver a ser foco de tensión, aunque en menor medida después del reciente acuerdo entre Israel y Gaza. Habrá que ver también si Trump es capaz de poner fin al conflicto de Ucrania tal y como prometió en su campaña electoral. Tendremos que estar atentos a la evolución de los precios de los commodities, especialmente en el petróleo. También pueden surgir nuevamente tensiones comerciales entre China y Estados Unidos. Empezamos 2025 con unos niveles exigentes tanto en los mercados de crédito como de renta variable. Venimos de unos meses donde la volatilidad media ha sido muy baja, lo que podría cambiar de cara al primer semestre del 2025. Así pues, el entorno para el primer semestre de 2025 sigue siendo complejo. Las exigentes valoraciones, el posible final de los recortes de tipos de la Reserva Federal y unas políticas extremas con Trump, pueden acabar propiciando una reacción violenta adversa en la economía. Es de esperar que la volatilidad aumente tanto en renta variable como en renta fija por lo que el escenario que tenemos por delante sigue invitando a la prudencia de cara al primer semestre del año. 0 Informarles que el Informe de Auditoría correspondiente al ejercicio 2018 ha sido aprobado sin salvedades. GESALCALÁ, S.G.I.I.C., S.A.U. cuenta con una política de remuneración a sus empleados compatible con una gestión adecuada y eficaz de los riesgos y con la estrategia empresarial, los objetivos, los valores y los intereses a largo plazo propios y de las instituciones de inversión colectiva que gestiona. En la remuneración total, los componentes fijos y los componentes variables estarán debidamente equilibrados; el componente fijo constituirá una parte suficientemente elevada de la remuneración total, de modo que la política de elementos variables de la remuneración pueda ser plenamente flexible, hasta tal punto que sea posible no pagar ningún componente variable de la remuneración. Dicha remuneración se calculará en base a una evaluación en la que se combinen los resultados de la persona y los de la unidad de negocio o las IIC afectadas y los resultados globales de la SGIIC, y en la evaluación de los resultados individuales se atenderá tanto a criterios financieros como no financieros. La evaluación de los resultados se llevará a cabo en un marco plurianual para garantizar que el proceso de evaluación se base en los resultados a más largo plazo. Parte Cuantitativa: En base a esta política, el importe total de remuneraciones a sus empleados durante el ejercicio 2023 ha ascendido a 1.872.717,64 euros, desglosadas en remuneración fija, correspondiente a 46 empleados que ascendió a 1.696.667,64 euros y remuneración variable relativa a 20 empleados por importe de 176.050,00 euros. La remuneración de los 6 empleados cuya actuación tiene una incidencia material en el perfil de riesgo de las IIC?s, fue de 622.939,82 euros, correspondiendo 527.139,82 euros a remuneración fija y 95.800,00 euros a la parte de remuneración variable. La remuneración correspondiente a 6 empleados altos cargos de la Gestora fue de 546.676,20 euros, de los cuales 435.576,20 euros se atribuyen a remuneración fija y 111.100,00 euros a la parte de remuneración variable. Parte Cualitativa: Remuneración Fija: La retribución fija está en consonancia con el mercado, la formación, la experiencia profesional, el nivel de responsabilidad y la trayectoria de cada empleado, y garantiza, en todo momento, una adecuada equidad interna, y el mínimo que legal o estatutariamente corresponda. Retribución Variable: La retribución variable tiene por objeto primar la creación de valor del Grupo y recompensar la aportación individual de las personas, los equipos y la agregación de todos ellos. La cuantía de la retribución variable se establece en función del grado de cumplimiento de los objetivos fijados, según el sistema aplicable, incluyendo los resultados del grupo, de la S.G.I.I.C y teniendo en cuenta la evaluación del desempeño del propio empleado, que se realiza de forma anual teniendo en cuenta diversos parámetros medibles y alcanzables. Para las IICs con comisión de éxito, no existe una remuneración directamente ligada a dicha comisión. En el caso de los miembros de la Alta Dirección y los empleados que puedan incidir en el perfil de riesgo de la entidad, la retribución variable está vinculada más directamente a los resultados del Grupo y al Marco de apetito al riesgo. Revisiones anuales: Anualmente, la Dirección de Recursos Humanos elabora una propuesta con las directrices y el sistema para aplicar la revisión de la retribución fija de la plantilla, excepto la de la Alta Dirección. Esta propuesta se eleva al Órgano de Administración para su aprobación, En la revisión de la retribución fija de cada empleado aplican, en su caso, indicadores de productividad del negocio, el resultado de su evaluación del desempeño, la equidad interna, etc. No aplicable 9938244 169 2.70 2436267 100 -2.93 44315623 335 3.51 0 0 0.00 955094 24 1.44 30202912 140 2.54 0 0 0.00 52301628 894 3.87 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 46051638 567 4.10 159933868 3897 0.95 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 346135274 6126 2.30