CINVEST MULTIGESTION, FI 1.0.0 2025-01-01 2025-06-30 CINVEST MULTIGESTION, FI 1.0.0 2024-07-01 2024-12-31 CINVEST MULTIGESTION, FI 1.0.0 2025-01-01 2025-06-30 CINVEST MULTIGESTION, FI 1.0.0 2024-01-01 2024-12-31 CINVEST MULTIGESTION, FI 1.0.0 2025-04-01 2025-06-30 CINVEST MULTIGESTION, FI 1.0.0 2025-01-01 2025-03-31 CINVEST MULTIGESTION, FI 1.0.0 2024-10-01 2024-12-31 CINVEST MULTIGESTION, FI 1.0.0 2024-07-01 2024-09-30 CINVEST MULTIGESTION, FI 1.0.0 2023-01-01 2023-12-31 CINVEST MULTIGESTION, FI 1.0.0 2022-01-01 2022-12-31 CINVEST MULTIGESTION, FI 1.0.0 2020-01-01 2020-12-31 CINVEST MULTIGESTION, FI 1.0.0 2022-01-01 2024-12-31 CINVEST MULTIGESTION, FI 1.0.0 2020-01-01 2024-12-31 CINVEST MULTIGESTION, FI 1.0.0 2025-06-30 CINVEST MULTIGESTION, FI 1.0.0 2024-12-31 CINVEST MULTIGESTION, FI 1.0.0 2023-12-31 CINVEST MULTIGESTION, FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure CINVEST MULTIGESTION, FI 737 02 02 2025 EUR NA true C/José 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 CINVEST MULTIGESTION/WORLD EQU 1996-11-07 1 08 09 7 en una escala de 1 a 7 El compartimento podrá invertir entre 0-50% del patrimonio en IIC financieras que sean activo apto, armonizadas o no (máximo 30% en IIC no armonizadas), del grupo o no de la Gestora. Se invertirá, directa e indirectamente, más del 75% de la exposición total en renta variable principalmente de emisores/mercados de la OCDE (mínimo 25% de la exposición total en USA) y hasta un 50% de la exposición total en emergentes, de cualquier sector/capitalización, lo que puede influir negativamente en la liquidez del compartimento. El resto de la exposición será en renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario, cotizados o no, que sean líquidos) de emisores/mercados OCDE, con calidad crediticia media (mínimo BBB-) o rating de España en cada momento, si fuera inferior, sin que exista predeterminación en cuanto a la duración media de la cartera de renta fija. Se podrá invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrían introducir un mayor riesgo que el resto de las inversiones como consecuencia de sus características, entre otras, de liquidez, tipo de emisor o grado de protección al inversor. El fondo no invertirá en derivados de forma directa aunque sí es posible que lo haga de forma indirecta a través de IIC. Se podrá operar con 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. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. 01 0.96 0.00 0.96 0.00 0.99 2.26 0.99 2.17 1 CINVEST MULTIG/CREAND WORLD I EUR 986862.28 533346.54 237 18 0.00 0.00 false 500.000,00 Euros 11531585 8800 46938 39715 11.6851 10.2115 9.5618 8.1628 0.20 0.20 0.20 0.20 01 0.01 0.01 01 -0.06 4.58 -4.44 1.17 2.16 6.49 8.14 -3.69 2.31 -5.86 7.61 2.14 26.59 19.60 0.84 0.86 0.76 0.61 0.64 0.59 0.67 -4.32 -4.32 2025-04-04 2025-04-04 3.13 3.13 2025-05-12 2025-05-12 01 16.38 19.91 11.78 9.43 12.32 9.12 8.37 19.24 23.00 14.53 13.29 13.88 12.99 13.78 0.19 0.16 0.23 0.21 0.22 0.20 0.29 BENCHMARK GLOBAL EQUITIES, FI 20.00 24.56 13.96 11.53 14.10 10.99 10.85 5.87 5.87 5.55 5.29 5.13 5.29 4.97 0.47 0.30 0.15 -0.53 0.16 0.12 0.10 0.27 0.95 false GraficaVL.png png 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5vhzk0UA9ck9MjLS4XD4yj0gIMDT9ztvl8uljOhlCF9R8T1fdUDuGuNMzFrLooB2/iMKoFK5K/jKXafT9SvLq8lkmjRpkgzbS0tL+81rtVrF7PHx8chdM1w8tDv5rd92tTpJBYB25O7n5+ct+/v7KzX79u2TQmVlZXh4OCN3bVNbdMoU+kxzdTmpANCU3AMDA12um/dTlVcpKzUDjuuRu/ZouepIDH32amEOqQDQmtyjo6MtFosU5NVoNEph/fr1Bw8elEJ5efns2bORu1bpaW9Jefvl0vRvSAWABuVus9mCgoL8/Pz0er3dbr85mmtpWbZsmYzZw8PDHQ4Hctcknl53ZpTh9D+jSQWAduR+9yB3tXNqq/FQ9Azu5wWA3JG7djhvidk7bxJ3DgBA7shdO1wpOJI4Y1xrXRWpAEDuyF0jXL9cZjKMvVZyhlQAIHfkrhG6mpuS3nypPDuZVAAgd+SuEXpdPenv/dka+wmpAEDuyF075Hy2KPvD2Tf67iMEAMgduWsBu3mLZeGrrq4OUgGA3JG7RnCczDD/9bmOxlpSAYDckbtGaCw/ZwoZ01heRCoAkDty1wgyWpcxu+NkOqkAQO7IXSO4uzstiwLs5i2kAgC5I3et4PEc+WjO8c8WkgkA5I7ctYM19pP09/7c6+ohFQDIHblrhPLs5KQ3X+pqbiIVAMgduWuEayVnTIax1y+XkQoA5I7cNUJrXVXijHFXCo6QCoBhJ3en0xkcHOx9W1xcrNfrdTpdaGhoXl6etz43N9f3gU3IfejT09G2d97vSlJjSAXAsJO7zWYzGAy+1jYajWlpaVIwm81RUVFKpdvtDgsLQ+4qwtPrPrRq5qmtRlIBMBzlHhkZ6XA4fK0dEBDg6buZlMvl8o7oY2Ji4uLikLuKOP3P6IMrQzxuHpsHMCzlruBrbZ1O169cW1sbHh4uxh9Q7larVcweHx+P3IcOpelxKXP8e9pbSAUAcv8WPz8/b9nf319ely1bVlBQ0G8yRu5DlquFOYmhz7ZcdZAKAOT+/60dGBjocrlu9F2WkbLyqS/IfSjTXF1uCn2mtugUqQBA7v8m9+joaIvFIgV5NRqN3zUZch+CdLU6k9/yu5iZSCoAkHt/a9tstqCgID8/P71eb7fbkbta6HW7MpZPOxOzllQAIPd7BnJ/4JzY/N7h1REeTy+pAEDuyF0jnNuzLXXBFFdnO6kAQO7IXSNUnc7cHTa+veEqqQBA7shdIzRdKjGFjGkoKyQVAMgduWuETme9OfyFyuOppAIAuSN3jeDu6UpbHFSYsJFUACB35K4djn7yzrFP55MHAOSO3LVDYfxnaYv1MngnFQDIHblrhEvHUpMiXux01pMKAOSO3DVC/QWbKWSMs/I8qQBA7shdI7TV1+wOG1+Vd4hUACB35K4RXJ3t++a/ci7ln6QCALkjd43g8fRmrY44uXkpqQBA7shdO5zZsebAir/0ul2kAgC5I3eNUJZpSn7Lr7v1OqkAQO7IXSPUFuWaQp9pvlJBKgCQO3LXCC01lYmhz149e4JUACD3HyZ3p9MZHBzsfVtcXKzX63U6XWhoaF5entTY7fawsDCpmTlzpnyK3O8b3W3NKXP8L2TsIhUAyP2Hyd1msxkMBt/n5xmNxrS0NCmYzeaoqCgpvPHGG4WFN+8om5GRMX36dOR+f/C43QdXTs/b/ndSAYDcf7DcIyMjHQ6Hr9wDAgI8Ho8UXC6X74heYdKkScj9/pD7xYpDq8J4bB4Acv8xclfwlbtOpxuwLBQVFX388cfI/T5Qkrpj7zuTezraSAUAcr83cvfz8/OW/f39veX29naj0djR0dFvXqvVKmaPj49H7veKKwVHEmeMa7tWTSoAkPs9k3tgYKDLdfOXMvIqZaWyvr5+7dq1DQ0N37UERu73Cqfjgskw9tr5AlIBgNzvpdyjo6MtFosU5FWG6lLIz89fsGCB0+m8zRKQ+z2hs7kx6c2XKo7sIRUAyP0ey91mswUFBfn5+en1ervdLjXBwcETfUDug4S7pzv93WDrN5+QCgDkfm/kfvcg97vn+IaFRz56+0bfV5UAALkjdy1gT9xsWRTo7u4kFQCA3DWC42S6+a/PdTTVkQoAQO4aoeGi3RQyprH8HKkAAOSuEToaa3eHTbice4BUAABy1wiurg7LwleLzF+QCgBA7lrB48n+cHbOxkgyAQDIXTsUxK5LX/par6uHVAAActcI5YeTkmdN7GpuIhUAgNw1Ql1Jvskw9npVGakAAOSuEVprLyfOGHfFepRUAABy1wg97a175006n/Y1qQAA5K4RPL3uzPdDT20lOQCA3DXE6W3vi9xF8aQCAJC7RijdH5vy9ss97S2kAgCQu0aosR1PDH22tfYyqQAA5K4RrldfNBnG1p07TSoAALlrhK4WZ/Jbv72YZSYVAHC/5e50OoODg71vi4uL9Xq9TqcLDQ3Ny8sbsAa53wm9blfGsmlnvv6QVADA/Za7zWYzGAy+T0Y1Go1paWlSMJvNUVFRA9Yg9zvhxKYl2Wtn8dg8AHgAco+MjHQ4HL5yDwgI8PT5yOVyKSP6W2t+nNybG+rb29q099fW0tJQ379pZ+I3J73ziqqb3Fhf39rSosH+am1tuKbBTVE6q7Fem7uYs6mp2enUXrs62tsH97KM4Ct3nU7Xr3xrjS9Wq1XMHh8f/71hvf7ShMmjx0weM/b3Y599Zey4V54ZP+XZCVPGPfeH8S/8YcKLrz730qvPT1Tj35QJL748ety/1Yx/fvLosX9QbYuUv0ljx00Z/4KqmzDw33Mv+T/9rPbaNWXCC5PGjNNgfz0/8XdjJ/x+3PPaa9fs10Puq9z9/Py8ZX9//wFrfvRlGXdPd2td1bWSM44T+0tSYwp2fpzz2aLMKMPeeb9LmP70N8H/YQ5/Pm2xPnvtrFNbV55N/PxiZuKVgiNNl0o6mxvVcn2j6VKxKWRMQ9lZTi0B4IFdlrlV7oGBgS6XS7kII+UBawbpmvu36j9fIOo/b+lT/8bIm+p/Z7KoP/ZPT5r/+lza4qA+9RtF/WWZpj71Fw8d9Xc4r8nxqTInja0TAIaW3KOjoy0WixTk1Wg0DlgzSHK/Pb2unrZr1fWlBY6T6efTvi6IXZezaXHm+6H75v8+IWT0t+qP/OPhNW/mfrHirOnzsoMJ1WeyGyvOdV5vuD/qd/d0SQCyajZNABhycrfZbEFBQX5+fnq93m63D1jzQOR+B+q/0qf+DFG/NfYTr/pNIWNE/bvDJlgWBR5eHZG7ZXlhwqab6s8/fFP9znqPp/ceRODxHF0399inC9guAWCoyP3uGeJfhex1u9rqa+pLrZdzD5xP22n95pMTm5Ycip6xb/4rJsPYPvWPF/Vnfav+jWUH4qvzsxrLz3U4r92h+m27Nuxfonf3dLNdAgByHyrqb2+4Wn/BdvnUwdL9sTfV//m7ov7UBVNuql//vxNnivoDsj4Iz92yrDD+swsHdlXlHWosL/Kq/9LRvUkRL968/gMAgNxVgcftFvU3lBXeVH/6N7a4T09sfu/Qqpmpf5tiCn1G1C8HgG+C/8PpKGWLBADkriX11/LYPABA7gAAgNwBAJA7cgcAQO7IHQAAuSN3AIBhJXebzeYtL1q0aCUAAPxY5s+fP1TkDgAA9xPkDgCA3AEAALkPiPJspsEjPj4+W80QP00gfuK/Pb7/xRxGI3ffb+YQP/HTBcQ/POPXoNzv5JhG/MRPFxC/tuPnmjsAgAZB7gAAyH2oUlhYOHLkyJ/+9KcBAQHeyp/85Cc04b6RnZ390EMPjRo1ymw2P/zwwyNGjPjFL36hovyrPf5+qGvj10YTvAHX1NQ89thjD3wT0ojcH3nkkZSUFCmUlZV5E6qujUPtTXj00Ufl+HT06FHZpuVVaux2+5NPPkn892lP7uMn/w+lLGMFNY00Vd4E794q21Jra6sUGhoafv7znyP3u90sfN+OHj1adXJXexO88f/sZz9T4+BL7fHn5uZK5NHR0eoduau9Cd6AffflB9gKjchdDpWnT5/2vu3s7Hz88cfVtXGovQlyHpqVlSWF7u5vHwIupyDSKOK/n4gZ5RTQarWq97KMepsgTn/qqafkhE9elZry8nJpC3K/K2RT6LcfZmdn+w7BaMJgU1NTM2rUKN+akSNHysZN/PeZ9vb2iRMnquuCjDaa0NzcXFhYOG7cOO+OLJuQuB65AwAAcv93+LYM8RM/uwDxa1DufFuG+ImfXYD4NSh3vi1D/MTPLkD8GpQ735YhfuJnFyB+Dcqdb8sQP/GzCxC/BuUOAAAalPu+fft++ctfPvLII8oPl+Vo+cQTTzzAb5gOwyYQP/HTBUMqfo3I/bHHHjOZTJ2dncpbKSQnJz/A34YNwyYQP/HTBUMqfm1+W0ZB1V8VUF0TiJ/46YIhFb9G5D5y5EiLxeK9K4gcM5Ubt9IE4id+mjA849eI3EtKSp588knl52FyqJTCr371q9LSUppA/MRPE4Zn/HxbBgBAg3BvGZpA/MRPEzQYP/eWoQnET/w0QYPxc28ZmkD8xE8TNBg/95ahCcRP/DRBg/FzbxmaQPzETxM0GL92rrk/9dRT+fn5zc3NNIH4iZ8mEL9G5O59euEjfahxE1F7E4if+OmCIRW/Br/nfutjamkC8RM/TRhu8fMjJgAADaIRuWdlZSl3Xzt37pwcKkeMGPH444+3traqqAlq/wWH2ruA/NMFGusCjcj94YcfPnHixI2+/2mUl5ff6PsdwWOPPaaiJqj9Fxxq7wLyTxdorAs0Inc52vcr9Cur4BxK5b/gUHsXkH+6QGNdoBG5T548OT4+/tq1a0ajMTY29kbfU1EmTJigoiao/Rccau8C8k8XaKwLtPMP1eXLl8sZkPdmm1OnTlVX/Br4EYqqu4D80wUa6wK+LQMAoEF4QDbQBeQfNNgFPCAb6ALyDxrsAh6QPVSQaKUVP/l31PttE9V1AfmnCzTWBTwgewgh23FtbS1dQP7ZBegC5P4t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true La Política de Inversión de la IIC ha sido cambiada el 17 de Junio de 2022 2 CINVEST MULTIG/CREAND WORLD R EUR 0.00 0.00 0 0 0.00 0.00 false 6,00 Euros 0 0 0 0 0.0000 0.0000 0.0000 0.0000 0.00 0.00 0.00 0.00 01 0.00 0.00 01 01 BENCHMARK GLOBAL EQUITIES, FI false GraficaVL.png png 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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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 false false false true false false false true true false d.) CINVEST MULTIGESTIÓN CREAND WORLD EQUITY con ISIN ES0107696033, supera el día 08 de abril de 2025 el límite de obligaciones frente a terceros del 5% frente al emisor INVERSIS. La situación queda subsanada el 10 de abril. 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 CINVEST MULTIGESTION, FI (inscrito en el correspondiente registro de la CNMV con el número 737) y del compartimento CINVEST MULTIGESTION / GLOBAL EQUITIES (que pasa a denominarse CINVEST MULTIGESTION / CREAND WORLD EQUITIES), al objeto de modificar su política de inversión, elevar la inversión mínima inicial, y denominar CLASE I a las participaciones ya registradas del compartimento. Asimismo, inscribir las siguientes participaciones: CLASE R i.) La CNMV ha resuelto: Autorizar, a solicitud de GESALCALA, S.A., S.G.I.I.C., como entidad Gestora, y de BANCO INVERSIS, S.A., como entidad Depositaria, la fusión por absorción de CREAND ACCIONES, FI (inscrito en el correspondiente registro de la CNMV con el número 252), por el compartimento CINVEST MULTIGESTION / GLOBAL EQUITIES del fondo CINVEST MULTIGESTION FI (inscrito en el correspondiente registro de la CNMV con el número 737). false false false true false false false true d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 1.265.613,20 euros, suponiendo un 17,03% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 1.269,26 euros. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 1.422.277,97 euros, suponiendo un 19,14% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 1.104,06 euros. Anexo: h.)Las operaciones de Repo de este fondo son realizadas por Banco Alcala, c onforme a los procedimientos recogidos en el Reglamento Interno de Conducta de la Gestora. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. La renta fija ha tenido un desempeño positivo en el primer semestre, especialmente en los tramos de deuda pública y corporativa de grado de inversión. El principal motor ha sido el giro en la política monetaria por parte de los bancos centrales. La Reserva Federal de Estados Unidos (Fed) mantuvo los tipos sin cambios en el primer semestre, después de haber iniciado una fase de recortes en 2024. Esta decisión fue impulsada por una desaceleración paulatina de la inflación y una moderación del crecimiento económico que ha suavizado las presiones inflacionistas, por lo que el mercado entiende que a pesar de la pausa, continuará con el ciclo de bajadas de tipos de interés. En paralelo, el Banco Central Europeo (BCE) también comenzó a relajar su política monetaria, incluso de forma más agresiva. Esta tendencia ha favorecido especialmente a los bonos de mayor duración, que se han beneficiado del descenso de las rentabilidades exigidas por el mercado. A medida que los tipos de interés han bajado, los precios de los bonos existentes han subido, lo que ha impulsado la rentabilidad total de muchos índices de renta fija. Además, las expectativas de que los tipos sigan bajando lo que ha contribuido a sostener el apetito por este tipo de activos. Por otra parte, la deuda corporativa también ha mostrado un comportamiento positivo. Los diferenciales de crédito se han mantenido estables o incluso han disminuido ligeramente, aunque a mitad de semestre sí que hubo una ampliación de spreads por las políticas arancelarias de la administración Trump. Las tasas de impago se mantienen contenidas, y muchas compañías han logrado refinanciar deuda a tipos aún razonables. El segmento de grado de inversión ha sido el más favorecido, mientras que el high yield ha mostrado una evolución más dispar, condicionada por la calidad crediticia de los emisores. La renta fija soberana de países desarrollados ha experimentado flujos positivos, en parte también por un resurgimiento de la demanda de activos refugio en un entorno de cierta inestabilidad geopolítica. La renta variable ha tenido un desempeño más desigual, con una clara divergencia regional y sectorial. Los mercados europeos han liderado las subidas, impulsados por el sólido comportamiento de los bancos y las compañías de defensa. Sin embargo, en Estados Unidos, el comportamiento ha sido más modesto. El S&P 500 ha subido, aunque de forma más contenida. La economía norteamericana muestra síntomas de debilidad, sobre todo por la incertidumbre creada en todos los agentes económicos después de los aranceles impuestos el 2 de abril. b) Decisiones generales de inversión adoptadas. A lo largo del primer semestre de 2024 el fondo ha continuado con su estrategia de inversión en compañías que ofrecen un dividendo sostenible y creciente en el tiempo. Todas las compañías elegidas como nuevas inversiones cumplen con la premisa seguida en el fondo hacia compañías de calidad con gran capacidad de generación de caja. Con tal de cumplir con los objetivos de volatilidad del fondo y de gestión del riesgo, hemos continuado focalizándonos en compañías que ofrecen una visibilidad muy alta sobre sus flujos de caja futuros y que no ponen en entredicho el dividendo que ofrecen, evitando así las compañías con mayor nivel de deuda. La filosofía de inversión del fondo se basa en la inversión en compañías que ofrecen un dividendo estable y creciente en el tiempo, al mismo tiempo que trata de encontrar compañías de calidad a precios atractivos pertenecientes a cualquier sector ya que nuestro estilo de inversión se basa en buscar y seleccionar compañías mediante un enfoque bottom-up. 0 c) Índice de referencia. La rentabilidad del fondo es de 0,02%, por encima de la rentabilidad de su índice de referencia, que es de -3,69%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 84,92% hasta 11.531.584,86 euros frente a 6.236.104,81 euros del periodo anterior. El número de partícipes aumentó en el periodo en 156 pasando de 82 a 238 partícipes. #N/D e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 0,02% es menor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el primer semestre el fondo siguió manteniendo ese sesgo defensivo que le caracteriza. La incertidumbre ha seguido presente durante este primer semestre, por lo que hemos seguido evitando aquellas compañías con deuda y apostando por compañías de gran calidad en sus retornos que permiten afrontar de manera muy sólida entornos económicos difíciles. En este sentido, durante estos seis primeros meses del año hemos ido subiendo el peso en compañías donde ya teníamos posición pero que se han ido quedando a múltiplos algo más razonables. También hemos incrementado peso en muchas compañías después de las caídas provocadas por la imposición de aranceles. Por último, hemos iniciado posición en nuevas compañías entre las que destacan Oracle, Ameriprise Financial y Canadian Pacific Kansas City, una de las compañías de mayor calidad dentro de nuestro universo, donde iniciamos posición con un peso pequeño debido a su valoración. En cuanto a las ventas, destacar que la mayoría han sido para recoger beneficios puesto que son acciones que lo han hecho bien y nos permiten vender para financiar las compras que se han explicado anteriormente, aunque seguimos manteniendo posición en todas ella. Por otro lado, se decidió vender la posición completa de ciertas compañías como Deutsche Telekom o VAT Group, entre otras. Con estas ventas se busca concentrar la cartera en aquellas acciones que realmente son de alta calidad. Al igual que el semestre anterior, el sector que más ha contribuido durante este primer semestre del año ha sido tecnología, ya que ha continuado con el viento a favor sobre el boom de inteligencia artificial que se ha mantenido en el 2024 y 2025. Tecnología ha aportado cerca de un 3% de rentabilidad, seguido por el sector financiero, que aportado al fondo algo casi un 0,50% de rentabilidad durante este primer semestre del año. Por el lado negativo, este semestre hay que mencionar el mal comportamiento de consumo estable, que ha representado cerca del 6% del fondo, y ha detraído un 2% de rentabilidad. La compañía que más ha contribuido al fondo durante el primer semestre del año ha sido Oracle aportando cerca de un +1% de rentabilidad. En segundo lugar esta KLA, seguido de Bawag y Nvidia. Por el lado negativo, la compañía que más ha lastrado la rentabilidad del fondo ha sido Constellation Brands que ha detraído cerca de un 1,80% de rentabilidad. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. La IIC mantiene en cartera un repo diario, con el objetivo de gestionar la tesorería, por un importe de 668.993,66 euros, un 5,80% sobre el patrimonio a fin de periodo. d) Otra información sobre inversiones. Este fondo no tiene ningún activo en litigio ni afectado al artículo 48.1.j. del RIIC. A la fecha de referencia (31/12/2024) el fondo mantiene una cartera de activos de renta fija con una vida media de 3,3809 años y con una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 0%. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. #N/D 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 2024 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 758,76 euros mientras que el coste presupuestado para el siguiente ejercicio es de 1.877,40 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Las expectativas que había a principios de año sobre recortes de tipos en Estados Unidos no se han materializado y el mercado ha ido reduciendo las expectativas de recortes de tipos de los bancos centrales. El BCE sí que pudo bajar tipos, y puede que prácticamente haya concluido su ciclo de bajadas. Los mercados siguen aferrándose a la idea de que habrá un recorte de tipos agresivo, más pronto que tarde, a medida que la inflación se normaliza. No podemos olvidarnos que el 2025 es un año de tensiones comerciales, por lo que otro punto importante de cara al segundo semestre del año van a ser los acuerdos a los que se llegue con los distintos países. Empezamos 2025 con unos niveles exigentes tanto en los mercados de crédito como en los mercados de acciones y esos niveles han seguido aumentando a lo largo de este semestre. Aunque la volatilidad haya aumentado mucho en el primer semestre, es de esperar que esta volatilidad vaya reduciéndose a lo largo del año, aunque todavía se mantenga. Así pues, el entorno para el segundo semestre del año sigue siendo complejo, con el punto de inflexión en los tipos de interés como un aspecto clave en el año. Es de esperar que la volatilidad continúe 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 segundo semestre del 2025. Informarles que el Informe de Auditoría correspondiente al ejercicio 2018 ha sido aprobado sin salvedades. No aplicable CINVEST MULTIGESTION/GARP 2019-07-30 2 08 15 7 en una escala del 1 al 7 Se podrá invertir entre el 0%-100% de la exposición total en renta variable o renta fija (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos). La inversión en renta variable será en compañias dde cualquier capitalización bursátil con perspectivas de revalorización a medio y largo plazo. Se invertirá tanto en renta variable como renta fija en emisores/mercados de la zona Euro, Estados Unidos, Japón, Suiza, Gran Bretaña y demás países de la OCDE y hasta un 25% de la exposición total en emisores/mercados de países emergentes. No existe objetivo predeterminado, ni límites máximos en lo que se refiere a la distribución de activos por tipo de emisor (público o privado), ni por rating, ni duración, ni sector económico. Se podrá tener el 100% de la ni sector económico. Se podrá tener el 100% de la exposición total en renta fija de baja calidad crediticia. El riesgo divisa será de 0-100% de la exposición total. 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 0.33 0.28 0.33 0.61 0.00 0.22 0.00 -0.18 EUR 1346785.98 1349198.47 74 75 0.00 0.00 false 10,00 Euros 7234417 7378821 8881593 14225384 5.3716 5.4690 6.2404 9.4246 1.12 1.12 1.12 1.12 01 0.01 0.01 -1.78 -3.32 1.59 0.08 -6.21 -12.36 -33.79 95.70 -54.90 -11.71 -11.71 -11.99 2025-04-04 2025-04-04 2023-08-28 5.72 5.72 5.21 2025-04-10 2025-04-10 2022-10-17 01 26.30 32.70 17.81 18.27 21.21 19.90 24.33 30.99 59.92 19.24 23.00 14.53 13.29 13.88 12.99 13.78 19.38 34.03 0.19 0.16 0.23 0.21 0.22 0.20 0.29 0.30 0.22 19.47 19.47 20.50 27.01 26.92 27.01 27.29 28.72 39.06 1.15 0.58 0.57 -2.34 0.59 0.20 0.10 0.09 2.27 false GraficaVL.png png 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 Distribucion2.png png 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hwBAlYF1u36pmYnNxKkK+neqjJkvLROzQ6oyeXl5fAgAVBlYN+6Jbfr8R9Aaqox5s2tbpHblL+djA1QZWLc/HTvBxGbiJGxypspYyFXyOB8boMrA6h1R5TGxmfrmzHZ20nIZNoW5Eu4XoK0yXV1dfA7A2DQazaWLTRXlx46VlDZ8+RfxR6oMYDCHcj5hYjN9KoPfp8qYMVt8/LRV5rvvvuNzAEY1Ojqq+jjb085Revu5r7TPzch8/vy53msSEhJiY2Olax2Jd2Z8fPylS5d0X5OdnS3+9+XLl0lJSeJvb926JT3f0dGhUqlOnTolHot/0t/fr/cDhISEDAwMSI/FC8QfIyMjT58+Pecz9+/fr6yslJ4PDAyMjo4+cuSI+OM333xTVlYm/ZOSkhLxY4hnxAtCXikoKJiamhL/F8Tj8PDwnp4eqgxMJz1+LxOb6ZMf5ESVMWOCPTdpq0x7ezufAzCq4sIjGz9YpXedxsKC/9B9jVKplKqJj49PdXX1uXPnpEIj/a1oCaJSvPPOO+JxXV1dfX29eMbe3l7626ysrMnJSdFFpK+j991bWlpEQxJdR6opomdIz4vXi9o0+xnRYERPEhVf1JSZmRnx/NGjR0WbEd/0t7/9rXi9eCYiImJiYqL+Fe03Eo+lOvXjjz+Kn5YqA9PZt+MjJjbTZ7fCmSpjxgS4umurDFfJg1GJkpGwc46P2d3RO8bHx7UvE31C2nHi4eERGhp67Ngx8Yz2zSmKS39/v5+fn3j8+PFjUU1KSkoKCgq0u1XKysoSEhJqampmX8BafJ3R0dENGzZIRefq1at6FUrvGanKJCUlffXVV9IzotCsXbtWairigfhhtFUmNTX10ivi+4ofzNHRsbKysqOjgwNMMKldIWFMbGa4o6GzI1XGjPFb56qtMk1NTXwOwHi6u7u3BQTOfhOGKrzFX2lfdv/+fdE2REf5wx/+4O/vf/HiRVEg1q1bp/ulpCojuoJ434oXSH+UdHZ2ajQa0Uvq6uoOHz6sPWwqSsx7770nOoePj4/4J+LrawuKZPYzUpWJiYn5+uuvtU9KX+TcuXPibzMyMrRVRvQnad/M3bt3xcvEk2q1WpQnUXGoMjCdMIU3E5tZcnLz/2YjmCsKBydtlWlsbORzAEbdK5P4UezsN+GemJ26e2VE+RA9QNQXUVCSkpKkHRvaQzy6VWbLli3SPxQPdC8lcOLEiSdPnkgHkqSDTb+8WtQinhH94/z58x4eHqLNaPfliAfi+dnPSFXm8uXL0pf65dUqGfEjSVVGOrr0+9//fvYBJlFxHj9+LD3WHvyiyoAqI+ccDbZnI1hCldH9LAaMofRI0ey1MiVHinRfc//+/YCAgJ07d54+ffrp06eitaS+cvfu3WPHjulWmTt37vj4+IjeIOqF9p+LTiOekfqE+Araf+Lo6KgtQ15eXuIri28RHh4u6oh2OYveM1KV+eXVKmNp2W9ISMjo6Ki2yojHv/nNb6QqIyqLtOxXlKeenp5169aJBwqF4syZM1QZUGXkH6XPWjaCJVSZmpoaPgdgVOPj44UFBQp7J+0ZTIcO5A8PD+u9bOYV3XYi/ndgYEB7qpEuvUs7Dr8ifZE3npSn943mfEb7/NteQ1K8Xu9LUWVAlZFtgpzYK2MRVaa6uprPARibRqO58de/nigrP1ZSernp0uKvKzNnw7AuVBlQZQgxbpUpLi7mcwCgyoAqQwhVBgBVBlQZQqgyAFUGoMoQ8obbYK1xocoAVBnIRExgCBMbsbX4r3ejygBUGcgENy4gNn7jAqoMTECj0dy+cV39aennJ4q+vnqJO2MDhsTtJIkNJtDNkyoDkxkfH68pyqsNfe+07zsiNQH/VlP0x9FZ15WhygBLdCjnEyY2YmsJ9fLVVpny8nI+B2BU9ccO1fq9K/UYKeKPn5cfWqD6JCQk7NmzR3sfgJcvXyYlJcXHx9+6dWt0dHTPK5cvX5b+tqOjQ6VSSXelvnTpUn9/v/ZLff3113fu3JEe379/v7KyUjw4d+6cdH3esrKyX17dl0CQXlNSUiK+l/RK8WRgYKB4ZXh4uHSXSu0zQkFBwdWrV6XH4knt9YWpMjCDI6o8JjZia9ni46etMtIEABjJ5ORk9f5I3R4j5eS+rbr3YHqt+tTXi/6h0Wi0N4ysq6sTT05NTdnb22dnZ4uqIZ6UbnYtZGVlie8i3XdJqVTqfqnTp09Ldxv45X/uSCDKUEREhHTlPekSkbq3UpLuEym9Uvu8KE+Ojo6zb7okEV/Kw8Nj9h25qTIwnerSciY2YmuJDArhxgUwje7u7k93esyuMlVRLrp3xtbz/Pnzw4cPHzlyRPrj48ePY2NjS0pKtLd+FMVCW2VE8ygrK0tISBBvZr1KMbvK7Ny5U/sa0Y18fHzeWGWkvTXnz58Xf0xNTZVuOan9IuIHO3v2LAeYYE7q2s+Y2IitZUd4hLbK6N73DjDGXpmTym2zq0x18pb59spIVebixYsKhUL6Y2VlpXivimek/TTDw8Oigui2ls7OTo1Go1Qq6+rqRAfS3oZpdpURZeXHH3/U/kPxLRZTZaqrq6UqIwqT9Pzdu3fF86I8ZWdnL7wFqDIwuuuXmpnYiK0lLjpGW2UaGhr4HIBR1ZcVzF4r8+fivPlef+rUqdHRUfEgICBAupvjli3/7D3iQX9/v4eHx9OnT/X+1YkTJ548eaJSqcRj6WDTnFVGdJ2jR49KB63UanVqaurly5fz8/Ol14ivLCrR7Crj5uYmCpDeASbRZsRP+Mb/+1QZGN3dtltMbMTWkhi/W1tlGhsb+RyAUf00OvrpgfQ/bf6d9gym6j8qh4cG5/1YvntXoVAolcp9+/aJx8eOHbtz546Pj09GRkZSUlJ0dLSjo6O03lb7T0TjEX8rHoj/FfVFuwhXPNa+uLKyUhQU8aT4sqISbdiw4d133xVFZ2Zmxs/PLzw8XHyLvLw8bekRrcXe3l78Q/HDSMdhtc9Iq4Z/97vfib+S/lhSUkKVgdl8/7dHTGzE1pKmVGqrzPXr1/kcgLFpNJrWS+fUlcWfnyj6quHz//7554VfL+qFtD9mYGBA1BFtX5nv9cOvSP9Qe3Rp4a8vrfy9deuW9osb6S7cVBkY/z8XxsaY2Iit5eOsLG2VaWtr43MAFstI9cKUqDIwhQAXV+Y2YjvxtHPM1fHw4UM+BACqDKxbhLc/0xuxnXg7r9OtMl1dXXwIAFQZWLesvUlMb8R2EqLw1q0yIyMjfAgAVBlYt8qjJUxvxDavjyfY1I39AKoM5Km5oZHpjdjm9fEKCwv5BACoMrB6nI9NbCp7Y+O0Veb48eN8AgBUGVg9zscmNntRGbVazScAQJWBHARtcGeGI7YQtw9X5+TkcH08gCoDudn/UTyTHLGF+Lps0F3zy/XxAKoMZKK6tJxJjtjg6UsdHR0Mf4AqAzngppLERhK/YycXlQGoMpChgb5+JjliC9mfvE/bY/Lz82VwgxuAKgP8U5RfIPMckXfcV9rrrvmtqqpi4ANUGciHSpnGVEfknSB3he7RJU5fAqgykJXG+i+Y6ojtXOdXePToEQMfoMpAPro7f2CqI/KOMilZt8oMDg4y8AGqDGQlwMWV2Y7INR6rHHR7TEFBAWt+AaoM5OZAWiYTHpFrQjf56FaZuro6hjxAlYHctFy5yoRH5Jpd2yK5zi9AlYHMDfT1u62wY84jskxqSopulXn27BlDHqDKQIbiwiKY84j84rXGRbfHHDp0iMEOUGUgT5VHS5j2iPyy1T9Qt8r85S9/YbADVBnIU8fj75n2iPySEBevW2Xa29sZ7ABVBrIV4e3PzEfkFE87R937FQhDQ0OMdIAqA9kqKzjM5EfklIiAIN0eU15ezjAHqDKQs9avrjP5ETllX0KibpVpbm5mmANUGcjZ9PQ0l/0lsskmx7V6R5c6OzsZ5gBVBjJ3RJXHFEjkkejQMN0eU1hYyP0KAKoM5O9u2y2mQCKPpCmVulXmypUrDHCAKgP5m56eDlN4MwsSa4/P2vW5r+vt7WWAA1QZ2AR17WdMhERm910qLS3l6BJAlYGteD4wyP2YiFXH9f2VmRkZulXmxo0bDG2AKgMbkpOcwnRIrDchCm+9o0sjIyOMa4AqAxvC4l8ip8vJVFRUMKgBqgxsDjcxINa74FfvcjLcdwmgysAWNdZ/waRIrDFx0TG6PUalUk1OTjKiAaoMbM7EixdeDs7Mi8Tq7h+ZnZ2tW2XUajXDGaDKwEYdP1zE1EisK9u3hHM5GYAqA/zTyPAwZ2UTK4rbh6uzMjP1FvxyORmAKgObdjAzmwmSWEsiAoL0dsk8fPiQUQxQZWDT+np62DFDrOWyeHo3XSosLJyammIUA1QZ2DqVMo1pklh+wnz99XbJtLa2Mn4Bqgzwy0BfPztmiIVn4wer0lPTdHtMfn7+y5cvGb8AVQb4VfGBg0yWxLp2yVy5coWRC1BlAHbMEOs4cSl9f6reZfG46RJAlQFeU1tRxZRJLDNb/QP1dslcuHCBMQtQZYDXaDSaABdXZk1i+btk8vLyxsfHGbMAVQZgxwyxgsSEbWWXDECVARa7YyZM4c3cSSwnXmtc9O64lJ+fPzY2xmgFqDLA3L5p+Zrpk1hOEuN36+2SaW5uZpwCVBlgIft2fMQMSiwhIQpvvR7DLhmAKgO82fOBQS8HZ+ZRYmmrfYWbN28yQgGqDPBm6trPmEqJpa32LS8v545LAFUGWJTp6ekov0BmU2Ku+K1z1VvtK3R1dTE2AaoMsFjf/+2R5yoH5lRiljtg70/ep9dj1Go1oxKgygBvp7q0nGmVmD7bAoNZ7QtQZQAD0Gg0cWERzKzElPFZu372oSVW+wJUGWCJerq7OcxETJaNH6zal5Co12Oqq6tZ7QtQZYCla6z/gimWmCa7tkXq9RiVSjU4OMgwBKgywLLsiYhiliUmuCBeTk6OXpW5du0aAxCgygDL9dPYGDfNJkaNwsEpKzNTr8dUVFRwaAmgygCGcbft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Distribucion3.png png 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 Distribucion4.png png 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 NASDAQ 100 Venta Futuro|NASDAQ 100|20| 5365145 01 5365145 5365145 false false false false false false false false false false No aplicable. true false false true false true false false a.) Existe un Partícipe significativo con un volumen de inversión de 1.487.890,89 euros que supone el 20,57% sobre el patrimonio de la IIC. d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 1.543.108,66 euros, suponiendo un 20,70% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 2.313,73 euros. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 1.198.800,79 euros, suponiendo un 16,08% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 803,32 euros. 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 68.225,00 euros, suponiendo un 0,92% sobre el patrimonio medio de la IIC en el período de referencia. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. En términos generales, las empresas presentan balances sólidos con mejores niveles de apalancamiento, favoreciendo así el estrechamiento de los diferenciales de crédito. Tanto la caída de los tipos en el mercado monetario como la expectativa de futuras reducciones de tipos por parte del Banco Central Europeo deberían seguir beneficiando a la deuda corporativa a medida que los inversores busquen invertir su capital. El buen rendimiento en Europa continúa ofreciendo resultados significativos y atractivos (superiores al 6%), así como altos índices de equilibrio y una duración relativamente corta (inferior a tres años). Los indicadores técnicos han sido favorables para el mercado y es probable que sigan siéndolo. En el caso de que se produzca un aumento notable en los rendimientos de la deuda pública, la rentabilidad debería mantenerse más estable en comparación con otras categorías de activos de renta fija. A pesar de que los diferenciales de crédito están alineados con su media a largo plazo, los inversores continúan buscando oportunidades de rendimiento, lo que ha resultado en un sólido flujo de entradas en esta clase de activos, proporcionando nuevas oportunidades de inversión a través de nuevos emisores. Cualquier iniciativa de venta en el mercado ha sido rápidamente frenada por la alta demanda, como se observó en los últimos días de abril tras los anuncios de aranceles del presidente Trump. El mayor diferencial de tipos entre Europa y Estados Unidos estimula el interés en el mercado europeo. Se ha encarecido la cobertura en euros para activos en dólar, lo que se traduce en un interés de los inversores por Europa. Es cierto que la incertidumbre en Estados Unidos, generada por la administración actual, aumenta la posibilidad de que los inversores extranjeros se orienten más hacia Europa en busca de nuevas oportunidades de inversión. A largo plazo, el nivel del tipo de cambio euro/dólar estadounidense podría afectar la competitividad si el euro se vuelve excesivamente fuerte. La incertidumbre provocada por los anuncios de Trump sobre los aranceles, así como las tensiones provocadas por sus declaraciones, crean un ambiente de preocupación. Las empresas están teniendo dificultades para prever el impacto potencial que esta situación tendrá en sus operaciones. Por lo tanto, en sectores como la automoción y los productos químicos, el mercado ha experimentado alta volatilidad en los últimos meses. La preocupación radica en cómo el crecimiento, los ingresos brutos y los márgenes podrían verse afectados. La experiencia adquirida sobre cómo ha reaccionado el mercado hasta ahora en 2025 permite deducir que el soporte de una liquidez excesiva y parcialmente artificial ha normalizado la aceptación de los riesgos atípicos que cíclicamente afloran (geoestrategia, política, inflación de oferta, etc.) y consigue que las caídas de las bolsas no se materialicen en la medida en que el sentido común dicta deberían materializarse. b) Decisiones generales de inversión adoptadas. La filosofía de gestión de Cinvest Multigestión / Garp se basa en la selección de compañías infravaloradas. El análisis utilizado para la selección de las empresas consiste en estudiar en profundidad sus activos, productos o servicios, la oferta de los competidores y los fines y medios de los directivos que las gestionan. La visión macroeconómica no es tan importante es este análisis, fundamentalmente porque las predicciones sostenidas en el tiempo son difíciles de conseguir. El objetivo de gestión es generar rentabilidades positivas de manera consistente en el largo plazo, de acuerdo con la estrategia de inversión valor. Se seleccionan activos infravalorados por el mercado, con alto potencial de revalorización. Los resultados de nuestras inversiones dependerán del éxito de las compañías en las que se invierte y no tanto por la evolución del precio de sus acciones. Éstas pueden presentar una gran volatilidad. Nuestro objetivo no es predecir cuándo el precio de una acción tocará fondo para comprar sino creer en el valor de la empresa real al margen del precio de la acción. A pesar de su buen comportamiento, la brecha entre el precio de esas compañías en bolsa y nuestra valoración, sigue siendo muy amplia, de ahí que sigan formando parte de nuestros fondos. A medida que la cotización de las empresas se acerca a su valor estimado, vendemos la posición, sustituyéndola por nuevas empresas o compañías que ya tenemos en cartera y han tenido un peor comportamiento. Una estrategia utilizada es invertir en una compañía cíclica, donde el precio por acción cae. En este caso, podemos seguir comprando a precios más bajos dado que esperaremos a que el mercado reconozca su valor. Previamente, se habrá realizado un análisis pormenorizado de sus fundamentales de deuda, caja, ingresos, en resumen, su información financiera. Los precios deberían consolidarse y continuar, con sus razonables correcciones. Históricamente cuando los valores que cotizan a múltiplos bajos comienzan a evolucionar positivamente, lo hacen durante un largo período de tiempo. Mantenemos una cartera concentrada y con poca o casi nula rotación únicamente por valoración de porcentajes, estamos convencidos del valor de nuestras compañías y los beneficios que están generando, aunque en el precio de la acción no se vea reflejado. No es más que el principio de lo que creemos será la gran rotación de unos flujos de capitales que girarán hacia las compañías con balances fuertes, negocios tradicionales y grandes barreras de entrada, en especial hacia las compañías mineras de Oro y energías. c) Índice de referencia. La rentabilidad de la IIC es de -1,78%, por debajo de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,21%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo disminuyó en un 1,96% hasta 7.234.416,78 euros frente a 7.378.821,01 euros del periodo anterior. El número de partícipes disminuyó en el periodo en 1 pasando de 75 a 74 partícipes. La rentabilidad obtenida por el fondo en el periodo es de -1,78% frente a una rentabilidad de -6,14% del periodo anterior. Los gastos soportados por el fondo han sido del 1,15% sobre el patrimonio durante el periodo frente al 1,18% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de -1,78% es menor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La volatilidad protagonista del semestre se ha trasladado en un periodo activo y positivo en la cartera con importantes movimientos de venta y compra de activos. El lado de la venta lo protagoniza la multinacional de telecomunicaciones Currys. Un buen comportamiento del negocio, ha hecho que la acción haya subido en el último año casi un 90%. Ha realizado una actualización de resultados para el ejercicio fiscal en curso. El comunicado muestra un sólido final de año desde el máximo alcanzado con una aceleración en la cifra de ventas. Aprovechamos la excepcional subida de la empresa de servicios médicos Reshape Lifesciences para recoger beneficios y volver a comprar a buen precio aprovechando la volatilidad. Buenos resultados, informes de crecimiento y fusiones estratégicas han sido su catalizador. Otra compra destacada ha sido Tullow Oil, dedicada a la exploración de petróleo y gas natural. Mantenemos exposición fuera de Europa y zona Euro y diversificamos comprando empresas españolas como Acerinox y Grifols principalmente. La calidad de la cartera está muy por encima de los precios a los que cotiza, creemos infravalorados. Deberían beneficiarse de la recuperación general de las compañías Valor. Confiamos en los activos de la cartera y su evolución. 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 78,51%. 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 la IIC, medido por la volatilidad del valor liquidativo, es de 26,3%, frente a una volatilidad de 0,19% de la letra del tesoro español con vencimiento un año. 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 2024 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 849,74 euros mientras que el coste presupuestado para el siguiente ejercicio es de 2.728,70 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Seguimos pensando que el fondo cuenta con un potencial alcista importante. Los buenos resultados a largo plazo los obtendremos de la diferencia entre el valor estimado de cada uno de los activos subyacentes, en base a nuestros modelos internos de valoración, y los precios a los que cotiza cada uno de ellos actualmente en los mercados bursátiles. Estamos encontrando oportunidades en la volatilidad que ha protagonizado los mercados en el primer semestre de 2025, impulsada por la incertidumbre económica y geopolítica, en particular en torno a las políticas arancelarias de EE.UU. En los últimos meses hemos hecho varios cambios. Si el precio se va a niveles cercanos a lo esperado vendemos. Tras las caídas marcadas por la volatilidad subimos el peso en el activo. Hemos aprovechado para incorporar activos específicos, especialmente aquellos que exhiben un bajo apalancamiento y una sólida capacidad para enfrentar los posibles desafíos de esta situación. Creemos en que las transformaciones tecnológicas, las políticas monetarias globales y las dinámicas cambiantes en sectores como las criptomonedas o la inteligencia artificial, ofrecerán un entorno financiero lleno de oportunidades. Dado que el Banco Central Europeo podría seguir implementando reducciones de tipos, y con la inflación bajo control y los diferenciales ajustados, consideramos que las rentabilidades serán altas a corto plazo, con permiso de la actual administración de Estados Unidos, que produzca una amplia espiral de ventas en los mercados de riesgo. Todo apunta a que los aranceles seguirán siendo un tema central: se han ampliado los plazos y las negociaciones continúan. La OPEP se mantiene sin grandes cambios en sus pronósticos sobre el crecimiento interanual del consumo de petróleo en 2025 y 2026, respectivamente, resaltando una vez más su visión de una demanda sólida de combustibles pese a la gran volatilidad de los precios. Si los datos macroeconómicos acompañan, será un buen momento para estar atento a las oportunidades que puedan surgir principalmente en los sectores en los que estamos más expuestos, energético y oro. 0 No aplicable No aplicable CINVEST MULTIGESTION/ORICALCO 2019-11-15 3 08 15 7 en una esacala de 1 a 7 Se invertirá un 0-100% de la exposición total en renta variable y/o en renta fija pública/privada (incluyendo depósitos e instrumentos del mercado monetariocotizados o no, que sean líquidos). La exposición a riesgo divisa será del 0-100% de la exposición total. No hay predeterminación por tipo de emisor (público/privado), rating emisión/emisor (pudiendo estar toda la cartera de renta fija en baja calidad crediticia, incluso sin rating), duración media de la cartera de renta fija, capitalización bursátil, divisas, sectores económicos o emisores/mercados (podrán ser OCDE o emergentes, sin limitación). No existe índice de referencia en la gestión ya que el compartimento se gestiona de manera activa y flexible, estando basada la toma de decisiones de inversión en el análisis técnico (estudia los movimientos de las cotizaciones a través de gráficos e indicadores técnicos) y el stock picking (selección de valores). Se podrá invertir hasta un 10% del patrimonio en IIC financieras (activo apto), armonizadas o no, pertenecientes o no al grupo de la gestora. 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Distribucion2.png png 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Distribucion4.png png 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/Tv5PTM+Hu1nAORuADLT0jICA2H2icvdbBu5j+r3PYmJ8DuA3PVKQU5OTHT0v15+GRqauNzNuZH7yH5PCQkp2LsXxQ1A7nri4MGDZHa0Z9eW3M28kfvIXUjKhcKDn36KQgcgd51TX18vEYluzJwJ9WhL7mjkPmr/BKdOnULRA5C7Dvnmm2+kLGsO3Y7rU+7CCPlpFxfsohGG+JAxTHNzMwoggNx1Qnt7u4JheD9akP7lLo9kcL4cOU795S+xAsH9+/dRDAHkrmV6enriJJIib2/0z659uQuFN+3ssItGjvL16xMlEjzcBCB3LZORnJwYFtY1fToso125c43cf7KwwC4aOZSTJ6cHBWWlpaEwAshda1RUVMhY9kdLSyhG63J/1e87mo7rIQ0bR9JVTnV1NYokgNy1wLfffisVib7+7/+GXHQh94VBZ+MjIrF/NIwbM2dSntHa2oqCCSD3CdHd3a0YGAoVWtGR3N3DDuX4+WH/aB4n33knnmHoyISeAOQ+fjLT09ODglBpoDu5+0QVHFy3DvtnTINrZwUE7ElKgp4A5D5OTpw4IWVZPImqU7lHRsV9uXgx9s84Kt/r6upgKAC5j5n79+/LWPbyH/4AlehU7rIoPBQ2nmicN0/OMGj5DiD3MZMcH5+7bRtdAsMjOpU7GrmPO/Z9/HFaXBwkBSD3MXD8+HGFQPDPV16BQXQqdzRyn+CwTXGRkceOHYOnAOSuET///DNd8NJlL/Sha7mjkbsWup1h2YcPH0JVAHIfnZy0NFTI6EfuaOQ+8TiwYcOe5GSoCkDuo9D/yBLLoqJAP3JHI3et7Fi5UNjQ0ABbAcj9sfT19cWz7Ml33oEy9CN3NHLXSpx2cVEwDPoUA5D7Yzl48GByaGjPlCnwhX7kjkbuWonuqVPjIiNLS0shLAC5D8ODBw+kLHtt7lzIQm9yl0Wx55ydsXMmHi1z5khEos7OTjgLQO7q7MvPz/P1xX1UvcpdyDTb22PnaCXyt27NTkmBswDk/n+4ffs2pe23bWzgCL3JnWvk3m5tjZ2jlaCjl5L3lpYWaAtA7v9LekJC8aZNEIQ+5c41cn80bRp2jraidOPGlJgYaAtA7v/m6tWrlPK0zZgBO+hT7guDzsoYBntGi9FhZUVHMh3PMBeA3PtJUijK16+HGvQsd/ewQ2nBwdgz2o1PP/wwSSaDuQDk/ktTUxNJB93I6F/uPlEFxd7e2DPajX+9/DIl71euXIG8gLnLPSkmpszTE1LQv9xDBck1bm7YM7rokIAuRiEvYNZyb25upjQHI18bRO5igRiN3HVU8067Gs1mgFnLfU9qaomXF3RgELmjkbtOk/f02Fj4C5ip3Nva2qQse2PmTLhA/3JHI3c9tHm/e/cuFAbMUe6FBQXZ/v4QgUHkjkbuuo49O3YU5+VBYcDs5K5UKmMFAozeaSi5o5G7HsbxkAuFdJzDYsC85H7kyJHYqCjl5MmwgEHkjkbuuo7ep56KiY6ur6+HxYB5yT1eJjuxZAkUYCi5o5G7HqLGzS1NLIbFgBnJ/fvvv5eIRBhuyYByDxakVa1ejd2i0/jR0pKO8/b2dogMmIvc9xUU5GzfjsJvQLkz0XIM06GHyAgMLCkshMiAuchdwTCN8+ah5BtQ7jIBi7vZeoiGBQvioqP7+vrgMsB/uV+6dEnKshhLz7Byl4hEN+3ssFt0Hd1Tp8oY5vLly3AZ4L/cc7Kzi3Arz6By/51vJ73GPQ/9xEEPj70ZGXAZ4L/cYwQC1MkYVu7zdjTS696nnsJu0UO0zp5NyTsavAOey72pqUkiEqFOxrByfy/keHxEJPaJfkI5ebJCIGhoaIDOAJ/lnp+fX+DjgwJvWLlvjPgkx88P+0SfI3jkZGVBZ4DPclew7CVHR5R2w8o9QJB1cN067BO9RZODg4JhoDPAW7m3tbWRX/718sso7YaVu0CgQCN3Pe98iUj03XffwWiAn3I/dOhQcmgoirrB5Y5G7gZ4mikoqKKiAkYD/JR7ekICxnUzBrmjkbv+44ulS5NiYmA0wEO59/X1yRkGCaPB5Y5G7gaJGzNn9j+719MDqQG+yf3q1asYHcIY5I5G7obqAZjk3tTUBKkBvsm9qqoqIzAQhdzgckcjd0PF/s2bi4qKIDXAN7nvSU6uXrkSJdzgckcjd0PFiSVLkhISIDXAN7nHCIVo4W4Mckcjd0NFy5w5aO0O+Cb3rq4uiUjUNmMGSrjB5R4dHVPv6oodov/4ycKCfoLOzk54DfBH7o2NjQqBoG/SJJRwg8tdGs1ecHLCDtF/0PEvY5hTp07Ba4A/cq+srMzz9UXxNga5ywXCJgcH7BCDxF4/v5KSEngN8EfueVlZeHzJGOQ+27+1f1RPa2vsEINE9cqVqbinCvgk90SJ5LSLC8q2weX+p8Dz9Ldr+nTsEINE/6h7uKcK+CR3GcNcmzsXZdvgcvcIq5ALhbj5YaigUiCH3AFv5H7//n3SSoeVFcq2weW+JaowJQR9txksqBTQr0AlAmoDfJD79evXJSIRnnc3BrnvFOwp2LoVe8NQoZw8mX6F5uZmqA3wQe51dXUJEREo2MYg92g2Bs8JGzbkQuHZs2ehNsAHuX/22WdZAQEo1cYgdwkrPrVoEfaGIVtD+vujY3fAE7kXFBQUb9qEUm0McidwZ9uwUeLlRSUCagN8kHtGRsbhNWtQqo1E7rdtbLA3DNvUPTM9HWoDfJB7slyOETuNR+4Yw9awQWUhWSaD2gAf5B7PojMTI5K7cvJk7A0DBpUFKhFQG+CD3GMYBp2ZGI/csSsMG1QW0PEv4Inc5QzTbG+PUm0Mco9Hm1Qj6NUdD6kCnsidnHLL1hal2hjkXrhlC3aFYeO2jU3/9ROA3Pkhd7TQMBK5H1q7FrsCcgeQO+TON7l/sXQpdgXkDiB3yJ1vcv/r229jV0DuAHKH3PkTXdOn0w+BYWwhdwC5Q+4IBOQOIHfIHYGA3AHkjkBA7gByN20kIhHkjkBA7oBvcpcLhTft7FCqEQiKW7a2lO7wT1U9PT2nHwP9S8OFfP311y4uLsOrcBDclB9++OHVV1+dNWsWvRg8Z2Ji4tNPPx0XF8e9vXz58uLFi9UWNcLbUYw8ZOYxfZxvco8RCNC3DALBRf8Y2UIh/+T+8OFDuiIJZTO2M0WqoLc0kf6l4UIWLVo0sitv3bq1atUq7rWvr29hYWFBQYGfn9/geZ577jmajf7S63v37jk6OtJfrehYQ92bkdzjoqIa581DqUYguF4hFfyV+4s+D5/w/kUV9HZMch/VlZ6enjdv3uRez5gxg64JlEolvVCTO+Xy9Levr49y9itXroz8Faq3dN1gYWGxZcsW1ZQRXgyd+caNG3QZ8fzzz3/++eePu9rgm9zpUD5Nl1oo2AjEE09QWZBD7uOS+7Vr1yhbV719+umn1V4MrpahvwEBASUlJaN+heotnQmOHTtGJwNN5D50Zppy+fJlOq+89tprg5dfVlbm4+PDT7nLGAZPvSMQXFBZkPGxP3c9yJ3seevWrVHlzlFUVLRz5061+veR5f7ss89Ssj+y00eY+ZlnnuGS9MHrQ9cZTk5Ow9514ElTyIMeHijVCARF6caNvGwto2u5U1K8fPnywVO4aplHjx6pVctwM7/77rtq9e+jyl0lZU3kPnRmkjunexVKpdLZ2VlVj8RPuRfQVQkKNgLxxBM527dD7uOQu7e3d3l5+eApAQEBhYWFubm5ajdU7927t2DBAu4mKuXXXP27JnJ//fXXv/7667q6usG+puWUlJQMlfvQmT08PI4ePTp4yT4+PhUVFXy+oUq/bkpICEo1AkGRtHs3j+W+eneVy67TqqC3Y5L70NuPqteWlpZdXV2DZ757967tAHfu3Bk8nXJ21U3UuLi4YatlBn+R6isqKyvJ5izLqqYcOXLE2tr64sWLQ+U+dObOzk4XF5fnn39+8Mw8v6GKoTsRCC76Jk2SMQwv5f7o0aOs7Jzs3MKc/CJV0FuaSP8a3zJv3LhBbtX/tmi3rSTPM3fiXy+/jLKNMPP4ycLi3yPZAg1wcnJqbW3V//dSSg65ayp3iUiEkfYQiNs2NnKhEHIH/JF7jEBwwckJZRth5tE4b15cZCTkDvgj96SwsKOrVqFsI8w8ji9blhIaCrkD/sh935Yt2f7+KNsIM4/8rVsLt2yB3AF/5F6zfLmMYfomTULxRphzxEZFffHuu5A74I/c/99rr9Hff77yCoo3wmyDG8aWKwtQG+CJ3B+++CJl7s329ijhCLONm3Z2cqHwXy+/DLkDXsk9KSzs1KJFKOEIs41zzs7xERFUFiB3wCu5H/D0zPP1RQlHmG3Q8V+6YQNf5T6OkZi++uorKyurWbNm/eMf/+CmVFRUWFpavvDCC5WVleoqfOKJJ5980tnZ+cyZM9yUcY/E9MtAZ420wObmZk1FrINnVvkj97MLF0pEot6nnkIhR5hnyIXCC05OfJU717dMRmho0fbtqsgYaPf5uL5l3nrrLTLv559/7uXlxU0hrZN2R+h1gP5F83Cvxz0SEyEUCufPnx8WFobMXQtyJ61LWRbPqSLMM9qtren475kyhd9yp60bvNXcxj5O7lyvuX19fSpf29jYkO5JzUNzbY66ujp3d3fu9bhHYuK+qLW1la4bVJ30cpcRqgxd7a3qBa2e9QD0QvWvoqIiCwsLVZeQQ4dkoisSushQ742SN3KnfZCIaneEucYlR8eE8HCV7yB3gnxHDj1//ryqb3SSIEnZxcXl/v37w9aNvPnmm6o0fNwjMZ04ceL999+nF6tWrTp27Bg30cnJafDMam9VXl64cGHtAM7Ozqp/0XfRCqt6pBk6JNNLL72k1qUl3+ReumFD/tatKOcIM4z9mzfv9/aG3AdDqS6p3MfH59lnn+WmbNy48euvv05NTX3cLqIcmfQ6stxVcz5uJCZPT0/O6bQCnOW5hQweakPt7eAe3rmrDdU6D83uhw7JRKvx7rvv9vb28lburbNn05Upqt0R5hbKyZMlItHlP/wBch+KUqlUZbiq5HeEfhlVxhzfSEyUQdMSVN2s0+sHDx78MmQcJbW3asMtjSp3tSGZ6G1ZWZk3nd35KncKhUDQMmcOSjvCrGJwWgO5q1mPZggNDeXeWlpafjXA426oUj7+xhtvcK/HNxJTVlZWRESE6m1wcHBmZia9WLRoUWlpqWq62luVuF1cXOrq6tSqZdReDB2SiaBTiOp8wE+5Z+3YUY0exBBmFgc9PNJ37RrsO77KvWr16tMuLqqgtyPInWvd6O7urhrNo6KiwsLCghRP9hyqToJyfNWdzPGNxOTo6Hjjxg3V2+bm5vnz59OLixcv0lervk7treoFLXnoDVW1F8MOyUSXF2rG55vcT/3lL5S8o5MZhPkEHe2xUVHH33uP33InQedkZRVmZxfl5KiC3tJEkxuJCU0hxyP3nilTZAzTTj8Yij3CPKLZ3l4iEnVNn85vuesCQ43EBLmPR+4Uybt3H16zBmUeYSZR4+ZGx7xaNTTEDfggd0pbBg+gWr9kSWJYGGpmEGZSJxMXGamqk4HcAa/krhAIbtvYqA7uR9OmSVl28BQEgsftZORCIR3zqiltM2ZQiYDaAC/kLhSq9TqwZ8eOSnd3lHwE7+PAhg1ZAQGDp3BjZENtgA9yjxEKr82dq/YotoxheqZMQeFH8Di6p06l45x7dkkVlOgoGAZqA3yQe5JQ2OTgoHbc05Vp47x5KP8IHsc5Z+fYqCi120uU6CQgcwf8kHuyVHrByUntuC/atCln+3aUfwSPI9vfv3jTJrWJVBaSJRKoDfBB7hkpKV8uXqx2iHdYWeG2KoLfffyKxeKhj3ScWrQoLTERagN8kHteXl6Zp+fQoz8jMLBi3TpYAMHXW6lpv3Y5MDjomM/NzYXaAB/k/sknnww7wF7jvHkSkUitpyEEggfRNX06HdsX//jHof8q8PEpLi6G2gAf5F5TUxMbFTVsGYiPiKhxc4MLEDyL0y4uMdHRw/ZunRgWphqgB0Dupk1jY6NYLB72kdTapUulLDv4EQ8EwtSDnK4QCKpXrBj2v/0du//aoSCA3E2be/fukdwH90Cg1iZy6O1WBMKkW0A+Lm3vmj69/y5rezvUBp7gx2ZQen5j5sxhS0Kdq6uMYZC8I3iTtieEh1c9ZtCCm3Z2UpFIbZgeALmbMHEMM7Sp+//2dh0dXe/qCi8geBB0nNPFqHLy5Mf9Nw6PpwI+yT0tJWWEG6dn/vxnuVCo6vAagTDdtD02Kqpm+fLHzXBiyZL05GR4DfBH7gcOHMgIDByhVMRHRlavXAk7IEy9kUxcZOTj0naKfR9/XFZWBq8B/sj9zJkzEpFo2FtMXDQ5OKh1+45AmFb8ZGEhY5hzzs4j9O1OM5w/fx5eA/yRe0dHh1gs7rCyGqFspO3ahRGaEKYbh9auTQ4NHdn+VArURnMGkLvJQzmLWse/anF91iwMr4ow0bhtY9PfgP3/9u6rFi1z5shYFk1lAN/knqRQHHv8jSYucn19s/39MQIfwrSCjtisgIDMEe8qUXyxdGmCVAqpAb7J/cCBA8P2o6T2iIdCIBja+TsCYeTNHyklH7nWkespr7S0FFIDfJP72bNnR76n+u+KS3f3kdsbIBBGFd1Tp1JGUv7BB6Nm9zKGuXDhAqQG+Cb33t5eKcuqDab6uGaRtcuWwRoIk4iq1atjo6JGHTOybcYMSm56enogNcA3ufdXu0ulpxYtGrW0NNvbU45z084O4kAYebTMmUPK1mTAyLMLFyaKxTAa4KfcS0tL87du1aTMFH78cXxEBCpnEMYcdHymhIRoeEgXbd68f/9+GA3wU+6tra1Slh212l31GDdd8MIgCKONGje3uKio7qlTNWlOIxcK0dMv4K3cCQXDNNvba3jBS2eCkZvGIxCGirYZM+j4vPrmmxoezCT33t5eGA3wVu5Z6emV7u4alp/yDz5QCAToDRhhhC1kEsLDSzds0HD+6pUrMxISoDPAZ7mfOnUqNipKk5oZ7mI2PiKiyNsbjzUhjCoOenhofk+Ijl46Exw/fhw6A3yWe09Pj4xlNe9joPN3v+vva+lPf4JQEEYSlxwd5UJh24wZGs7fYWUlZdmuri7oDPBZ7kRKbOzxsTRjr1+yRDqW8wECobv40dKSzF67dKnmHzmxZEmSQgGXAf7Lvb6+nq5Sx1TTkufrmxgWhsp3hGGjZ8qU1ODgbH//MX2KDl3UyQCzkPujR49kDNM6e/aYOmaKj4xE5TvCsHFgw4b4iAhN2j6qon/QVJalYx4uA/yXO7EnPf2z0friGFr5rhAIRu1XEoHQUZx2cZELhbdtbMbayfue1FSIDJiL3C9dukTpzKjdcajF3956iz6lyaPeCIR2o9neno69hgULxvoIK55dAuYld0LBsn99++2xlrFjy5ZJRKKxZk8IxARvovY/L71q1Vg/2OTgIMfoHMDc5F5UVLTXz28cJa3w449joqMx2ipCb88rxUdE5Pv6juOz+Vu3FhcVwWLAvOTe0dFBObjmjYUH31xNCQlJ2r0bjWcQemgeQylIanCwho/dDW3e3t7eDosB85I7kZGWVrpx4/h644uLjMz290e3kQidmj1327bEsLAxNY9RxWcffJCamAiFAXOUe2NjY38rsXEl4D+/8EJMdDSVHzSOROgiKFXP37pVIRA8eOml8Z0Y6LMXL16EwoA5yp2Il8m+GMvDfoOj3dpaLhRWurvD7witm73Ey4vsfPf3vx/fEk4sWRIjEqEbSGC+cq+traUiNNY2kYO7XYXfEVo3+ycffSRjmHHcEFJVG9JRXV1dDX8B85U7EcOyZ/7854l0q01+L/P0HMctLwTicWa/PmvWuBdywcmJjmqk7cDc5V5XVxcbFTWRW6Pf/9d/KYRCuo6G3xETNzsl3X//z/+cyEL6G8VXVUFewNzl3tfXFyMSTSR555qdUZmE3xHjDkovJm52Lm1XsKxSqYS8gLnLnThz5kxcZOQE2zVyfi/y9h53DT7CzFs9UsZNV4ETzP0TwsNrampgLgC5/5s4sXiCyTvFvd/+NjY6OisgYHwNkxHmGY+mTcvz9Y2PiLj/m99McFGUtscibQeQ+2CamppioqMnLmXuYfE9O3bg+VWEJvHwxRdTQkIo3aYXE0//6Rg+d+4ctAUg9/9DWlyc5mNnj1x5mhocTIrvsLKCvBAjPyqRGBaWGhKilUeda9zckmUyOAtA7upcv35dIhL985VXJl7M+iZNyt+6VS4U3pg5EwpDDButs2fLGCbf11crN2l+srCgoxe9+wLIfXjy9u4t3rRJW6W3cs0aKm+nXVwgMoRaXHJ0pGOjwsNDWwss8/RMj4+HsADkPjxdXV2UTDU5OGiryF384x9pgZ+tX48uxhCqBi2V7u5k9rMLF2prmS1z5khZtqOjA8ICkPtjOXTo0ASfaRr6CCstMCsgYOJ3zBA8uH26189PIRBMsMmj2j2epLCw8rIy2ApA7qMQJxZrd6zUnilT0oOCYqKjUQVvznHTzo5O86nBwdo9zXN9hPX09MBWAHIfhebmZrrI/dHSUrtl+/D779PFOJ028BSruUXfpEmnXVzo1/90/Xrt9jH3k4VF/7i+jY1QFYDcNWJfQUFCeLjWK8pbZ8+m/D132zaM0mdWVTFF3t4KgWCsw1tr2Og2PzsbngKQu6b09vbGDGTZWi/q3VOnZgQGyoXCcQzPjTDF9o70W6cHBY1vzI3RK2RYtru7G54CkPsYaGlpkTFMu7W1Lsp87dKl/a1oPvgAD7LyuCOwgx4eUpb93M1NF8vvsLKiQ+jq1auQFIDcx0x5eXl8RISOWjHe/f3vk0NDKa1rmTMHKuRZNNvbJ4SHJ4aFjXvAjVHPHHTwfLJ/PwwFIPfx0NfXFycWV6xbp7uBlqpXrKD865OPPkItPG8S9jJPT0rYj6xerbvDptLdPU4kQgdhAHIfP52dndp9rGnYviTTgoMlIhFq4U29SQwdJ3SpRzm1TrsVossCOnm0tbVBTwBynxD19fXkd623jFSLL995Ry4U5mzfftvGBqI0uWibMSPb35+Ok6pVq3Ta1JVr+1hbW4uCCSB3LZCXm5sYFqbrLgS6pk/f6+9PKfxBDw96DWOaRHRPnXp4oBOhPTt20EWYrut80nbtyk5NRZEEkLv2Kt+l0hIvL/00nksJCaEs/syf/4xBnYy8l5iGBQsUAkFCePjVN9/Uwzce2LAhVixG20cAuWu58l3BMKf+8hf9iIO+KCY6un/sBWdn3d2XQ4w7bsycmbR7N/1Ada6u+vmB6EiQsuzt27dRGAHkrmX+9re/0dV347x5ertBd3DtWkoMMwIDm+3toXjj0XpWQICMYQ54euqts89rc+eS2RsaGlAMAeSuE44dOyYXCvU5xNKjadP2+fjQl6bt2kUlHP3SGLbnrwIfH5Js4ebN+rwp8qOlJR0AVVVVKIAActchhXl58REReu6/l1RSuGULZYtJu3fTpQMUr/9eBHK3baP9TydaXd81Hdo1TUJ4eO6ePSh6AHLXLX19famJiZRHT3w07bHGzy+8UPLRR6QYKu0NCxZA8Xq4Zdrk4JARGKgQCunkev83v9HzCvRMmULfnhoT09vbi6IHIHedo1QqY2WyvG3bDKLXR9OmFW3aRIqPiY4+7eKi/3OMmXTlWO/qSntYLhTu37xZF91+aXJqKfDxSZRI0DwGQO764+eff1aIxZTNGSp9pu+tWrVKIRBIWfbTDz/UUR8mZviU6U07O9qfEpEoNjr66MqVhurZjX7fEi8vBcs+ePAAxQ1A7nqlvb1dLhKVbtxo2HYs55ydU0NCSPHpQUGXHB1RVzPu66GGBQuSQ0NpT9L+vPyHPxh2T372wQexQuHdu3dR0ADkbgDa2trkLEvl0OBKvffb35Z9+GFsVBS5qXz9+tbZs2F5zVP1qtWr5UJhTHR0sZeXnu+XDpuz0xElZxj0HgMgd8P7vXjTJiORKSXvWQEBnKrIWTdmzkQD+WGj3dq69r336HQoEYnSdu06u3ChMfyC9GN98tFH9PNdv34dhQtA7gbm+++/l7GsTnsGHkcnJLVLl6aEhMgYJj4iosbN7ZatLSzPtRmvd3WlfUJOTwgPr16xwqjuSB9es0YhFP79739HsQKQu1HQ0dGhGKif0dsji5p3a3Vs2TKV5WkNmxwczK2BDf0orbNn03VMcmgoOT0xLOyQu3vn735nbBVEle7ucoaB2QHkbnR+j2GY/Zs3G5vf1SwvZVkSXLa//2kXl3Zra75WzZMrO6ysLjg50S9Cm0zntrTg4Mo1a4zN6aq1Ld24MZZh6CoQRQlA7kbHvXv3YkWivX5+xpwak80b580r8vZOiIgg68mFwjxfXxL9bRsbUxc9KZK24pyzc4mXF22XVCSii5V9W7ZcffNNY/5FeqZMyd2+PZZl79+/j0IEIHcjpbu7O1Eioct/kxg2jy4yGhYsKNq0KTEsjHJbyuhztm+vXrmy2d7+4YsvGn8dPa0/pefX5s79cvFiOqeS0Lnap8ItW2i7TKJPfFrJ9KCgRLH44cOHKD4AcjdqlEplelxcYnj4P195xbQy3+9efbXCw2Ovv3/cQBsSyuszAgMr1q07tWgR6f5HS0uDp/aUgN+ytb3k6Hh82bL9mzeTyrnOGLJ27Khcs4YydOOsExuhxU5KaGiaQoHRUAHkbhr09fXlZ2eTd8iJJn0Tss7VNc/Xl+wpZxjxAEm7d1NefHjNGkqWG+fNow2k3JnSfG15n5ZDySwtk5b817ffrnd1rVq9unjTJsrHuRWg9Dw1JKTAx+fw++9fnzXLdMczoQ2kIyQ/K6unpwdFBkDupkRlZSWV3q/+53/40QbxwUsvkc1rli8/uHYtZfdJYWFc1yviX6Fkn9RPkbN9+76PPy7x8iIvc1G9ciWl/6ddXLig1zVubty/6DxBOfieHTvog7JfTyEEvY6NjqYLoMydO0nutUuXXpk/3yB9vOgiaCfQBlaUlaGYAMjdJLl48SLpr8jb27SqC8aa43NVJeecnatXrDhCibaX135vb0rwycsZQUFpu3al79qVERhIL7J27KDYQ9MDA/O2baPZKEo3bKhatYr0ff5Pf/rmjTfu/Md/8Ht3HVq7lo6Ks2fPooAAyN2EaWtrix/o+OUnCws8Q2TmQccAnfDQ5BFA7jyhp6cnIzGRkrVrc+dCcOY8Pl9sVFR6XBwaxgDInVccPnxYxjCfr1jB4zoHxOPuEte7utKv/+knn/T19aEsAMidb7S2tsYKhXRhbhKt4BHaGvej/xklgQDDWwPInc90d3enp6RIRKILTk4QH++DfmW5UJiRmIgxNwDkbhbU1tYqBILSjRtNt5k2YtRWMfT7ylj2888/xwEPIHcz4u7du6kSSWxUFO6y8i9a5syJj4hIkMsx4AaA3M2U6upqumyvWLfOJDpCQWjSQcJBDw8ZwxyurMS9UwC5mzX37t1LUyjo+v2cszPG0zDpaFiwQCEQpCgUHR0dOLAB5A76+fLLLxVCYVZAQLu1NSxpigM85W7bRgl7VVVVb28vjmcAuYP/paura29mpkQkOrR27aNp02BMk4iu6dMPr1kjZdmspCS6CMNhDCB3MDzXr19Pksv7+x4xjiGbESM8mnTByUkhECRKJFevXsWhCyB3MDonT56MFQoTw8Ka7e1REW+c7WGSd++m36iurg43TgHkDsZAb29veXm5jGUzd+5scnCA4o0kbtna5mzfLmeYAyUlGGQDQO5gnHR1dRXk5MgGBkW6bWMDtxowaP/v9fOTMcz+ggL6XXBwAsgdTJQHDx7sy8/vv2sXENAyZw6yeP136Ehap/1fkJuLu6YAcgda5ueffy4uKqIsPjU4+K9vv42uC/Rwy7TJwSFt1y7K1gtzc+/fv4+DEEDuQFc8evSoqKhIzjCxUVEnlizpnjoVFtZ60InztItL/+CxLLt//350+wUgd6Anent7q6qqFAMjlx5auxaPPmnxcaSq1aulLEv79ujRo3QqxcEGIHdgAM6dO5eWkECKz9y585KjI+pqxt2JY+O8eVkBAWKxOCUm5vLly3jQFEDuwPDcu3evrKxMQfmmQFC9cuUtW1vcdNUw6KLn+LJltN/kLFtcXIz7pQByB8bIpUuXstLS5EJhfETEF0uXorpmhOqXeldX2ku0r9ITE8+ePYtUHUDuwNhRKpW1tbWpCoWUZZN37yaL3baxwditvU89RWe7LxcvTg0OlohEyVJpdXV1d3c3DhgAuQMTg8x17NgxzvIyhilfv75x3jxz65Wse+rUZnv7gx4eMQJBv9MlkkOHDnV2duLwAJA74Ivlk5LI8mKxOD0o6NSiRTdmzuRrOk9J+k07u9MuLnt27BAPtClKjY+vrKyE0wGA3PlJb29vY2NjUVFRnERCyqN0Pn/rVpLgLVtbUxc9rT9txTln530ffxwTHU1OjxOLCwsLr169iroXACB3M0KpVDY0NBQXFydJJFxGnxISUr1yZcOCBT9aWhp/extaw58sLC45Oh5ftoyuRehcRVuRIBIV5ufTdqH7FwAgd9DPd999V1FRkZOZGccwJEqKjMDATz/88MvFi5scHDqsrAzbiJ4Sc1qHa3Pn0nXGQQ8PWje67OhPz4XCzIEqF8rQ0U0jAJA7GCWpb21traury83NTRSL5QMaJeIjIgp8fI4tX06G/evbb9+ytW23ttZuFwh0CiGJ05Ib5807u3AhZeXFmzYl7d5NJxtaARJ6skiUn519+PDh69ev9/T04McCAHIH4+fBgweNjY01NTUHDx6k7D5JKo1hGIVQKP4V8j4pOG3XLrI/ZdZVq1dT1Li50WlgaJCyuRnK16+n+Snog7QEzuDigdNJfHR0kkSSlZZWXFxcW1t75coV9PECAOQO9Jfj37p169KlS+fOnauurj5y5Ai5eP/+/YWFhZlEWtqeuLg9sbGZcnm6VLpHLu8PhSIzJSUvL2//AKWlpVVVVaTv8+fPf/PNN3fu3EHtCgCQOwAAAMgdAAAA5A4AAJA7AAAAyB0AAADkDgAAAHIHAAAAuQMAAOQOAAAAcgcAAAC5AwAAgNwBAABA7gAAACB3AACA3AEAAEDuAAAAIHcAAACQOwAAAMgdAAAgdwAAAJA7AAAAyB0AAADkDgAAAHIHAAAAuQMAAOQOAAAAcgcAAAC5AwAAgNwBAABA7gAAALkDAACA3AEAAEDuAAAAdMr/B3q0K5NiM1WyAAAAAElFTkSuQmCC false false false false false false false false false false No aplicable. false false false true false false false false d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 3.155.770,03 euros, suponiendo un 37,26% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 2.040,55 euros. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 1.039.234,07 euros, suponiendo un 12,27% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 609,27 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Los mercados durante la primera parte del año han sido extremadamente volátiles y complicados, debido a la políticas arancelarias del nuevo presidente de EEUU, y la presión al presidente de la FED para que baje los tipos de interés norteamericanos. Todos estos riesgos no han desaparecido sino únicamente aplazado. Así mimo , hemos observado el peligro de ser excesivamente precavidos y quedarse fuera del mercado de renta variable. b) Decisiones generales de inversión adoptadas. Hemos mantenido la decisión de no cubrir el riesgo dólar de nuestra cartera, dado al movimiento tan brusco y rápido que hubo durante el primer trimestre del año y que entendemos no pueda incrementarse considerablemente durante el resto de 2025. Asimismo hemos rotado la cartera de acciones tecnológicas, reduciendo peso en las existentes, e incrementando otras tecnológicas nuevas a la cartera. c) Índice de referencia. La rentabilidad de la IIC es de 11,5%, por encima de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,21%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 39,65% hasta 10.120.371,45 euros frente a 7.246.753,84 euros del periodo anterior. El número de partícipes aumentó en el periodo en 426 pasando de 511 a 937 partícipes. La rentabilidad obtenida por el fondo en el periodo es de 11,5% frente a una rentabilidad de 65,31% del periodo anterior. Los gastos soportados por el fondo han sido del 0,7% sobre el patrimonio durante el periodo frente al 0,73% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 11,5% es mayor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Hemos añadido un pequeño porcentaje en empresas de computación cuántica, en el que vemos un sector en auge y de futuro.(IONQ INC (IONQ US,RIGETTI COMPUTING INC (RGTI US), Hemos incorporado a nuestra cartera tecnológica TESLA, KULR TECHNOLOGY GROUP INC, NANO LABS LTD, CANGO INC, ASML HOLDING NV , GENIUS GROUP LTD y hemos añadido tres SPACs en el sector de blockchain (COLUMBUS CIRCLE CAPITAL CO,CANTOR EQUITY PARTNERS y FOLD HOLDING INC.) Por ultimo en el sector de comercio electrónico , hemos añadido acciones de PINDUODUO INC-ADR (PDD US) y en sector de energías limpias añadimos COX ABG GROUP SA que hemos vendido recientemente con ganancias. Respecto a los fondos de inversión mantenidos en cartera , hemos liquidado a GESTION BOUTIQUE VI y hemos añadido posiciones EN ORICALCO SELECCION , F.I Y a través de de ETFs hemos añadido posiciones en India (ISHARES MSCI INDIA UCITs) y en el sector de la ciberseguridad ( WT CYBERSECURITY-USD ETF). Con nuestras decisiones , hemos conseguido reducir la volatilidad de la cartera preexistente, sin salirnos del mercado accionario, en busca de otras empresas tecnológicas a nuestro entender con mayor potencial de cara a fin de año Las acciones que mas han contribuido a la rentabilidad han sido COINBASE GLOBAL INC, BOYAA, GENIUS GROUP, Y METAPLANET. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. N/A d) Otra información sobre inversiones. . Esta sociedad tiene cuatro activos en suspensión de pagos, GREEN BLOCK MINING CORP, BTCS INC, ON LINE BLOCKCHAIN PLC (DELISTED) y CORE SCIENTIFIC (CORZ US) SPIN OFF UNLIS. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. El riesgo asumido por la IIC, medido por la volatilidad del valor liquidativo, es de 49,36%, frente a una volatilidad de 0,19% de la letra del tesoro español con vencimiento un año. 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 2024 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 881,91 euros mientras que el coste presupuestado para el siguiente ejercicio es de 1.083,50 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Es difícil en este entorno vislumbrar la dirección de de los mercados con la situación actual, sin embargo somo optimistas porque vemos lo que puede ser el inicio un expansión de los balance de los bancos centrales mas importantes, que puede favorecer el crecimiento de la renta variable. Independientemente estaremos muy atentos al acontecer de las noticas y su influencia en los mercados para proteger la cartera ante nuevas. 0 No aplicable No aplicable CINVEST MULTIG/EI2 VALUE 2020-04-24 4 06 09 7 en una escala de 1 a 7. Invertirá un 50%-100% en IIC financieras (activo apto) armonizadas o no (máximo 30% en IIC no armonizadas), pertenecientes o no al grupo de la Gestora. Se invierte, de manera directa o indirecta, a través de IIC, un 75%-100% de laexposición total en renta variable y el resto en activos de renta fija en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos delmercado monetario cotizados o no, líquidos). La exposición a riesgo divisa oscilará entre 0%-100% de la exposición total. Aplicará estrategias de "inversión en valor", seleccionando activos infravalorados por el mercado con un alto potencial de revalorización o bien seleccionando fondos que tengan este tipo de gestión. 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 Distribucion2.png png 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 false false false false false false false false false false d.) Con fecha 07 de febrero de 2025, se ha producido un reembolso en CINVEST MULTIGESTION GLOBAL OPPORTUNITIES que representa una disminución superior al 20% (41,08%) del patrimonio del compartimento. false false false false false false false false Anexo: h.)Las operaciones de Repo de este fondo son realizadas por Banco Alcala, c onforme a los procedimientos recogidos en el Reglamento Interno de Conducta de la Gestora. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. La renta fija ha tenido un desempeño positivo en el primer semestre, especialmente en los tramos de deuda pública y corporativa de grado de inversión. El principal motor ha sido el giro en la política monetaria por parte de los bancos centrales. La Reserva Federal de Estados Unidos (Fed) mantuvo los tipos sin cambios en el primer semestre, después de haber iniciado una fase de recortes en 2024. Esta decisión fue impulsada por una desaceleración paulatina de la inflación y una moderación del crecimiento económico que ha suavizado las presiones inflacionistas, por lo que el mercado entiende que a pesar de la pausa, continuará con el ciclo de bajadas de tipos de interés. En paralelo, el Banco Central Europeo (BCE) también comenzó a relajar su política monetaria, incluso de forma más agresiva. Esta tendencia ha favorecido especialmente a los bonos de mayor duración, que se han beneficiado del descenso de las rentabilidades exigidas por el mercado. A medida que los tipos de interés han bajado, los precios de los bonos existentes han subido, lo que ha impulsado la rentabilidad total de muchos índices de renta fija. Además, las expectativas de que los tipos sigan bajando lo que ha contribuido a sostener el apetito por este tipo de activos. Por otra parte, la deuda corporativa también ha mostrado un comportamiento positivo. Los diferenciales de crédito se han mantenido estables o incluso han disminuido ligeramente, aunque a mitad de semestre sí que hubo una ampliación de spreads por las políticas arancelarias de la administración Trump. Las tasas de impago se mantienen contenidas, y muchas compañías han logrado refinanciar deuda a tipos aún razonables. El segmento de grado de inversión ha sido el más favorecido, mientras que el high yield ha mostrado una evolución más dispar, condicionada por la calidad crediticia de los emisores. La renta fija soberana de países desarrollados ha experimentado flujos positivos, en parte también por un resurgimiento de la demanda de activos refugio en un entorno de cierta inestabilidad geopolítica. La renta variable ha tenido un desempeño más desigual, con una clara divergencia regional y sectorial. Los mercados europeos han liderado las subidas, impulsados por el sólido comportamiento de los bancos y las compañías de defensa. Sin embargo, en Estados Unidos, el comportamiento ha sido más modesto. El S&P 500 ha subido, aunque de forma más contenida. La economía norteamericana muestra síntomas de debilidad, sobre todo por la incertidumbre creada en todos los agentes económicos después de los aranceles impuestos el 2 de abril. b) Decisiones generales de inversión adoptadas. Durante el periodo, el fondo ha mantenido una estrategia muy conservadora, con una operativa mínima centrada exclusivamente en renta variable. La gestión ha consistido en ligeros ajustes sobre fondos value ya existentes en cartera, sin introducir nuevos vehículos ni modificar la filosofía principal. c) Índice de referencia. La rentabilidad del fondo es de 3,29%, por debajo de la rentabilidad de su índice de referencia, que es de 9,04%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 3,96% hasta 2.163.664,94 euros frente a 2.081.177,39 euros del periodo anterior. El número de partícipes se mantuvo en el periodo lo que supone 32 partícipes. La rentabilidad obtenida por el fondo en el periodo es de 3,29% frente a una rentabilidad de 1,83% del periodo anterior. Los gastos soportados por el fondo han sido del 1,18% sobre el patrimonio durante el periodo frente al 1,22% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 3,29% es mayor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Las únicas operaciones realizadas han sido ventas parciales de participaciones en los fondos Azvalor Internacional y Cobas Selection, manteniéndose una única compra puntual en este último. La cartera actual continúa concentrada en fondos de renta variable de estilo value, con sesgo hacia compañías infravaloradas y alta convicción. El escaso movimiento de cartera ha permitido mantener la coherencia estratégica del fondo, sin generar apenas impacto operativo en la rentabilidad. La evolución de los fondos value ha condicionado el comportamiento del periodo, reflejando tanto la alta concentración como la vocación de largo plazo del vehículo. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. 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 13,23%, frente a una volatilidad de 17,1% de su índice de referencia y una volatilidad de la letra del tesoro español con vencimiento un año de 0,19%. 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 2024 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 253,36 euros mientras que el coste presupuestado para el siguiente ejercicio es de 666,63 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Las expectativas que había a principios de año sobre recortes de tipos en Estados Unidos no se han materializado y el mercado ha ido reduciendo las expectativas de recortes de tipos de los bancos centrales. El BCE sí que pudo bajar tipos, y puede que prácticamente haya concluido su ciclo de bajadas. Los mercados siguen aferrándose a la idea de que habrá un recorte de tipos agresivo, más pronto que tarde, a medida que la inflación se normaliza. No podemos olvidarnos que el 2025 es un año de tensiones comerciales, por lo que otro punto importante de cara al segundo semestre del año van a ser los acuerdos a los que se llegue con los distintos países. Empezamos 2025 con unos niveles exigentes tanto en los mercados de crédito como en los mercados de acciones y esos niveles han seguido aumentando a lo largo de este semestre. Aunque la volatilidad haya aumentado mucho en el primer semestre, es de esperar que esta volatilidad vaya reduciéndose a lo largo del año, aunque todavía se mantenga. Así pues, el entorno para el segundo semestre del año sigue siendo complejo, con el punto de inflexión en los tipos de interés como un aspecto clave en el año. Es de esperar que la volatilidad continúe 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 segundo semestre del 2025. 0 N/A N/A CINVEST MUL/GLBL OPP ALLOCATOR 2020-05-08 5 08 15 4 en una escala de 1 a 7. El compartimento es activo, no se gestiona siguiendo un índice de referencia ytratara de maximizar la entabilidad a medio-largo plazo en función del riesgo asumido. Podrá estar expuesto, directa o indirectamente a través de IIC, a renta variable o renta fija pública/privada (incluyendo depósitos e instrumentos del mercado monetario, cotizados o no, líquidos) sin que exista predeterminación en cuanto a los porcentajes de exposición en cada clase de activo, pudiendo estar la totalidad de su exposición en cualquiera de ellos. No existe objetivo predeterminado ni límites máximos en lo que se refiere a ladistribución de activos por tipo de emisor (público o privado), ni duración, ni por capitalización bursátil,nii por divisa, ni por sector económico, ni por países (incluidos emergentes sin limitación). La inversión en activos de baja capitalización puede influir negativamente en la liquidez del compartimento. La exposición al riesgo de divisa puede alcanzar el 100% de la exposición total. Se podrá invertir hasta un 10% del patrimonio en IIC financieras (activo apto), armonizadas o no, pertenecientes o no al grupo de la gestora. 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 Distribucion4.png png 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 false false false true false false false false false false No aplicable. true false false false false false false false a.) Existe un Partícipe significativo con un volumen de inversión de 499.629,76 euros que supone el 69,57% sobre el patrimonio de la IIC. a.) Existe un Partícipe significativo con un volumen de inversión de 148.889,56 euros que supone el 20,73% sobre el patrimonio de la IIC. Anexo: h.)Las operaciones de Repo de este fondo son realizadas por Banco Alcala, c onforme a los procedimientos recogidos en el Reglamento Interno de Conducta de la Gestora. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. La renta fija ha tenido un desempeño positivo en el primer semestre, especialmente en los tramos de deuda pública y corporativa de grado de inversión. El principal motor ha sido el giro en la política monetaria por parte de los bancos centrales. La Reserva Federal de Estados Unidos (Fed) mantuvo los tipos sin cambios en el primer semestre, después de haber iniciado una fase de recortes en 2024. Esta decisión fue impulsada por una desaceleración paulatina de la inflación y una moderación del crecimiento económico que ha suavizado las presiones inflacionistas, por lo que el mercado entiende que a pesar de la pausa, continuará con el ciclo de bajadas de tipos de interés. En paralelo, el Banco Central Europeo (BCE) también comenzó a relajar su política monetaria, incluso de forma más agresiva. Esta tendencia ha favorecido especialmente a los bonos de mayor duración, que se han beneficiado del descenso de las rentabilidades exigidas por el mercado. A medida que los tipos de interés han bajado, los precios de los bonos existentes han subido, lo que ha impulsado la rentabilidad total de muchos índices de renta fija. Además, las expectativas de que los tipos sigan bajando lo que ha contribuido a sostener el apetito por este tipo de activos. Por otra parte, la deuda corporativa también ha mostrado un comportamiento positivo. Los diferenciales de crédito se han mantenido estables o incluso han disminuido ligeramente, aunque a mitad de semestre sí que hubo una ampliación de spreads por las políticas arancelarias de la administración Trump. Las tasas de impago se mantienen contenidas, y muchas compañías han logrado refinanciar deuda a tipos aún razonables. El segmento de grado de inversión ha sido el más favorecido, mientras que el high yield ha mostrado una evolución más dispar, condicionada por la calidad crediticia de los emisores. La renta fija soberana de países desarrollados ha experimentado flujos positivos, en parte también por un resurgimiento de la demanda de activos refugio en un entorno de cierta inestabilidad geopolítica. La renta variable ha tenido un desempeño más desigual, con una clara divergencia regional y sectorial. Los mercados europeos han liderado las subidas, impulsados por el sólido comportamiento de los bancos y las compañías de defensa. Sin embargo, en Estados Unidos, el comportamiento ha sido más modesto. El S&P 500 ha subido, aunque de forma más contenida. La economía norteamericana muestra síntomas de debilidad, sobre todo por la incertidumbre creada en todos los agentes económicos después de los aranceles impuestos el 2 de abril. b) Decisiones generales de inversión adoptadas. Durante el primer semestre, el fondo ha mantenido una estrategia conservadora, centrada exclusivamente en deuda pública de países europeos. Las decisiones adoptadas han buscado mantener la liquidez y preservar capital, evitando la exposición a activos de mayor volatilidad. La operativa se ha limitado a la reinversión en emisiones a corto plazo. c) Índice de referencia. La rentabilidad del fondo es de -0,07%, por debajo de la rentabilidad de su índice de referencia, que es de 1,89%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo disminuyó en un 41,04% hasta 718.194,14 euros frente a 1.218.155,58 euros del periodo anterior. El número de partícipes disminuyó en el periodo en 1 pasando de 44 a 43 partícipes. La rentabilidad obtenida por el fondo en el periodo es de -0,07% frente a una rentabilidad de 1,84% del periodo anterior. Los gastos soportados por el fondo han sido del 1,12% sobre el patrimonio durante el periodo frente al 2,98% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de -0,07% es menor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La cartera se compone íntegramente de bonos y letras emitidos por estados europeos, incluyendo España, Francia, Italia y la Unión Europea. Las operaciones del periodo han consistido en compras escalonadas y amortizaciones de títulos a vencimiento, sin incorporaciones fuera de este segmento. La estrategia seguida ha permitido obtener una rentabilidad modesta pero estable, acorde con el perfil conservador del fondo. La ausencia de activos de riesgo ha contribuido a mantener baja la volatilidad, y la reinversión ordenada en deuda pública ha asegurado una generación sostenida de ingresos por cupones. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. La IIC mantiene en cartera un repo diario, con el objetivo de gestionar la tesorería, por un importe de 10.066,93 euros, un 1,40% sobre el patrimonio a fin de periodo. d) Otra información sobre inversiones. Esta sociedad tiene dos activos en suspensión de pagos, ISHARES MSCI RUSSIA ADRGDR $ ETF CSRU LN Y MMC NORILSK NICKEL. 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 0,27%, frente a una volatilidad de 18,29% de su índice de referencia y una volatilidad de la letra del tesoro español con vencimiento un año de 0,19%. 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 2024 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 84,77 euros mientras que el coste presupuestado para el siguiente ejercicio es de 85,71 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Las expectativas que había a principios de año sobre recortes de tipos en Estados Unidos no se han materializado y el mercado ha ido reduciendo las expectativas de recortes de tipos de los bancos centrales. El BCE sí que pudo bajar tipos, y puede que prácticamente haya concluido su ciclo de bajadas. Los mercados siguen aferrándose a la idea de que habrá un recorte de tipos agresivo, más pronto que tarde, a medida que la inflación se normaliza. No podemos olvidarnos que el 2025 es un año de tensiones comerciales, por lo que otro punto importante de cara al segundo semestre del año van a ser los acuerdos a los que se llegue con los distintos países. Empezamos 2025 con unos niveles exigentes tanto en los mercados de crédito como en los mercados de acciones y esos niveles han seguido aumentando a lo largo de este semestre. Aunque la volatilidad haya aumentado mucho en el primer semestre, es de esperar que esta volatilidad vaya reduciéndose a lo largo del año, aunque todavía se mantenga. Así pues, el entorno para el segundo semestre del año sigue siendo complejo, con el punto de inflexión en los tipos de interés como un aspecto clave en el año. Es de esperar que la volatilidad continúe 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 segundo semestre del 2025. 0 N/A N/A CINVEST MULTIG/BENWAR GLOBAL 2020-12-23 6 06 15 7 en una escala de 1 a 7. Se invertirá el 0-100% del patrimonio en IIC financieras (activo apto), armonizadas o no (máximo 30% en IIC no armonizadas), del Grupo o no de la Gestora. Se invertirá, directa o indirectamente a través de IIC, un 0-100% de la exposición total en renta variable y/o renta fija pública/privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos). La exposición a riesgo divisa será del 0-100% de la exposición total. No existe un índice de referencia dado que se realiza una gestión activa y flexible, basada en la filosofía de inversión en valor, que consiste en seleccionar activos infravalorados por el mercado, con un alto potencial de revalorización a medio/largo plazo. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con solvencia no inferior a la de España No hay predeterminación por tipo de emisor (público/privado), duración media de cartera de renta fija, divisas, sectores económicos, capitalización bursátil, emisores/mercados (podrán ser OCDE o emergentes, sin limitación), pudiendo existir concentración geográfica y/o sectorial. Se podrá operar con 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. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 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 Distribucion2.png png 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 Distribucion4.png png 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 FTSE 100 INDEX Compra Futuro|FTSE 100 INDEX|10| 103845 01 NASDAQ 100 Compra Futuro|NASDAQ 100|2| 38237 01 S&P 500 Compra Futuro|S&P 500|5| 52582 01 194664 EURUSD Venta Futuro|EURUSD|12500| 855434 02 855434 1050098 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. Finalmente, ha mediados de febrero, el ratio put/call ha alcanzado su zona extrema en procesos de medio plazo, completando el puzzle que ha mostrado toda corrección relevante para trading en tendencia desde el suelo de marzo de 2009. b) Decisiones generales de inversión adoptadas. Nuestra filosofía general consiste en aunar el trabajo en tendencia del mercado norteamericano con estudios que nos permiten considerar cuando éste es vulnerable en términos de sentimiento inversor. c) Índice de referencia. La rentabilidad del fondo es de 3,55%, por debajo de la rentabilidad de su índice de referencia, que es de 9,12%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo disminuyó en un 6,31% hasta 2.136.852,45 euros frente a 2.280.806,45 euros del periodo anterior. El número de partícipes disminuyó en el periodo en 3 pasando de 31 a 28 partícipes. La rentabilidad obtenida por el fondo en el periodo es de 3,55% frente a una rentabilidad de 2,23% del periodo anterior. Los gastos soportados por el fondo han sido del 0,68% sobre el patrimonio durante el periodo frente al 0,73% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 3,55% es mayor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En esta vulnerabilidad, ya habíamos llevado a niveles extraordinariamente bajos la exposición a la renta variable, manteniendo un atípico nivel de exposición al oro y a la renta fija en los plazos cortos de la curva de rendimientos. 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 9,06%. La IIC mantiene en cartera un repo diario, con el objetivo de gestionar la tesorería, por un importe de 161.434,98 euros, un 7,55% sobre el patrimonio a fin de periodo. d) Otra información sobre inversiones. Este fondo no tiene ningún activo en litigio ni afectado al artículo 48.1.j. del RIIC. La sociedad mantiene una posición de 1250,00 participaciones en CONEXO VENTURES, FCR. 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 4,51%, frente a una volatilidad de 54,76% de su índice de referencia y una volatilidad de la letra del tesoro español con vencimiento un año de 0,19%. 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 2024 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 84,77 euros mientras que el coste presupuestado para el siguiente ejercicio es de 85,71 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. De cara al segundo trimestre mantenemos nuestro escepticismo para con la renta variable a la espera de que en una eventual corrección relevante del mercado podamos volver a ver lecturas de sentimiento inversor extremadamente pesimista como sucediera a finales de 2022. 0 No aplicable. No aplicable. CINVEST MULTIG/CORNAMUSA 2021-04-30 7 08 15 7 en una escala de 1 a 7. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, una entidad local, los los Organismos Internacionales de los que España sea miembro y Estados con solvencia no inferior a la de España. 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 laIIC. La estrategia de inversión del compartimento conlleva una alta rotación de la cartera. Esto puede incrementar sus gastos y afectar a la rentabilidad. Se podrá invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrían introducir un mayor riesgo que el resto de las inversiones como como consecuencia de sus características, entre otras, de liquidez, tipo de emisor o grado de protección al inversor. Se podrá operar con 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. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 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 Distribucion4.png png 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GLOBAL BLUE GROUP HOLDING AG (GB US) Compra Opcion|GLOBAL BLUE GROUP HOLDING AG (GB US) 121877 01 121877 121877 AECON GROUP INC (ARE CN) Emisión Opcion|AECON GROUP INC (ARE CN)|100|Fisica 80602 01 AECON GROUP INC (ARE CN) Emisión Opcion|AECON GROUP INC (ARE CN)|100|Fisica 122636 01 AECON GROUP INC (ARE CN) Emisión Opcion|AECON GROUP INC (ARE CN)|100|Fisica 42607 01 ATKORE INC (ATKR US) Emisión Opcion|ATKORE INC (ATKR US)|100|Fisica 84048 01 ATKORE INC (ATKR US) Emisión Opcion|ATKORE INC (ATKR US)|100|Fisica 68585 01 EDENRED (EDEN FP) Emisión Opcion|EDENRED (EDEN FP)|100|Fisica 65000 01 LAKELAND INDUSTRIES INC (LAKE US) Emisión Opcion|LAKELAND INDUSTRIES INC (LAKE US)|1 82056 02 LAKELAND INDUSTRIES INC (LAKE US) Emisión Opcion|LAKELAND INDUSTRIES INC (LAKE US)|1 45728 01 LAKELAND INDUSTRIES INC (LAKE US) Emisión Opcion|LAKELAND INDUSTRIES INC (LAKE US)|1 46216 01 LAKELAND INDUSTRIES INC (LAKE US) Emisión Opcion|LAKELAND INDUSTRIES INC (LAKE US)|1 120308 02 NAGARRO SE (NA9 GR) Emisión Opcion|NAGARRO SE (NA9 GR)|100|Fisica 42000 01 NAGARRO SE (NA9 GR) Emisión Opcion|NAGARRO SE (NA9 GR)|100|Fisica 67200 02 NAGARRO SE (NA9 GR) Emisión Opcion|NAGARRO SE (NA9 GR)|100|Fisica 96000 02 UPBOUND GROUP INC (UPBD US)RENT A CENTER Emisión Opcion|UPBOUND GROUP INC (UPBD US)RENT A C 44090 01 WILLDAN GROUP INC (WLDN US) Emisión Opcion|WILLDAN GROUP INC (WLDN US)|100|Fis 45964 01 WILLDAN GROUP INC (WLDN US) Emisión Opcion|WILLDAN GROUP INC (WLDN US)|100|Fis 62755 01 1115795 1115795 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. La renta variable global ha tenido un primer semestre convulso, un comienzo optimista se tornaría en negativo ante la guerra arancelaria emprendida por la nueva presidencia americana. Tras el cierre de trimestre, estos miedos se acrecentarían ante un ?Liberation Day? que reveló unos aranceles muy por encima de lo esperado. Durante el semestre, esta misma desconfianza frente a Estados Unidos llevó a Alemania a aprobar un presupuesto militar y de infraestructura sin precedentes, lo que impulsaba las acciones europeas de defensa y la renta variable alemana, en general, después de un 2024 más complicado. Ante toda esta incertidumbre, los tipos de interés a largo plazo siguen sin reducirse, lo cual sigue lastrando la valoración de las empresas. Los aranceles posteriormente se han ido reduciendo y, más allá de estas bajadas, la economía global no se está resintiendo tanto como se temía inicialmente. Es más, la guerra comercial que copaba todos los titulares en abril ha pasado a un segundo plano unos meses después. En su lugar, vuelven a cobrar protagonismo la Inteligencia Artificial y los recientes conflictos geopolíticos. b) Decisiones generales de inversión adoptadas. Durante el semestre, la cartera ha seguido una estrategia activa, con numerosas operaciones en valores internacionales de países OCDE. Se han combinado compras y ventas frecuentes con el uso de derivados, principalmente opciones y futuros, para ajustar la exposición al mercado. Las decisiones han estado orientadas a aprovechar oportunidades puntuales y gestionar el riesgo de forma dinámica c) Índice de referencia. La rentabilidad de la IIC es de 5,11%, por encima de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,21%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 8,94% hasta 9.225.124,14 euros frente a 8.467.785,59 euros del periodo anterior. El número de partícipes aumentó en el periodo en 19 pasando de 338 a 357 partícipes. La rentabilidad obtenida por el fondo en el periodo es de 5,11% frente a una rentabilidad de 2,85% del periodo anterior. Los gastos soportados por el fondo han sido del 0,48% sobre el patrimonio durante el periodo frente al 0,5% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 5,11% es mayor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. El fondo se ha beneficiado parcialmente del optimismo en las acciones alemanas y, además, presenta una menor exposición a la economía americana y el dólar. En positivo han destacado Kaonavi, Asbis y Sendas Distribuidora. En negativo, aunque con pesos bajos, Facilities by ADF y Close the Loop. El fondo ha vendido Digital Value, FFB Bank por deterioro de resultados en ambos casos, y Kaonavi, debido a la OPA recibida. El fondo ha comprado Atled, Austin Engineering, System1 plc y Versabank No ha sido un buen semestre para el fondo, donde el gran peso en empresas europeas de pequeño tamaño lastraba el rendimiento, al igual que bajadas notables en empresas concretas como Sendas Distribuidora o Adesso. En cuanto al rendimiento positivo destacan Willdan, IGIC o Dexterra. Adicionalmente, durante el trimestre se ha descubierto que Digital Value ha estado envuelto en una trama de corrupción, provocando grandes bajadas en su cotización. El fondo ha seguido encontrando oportunidades en Alemania, donde ha incrementado posición en Adesso, Kontron o Technotrans. Adicionalmente se ha añadido empresas como Pluxee o North American Construcion Group. Se ha dado salida a IGIC, Global Blue y ABP Nocivelli por su elevada revalorización. El fondo ha mantenido una liquidez cercana al 5%. 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 3,94%. 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 la IIC, medido por la volatilidad del valor liquidativo, es de 14,44%, frente a una volatilidad de 0,19% de la letra del tesoro español con vencimiento un año. 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 2024 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 277,63 euros mientras que el coste presupuestado para el siguiente ejercicio es de 817,81 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. A futuro, la renta variable, en general, y las empresas del portfolio, en particular, presentan unas perspectivas adecuadas en comparación al riesgo actual en activos de baja calidad crediticia. El fondo, probablemente, seguirá encontrando oportunidades en los sectores en los que se enfoca actualmente o en adyacentes. En general, se espera que la filosofía de inversión a futuro sea consistente a la del actual periodo. 0 No aplicable. No aplicable. CINVEST MUL/SELECCION ORICALCO 2021-05-14 8 06 15 7 en una escala de 1 a 7. La estrategia de inversión del compartimento conlleva una alta rotación de la cartera. Esto puede incrementar sus gastos y afectar a la rentabilidad. Se invierte un 50%-100% del patrimonio en IIC financieras (activo apto), armonizadas o no (máximo 30% en IIC no armonizadas),pertenecientes o no al grupo de la Gestora. Se invertirá un 0-100% de la exposición total en renta variable y/o en renta fija pública/privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos). La exposición a riesgo divisa será del 0-100% de la exposición total. 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 invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrían introducir un mayor riesgo que el resto de las inversiones como consecuencia de sus características, entre otras, de liquidez, tipo de emisor o grado de protección al inversor. Directamente no se invierte en derivados no negociados en mercados organizadosde derivados, aunque si se podrá hacerse indirectamente (a través de IIC). Se podrá operar con 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. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 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 Distribucion2.png png 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 false false false false false false false false false false No aplicable. false false false false true true false false e.) El importe de las adquisiciones de valores e instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que alguno de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 120.000,00 euros suponiendo un 3,02% sobre el patrimonio medio de la IIC en el periodo de referencia. 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 120.000,00 euros, suponiendo un 3,02% 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 203.183,10 euros, suponiendo un 5,11% sobre el patrimonio medio de la IIC en el período de referencia. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Los mercados durante la primera parte del año han sido extremadamente volátiles y complicados, debido a la políticas arancelarias del nuevo presidente de EEUU, y la presión al presidente de la FED para que baje los tipos de interés norteamericanos. Todos estos riesgos no han desaparecido sino únicamente aplazado. Así mimo , hemos observado el peligro de ser excesivamente precavidos y quedarse fuera del mercado de renta variable. b) Decisiones generales de inversión adoptadas. Hemos mantenido la decisión de no cubrir el riesgo dólar de nuestra cartera, dado al movimiento tan brusco y rápido que hubo durante el primer trimestre del año y que entendemos no pueda incrementarse considerablemente durante el resto de 2025. Asimismo hemos rotado la cartera de acciones tecnológicas, reduciendo peso en las existentes, e incrementando otras tecnológicas nuevas a la cartera. c) Índice de referencia. La rentabilidad de la IIC es de 4,69%, por encima de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,21%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 49,11% hasta 4.883.526,22 euros frente a 3.275.174,48 euros del periodo anterior. El número de partícipes aumentó en el periodo en 448 pasando de 266 a 714 partícipes. La rentabilidad obtenida por el fondo en el periodo es de 4,69% frente a una rentabilidad de 88,01% del periodo anterior. Los gastos soportados por el fondo han sido del 0,55% sobre el patrimonio durante el periodo frente al 0,78% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 4,69% es mayor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Hemos añadido un pequeño porcentaje en empresas de computación cuántica, en el que vemos un sector en auge y de futuro.(IONQ INC (IONQ US,RIGETTI COMPUTING INC (RGTI US), Hemos incorporado a nuestra cartera tecnológica TESLA, KULR TECHNOLOGY GROUP INC, NANO LABS LTD, CANGO INC, ASML HOLDING NV , GENIUS GROUP LTD .) Respecto a los fondos de inversión mantenidos en cartera , hemos liquidado a GESTION BOUTIQUE VI y hemos añadido posiciones EN ORICALCO SELECCION , F.I Y a través de de ETFs hemos añadido posiciones en el sector de blockchain ( ISHARES BLOCKCHAIN TECH,WT BLOCKCHAIN UCITS, VANECK CRYPTO AND BLOCKCHAIN ) , en India (ISHARES MSCI INDIA UCITs) y en el sector de la ciberseguridad ( WT CYBERSECURITY-USD ETF). Con nuestras decisiones , hemos conseguido reducir la volatilidad de la cartera preexistente, sin salirnos del mercado accionario, en busca de otras empresas tecnológicas a nuestro entender con mayor potencial de cara a fin de año Las acciones que mas han contribuido a la rentabilidad han sido BOYAA, GENIUS GROUP, Y METAPLANET. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. 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 la IIC, medido por la volatilidad del valor liquidativo, es de 40,97%, frente a una volatilidad de 0,19% de la letra del tesoro español con vencimiento un año. 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 2024 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 975,06 euros mientras que el coste presupuestado para el siguiente ejercicio es de 2.210,38 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Es difícil en este entorno vislumbrar la dirección de de los mercados con la situación actual, sin embargo somo optimistas porque vemos lo que puede ser el inicio un expansión de los balance de los bancos centrales mas importantes, que puede favorecer el crecimiento de la renta variable. Independientemente estaremos muy atentos al acontecer de las noticas y su influencia en los mercados para proteger la cartera ante nuevas. 0 no aplicable. No aplicable. CINVEST MULTI/INFAL PATRIMONIO 2021-05-14 9 06 15 6 en una escala de 1 a7. Se invierte un 0-100% del patrimonio en IIC financieras (activo apto), armonizadas o no (estas últimas máximo 30%), del Grupo o no de la gestora. Se invierte, directa/indirectamente a través de IIC, un 0-100% de la exposición total en activos de renta variable y/o renta fija pública/privada (incluidos depósitos e instrumentos del mercado monetario cotizados o no, líquidos). La exposición al riesgo divisa será del 0-70% de la exposición total. No hay índice de referencia ya que se realiza una gestión activa y flexible, basada en sistemas cuantitativos y/o algoritmos validados mediante backtest, que permitan obtener un crecimiento del capital a largo plazo una volatilidad máxima del 20% anual. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, una Entiad local, los Organismos Internacionales de los que España sea miembro y estados con solvencia no inferior a la de España. 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. Directamente no se invierte en derivados no negociados en mercados organizadosde derivados, aunque si se podrá indirectamente (a través de IIC). Se podrá operar con 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. Esta operativa comporta riesgos por a posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 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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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 false false false false false false false false false false No Aplicable. true false false false false false false false a.) Existe un Partícipe significativo con un volumen de inversión de 4.359.505,09 euros que supone el 33,51% sobre el patrimonio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. La evolución de los principales índices de renta variable en el primer semestre de 2025 ha sido en general muy positiva. En Europa, destacan las subidas del IBEX 35 (+20,67%) y del DAX (+20,09%). El EURO STOXX 50 registró subidas notables (+8,32%), al igual que el el FTSE 100 (+7,19%) y algo más moderadas el CAC40 (+3,86%). En Estados Unidos, el S&P 500 registró un incremento del 5,50% hasta los 6.204,95 puntos. En Asia, el índice HSI de China se revalorizó un 20%, mientras que el Nikkei japonés cerró casi sin cambios (+1,49%). El 20 de enero, Donald Trump asumió de nuevo la presidencia de Estados Unidos. Los mercados reaccionaron con un entusiasmo inicial que no duró mucho. El 2 de abril, Trump anunció el ?Día de la Liberación?, imponiendo un arancel general del 10% a todas las importaciones, con tasas más altas para 57 socios comerciales. Esto generó una fuerte incertidumbre, y el S&P 500 cayó cerca de un 12%. Sin embargo, el 08 de abril Trump anunció una pausa de 90 días en la mayoría de los aranceles recíprocos, excepto los aplicados a China, que se incrementaron en un 125%. Esta decisión, comunicada a través de las redes sociales, fue interpretada como una señal de que el presidente estaba dispuesto a negociar y evitar un impacto económico inmediato más severo. El S&P 500 subió un 9.5% ese día, marcando una de sus mayores alzas diarias desde la Segunda Guerra Mundial. Los mercados comenzaron a incorporar la idea de que Trump podría estar utilizando los aranceles como una táctica de negociación para obtener concesiones, pero que no seguiría adelante con las medidas más drásticas si los mercados reaccionaban negativamente. La rentabilidad del bono a 10 años americano que se situaba en el 4,572% a cierre de 2024, toco mínimos en Marzo y cerró el semestre en 4,231%. Los bonos a 30 años continúan en niveles muy altos (4,78%). En este escenario, con una inflación del 2,7%, pero un mercado laboral muy fuerte, la FED mantiene los tipos de interés en el 4,5% En Europa, El BCE continúa con su política de bajada de tipos (2,15% vs 3,15% a 31/12/2024). Esta decisión parece respaldada por una inflación que continúa moderándose (1,9% dato mayo 2025 vs 2,4% a cierre de 2024). En cuanto a la evolución de las divisas, El dólar estadounidense ha mostrado una debilidad notable en el primer semestre de 2025. El EURUSD se ha revalorizado un +13,85 %. Esta debilidad ha sido causada probablemente debido a la preocupación por la sostenibilidad de los niveles de endeudamiento que ha provocado una fuga de capitales del mercado de bonos del Tesoro. b) Decisiones generales de inversión adoptadas. Al inicio del año, nuestra exposición a renta variable estaba en torno al 50%, dentro de un rango conservador. No hicimos ajustes durante los primeros días de abril, por lo que no capturamos todo el rebote del mercado. Aunque estos mecanismos pueden ser menos efectivos en movimientos bruscos, son muy útiles en correcciones prolongadas, como ya vimos en 2022. A finales de Mayo aumentamos exposición a renta variable que se sitúa actualmente en torno al 73%. Entre el 33% y el 46% del fondo está expuesto al dólar. La caída de más del 10% en el cruce USD/EUR ha restado más de un 4% a nuestra rentabilidad este año. El efecto divisa nos perjudica en años como este, pero nos beneficia en otros. Mantenemos las duraciones en nuestra exposición a renta fija. El 64,41% del total son emisiones de 5 a 10 años, 11,44% mayor a 10 años. La duración media se sitúa en torno al 5%. La liquidez se sitúa en el 4,64%. Un 2,77% del patrimonio total corresponde a inversiones en REPO con una TIR del 1,878%, y el resto en cuentas corrientes. En cuanto a la calificación crediticia de la renta fija, cerramos el semestre con una exposición del 27,43% en emisiones clasificadas como BBB y BBB+, mientras que el resto presenta una calidad crediticia alta (mínimo A-). El 35% del patrimonio del fondo sigue destinándose a diversas estrategias cuantitativas tendenciales y rotacionales que operan en ETF y compañías del NYSE, DAX, CAC40, IBEX y ATX principalmente. Entre el 5% y el 10% del patrimonio del fondo se invierte discrecionalmente en compañías e índices que consideremos que poseen un potencial de revalorización a largo plazo. El 20 % se invierte en sectores e índices europeos y americanos. Estas decisiones buscan optimizar la relación rentabilidad ? riesgo de cartera del fondo en función de las condiciones del mercado y las perspectivas a largo plazo. c) Índice de referencia. La rentabilidad de la IIC es de -1,05%, por debajo de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,21%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 3,40% hasta 13.009.820,02 euros frente a 12.581.836,12 euros del periodo anterior. El número de partícipes aumentó en el periodo en 3 pasando de 36 a 39 partícipes. La rentabilidad obtenida por el fondo en el periodo es de -1,05% frente a una rentabilidad de 4,58% del periodo anterior. Los gastos soportados por el fondo han sido del 0,54% sobre el patrimonio durante el periodo frente al 0,65% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de -1,05% es menor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. A principios de Junio, realizamos una rotación y rebalanceo de nuestro sistema basado en momentum para empresas del S&P 500. Abrimos posiciones en varios valores destacados como GE Aerospace, Netflix y Philip Morris, mientras que vendimos posiciones en Walmart, T-Mobile y Fiserv, entre otros. Em decisiones discrecionales, abrimos posición en Canadian Pacific Kansas City, aumentamos peso en Evolution AB y redujimos exposición en Compagnie Financière Richemont y Meta para rebalancear posiciones. A cierre del semestre aumentamos la exposición en Estados Unidos y Asia mediante la compra de los ETF SPDR S&P 500 UCITS y Lyxor MSCI EM Asia UCITS. Entre los activos que más contribuyeron al rendimiento en el primer semestre destacan el ETF XTR.MSCI EUROPE S.CAP 1C, con rentabilidad ponderada por tiempo de +12,53%, Meta Platforms + 11,56% y Compagnie Financiere Richemont SA +9,13%. Por otro lado, los activos que más restaron al rendimiento fueron el ETF INVESCO S&P SMALLCAP 600 ETF $ (-16,4%), HSBC MSCI EUROPE UC. ETF (-4,94%) e Invesco S&P 500 UCITS ETF. (-6,95%). b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. 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 la IIC, medido por la volatilidad del valor liquidativo, es de 9,87%, frente a una volatilidad de 0,19% de la letra del tesoro español con vencimiento un año. 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 2024 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 334,18 euros mientras que el coste presupuestado para el siguiente ejercicio es de 196,05 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. En relación a las perspectivas del mercado y la actuación previsible del fondo, mantenemos la exposición a renta variable en torno al 73%, siempre vigilando la evolución del mercado y las perspectivas. Recordemos que se trata de un fondo mixto flexible, capaz de ajustar los pesos de cada categoría de activo según los análisis y sistemas aplicados. Estimamos que la exposición a renta variable se mantendrá entre el 40% y el 75% del patrimonio total. Mantenemos duraciones en la cartera de renta fija con un peso que esperamos situar en torno al 25%, centrado en emisiones con duraciones de 5-12 años y alta calificación crediticia. 0 No aplicable. No aplicable. CINVEST MULTI/SMART BOLSA MUND 2021-05-28 10 06 09 6 en una escala de 1 a 7. Invierte un 50%-100% del patrimonio en IIC financieras (activo apto), armonizadas o no (máximo 30% en IIC no armonizadas), pertenecientes o no al grupo de la Gestora. Se invierte, directa o indirectamente (a través de IIC), un 75%-100% de la exposición total en renta variable (en condiciones normales mas del 90%), sin predeterminación en la distribución de activos, capitalización bursátil, divisas/sectores económicos. La exposición a Renta Fija se realizará principalmente a través de IIC y tendrá calidad crediticia al menos media (mínimo BBB-), según S&P o equivalentes. Exposición al riesgo divisa: 0%-100%. La inversión en renta variable de baja capitalización puede influir negativamente en la liquidez del compartimento. 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 invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrían introducir un mayor riesgo que el resto de las inversiones como consecuencia de sus características. Directamente solo se utilizan derivados cotizados en mercados organizados de derivados, aunque indirectamente (a través de IIC) se podrán utilizar derivados, cotizados o no, en mercados organizados de derivados. Se podrá operar con 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. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. 01 0.04 0.82 0.04 1.46 0.79 2.82 0.79 3.48 1 SMART BOLSA MUNDIAL CLASE A EUR 2412.48 861.73 21 18 0.00 0.00 false 10,00 Euros 25501 8799.53 46938 39714.94 10.5703 10.2115 9.5618 8.1628 0.37 0.37 0.37 0.37 01 0.01 0.01 3.51 8.49 -4.59 -0.35 -0.92 6.79 17.14 -23.44 5.88 8.97 -2.84 1.73 4.32 19.89 20.96 -17.86 0.73 0.68 0.87 0.85 0.90 0.85 0.79 0.75 -5.21 -5.21 -3.92 2025-04-04 2025-04-04 2022-01-24 2.69 2.69 3.58 2025-05-12 2025-05-12 2022-02-25 01 15.85 19.08 11.73 8.14 11.95 9.28 7.10 17.11 19.24 23.00 14.53 13.29 13.88 12.99 13.78 19.38 0.19 0.16 0.23 0.21 0.22 0.20 0.29 0.30 BENCHMARK ALCALA MULTIG SMART 18.50 22.58 13.08 10.14 14.54 10.73 10.69 19.81 8.09 8.09 8.23 8.14 8.24 8.14 9.25 10.67 0.86 0.43 0.43 0.37 0.42 1.63 1.75 1.12 false GraficaVL.png png 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EUR 63151.00 4.36 68004.00 4.92 FR0013041530 Acciones|BNP PARIBAS EUR 289384.00 19.99 291180.00 21.07 LU0106820292 Participaciones|SCHRODERS EUR 123658.00 8.54 106854.00 7.73 LU0346389850 Participaciones|FIDELITY FUNDS EUR 120834.00 8.35 99078.00 7.17 LU0411078552 Acciones|XTRACKERS EUR 70467.00 4.87 0.00 0.00 LU1900066975 Acciones|LYXOR INTERNATIONAL A.M. EUR 12918.00 0.89 10485.00 0.76 LU2240056288 Participaciones|LONVIA CAPITAL EUR 158954.00 10.98 152125.00 11.01 1415340.00 97.77 1306220.00 94.54 1415340.00 97.77 1306220.00 94.54 1415340.00 97.77 1306220.00 94.54 0.00 Distribucion1.png png 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 Distribucion2.png png 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false false false false false false false false false false No aplicable. true false false false false false false false a.) Existe un Partícipe significativo con un volumen de inversión de 538.364,07 euros que supone el 37,19% sobre el patrimonio de la IIC. a.) Existe un Partícipe significativo con un volumen de inversión de 588.650,80 euros que supone el 40,66% sobre el patrimonio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Los mercados de renta variable se vieron sacudidos al principio del trimestre por un anuncio del presidente Trump sobre los aranceles sensiblemente peor de lo previsto en un contexto donde la economía crece pero ha perdido algo de dinamismo y la inflación se resiste a caer más. Las caídas de máximo a mínimo en los índices americanos rozaron el 20% en algún momento lo que en ausencia de recesión a corto plazo se entiende como una oportunidad. Una suavización de las medidas sobre los aranceles reales a lo largo del trimestre condujo a una sólida recuperación de los índices durante los meses de mayo y junio. Las bolsas europeas finalmente tuvieron mejor desempeño que las estadounidenses algo que la gestora esperaba que llegara más pronto que tarde en vista de los grandes huecos de valoración que se han abierto en los últimos años. b) Decisiones generales de inversión adoptadas. En este contexto el fondo estaba prácticamente plenamente invertido y se estimó que su posicionamiento de cobertura del dólar y sobre ponderación de bolsa europea sobre bolsa norteamericana y de pequeñas y medianas compañías seguía siendo el adecuado en este escenario. Solamente a mediados de marzo se invirtió una pequeña cantidad de la escasa liquidez remanente en un ETF de S&P 500 apalancado de forma táctica para aprovechar el previsible rebote tras las primeras y significativas caídas. c) Índice de referencia. La rentabilidad del fondo es de 3,91%, por debajo de la rentabilidad de su índice de referencia, que es de 5,88%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 4,77% hasta 1.447.654,75 euros frente a 1.381.689,23 euros del periodo anterior. El número de partícipes aumentó en el periodo en 2 pasando de 23 a 25 partícipes. Diferenciando por clases la clase A ha pasado de 8.799,53? y 19 partícipes a 25.500,66 y 21 partícipes, por su parte la clase B ha pasado de 1.372.889,70? y 4 partícipes a 1.422.154,09? y 4 partícipes. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 3,51% (A) y 3,58% (B), mayor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La única transacción reseñable de compra del ETF de DB-X trackers apalancado de S&P 500 aportó un pequeño extra de rentabilidad al fondo gracias a la fuerte y bastante vertical recuperación de dicho índice desde primeros de abril. La estrategia del mantener cubierta la exposición al dólar vía compra de ETFs y Fondos de bolsa americana con divisa euro cubierta hizo destacar al fondo dentro de la categoría de renta variable global. La sobre ponderación en Europa no contribuyó como se hubiera esperado ya que las dos posiciones principales en fondos de gestión activa de las gestoras de Lonvia y de Liontrust volvieron a quedarse rezagadas frente a los principales índices de referencia como el MSCI Europe. El fondo se quedó ligeramente rezagado respecto a los índices de referencia de MSCI World en Euros Cubiertos debido a la selección de fondos en bolsa europea y en bolsa americana de pequeñas compañías. Respecto al índice MSCI World más comúnmente utilizado, sin cubrir el dólar, el fondo tuvo un comportamiento muy destacado, lo que le llevó a cerrar el semestre con una rentabilidad moderadamente positiva mientras que el índice y la media de la categoría cerraban en rojo. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. 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 15,85%, frente a una volatilidad de 0% de su índice de referencia y una volatilidad de la letra del tesoro español con vencimiento un año de 0,19%. 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 2024 ha sido aprobado sin salvedades. De igual modo en las Cuentas Anuales se contará con un Anexo de sostenibilidad al informe anual. 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 1.120,85 euros mientras que el coste presupuestado para el siguiente ejercicio es de 1.714,03 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. La perspectiva o escenario principal que se maneja es que la economía global no va a entrar en recesión e incluso datos mejor de lo esperado no son descartables en los próximos meses, al mismo tiempo que la inflación si bien puede no caer al ritmo deseado y por tanto los tipos pueden no bajar tanto como sería deseable para la estrategia, el mercado bursátil continuara siendo cíclicamente alcista, apoyando en unos resultados empresariales con crecimientos medios bastante positivos y en línea o algo mejor que lo esperado por el consenso de analistas. En este contexto el fondo seguirá plenamente invertido en renta variable y sin cambios previstos en la cartera aunque monitorizado oportunidades que puedan presentarse. Seguiremos revisando algunos de los fondos de gestión activa en cartera, en particular los causantes de que el fondo no haya tenido una rentabilidad claramente superior y que no haya destacado más todavía dentro de su categoría y respecto a los índices de referencia. De momento los vemos como un potencial motor de rentabilidad para el resto del año ya que estimamos que tienen carteras con compañías con excelente desempeño y perspectivas que no están siendo reflejadas en sus cotizaciones. 0 No aplicable. No aplicable. CINVEST MULTIG/ELBA GLOBAL ASS 2021-06-11 11 06 15 7 en una escala de 1 a 7. Se invierte un 50%-100% del patrimonio en IIC financieras (activo apto), armonizadas o no (máximo 30% en IIC no armonizadas), pertenecientes o no al grupo de la Gestora. Se invertirá un 0-100% de la exposición total en renta variable y/o en renta fija pública/privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos). La exposición a riesgo divisa será del 0-100% de la exposición total. La inversión en renta fija de baja calidad crediticia o en renta variable de baja capitalización, puede influir negativamente en la liquidez del compartimento. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y estados con solvencia no inferior a la de España. 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 invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrían introducir un mayor riesgo que el resto. Directamente no se invierte en derivados no negociados en mercados organizadosde derivados, aunque si se podrá hacerse indirectamente (a través de IIC). Se podrá operar con 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. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 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 Distribucion2.png png 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Mm3Dh8t5/lGRe3pldk1cvOgiElFlZWVwBIDc2UVpaSktFM4pKoLZzSN3miu66OLCHrMHcv2iIvpodm2/X79+HZoAkDtbKCkpoUWiT0pLYXDzyJ2Z45cl88mohgxR+HpHRuztj9mZuHHDSSymyMcJpgCQOzvMLhR+XFYGfZtN7uypyXQMGhR+wF0m5bS0jDTJ+0T8TvJ3+B1A7hamrKyMEok+LS6Gu80pd/bUZMI93GUyzsOHE0z4VlVUTCN+v3z5MnwBIHfLwIyNQTXGzHJnT00myc1NKuWa1uxMlJQ4C4V0eXk5lAEgd3Pz4MEDnlSKnN38cmdJTSbb1XWAzK59frWyshLWAJC7+Xj06BEllX518iSUbX65s6Emc/ibbwbU7EwUFi4Si6l79+5BHAByNwctLS20TLYhPR1XKplf7myoyRQuXEhy6rq6iWZ4244cWSGVUk1NTXAHgNwHlo6ODklQ0LaEBJjdInK3eE2mYNGizmr4dPO8bWr14ISEbUFBdHt7O/QBIPcBJCI21is42M7bblhQ7pRFazJnP//cnGbXzD8THu4eFRVMEgsYBEDuA0J6ejpPIhn3+DFMbRG5T9j20II1mWdtlYTUrVsfmv/Ne/p0rEzGycxMhUEA5G56mIuV3rp7F5q2lNyXeR+1VE3m+owZIpFlzM5EVdVk8qPh0qVLkAiA3E3JvXv3+GIxBj5aVu4UV2yRmkzV5MliEXX+/OeWfQuLi2eTA0xNTQ08AiB309De3k7LZOsyMzEpmAXlbqmazDOzC/nHji0zcor2AY3s7DUyGYWTqwByNw0RsbEeoaFovmFZuS/2Oh7s5WX+VqhSEfdYHivMTkKlGhIe7h4drcTJVQC595czZ87wJBKH+nrY2bJy53EkZu679Ohvf5OKeCRZZonZNSdXpVLuyZMnYRMAufed2tpavkQyvbwcaras3Jle2PUODmYz+x+jRklpbnKym1o9mG3vZUXFNLGY39DQAKEAyL0vkF++oqCgNdnZKLVbXO5mrskwDfOio3e3tw9l59t59OjyoCBarVbDKQBy7zWZWVlewcEotbNB7uasybQNHx7A9YuK2tP/5hsDeuUq2cOsrHQ4BUDuvePOnTuUSIRR7WyQuzlrMqohQ5R+nmFh+9lsdiZqax0lEh7aagPIvReQX7uCgIBFhYUwMhvkbraajHrwYIWft1Lp2dw82ire1DNnvpTLMTISQO5Gk5KaeiAkBAUZlsjdbDWZyP37goJ8rMXszMhIhcI7IyMZZgGQe8/U1dVRYvGk+/ehYzbI3Ww1mZhdu6RS7uPH46zrfb179y2xmH/nzh3IBUDuhujo6BAHBa0+eBAuZonczVOTid69WyLhDXTzjQGKY8eWBgUJcVkTgNwNcfr0ab+AgCEqFVzMErmboSaTuHWrSETdvz/JSt/alpaR5MiEy5oA5N4tbW1tuGSJVXI3Q00m29WVmP3u3bes+t29enWmRMJvbW2FYgDk3gWJKSnbEhJwyRJ75D7QNZnjixcLhXRV1WQbeIOjovbExkZBMQBy16WpqYkWiRxra2Fh9sh9QGsyJxcsMH9bpYGL6uo3yMv597//DcsAyP0vRMfFbU1MRNrOHrkPaE3m3Ny5RIW3bn1kG+/u999/EBG5VyAQ0GIKlgGQ+/9x584dWiic8PAhFMweuS/yLBigmsyVf/6TmP3KlVnW/qaqVEMKChbJAn0FQnp/juuaG07E77W1tRANgNz/Q0Bw8De5ufAvq+TO40gHoiZzfcYMYnaLt1XqZzx58lpa2gaBmKKk3K3n585/Otblz+dI7D24Ojg8CKIBkPszKisrKZFo/G+/wb/skfsotz8GoiZz+913xSJ+QcFiVk3R3qsoL5+uDPUgqbpfxL511/53TvtQRutMfPn7K7SIunfvHlwDIPc/A5VKXLXENrkPRE2mcupUsYg6fnypNZpdpRpy+vSXkgB/gUDgkbZxyf1Jn3YM0ta6JnYeW6qMVMA1wN7lTtJ2WihE2s42uZu8JlPr6CgW8g8dWm11Zq+vd+iswPBpMX/bmS9Jbt6l0/+SvAtpJO/A3uWuCAlZl5kJ87JK7iavyTycMEEq4makbyD5rxW9Z9999//CI/cKhLRP9O7V5dPntg03rHVN7Dm0KjBMDt0A+5V7bW0tSdsxtp1tcjdtTeaPUaNkAk5OzhoWNszrMtrbhx47tkQk5xCt7z206uu6iUY6XRMLH06gRRSGzQD7lXtMTMy2hARol21yN2FNpvHVV4nZ09M3WkU1pr7eISFpKy3m8wL8N1/4bF7z6N5qXRPumetiE2JgHGCPcm9tbaXE4ndv34Z2WSX3EVtaTVWTaR0xIoDyT0pyY3nOTg48paWfKEIPkHTbJ3r3mhtOn6mG9FnrTCy5P4nCbDPAPuV+9OhR38DAwWo1tMsquS/wPGmSmoxqyBCFv09U1F7WNrkm8ccfo44eXSaQcmkhvS97jYExML0Nsh2O0jM3NxfSAXYnd0omm11cDOeyTe4cjqz/NZmOQYOC/b0iI/eythVqTc3rsfE7aDGfL+NsvOjyRctIkzhdO9ZdnUnL+JjnHdiX3G/dukULhSNbWuBcVsndVDWZCI99SqVna+sItr0NavXgy5dnyYN8BAKBV/z2VRXTZqsHm1zrTHzeOoKS8CoqKuAdYEdyD42IwHwDLJS7SWoy4QfcFQpvtrVC/eOPUQcPrhLInlVgdh5fuqjeYYCc/pcxkQdXKyOC4R1gL3J/1pRDLJ5cVQXhsk3u/v7yftZk4nduZ1uT63v33oyM2kuLKK7Ce4AqMN3F0uo3yPO2t7dDPcAu5H769Gl/uRyz+7JN7v2vySS7bWFPk2u1evD583OknRWYA8lu31RONdXJ0l6dVvVXehYUFEA9wC7kLlYq5337LWzLNrn3syaTtWaNRMKrr3dgQwUmM3PtswqMmNpxfIl5KjDdhdu38yRKIdQDbF/uDQ0NmEyGnXL39w/oc02GaYVaXf2GZV9lZeXUCK0KjM6UjRYJ5mrVR48ewT7AxuVOfqJ6KpVQLdvkPnRzu5Ciax0d+2D2I8uXW9bsavXg06e/ZCowHimbLVKBMRD+Ss+8vDzYB9i43GWoybBS7nM8zgf5+HQMGtRbsxd99plQSN++/a6lmmakp6+npVxazN9xfImmaQarYuvp+dIQMewDbFnuTU1NlEiEdnoslLsXJ/jEokW9NXvpJ5+QnN0iTa7Jk4ZF7hMIaf9Qj/UlzmyowHQXy+6+RfazsbERAgI2K/dz585hnAwL5d63msz3H3wgFvHN3ORapRpy8uQCcaAvU4FZWv0GqyowXcZs9WDywwJjZoAtyz0yNnbl4cPwLNvk3oeazE9TpojF/CtX/mm2V/Dw4YTU1I0CMcWXcbafWMjOCkx3sS97jSIkEAICNit3rlw+raICnmWb3Htbk6maPJnk7MeOLTPPRL7l5dNDwt2ZCozrzY/YXIHpLtbccKLFlFqthoOADcq9vr4e88mwUO69rcnUTZwoFfPM0AqVGQMjCfQlWnfP2GAVFRgDvfcEAsGtW7fgIGCDcs/Ly9sfFgbJsk3un+4vNr4mU+/gIBVzs7LWDegU7Q0Nf8/MXEvJOHy5//YTixY8HmelTtcOv3D39PR0OAjYoNwVISFfnTwJybJN7p6ckELjajJ/jBolF3HS0jYNnNl//PG9kAh3Wsz3D/UwSdMMVg2IDFDK4CBgg3LnSyRv3b0LybJK7kM2qYysyRCzBwp909M3DITZ29qGFxQsEgf4mbxpBntidfl0WoSyO7A5uf/6668CgWB0czMkyyq5G1mTaRs+PIDyS0zcanKzP3w4Iek/bUv9tp6Z35+2pSwP8tLIV+DOnTsscUF7e/vFbujVNJbnz59/7rkuxPKcFsyS6Ojol19+2cHB4cSJE3/5Ta9QvPDCCwEBAczdsrKyOXPm6G9q4sSJV65cgcRZJ/fTp0/7KBQwLNvkbkxNpn3oUIW/d5Sp2ypdvTpT2dm21Ct+x4A2zWBP8GWc/Px8lrigubmZHGw8qYgd/DRNkLtkIfmTkRvp6OiYMmVKd3LXWeLt7a1SqYigJ0yYoL38pZdeun//PvmX3H7y5ImTkxP5V39Tt27d0nkgYIXcU1NT12ZlwbCskvvgTeoeazKqIUOC/b2USs+WlpEm2ZH29qGFhQuFgb5E63sOr1pc62jzTtfE3oOro2OiWSX30W7N2h8JcrdXcleST4anp5FyZ1Cr1S+++KKO3H/55RfyLzlUkJxdf0wRs6lTp0598cUXmuzeoRNyQ7NOWlra2LFjNReL6a+Tm5v75ptvdrdjkHsfkSiV6JjKNrnPcr/cY00m3Gc/+f6apPnGw4cT0tI20FIeV+G95fxcczbNYElsKp4tChDYjNwbGxtJ2t7a2tqd3InEFy5c+Ouvv2ovj4yM9PDw0C/LkH93796dkZHRXYWHaFozhcOsWbPOdOLs7KxZh2yBrKA5cuivM2bMmJaWFmTuJoYrl797+zYMyyq5e/iHGq7JRB/YTcz++++v9PPJb9xwCg5/NgbGM2kr26ZsNGcsuT+JPedU+y/3nTt3ZmVlGUjSifd5PN7MmTM1S4qLi4nuu3wHSN69d+9enfq7duZeUVGxYsUKZgljcJLpDxs2TOeHguaG/jpk4yT3t9Vz2paR+5MnT8gnZuzTpzAse+TeY00mZtcuudz/6dOx/RkDk5u7QijjEqPtyltm2aYZ7DmnqpPJWq/cn/sr3a1GZM3cuHv37oIFC1Qqlf46ZWVlTMlFu/6uX+HRZOXkRkcnhuWusw65nZOTs3HjRsjdZJSWlvLFYswXxiq5u7hfNFCTSd20SSLhPXw4oW/PVlvrmJj4bAwMV+G99cyXdliB6facqpRLvg42U3M3XF5n8vH33nuPue3i4kL83mXyN2PGDOYkKhExU3/X3/6VK1fGjx+v2dTZs2d1yjI6N/TX+bNzYlqN6yF3E5Cbm7s/PBx6ZZXcDdRk0tevF4mo+/cn9fZJOjoGnT8/J1DpKRDSzBgYu63AdBfeMbsOHjzIHrkv9sp32X9RE+RuP+WuLVmSszs5Od2+fbu7wZEMJGfXnEQNCAjosixDGDNmDMm7mSVkff0Tqjo3ulxn4sSJtjo9p2XkHhcXtzY7G3plj9wNXLuUu2IFydnr6ib2avMtLSNzc1cIpM8qMHsPr0IFprvYdXR5dEwUG1zQ2toaHRMXE58Sl5imCXKXLCR/6ts2SWJOZIpRiXYk98DQ0DlFRdAre+T+6f5iKZerHjxYx+xnP/9cKuX2qmFeVdXkyM62pf4hBzZcnmXDVyGZJDZedJEFS2zVLzNnzqyqqoJn7UjufLl8enk59Moeue/3Dz+2dKmO2a/PmCESUj/9NNXIKRsvXJgtV3oJhLRn4jZ7HgPTq1j5w/u0nA8TARuROyUSTbp/H3plidyHbFKJKKr6jTe0zV728ccSCc+YtkpNTWOys10FnW1Lt59YuKjeAVo3PhbXOlISyB3YhNzb2toEAsG4x4+hV5bI/f/t+07M52vXZH587z1jzH7nztvhUXuI0zlKr40XXea2DYesexvzn44lX4cuhwMCYGVyr6urI5/mISoV9MoSuR/ghOR+843G7DWvvy6Tcr77boaBCsyZM/Okwd7k/9E7dtfKH95Hqt7nmNM+lLyN5EsBGQGrl3tlZSX5NMOtLJH7oI0dIj5VMW2apvlGgMzvwoXPunxQY+OrubkraAmPZOvbTi346rfxsHP/g7yZ7JkbEkDufae0tNQvIABuZYncP9lXKuHxVEOGELM/+tvfZGLOiROL9Bvm/fTTlKjYnZ1jYDzXlzhbY9tS1gYn2Isl1zEByL1fnDp1yis4GG5lidw9OKE5a9YQsze++qpc7J+Xt0Lb7MwYGKnCmxbSngnPxsDYUi8kloR/yAHypYCMgNXLPT8/f0dcHNzKBrm788JFFPXD++8/a6sk8svLW64x+x9/jMrOdqVlHErC23F8iW20LWVnHEjeYqsXSQL7kvuhQ4fckpLgVjbInaLFRO5PXnstSOBz8KArY/bKyqkhkc+uQuIG+ay7OhMVGDPI/fDhwxZ3gUk6MZE1ly1b9uKLL+pPL6M/2UB3K/fYiYlQXV1NHlVZWWms6Wx00nZ2yT0jI2NDejrcyga5CwWC5C1bQvieaWmb2tuHXrgwW6b0pIW0e9a65VWT7aEXEkvknpqaanEXMHPLRHh6pu3YoQlyt1dzy5CVlUqlkXrtbuUeOzEReDzehx9+6O3tjQydRXInn+PlR4/CrayQO02LxVRIyIG09PW0lMuXcbafWDj/6VgI127l3jx6tPa1bORur+Q+ZcqUpqYmI+Xe3co9dmIiODo6VlVVTZgwgazDLGHa9WmeReeu5oYxPZvu3r379ttvv/zyy5rmrtbYswlyt2+5CwW0mE9JeJxgL4yBgdz7L/cXXnhh8+bNw4YNO3TokL7cdToxdbdyj52Yzp8/v2TJEnLj66+/1pyLnjlzpvbKOnc1XjamZxM5ohD1kwPMO++8wyyxxp5NFpB7ZGTkiiNH4FY2yJ18bz1SNi+7+xauQrKs3MmXwjbk/vzzz5d20uVkkDqdmAyvbKATk6urK+N0kmszlmcOFZosXv+ugX5MXbb1YM4NaPqKWGPPJgvInXxWvsnNhVvZIHf/UA+41fJyT3IjXwrbkPvYsWO1Hdpddt/jygY6MZEMmmxBc26W3GZqO0yjJc1qOncN9GPqrmeT9v5YY88my8h91aFDcKvFY1FhoV+4O9wKuZtQ7kR/JJv+7rvvPvzwwy5X0O7E1N3KhjsxRUdH+/r6au56eHgwv3tmz57NdHBl0LlroB+TvtxXrFihPzjV6no2WUbuGArJhphdXOwfzIFbIXdtuecvXnzRxUUT5G6v5P7zzz+/+eab48aNu3btmr46dTox6a/MYLgTE9mCdnO+yspK5thADhLkp4Dm6XTuGu7HpHPj0aNH5Bjw8ssva//J6no2WUDuEolka2Ii3GrxcLl40T+IglvZIHexWGxxF7S2tsZFR6fExKTFxWmC3CUL0YkJQyGNQiqVeoSGwq2QO4IJv7D9JOOxSb+gE5PdyR1zy0DuCO2Jw8iXAjICVi93hULhGxgIt0LuCCb4Um5QUBBkBKxe7kqlkhYK4VaLh3NJCScQcrd8CASC4OBgyAhYvdyjoqLIp3lQRwf0atmYVlHBkwrhVsvG560jyNeBDRcxAci9v8THx5NP89inT6FXi8udKxVDr5aNBY/Hka8D+VJARsDq5Z6amkoLhY61tdAr5I5YXOtIiyg2zC0DIHcTyJ0nkUytrIReIXfEqopplIQHuQMbkTtfInEuKYFeIXfE5qI5lIQPuQMbkbtAIFh67Bj0atkgP574EhH0atnYc2gV+TqwQe5W1InJDtsqWZPcd8bGQq+WDcfaWvIfAb1aNnyi9rBE7v/pxBThmZa2QxPkrqk6MTHcv3//66+/Nrxyj52YepS7dc3wZVNy58hkXKkUoyEhdwQl4fFlHBY162gerf0xIXdN1YmJwdXVtbq62vDKPXZi0pG7TuMknd8H5EZ0dDQzqzCznGxZMymCNbZYYrXcSdqO0ZCQO4IZ5O6ZsM1m5G6gExPhhx9+2LZtW48r99iJScfF+o2TtFcgt8nvA+352RsbG8mvAea2NbZYYrXcv8nN5YvFb1RXw7CQuz3HonoHkrnvObjaZuRuuLkSsfD9+/eNXNlAJyYdues3TtKRu+Y2eS6idabXh+ZAYnUtltgud9+gIAyYsWw41NeT7+1s9WBI1lKx5oYTJ9hrd+43NiN3w82VFixYYPzK3XVi6lLuOo2TupO7o6MjMye7ZqE1tlhiu9x3xsWtPHwYhrVgjO78Ms9vfBWStVRsL1zkHbvTluRuoBMT+ZNO+aVvnZj05a7fOInk5o8ePdJfeeLEiWRr5MhBFmrK/VbXYom9ck9KSiJyX5qXh4l/2SD3r+smQrIWm8k93H1n3lIi9+TkZJbIPT9/8cWLLpogd03ViWn8+PE61e2+dWLSH1Wp3ziJJOPkrr7cMzIyyNZcXV3Xrl1LnvdP62yxxF65R0dHE7lPrawkH5rhbW2QLORunzGnfSgtpJdXTSZyJ18Ki7vgWSemuOiUlJi0tDhNkLtkIToxQe5GER4eTuROnhjnVCF3ew6idVr0bMplInfypbBJv6ATk33JPTg4mJG7b2Ag+eEHyULu9hkbL7pwgr0YuSsUCsgIWL3c5XI5I/fVOTm4TtWCMVitJnIn+SM8a5m+2IlbDyRvYeQuk8kgI2D1cpdKpYzc3719mxYKUXa3YBC5u5Z9DM+aP+a2DaeF9Lpr/8vIHT1UgS3IXSKRMHIf1NHBkcmI4iFZC8p97fUZUK35Y8n9SbSI+qJlJCN3sVgMGQGrl7tQKGTkTsI9ImJRYSEkC7nb3Uy/Fz7jBvkwt4ncyX8EZASsXu7kc6yR+6KCAox2h9ztczLIXUeWQ+7AZuX+2pMntFCIGcQsFZRItK70E6jWzPFFy0iBkF5c6wi5A5uSu2YoJBP+crnTjRvwrEXCRxG05eznsK2ZY3X5dL6co7lL5E6+FJARsHq5M3PLaPyyIT19V0wMPGuR8AoO3l6wCLY1c3jF7fBM3KYtdyvtxPTcc889//zzzs7Oly5dYpZcu3bNxcWly5Vzc3PHjx8/atSovLw8zcLz58/rz6Xe205MvZqNvcsWUZD7gMj9g++/J79JRzc3Q7WQu53UZGghvapiGtvkzswtw4nw9EnboQmOEZ2Y7t69S5TN3J49e3Z3riTrVFdXa09I0NHRMWXKFP31+9+JqXcShNxNRVpa2qq/zgfJk0pnXb4M1ULu9lKTkXI/7RikWeKesYE9cp/XPFp7b+cZMSvk2bNnly1b1qMrHR0dSQ5OrK1Jw5VKpaenZ5dy71UnJs1d8rth7Nixmzdv1m7D1N0N/ZV1Ojr92VXfV8jdEOTX2dbERG3FrMvIwKWqFgmP0NAdxxdDuOaM/WkbPVI3aS/xTNyak5NjpXIn1vvggw+0M+vuPEi++MTXLi4ujY2Nf3a2QyJpe2tra3dlGeM7MWnukiPBqVOnyMHAGLnrr6zf0YmB/O+4ublB7j1TUFCw668qd6ytpYXCcY8fw7Zmju3x8XuzXSFcs8X8p2MFQnrJg3/oTPyrXYa2usyd/BafNWtWj3Jfu3YtSZZDQ0OZoUE7d+7MysoysL7xnZg0d4cNG8Z07TBG7vor63d0IlRXV8+cObO7sw6Q+18oLCz0DAnRsYy3QrHg1CnY1szhlpS0P3UjnGu22FI0hxvkq7OQE+xFvhTWK/c/O5tj9Ch3Tbsl7V7V3RU9etWJSXNXv82egRv6K+t3dFKpVM7OzpqO3pB7D5SWlhKV61hm3pkzPIlkiEoF4ULuthqfdgziBfjpn+Tgy/2Li4utOnN/7733epT7+PHjr3SiM8O7/vq97cSkuTtlyhTy4+Ds2bPavibbycjI0Je7/sr6HZ3c3Nxyc3NxQtVYfvzxR+JxHcsMbW/nSqUf3bwJ4ULuthrfVE6lJPw57UN1lhN7VlRUsETuO/IXb7zoookdBjsxMUn3O++8QxJtnTOQ+uYllhw7dixR/JkzZwzLvbedmDRbyMvLIzanKEqz5Pjx4+RY8t133+nLXX9l/Y5OOKHaO+rq6sjHZbBarSOabQkJe6KiBnV0wLmQu03Gvqy1B5LcurhaVSCoqamxuAtaW1tj4qLjUmIS0uI0Qe7GWGEnJlsd3ch2uTc1NZFP8/jfftMRjUN9PS0UTrp/H841W7gezPFM2AbtmudUKi2ivmr4u87yr34bT74OOuO4bQZLdWLS1Pchd3PTncQPhISsPngQzjVbLD12zCdqL8xrhth2aoFf2P4u5/7FxDLAduTOl8m6nE/GuaSEeP+V33+Hds0Ti/PzfSP2wbxmaM1BSXgrf3xP/0+uNz+ipXyYCNiI3KXBwbOLi7vUDUcmW3jiBLQLudtSbLg8i6vw7q6TqiRYCBMBG5F7dHT0sry8LnXz+dmzlEg0sqUF5oXcbWYEJDfIZ+Olf3X51115yyKjImEiYCNyz8rK6m4myEEdHVypdE5REcxrhvjq5Em/8P3w74DGmhtOvEDf2erBXbfJTnJjLtQEwBbkfuHCBf2h7pr48vRp8lck72YIl4sXOcE+8O/ABXE6L8Bv87m53a3gH+JJvg4wEbARudfW1goEguFtbd1JhyOTIXk3j9z9FXwoeEDngCRy7y5tn9M+lBbS9fX1MBGwEbn/2dng7d3bt7uTzr8uXULl3Vxyp6DgAYrPVEN4gb4G0vaFDydQEr5arYaJgO3InQ4M7G7ADBO+gYHaPT0QkLvVxfoSZ16gn/bU7frjIAXBPJa4oG+dmHSuzv/ll1/efPPNt99+m9zQX1mnbVN0dPTLL7/s4OCgmT+dwZhOTH2eEqA/F68a89gBuji2D5u1mNyjY2PXZmUZ8M7Uykr0zh7ocC4p4QRC7gPVcYlk5a5lHxu6sunEwoj4MJbInZlbxjMiYkdamibIXcNzy+gs2bZtW0pKSlJS0s6dO7t8iHbbJm9vb5VKdeXKlQkTJmivM6CdmKxU7taUuefl5R3Qm/hXJ9wjIgwfABD9jGkVFTypACIeiNh5bGmPI5G8Y3eyYSZ3bbnrNLwc3bnQeLlPnDiRpPlE2eRGlw/RadtEUKvVOrMF9LYTE0ntHTrRnr8sLS1t7Nixmlke9fsu6T8qNzeX/OzQf1HG9GzS3zedfXjvvfeYXzMNDQ0ffPDBn900fiK/Zph3Q2dnDOy2/ou1sNwrKysNn1Ml8feGBr5Y/EZ1NSw8cHLnSsUQscnj67qJtIhaeu9NwxV5Ssq1yNQrJpQ7MdHChQt//fVXZolmknTtGd6119dp20SIjIz08PDQL8sY34lp1qxZZzpxdnbWrEAe3tjYqDls6Pdd0n/UmDFjWlpa9J/O+J5NOnLX3geKokJDQ8mN2NhYcrvLjZCHKJVKZk55nZ0xsNv6L9bCcmfOqU6trDRsn3UZGR6hofpTSCIgdzZfteQTvUd/Akj9AwAlYUvBvW9y/7NzLkkejzdz5kxj5P6nXtum4uJicmzo8pSy4U5M2jV3RmrEicOGDdM3LHOjy75LOo8iz/XFF1/o74yRPZu6e2rmBjk2uLi4/NnZQ5yZ4Vl/I9oHLZ2d6dWLtbzcRUFBn124YNg+Q1Qqjlz+r0uXIGLI3YomG+BLuXPbhvd4ulUUTFu73HVUzpRliPG7K8tor3z37t0FCxaoVCr9dXrViYnpoGTYd931XdJ+FLmdk5OzcePG7nbYQM+mHuXOvDk///zzpEmTutuI9uvS2RkDu81GuZNd3x4f36OAZl69SguFEx4+hIshd/bHvObRtJi/+fycHtd0z1yXnJxsA3LX7sS0e/fulJSU+Pj47k6oaq9MMlnid/11etuJiWzn7NmzOpUKnRv6fZf0H/Vn54TkGmlqMKZnkzFyd3d3J0csTQ1KfyM6r0t7ZwzsNhvlfvv2bWJtY0ouHqGh5DCAPh4mjzeqq8l/AYxswtifttE/1MPA8EdN6YYv4xBlsE3ui/PzXS5e1AS5a7jmTrJaJycn8l1mljQ0NEzqRFOF1+lq1GXbJh0rGdOJSfsuWVn/HKPODf2+S10+iiTX+tY2pmeTMXIvLi4mt69cudLdRnQ6WGnvjOHdZp3cyS8LSiRyrK3t0UFjmpp4EsknpaXQsWnDsfNSYRjZVLGqYhotohbVO/S4JlmHFtFdnr6zFK2trdFxcTEpKXFpaZogd8lCq+vEBCwsd4IsPPxTg5cyaYKsxheLMdU75M7mggw3yGfnsSXGrPxspt8gsc37xVKdmIDl5U5+dHiEhhppov1hYbtiYlCcgdzZGQeS3DhKzx4LMv8Z4R6z+8iRIxAQsFm5P3nyRP8cTncxsqWFJ5W6XLwIKUPubIt1pZ9QYr4xBRkmxxcI6draWggI2KzcCbRcPuP6dSNl9ElpKUbOmDAc6uuJ3LubsxBhZHz123haRHXXjqPrKWVkFOwDbFzu6enpG9LTjffRluRkn6Cgoe3tUHP/gxnoNr/xVQi6P1M/+kbs843a04sCTvKWhIQE2AfYuNy///57kowbnodA97ImmWxdZibUbCq5f103EY7uzxwyxlyypH0wIGk+c40iALYsdwJfKv3o5s1eVYopsRjFd8jd8qX2qzNpMd/wHDL6XfcEUqq76xsBsCm5Z2Rk7I2M7JWV5p47R6yEOcUgdwvGwocTaCG96cLsXj3KO2ZXSkoy1APsQu61tbV9mLp9c3IyTyIZ9/gxHN3nGNHaSuS+5ME/YOrexuetI7hBPgeSt/TqUQsejxMI6QcPHkA9wC7kTpAEB889f75XYhrU0eGtUOwPCxuiUkHTfQ4i95XffwBZ97bttVfcDr+w/b0daLTl3OfSIAm8A+xI7mfOnPEJCurtBUok8fQLDFx5+DAc3R+5r70+A77u1Yy++7LW8mWcL1pG9vaB3EDf7iacAsA25d7e3k71qS/H3xsauFJpb7N+BOTe59h2ej4l4S18OKG3D1xeNZkWU931IwXANuVOiE9I2JyS0gc9TS8v50kkM69ehakh9wHveX3ln7SQXl0+vQ+Pdc/YkJAYD+kAu5N7fX09LRSO/+23Phjq0+JiSiSaXFUFWUPuAxcrf3j/2ZWoxZ/27SpWgZBuaGiAdIDdyZ0gUyrnfftt3yS1qKCA5O8YHNnb8JfL+2Yre4ul1W8Qs+86uqxvD99euCgwJADGAXYq95KSEpKAG3+1qk6sOniQ+H1iXR2UbXx4Byu2nVwAdxuOxbWOtJi/O3dF3x4+t204JeH9+OOPMA6wU7kTBDKZkTO8dxlrMzOJ3yfdvw9rGxlewcHbCxZB34YrKnwpd8+hlf2p1EsUQugG2LXcz549y5VK+zN0fVNqKvE7Zo6E3E0SX9dNJGb3TNjWn6GT/iGely5dgm6AXcu9o6ODL5f/88qV/gjLLTGRI5PB75C7Scx+IGmrkS04uozV5dMFAXy1Wg3dALuWO+H06dMkee/npL7r09NRnzEmnjUfh9y7O4Mq5h9I3tIfs3+mGsIN8rlw4QJcAyD3Z9AyWf/bYa/JyoLfe4zt8fF7Dq6CynVixe13idl3HVne/2kjkbYDyP3/uHTpUv+TdxILCwv5YjHGvxsqYSUl7U/dCJvrjGenJLw+j43RHiTDC/A7d+4cRAMg9/9DpFCYZFIB587hlf977Ro8DrkbE5uL5lBi/uaiz/q/qY3Fn4rkNKZuB5D7X6isrCRSfuX33/vvr2kVFSR/J4eK3k5MBrnb24xgO/IXC4S0Sa7qmtc8mpLyysrKYBkAuesSFB6++uBBkyjs9ZoankSy8vDhwWo1hP6XkaNpqZA7iTntQ/dlraMk/L7NG6Mf+7LXKMICoRgAuXdBQ0MDLRSaakTjq42NfgEBu2JiRrS2wumaWHH0iEfKZjs3+4LH43yi9/AC/Pow12OXsajegfwCuHfvHhQDIPeuycjI2B8WZqp0m2zHPTzcJygI/Zs0sTg/3zt2lz2bfdndtygJzz/0AEneTVXe8Ynam5CECSAB5N49KpWKkkqdS0pMqLO1WVmUSPRxWRnMzsjdN2Kf3Zp9w+VZJMXem7O6P4PZdWLt9Rm0hN/W1ga/AMjdEFevXuVLJCNbWkxoNGJ2vlg8//RplODtVu6fqYbsObSKFvPXlzibtrcqJeWeP38ecgGQe88owsJcc3JMKzWH+np/udxTqbTzWSTtU+6Lax05Sk9egN/SmtdNu+V9WWsDQmUwC4DcjaKpqYmSSGZcv25ar5G0fVNqqp2Pgp9TVGRvciepOi2kvWN3kuR9ILp51NfXwywAcjeW4uJikxdnmCDHDL5YvCU52SRj6q0uXC5e9An3s59RMQeS3CgxfyD6k3QObOdm52RDKwBy7x1B4eHrMzIG4kKk0c3NHqGhXKl0enm5Pco9lGcPZl9dPp0v43CCvRY8+ttAbH9f1lqZQqpSqaAVALn3jpaWFr5UOnCNsOefOkVS+E2pqWOfPrUrufsr+Lat9bltw4l5aRG1I/9rE46K0R0hg4IMgNz7TGlpKfHvwI1SJym8p1JJC4VEeXYyV4Fty52ofM0NJ76Uywv0Nfm5U+1WTcTsmCAMQO79IiklxYSXNXUZnxUVUWLx7uhoe7jWybmkxF9B2aTZFz6c4B2zi5Lwtud/PVs9eODmLeAoPcOiQmETALn3C5VKRcvlKw8fHlDlvdrYuC8igqTwn587Z9tj4adVVPgpBLZXh9l6ej4tpDkK7wGqsGti95EVAimNS5YA5G4CamtrSWZt8pGR+vFJaam/XO6tULz/ww+2WqUhcvdVSG2tDiPjkIR9IIbEdFlqxxwyAHI3GefOneOLxWa4/miISrUmK4s8166YGMfaWsid5S1PvWN2kYR9f+qmz1tHmOHpiNnRQg9A7qYvvpOcenRzsxkM+Gpj4464OFoo3JSaOv6332xM7hy52Nq1vqjeYV/WWoGQ9gvb/1XD383wjOTgwQv0TUxOgEQA5G5iOjo6pArF3sjI4W1t5vHg6zU1nkqlQCD4JjfXPAcVM8TUykqu1IrlPv/p2O2Fi0i2zg3yWfn9B+Z50tnqweQnQlCYHM1RAeQ+ILS2ttIBASuOHDFnQXzG9ev+cjlR/JrsbBu4qNWxtpYrlVij1r9oGbnt1AKidb7cf+31GeZ86mcNm+RUS0sLDAIg94GioaGBJ5V+fu6cmZ3odOOGX0AALRQuKiy06oueiNw5Mpl1aX1e8+it385jsvWNl/41QNcldRdbz3xJSXkPHz6EPgDkPrCUl5fTFpqffebVq75BQSSLX3rsmKk6RkHuhmvrO44voUUUV+G9rvQT8+/AqopptJhPPnJwB4DczUFxcTFJoidXVVnEj/977dqBkBCyA+syMy21D7Ytd5Kbf1M59UCSm0BIc5Rerrc+tMhuLK1+gxxXyIcN4gCQu/koKCggen3r7l1LWfL1mppdMTE8icQ9PHzG9etmO83bf7nzpFI2F9Y3XnThBvqSfNknevfATSFglNnF1JG8XFgDQO7m5uDBg8TvDvX1FnTlmKam1Tk5RPFkT5YfPfpGdTXLr34a+/SpQMDGK1SX3J+0+8gKWkjzAvx25i39smmMBXeGMfvB3INQBoDcLUN6RgZXKmXD1UZON27si4jgi8XeCsWcoqJxjx+z0/Kjm5uJ3M1wyY/xk3BtKp79LFUXUX7h7qvLp7NhlygJL+NgOnwBIHdLktrZXImkzGxQJ0nklx854hsURBL5PVFRxPJsG1rDyH1e82jLCpQcXdZen+EVt6NzDIzvtsKF8/4YxZKDDU/uH5cYA1kAyN3yxCcm8iQSVg1fmVhXtzEtjRk9uSU5eVpFBUsug7Ks3Mnzrrnh5BW//dlwdRlnf8qmpffeZNW8ksTssUkxHR0dkAWA3FlBSloaS+oz+leEuiUlcWQyotTd0dGzi4stW7Fh5D6/8VVzSvPL31/ZeNGFcTov0M8jeTOrnK4p+lMSXlxyLMwOIHd2kZWVRYlEFhw/06Pl16en+8vlJJcnGb1rTo7TjRvmFz0j96/rJpohSV9VMW1n3jJuoC95Rm6Qz77MtcurJrNzlA5j9kNHcAYVQO6spLCwkC8WT6uoYPN4lb89ejTvzJl9kZE8qZRYzzcwcPXBgzOvXp3w8KEZRD+itZU86eJax4ET+o78xRylJ3kWvozjE71724mvFjx5jc3D6r+pnErMfjA3B4IAkDt7KSkpIX7/tLjYKkadv15TszQvzz08nNspeo5Mtj4jY05R0YDW6MkTrbj9rqnOi5LjxLqrM90z1xGVPxO63N8vfP/OvKUkFzbzPAF97qP9rGde0VnYAUDubKeiooInkcz79lvrarjBZPRuSUmeSiU5PjFJ/fb4+MX5+SSvn3T//iu//26SLlFky32bT3Fu2/BF9Q4kN3f7dt7+1E3cIB+BkCY5L7lxIMltXekn5K/WNWsNeSGUmI9rUAHkbjXU1NTwZLItycnWcuGofvy9ocG5pGR1To57RASxPCUSESkzF8SS7P7zc+ecbtyYXFXlWFtLpD+itbVXcjcwqyJJxuc/HUvy8W8qp64vcd56ev6+rLW+EfuIxMkDiQpJbu4fcmB/2saNl/7F8nqL4Vl89+a40hLMGwMgd2ujsbGRDgraFxFhA/P0kiC/Qhzq6z8pLV1YWLguI2N3dDRJ8DXSf1YPEYu9goN3xcSQQ5prTg7J90l8dfKky8WLOkFW9orbQZLWHfmLd+Ut80jdRPJuv7D9nGAvWsxntkZUTiROUnLfCHfi8R3HF2+4PGvJg38MXONpM09y4B29WxhEYa5HALlbJWq1WtHZ9trqpvfq7QCYd/7974/Lyj4tLl5UULAiN3dtZubG1FRi+b1RUfvDw/eHhWmC/A7odDefJOOeidv2p27cl7GOuHvbyQUkE3ct+3hpzetz2ofaWAdt7Vh29y1eoF9gmLy9vR1GAJC7FZPV2RPVWk6xmiEMl2VsO5gO11k5GRjMDiB3W6CsrIwrla7NyhrZ0gK526fcyc+R3YdXkp8sJSUlEAGA3G2H+vp6KjDQKziYhVexQu5m6LzKUXqKAgQ1NTWwAIDcbbAEn5yWRolEn5SWWtcoSci9n6UYSsKLjA9XqVRQAIDcbZbr16/zpdLd0dEsmckLch+4mNs23CNlMy1GNyUAudsHzc3NgWFhHJns3du3IXdbjeVVkzkKb3mI5NGjR/jMA8jdjjh16hRXKl2Tnd2rK4Agd6tI2HflLRMI6eMFxzAqBkDudprCy0JD/QIC3v/hB/upwtu23FdVTOPJ/cUKnDsFkLvdU1RUxBeLd8bG2sa1rHYr93nNo/ccWkVJ+MePH1er1fhgA8gdPJurIDgykhYKZxcXm2RyLsjdnPFpx6D1Jc6UhCdTosIOIHegR2lpKV8u91YoplZWQu5WNJ2AX6gHLcXkjgByB92jUqkyMjP5Esn2+HhWNWWF3PVjweNxB5K30CI6OTW5tbUVn14AuYOeqzRhsbG0ULj86FHbG0tjA3Kf2zZ86+n5AiGtCAvCzI4AQO694969e5LgYEok+rqgwJbOtVq13InWt5yfS0m5smDJ999/j08pAJB7H7l27Zqgs6v15+fODW1vh9wtma2f+ZIv5QoD6dLSUnwyAYDcTaN4YWAgTyJZeOKEtU8taXVy/7x1BNE6ydbFCuGlS5dwXRIAkLuJuXr1qjgoiGTxy/LyrPd0qxXJfVG9w47jS2gRJVYIkK0DALkPeBYfGBJCFL85JeWtu3ch94EYt768avKBJDdaSMtCJLdu3cKnDgDI3UzU1NRExcQQxR8ICfno5k0rKsezWe5ftIzccHkWL8CPZOuRseGYQgAAyN0yNDU15eTkUFIpJRItOX7cob4ecu9bqr60+o09h1eSVJ0O4OUezSVvLD5dAEDulufGjRsh4eEkkd8ZG+t04wabR8ezSu7aqXpQuLy8vByfJQAgdzYm8keOHKEVCmL5Tamp08vLWViuYYPc57YNd7350f7UTSRVFwZShYWFf/zxBz4/AEDubKeuri41PZ3XOUB+Q3r6tIoK9lwGZUG5/8fpaRtpMZ8K4CamJty7dw+fFgAgd+ujsrIyMSmJWJ4o1T08fHZxsUN9vWXnjje/3L/6bfzGiy6d88BQdAAvMSUeTgcAcrcdy2dkZNAyGXErXyxedeiQ040b4x4/tlW5z2se/U3l1F1HVvAC/J/VXpRUZmZmVVUVPgkAQO62yaNHj86cORMWGUlJJMSznkrl0mPHppeXj3361NrlToS+8of3t538iqP0ejbuRcoLiQk+ceLEkydP8P8OAORuR9TU1OTl5SkjIvhSKXEuTyJZn5Exp6jo3du3h7e1sV/uc9uGL7k/aX2Js3v6Bq7Cm2yZlvIVoUHkRd2/fx/zBAAAuYP/ZPSJiYmikBC+WExE6S+XuyUlfV1QMPPq1bfu3h3d3GySYn2f5T5bPXjB43Erbr+74fKs/ekb+DLOM5uL+ZIgUWJSYmlpaX19Pf4fAYDcgSEaGhpKSkpycnJIXk91jrphivX7IiJWHj5MsnvnkhKS4DvW1o59+rRX0jcs9087Bn35+ytf100kEicp+eaiObtzv/GN2Eck/kzlIlogo4JDFWlpaZcuXUK9BQDIHfSLjo4OkheT7LiwsDAjI0MeHU0HBfFkMlokEnRCvO8VHExiR1zc5pSUZXl5i/PzSZDDgMvFi9pBVvaK20GsvSN/MRG3e/oGr/jtPlF7uQpvSsJjtkaLKUrGEwZSytBg4vH8/PzLly8/ePAAjacBgNyBmWhubv73v/9dVlZWXFxcUFCQm5ubmZmZmpqanJwcFRUVFBkZEBWlCfI7QCQSBQcHR0REJCQkkNXIoYK4++TJk0TfZCO1tbVtbW14VwGA3AEAAEDuAAAAIHcAAACQOwAAQO4AAAAgdwAAAJA7AAAAyB0AAADkDgAAAHIHAADIHQAAAOQOAAAAcgcAAAC5AwAAgNwBAAByBwAAALkDAACA3AEAAEDuAAAAIHcAAACQOwAAQO4AAAAgdwAAAJA7AAAAyB0AAADkDgAAkDsAAADIHQAAAOQOAAAAcgcAAAC5AwAAgNwBAAByBwAAYEX8fwZPylPeu8GLAAAAAElFTkSuQmCC false false false false false false false false false false No aplicable. false false false false true true false false e.) El importe de las adquisiciones de valores e instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que alguno de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 500.000,00 euros suponiendo un 2,47% sobre el patrimonio medio de la IIC en el periodo de referencia. 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 500.000,00 euros, suponiendo un 2,47% sobre el patrimonio medio de la IIC en el período de referencia. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El mercado ha estado volátil y variando a lo largo del semestre con cambios importantes en los activos de riesgo. De hecho, tras los rallies de los primeros meses la recogida de beneficios y cambio de tornas hizo que los índices americanos se dieran la vuelta y perdieran todo el terreno ganado. Pero poco a poco el liderazgo tecnológico, la IA y la Defensa han sido grandes catalizadores que han vuelto a posicionar tanto al S&P como al Nasdaq en terreno positivo a cierre de Junio. El fondo, tratando de hacer gala de su resiliencia ha estado tradeando en algunos activos buscando realizar ganancias que superaran el 20%, comprando barato en las caídas los activos del asset allocation 2025 y consiguiendo una muy buena rentabilidad cercana a los dos dígitos manteniendo volatilidad en torno al 5% a pesar del alto posicionamiento en RV. El fondo tiene una política abierta que le permite hacer movimientos grandes evitando el encorsetamiento que algunos fondos mixtos llevan en su adn al tener que estar invertidos en RF o RV a pesar del momento de mercado. No es el caso de Elba que se deshizo de las posiciones de retorno absoluto con las que suele jugar la RF e incrementó el porcentaje en activos de riesgo. b) Decisiones generales de inversión adoptadas. Se han comprado Nórdicos en el inicio de año que fueron vendidos por el desempeño mediocre de los fondos de Europa del Norte en general. Defensa ha sido un sector que nos ha dado grandes alegrías y que junto con aeroespacial mantenemos actualmente en cartera tras haber generado el rendimiento superior al 25% que buscábamos. Se han ido utilizando los fondos de dinero y crédito para promediar en precio buscando comprar barato. Chips fundamentalmente y oro-plata que últimamente hemos cambiado por las commodities físicas. Tendencias de consumo ha sido otro de los grandes catalizadores para la rentabilidad del fondo. Salimos de China finalmente porque tocaba conseguir rentabilidades más seguras en otros sectores/zonas geográficas. Así incorporamos España momentáneamente pero salimos cuando superamos la rentabilidad del 20%. La incorporación del sector salud, un anticíclico básico nos está pasando factura este año. Las pymes americanas y europeas nos brindan mejores desempeños. A largo plazo hemos incorporado asimismo el mejor fondo de infraestructura del mercado. c) Índice de referencia. La rentabilidad de la IIC es de 8,36%, por encima de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,21%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 16,25% hasta 22.066.899,74 euros frente a 18.982.724,56 euros del periodo anterior. El número de partícipes aumentó en el periodo en 58 pasando de 307 a 365 partícipes. La rentabilidad obtenida por el fondo en el periodo es de 8,36% frente a una rentabilidad de 1,28% del periodo anterior. Los gastos soportados por el fondo han sido del 1,01% sobre el patrimonio durante el periodo frente al 1,02% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 8,36% es mayor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Inversiones concretas realizadas durante el periodo. En este punto es importante que se especifique lo que han influido en la rentabilidad de la cartera del periodo, por ejemplo ?El sector tecnológico fue el que más aportó durante el semestre a la cartera, dado la sobreexposición que se ha tenido y también su buen comportamiento frente a otros sectores"? o incluso hablar de valores concretos, sectores, tendencias, etc. Defensa/ chips/ tendencias de consumo de la mano de la tecnología y la IA. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. 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 la IIC, medido por la volatilidad del valor liquidativo, es de 10,82%, frente a una volatilidad de 0,19% de la letra del tesoro español con vencimiento un año. 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 2024 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 123,16 euros mientras que el coste presupuestado para el siguiente ejercicio es de 296,67 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. La idea en el segundo semestre seguirá una senda similar de tradeo y momentum en la línea que el mercado está marcando este año. El segundo semestre no será fácil, el impacto de la política arancelaria aún no se ha dejado sentir, los tipos altos en EEUU no acaban de hacer mella y la inflación sigue en el punto de mira pero los riesgos geopolíticos siguen ahí y las guerras frías comerciales también. Las divisas asiáticas están débiles y toca cautela en los grandes referentes emergentes como China y Japón. India, Taiwan, Korea, Vietnam......toman el relevo. La archinovedad del año al respecto de Europa mejor que EEUU que no veíamos tan clara nos ha venido bien. Más que nunca toca un asset allocation acertado tanto geográfico como sectorial y un control de los riesgos. Para Elba es parte de su ADN.. No aplicable. No aplicable. CINVEST MULTIG\ EVEREA 2021-06-25 12 06 14 4 en una escala de 1 a 7. Invierte un 0-100% de la exposición total, sin predeterminación en cuanto a porcentaje, en renta variable, con criterios ASG, de cualquier capitalización y/o renta fija publica/privada, con criterios ASG, sin duraciónpredeterminada, instrumentos del mercado monetario, cotizados o no, líquidos y bonos verdes. La renta fija tendrá una calidad crediticia mínima (BBB-) o si es inferior, el rating de España. El riesgo divisa será de 0-100% de la exposición total. La inversión en renta variable de baja capitalización pueden influir negativamente en la liquidez del compartimento. Invierte 0-100% en IIC financieras (activo apto), que cumplan con ideario ético, armonizadas o no (máximo 30% en IIC no armonizadas), del grupo o no de la gestora. Directamente no se invierte en derivados no negociados en mercados organizados de derivados, aunque si se podrá hacerse indirectamente (a través de IIC). 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 invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrían introducir un mayor riesgo que el resto de las inversiones como consecuencia de sus características. Para lograr el objetivo se usa la estrategia de gestión alternativa long/shortque permite mantener el riesgo dentro de la volatilidad objetivo mediante coberturas (derivados) en base a un indicador de riesgo. Se podrá operar con 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. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 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38o7d+5oPWbBY4cOHRJ/FE85T0/PnJwc+aNeXl4eHh6lpaXSe9asWSN/bnl5uUql2rlzp3hbfEp1dbX8oVOnTtnb2zs+FhQU1NLSIr6OeNvZ2bmyslL+qJOT04kTJ6RPEX+8ffu29LkiYsQXF48Uz//m5matB5AyMEtfBy+kS7p9eGZf0v+QMmY30yZOki9iqqur45cAuiE0eMvH7w7UOqM8OOhzzceINLlw4YJ4w9raOi4uLiMjQwoa6aPe3t6nT58Wb9jY2IgccXNze/nll+XPXbVqVVNTk6urq/RIzS+b8pjmH6XiuXXrlvgi8kdFprz77rvijfz8fBFMIoykB7/44ovST+Xi4iIt36H5AFIGZinPdypRYpTDM6SMscZ25Cg5ZcQ/T/klgK4SkeE191Pdp9ZnbnMaGhq0HixyQaSMk5NTVFSUs7Oz6Abp/eJt6UDI2LFjRXZUV1fb2trKn5WTkxMREeHl5ZWQkCAftpHbxcfHJ+cx8aGysjIrK6uYmBjpySynzJ07dwYPHix9o/v374ufQe6e4cOHi3iSU0bzAaQMzBI3lTHW4RlSxlgzduAQOWWKior4JYCuqqiomGln384Bv/GfXL9+XfOR9+7ds7GxEcFhZ2d38ODBtra2kSNHSh+6cOGCqAcPD4+33npLhIV4j2bKCFeuXFGr1d7e3snJyZs3by4pKZFTRiSOlCznzp2Taik1NVUUiUgc8U5RMI6Ojq6uruL7ikbp37+/eKf4McQPIN7IyMgQDeTn5yeljNYDSBmYJW4qo7fp4uEZUsaII6dMbm4uvwTQjaMyiz710H1eLXCfq3lU5s6dO2PHjr1x44Z4e/HixdJRE3t7e+kMLZEmoiTE23LBaKWMEB0dffnyZemlH+nFJt0XmESUyGujiojR+mhYWJj4dNEuWVlZ4oeRUkZ6demNN94QP4DWA0gZmJ9fWltJEH1equ3Su/OHZ0gZI458l7z09HR+D6AbwreE6J4rE7YlRPMxbm5uVlZW0vm5ImhEqfg8du7cuaioqAsXLtjZ2c2dO1e+kkgrZVpaWkSmSLEiHiM+RU4Z6biLdOilsrJy5MiR4o3x48cnJSVppYz4AeRz2ydOnBgZGSmlzP3791944QWRMloPkMKLlIFZ/dviXg39YayzZ0gZI46vzwopZeLi4vg9gO4dmAkOCho/eJh8BdOmDYEPHjx4+mdJLyTdvn1bype2xzp68L3HpIfJry495Ssr4HI8Ugbd0Vh7k/Iw1uEZUsaI47NsmZQymzZt4vcAuketVh//6qvoiMiosPBD2Tmdv68MtwAgZaBPd8svkR09eHgmoE9m3n+QMiY4iz9bIJ8uw+8BgJSBGbtdeobg6NnDM86vpux9iZQx5ZThn8gAKQMzVnnmCLVhmMMzumfPkDJGnEWen8kpo3sjEACkDMzG1a/S6AxDHZ55LXXff5MyJjKec+bKKXP37l1+FQCkDEgZplOT4P/WwaN/ImWMPvPd3OWU0bqnGQBSBqQM84yzZ1K/eJGUIWVg7tRq9clDmak7wvdFhxzL/MKMVsYmZUDKMPoIGv9+QQHvkBSmkDLXrl3jVwG66sH9+zs2+O6a0vfJAVe713asX37vbi3/ZUgZkDKWVDO2vXZMfTvK4b2tUwd97jza22b4/LHDpg4bOuqdAaSGIVNGa60+oDNSIoJ22/b+/Rbde29ogOZj2trapHvyuru7R0VFOf5KulGeJDExUVqnWjwVPT09c3JypPeXl5erVCppyWvxzurqavlTTp06ZW9vL32poKAg8dW8vLzE287OzpWVlQEBAeJtOzs78b9btmyRPkW8LS1dKX+ueLD8zBdfX7zTzc1NerzWF5S/qSC9HRYW1tzcLP4YERGh+R7xfyQmJqbb34KUASmjqNlp93r0tAFbHIdsdBy+YvJHHmOHz7QeOm7AByRIT6RMcXExvwrQJU1NTfHeM3W33LglTpoXxJ07d27z5s2an1hSUrJgwQL5j5cvX+7fv7/YzcfFxUnrCcg3Olq1apX4LtK6S97e3r+rqN8vTSAtdi3euHXrlmgF6Z3jx4+XH5Cfn+/h4SEt5CR/7v37962srBobG8WPJC8LtXXrVpEa7X5BzW8qrUMp/vjiiy9KHSa9R/wfETXW7W9ByoCUsYzEse8XO/WdsGlWgY4j/O1HLJpk7fLxR/bDh3Mgh5SBIV2/fn3H3LG6W2jsrBGap14lJSWJpBC7eSlTpMIQu3b5mI0olYSEBFEATk5OUVFRzs7OIjvkwxgRERFeXl7iAVoHDkUH+Pj45DwmPlRWViaKISYmRlquUjdlxJcVVWFtba1VJGFhYVlZWYsXLz569Kj8Iw0fPrzdL9huyogcEY9vaWlpN2W6+i1IGXTTjcJc+kARr1X1jpv6dqTjB8GOQ1WOI5fZjvSYaO1oPXLcB1ZUS/sXY7vPIWXQ00dlRGdIL+uMHDlS7O9PnTolHRqRiOee2JEnJiaKArCzszt48KDYzYtHyg+4cuWKWq329vZOTk7evHmzvAyTCAWROFIxnDt3TrxHZERqaqpIFpE4WikjIqZ///7ikTY2NuJbaHZGXFyc6Ax3d/cTJ07I31Q8uN0v2G7KiEQTP7yfn19HKdOlb0HKoJu426/iEyfeof82p0FbnIavn2btM+Vjj4mjSBytW+SRMuiGzpwrk5CQIEpCvGFvby+iZMGCBaJO5I+Kvb4oACsrK5EvIk2k4xPyCzGS6Ojoy5cvSwEkvdik+wKTKImysjLp7cGDB2ulTFhYmPh0ERkiKcaOHav5uaNHj75169ahQ4fkwBKxtXjx4na/oHhYYGCg9Lb4OuL/jpQyUtm88cYb7aZMl74FKQNShuna7JrSd7vDe6HThmx0GL5yysiFn3w0c/TIScOGf/zuQEtbuICUQTf8egVTH/kKprj13lpXMJ0+fVokxdKlS9esWSP+aGtrK73/3LlzUVFR0tvSUZkbN26Ij/o8Jn96S0uL2OVLsSIeJn+KCAWx+5dO+xV9U1lZKWJIvCG+V1JSklbKiFSS22jixImRkZHS54oHiNKS3i9+POmcXPF+0V7tfkHxRcRP6OzsbGNjExAQIP0YUsqIT3nhhRc0U6Z734KUQTfdu/ItO3VGK3Fipg0Idxoa5DRytcOoRbYfzxr7kf2HwxSWOMuXLCVl8JzUanVBTkZqTOi+6JCj6fse/vST7mNEAWher/Tk35C3b4s00X2w1iPvPSZ9EfnVpY6Iz32e1cR0f852v+DzfJfOfAtSBt3RWHuTnTfTxdNxhq2bOuLx6TijplsPnzhoiDmmjO9yHzllnrmTAPSLFUw7QsqgO5ru1bCTZvT+WtXsj4dOHjLIpFPGZwW3yANIGSgEe2KmBw/k2L8V4TBg01Qr/ykfLp00wmPscKfhVmPfM/6l4/7+/ixcAJAyUIhkx37sdBkj3ANw6ntbHQZtsB+2wvbDReOsXEcO/mSAgTpm9PuD1mqoreVm8wApA3OW5TmKPStjOgdydkx5K3zq+59PGew/5cMlEz90G2VlO1jPtzkeP2SYZsrU19fzewAgZWDGjvrPYA/KmEHi2L8VMXXA5/aPEmfZxGGffmzlYPXB6Hfe60bK2I4cpZkymvc0A7rk8vdnsnN2ZGZtK/m2gJN5SRkYzekoX/aUjFm/VrXN/p2tUwcFTBnqM2nY/LHDHIc9I3GmTbDRTBn2QOiG5ubmvSmr07Jfysn/t9zjf9if/f+Sklf++CNZTMrAGIr3bmF3yCg4cTZMGeo7aajHmA+nP0qcR2ccT580We4Y+QamQJdkHvj8wJH/JSJGnoNH/5SRtUH3kdL98TRXyZY/JK+G3dDQ4OXltWDBAvkeuE9ZGfvEiRNnzpyR3pYWoxZvZGRkSHfMk1ar1l3IuqNlq7XW2T58+LD0tninfFM+Ugam7vuc3ez2GIt5oapXvP0bGz91kFMmNDSUXwLoKrVanZxqo9kx0iR/OaGpqUl+WEtLi5ub28svv/yv9lbJ1lwNOyUlRdSJ+LLyHYGfsjJ2YmKivD6ldIPd06dPu7i4SMcXxVcTX1l3yaSOlq3WWgZBIr7U2LFjtZaxJGVgum6e/4o9HGNRE+zlIqeM+KXPLwF0VUVFxb79b+umzL70v2le2y9Sprq6WqoT3VWytVbDvnPnjmidLVu2yI3S0crYuikzd+5c+THim9rY2DwzZf7167LVWutsSx/y8PDYv38/LzDBbPxQfYN9G2NRE+izUE6ZtLQ0fgmgqxoaGvalfdJOyqSN0b0gTkoZrVWyxRtaq2GLlBF/lNdO+lfHK2PrpoyIlVu3bsmfKL5IZ1JGWrZad51tEU/Si2KkDMxG688P99j1ZvfGWM7ERoSKHYNKpRIpc+DAAX4JoBu+3O8nnfCrOSlf+ug+UkoZrVWyxRuLFy+WV8OOj4+XPir6RnOhonZXxtZNGdE6W7duFX8Ub6Smpvr4+OguZN3RstVaLzCJmhE/g7H+q5Iy6L4MjxHs3hhLOR3Yvp90PEbsHkJCQgoLC/kNgG64e7c6ad/C7K/+KEWMyJo9yfPFOztKGc1VsqWVsTVXwxbvER/19vYWD9B8fardlbHF21ZWVtLJuTExMSJQxDvFJzo5OVlbW/fu3VuEju5C1h0tW621znafPn3Eh6Q/hoWFkTIwG/kB7uzhGAuZ6Jkfal6JzVqS6LbGxsZjX+3+Im3lvlTfQ4d3PHhQ9/THy0tDa66MLR+D0V04uksrY0sPk878Fdkkf3HzutcAKYPuu5S4iT0cYyET4T5OM2Vqamr4DQAD41ZGpAz0rzxvL3s4xkJmy8IZmimjeeksAFIG5qq+opw9HGMply+tWCR3TEhICJs/QMpACX5pbd1r34edHKP4SZj86jp/fzlldO8MBoCUgbnK853Kfo5R/MQ4D9J8dSk3N5dtHyBloBAXEjayn2MUP+FzJ2qmTHFxMds+QMpAISrPHGE/xyh+Ni+apZkytbW1bPsAKQOFaLpXw36OUfwErFyuuSY218QCpAwUJW32YHZ1jIJn15S+modkpFudAiBloBwFmzzZ2zEKnii3UZopc+TIEbZ6gJSBonyfs5u9HaPgCV7kqpkyZWVlbPUAKQNFaay9yd6OUfBs8F2qmTINDQ1s9QApA6XhdBlGqRPv0F/z5njBwcFs7wApAwXi7jKMUidy9hjNQzKZmZls7wApAwXi7jKMhdxRprS0lO0dIGWgQC3NTSzGxChvdtv2Uq1ZpZkydXV1bO8AKQNlOuo/gz0fo+yllyIjI7k5HkDKQLHK8/ay52MUNls/c9RMmezsbLZ0gJSBYv1Uf2ePXW92foySXl3SXK+AO8oApAyUL893Kvs/RjETO/0DzY5RqVRqtZrNHCBloGTc9pdR1KtLng4svQSQMrAsTfdqeI2JUcysX+WjmTJnz55lGwdIGSjf8Y3z2AUyyrt2SaVSsV4BQMrAItwozGUvyChhCUkvF82U2blzJ1s3QMrAIrT+/DBl+tvsCBmzngS717TujFdUVMTWDZAysBTn49ezL2TMerbNsl77e42NjWzaACkDS1FfUc6+kDHrCfRZyLVLACkDi5a73I7dIaOME36FkpISNmqAlIFl4eRfRjEn/AYFBXFnPICUgcX5pbU1w2MEO0XG7GbXlL5aJ/ymp6ezRQOkDCzRdwd2sl9kzG7CPOy0Xl2qqalhcwZIGVgi7vzLmN812JNfVa3244RfgJQBnuCqbMa8JmLOeE74BUgZ4DcPG+4nO/ZjB8mYxey27R2wcrlmxwQHB3PCL0DKwNKdjV3LPpIxi4lyG6V1SKagoIBNGCBlYOl+qL7BGTOMORyS6bXBd6lmxwQGBjY3N7MJA6QM8K+vgxeyp2RMfMLnTtQ6JJOXl8fGC5AywJMDM3vt+7CzZMzoLJmAgICGhgY2XoCUAZ44HeXL/pIx3XvJzLPROiSTmZnJZguQMsBvmu7VpEx/m10mY4r3krF7TeteMiqVqq6ujs0WIGWA37mUuIm9JmOCs9XTQeuQzJEjR9hgAVIG0NbS3JQ2ezA7TsakJt7hrXX+/pwlA5AyQKdc/SqNfSdjUvP50nlah2Ty8/PZVAFSBuhQnu9Udp+MiUzMjCFaHRMUFMS9ZABSBniau+WX2IMyJjIbly/QSpmioiI2UoCUAZ6B838ZU5jI2WO0OiY8PLytrY0tFCBlgGfg/F/G6LNrSl+tC7CFa9eusXkCpAzQKTcKc9mbMkac4EWuWh2TmJjIhgmQMkAXsDATY6zZPsNK6wJsoaqqiq0SIGWALlD/2MDLTIxR7u2rtQK2kJ2dzSYJkDJAl9V+d36PXW92rowhJ2TBdK2OCQ4O5gJsgJQBuuls7Fp2rozBZtss67U6SktL2RIBUgbopl9aW3OW2bCLZQwwO+37rV/lq9UxSUlJXIANkDLAc/mh+kayYz92tEyPzm7bXp8v89C9ty8rYAOkDKAHZRmx7GuZHp0wDzvdl5YuXrzI1geQMoB+5Ae4s7tlDHn1dXp6OtsdQMoAeqP+sSF97jB2ukxP3Nh3/SofrY4JCQlpampiuwNIGUCfHty6utehL7teRr+nyAR5z9fqGJVKdf36dbY4gJQB9O/qV2nsfRm93kXGSfcUmYKCArY1gJQBegrrZjP6mog543U7hquvAVIG6Fm/tLbm+kxhN8z0xKm+wcHBjY2NbGUAKQP0rNafHx5Ywn3zmO5PvEN/3bvhqVSqiooKti+AlAEMoeleTYrrB+ySme4uGLlY96Wl8+fPs2UBpAxgOHX/LEua9iY7ZqaLlyz1DlruqdsxeXl5bFMAKQMYWs23Rbvt/sbumel8x+iuTsCpvgApAxjTjTNHdtv2YifNdGaCvVx0OyYyMpK74QGkDGBMpdl7qBnm2R2zyFW3Y4KCgu7evctGBJAygJFdykqgZpinTOh8e92OCQgIuHnzJpsPQMoAJuHMF9upGabd2erp0G7HsDoBQMoApuXU3khqhunM0gRCSUkJmwxAygAmJ393KDXDaHTM9HY7prS0lI0FIGUAE1WwN2q3bW/24ky75/kKhYWFbCYAKQOYtJP7d1Mzln3/mF6bF81qt2OKiorYQABSBjADp3PSdk7lXsCWej9f7/ntdgxLEwCkDGBOLpzMj3d4i127Rc2uKX3bXZdAuHjxIhsFQMoAZuZS0dc7prPqpKVMrNPA9at8OM8XACkDRbl25cq2OWPZzSt+ts2yXue/WjdiVCpVWVkZGwJAygBmrKqqavsyVy7SVvCEedit8/dv9z54FRUVbAIASBmYvYaGhui1S3dN6cteX2GTMPnVzYtnt/uiUnBwMOsSACBloByNjY3xkVvjHN9h96+Y2eH0fuCKRe12TFxcnPgb52kPgJSBorS1tWVl7I+cPZoXmxQwEe7j2j05RkhPT29paeEJD4CUgTIVFRUFL3ZLsHuNGjDXF5XsXtuycMbaDhQUFIhm5XkOgJSBkl25cmXr+tXbZ1iRBeZ3xfX0DwL8lrUbMYGBgZcvX+bpDYCUgUVoaGjYtm1b+NyJvNikgCuVhNjY2NraWp7YAEgZWJCWlpYDBw4E+SyMd+hPJZj4iL+jjpYjEHJzczk5BgApAwtVVlb2+caN4p/7rEBpsmtDhs/9RLVmVbsRExQUVFxczNMYACkDi1ZXV5eUlLTBd2nMjCGkg6mtRdDR5dbCzp076+vreQIDIGWAR44cOaJSqYK9XFhS20QuUwpZ4NTRmTFcqQSAlAHaUVVVFRkZqVqzKuxT24TJr9ITxnpFKcJ9XEcLQwri74jlCACQMkD7xD/0xT/3AwICxK40cvYYrm8y8Gx3GRbos7CjiFGpVMeOHVOr1TxRAZAywNPU1dUlJiY+ulWJz8JYp4EUhgEmxnnQU65RktYi4HJrAKQM0AUlJSWhoaFiJ/r50nks3tRzEzftvU1L3J8SMUFBQefPn+fMGACkDNBlarX6+PHjgYGB6/z9g71cxE6X8tDj7Jz65paFM55ybq9KpcrNzWVhSACkDPBcxK40Oztb7FbFznXT0rk7nN6nQp73SIzjO0+PGCE5ObmmpoanHwBSBtAPsVuNi4sTu1jpCM12l2GcFNy9W8VsXjTr6RGTkJDANUoASBmgR1y7dm3btm1P1i9csSjKbRS3Ce7kJdbbZlk//cReYfv27eXl5TzNAJAyQA9qa2srKSkRO11p77t+lU/ofPt4h7folY5OiImYM36D79KnR0xoaGhxcTHn9gIgZQDDuXLlSmxs7G8X2iz3jJw9OsHuNfJFOgwT7ToieJHrOv/VT4+Ybdu2ETEASBnAmEdokpOTpZOCH110s9ov2MsleuaHFnsmTcyMIVs/cwxYuXzts8TFxZWVlRExAEgZwPhqa2szMzMDAgJ+u5B4tV/IgumPzw7ubSHn84bOtw/wW/bMghHZl56ezom9AEgZwOQ0NjYWFhaGh4f/bs+92m/LwhnRMz/cad9PeYs+bnMdGezlolqzam0nhIaG5uXl1dXV8VQBQMoAJu3mzZsHDhwICgrS2pdvXL4gdL59zIwhZv3yU7xD/7B5NkHe859+TbXmYZjU1NTS0tKWlhaeGwBIGcBsNDc3l5SUpKSkyGfSyNb5rxYpYC5Zs9u29w6n9yNnj9m8aFYnD8BIEhMTz54929DQwJMBACkDmHfTXLx4MTk5WfNkmt8OWqxZJWXNNteRsU4DEya/avR22TWlj/hJotxGbf3M8fHRl9VruyIuLq6wsLC+vp6/egCkDKC0pikuLk5JSQkJCXlKCgSsXP750nmh86dEzBkf7Toi3qF/j/aNZrhsXjy7M6futrvoY1paWklJiVqt5i8aACkDKF9VVVVhYWFiYqLuy08d9U2Q9/zNi2ZtWTgjzMMubJ6NiA8x22dYxTgPEiNyZOfUNzVHNJD0ITEiicSDI2ePCfvUdqunQ/Ai18+XeWzwXdzVIy5aIiMj8/PzKyoquKYaACkDWKiWlhaRAl3KGiMKCAiIjY3Nzs4uKyvjAAwAUgbA74g4kLImLS0tLi4uMDDQ6O2yadMm8ZNkZmaePXtW/GxchQSAlAHQBQ0NDdeuXTt58mReXl5qampkZGSP9o1muFy+fJlTdwGQMgB6pG8qKirKysqKi4sLCgry8/MzH0tKSkp4TORI6O+JBkr4lUgi8eDs7Ozjx48XFRWVlpZev3797t27HHEBQMoAAACQMgAAAKQMAAAAKQMAAEgZAAAAUgYAAICUAQAApAwAAAApAwAAQMoAAACQMgAAgJQBAAAgZQAAAEgZAABAygAAAJAyAAAApAwAAAApAwAASBkAAABSBgAAgJQBAAAgZQAAACkDAABAygAAAJAyAACAlAEAACBlAAAASBkAAABSBgAAkDIAAACkDAAAACkDAABAygAAAHP3/wGu1E5S1z8w+gAAAABJRU5ErkJggg== Distribucion2.png png 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Distribucion4.png png 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 S&P 500 Compra Futuro|S&P 500|5| 627031 01 627031 EURUSD Venta Futuro|EURUSD|125000| 1128887 01 1128887 1755918 false false false true 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. La renta fija ha tenido un desempeño positivo en el primer semestre, especialmente en los tramos de deuda pública y corporativa de grado de inversión. El principal motor ha sido el giro en la política monetaria por parte de los bancos centrales. La Reserva Federal de Estados Unidos (Fed) mantuvo los tipos sin cambios en el primer semestre, después de haber iniciado una fase de recortes en 2024. Esta decisión fue impulsada por una desaceleración paulatina de la inflación y una moderación del crecimiento económico que ha suavizado las presiones inflacionistas, por lo que el mercado entiende que a pesar de la pausa, continuará con el ciclo de bajadas de tipos de interés. En paralelo, el Banco Central Europeo (BCE) también comenzó a relajar su política monetaria, incluso de forma más agresiva. Esta tendencia ha favorecido especialmente a los bonos de mayor duración, que se han beneficiado del descenso de las rentabilidades exigidas por el mercado. A medida que los tipos de interés han bajado, los precios de los bonos existentes han subido, lo que ha impulsado la rentabilidad total de muchos índices de renta fija. Además, las expectativas de que los tipos sigan bajando lo que ha contribuido a sostener el apetito por este tipo de activos. Por otra parte, la deuda corporativa también ha mostrado un comportamiento positivo. Los diferenciales de crédito se han mantenido estables o incluso han disminuido ligeramente, aunque a mitad de semestre sí que hubo una ampliación de spreads por las políticas arancelarias de la administración Trump. Las tasas de impago se mantienen contenidas, y muchas compañías han logrado refinanciar deuda a tipos aún razonables. El segmento de grado de inversión ha sido el más favorecido, mientras que el high yield ha mostrado una evolución más dispar, condicionada por la calidad crediticia de los emisores. La renta fija soberana de países desarrollados ha experimentado flujos positivos, en parte también por un resurgimiento de la demanda de activos refugio en un entorno de cierta inestabilidad geopolítica. La renta variable ha tenido un desempeño más desigual, con una clara divergencia regional y sectorial. Los mercados europeos han liderado las subidas, impulsados por el sólido comportamiento de los bancos y las compañías de defensa. Sin embargo, en Estados Unidos, el comportamiento ha sido más modesto. El S&P 500 ha subido, aunque de forma más contenida. La economía norteamericana muestra síntomas de debilidad, sobre todo por la incertidumbre creada en todos los agentes económicos después de los aranceles impuestos el 2 de abril. b) Decisiones generales de inversión adoptadas. A lo largo del primer semestre el compartimento ha seguido con la estrategia de modulación del riesgo a través de nuestro indicador interno de sentimiento de mercado. Durante el primer semestre de 2025 el indicador entro en zona de compra a principios de abril para dos meses después entrar en zona de venta después de que el mercado pasase del pánico a la euforia tras unas semanas muy fuertes en bolsa, lo que hizo que el compartimento terminase el semestre con un nivel de riesgo bajo. Nuestra estrategia de inversión se focaliza en renta variable norteamericana ya que consideramos que son las compañías que más enfocadas están en obtener grandes beneficios. La cultura empresarial enfocada a la innovación, una menor fuerza sindical y una presión fiscal más favorable conllevan que el mercado estadounidense tenga un gran atractivo. c) Índice de referencia. La rentabilidad de la IIC es de 8,52%, por encima de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,21%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 25,30% hasta 3.500.138,44 euros frente a 2.793.445,79 euros del periodo anterior. El número de partícipes aumentó en el periodo en 1 pasando de 66 a 67 partícipes. La rentabilidad obtenida por el fondo en el periodo es de 8,52% frente a una rentabilidad de 10,68% del periodo anterior. Los gastos soportados por el fondo han sido del 0,73% sobre el patrimonio durante el periodo frente al 0,76% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 8,52% es mayor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La cartera estuvo con un nivel de riesgo más alto a mitad del semestre. Aun así, la cartera está construida con el foco en renta variable norteamericana ya que consideramos que son las compañías que más enfocadas están en obtener grandes beneficios. Por otro lado, durante este primer semestre, tras la gran revalorización de algunas de las compañías que teníamos en cartera, hemos decidido no incrementar la posición y optar por posiciones de renta fija que pueden ofrecer ahora mismo un mejor retorno versus riesgo. Los factores que más nos han contribuido a la marcha positiva del compartimento este primer semestre han sido la selección de ciertos valores concretos de renta variable americana que son de un perfil de crecimiento y el mercado ha cotizado al alza sus múltiplos, así como el mayor grado de inversión que tuvimos a finales del mes de abril y que nos ha beneficiado pues el mercado rebotó tras las caídas de principios de abril. En relación a lasinversiones alineadas con la Taxonomía de la UE, el compartimento tiene un 35%de sus ingresos que se corresponden con actividades económicas definidas en laTaxonomía de la UE.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 18,06%. La IIC mantiene en cartera un repo diario, con el objetivo de gestionar la tesorería, por un importe de 441.043,13 euros, un 12,60% sobre el patrimonio a fin de periodo. 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 la IIC, medido por la volatilidad del valor liquidativo, es de 34,33%, frente a una volatilidad de 0,19% de la letra del tesoro español con vencimiento un año. 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 2024 ha sido aprobado sin salvedades. De igual modo en las Cuentas Anuales se contará con un Anexo de sostenibilidad al informe anual. 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 303,70 euros mientras que el coste presupuestado para el siguiente ejercicio es de 483,99 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Las expectativas que había a principios de año sobre recortes de tipos en Estados Unidos no se han materializado y el mercado ha ido reduciendo las expectativas de recortes de tipos de los bancos centrales. El BCE sí que pudo bajar tipos, y puede que prácticamente haya concluido su ciclo de bajadas. Los mercados siguen aferrándose a la idea de que habrá un recorte de tipos agresivo, más pronto que tarde, a medida que la inflación se normaliza. No podemos olvidarnos que el 2025 es un año de tensiones comerciales, por lo que otro punto importante de cara al segundo semestre del año van a ser los acuerdos a los que se llegue con los distintos países. Empezamos 2025 con unos niveles exigentes tanto en los mercados de crédito como en los mercados de acciones y esos niveles han seguido aumentando a lo largo de este semestre. Aunque la volatilidad haya aumentado mucho en el primer semestre, es de esperar que esta volatilidad vaya reduciéndose a lo largo del año, aunque todavía se mantenga. Así pues, el entorno para el segundo semestre del año sigue siendo complejo, con el punto de inflexión en los tipos de interés como un aspecto clave en el año. Es de esperar que la volatilidad continúe 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 segundo semestre del 2025. No aplicable. No aplicable. CINVEST MU/GOOD MEGATRENDS SOL 2021-12-17 13 06 15 7 en una escala de 1 a 7 La gestión toma como referencia la rentabilidad del índice MSCI WORLD ESG UNIVERSAL para la Renta Variable y MSCI GLOBAL GREEN BOND INDEX TOTAL RETURN INDEX VALUE UNHEDGED para la Renta Fija. El índice de referencia se utiliza a efectos meramente comparativos. Además de criterios financieros, se aplican criterios de inversión llamados ASG (Ambientales, Sociales y Gobernanza) según mandato descrito en folleto completo, utilizando criterios excluyentes/valorativos. La mayoría de la cartera cumple ?criterios ASG?(la Renta Fija Pública no computa)y el resto de inversiones no podrá alterar la consecución dede dichas características ASG. la gestión busca generar valor invirtiendo en tendencias macroeconómicas. Se invierte un 50-100% del patrimonio en IIC financieras (activo apto), armonizadas o no (máximo 30% en no armonizadas), pertenecientes o no al Grupo de la Gestora. Se invierte un 0-100% de la exposición total en renta variabley/o en renta fija privada y hasta un máximo del 25% en renta fija pública, (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos y bonos verdes). Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, una Entidad Local, o y Estados con solvencia no inferior a la de España Se podrá operar con 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. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 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Distribucion2.png png 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 Distribucion4.png png 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 false false false false false false false false false false No aplicable. true false false false false false false false a.) Existe un Partícipe significativo con un volumen de inversión de 2.228.935,60 euros que supone el 60,81% sobre el patrimonio de la IIC. a.) Existe un Partícipe significativo con un volumen de inversión de 1.086.815,47 euros que supone el 29,65% sobre el patrimonio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. A pesar de las tensiones geopolíticas entre Israel e Irán, que provocaron un breve repunte en el precio del petróleo, los mercados no se desplomaron como muchos esperaban. La reacción de Trump sorprendió positivamente, tanto por su prudencia inicial como por el posterior ataque tecnológico a Irán. En cuanto al comercio global, aunque aún no se conocen los resultados finales de las negociaciones entre EE. UU., China y la UE sobre los aranceles, el impacto negativo parece ser menor de lo previsto, y se espera cierta mejora respecto a las medidas anunciadas al inicio del mandato de Trump. Todo esto ha contribuido a una fuerte recuperación de los mercados bursátiles, con índices como el S&P 500, el Nasdaq y el Eurostoxxalcanzando máximos históricos. Sin embargo, persiste la incertidumbre sobre si esta estabilidad se mantendrá o si Trump volverá a tomar decisiones erráticas, como al inicio de su presidencia. Por su parte, la renta fija ha tenido un semestre positivo, especialmente la privada, ya que los inversores no han puesto en duda la solvencia de los emisores. Se espera que esta tendencia continúe si la Reserva Federal (Fed)finalmente baja los tipos de interés, algo que los mercados ya descuentan. En contraste, las inversiones a corto plazo como letras del Tesoro, depósitos y fondos monetarios en euros? han sido las grandes perdedorasdebido a los tipos negativos del BCE. Aunque los activos similares en dólares ofrecen mayor rentabilidad, la fuerte caída del dólar frente al euroha anulado esos beneficios para los inversores europeos, convirtiéndolos incluso en pérdidas. De hecho, el dólar ha sido el activo con peor comportamiento en 2025, lo que podría ser un indicio preocupante para la economía estadounidense. b) Decisiones generales de inversión adoptadas. Durante el año curso y ateniendo al contexto geopolítico, el fondo decidió aumentar la exposición en renta variable (tanto americana como europea) como medida frente a las tensiones provocadas en el mercado con motivo de la política arancelaria de Donald Trump. Los productos que se incluyeron en cartera fueron el ETF del S&P500 de iShares (peso actual del 11% sobre el bloque de renta variable) y el fondo de la gestrora española Magallanes European Equity (6,54% sobre el bloque de renta variable), ofreciendo hasta ahora unas rentabilidades positivas del +2,53% y +22,12% respectivamente. c) Índice de referencia. La rentabilidad de la IIC es de 2,26%, por encima de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,21%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo creció en un 20,50% hasta 3.665.486,28 euros frente a 3.041.890,40 euros del periodo anterior. El número de partícipes se mantuvo en el periodo lo que supone 21 partícipes. La rentabilidad obtenida por el fondo en el periodo es de 2,26% frente a una rentabilidad de 2,87% del periodo anterior. Los gastos soportados por el fondo han sido del 0,82% sobre el patrimonio durante el periodo frente al 0,9% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de 2,26% es menor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de 2,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En lo que va de 2025, la cartera ha mostrado un buen comportamiento gracias a una selección equilibrada de activos. La exposición a deuda corporativa investment grade ha aportado rentabilidad estable, beneficiándose de la compresión de spreads y la expectativa de recortes de tipos. Dentro de la renta variable, los fondos enfocados en el sector tecnológico han liderado en rendimiento, impulsado por el avance de la inteligencia artificial y los buenos resultados de las grandes tecnológicas. La posición en equity europeo, ha ido bien este año gracias a su fuerte exposición a sectores cíclicos infravalorados, como industriales y financieros, que se han beneficiado del entorno de tipos de interés altos, buenos resultados empresariales y la rotación del mercado hacia valor frente a crecimiento. En mercados emergentes, la exposición ha sido más selectiva, con mejor desempeño en Asia, particularmente India. La parte de la cartera centrada en energía ha ofrecido estabilidad, aunque sin grandes revalorizaciones. Por su parte, la inversión temática en cambio climático ha tenido un año más discreto, pero se mantiene como una apuesta estratégica de largo plazo. En relación a lasinversiones alineadas con la Taxonomía de la UE, el compartimento tiene un 32%de sus ingresos que se corresponden con actividades económicas definidas en laTaxonomía de la UE.b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. La IIC mantiene en cartera un repo diario, con el objetivo de gestionar la tesorería, por un importe de 7.653,51 euros, un 0,21% sobre el patrimonio a fin de periodo. 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 la IIC, medido por la volatilidad del valor liquidativo, es de 6,83%, frente a una volatilidad de 0,19% de la letra del tesoro español con vencimiento un año. 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 2024 ha sido aprobado sin salvedades. De igual modo en las Cuentas Anuales se contará con un Anexo de sostenibilidad al informe anual. 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 1.691,66 euros mientras que el coste presupuestado para el siguiente ejercicio es de 4.340,79 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Los mercados están poniendo en precio una economía global pujante en un mundo en paz, lo que aconseja mantener carteras de inversión como mínimo equilibradas en cuanto a activos de riesgo. Pero ese optimismo es muy matizable. Para empezar, porque la Fed, vista la fortaleza de la economía USA y la resiliencia de su mercado laboral, está dividida sobre la próxima bajade de tipos a la espera de ver el impacto de los aranceles en la economía (potenciales tensiones inflacionistas). En su última reunión, no modificó su tipo de interés oficial y redujo su previsión de crecimiento económico para finales de 2025 elevando la perspectiva de inflación. No son buenas previsiones. Luego, porque algunos factores como el incremento de las exportaciones a EEUU y el aumento de la confianza por las bajadas de tipos del BCE contribuyeron a una tasa de crecimiento del PIB de la Eurozona excepcionalmente fuerte, del +0,6% intertrimestral en el primer trimestre de 2025. No obstante, indicadores económicos recientes muestran en estos momentos debilidad, como se refleja en sectores clave como el del lujo y el automotriz, y sugieren que los datos del 2T podrían ser muy diferentes, con una ralentización del crecimiento cercana a un estancamiento. Con todo, la inversión en defensa y el impulso fiscal del Gobierno alemán podrían cambiar ese escenario para lo que queda de año. Finalmente, no podemos olvidar que, a pesar de que la economía china, clave para el crecimiento europeo, haya registrado resultados positivos durante el primer semestre del año superando por ahora las tensiones comerciales con EEUU, es probable que la demanda interna de este país afloje en los próximos meses de no llegar más apoyo político en el segundo semestre para mantener el ritmo de crecimiento. De todo ello se infiere un sentimiento de prudencia inversora, máxime si atendemos a los altos niveles de exigencia de muchas cotizaciones en las Bolsas, sobre todo en EEUU. 0 No aplicable. 9394977 165 1.44 2335050 101 -3.74 47288760 386 2.61 0 0 0.00 2024815 15 -1.60 27667722 104 1.34 0 0 0.00 55999929 1244 1.62 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 51151506 572 3.26 180886833 4415 3.06 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 376749592 7002 2.58