CREAND BUY & HOLD 2026, FI 1.0.0 2025-01-01 2025-06-30 CREAND BUY & HOLD 2026, FI 1.0.0 2024-07-01 2024-12-31 CREAND BUY & HOLD 2026, FI 1.0.0 2025-01-01 2025-06-30 CREAND BUY & HOLD 2026, FI 1.0.0 2024-01-01 2024-12-31 CREAND BUY & HOLD 2026, FI 1.0.0 2025-04-01 2025-06-30 CREAND BUY & HOLD 2026, FI 1.0.0 2025-01-01 2025-03-31 CREAND BUY & HOLD 2026, FI 1.0.0 2024-10-01 2024-12-31 CREAND BUY & HOLD 2026, FI 1.0.0 2024-07-01 2024-09-30 CREAND BUY & HOLD 2026, FI 1.0.0 2023-01-01 2023-12-31 CREAND BUY & HOLD 2026, FI 1.0.0 2022-01-01 2022-12-31 CREAND BUY & HOLD 2026, FI 1.0.0 2020-01-01 2020-12-31 CREAND BUY & HOLD 2026, FI 1.0.0 2022-01-01 2024-12-31 CREAND BUY & HOLD 2026, FI 1.0.0 2020-01-01 2024-12-31 CREAND BUY & HOLD 2026, FI 1.0.0 2025-06-30 CREAND BUY & HOLD 2026, FI 1.0.0 2024-12-31 CREAND BUY & HOLD 2026, FI 1.0.0 2023-12-31 CREAND BUY & HOLD 2026, FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure CREAND BUY & HOLD 2026, FI 4951 02 02 2025 EUR NA false C/Ortega y Gasset, 7, 28006 Madrid EM gesalcala@bancoalcala.com www.bancoalcala.com 05 C/Jose Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@creand.es 2016-02-12 08 02 2 en una escala de 1 a 7 El objetivo de la gestión es tratar de obtener una rentabilidad acorde con los activos en que se invierte, descontadas las comisiones, al plazo remanente en cada momento hasta el horizonte temporal (01/06/2026). Invierte 100% de la exposición total en renta fija Pública/privada, denominadaen euros, incluyendo depósitos e instrumentos de mercado monetario, cotizados o no, líquidos, sin titulizaciones, con vencimiento acorde con el horizonte temporal del fondo, de emisores/mercados fundamentalmente europeos minoritariamente otros países OCDE, con un máximo de 5% en emergentes. La cartera se comprará al contado y se prevé mantener los activos hasta su vencimiento, si bien puede haber cambios en las emisiones por criterios de gestión. No existe exposición a riesgo divisa. Al menos un 75% de la cartera tendrá mediana calidad crediticia (mínimo BBB-) a fecha de compra y el 25% restante se podrá invertir en emisiones de baja case ad crediticia. Si hay bajadas sobrevenidas de rating, los activos podrán mantenerse siempre que no se supere el 25% de exposición en emisiones con baja calidad crediticia. Desde el 31.05.2023 inclusive, el volumen máximo de suscripción será de 1 participación por partícipe. Se podrá operar con derivados negociados en mercados organizados de derivados con la finalidad de cobertura. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta y por el apalancamiento que conllevan. 01 0.00 0.01 0.00 0.05 0.00 0.05 0.00 0.82 1 CREAND BUY & HOLD 2026 CLASE A EUR 666168.12 676569.16 142 143 0.00 0.00 false 3.000,00 Euros 6799057 6807279 7216197 2580261 10.2062 10.0615 9.7012 9.1031 0.24 0.24 0.00 0.00 0.24 0.24 03 0.03 0.03 01 1.44 0.74 0.69 0.85 1.83 3.71 6.57 -14.25 2.94 -0.04 -0.08 -2.05 2025-04-04 2025-03-05 2022-05-09 0.06 0.09 2.01 2025-04-17 2025-01-31 2022-10-04 01 0.38 0.29 0.45 0.73 0.82 1.02 2.33 8.84 15.93 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 5.09 5.09 5.33 7.58 7.55 7.58 7.69 8.19 7.14 1.12 0.95 0.16 0.16 0.15 1.54 0.72 1.53 1.57 false GraficaVL.png png 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98667.00 1.05 XS2154325489 Bonos|SYNGENTA|3,375|2026-04-16 EUR 0.00 0.00 298767.00 3.19 XS2176783319 Bonos|ENI SPA|1,250|2026-05-18 EUR 0.00 0.00 193404.00 2.06 XS2228683277 Bonos|NISSAN MOTOR CO|2,265|2026-03-17 EUR 0.00 0.00 195328.00 2.08 XS2265369657 Bonos|DEUTSCHE LUFTHANSA A|3,000|2026-05-29 EUR 0.00 0.00 197854.00 2.11 XS2305244241 Bonos|LEASEPLAN CORPORATIO|0,250|2026-02-23 EUR 0.00 0.00 93809.00 1.00 XS2326546434 Bonos|UBS|0,010|2026-03-31 EUR 0.00 0.00 187671.00 2.00 XS2329143510 Bonos|MIHUZO FINANCIAL GRO|0,184|2026-04-13 EUR 0.00 0.00 188550.00 2.01 XS2344385815 Bonos|RYANAIR PLC|0,875|2026-05-25 EUR 0.00 0.00 191461.00 2.04 XS2390400633 Bonos|ENEL SPA|0,000|2026-05-28 EUR 0.00 0.00 284164.00 3.03 XS2434710799 Obligaciones|BONO NATIONAL GRID|0,410|2026-01-2 EUR 0.00 0.00 94481.00 1.01 XS2482936247 Bonos|RWE|2,125|2026-05-24 EUR 0.00 0.00 196560.00 2.10 XS2559580548 Bonos|FRESENIUS SE & CO KG|4,250|2026-05-28 EUR 0.00 0.00 102119.00 1.09 XS2601458602 Bonos|SIEMENS AG|4,000|2026-04-05 EUR 0.00 0.00 101228.00 1.08 XS2604697891 Obligaciones|VOLKSWAGEN AG|3,875|2026-03-29 EUR 0.00 0.00 201446.00 2.15 XS2607183980 Bonos|HARLEY-DAVIDSON FINL|5,125|2026-04-05 EUR 0.00 0.00 102687.00 1.10 XS2621757405 Bonos|CORNING INC|3,875|2026-05-15 EUR 0.00 0.00 101222.00 1.08 XS2625195891 Bonos|INTESA SANPAOLO SPA|4,000|2026-05-19 EUR 0.00 0.00 406556.00 4.34 XS2629047254 Bonos|SWEDBANK|4,625|2026-05-30 EUR 0.00 0.00 100489.00 1.07 XS2629062568 Bonos|STORA ENSO OYJ-R|4,000|2026-06-01 EUR 0.00 0.00 202926.00 2.17 0.00 0.00 7746806.00 82.66 DE000A19X8A4 Bonos|VONOVIA FINANCE BV|1,500|2026-03-22 EUR 196990.00 2.11 0.00 0.00 DE000DL19US6 Bonos|DEUTSCHE BANK|2,625|2026-02-12 EUR 198904.00 2.13 0.00 0.00 FR0013064573 Bonos|GECINA|3,000|2026-06-01 EUR 100288.00 1.08 0.00 0.00 FR0013323664 Bonos|BPCE|1,375|2026-03-23 EUR 296308.00 3.18 0.00 0.00 FR0013512944 Bonos|STELLANTIS NV|2,750|2026-05-15 EUR 300331.00 3.22 0.00 0.00 FR001400F2Q0 Bonos|AIR FRANCE KLM|7,250|2026-05-31 EUR 103790.00 1.11 0.00 0.00 FR0014000NZ4 Bonos|RENAULT S.A.|2,375|2026-05-25 EUR 298233.00 3.20 0.00 0.00 FR0014000774 Bonos|LA MONDIALE SAM|0,750|2026-04-20 EUR 97888.00 1.05 0.00 0.00 XS1062493934 Bonos|AON PLC|2,875|2026-05-14 EUR 200383.00 2.15 0.00 0.00 XS1062900912 Bonos|ASSICURAZIONI GENERA|4,125|2026-05-04 EUR 202779.00 2.17 0.00 0.00 XS1310934382 Bonos|WELLSFARGO|2,000|2026-04-27 EUR 198992.00 2.13 0.00 0.00 XS1325645825 Bonos|BNP PARIBAS|2,750|2026-01-27 EUR 99650.00 1.07 0.00 0.00 XS1385945131 Bonos|BANQUE FED CRED MUTU|2,375|2026-03-24 EUR 199057.00 2.13 0.00 0.00 XS1403499848 Bonos|LIBERTY MUTAL GROUP|2,750|2026-05-04 EUR 299991.00 3.22 0.00 0.00 XS1419664997 Bonos|EDP - ENERGIAS DE PO|2,875|2026-06-01 EUR 200649.00 2.15 0.00 0.00 XS1796208632 Bonos|SES SA (LUX)|1,625|2026-03-22 EUR 98823.00 1.06 0.00 0.00 XS1799545329 Bonos|ACS|1,875|2026-04-20 EUR 198324.00 2.13 0.00 0.00 XS1823300949 Bonos|AMERICAN TOWER CORP|1,950|2026-05-22 EUR 198799.00 2.13 0.00 0.00 XS1960685383 Bonos|NOKIA OYJ|2,000|2026-03-11 EUR 98944.00 1.06 0.00 0.00 XS2000538343 Obligaciones|ERSTE GROUP|0,875|2026-05-22 EUR 197090.00 2.11 0.00 0.00 XS2001175657 Bonos|KONINKLIJKE|0,500|2026-05-22 EUR 98096.00 1.05 0.00 0.00 XS2013574384 Bonos|FORD MOTOR COMPANY|2,386|2026-02-17 EUR 197794.00 2.12 0.00 0.00 XS2086868010 Bonos|TESCO PLC|0,875|2026-05-29 EUR 196855.00 2.11 0.00 0.00 XS2151069775 Bonos|LLOYDS TBS GROUP|2,375|2026-04-09 EUR 99835.00 1.07 0.00 0.00 XS2154325489 Bonos|SYNGENTA|3,375|2026-04-16 EUR 300568.00 3.22 0.00 0.00 XS2176783319 Bonos|ENI SPA|1,250|2026-05-18 EUR 197619.00 2.12 0.00 0.00 XS2228683277 Bonos|NISSAN MOTOR CO|2,265|2026-03-17 EUR 197007.00 2.11 0.00 0.00 XS2265369657 Bonos|DEUTSCHE LUFTHANSA A|3,000|2026-05-29 EUR 200388.00 2.15 0.00 0.00 XS2305244241 Bonos|LEASEPLAN CORPORATIO|0,250|2026-02-23 EUR 97259.00 1.04 0.00 0.00 XS2326546434 Bonos|UBS|0,010|2026-03-31 EUR 194947.00 2.09 0.00 0.00 XS2329143510 Bonos|MIHUZO FINANCIAL GRO|0,184|2026-04-13 EUR 195403.00 2.10 0.00 0.00 XS2344385815 Bonos|RYANAIR PLC|0,875|2026-05-25 EUR 196876.00 2.11 0.00 0.00 XS2390400633 Bonos|ENEL SPA|0,250|2026-05-28 EUR 286726.00 3.07 0.00 0.00 XS2434710799 Obligaciones|BONO NATIONAL GRID|0,410|2026-01-2 EUR 97432.00 1.04 0.00 0.00 XS2482936247 Bonos|RWE|2,125|2026-05-24 EUR 199319.00 2.14 0.00 0.00 XS2559580548 Bonos|FRESENIUS SE & CO KG|4,250|2026-05-28 EUR 101564.00 1.09 0.00 0.00 XS2601458602 Bonos|SIEMENS AG|4,000|2026-04-05 EUR 100934.00 1.08 0.00 0.00 XS2604697891 Obligaciones|VOLKSWAGEN AG|3,875|2026-03-29 EUR 202081.00 2.17 0.00 0.00 XS2607183980 Bonos|HARLEY-DAVIDSON FINL|5,125|2026-04-05 EUR 101767.00 1.09 0.00 0.00 XS2621757405 Bonos|CORNING INC|3,875|2026-05-15 EUR 100986.00 1.08 0.00 0.00 XS2625195891 Bonos|INTESA SANPAOLO SPA|4,000|2026-05-19 EUR 406328.00 4.36 0.00 0.00 XS2629062568 Bonos|STORA ENSO OYJ-R|4,000|2026-06-01 EUR 202629.00 2.17 0.00 0.00 7758626.00 83.20 0.00 0.00 8054997.00 86.38 8037295.00 85.76 8054997.00 86.38 8037295.00 85.76 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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. 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. El año comenzó con un tono diferente al de los dos anteriores: las perspectivas de la economía estadounidense rebosaban optimismo, lo que se trasladó a la valoración de los activos de riesgo. No obstante, el PIB de EE. UU. se contrajo un 0,5 % en el primer trimestre a ritmo anualizado, tres décimas más respecto a su anterior estimación, lo que certificaba el primer retroceso de la primera economía global en tres años y reflejaba el impacto de las políticas anunciadas o implementadas por la nueva administración. Tras un comienzo de 2025 bastante positivo y tranquilo, el segundo trimestre trajo un entorno más complejo para los inversores de renta fija y también de renta variable. Los grandes catalizadores fueron principalmente dos. El primero fue el plan para impulsar el gasto público en Europa y, en particular, en Alemania. La nueva coalición de gobierno alemana logró aprobar un plan para sacar parcialmente el gasto en defensa del sistema de freno de la deuda, al tiempo que aprobaba un nuevo gran fondo de infraestructuras que se desplegará durante los próximos diez años. En la misma línea, la Comisión Europea aprobó una relajación de las reglas fiscales para el nuevo gasto en defensa de los países de la UE. El segundo gran catalizador fue la escalada de la guerra comercial entre EE. UU. y el resto del mundo. Se impusieron nuevos y elevados aranceles al sector de la automoción, lo que aumentó la tensión hasta la gran fecha tope, el 2 de abril, cuando Trump lo autoproclamó como el ?Día de la Liberación?. El resultado fue un entorno en el que los rendimientos de la deuda pública experimentaron un aumento considerable. En el mercado de bonos del Tesoro estadounidense, fueron los vencimientos de mayor duración los que registraron mayores incrementos, mientras que la parte corta se relajó ligeramente debido a la revisión de las expectativas de recorte de tipos, dada la preocupación por el impacto de los aranceles sobre el crecimiento económico. Los mercados de deuda corporativa comenzaron a mostrar algo más de volatilidad a medida que avanzaba el semestre. Los bonos de los mercados emergentes en hard currency destacaron en este entorno. Las divisas también registraron movimientos importantes, y la tendencia clave fue una gran depreciación del dólar frente a las principales monedas. El riesgo geopolítico también estuvo en el foco. La guerra entre Israel e Irán disparó el precio del petróleo hasta niveles que amenazaban con afectar la inflación. La intervención de EEUU, junto con los aumentos mensuales de producción por parte de la OPEP, devolvió al Brent a niveles neutros, en el área de los 60 dólares. En lo que respecta a los bancos centrales, la Reserva Federal mantuvo los tipos de interés inalterados en el 4,25 %-4,50 % durante el semestre, tras tres recortes consecutivos en 2024. Las lecturas de inflación, sus perspectivas y el nivel de desempleo estadounidense no ofrecieron argumentos suficientes para nuevos recortes. La retórica de Powell en la última reunión del semestre se centró en que las condiciones macroeconómicas podrían depender ahora de cómo evolucionen las negociaciones comerciales con relación a los aranceles. Por su parte, el BCE redujo los tipos de interés en cuatro ocasiones en 25 pb hasta el 2 %. Aunque el mandato del Banco Central es controlar la inflación, el débil crecimiento de la zona euro durante el semestre también influyó en la decisión. Lagarde se mostró satisfecha con el proceso de desinflación, estimando que se alcanzaría el objetivo en este ejercicio, con un único potencial impedimento: los aranceles de Trump. La situación fiscal de EEUU seguía preocupando a los inversores. La Cámara de Representantes aprobó por un estrecho margen la última reforma fiscal, que extendía las rebajas de impuestos del primer mandato de Trump y elevaba el techo de deuda en 4 billones de dólares. Esto ofreció a los mercados un nuevo recordatorio sobre la magnitud del déficit estadounidense. Moody?s rebajó la calificación crediticia de EEUU desde AAA a Aa1, igualándola con las otras dos principales agencias, debido al deterioro de los indicadores fiscales y la previsión de que los persistentes y elevados déficits incrementarán la deuda pública y la carga de intereses. El bono a 30 años alcanzó el 5,15 %, un nivel que no se veía desde octubre de 2023 y que no se alcanzaba al cierre desde 2007. El rendimiento del bono alemán a 30 años siguió la misma tendencia, subiendo hasta el 3,15 % durante el mes. La rentabilidad del bono estadounidense a 10 años se movió en un rango mínimo del 3,85 % y un máximo del 4,80 %. Al final del semestre, el mercado anticipaba un tipo terminal más alto. El Bund alemán se disparó hasta el 2,95 % tras confirmarse el plan fiscal alemán y el elevado gasto en defensa que deberán asumir todos los países de la zona euro. Esto supuso una presión adicional para la deuda, aunque al cierre del semestre el bono alemán se situaba en torno al 2,60 %. Las primas de la periferia siguieron estrechándose, destacando la buena evolución de Italia y España. La mejora macroeconómica en ambas economías dio soporte a esta tendencia. El plan de Francia para reducir su abultado déficit fiscal en los próximos años contribuyó a que el bono francés a 10 años cerrara en torno al 3,25 %, lo que suponía una prima de 67 pb sobre el bono alemán. En cuanto a los flujos, el mercado primario se mantuvo muy activo. Los niveles de los diferenciales de crédito animaron a los emisores a colocar deuda a plazos medios y largos. Incluso las ofertas de recompra anticipada de deuda se incrementaron durante el semestre. Todo tipo de emisores aprovecharon este periodo de bonanza para salir al mercado y refinanciar deuda, predominando las emisiones con duraciones de entre 7 y 12 años. En divisas, el dólar destacó por su evolución negativa respecto a las principales monedas. Frente al euro, se depreció un 15 %, llegando a superar el nivel de 1,18. La creciente incertidumbre política y fiscal en EE. UU., su política comercial agresiva y la guerra de aranceles, la divergencia en tipos de interés y rendimientos respecto al resto del mundo, así como una creciente desdolarización y diversificación de reservas (con especial incremento del oro como activo de reserva), fueron los factores que contribuyeron al debilitamiento de la divisa estadounidense. b) Decisiones generales de inversión adoptadas. Seguimos aplicando una estrategia de ?hold & monitoring? con el objetivo de mantener el patrimonio y proporcionar un rendimiento positivo a los partícipes del fondo. El vencimiento de la cartera esta acotada a un rango de vencimientos que van desde el primer al segundo trimestre del 2026. Durante el periodo hemos procedido a realizar algunos ajustes derivados de movimientos de los partícipes. Para ello hemos utilizado los bonos gubernamentales de la cartera o el remanente de cash disponible. c) Índice de referencia. La rentabilidad del fondo es de 1,72%, por encima de la rentabilidad de su índice de referencia, 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 0,49% hasta 9.325.179,84 euros frente a 9.371.450,99 euros del periodo anterior. El número de partícipes disminuyó en el periodo en 1 pasando de 165 a 164 partícipes. Diferenciando por clases, la clase A ha pasado a 6.799.086,86? y 142 partícipes desde 6.807.278,71? y 143 partícipes y la clase R ha pasado a 2.526.122,98 y 22 partícipes desde 2.564.172,28? y 22 partícipes e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida ha sido de 1,43% clase A y -1,48% la clase R, 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. Seguimos aplicando una estrategia de ?hold & monitoring? con el objetivo de mantener el patrimonio y proporcionar un rendimiento positivo a los partícipes del fondo. El vencimiento de la cartera esta acotada a un rango de vencimientos que van desde el primer al segundo trimestre del 2026. Durante el periodo hemos procedido a realizar algunos ajustes derivados de movimientos de los partícipes. Para ello hemos utilizado los bonos gubernamentales de la cartera o el remanente de cash disponible. 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 0,38%, frente a una volatilidad de 0,2% 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 529,86 euros mientras que el coste presupuestado para el siguiente ejercicio es de 1.257,95 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Las consecuencias de la guerra así como la imparable inflación está obligando a seguir recortando las previsiones de crecimiento global para 2023. La última en hacerlo ha sido la OCDE que ha reducido sus estimaciones de PIB global para 2023 hasta el 2.2%, con un recorte especialmente relevante en las previsiones de la Zona Euro y de EE.UU. Los elevados niveles de inflación están provocando que la mayoría de bancos centrales se estén elevando los tipos de interés con una mayor intensidad a la que podía esperarse hasta hace pocos meses con el objetivo de intentar moderar unas tasas de inflación que están alcanzando cotas no vistas en muchas décadas aunque esto tenga como consecuencia un importante enfriamiento económico. En esta línea, en su última reunión, el Banco Central Europeo anunció una revisión en sus proyecciones de crecimiento de la Zona Euro hasta el 0.9% para 2023 respecto al 2.1% que estimaba en junio. De la misma manera, elevó sus perspectivas de inflación hasta el 8.1% para 2022 y el 5.4% en 2023. En este contexto, la cartera mantendrá su perfil actual ajustando las posiciones en función de la evolución económica y del comportamiento de los mercados. 0 Informarles que el Informe de Auditoría correspondiente al ejercicio 2023 ha sido aprobado sin salvedades. 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