CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-01-01 2022-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-07-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-01-01 2022-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-01-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-04-01 2022-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-01-01 2022-03-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-10-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-07-01 2021-09-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2020-01-01 2020-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2019-01-01 2019-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2017-01-01 2017-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2019-01-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2017-01-01 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2022-06-30 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2021-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2020-12-31 CREAND GESTION FLEXIBLE SOSTEN 1.0.0 2019-12-31 iso4217:EUR xbrli:pure CREAND GESTION FLEXIBLE SOSTEN 4880 02 02 2022 EUR NA false C/Ortega y Gasset, 7, 28006 Madrid EM gesalcala@bancoalcala.com www.bancoalcala.com 05 C/Jose Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@creand.es 2015-06-26 08 14 4 en una escala del 1 al 7 Además de criterios financieros, se aplican criterios de Inversión SocialmenteResponsable, excluyentes (no invierte en empresas+150pb. que atenten contra la vida/dignidad humana) y valorativos (lucha contra pobreza/desigualdad, fomento salud, bienestar, consumoatenten contra la vida/dresponsable, protección medioambiente, derechos humanos/laborales). Existe un comité ético (funciones/composición en folleto). Lambiente, derechos humanos/lmayoría de la cartera cumple el ideario sostenible.io ético. Invierte un 60-100% de la exposición total en renta variable de cualquier capitalización/sector, lo que puede influir negativamente engrupo o no de la gla liquidez, y el resto en renta fija pública/privada (incluidos depósitos e instrumentos del mercado monetario cotizados o no, líquidos),con al menos media calidad (mínimo BBB-), con duración media de cartera hasta 18 meses. Los emisores/mercados serán OCDE o emergentes (sin límite). Se podrá invertir hasta el 10% del patrimonio en IIC financieras (activo apto), armonizadas o no, pertenecientes o no al grupo de la gestora. La IIC diversifica las inversiones en los activos mencionados anteriormente en, al menos, seis emisiones diferentes. La inversión en valores de una misma emisión no supera el 30% del activo de la IIC. Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. 01 0.10 0.00 0.10 0.22 -0.06 0.00 -0.06 0.00 1 CREAND GESTION FLEXIBLE SOST-I EUR 3021337.45 3007289.68 190 200 0.00 0.00 false 10,00 Euros 31245550 33546617 31746284 26190548 10.3416 11.1551 10.4446 10.4341 0.20 0.20 0.20 0.20 01 0.02 0.02 01 -7.29 -5.31 -2.10 -1.57 -1.57 2022-06-10 2022-06-10 1.32 2.15 2022-06-24 2022-03-09 01 8.65 8.95 8.35 22.28 19.48 24.95 0.31 0.39 0.18 BENCHMARK A. GESTION FLEXIBLE SOSTENIBLE 3.22 3.22 2.89 0.27 0.14 0.13 -0.29 0.13 0.06 0.58 0.55 0.55 false GraficaVL.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 10 de Diciembre de 2021 2 CREAND GESTION FLEXIBLE SOST-R EUR 353091.03 246824.37 75 50 0.00 0.00 false 10,00 Euros 3637928 2750203 0 0 10.3031 11.1423 0.0000 0.0000 0.45 0.45 0.45 0.45 01 0.03 0.03 -7.53 -5.43 -2.22 -1.58 -1.58 2022-06-10 2022-06-10 1.32 2.15 2022-06-24 2022-03-09 01 8.65 8.96 8.34 22.28 19.48 24.95 0.31 0.39 0.18 BENCHMARK A. GESTION FLEXIBLE SOSTENIBLE 0.53 0.27 0.26 0.03 0.06 false GraficaVL.png png 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 Distribucion3.png png 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 S&P 500 Compra Opcion|S&P 500|50| 2387381 01 2387381 2387381 EURO STOXX 50 INDEX Venta Futuro|EURO STOXX 50 INDEX|10| 3961400 01 S&P 500 Venta Futuro|S&P 500|50| 3946457 01 7907857 EURUSD Venta Futuro|EURUSD|125000| 14331905 01 14331905 22239762 false false false false false false false true false false <span STYLE="FONT-SIZE:11.0pt;line-height:107%;FONT-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-ascii-theme-FONT:minor-latin;mso-fareast-FONT-family:Calibri;mso-fareast-theme-FONT:minor-latin;mso-hansi-theme-FONT:minor-latin;mso-bidi-FONT-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-theme-FONT:minor-bidi;mso-ansi-language:ES;mso-fareast-language:EN-US;mso-bidi-language:AR-SA">Modificaciónde elementos esenciales del folleto: <span STYLE="FONT-SIZE:11.0pt;line-height:107%;FONT-family:&amp;quot;Calibri&amp;quot;,sans-serif;mso-ascii-theme-FONT:minor-latin;mso-fareast-FONT-family:Calibri;mso-fareast-theme-FONT:minor-latin;mso-hansi-theme-FONT:minor-latin;mso-bidi-FONT-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-theme-FONT:minor-bidi;mso-ansi-language:ES;mso-fareast-language:EN-US;mso-bidi-language:AR-SA">actualizacióndel folleto explicativo del fondo CREAND GESTION FLEXIBLE SOSTENIBLE y deldocumento con los datos fundamentales para el inversor de la clase departicipación CLASE R true false false true false true false false a.) Existe un Partícipe significativo con un volumen de inversión de 10.324.917,21 euros que supone el 29,60% sobre el patrimonio de la IIC. d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 600.000,00 euros, suponiendo un 1,66% sobre el patrimonio medio de la IIC en el periodo de referencia. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 0,01 euros, suponiendo un 0,00% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 8,99 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 3.672.674,36 euros, suponiendo un 10,14% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 3.941,62 euros. 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 1.827.455,71 euros, suponiendo un 5,05% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 1050,74 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. En 2022 hemos asistido al primer semestre más turbulento que han visto los mercados mundiales en mucho tiempo. Las pérdidas acumuladas han sido de doble dígito tanto en la Renta Variable como en la Renta Fija y no ha habido activo refugio donde esconderse. A lo largo del primer trimestre, la escalada de las tensiones geopolíticas entre Rusia y Occidente se fueron filtrando en los mercados a través del aumento de la aversión al riesgo y la volatilidad, aspectos que se intensificaron con el comienzo del conflicto bélico el 23 de febrero. Finalmente, Rusia era expulsada del sistema financiero mundial con una rebaja de la calificación crediticia soberana de ese país (la mayor jamás vista) y aunque, parece que la guerra en Ucrania ha ido pasando a un segundo plano a lo largo del segundo trimestre, el conflicto bélico aceleró una inflación que ya venía con tendencia alcista por las políticas expansivas aplicadas por los gobiernos y bancos centrales durante la pandemia. Esto ha empujado a los grandes bancos centrales a subir los tipos de interés agresivamente para tratar de controlar un aumento de la inflación exacerbado por la guerra en Ucrania, aun sabiendo que sus decisiones puedan afectar al crecimiento económico. Se descarta ya que la Fed pueda ser capaz de realizar el tan esperado soft landing que vino anunciando durante el primer trimestre del año y de hecho el mercado ya descuenta que al final del 2022 los tipos de referencia de la Reserva Federal se sitúen en el 3,5% y los del BCE (que iniciará la subida de tipos en julio) en el 1%. Con este panorama el S&amp;P 500 termina el semestre con un descenso -20,6% por lo que consolida la primera peor mitad del año desde 1970. Las acciones de las grandes empresas tecnológicas han lideraron la corrección, siendo el Nasdaq el índice más castigado al caer cerca de un -30% en la primera mitad de 2022 por miedo a la subida de tipos y al repliegue del balance de la Fed. Europa tampoco se queda atrás, con el Euro Stoxx 50 cayendo un -19,6% durante los seis primeros meses del año. En Renta Fija, los bonos del Tesoro de Estados Unidos a 10 años han tenido su peor primer semestre desde 1788. El primer semestre nos deja una subida de tipos del Bund y del Treasury con vencimiento a 10 años en cerca de 150 pb y ampliaciones del mercado de crédito de 70 pb en los bonos investment grade y de cerca de 300 pb en el mundo high yield. La elevada volatilidad de los tipos y el miedo a una recesión económica han provocado una rápida ampliación de los spreads de crédito. En cuanto a las materias primas, durante este semestre hemos asistido a unos de los mayores repuntes de las materias primas desde la Primera Guerra Mundial. Hemos visto como el corte del grifo del gas ruso está poniendo contra las cuerdas a Europa, lo que ha hecho que el precio del gas se haya disparado de manera importante. Hacer mención especial al dólar que ha sido el gran ganador del semestre apreciándose fuertemente respecto a todas las divisas de referencia. b) Decisiones generales de inversión adoptadas. A lo largo del primer semestre el fondo ha seguido con la estrategia de modulación del riesgo mediante nuestro indicador interno de sentimiento de mercado. La cartera ha estado con un riesgo moderado durante el primer semestre del año, aunque cabe destacar que hemos incrementado de manera considerable nuestra exposición a renta variable neta respecto al último semestre del año pasado, ya que durante estos 6 primeros meses del año el indicador ha tocado en varias ocasiones la zona de compra, por lo que la exposición neta a renta variable se ha ido incrementando según lo iba marcando el indicador. A principios de marzo fue la primera vez en el 2022 que el indicador salió de la zona neutral para meterse en zona de compra. Con tal de cumplir con los objetivos de volatilidad del fondo y de gestión del riesgo para inversores con vocación conservadora, nos hemos mantenido en niveles medios de exposición neta a renta variable, siendo la exposición media a renta variable del primer semestre del 32%, considerablemente superior a la exposición media a renta variable del 11% que tuvimos durante el segundo semestre de 2021. La filosofía de inversión del fondo se basa en la inversión en compañías socialmente responsables, 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, para luego ajustar el riesgo en función de nuestro indicador interno de sentimiento. 0 c) Índice de referencia. La rentabilidad del fondo es de -7,09%, por debajo de la rentabilidad de su índice de referencia, que es de -0,49%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio del fondo disminuyó en un 3,89% hasta 34.883.478,27 (31.245.550,02? para la clase I y 3.637.923,25? para la clase R) euros frente a 36.296.820,22 euros (33.400.023,8? de la clase I y 2.750.203,07? de la case R) del periodo anterior. El número de partícipes aumentó en el periodo en 16 pasando de 250 a 266 partícipes (En la clase I ha bajado de 200 a 91 y en la clase R ha subido de 50 a 75). e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo obtenida en el periodo de -7,09% es mayor que el promedio de las rentabilidades del resto de fondos gestionados por la gestora que es de -9,71%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La cartera estuvo con un nivel de riesgo moderado durante el primer semestre del año. Aun así, seguimos evitando sobre todo aquellas compañías con deuda, por si el nuevo entorno en el que nos adentramos dónde habrá más mora y una menor solvencia a nivel general pudiese perjudicar a nuestras compañías, y sustituyéndolas por compañías de gran calidad en sus retornos que permiten afrontar de manera muy sólida entornos económicos difíciles. En este sentido, durante el primer semestre del año se han realizado diversos cambios en la cartera con el fin de ajustar y mejorar la inversión en compañías socialmente responsables. Se ha procedido con la venta total de ciertas acciones como SGS, Repsol o ciertas compañías americanas como Starbucks, CitiGroup o Pay Pal. En su lugar se ha incorporado al fondo acciones nuevas como Eni, Adyen, Johnson &amp; Johnson, American Express o Deere &amp; Co. El sector que más ha contribuido durante este primer semestre del año ha sido el sector salud y de hecho junto con el sector energía han sido los dos únicos sectores que han aportado rentabilidad positiva al fondo durante estos seis primeros meses del año. Por el lado negativo, este semestre hay que mencionar el mal comportamiento del sector tecnológico, que representa cerca del 18% del fondo. La compañía que más ha contribuido al fondo durante el primer semestre del año ha sido Merck aportando un +0,23%, mientras que las compañías que más han lastrado la rentabilidad del fondo han sido ASML y Nvidia. 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 25,41%. N/A d) Otra información sobre inversiones. Este fondo no tiene ningún activo en litigio ni afectado al artículo 48.1.j. del RIIC. En relación a las inversiones alineadas con la Taxonomía de la UE, el fondo tiene un 27% de sus ingresos que se corresponden con actividades económicas definidas en la Taxonomía de la UE. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. &#35;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 2020 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 3.821,18 euros mientras que el coste presupuestado para el siguiente ejercicio es de 9.632,21 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Aunque el aumento del temor a una recesión se ha ido consolidando a medida que avanzábamos en el semestre, es agradable ver algunas señales potenciales de que la inflación ha alcanzado su punto máximo, pero no es cómodo saber que, en parte, está sucediendo a causa de la destrucción de la demanda y las expectativas de una actividad económica reducida. Esto significa que a corto plazo tendremos que lidiar con un crecimiento económico debilitado, que posiblemente genere menos beneficios corporativos. Estamos en un momento del ciclo económico que requiere de ciertos ajustes urgentes por parte de los Bancos Centrales que hasta el momento no han sabido manejar con la suficiente antelación al prever una inflación que consideraban como transitoria. Esto les ha hecho ir detrás de la curva, perdiendo credibilidad frente a los mercados financieros que han recibido la incertidumbre con fuerte volatilidad. La tensión geopolítica y las sanciones a Rusia también añadirán más inestabilidad a los mercados, un entorno que seguirá prevaleciendo a corto y a medio plazo, por lo que la volatilidad seguirá siendo la tónica para el próximo trimestre. A pesar de todo, es difícil pensar que vayamos a tener un segundo semestre tan complicado como el primero puesto que ya empezamos a ver activos con valoraciones atractivas. En conclusión, el escenario que tenemos por delante sigue invitando a la prudencia, por lo que mantenemos la cautela ante la evolución de los mercados financieros en los próximos meses. Por ello esperamos mantener una cierta liquidez con el fin de poder aprovechar los posibles momentos de volatilidad para tomar posiciones en activos sólidos que tengan valoraciones atractivas. Dicha liquidez, que es cercana al 15% del fondo, no genera rendimientos negativos ni positivos, siendo su remuneración al 0%. La cuenta corriente del fondo en la entidad depositaria es ES4202320105000017654389. Informarles que el Informe de Auditoría correspondiente al ejercicio 2018 ha sido aprobado sin salvedades. No aplicable 0 0 0.00 3381454 105 -13.95 26468826 122 -6.98 0 0 0.00 5053739 105 -12.97 26374344 136 -3.92 0 0 0.00 24618473 265 -11.64 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 38195772 318 -8.24 76173952 2984 -4.72 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 200266560 4035 -6.80