Source: EURLEX
Language: es
Format: md

![european flag](./../../../images/eclogo.jpg)COMISIÓN EUROPEA

Bruselas, 15.1.2024

COM(2024) 6 final

INFORME DE LA COMISIÓN AL PARLAMENTO EUROPEO, AL CONSEJO, AL COMITÉ ECONÓMICO Y SOCIAL EUROPEO Y AL COMITÉ DE LAS REGIONES

Fondos Estructurales y de Inversión Europeos   
  
  
  
  
  
  
  
  
  
  
  
Informe de síntesis de 2023 sobre los informes anuales de ejecución de los programas, en lo relativo a su ejecución durante el período 2014-2020

{SWD(2024) 2 final}

INFORME DE LA COMISIÓN AL PARLAMENTO EUROPEO, AL CONSEJO, AL COMITÉ ECONÓMICO Y SOCIAL EUROPEO Y AL COMITÉ DE LAS REGIONES

Fondos Estructurales y de Inversión Europeos

Informe de síntesis de 2023 sobre los informes anuales de ejecución de los programas, en lo relativo a su ejecución durante el período 2014-2020

1.Introducción

Los Fondos Estructurales y de Inversión Europeos (los Fondos EIE) son el mayor conjunto de instrumentos de inversión del marco financiero plurianual 2014-2020 (el presupuesto de la UE) y siguen ocupando un lugar central en la estrategia de crecimiento de la UE. Respaldan la cohesión territorial, económica y social de las regiones de la UE, invierten en el desarrollo humano y contribuyen a la resiliencia de la UE frente a las crisis de los últimos años, así como a la posterior recuperación.

Los Fondos EIE abarcan:

·el Fondo Europeo de Desarrollo Regional (FEDER);

·el Fondo Social Europeo (FSE);

·el Fondo de Cohesión (FC);

·el Fondo Europeo Agrícola de Desarrollo Rural (Feader);

·el Fondo Europeo Marítimo y de Pesca (FEMP).

El presente informe muestra que los Fondos EIE, con un período de planificación y ejecución a largo plazo, han seguido ofreciendo un marco estable y predecible para la inversión pública y privada en todas las regiones de la UE.

El informe refleja un progreso constante en la ejecución a falta de un año para la finalización del período de gasto de los Fondos EIE para el período 2014-2020. En particular, se destaca la amplia variedad de inversiones realizadas en el marco de los instrumentos y los efectos que realmente han tenido en las personas, las empresas y las autoridades regionales. También se evidencia la flexibilidad del marco, que ha sido capaz de adaptarse para ofrecer soluciones a la pandemia de COVID-19, a la agresión no provocada de Rusia contra Ucrania y, más recientemente, a la crisis energética.

Además de centrarse en la competitividad a largo plazo y en objetivos sociales, los Fondos EIE fueron la imagen representativa de la solidaridad y la unión de la UE. Ayudaron a los Estados miembros a atender a los refugiados, a prestar apoyo a las pequeñas y medianas empresas (pymes) y a los hogares vulnerables, y a aliviar la presión a la que están sujetos los presupuestos nacionales. Asimismo, proporcionaron un apoyo vital para las pymes y los hogares vulnerables durante la crisis de la COVID-19 y la crisis energética.

En 2022, los Fondos EIE se complementaron con 11 000 millones EUR del segundo tramo de la Ayuda a la Recuperación para la Cohesión y los Territorios de Europa (REACT-UE). Estos recursos adicionales se utilizaron para respaldar proyectos de inversión que fomentan la capacidad de reparación de las crisis y que contribuyen a una recuperación de la economía verde, digital y resiliente, por ejemplo, en relación con el apoyo para el mantenimiento del empleo, los regímenes de reducción del tiempo de trabajo y las ayudas para los trabajadores por cuenta propia.

En respuesta a la invasión a gran escala de Ucrania por parte de Rusia que tuvo lugar en 2022, la UE se mantuvo firmemente al lado de Ucrania y amplió su solidaridad con el pueblo ucraniano. Con miras a hacer frente a las consecuencias de la invasión a gran escala, la UE ha acordado una serie de instrumentos para satisfacer las necesidades básicas de las personas más vulnerables. La UE mostró rápidamente su solidaridad con Ucrania mediante dos instrumentos: la Acción de Cohesión para los Refugiados en Europa (CARE, adoptada en abril de 2022) y la Asistencia Flexible para los Territorios (FAST-CARE, adoptada en octubre de 2022). Estos instrumentos proporcionaron liquidez adicional, flexibilidad y simplificación para financiar las necesidades urgentes sobre el terreno.

Más recientemente, el instrumento «Apoyo a la Energía Asequible (SAFE)», adoptado en diciembre de 2022, permitió que los fondos de la política de cohesión presten apoyo a los hogares, los trabajadores y las pymes vulnerables que se enfrentan a un aumento de los costes de la energía.

Al margen de la continua disposición de la UE a contribuir a la recuperación de las múltiples crisis sufridas, los Fondos EIE han seguido respaldando las inversiones en favor del crecimiento integrador y el empleo, y fomentando el desarrollo del capital humano y la cooperación territorial en la UE. Habida cuenta del importe de aproximadamente 630 000 millones EUR desembolsado por los Estados miembros a fecha de septiembre de 2023 (
[1](#footnote2)
), los resultados concretos son evidentes:

·se facilitó apoyo a alrededor de 5 millones de empresas a través de proyectos (
[2](#footnote3)
);

·se crearon 370 000 nuevos puestos de trabajo y, además, en el sector de la pesca y la acuicultura, se mantuvieron casi 48 000 puestos de trabajo y se crearon más de 6 500;

·se instalaron 6 000 MW (
[3](#footnote4)
) de capacidad adicional de producción de energía renovable (el equivalente a unos 2 400 aerogeneradores);

·se ha mejorado la eficiencia energética de más de 550 000 hogares;

·se protegió a 17 millones de personas frente a inundaciones, así como a 15 millones de personas contra incendios forestales;

·se han mejorado los servicios sanitarios para más de 63 millones de personas;

·64,5 millones de participantes se beneficiaron de medidas destinadas a mejorar las oportunidades de empleo (más de 10,2 millones de ellos obtuvieron una cualificación);

·se prestó apoyo a 4,1 millones de personas con discapacidad y a algo más de 9,1 millones de personas pertenecientes a grupos marginados, como migrantes, personas de origen extranjero y minorías;

·se respaldaron 2,8 millones de proyectos con miras a ayudar al sector agrícola y a las empresas rurales a aumentar su competitividad y a crear y mantener puestos de trabajo en las zonas rurales;

·se seleccionaron 35 millones de hectáreas de tierras agrícolas (el 20 % de la superficie agrícola utilizada) para que recibieran ayuda a la gestión de las tierras con el fin de proteger mejor la biodiversidad y los paisajes europeos;

·más de 150 000 explotaciones agrícolas recibieron ayuda para producir productos agroalimentarios de calidad y también se prestó apoyo a los mercados locales y a las cadenas de distribución cortas.

En el presente informe, tal como exige el artículo 53 del Reglamento (UE) n.º 1303/2013 (
[4](#footnote5)
), se exponen los avances realizados en la ejecución de los Fondos EIE durante el noveno año del ciclo de ejecución, que tiene una duración de diez años. El informe abarca la ejecución financiera y los avances realizados en relación con los indicadores comunes hasta finales de 2022 (que es el último año completo para el que se dispone de datos de ejecución completos). Además, cuando se dispone de ellos, se presentan los últimos datos financieros disponibles de finales de septiembre de 2023.

2.Panorama de la ejecución

2.1.Ejecución financiera (
[5](#footnote6)
)

Los cinco Fondos EIE facilitan 546 000 millones EUR de recursos de la UE para el período de programación 2014-2020, lo que eleva la inversión total en la economía de la UE a 741 000 millones EUR, si se incluye la cofinanciación nacional. Los gastos contraídos por los beneficiarios de los proyectos podrán cofinanciarse con cargo a los Fondos EIE hasta finales de 2023 (
[6](#footnote7)
).

El gráfico que se muestra a continuación refleja la evolución del gasto realizado por los proyectos a lo largo del ciclo de ejecución, en comparación con el importe global previsto. Estos importes siguen siendo un indicativo del nivel de compromiso con los objetivos, ya que los Estados miembros pueden solicitar que se modifiquen los importes previstos. Los informes anuales de algunos de los Estados miembros se refieren, por ejemplo, a retos en la ejecución de proyectos específicos o a problemas con la capacidad de absorción, lo que podría dar lugar a ajustes en el período previo al fin del período de ejecución. Al finalizar 2022, los proyectos habían utilizado el 76 % del importe total previsto. Según los últimos datos financieros disponibles a finales de septiembre de 2023, los proyectos habían gastado el 85 % de la inversión total prevista.

Gráfico 1. Ejecución financiera

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En cuanto a los pagos efectuados por la Comisión, a finales de 2022 se habían desembolsado 412 000 millones EUR a los Estados miembros (el 75 % de los recursos de la UE para todo el período). A finales de septiembre de 2023, esta cifra había aumentado a 460 000 millones EUR, lo que elevó los pagos al 84 % de los importes previstos por la UE. En un análisis más detallado, la tasa de absorción del FEDER, el FC y el FSE es casi idéntica a la observada a finales de septiembre de 2015, el último año de subvencionabilidad del período de programación 2007-2013. De la experiencia de los anteriores períodos de programación se desprende que la tasa de gasto seguirá acelerándose hasta el cierre de los programas (
[7](#footnote8)
).

Asimismo, en 2022 se liberaron 66,75 millones EUR (
[8](#footnote9)
). La Comisión efectúa un seguimiento continuo de los programas con peor desempeño a fin de ayudarles a ejecutar mejor sus medidas.

Por último, es importante señalar que el panorama agregado que se expone en el presente informe oculta importantes variaciones entre los Estados miembros. En los anexos se describe de manera detallada la ejecución financiera por Estado miembro.

2.2.Respuesta a la pandemia de COVID-19

En respuesta a la pandemia de COVID-19, la UE ha adoptado el mayor paquete de recuperación hasta la fecha con miras a salir de la crisis siendo más resiliente y a respaldar la transformación digital y ecológica de Europa, en concreto mediante la Ayuda a la Recuperación para la Cohesión y los Territorios de Europa (REACT-UE) y el Mecanismo de Recuperación y Resiliencia como mayor elemento de financiación en el marco de NextGenerationEU. En 2022 se facilitó el segundo tramo de REACT-UE, por valor de 11 000 millones EUR. A finales de 2022 se había programado un importe total de 50 600 millones EUR a través del FEDER y el FSE. A finales de septiembre de 2023 se habían desembolsado 26 200 millones EUR a través de los programas.

La financiación se ha destinado a instituciones médicas, investigadores, empresarios, empleados y personas vulnerables, y ha permitido la compra de 3 700 millones de equipos de protección individual y alrededor de 12 500 respiradores, además de facilitar apoyo a más de 920 000 empresas (
[9](#footnote10)
).

En septiembre de 2023 se habían asignado 8 700 millones EUR a inversiones ecológicas en el marco de REACT-UE (de los cuales 6 600 millones EUR iban destinados a acciones por el clima) y 3 100 millones EUR, a la economía digital; 8 700 millones EUR, a las empresas y al apoyo empresarial, 8 800 millones EUR, al sector sanitario, y 12 700 millones EUR, a medidas relacionadas con el mercado laboral.

En el marco de la política de cohesión, como parte de REACT-UE, el FSE es la principal fuente de apoyo a los servicios sociales, la conservación del empleo y el apoyo a los grupos vulnerables, en consonancia con el Plan de Acción del Pilar Europeo de Derechos Sociales. A tal efecto, se han promovido ayudas para regímenes de reducción del tiempo de trabajo, salarios suplementarios para el personal sanitario, equipos informáticos, equipos de protección y servicios para grupos vulnerables.

El FEMP introdujo una ayuda de emergencia para compensar el cese temporal de las actividades de pesca y la suspensión o reducción de la producción y la transformación en el contexto de la pandemia de COVID-19. Se comprometieron 210 millones EUR de la financiación del FEMP para mitigar los efectos de la pandemia de COVID-19 y más de la mitad de este importe (el 59 %) se destinó a mitigar las repercusiones del cese temporal de las actividades pesqueras.

Ejemplos de proyectos financiados por los Fondos EIE que contribuyen a la respuesta a la COVID-19

En Italia y España, gran parte de la campaña de vacunación contra el virus de la COVID-19 se cofinanció con fondos de REACT-UE. Se han utilizado más de 2 500 millones EUR para garantizar las dosis de vacunas necesarias para proteger a toda la población de estos dos países.

A través del proyecto «Plan Digital» llevado a cabo en la ciudad francesa de Montpellier, REACT-UE ha contribuido a hacer frente a la escasez de equipos digitales en las escuelas locales, que se puso de manifiesto durante la pandemia de COVID-19. La subvención de 3,5 millones EUR facilitada por REACT-UE permitió dotar a todos los profesores de un ordenador portátil y colocar proyectores de vídeo en todas las aulas para garantizar la continuidad pedagógica, así como modernizar los métodos de enseñanza y aprendizaje. Esto contribuirá a mejorar los conocimientos y las capacidades digitales, a reducir el fracaso escolar y a garantizar la continuidad pedagógica en caso de nuevas crisis sanitarias.

En Finlandia, el 
[proyecto KoroKausi, financiado por el Feader](https://toitasuomesta.fi/)
, ayudó a los agricultores a superar la grave escasez de temporeros causada por la pandemia de COVID-19, que estaba llevando a varias explotaciones a la quiebra. El proyecto ayudó a encontrar trabajadores para casi todas las explotaciones agrícolas que pidieron ayuda al servicio. Se llevaron a cabo campañas de comunicación y se creó una plataforma en línea para el establecimiento de contactos, que contaba con unos 7 000 usuarios registrados y en la que, en el momento de mayor oferta, hubo aproximadamente 2 100 puestos de trabajo disponibles en explotaciones agrícolas. El Feader también ha financiado proyectos similares, en respuesta a la pandemia de COVID-19, en otros Estados miembros.

3.Ejecución por tema clave

En las siguientes secciones se resumen los logros de los Fondos EIE en cada uno de los ámbitos de intervención y temas clave, según la información notificada por los Estados miembros a finales de 2022.

3.1.Crecimiento inteligente

Utilizar los Fondos EIE para promover la investigación y la innovación es fundamental para ayudar a los Estados miembros y a las regiones a crear las condiciones necesarias para el crecimiento económico sobre el terreno. Respaldar la innovación a través de estrategias de especialización inteligente es un elemento clave para una serie de prioridades de la Comisión (en particular para el Pacto Verde Europeo, Una Economía al Servicio de las Personas y Una Europa Adaptada a la Era Digital).

A finales de 2022 se habían registrado los siguientes logros:

·Se facilitó apoyo a alrededor de 5 millones de pymes, lo que representa un aumento del 25 % en comparación con los 4 millones de empresas que habían recibido apoyo a finales de 2021.

·Más de 75 000 empresas habían cooperado con instituciones de investigación.

·Alrededor de 37 000 empresas habían introducido nuevos productos en el mercado, cifra que superaba el objetivo de 32 000 empresas establecido por los programas.

·Más de 7,8 millones de hogares ya se beneficiaban de un acceso mejorado a la banda ancha gracias a proyectos financiados por el FEDER. Se espera que casi 12 millones de hogares se beneficien de dicho acceso antes de que finalice 2023.

·En las zonas rurales, más de 1 900 operaciones de inversión recibieron ayuda del Feader por un importe total superior a 1 100 millones EUR para mejorar la accesibilidad, el uso y la calidad de las tecnologías de la información y de las comunicaciones (TIC). Más de 5,1 millones de personas que viven en zonas rurales se han beneficiado de la mejora de la infraestructura o los servicios informáticos.

Las inversiones en crecimiento inteligente representan alrededor del 28 % de la financiación total de los Fondos EIE. Se destinaron 211 000 millones EUR a los tres temas que forman parte del capítulo relativo al crecimiento inteligente: investigación e innovación (74 000 millones EUR), tecnologías de la información y de las comunicaciones (19 000 millones EUR) y competitividad de las pymes (118 000 millones EUR) (
[10](#footnote11)
).

A finales de 2022, ya se habían desembolsado a los beneficiarios de los proyectos 166 000 millones EUR (lo que corresponde al 79 % de la dotación para este capítulo). Esta cifra representa un incremento de 16 puntos porcentuales en comparación con el año anterior. El gráfico que se muestra a continuación ofrece un desglose más detallado de la tasa de ejecución correspondiente a cada uno de los tres temas.

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Gráfico 2. Tasas de ejecución relativas al crecimiento inteligente

No existen diferencias importantes en términos de evolución financiera entre los distintos temas. En el caso de la inversión en actividades de investigación e innovación, ya se ha utilizado el 79 % del importe total previsto. Esta cifra es comparable con la relativa al tema de las tecnologías de la información y de las comunicaciones, en el que se ha gastado el 79 % de los importes totales.

Los Fondos EIE también ayudan a las empresas a crecer, a ser más productivas y competitivas y a introducir soluciones innovadoras. En total, se han previsto 118 000 millones EUR (16 % del presupuesto total) para mejorar la competitividad de las pymes de la UE, lo que constituye el tema único de mayor volumen del presupuesto. A finales de 2022, ya se había gastado el 79 % del importe previsto.

Ejemplos de proyectos financiados por los Fondos EIE que contribuyen al crecimiento inteligente

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)
El programa regional italiano del FEDER y Sicilia ha facilitado 7,5 millones EUR para respaldar la infraestructura de investigación del 
[Instituto Mediterráneo de Trasplantes y Terapias Especializadas Avanzadas](https://www.europelovesicily.it/multimedia/spot-tv-30-progetto-ismett-obiettivo-raggiunto-2022/)
 (ISMETT). El ISMETT, un centro de excelencia para los trasplantes y un hospital de referencia para toda la zona mediterránea, participa en importantes proyectos de investigación con el fin de proporcionar a los pacientes las terapias más avanzadas para el fallo de órganos vitales en fase final.

El proyecto 
[Sustainable Bottom Line 2.0](https://vbn.aau.dk/en/projects/cirkul%C3%A6re-v%C3%A6rdik%C3%A6der-b%C3%A6redygtig-bundlinje-20)
 («Balance final sostenible 2.0») recibió 1,8 millones EUR del FEDER para ayudar a las pymes de la región de la capital danesa a lograr un desarrollo empresarial ecológico y circular. Se realizó una evaluación del potencial circular de alrededor de cien empresas y aproximadamente ochenta diseñaron modelos de negocio ecológicos y circulares que condujeron a una eficiencia energética y de los recursos, a una mayor competitividad y a un mayor potencial de crecimiento. Esto dio lugar a una reducción de casi 7 000 toneladas en las emisiones de gases de efecto invernadero (GEI), de casi 100 000 gigajulios (GJ) en el consumo de energía y de casi 2 000 toneladas en el consumo de materiales.

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)
El FEDER invirtió alrededor de 4 millones EUR en la creación de un 
[centro de formación práctica](https://kautech.lt/projektai-2/2017-2018-m-m-projektai/projektas-varikliniu-transporto-priemoniu-remonto-praktinio-mokymo-centro-pletra/)
 como parte del Centro de Formación Profesional Técnica de Kaunas (Lituania). El proyecto consistió en la modernización de las instalaciones, la creación de un entorno moderno para la formación de especialistas en reparación de aeronaves y la adquisición de equipos de formación especializados. Mediante este proyecto se creó la primera base de formación práctica de Lituania para la reparación de aeronaves y de vehículos híbridos.

El FEDER ha prestado apoyo al 
[Centro de Excelencia CYENS](https://www.cyens.org.cy/en-gb/)
 de Nicosia (Chipre). Dicho Centro actúa como integrador de la investigación académica y la innovación industrial con el objetivo de promover un crecimiento científico, tecnológico y económico sostenible. Facilita la utilización de los resultados de las investigaciones y ofrece apoyo para las empresas emergentes innovadoras en ámbitos como los medios de comunicación interactivos, los sistemas inteligentes, las tecnologías emergentes (por ejemplo, la inteligencia artificial y la 5G) y el arte y la tecnología. El Centro promueve medidas que benefician tanto a los chipriotas griegos como a los chipriotas turcos.

El FEMP facilitó apoyo a la Wageningen University & Research, de los Países Bajos, para el diseño de una herramienta digital destinada a implantar una 
[pesca plenamente documentada](https://audiovisual.ec.europa.eu/en/video/I-242943)
. Dicha herramienta utiliza la inteligencia artificial para reconocer automáticamente la especie y el tamaño de cada pez, lo que facilita la manipulación de los peces y el registro de las capturas a bordo de los buques, además de proporcionar datos valiosos para la gestión de la pesca. La herramienta no solo aumenta la transparencia para el propio sector, sino también para los consumidores y las ONG. También podría facilitar la gestión de la pesca para todas las partes implicadas.

El proyecto «
[North Sweden Cleantech](https://www.northswedencleantech.se/en/)
: la plataforma de innovación climática inteligente del futuro» ha facilitado apoyo a empresas que trabajan en los ámbitos de la tecnología limpia, la tecnología ecológica y las soluciones sostenibles. El FEDER ha contribuido con 1 millón EUR a reforzar la capacidad de innovación de las pymes. La plataforma ofrece apoyo al desarrollo empresarial y sirve de foro para el trabajo en red para más de cien empresas del norte de Suecia.

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)
 En Portugal, el programa Lisboa 2020 aportó una financiación de 7,7 millones EUR al 
[Instituto de Biología Experimental y Tecnológica (IBET)](https://www.ibet.pt/blog/2023/06/23/ibet-biofarma-research-unit-inaugurated-today/)
 para la construcción de un edificio con espacios de laboratorio y plataformas de producción analíticas y biológicas. Esto dio lugar a un nuevo ciclo de avances técnicos y científicos en el nuevo edificio, en particular a través de asociaciones con la industria biofarmacéutica (específicamente en los ámbitos de las vacunas y la terapia génica y celular). El edificio representa un avance en términos de eficiencia energética, ya que cuenta con sistemas de creación de sombra, unidades de depuración del aire con recuperación de energía, un sistema de gestión técnica centralizado e iluminación inteligente. Cuando se encuentre plenamente operativo, contará con un equipo de veinticinco técnicos para 2025.

En Irlanda, el Feader facilitó a apoyo los municipios rurales de Piltown y Fiddown (al sudeste del país), que no se habían incluido en el plan nacional de banda ancha, para que construyeran su propia red de banda ancha de propiedad comunitaria. El proyecto 
[Broadband 4 Our Community](https://ec.europa.eu/enrd/sites/default/files/project/attachments/digital-broadband4ourcommunity.pdf)
 (Banda ancha para nuestra comunidad) se convirtió en un modelo de innovación social y financiera y logró atraer cofinanciación de empresas locales para respaldar y facilitar la instalación de la infraestructura necesaria para crear una red de fibra hasta los locales. El proyecto ha proporcionado internet de alta velocidad a 750 hogares y empresas de Piltown y Fiddown.

3.2.Crecimiento sostenible

Los Fondos EIE respaldan la inversión en una economía climáticamente neutra, limpia y circular, así como en el medio ambiente y la adaptación al cambio climático. Por lo tanto, contribuyen de una manera significativa a la consecución de los objetivos del Pacto Verde Europeo.

A finales de 2022 se habían registrado los siguientes logros tangibles:

·Ya se habían instalado 6 000 MW de capacidad de producción de energía renovable (el objetivo es 8 700 MW).

·Más de 550 000 hogares se habían beneficiado de unas condiciones de eficiencia energética mejoradas (el objetivo son 620 000 hogares).

·Anualmente se estaban ahorrando 3,5 teravatios-hora de consumo de energía en los edificios públicos (la reducción prevista es de 6,5 teravatios-hora).

·Las medidas de protección contra inundaciones reducirán la vulnerabilidad de casi 20 millones de personas, de las cuales 17 millones ya se encuentran menos expuestas a riesgos de inundación gracias a las inversiones respaldadas.

·Se ha seguido avanzando en la mejora de la gestión de las tierras agrícolas y forestales en lo relativo a la restauración, la conservación y la mejora de los ecosistemas, en concreto la biodiversidad, el agua y el suelo, la retención y la conservación de carbono y la reducción de las emisiones de gases de efecto invernadero y de amoníaco en la agricultura. A finales de 2022, la UE ya había superado sus objetivos para 2025 en estos ámbitos.

·Se habían asignado 1 800 millones EUR (lo que equivale a casi el 34 % del apoyo total del FEMP consagrado a los sectores de la pesca y la acuicultura) a la conservación y la protección del medio ambiente (por ejemplo, mediante la protección de espacios Natura 2000), así como a promover la eficiencia de los recursos y a reducir los residuos.

Las inversiones en crecimiento sostenible representan alrededor del 37 % de la financiación total de los Fondos EIE. Se ha previsto asignar 273 000 millones EUR para los cuatro temas del capítulo relativo al crecimiento sostenible. Dichos temas abarcan inversiones en los siguientes ámbitos: una economía hipocarbónica (55 000 millones EUR), medidas de adaptación al cambio climático y prevención de riesgos (51 000 millones EUR), protección del medio ambiente y eficiencia de los recursos (90 000 millones EUR) y apoyo a las infraestructuras de red en los sectores del transporte y la energía (77 000 millones EUR).

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A finales de 2022, el gasto ascendía a 217 000 millones EUR (el 80 % del total previsto para este capítulo). El gráfico que se muestra a continuación ofrece un desglose más detallado de la tasa de ejecución correspondiente a cada uno de los cuatro temas.

Gráfico 3. Tasas de ejecución relativas al crecimiento sostenible

Existen diferencias importantes en la evolución financiera realizada respecto de los distintos temas. La adaptación al cambio climático y la prevención de riesgos es el tema que progresa con mayor rapidez (a finales de 2022 ya se había gastado el 84 % del presupuesto total). Las inversiones en infraestructuras de red en los sectores del transporte y la energía han seguido acelerándose (ya se ha gastado el 83 % de los importes totales previstos). El tema relativo a la protección del medio ambiente y la eficiencia de los recursos es el siguiente en términos de gasto (ya se ha utilizado el 78 % del presupuesto total, valor ligeramente por debajo de la media para el objetivo del crecimiento sostenible). El tema más retrasado es la economía hipocarbónica (solo se ha gastado el 73 % del presupuesto total). 

Los Fondos EIE han sido el principal apoyo financiero público de la UE para la energía limpia. Han financiado la eficiencia energética a través de la renovación de edificios, el desarrollo de las energías renovables y redes energéticas. Esto ha permitido que varios Estados miembros hayan puesto en marcha programas de renovación de edificios residenciales a gran escala, de modo que miles de hogares han pasado a disfrutar de unas facturas energéticas más bajas y de una mayor comodidad. Además, se ha facilitado apoyo a las pymes para que mejoren su eficiencia energética, reduzcan sus costes energéticos y aumenten su competitividad.

Asimismo, se prestó un apoyo significativo para impulsar la inversión en fuentes de energía renovables (por ejemplo, en las energías marinas y el despliegue de la energía solar y eólica en comunidades de energía y en instalaciones a pequeña escala). Esto ha contribuido a la seguridad energética y ha permitido crear nuevos puestos de trabajo y empresas en el sector de las energías renovables de la UE. Los Fondos EIE se han invertido en infraestructuras clave de electricidad y gas que ahora desempeñan un papel esencial a la hora de garantizar el funcionamiento del mercado interior de la energía.

Seguimiento del apoyo a la acción por el clima

La UE ha fijado un objetivo global de gasto relacionado con el clima de al menos el 20 % del presupuesto de la UE para 2014-2020. Los Fondos EIE asignan el 26 % de su presupuesto total a objetivos de acción por el clima. Las inversiones en una economía hipocarbónica, una economía circular, prevención de riesgos, protección del medio ambiente, movilidad urbana limpia y actividades de investigación e innovación son algunas de las que contribuyen a estos objetivos.

A finales de 2022, en el marco del FEDER se habían gastado 25 300 millones EUR en proyectos. En el marco del Feader se cofinanció una amplia gama de acciones, con un total del 58 % (78 700 millones EUR) de la asignación global del Feader vinculada a las acciones por el clima. 

No obstante, algunos Estados miembros informan de dificultades a la hora de ejecutar los programas (entre ellos, proyectos que contribuyen al logro de los objetivos climáticos). La Comisión efectúa un seguimiento continuo de los programas con peor desempeño a fin de ayudarles a ejecutar mejor sus medidas. El anexo 3 proporciona información más detallada sobre la asignación y el gasto de los fondos en relación con el clima (
[11](#footnote12)
).

Ejemplos de proyectos financiados por los Fondos EIE que contribuyen al crecimiento sostenible

![](data:image/jpeg;base64,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)
La 
[red ferroviaria renovada de Moravia Meridional](https://ec.europa.eu/regional_policy/whats-new/newsroom/22-06-2023-eu-cohesion-policy-new-sustainable-modern-railway-in-czechia_en?etrans=es)
 fue una de las mayores inversiones de la política de cohesión realizadas en Chequia. La renovación de esta línea también supuso la adquisición de treinta y siete nuevos trenes eléctricos. Contribuirá a descongestionar el tráfico durante las horas punta del concurrido ferrocarril de Moravia Meridional, que transporta a aproximadamente veintidós millones de pasajeros al año. Este proyecto recibió 223 millones EUR de financiación de la política de cohesión (el presupuesto total del proyecto fue de 265 millones EUR).

En Carintia (Austria), se facilitaron fondos de REACT-UE para respaldar el proyecto 
[LOCA2Transformation](https://www.joanneum.at/life/produkteloesungen/loca2transformation)
. Su objetivo era sensibilizar a las empresas activas en Carintia Meridional en sectores tradicionales de gran consumo de energía sobre la neutralidad climática y ayudarlas a contribuir a alcanzar los objetivos del Pacto Verde Europeo. Investigadores de la Universidad Alpen Adria y del centro de investigación Joanneum Research llevaron a cabo una encuesta entre empresas, organizaron talleres y elaboraron un 
[manual](https://www.joanneum.at/life/produkteloesungen/loca2transformation)
 para las empresas sobre cómo transformar sus modelos de negocio para alcanzar los objetivos del Pacto Verde.

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)
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)
La isla francesa de la Reunión ha establecido un sistema de 
[bonos fotovoltaicos](https://energies-reunion.com/nos-actions/energies-renouvelables/photovoltai%CC%88que/le-cheque-photovoltaique/)
 para hacer posible la colocación de instalaciones solares fotovoltaicas en hogares privados conectadas al sistema público de distribución de electricidad. El FEDER contribuyó a la ejecución de este proyecto con 5,7 millones EUR (casi el 85 % del presupuesto total del proyecto). El proyecto ayuda a reducir la huella de carbono y a crear un modelo local de generación de electricidad verde y responde a las necesidades de las personas, animándolas a desempeñar un papel activo en la transición energética de la Reunión.

A través del Fondo de Cohesión, Bulgaria invirtió 42 millones EUR en un proyecto vital para mejorar el transporte urbano y la calidad del aire en Sofía mediante la adquisición de veintinueve tranvías modernos. Esta mejora no solo ha reducido las emisiones, sino que también ha disminuido los costes de mantenimiento y electricidad y ha fomentado la eficiencia operativa. Promover el uso del tranvía en lugar de vehículos privados es un paso importante para lograr un aire más limpio y un transporte urbano sostenible en Sofía. 

En Eslovenia, el Fondo de Cohesión ha invertido en mejores trenes para los viajeros pendulares al contribuir con 101 millones EUR a la mejora de la línea ferroviaria Maribor-Šentilj. En la actualidad, cada día circulan ochenta y cuatro trenes (en lugar de sesenta y siete) entre la segunda ciudad más grande de Eslovenia y la frontera austriaca, con dieciocho kilómetros de vías nuevas, doce kilómetros de barreras acústicas y estaciones modernizadas con aparcamientos de intercambio modal.

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)
El FEMP ha proporcionado apoyo financiero para el proyecto 
[PuertAlMar](https://oceans-and-fisheries.ec.europa.eu/news/puertalmar-reducing-carbon-footprint-port-vigo-2023-02-27_es?etrans=es)
, llevado a cabo en el puerto de Vigo (España). El puerto está aplicando una ambiciosa estrategia de crecimiento azul que incluye el objetivo de restaurar los ecosistemas marinos dentro de la zona portuaria y de interactuar con los ciudadanos para concienciarles sobre la biodiversidad marina. Con el proyecto PuertAlMar se han puesto a prueba materiales biomiméticos innovadores en el puerto y se ha fomentado con éxito la presencia de fauna de invertebrados marinos locales, lo que en última instancia atrae a especies de mayor tamaño y contribuye a restaurar unos ecosistemas sanos.

En Malta, el Fondo de Cohesión apoyó la creación de una instalación de recuperación de diversos materiales en Ħal Far. El objetivo es mejorar la capacidad de gestión de residuos al separar los materiales reutilizables antes de que los residuos se depositen en vertederos, al reducir los residuos depositados en los vertederos y maximizar la reutilización. 
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)
La instalación recogerá madera, textiles, residuos eléctricos y equipos electrónicos. Se espera que se reciban aproximadamente 14 000 toneladas en los primeros años y casi 20 000 toneladas de aquí a 2029. Esto permitirá preservar unos terrenos de gran valor en la isla y proteger el medio ambiente.

El proyecto 
[E-BUS RGTR](https://fonds-europeens.public.lu/fr/projets/feder/electrorgtr.html)
, financiado por REACT-UE, ha equipado a la red regional de autobuses de Luxemburgo con nuevos autobuses eléctricos. Este proyecto de 35 millones EUR contribuye al objetivo de la política de cohesión de reducir las emisiones de CO2 generadas por los vehículos de motor de combustión. Se trata de un proyecto piloto y se dará continuación a la instalación de líneas de autobuses eléctricos con el objetivo de lograr unas emisiones igual a cero en la red luxemburguesa de autobuses de aquí a 2030.

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)
En 2023, se inauguró el mayor sistema de calefacción geotérmica de la UE en Szeged, en el sur de Hungría. La UE ha contribuido con 23 millones EUR a proporcionar energía limpia, renovable y asequible a más de 28 000 hogares y más de 400 edificios públicos de la zona. Esto reducirá el gasto energético y las emisiones de gases de efecto invernadero de la ciudad en un 60 %. El hecho de que más del 25 % de la población de la UE viva en zonas con suficientes recursos geotérmicos implica que muchas otras regiones de la UE pueden utilizar energías renovables para dejar de depender del gas ruso.

![](data:image/jpeg;base64,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)
En Estonia, el Feader proporcionó ayuda a una empresa emergente rural para crear un material de embalaje innovador que sustituye el plástico de burbujas por lana residual. El 
[proyecto Woola](https://ec.europa.eu/enrd/projects-practice/woola-replacing-plastic-bubble-wrap-producing-packaging-out-waste-wool_es.html)
 está ayudando a reducir los residuos —ya que los ganaderos suelen enterrar o quemar hasta el 90 % de la lana que producen cada año— y a establecer un sistema práctico para reciclar la lana residual. Además, los materiales de embalaje a base de lana pueden reutilizarse de forma sostenible en varias ocasiones, por lo que se ha creado un sistema de devolución para los clientes. El proyecto también respalda la creación de nuevas oportunidades de empleo.

![](data:image/jpeg;base64,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)
 En los bosques y las zonas rurales de Grecia e Italia, uno de los mayores retos para los bomberos locales es prevenir y combatir los incendios forestales. En las regiones de Apulia (Italia) y Epiro (Grecia), actualmente es posible llevar a cabo una detección precoz de los incendios forestales gracias a una red de cámaras, sensores y estaciones meteorológicas. Los modelos informáticos ayudan a predecir su propagación, lo que garantiza que las autoridades puedan responder con rapidez y eficacia. El 
[proyecto OFIDIA2](https://ec.europa.eu/regional_policy/projects/projects-database/ofidia2-high-tech-solutions-for-rapid-wildfire-detection-in-epirus-greece-and-apulia-italy_en?etrans=es)
, financiado por el FEDER, está ayudando a salvar propiedades y vidas que se ven amenazadas por el cada vez mayor número de incendios forestales que se producen en los cálidos y secos meses estivales de la región mediterránea. En Apulia existe una red de cámaras, sensores y estaciones meteorológicas de alta definición conectados a salas de control que cubre 100 hectáreas de bosque. En Grecia, concretamente en Epiro, se utilizan cámaras, drones y dos vehículos todoterreno para vigilar más de 15 000 km2 de bosque.

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)
En Polonia se ha abierto el túnel subacuático más largo financiado por la UE. El 
[túnel de Świna](https://ec.europa.eu/commission/presscorner/detail/es/ip_23_3552)
 conecta las islas de Uznam y Wolin, y el centro de la ciudad de Świnoujście, con el resto del país. Permite un transporte sin interrupciones para la población local y los visitantes y sirve de catalizador para el desarrollo económico de la región. Świnoujście es también uno de los principales destinos turísticos de Polonia, dado que atrae a aproximadamente 2,5 millones de visitantes al año, que ahora también se beneficiarán del nuevo túnel. Este proyecto recibió 162,3 millones EUR de financiación de la política de cohesión (el presupuesto total del proyecto fue de 191,5 millones EUR).

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)
Este año se abrió el puente colgante de Brăila (Rumanía), uno de los mayores proyectos financiados por la política de cohesión. Conecta los puertos del Mar Negro y el delta del Danubio con el resto del país y con la red transeuropea de transporte general. Para este proyecto se facilitaron fondos de la política de cohesión por valor de 363 millones EUR. El puente cuenta con cuatro carriles, tiene 2 kilómetros de longitud y está situado 38 metros por encima del nivel del río. Es el mayor puente de Rumanía y del Danubio y el tercer puente colgante más grande de la UE. Se espera que reduzca el tiempo de desplazamiento en aproximadamente cincuenta minutos y que lo utilicen unos 11 400 vehículos al día.

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)
En Croacia, el apoyo sustancial facilitado por el FEDER permitió finalizar el puente de Pelješac en julio de 2022. El puente tiene más de 2,4 kilómetros de longitud y proporciona una conexión directa por carretera entre la Croacia continental y el sur de Dalmacia. Reduce considerablemente el tiempo de desplazamiento (de cincuenta y nueve a veintidós minutos) y hace que el sur de Dalmacia sea más accesible.

3.3.Crecimiento integrador

La UE ha seguido impulsando su agenda social, en particular desde la adopción del pilar europeo de derechos sociales. En este contexto, los Fondos EIE han respaldado las reformas estructurales, como la modernización de los servicios públicos, el fomento del empleo juvenil, la reducción de la pobreza y las desigualdades, y abordar la desigualdad de género, el sintechismo y la exclusión en materia de vivienda.

A finales de 2022, los proyectos destinados a mejorar las oportunidades de empleo habían logrado los siguientes resultados:

·64,5 millones de participantes habían recibido el apoyo del FSE y la Iniciativa de Empleo Juvenil (IEJ), entre ellos 22,2 millones de desempleados y 24,9 millones de participantes inactivos;

·de entre quienes recibieron apoyo, 1,5 millones de personas se encontraban en búsqueda de empleo, 3 millones estaban estudiando o formándose, 10,2 millones habían obtenido una cualificación, 7,4 millones habían encontrado trabajo al finalizar la operación del FSE y 6,8 millones habían encontrado trabajo seis meses después;

·se había prestado apoyo a casi 4,1 millones de personas con discapacidad y a algo más de 9,1 millones de personas pertenecientes a grupos marginados (por ejemplo, migrantes, personas de origen extranjero y minorías);

·el 47 % de los participantes tenían una baja cualificación y el 14 % eran migrantes o de origen extranjero o pertenecían a minorías.

Las inversiones en crecimiento integrador representan alrededor del 24 % de la financiación total de los Fondos EIE. Se han facilitado 179 000 millones EUR para los tres temas de este capítulo: empleo sostenible de calidad (60 000 millones EUR), inclusión social (71 000 millones EUR) y educación y formación profesional (47 000 millones EUR). A finales de 2022, el gasto ascendía a 142 000 millones EUR (el 79 % del total previsto para este capítulo).

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gvNks30+Ycn0GTV0+M49X+H2oaqtlbtPb4jmtbhfMjJJXqOMg5zXnVpb2Why3Fj4iTXLadHOz7FIqq34MOfqD0xXTW9naQfCzXriztr6COaVcC8cMzgFMMMKOOSO/TrQB0UfjGHSPh5Y6vJZwJLNmOG1t18uPdlug5wMDP/AOus0+O/E2lfZbzXtChh0y4YKHiyHGef7x5xzggZxWTqOj3ep/CfRJ7SJ5WtWd3RBk7SzZIHtgViGTw9ewx28cPia6vCRm3M8ZXd7HaT/wCO0Aek+KfGs2lXtnpmj2i3uoXah0DE7Qp+7wOpOD3GBUUHiXxPbaVq8usaNDaz2dv50MigmJz6cMc/g1YXiq3uPCvjbTfEEdrJcafDCsRIGduFKEE9jtORWz/wkv8Awm+ia1ZaZp1yiC0bZLMAN7n+EAZGfxoAt6b4rvbz4fXGvyQ24uokkIRQ2wlTgcZz+tQ2fjp08B/8JDqMEZmMjRJFDlVdskAck46ZP0riNK8StF4HvPDMel3ct8RICVX5UU8kt3GPp+NW49JutV+DtutpE0slveNOUUZLKCynA7/ez+FAHSaR4o8Y3lzYz3Ph6IaZdyIokiB3IjEfOfmPABzkgVL4f15bjxxr1pJYafbpah2a5ih2yuFYD52zz61U8P8AxFhuF0vSE0q7a9Jjt5cYCIOFLeuB1wQPrWf4ftWvPH/i+1B2maGeMMe25wKAJJfFmt+J7iSbRfDNne2dm+Uku497A+q5Iw3Q4GTW3onjl9Y8M6teG2SHUNOgeR4jkoSFJB9cZUgj9a5Pwv4tPgeyutH1bTLoTiYyR7FAySAMHJHHHUZ61a8M6Vep4Y8Wazd27wfbrWbyo2GCRtck/TkAfjQBNB4/8VX+jNqFjoVu8VspN1OQ2zg5+UbgeBjPJ7123hXX18S6FFqAi8qQsUkQHIDDrj26H8a5TwUD/wAKq1Hjqlz/AOgVb+E//IoSf9fb/wDoK0AbXifVdb077JFoek/bppy+5mzsjxjGenXPcjoaw9I8Za5H4og0LxHpcFrNcLmNoT04OP4mBBwRwetUPifPexX+mCb7V/YnW4FucbmzyCfXb0z71yujLp58faNJpNneW9k8q7PtJy0hGcsMcY6evSgD3WiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqlHrOlyySxx6lZvJEpaRVnUlAOpIzwBU9rd219AJ7S4iuIicCSJw6n8RQBNRRRQAUUVW/tCy+3fYftlv9rxnyPNXzMYznbnPSgCzRRRQAUUUUAFFFVrXULK9eVLS8t7hojtkEUocofQ4PHQ/lQBwtz4K8SWHiK/1Tw/q9rD9skZ389ORuO4j7rDGa0/CPg240LUbrVdRvUudQuVKN5a4UAkE+mSSB2FdhRQAUUVWn1CytbiK3uLy3immOIo5JQrOenygnJ/CgCzRVc39mL0WRu4BdsNwgMg8wj129asUAFFV7u+s7CNZLy6gtkY7Q00gQE+mTU4IIBBBB6EUALRRRQAUUUUAFFVrTULK/wDM+x3lvceWdr+TKH2n0ODxVmgAooooAKKKKACiq93f2enxrJe3cFsjHarTSBAT6ZNTghlDKQQRkEd6AFooooAKKKKACuU8aaDrniC3is9Nv7e3s3GLmOUHL8gjBCk8Y6ZFdXRQBQ0TS00XRbTTo3LrBHtLkY3HqT+ZNX6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACua8c69FoXhucssxlu0e3haPHyOVOCTnjFdLWH4y/5E3Vv+vZqAPMvBKeG7nStQjvLW8N9BZzzTzI2AYcAEL82N3ORkfjXXeHta0Dw74FbUbGPUGsFuCGEwQylyQOxC46VU8L/APJHdQ/69rv/ANBauei/5IrN/wBfv/swoA7GX4qeHIp0jH2uQMATIkQ2pnscnPHsDW3rHizSdE0y3v7mV3huQDD5S7i4xnI/D1rjdSs7ZPgnG6wRqwihl3BRneZFBP1wTVG88QTaV4N8L28ENsZ50YrdXUYcQgHGRnODzyfQUAddovxF0PXNQjsYRcwTyHEYnQAMfTIJ5+tYX/Nc/wDtj/7RrnLq5upvH+gtda3aarMLmFfOtUUKo8wfKSoAP610f/Nc/wDtj/7RoA6DXPiDoeg3zWc7Tz3CffW3QNsPoSSBmr2m+LdH1TRp9UhuStvbjM4kXDR/UfyxnNeVaRPqdj4r1gRajpdjemZw8mpnG75jna2CP5Z4rW0DSrL7N4mk1PWdPe0njQXDWG8rEzOSp+6BjI7Z/CgDqtO+JWhanqkOnwx3iyTOI43eIBST06Nn9K7GvHLPWLrwvf6Zp6alpuu6W8oMSR7WeHLDn1RsnIGTXsMgcxOIyA5U7SegPagDkdQ+Jfh/TtTexdrmVo22PLDGCikdeSQTj2BrB+FU0Zu/Ek+8CIyRvvPAxmQ5qh8N9S0bTLbV49Ymt4LgsN/2jGXUZyvPXntVTwoHm8N+NhYg/NEhQIMfJ+8yAP8AdzxQB2M/xU8Ow3ZgUXkqg486OIbPryQcfhXYWd5b6hZxXdpKssEq7kdehFeKaFNey+FZrKLWfD1raS7hLDeHbKc55+6cn0IzjjvXpPw9szZeEIIxdw3UbSSMkkO7bjcRgbgD1B7UAXvEXirTPDEMb37yF5c+XFEu52x1PJAx9TXnGseJLDxN448M3Vh5oWO4iR0lXDKfNB7Ej8jV/wAbSQ23xN0a41PabARocsMqMM2c/Q4J9sVB4n1DS9Q+JHh+TTZreYrcQiaSHBBbzRj5hweKAOhuI/D7fFS3Ei351gpuXBXyOIzgn+LO0fSr+ufEHQ9Bvms5zPPcJ/rFt0DbD6EkgZrn7n/kudn/ANcT/wCiXqh4IvtP0zxfr39tTRQXjyMEluWCj7zbxk9zlfrQBqeLNY8L6/4asNRvv7Ra1NwyR/ZlUOrY5DBuMfSuo1PxHpHhnSLWS6kdY2QLBEo3OwAHb2GOTXDfEe70u88LWMukGE2321wTCm1S2057DP1qt498+LxJ4fm3wxxC0j8t7hSYlcMclhg8crnigDttB8f6J4gvRZ25nguGBKJcIF349CCRUd98RdD06+vbO5F0k1o20gRg+YfRef54rjxb3mpeMNFu73xBoE9xHPHtFk7M7qGztO1MdARyR1q94ct4Z/jBrbSxI5iSSSPcM7W3oMj3wT+dAG5F8UPDkljJcl7mNkIAgeMeY2fTBI/WtXw54v0vxOJhYmVJYgC8UyhWwe/BII/GuM8MWds3xd1oNBGRCkkkY2jCNvTkeh5P51L4SRYvi14gjjUInlSnaowP9Yn+JoAxPBHizTfC8erNf+czzTLsjhTLEDdk8kDuO9ekab4w0rVdEvNVtWlMVnG0k0TKBIoClumccgHHOK8/+G+paLp95q39pzW0MzkeW8+Blfm3AE/hx3qHwsqS2/je5s0K2Bs5xH2ABDlR+VAHa2XxJ0O/vbG0gS7M14wQKY1/dktgBvm/HjPBo1X4laBpV/JZsbm5kjba5t0BVT3GSRn8Ko/DC1T/AIQuWWGKMXMkz/vCoySANuT7Vw/hG51K0+3Q22qaNYSs22ZdTO1nHQjJUgjrkZoA9n0fWbHXtPW9sJfMhJ2nIwVYdQR603WtcsfD+nm9v5CkW7aoUZZm9APWuT+GNgLG11QpqFndo86j/RSxVCAc/eUeo6Z6VS+LoYQ6LI6k2qzOJQO5+XH6BqAMLx54y0vxRo9rFZLcRywz7mSZACRtIyMEivSdR8Sab4b0a0m1CVgZI1EcaDLvgDOBXAfEvVdC1DTNNTS57WWZWz+4AykeOAcdOccfpTfHvnxeJPD82+GOIWkflvcKTErhjksMHjlc8UAdtoPj/RPEF6LO3M8FwwJRLhAu/HoQSK6eRS8TqrFGZSAw7e9eSC3vNS8YaLd3viDQJ7iOePaLJ2Z3UNnadqY6AjkjrXrckiRRtJIwVEBZmPQAUAeUeKvAVvo/h241eXWLy41CJlO+VhhyWAwB1B5z1PSp4fE+p2XwlS8adzdvMbWGdvvBcnnPcgAjPt7VQ1bWo/HviBbKTUrfTtCtm3Fp5ljMv+0Ax5J7egrb8exadc/D+OPRZbea0sLiPP2aQOEG0ryRn+8PzzQBz+peEJdH8H23ieDUbr+0cRzSkPwA+MYPXIJHc12B0d/Hug6PfXepXNvCYMzw2+AJH6E+g5B7HrWH4h8T6VdfCy3sobuJ7uWGCIwBvnQoVLZHUD5evvVufxEfBPgDS7MLnVJrfdHGw/1e4klm+menrQBhaRbzeGPilHo+mXk01qZAkik5ypXJDAcZHr7V2Gt/D+DXNRu77UNYvNjjMUakBIQB75yO/GKzPAlnpGmytqepa3p9xrV4en2tGZNx5HXliev5fVnjzxY9xeHwzpdxFC8h2XdzLII1UHqu49BjqfwoAr/CW+vXuNRsXmeWziRWTOSFbOOPTI7e1epVy/g210HSNOXTdM1OyvLph5kzRTKzOe5wDnA6D/69dRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUF5aQX9nNaXUfmQTKUdMkZB9xzU9FAGda6Fptlo8mk29tssZFdGi3schs7uSc859arjwpoi6I2jiy/wBAZ95i81/vZznOc/rWzRQBnS6Fps+iDRpLbdp4VUEO9hwpBHOc9QO9Qz+F9FutJg0uewR7OAYiQs2U+jZ3frWvRQBz9v4H8N2sttLBpaJJbSebE4kfIbggk556Dg5/Wr39gaZ/bn9tfZf+Jht2+dvbpjb0zjp7VpUUAYuq+EtB1q4+0X+nRyzYwZFZkY/UqRn8afa+F9EstOnsLfToktrgATJyd+OmSTk4+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Gráfico 4. Tasas de ejecución relativas al crecimiento integrador

Existen diferencias en la evolución financiera realizada respecto de los distintos temas. La educación y la formación profesional es el tema que progresa con mayor rapidez (ya se ha utilizado el 84 % del presupuesto total). El siguiente tema que más rápido avanza son las inversiones en empleo sostenible y de calidad (ya se ha gastado el 81 % de los importes totales previstos). El último tema en términos de gasto es la inclusión social (ya se ha utilizado el 76 % del presupuesto total, cifra ligeramente por debajo de la media relativa al capítulo del crecimiento integrador).

La crisis de la COVID-19 ha tenido un efecto dominó en la sociedad y ha afectado a las personas de distintas maneras. La agenda social de la UE y el pilar europeo de derechos sociales son, ahora más que nunca, elementos clave para mitigar las repercusiones económicas y sociales de la pandemia de COVID-19, así como para hacer que las economías y sociedades de la UE sean más integradoras, sostenibles y resilientes, y estén mejor preparadas para los retos y las oportunidades de las transiciones ecológica y digital. En el contexto crítico actual, los Fondos EIE respaldan las reformas estructurales, como la modernización de los servicios públicos, el fomento del empleo juvenil y la reducción de la pobreza y las desigualdades.

Instrumentos CARE y SAFE

Para ayudar a los países y las regiones de la UE a atender a los refugiados que huyen de la agresión rusa contra Ucrania, la Comisión propuso el 
[paquete CARE](https://ec.europa.eu/regional_policy/funding/care_en?etrans=es)
 (Acción de Cohesión para los Refugiados en Europa). Aparte de este apoyo directo a los refugiados, las medidas de CARE han contribuido a aliviar la carga que recae sobre los presupuestos nacionales de los Estados miembros mediante el desembolso de una liquidez adicional de aproximadamente 13 600 millones EUR. Hasta la fecha, diecisiete Estados miembros han utilizado las flexibilidades propuestas y han reprogramado alrededor de 1 300 millones EUR para ayudar a los refugiados. Las medidas más comunes en el marco de CARE son la inclusión de los refugiados de guerra en los programas generales de integración social, la prestación de asistencia sanitaria, la distribución de alimentos y el suministro de asistencia básica y orientación para el mercado laboral. Estas medidas también suelen incluir cursos de idiomas, educación, servicios sociales y atención a la infancia. Los programas del período 2021-2027, que también fomentan las acciones de integración, seguirán prestando un apoyo similar.

El 
[instrumento SAFE](https://ec.europa.eu/regional_policy/whats-new/newsroom/14-12-2022-cohesion-policy-is-a-key-pillar-supporting-regions-to-tackle-the-consequences-of-the-war-in-ukraine_en?etrans=es)
 (Apoyo a la Energía Asequible) aborda las consecuencias de los elevados precios de la energía para las empresas de sectores específicos con un alto consumo energético. También permite reorientar los fondos no utilizados a fin de que puedan emplearse para ayudar a las pymes y los hogares vulnerables, especialmente aquellos afectados por los elevados precios de la energía, y para financiar regímenes de reducción del tiempo de trabajo con el objetivo de mantener a las personas en situación de empleo. Desde su entrada en vigor el 28 de febrero de 2023, ya se han iniciado las primeras modificaciones de los programas y se espera que se lleven a cabo otras más..

En cuanto a la inclusión social, respeto de la cual el FSE es el mayor contribuyente, los proyectos seleccionados hasta la fecha representan casi 62 000 millones EUR. Como resultado de la ayuda facilitada por la UE en el marco del FEDER, se amplió la capacidad de la infraestructura educativa y de atención a la infancia para más de 24 millones de personas y en la UE ahora hay 63 millones de personas que disfrutan de mejores servicios sanitarios.

El Feader ha respaldado más de 175 000 operaciones en favor de la inclusión social en las zonas rurales. También ha prestado ayuda a las comunidades rurales locales para aplicar sus propias estrategias de desarrollo local. Existen más de 3 650 grupos de acción local, que ejecutan estrategias de desarrollo local, que cubren más del 60 % de la población rural de la UE y reúnen a partes interesadas públicas, privadas y de la sociedad civil de un área particular.

En el marco del Feader se puso en marcha una medida específica destinada a proporcionar ayuda temporal excepcional a los agricultores y las pymes rurales que se vieron especialmente afectados por las repercusiones de la invasión a gran escala de Ucrania por parte de Rusia. La medida se aplicó en veintiséis programas nacionales o regionales de desarrollo rural de diez Estados miembros por un importe total previsto de gasto público de 548 millones EUR. Al finalizar 2022, esto había permitido que más de 34 000 explotaciones agrícolas y 450 pymes recibieran ayuda. 

En lo que respecta a la educación y la formación, se habían asignado 52 000 millones EUR a una serie de proyectos seleccionados. Al finalizar 2022, el apoyo del FSE y la IEJ había llegado a 29,8 millones de personas con una baja cualificación y había ayudado a 10,2 millones de personas a obtener una cualificación y a 3 millones a entrar en sistemas de educación o formación.

Ejemplos de proyectos financiados por los Fondos EIE que contribuyen al crecimiento integrador

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)
En septiembre de 2023 se inauguró el 
[instituto estatal de Pelgulinna](https://group.merko.ee/en/project/pelgulinna-state-gymnasium/)
 en la capital de Estonia, Tallin. El edificio se ajusta a los principios de la arquitectura sostenible (Nueva Bauhaus Europea) y el principal material de construcción utilizado fue madera local. El centro posee un entorno de aprendizaje moderno e innovador y dispone de capacidad para unos 330 alumnos. El FEDER proporcionó una financiación de 28 millones EUR (el presupuesto total del proyecto fue de 33 millones EUR).

La iniciativa FAST-CARE desempeñó un papel crucial a la hora de ayudar a Eslovaquia a hacer frente a la crisis humanitaria y al sufrimiento derivados de las consecuencias de la invasión rusa de la vecina Ucrania. Se han activado más de 300 millones EUR para ayudar a acoger y alojar a los refugiados de guerra. La iniciativa cubrió los costes de los servicios de transporte y la ayuda psicológica y médica. Además, los niños ucranianos en edad escolar recibieron vales para adquirir equipos informáticos con miras a acelerar su integración en el sistema educativo eslovaco.

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)
En España,
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)
 la financiación de la UE ha ayudado al Instituto Valenciano de Finanzas a crear una línea de crédito a través de la cual se ofrecen préstamos de participación para apoyar el crecimiento y el desarrollo de las empresas emergentes en la Comunidad Valenciana. Se priorizan las empresas que demuestran un alto grado de innovación. Un ejemplo de empresa que ha recibido ayuda a través de préstamos es 
[FoodRation4All](https://eceuropaeu.sharepoint.com/teams/GRP-2021ESIFAnnualSummaryReport/Shared%20Documents/General/FoodRation4All)
, que se dedica a llevar a cabo acciones con repercusiones sociales en el sector alimentario. El principal proyecto de la empresa se llama «Nadie sin su ración diaria» y consiste en una aplicación que facilita la realización de donaciones a los bancos de alimentos y que, por tanto, respalda la inclusión social de las personas que dependen de ellos.

Mediante la financiación del FSE, el proyecto «Servicios comunitarios integrados» de Rumanía presta servicios de apoyo a más de cien comunidades marginadas. Los rumanos vulnerables han encontrado el apoyo que necesitan para gestionar un entorno difícil, lo que les ofrece la oportunidad de recibir educación y servicios médicos esenciales y de evitar el aislamiento y la exclusión social. El objetivo del proyecto era corregir los bajos niveles de educación y el acceso limitado a los servicios sociales y médicos mediante la oferta de asesoramiento escolar, orientación profesional, servicios de enfermería comunitarios y servicios sociales. Actualmente se están ampliando las actividades con el apoyo del FSE+ con miras a ayudar a 2 000 comunidades más como parte del programa rumano 
[Inclusión Social y Dignidad](https://oportunitati-ue.gov.ro/en/program/programul-incluziune-si-demnitate-sociala/)
.

![](data:image/jpeg;base64,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)
Gracias al apoyo del FEDER, se ha creado una unidad de readaptación profesional en Krosno, en la región de Podkarpackie, situada al este de Polonia. La unidad está gestionada por la Asociación Polaca de Personas con Discapacidad Intelectual. El proyecto ha mejorado las perspectivas de empleo de veintiséis personas con discapacidades mentales moderadas y graves. En el marco del proyecto se crearon dos nuevos departamentos de producción y servicios: una tienda de artesanía llamada «El cielo del arte» y una tienda de dulces llamada Na polance («En el claro»).

Gracias a CARE, se han asignado 4 millones EUR de REACT-UE al proyecto alemán «Empleo piloto para refugiados», llevado a cabo en el estado de Renania-Palatinado, con el fin de ayudar a los ucranianos a integrarse en la sociedad alemana. El proyecto se centraba en ayudar a las personas a superar las barreras a las que se enfrentaban a su llegada, como la falta de atención a la infancia, y les ayudaba a buscar vivienda o cursos de idiomas. El proyecto facilitó apoyo y asesoramiento adaptados sobre la mejor manera de desenvolverse en los servicios sociales.

En Grecia, el Feader ayudó a crear un taller de elaboración de pasta y mermelada para jóvenes con discapacidades intelectuales graves. El 
[taller AxiZO](https://ec.europa.eu/enrd/sites/default/files/project/attachments/social-axizo_0.pdf)
 proporcionó oportunidades de formación y empleo para este grupo vulnerable bajo la supervisión y el apoyo del personal especializado de la asociación Agioi Theodoroi. Se trata de un servicio único en la prefectura de Ródope, situada en la parte nororiental de Grecia, ya que va destinado a las personas con discapacidad intelectual que no pueden optar a la ayuda pública. El proyecto abordó la exclusión social y la discriminación promoviendo el desarrollo local mediante la creación de empleo y la diversificación de las fuentes de ingresos para los productores locales.

3.4.Refuerzo de la capacidad institucional y eficiencia de la administración pública

Gráfico 5. Tasa de ejecución relativa a la eficiencia de la administración pública

Se han asignado 6 800 millones EUR a proyectos que abordan la capacidad institucional y las reformas. El gasto sobre el terreno ascendió a 4 900 millones EUR (73 % del total previsto). Además del apoyo facilitado por los Fondos EIE, esta iniciativa se complementó con la ayuda proporcionada por el programa de apoyo a las reformas estructurales, que ahora se ha convertido en el instrumento de apoyo técnico (
[12](#footnote13)
).

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En el marco de este objetivo, el FSE ha facilitado apoyo a:

·840 000 participantes a través de cursos de aprendizaje y formación permanentes;

·3 000 proyectos dirigidos a administraciones públicas o servicios públicos nacionales, regionales o locales.

Ejemplo de proyecto financiado por los Fondos EIE que contribuye a reforzar la capacidad institucional y la administración pública

El municipio portugués de Funchal ha puesto en marcha el proyecto «Tienda ciudadana», apoyado por el FEDER, que ha centralizado tanto los servicios presenciales como los servicios en línea en una única plataforma en línea. El proyecto ha reestructurado el funcionamiento interno del municipio y se han adoptado métodos de trabajo más eficientes y productivos. Además, como parte del proyecto se adquirieron nuevos sistemas informáticos que contribuirán a reducir la burocracia, la ineficiencia de la gestión y la lentitud de los procedimientos.

3.5.Desarrollo territorial y urbano

En el período 2014-2020, se previeron alrededor de 42 000 millones EUR para el desarrollo territorial integrado y el desarrollo urbano sostenible en el marco de los objetivos clave presentados en las secciones anteriores. Al finalizar 2022, se había utilizado el 65 % de la dotación prevista de la política de cohesión (27 000 millones EUR), frente al 52 % a finales de 2021, pero esta cifra todavía estaba muy por debajo del porcentaje medio de gasto del 75 %.

Los proyectos seleccionados en el marco de las estrategias de desarrollo integrado proporcionarán:

·49 millones de metros cuadrados de espacios abiertos urbanos renovados o de nueva construcción accesibles al público;

·aproximadamente 4 millones de metros cuadrados de edificios públicos renovados o de nueva construcción y más de 28 000 unidades de vivienda renovadas.

Ejemplo de proyecto financiado por los Fondos EIE que contribuye al desarrollo territorial y urbano

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)
El Wintercircus abandonado de Gante, en la Región Flamenca de Bélgica, se ha transformado en un centro para la cultura, el espíritu empresarial y la innovación mediante un proyecto financiado por el FEDER. Con una superficie total de más de 6 000 m², alberga una sala de conciertos subterránea que cuenta con 500 asientos y 4 350 m² de locales de cotrabajo y oficina para empresas emergentes y empresas emergentes en expansión creativas y tecnológicas. El antiguo circo, de 1 200 m², es el núcleo de la estructura, que también incluye una cafetería, un restaurante, una terraza de bar y una tienda.

3.6.Cooperación territorial: Interreg

El FEDER presta apoyo a programas de cooperación territorial europeos que invierten en cooperación transfronteriza, transnacional e interregional. Estos programas representan casi 13 000 millones EUR de la asignación prevista, de los cuales ya se han utilizado 10 000 millones EUR (el 80 % del importe previsto). A finales de 2022, la ejecución financiera de los programas de cooperación era acorde a la ejecución de los programas nacionales y regionales.

Algunos de los logros de los programas de cooperación territorial se incluyen en los indicadores agregados de los temas de inversión clave, mientras que algunos indicadores específicos miden el aspecto de la cooperación de los proyectos apoyados:

·más de 40 000 empresas han participado en proyectos de investigación transfronterizos, transnacionales o interregionales;

·más de 178 000 personas han participado en iniciativas de movilidad laboral;

·más de 190 000 jóvenes han participado en programas conjuntos de educación y formación transfronterizos.

Ejemplos de proyectos financiados por los Fondos EIE que contribuyen a apoyar la cooperación territorial

![](data:image/jpeg;base64,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)
El proyecto DESAL+ se llevó a cabo principalmente en las Islas Canarias, en Madeira y en las islas Azores. Su objetivo era aumentar la excelencia en materia de investigación y desarrollo (I+D) en lo relativo a la desalación de agua y en materia de conocimiento del nexo entre agua desalinizada y energía. El FEDER cofinanció el proyecto DESAL+ en el marco del Programa de Cooperación Territorial Interreg Madeira-Azores-Islas Canarias.

El proyecto transnacional 
[SUMBA](https://interreg-baltic.eu/project/sumba/)
 ayudó a los planificadores urbanos y a las autoridades de la región del Mar Báltico a impulsar la movilidad urbana sostenible a través de herramientas que ayudan a evaluar y planificar soluciones de movilidad intermodal y a integrarlas en los planes y las políticas de transporte de sus ciudades y municipios. A través de 
[SUMBA+](https://interreg-baltic.eu/project/sumba-2/)
 se estudiaron y pusieron a prueba medidas que facilitan el tráfico pendular intermodal y sostenible, como centros de movilidad, planes de circulación, préstamo de bicicletas y medios digitales para comunicar las estrategias de transporte.

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)
El FEDER ha cofinanciado el 
[proyecto Interreg EMR Connect](https://ec.europa.eu/regional_policy/projects/projects-database/improving-cross-border-public-transport-in-the-euregio-meuse-rhine_en?etrans=es)
, que ha mejorado la cooperación transfronteriza entre los operadores de transporte público de la Región Europea Mosa-Rin, que abarca parte de las fronteras de Bélgica, Alemania y los Países Bajos. Mediante este proyecto se han creado nuevas tarifas, se han probado nuevas tecnologías y se han ampliado servicios como el uso compartido de bicicletas eléctricas. El logro más importante fue la puesta a prueba y la implementación de un innovador sistema de tarificación interoperable entre Alemania y los Países Bajos que también podría ampliarse a Bélgica.

4.Trabajo de evaluación realizado por los Estados miembros

Dado que la fase de ejecución del período de programación 2014-2020 se encuentra próxima a su fin, han proseguido las actividades de evaluación de los Estados miembros y se han realizado un esfuerzo constante para evaluar los efectos de las acciones respaldadas por los Fondos EIE y una reducción progresiva del número de evaluaciones orientadas a estudiar aspectos relacionados con la ejecución.

Los resultados de las evaluaciones realizadas en los Estados miembros suelen estar relacionados con el contexto específico en el que se llevan a cabo las acciones financiadas. Aunque no sería correcto extraer conclusiones sobre la validez general de los resultados, en algunos casos el número de evaluaciones y su cobertura geográfica permiten señalar algunos efectos uniformes.

Uno de estos efectos uniformes es el refuerzo de la cooperación entre los centros de investigación y las empresas, lo que aumenta la capacidad de las empresas para innovar y para abrir nuevas oportunidades comerciales. En el sector agrícola, una gran parte de las evaluaciones han mostrado efectos positivos en la competitividad de las explotaciones.

En el marco de las transiciones ecológica y digital, se han observado resultados positivos en términos de generación de energía renovable y reducción del consumo en las empresas, así como en los edificios públicos y privados, y en lo relativo a la disponibilidad de servicios digitalizados para los poderes públicos y las empresas.

Las evaluaciones centradas en las repercusiones de la pandemia de COVID-19 para la ejecución de los programas han puesto de manifiesto que la crisis sanitaria fue un factor importante que redujo la participación en los proyectos, retrasó la ejecución y aumentó el riesgo de no alcanzar los objetivos. Además, se produjeron efectos adversos similares debido al aumento de los precios de la energía y, de manera más general, a la elevada inflación y a la guerra en Ucrania (en especial en los Estados miembros limítrofes con Ucrania).

Paralelamente, la Comisión está trabajando en su evaluación ex post de los fondos para 2014-2020, cuyos resultados se conocerán a finales de 2024. Las conclusiones extraídas, junto con las pruebas de las evaluaciones de los Estados miembros, contribuirán a la revisión intermedia de los programas para 2021-2027 y al diseño del nuevo período de programación posterior a 2027.

El documento de trabajo de los servicios de la Comisión que acompaña al presente informe facilita información más detallada sobre los resultados de las evaluaciones realizadas por los Estados miembros y la Comisión con respecto a los programas respaldados por los Fondos EIE.

5.Conclusiones

Los Fondos EIE han sido motores estables de la inversión en la UE desde hace más de treinta años. Con su alcance a largo plazo y su enfoque temático, han canalizado recursos hacia el refuerzo de la cohesión económica, social y territorial de las regiones de la UE. Han facilitado un apoyo firme para ayudar a las regiones y las empresas a superar los retos de las transiciones ecológica y digital. También han ayudado a los trabajadores a adquirir capacidades que les permiten ser más productivos y obtener mejores puestos de trabajo.

Las perturbaciones temporales causadas por las sucesivas crisis se han utilizado como oportunidades para recalibrar el enfoque de los Fondos EIE y sus sistemas de ejecución. La crisis sanitaria provocada por la pandemia de COVID-19 dio lugar a la inyección de nuevos recursos y al ajuste de las normas para adaptarse mejor a las nuevas circunstancias. La financiación se destinó a quienes más afectados se vieron, como las personas vulnerables, los empleados, las pymes y las instituciones médicas.

Desde los primeros compases de la crisis de refugiados provocada por la invasión a gran escala de Ucrania por parte de Rusia, los Estados miembros y la Comisión han actuado con rapidez para contrarrestar las consecuencias negativas y prestar ayuda a los más expuestos. Para hacerlo posible, se modificaron en un tiempo récord los programas de la política de cohesión. El instrumento Acción de Cohesión para los Refugiados en Europa (CARE) y otras dos iniciativas similares (CARE+ y FAST-CARE) proporcionaron apoyo a vías de integración a largo plazo para los refugiados y a medidas de ayuda inmediata, en particular en materia de vivienda y asistencia sanitaria.

En cuanto a la emergencia energética interconectada provocada por la invasión a gran escala de Ucrania por parte de Rusia, la UE prestó rápidamente asistencia a los hogares, los trabajadores y las pymes vulnerables que se enfrentaban a un aumento de los costes de la energía mediante la adopción del instrumento Apoyo a la Energía Asequible (SAFE). Además de esta rápida respuesta de emergencia, la política de cohesión ha seguido prestando apoyo financiero público para la creación de redes energéticas y de energía renovable, así como para medidas de eficiencia energética. La invasión a gran escala de Ucrania por parte de Rusia ha confirmado la crucial importancia de la seguridad energética y la necesidad de evolucionar hacia una economía climáticamente neutra.

Aparte de facilitar una respuesta rápida a las distintas crisis, los Fondos EIE han seguido abogando por las inversiones a largo plazo en el crecimiento y el empleo, invirtiendo en desarrollo humano y fomentando la cooperación territorial de la UE. Los logros concretos detallados en el presente informe lo demuestran ampliamente.

Los recursos financieros facilitados a través del presupuesto para 2021-2027 se siguen destinando a inversiones fundamentales en materia de empleo y crecimiento, haciéndose hincapié en una UE más integradora y en una economía hipocarbónica más ecológica. Se prevé que los 378 000 millones EUR (545 000 millones EUR si se incluye la cofinanciación nacional) facilitados en el marco de la política de cohesión para los próximos años creen 1,3 millones de puestos de trabajo y aumenten el PIB de la UE en un 0,5 % de aquí a 2030. Los Fondos EIE facilitarán apoyo a unas 850 000 empresas. Más de 6,5 millones de personas desempleadas recibirán ayuda en forma de reciclaje profesional y mejora de las capacidades, y más de 3,5 millones de hogares y empresas se beneficiarán de una banda ancha de muy alta capacidad. Los fondos de la política de cohesión proporcionarán un suministro de agua limpia a 16,4 millones de personas y mejorarán el rendimiento energético de más de 723 000 viviendas, además de aumentar la capacidad de producción de energía renovable en 20 000 MW (el equivalente a más de 8 000 molinos de viento o a unas 20 centrales nucleares nuevas).

:   [(1)](#footnoteref2)
    ()
       Estas cifras incluyen la cofinanciación nacional y de la UE, y se basan en los datos notificados por los Estados miembros a 31 de octubre de 2023, hasta la fecha límite del 30 de septiembre de 2023, tal como exige el artículo 112 del Reglamento (UE) n.º 1303/2013.
:   [(2)](#footnoteref3)
    ()
       Todos los Fondos EIE se centran en apoyar a las empresas, concretamente a las microempresas y a las pequeñas y medianas empresas. Los proyectos seleccionados apoyarán (o ya han facilitado apoyo) a 2 370 000 empresas en el marco del FEDER, a 2 030 000 empresas en el marco del FSE y a 543 000 empresas rurales en el marco del Feader (ayudas para 211 000 jóvenes agricultores e inversiones en los activos tangibles de 332 000 explotaciones agrícolas).
:   [(3)](#footnoteref4)
    ()
       Los valores notificados para los indicadores relacionados con la infraestructura en el marco de la política de cohesión (como la producción de energía o la protección contra inundaciones) no incluyen las cifras de Interreg debido a que el alcance no es el mismo.
:   [(4)](#footnoteref5)
    ()
       
    [Reglamento (UE) n.º 1303/2013](https://eur-lex.europa.eu/legal-content/ES/TXT/?uri=celex%3A32013R1303)
     del Parlamento Europeo y del Consejo, de 17 de diciembre de 2013, por el que se establecen disposiciones comunes relativas al Fondo Europeo de Desarrollo Regional, al Fondo Social Europeo, al Fondo de Cohesión, al Fondo Europeo Agrícola de Desarrollo Rural y al Fondo Europeo Marítimo y de la Pesca (DO L 347 de 20.12.2013, p. 320).
:   [(5)](#footnoteref6)
    () En los anexos se facilitan los detalles relativos a la ejecución financiera desglosados por fondo y por Estado miembro.
:   [(6)](#footnoteref7)
    () En el caso del Feader, los costes podrán cofinanciarse hasta finales de 2025.
:   [(7)](#footnoteref8)
    () Las administraciones nacionales tienden a presentar solicitudes de reembolso a la Comisión hacia el final del ejercicio.
:   [(8)](#footnoteref9)
    () Esta cifra incluye 49,4 millones EUR en liberaciones de créditos del FEDER y del FC, 15,7 millones EUR en liberaciones de créditos del Feader y 1,65 millones EUR en liberaciones de créditos del FEMP. En 2022 no se produjeron liberaciones de créditos del FSE.
:   [(9)](#footnoteref10)
    () Esta información está disponible en el 
    [panel de control de la COVID-19](https://cohesiondata.ec.europa.eu/stories/s/Overview-of-cohesion-policy-coronavirus-indicators/c63b-b6in)
     de la Plataforma de datos abiertos sobre la cohesión.
:   [(10)](#footnoteref11)
    ()
       Los importes acumulados correspondientes a los principales ámbitos de intervención son superiores a los importes específicos por objetivo temático incluidos en el anexo 1.1. Esto se debe a la redistribución de las inversiones notificadas como parte de los «objetivos multitemáticos».
:   [(11)](#footnoteref12)
    ()
       El seguimiento de la acción por el clima de la política de cohesión puede efectuarse a través de la 
    [herramienta de seguimiento de la acción por el clima](https://cohesiondata.ec.europa.eu/stories/s/Tracking-climate-related-investments/a8jn-38y8)
     disponible en la Plataforma de datos abiertos sobre la cohesión.
:   [(12)](#footnoteref13)
    ()
       Reglamento (UE) 2021/240 del Parlamento Europeo y del Consejo, de 10 de febrero de 2021, por el que se establece un instrumento de apoyo técnico (DO L 57 de 18.2.2021, p. 1). También puede consultarse en el siguiente enlace:

    <https://eur-lex.europa.eu/legal-content/ES/TXT/?uri=CELEX:32021R0240>
    <.>

[Top](#document1)

![european flag](./../../../images/eclogo.jpg)COMISIÓN EUROPEA

Bruselas, 15.1.2024

COM(2024) 6 final

ANEXOS

del

INFORME DE LA COMISIÓN AL PARLAMENTO EUROPEO, AL CONSEJO, AL COMITÉ ECONÓMICO Y SOCIAL EUROPEO Y AL COMITÉ DE LAS REGIONES

Fondos Estructurales y de Inversión Europeos  
  
  
  
  
  
  
  
  
  
  
  
  
  
Informe de síntesis de 2023 sobre los informes anuales de ejecución de los programas,  
  
  
  
  
  
  
  
  
  
  
  
  
en lo relativo a su ejecución durante el período 2014-2020

{SWD(2024) 2 final}

ANEXO 1.1

Ejecución financiera acumulada (estimada) con cargo a los Fondos EIE, desglosada por objetivo temático, notificada por los programas hasta el 31 de diciembre de 2022 (en coste total, con los volúmenes de selección y gasto)

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
|  | Objetivo temático | Importe total programado  (de la UE y nacional) | Coste total subvencionable de los proyectos seleccionados | Gasto total notificado por los proyectos seleccionados | Porcentaje de selección de proyectos | Porcentaje de gasto |
|  |  | (en millones EUR) | (en millones EUR) | (en millones EUR) | % | % |
| 01 | Investigación e innovación | 60 894,7 | 72 577,7 | 47 582,4 | 119 % | 78 % |
| 02 | Tecnologías de la información y de las comunicaciones | 15 831,9 | 18 321,7 | 12 250,9 | 116 % | 77 % |
| 03 | Competitividad de las pymes | 107 908,9 | 125 720,5 | 84 674,5 | 117 % | 78 % |
| 04 | Economía baja en carbono | 46 309,6 | 54 633,7 | 32 938,8 | 118 % | 71 % |
| 05 | Adaptación al cambio climático y prevención de riesgos | 49 851,9 | 59 535,9 | 41 848,7 | 119 % | 84 % |
| 06 | Protección del medio ambiente y eficiencia de los recursos | 83 409,6 | 100 031,3 | 64 810,0 | 120 % | 78 % |
| 07 | Infraestructuras de red en transporte y energía | 63 104,4 | 77 931,3 | 52 046,7 | 123 % | 82 % |
| 08 | Empleo sostenible y de calidad | 49 747,3 | 56 169,7 | 39 691,6 | 113 % | 80 % |
| 09 | Inclusión social | 61 981,6 | 67 750,5 | 46 220,3 | 109 % | 75 % |
| 10 | Educación y formación profesional | 38 973,9 | 46 166,8 | 32 514,8 | 118 % | 83 % |
| 11 | Administración pública eficiente | 5 512,9 | 6 203,3 | 3 876,2 | 113 % | 70 % |
| 12 | Regiones ultraperiféricas y escasamente pobladas | 220,5 | 280,5 | 767,7 | 127 % | 348 % |
| 13 | Fomento de la reparación de la crisis y la resiliencia | 49 837,4 | 46 627,7 | 14 024,1 | 94 % | 28 % |
| MS | Medidas suspendidas | 145,1 | 0,0 | 0,0 | 0 % | 0 % |
|  | Objetivos temáticos múltiples (FEDER/FC/FSE) | 85 937,6 | 101 960,4 | 72 232,2 | 119 % | 84 % |
| AT | Asistencia técnica | 21 670,5 | 19 862,6 | 14 539,2 | 92 % | 67 % |
|  | Total general | 741 337,7 | 853 773,6 | 560 018,3 | 115 % | 76 % |

Fuente: Comisión Europea, sobre la base de los datos comunicados por los programas, disponibles en la Plataforma de datos abiertos de los Fondos EIE: https://cohesiondata.ec.europa.eu/d/99js-gm52.

  

ANEXO 1.2

Ejecución financiera acumulada (estimada) con cargo a los Fondos EIE, desglosada por objetivo temático, notificada por los programas hasta el 30 de septiembre de 2023 (en coste total, con los volúmenes de selección y gasto) 

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
|  | Objetivo temático | Importe total programado  (de la UE y nacional) | Coste total subvencionable de los proyectos seleccionados | Gasto total notificado por los proyectos seleccionados | Porcentaje de selección de proyectos | Porcentaje de gasto |
|  |  | (en millones EUR) | (en millones EUR) | (en millones EUR) | % | % |
| 01 | Investigación e innovación | 60 076,0 | 72 355,2 | 54 228,2 | 120 % | 90 % |
| 02 | Tecnologías de la información y de las comunicaciones | 15 435,6 | 18 413,6 | 13 857,4 | 119 % | 90 % |
| 03 | Competitividad de las pymes | 108 478,9 | 125 733,1 | 94 163,6 | 116 % | 87 % |
| 04 | Economía baja en carbono | 46 737,3 | 55 603,3 | 37 760,3 | 119 % | 81 % |
| 05 | Adaptación al cambio climático y prevención de riesgos | 49 997,9 | 59 370,2 | 44 714,8 | 119 % | 89 % |
| 06 | Protección del medio ambiente y eficiencia de los recursos | 83 270,1 | 101 403,3 | 70 903,4 | 122 % | 85 % |
| 07 | Infraestructuras de red en transporte y energía | 62 860,8 | 79 463,6 | 57 726,6 | 126 % | 92 % |
| 08 | Empleo sostenible y de calidad | 49 371,3 | 56 582,7 | 42 974,6 | 115 % | 87 % |
| 09 | Inclusión social | 62 482,8 | 68 446,9 | 50 893,4 | 110 % | 81 % |
| 10 | Educación y formación profesional | 38 742,3 | 46 354,9 | 35 424,4 | 120 % | 91 % |
| 11 | Administración pública eficiente | 5 419,9 | 6 047,0 | 4 340,0 | 112 % | 80 % |
| 12 | Regiones ultraperiféricas y escasamente pobladas | 220,5 | 283,4 | 918,5 | 128 % | 416 % |
| 13 | Fomento de la reparación de la crisis  y la resiliencia | 50 277,7 | 57 466,6 | 24 444,0 | 114 % | 49 % |
| MS | Medidas suspendidas | 137,3 | 0,0 | 0,0 | 0 % | 0 % |
|  | Objetivos temáticos múltiples (FEDER/FC/FSE) | 85 866,7 | 102 602,0 | 80 745,9 | 119 % | 94 % |
| AT | Asistencia técnica | 22 555,6 | 20 910,9 | 16 526,1 | 93 % | 73 % |
|  | Total general | 741 930,7 | 871 036,4 | 629 621,2 | 117 % | 85 % |

Fuente: Comisión Europea, sobre la base de los datos comunicados por los programas, disponibles en la Plataforma de datos abiertos de los Fondos EIE: https://cohesiondata.ec.europa.eu/d/99js-gm52.

Este cuadro incluye la ayuda total adicional concedida en el marco de los programas REACT-UE y Feader en 2022 (véase el anexo 4).

  

ANEXO 2.1

Ejecución financiera acumulada (estimada) con cargo a los Fondos EIE, desglosada por Estado miembro, notificada por los programas hasta el 31 de diciembre de 2022 (en coste total, con los volúmenes de selección y gasto)

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
|  | Importe de la UE asignado  2014-2020 | Importe total programado  (de la UE y nacional) | Coste total subvencionable de los proyectos seleccionados | Gasto total notificado por los proyectos seleccionados | Porcentaje de selección de proyectos | Porcentaje de gasto |
|  | (en millones EUR) | (en millones EUR) | (en millones EUR) | (en millones EUR) | % | % |
| Austria | 6 694,2 | 14 064,5 | 14 077,6 | 11 229,1 | 100 % | 80 % |
| Bélgica | 3 260,6 | 6 308,1 | 7 572,5 | 4 570,9 | 120 % | 72 % |
| Bulgaria | 11 168,7 | 13 138,9 | 15 464,4 | 9 789,5 | 118 % | 75 % |
| Croacia | 12 193,0 | 14 203,4 | 18 241,1 | 11 137,6 | 128 % | 78 % |
| Chipre | 1 113,9 | 1 390,0 | 1 665,3 | 1 094,9 | 120 % | 79 % |
| Chequia | 25 783,1 | 34 276,8 | 39 879,2 | 28 822,3 | 116 % | 84 % |
| Dinamarca | 2 103,7 | 2 904,6 | 3 171,2 | 1 905,9 | 109 % | 66 % |
| Estonia | 4 885,0 | 6 341,2 | 6 666,7 | 5 407,6 | 105 % | 85 % |
| Finlandia | 4 933,1 | 10 826,6 | 13 774,2 | 9 772,5 | 127 % | 90 % |
| Francia | 36 556,4 | 56 982,9 | 76 741,2 | 47 497,2 | 135 % | 83 % |
| Alemania | 34 042,9 | 52 363,8 | 57 340,9 | 41 327,1 | 110 % | 79 % |
| Grecia | 25 158,8 | 31 011,1 | 43 730,2 | 24 406,1 | 141 % | 79 % |
| Hungría | 27 158,5 | 32 098,5 | 40 614,4 | 27 306,9 | 127 % | 85 % |
| Irlanda | 4 385,2 | 7 650,4 | 9 567,2 | 6 511,6 | 125 % | 85 % |
| Italia | 62 763,6 | 93 727,0 | 94 375,7 | 57 980,9 | 101 % | 62 % |
| Letonia | 6 226,7 | 7 623,7 | 8 520,3 | 5 965,8 | 112 % | 78 % |
| Lituania | 9 334,7 | 10 991,2 | 12 270,4 | 9 272,3 | 112 % | 84 % |
| Luxemburgo | 316,6 | 644,1 | 719,9 | 573,7 | 112 % | 89 % |
| Malta | 1 002,2 | 1 210,2 | 1 182,5 | 1 051,7 | 98 % | 87 % |
| Países Bajos | 2 851,8 | 4 985,7 | 5 892,5 | 3 968,8 | 118 % | 80 % |
| Polonia | 91 273,3 | 111 439,4 | 113 468,1 | 87 114,5 | 102 % | 78 % |
| Portugal | 28 892,1 | 36 362,9 | 47 147,2 | 33 712,0 | 130 % | 93 % |
| Rumanía | 35 207,3 | 41 416,2 | 58 765,2 | 30 202,3 | 142 % | 73 % |
| Eslovaquia | 16 573,8 | 20 797,0 | 21 462,2 | 13 157,1 | 103 % | 63 % |
| Eslovenia | 4 514,5 | 5 665,1 | 7 236,8 | 4 936,0 | 128 % | 87 % |
| España | 57 322,4 | 75 067,7 | 82 420,5 | 42 689,5 | 110 % | 57 % |
| Suecia | 4 615,1 | 8 816,1 | 9 053,0 | 7 222,4 | 103 % | 82 % |
| Reino Unido | 16 318,4 | 26 402,6 | 29 182,1 | 21 285,6 | 111 % | 81 % |
| Interreg | 9 405,7 | 12 627,8 | 13 571,3 | 10 106,6 | 107 % | 80 % |
| Total general | 546 055,3 | 741 337,7 | 853 773,6 | 560 018,3 | 115 % | 76 % |

Fuente: Véase el anexo 1.1.

  

ANEXO 2.2

Ejecución financiera acumulada (estimada) con cargo a los Fondos EIE, desglosada por Estado miembro, notificada por los programas hasta el 30 de septiembre de 2023 (en coste total, con los volúmenes de selección y gasto)

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
|  | Importe de la UE asignado  2014-2020 | Importe total programado  (de la UE y nacional) | Coste total subvencionable de los proyectos seleccionados | Gasto total notificado por los proyectos seleccionados | Porcentaje de selección de proyectos | Porcentaje de gasto |
|  | (en millones EUR) | (en millones EUR) | (en millones EUR) | (en millones EUR) | % | % |
| Austria | 6 694,2 | 14 051,2 | 14 047,9 | 12 290,1 | 100 % | 87 % |
| Bélgica | 3 260,6 | 6 294,3 | 7 619,0 | 5 164,9 | 121 % | 82 % |
| Bulgaria | 11 134,2 | 13 098,8 | 15 480,1 | 10 943,5 | 118 % | 84 % |
| Croacia | 12 193,0 | 14 203,7 | 18 781,2 | 13 317,6 | 132 % | 94 % |
| Chipre | 1 113,9 | 1 392,3 | 1 688,2 | 1 181,6 | 121 % | 85 % |
| Chequia | 25 783,1 | 34 679,0 | 39 723,9 | 32 746,1 | 115 % | 94 % |
| Dinamarca | 2 103,7 | 2 904,6 | 3 157,3 | 2 120,3 | 109 % | 73 % |
| Estonia | 4 885,0 | 6 327,6 | 6 599,4 | 5 946,2 | 104 % | 94 % |
| Finlandia | 4 933,1 | 10 826,6 | 13 787,3 | 10 296,2 | 127 % | 95 % |
| Francia | 36 556,4 | 56 958,6 | 77 991,8 | 52 778,1 | 137 % | 93 % |
| Alemania | 34 073,3 | 52 365,2 | 57 225,3 | 46 457,7 | 109 % | 89 % |
| Grecia | 25 158,8 | 31 083,5 | 44 911,3 | 26 631,9 | 144 % | 86 % |
| Hungría | 27 158,5 | 32 118,1 | 41 992,6 | 31 401,3 | 131 % | 98 % |
| Irlanda | 4 385,2 | 7 650,4 | 9 567,0 | 6 671,4 | 125 % | 87 % |
| Italia | 62 769,0 | 93 688,7 | 97 003,7 | 65 575,1 | 104 % | 70 % |
| Letonia | 6 226,7 | 7 623,7 | 8 568,9 | 6 730,3 | 112 % | 88 % |
| Lituania | 9 334,7 | 10 990,4 | 12 315,1 | 10 382,7 | 112 % | 94 % |
| Luxemburgo | 316,6 | 643,0 | 721,4 | 601,2 | 112 % | 93 % |
| Malta | 1 002,2 | 1 210,4 | 1 186,8 | 1 132,7 | 98 % | 94 % |
| Países Bajos | 2 851,8 | 4 986,7 | 5 951,0 | 4 694,9 | 119 % | 94 % |
| Polonia | 91 273,3 | 111 439,6 | 115 889,4 | 98 530,2 | 104 % | 88 % |
| Portugal | 29 382,8 | 36 854,0 | 46 130,5 | 36 939,4 | 125 % | 100 % |
| Rumanía | 35 207,3 | 41 407,3 | 60 723,4 | 34 788,6 | 147 % | 84 % |
| Eslovaquia | 16 572,2 | 20 613,0 | 22 231,6 | 15 767,4 | 108 % | 76 % |
| Eslovenia | 4 514,5 | 5 665,3 | 7 517,2 | 5 571,9 | 133 % | 98 % |
| España | 57 322,4 | 75 096,2 | 88 207,0 | 47 315,0 | 117 % | 63 % |
| Suecia | 4 615,1 | 8 768,7 | 9 011,7 | 7 704,2 | 103 % | 88 % |
| Reino Unido | 16 309,0 | 26 369,4 | 29 473,8 | 24 621,0 | 112 % | 93 % |
| Interreg | 9 400,1 | 12 620,5 | 13 532,5 | 11 319,7 | 107 % | 90 % |
| Total general | 546 530,7 | 741 930,7 | 871 036,4 | 629 621,2 | 117 % | 85 % |

Fuente: Véase el anexo 1.2.

  

ANEXO 3

Fondos EIE: importes previstos para objetivos climáticos 
  
con porcentajes acumulados de selección de proyectos y de gasto hasta el 31 de diciembre de 2022

|  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
| Fondo | Importe previsto de la UE | Parte asignada a la acción por el clima | | Valor de los proyectos seleccionados a finales de 2022 (porcentaje estimado de la UE) | Parte asignada a la acción por el clima | | Importe utilizado por los proyectos a finales de 2022 (porcentaje estimado de la UE) | Parte destinada a la acción por el clima | |
|  | (en miles de millones EUR) | (en miles de millones EUR) | % | (en miles de millones EUR) | (en miles de millones EUR) | % | (en miles de millones EUR) | (en miles de millones EUR) | % |
| FC | 61,5 | 17,3 | 28 % | 80,4 | 22,8 | 28 % | 49,1 | 13,0 | 26 % |
| Feader | 136,1 | 78,8 | 58 % | 133,2 [1](#footnote1) | 79,4 | 60 % | 91,8 | 57,6 | 63 % |
| FEMP | 5,6 | 0,97 | 17 % | 5,4 | 0,96 | 18 % | 3,8 | 0,65 | 17 % |
| FEDER | 229,7 | 40,7 | 18 % | 277,6 | 45,8 | 16 % | 173,3 | 25,3 | 15 % |
| FSE e IEJ | 113,2 | 1,7 | 1 % | 122,5 | 14,2 | 12 % | 80,2 | 8,5 | 11 % |
| Total | 546,1 | 139,5 | 26 % | 619,1 | 163,2 | 26 % | 398,2 | 105,1 | 26 % |

Fuente: Comisión Europea

ANEXO 4

Asignaciones concedidas en el marco de REACT-UE (en miles EUR) a marzo de 2023

|  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- |
|  | Asignaciones de la UE en el marco de REACT-UE y disponibles para la programación | | | Importes concedidos por la UE | | | |
|  | 2021 | 2022 | Total | FEDER | FSE | FAED | Total |
| AT | 218,33 | 59,54 | 277,87 | 157,70 | 114,17 | 6,00 | 277,87 |
| BE | 258,85 | 71,09 | 329,94 | 124,61 | 159,24 | 46,09 | 329,94 |
| BG | 436,36 | 139,65 | 576,01 | 271,41 | 266,04 | 38,56 | 576,01 |
| CY | 111,43 | 20,89 | 132,32 | 67,32 | 65,00 | 0,00 | 132,32 |
| CZ | 834,78 | 317,09 | 1 151,87 | 1 147,98 | 0,00 | 3,89 | 1 151,87 |
| DE | 1 886,64 | 517,25 | 2 403,89 | 1 530,20 | 873,69 | 0,00 | 2 403,89 |
| DK | 177,78 | 32,73 | 210,51 | 155,83 | 54,68 | 0,00 | 210,51 |
| EE | 177,75 | 29,67 | 207,42 | 190,16 | 12,76 | 4,50 | 207,42 |
| ES | 10 855,37 | 3 629,54 | 14 484,91 | 8 419,96 | 5 887,95 | 177,00 | 14 484,91 |
| FI | 134,51 | 36,64 | 171,15 | 119,52 | 51,63 | 0,00 | 171,15 |
| FR | 3 092,95 | 848,05 | 3 941,00 | 2 646,30 | 1 190,68 | 104,03 | 3 941,00 |
| GR | 1 707,88 | 277,86 | 1 985,74 | 1 885,74 | 100,00 | 0,00 | 1 985,74 |
| HR | 571,50 | 101,06 | 672,56 | 132,56 | 530,00 | 10,00 | 672,56 |
| HU | 881,20 | 104,38 | 985,58 | 639,07 | 346,51 | 0,00 | 985,58 |
| IE | 88,33 | 53,27 | 141,60 | 0,00 | 141,60 | 0,00 | 141,60 |
| IT | 11 303,49 | 3 084,28 | 14 387,77 | 6 182,33 | 8 006,05 | 199,38 | 14 387,77 |
| LT | 273,70 | 50,45 | 324,15 | 278,15 | 46,00 | 0,00 | 324,15 |
| LU | 139,83 | 3,90 | 143,73 | 69,69 | 73,20 | 0,85 | 143,73 |
| LV | 209,99 | 20,39 | 230,38 | 199,95 | 22,49 | 7,93 | 230,38 |
| MT | 111,20 | 11,16 | 122,36 | 11,16 | 111,20 | 0,00 | 122,36 |
| NL | 440,83 | 120,72 | 561,55 | 280,77 | 280,77 | 0,00 | 561,55 |
| PL | 1 644,72 | 268,02 | 1 912,74 | 1 832,92 | 79,83 | 0,00 | 1 912,74 |
| PT | 1 594,15 | 544,62 | 2 138,77 | 1 706,97 | 431,80 | 0,00 | 2 138,77 |
| RO | 1 323,88 | 216,18 | 1 540,06 | 1 250,06 | 234,00 | 56,00 | 1 540,06 |
| SE | 287,35 | 79,03 | 366,38 | 73,28 | 293,10 | 0,00 | 366,38 |
| SI | 262,18 | 15,67 | 277,85 | 255,74 | 13,21 | 8,90 | 277,85 |
| SK | 615,98 | 129,21 | 745,18 | 235,78 | 486,47 | 22,93 | 745,18 |
| Total | 39 640,94 | 10 782,33 | 50 423,27 | 29 865,15 | 19 872,06 | 686,06 | 50 423,27 |

Fuente: 
<https://cohesiondata.ec.europa.eu/d/cdnu-kc2j>
 
   
  
Este historial de datos presenta la situación actualizada de las «asignaciones de la UE disponibles para la programación» y los «importes concedidos por la UE»: 
<https://cohesiondata.ec.europa.eu/d/26d9-dqzy>

:   [(1)](#footnoteref1)
     Debido a la falta de disponibilidad de datos, los datos utilizados para los proyectos seleccionados son de 2021.

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