 ##  [Informe de Emisiones de GEI 2025 (Real Decreto 214/2025)](/es-es/informe-de-emisiones-de-gei-2025-real-decreto-2142025 "Informe de Emisiones de GEI 2025 (Real Decreto 214/2025)") 

 **Novartis Farmacéutica S.A., June 2026**

**Sobre este informe**

Este informe está preparado por Novartis Farmacéutica S.A.<a class="ck-anchor footnote" id="ref-ftn1"></a>, una filial de Novartis AG conforme a las obligaciones de reporte de sostenibilidad conforme a la Ley 11/2018 y el Real Decreto 214/2025. Las entidades incluidas en el ámbito de aplicación de dichas leyes están obligadas a divulgar anualmente las emisiones de gases de efecto invernadero (en adelante GEI) de Alcance 1 y 2, preparar un plan de reducción de gases de efecto invernadero a 5 años y publicar esta información en su página web corporativa dentro de los seis meses posteriores al final del periodo de ejercicio. El Real Decreto 214/2025 entró en vigor el 12 de junio de 2025.

Novartis está presente en España a través de las siguientes entidades:

**Novartis Farmacéutica S.A.** (en adelante Novartis) fue constituida el 5 de septiembre de 1924 y tiene su domicilio en la ciudad de Barcelona. Su principal actividad es la comercialización de especialidades farmacéuticas.

**Mizar Farmacéutica, S.A.** (en adelante Mizar), con sede en Barcelona, se constituyó en 1998 y su principal actividad es la promoción de especialidades farmacéuticas.

**Abadía Retuerta S.A. (**en adelante Abadia Retuerta) fue constituida el 28 de noviembre de 1994 y tiene su domicilio en la finca "Abadía Santa María de Retuerta", situada en el municipio de Sardón de Duero, Valladolid. La empresa tiene dos líneas de negocio. Por un lado, se dedica al cultivo y explotación de fincas e instalaciones agrícolas, especialmente las dedicadas a la viticultura y la elaboración de vino, así como a la comercialización de sus productos y derivados. Por otro lado, también se dedica al sector hotelero a través de la gestión del hotel Abadía Retuerta – LeDomain.

**Advanced Accelerator Applications Iberica, S.L.** (en adelante ADACAP) que fue constituida en 2007 y tiene su domicilio en La Almunia de Doña Godina, Zaragoza. Su principal actividad es la fabricación y comercialización de radiofármacos.

Según el Real Decreto 214/2025, solo Novartis Farmacéutica, S.A. está obligada a calcular y divulgar su huella de carbono de Alcance 1 y Alcance 2, así como a preparar y publicar un plan de reducción de emisiones a cinco años. Este requisito se aplica de forma consolidada, incluyendo Mizar y Abadía Retuerta, ambas propiedades al 100% de Novartis Farmacéutica, S.A.

ADACAP queda excluida del alcance de esta obligación, ya que no cumple los umbrales establecidos por el Real Decreto 214/2025 y es propiedad de ADACAP, una empresa francesa, por lo que se encuentra fuera del perímetro de consolidación de Novartis Farmacéutica, S.A

Dada la diferente naturaleza de sus operaciones, modelos de negocio, fuentes de emisiones y oportunidades de reducción, Novartis (junto con Mizar) y Abadía Retuerta, han desarrollado su propio plan independiente de reducción de emisiones, adaptado a su contexto operativo específico.

Por tanto, aunque ambas entidades contribuyen al compromiso global compartido de reducir las emisiones de Alcance 1 y Alcance 2 descrito en la introducción, sus planes se gestionan e implementan por separado.



 



 **Novartis Farmacéutica and Mizar Farmacéutica**

  

#### **Nuestro compromiso para reducir nuestras emisiones de GEI**

La investigación, desarrollo, producción y comercialización de medicamentos generan emisiones de GEI que contribuyen a los efectos del cambio climático, lo que puede influir en la salud pública y en la resiliencia de los sistemas sanitarios. Estamos comprometidos a contribuir a alcanzar la ambición de cero emisiones netas de Novartis AG.

#### **Estrategia climática y hoja de ruta** 

Se espera que Novartis y su filial Mizar contribuyan al compromiso de Novartis AG de alcanzar emisiones netas cero de GEI para 2040, lo que incluye los siguientes objetivos de reducción de emisiones de GEI para los Ámbitos 1 y 2:

- Reducir las emisiones absolutas en un 90% para 2030 respecto al año base de 2022
- Mantener un mínimo de reducciones absolutas de emisiones del 90% desde 2030 hasta 2040 desde el año base 2022

Estos objetivos han sido validados por la iniciativa Science Based Targets (SBTi) en 2024 y son coherentes con el objetivo del Acuerdo de París de limitar el aumento de la temperatura global a 1,5°C en comparación con los niveles preindustriales.

Novartis AG ha establecido un plan de transición para alcanzar sus ambiciones a corto y largo plazo, que incluye:

- **Reducir el consumo** energético cambiando a equipos más eficientes, adoptando nuevas soluciones tecnológicas de fabricación y optimizando los procesos en nuestras instalaciones.
- **Hacer la transición a energías renovables** utilizando electricidad renovable en todas nuestras operaciones, adoptar tecnologías térmicas renovables (por ejemplo, vapor generado con fuentes de energía renovable y calderas eléctricas alimentadas por electricidad renovable), y hacer la transición a vehículos eléctricos cuando sea técnicamente factible.

En todos los ámbitos, Novartis AG sigue una jerarquía clara de mitigación para lograr la descarbonización. Nos centramos en evitar emisiones mediante programas de eficiencia, seguidos de la sustitución mediante la transición a energías renovables. Las emisiones que no podemos ni evitar ni eliminar serán neutralizadas invirtiendo en créditos para la eliminación de carbono. Prevemos que los créditos para la eliminación de carbono representarán menos del 10% de nuestras emisiones totales del año base 2022 para todos los ámbitos para 2040.

Hemos estado implementando compromisos para cubrir toda nuestra electricidad con acuerdos de electricidad renovable, como acuerdos de compra de energía, para 2025, y para la transición de nuestra flota a vehículos eléctricos para 2030 cuando sea técnicamente factible, lo que se evalúa para cada mercado en función de la infraestructura disponible. Estos compromisos están en línea con nuestros compromisos RE100 y EV100 — iniciativas lideradas por el Climate Group que reúnen a empresas comprometidas con acelerar la transición hacia la electricidad 100% renovable y la movilidad eléctrica a nivel global.

Para más información sobre la **estrategia climática y la hoja de ruta de Novartis AG, consulte el Informe sobre Asuntos No Financieros 2025**: *Reporting and transparency hub*.

En 2025, el **100%** de las necesidades totales de electricidad de **Novartis** y su **filial Mizar** están cubiertas por **electricidad procedente de renovables**, en línea con nuestro compromiso RE100.

La única fuente restante de emisiones es la huella de carbono de nuestros **vehículos de la flota de coches** en el Alcance 1. Estamos trabajando en un plan para la transición a una flota baja en carbono para 2030.

#### **Emisiones totales y desglose de emisiones según el Alcance 1 (emisiones directas) y el Alcance 2 (emisiones indirectas) de 2025**

![](image/emf;base64,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)

![](image/emf;base64,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)  
  
\* La electricidad procedente de renovables representa el 100% del total de electricidad obtenida en 2025, en línea con nuestro compromiso RE100

![](image/emf;base64,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)

#### **Plan de reducción de emisiones de Alcance 1 y Alcance 2 de GEI 2022-2030** 

 ![](image/emf;base64,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)  
  
\* Vehículos 2022 Datos de emisiones reportados sin distinción por fuente de combustibles fósiles | N/d: no aplicable

#### **Metodologías y factor de emisión utilizados para el cálculo de GEI en el Ámbito 1 y el Ámbito 2**

**Metodologías:** los datos se miden conforme al **Protocolo de GEI**.

#### **Factores de emisión:** 

**Emisiones de GEI de alcance 1:** factores de emisión de 2024 proporcionados por el Departamento de Medio Ambiente, Alimentación y Asuntos Rurales del Reino Unido cuando sea aplicable, con ajustes según los requisitos locales cuando sea necesario.

**Emisiones de GEI de Alcance 2:** Para las emisiones de electricidad comprada, se utilizan factores de emisión de la Agencia Internacional de la Energía.



 

 

 



 



 

 





 **Abadia Retuerta**

  

#### **Nuestro compromiso para reducir nuestras emisiones de GEI**  


Las actividades realizadas en Abadía Retuerta generan emisiones de GEI asociadas al consumo de combustible en operaciones y vehículos, así como al consumo de electricidad adquirida y otras formas de energía importada. Abadía Retuerta ha situado la acción climática en el centro de su Plan de Sostenibilidad 2030.

Abadía Retuerta ha establecido un enfoque estructurado basado en la medición, reducción y compensación de su huella de carbono. La sociedad ha estado calculando su huella de carbono de Alcance 1 y Alcance 2 desde 2019 y tiene la intención de mantener esta evaluación anual como una herramienta clave de gestión y seguimiento.

Este enfoque se apoya en el registro continuo de sus proyectos de huella de carbono y compensación en la Oficina Española para el Cambio Climático.

Para reducir las emisiones, Abadía Retuerta sigue una vía de descarbonización centrada primero en mejorar la eficiencia energética y reducir la demanda energética global, seguida de la sustitución progresiva de combustibles fósiles por alternativas de menor emisión de carbono, y en aumentar la autogeneración y el autoconsumo de energías renovables, especialmente a través de sistemas fotovoltaicos.

Las emisiones que no podemos evitar ni eliminar serán neutralizadas conforme a la guía de MITECO<a class="ck-anchor footnote" id="ref-ftn1"></a> sobre proyectos de registro, compensación y absorción de huella de carbono.

Esta estrategia climática forma parte de una ambición más amplia a largo plazo para fortalecer la autosuficiencia energética, reducir la dependencia de fuentes de energía no renovables y avanzar hacia la neutralidad neta para 2040.

####   
**Estrategia climática y hoja de ruta**  


Abadía Retuerta ha fijado objetivos claros relacionados con el clima para sus operaciones directas y las emisiones energéticas adquiridas. Sus principales objetivos son:

- Reducir las emisiones de GEI de Alcance 1 y Alcance 2 en un 85% para 2030 respecto al año base de 2019
- Seguir avanzando hacia una ambición de Cero emisiones Netas para 2040

Para cumplir estos objetivos relacionados con el clima, Abadía Retuerta aspira a:

- Reducir el consumo total de energía mediante medidas de eficiencia energética
- Sustituir progresivamente el consumo de combustibles fósiles por alternativas de menor carbono cuando sea factible
- Aumentar la generación de electricidad renovable para el autoconsumo, especialmente a través de la energía fotovoltaica
- Aumentar la cuota de energía renovable utilizada en todas las operaciones
- Mantener la compensación de las emisiones residuales de Alcance 1 y Alcance 2

Las emisiones de Alcance 1 incluyen las emisiones directas de instalaciones estacionarias, transporte por carretera, operación de maquinaria, emisiones de sistemas de aire acondicionado y refrigeración, y emisiones de procesos.

Las emisiones de proceso han sido identificadas, pero no cuantificadas bajo la metodología MITECO debido a limitaciones técnicas, incluyendo la falta de sistemas de monitorización continua y datos históricos fiables limitados. Este enfoque es coherente con la práctica sectorial y las metodologías de reporte aceptadas.

Las emisiones de Alcance 2 incluyen las emisiones indirectas asociadas a la compra de electricidad y otras energías importadas utilizadas en edificios, vehículos y servicios públicos, como calefacción, vapor, refrigeración y aire comprimido.

El Plan de Sostenibilidad 2030 más amplio también apoya estos objetivos mediante una reducción del 20% en el consumo total de energía, una reducción en el uso de energía primaria no renovable y un aumento en el autoconsumo de energía renovable para 2030. El progreso se monitoriza mediante indicadores operativos adaptados al negocio, incluyendo kg de CO2 por huésped para el hotel y kg de CO2 por botella para la bodega.

#### **Emisiones totales y desglose de emisiones según el Alcance 1 (emisiones directas) y el Alcance 2 (emisiones indirectas) de 2025**  


Para Abadia Retuerta, el cálculo de la huella de carbono, Ámbito 1 y 2, se realiza dos veces siguiendo dos métodos diferentes:

- Protocolo GEI para alinearse con el cálculo del resto del grupo Novartis; y
- Cálculo MITECO para facilitar la inscripción y presentación ante el registro MITECO de su propia bodega y negocio de hostelería.

Por tanto, para Abadia Retuerta el plan de reducción de emisiones se basa únicamente en la metodología MITECO y en los factores de emisión para fines de presentación.

Aunque las metodologías del Protocolo de GEI y MITECO siguen el mismo marco científico basado en el IPCC (Grupo Intergubernamental de Expertos sobre el Cambio Climático), pueden surgir pequeñas diferencias debido al uso de factores de emisión nacionales frente a internacionales y al tratamiento de ciertas categorías como electricidad y emisiones de procesos. En consecuencia, los resultados están en gran medida alineados, aunque no son idénticos.

**CÁLCULO DEL "PROTOCOLO DE INFIO"**

![](image/emf;base64,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)\* Las emisiones de "camiones, autobuses y otros vehículos", y las emisiones de "fuentes de proceso", se calculan utilizando una variedad de datos de actividad en diferentes operaciones. Debido a la naturaleza variada de estos insumos, solo se reportan las emisiones resultantes. | N/R: No reportado

![](image/emf;base64,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) \* Electricidad proveniente de energías renovables para el 100% de nuestra electricidad total obtenida en 2025, en línea con nuestro compromiso RE100

![](image/emf;base64,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)

**CÁLCULO "MITECO"**

A fecha de publicación de este informe, las instrucciones de 2025 para el cálculo de los factores de emisión aún no habían sido publicadas por MITECO. En consecuencia, las emisiones se calcularon utilizando las últimas instrucciones oficiales de MITECO disponibles, correspondientes a 2024.

 ![](image/emf;base64,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)

N/R: No reportado

**\*** Las emisiones de "camiones, autobuses y otros vehículos" se calculan utilizando una variedad de datos de actividad y combustible entre diferentes vehículos. Debido a la naturaleza variada de estos insumos, solo se reportan las emisiones resultantes.

**\* \*** Las emisiones de "fuentes de proceso" no pudieron cuantificarse debido a importantes limitaciones técnicas, incluyendo la ausencia de sistemas de monitorización continua, la naturaleza dispersa y heterogénea del equipo, y la falta de datos históricos fiables. Por tanto, estas emisiones han sido identificadas cualitativamente, en línea con las prácticas de MITECO y Protocolo de GEI.

![](image/emf;base64,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)  
  
**\*** Electricidad proveniente de energías renovables para el 100% de nuestra electricidad total obtenida en 2025, en línea con nuestro compromiso RE100

![](image/emf;base64,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)

#### **Plan de reducción de emisiones de Alcance 1 y Alcance 2 de GEI 2019-2030 basado en la metodología de cálculo de MITECO**

![](image/emf;base64,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)   
  
\* 2019 Alcance 1 Emisiones disponibles sin distinción por fuente

Hay que considerar que el objetivo de 2030 está afectado por el consumo de gasóleo agrícola. Sujeto al progreso tecnológico y la viabilidad de la inversión, las emisiones en este segmento podrían comenzar a disminuir a partir de 2027, alcanzando la reducción prevista del 85% para 2030.

#### **Metodologías y factores de emisión utilizados**  


**"Protocolo de GEI" para emisiones de GEI de Ámbito 1 y 2 de 2025**

Metodologías: los datos se miden conforme al Protocolo de GEI , salvo que se requieran ajustes para cumplir con la normativa local.

Factores de emisión:

Emisiones de GEI de alcance 1: factores de emisión de 2024 proporcionados por el Departamento de Medio Ambiente, Alimentación y Asuntos Rurales del Reino Unido cuando sea aplicable, con ajustes según los requisitos locales cuando sea necesario.

Emisiones de GEI de Alcance 2: Para las emisiones de electricidad comprada, se utilizan factores de emisión de la Agencia Internacional de la Energía.

**"Metodología MITECO" para el plan de emisiones y reducción de emisiones de 2025 de Alcance 1 y Alcance 2.**

Metodologías: Los datos se calculan conforme a las directrices oficiales de metodología MITECO. (Información oficial en el siguiente enlace: [Inventario Nacional de Gases de Efecto Invernadero (GEI)](https://www.miteco.gob.es/es/calidad-y-evaluacion-ambiental/temas/sistema-espanol-de-inventario-sei-/inventario-gases-efecto-invernadero.html)

**Factores de emisión:** Los factores de emisión utilizados para calcular las emisiones de Alcance 1 y Alcance 2 se derivan del Inventario Nacional de Gases de Efecto Invernadero de España (MITECO, Anexo V), convertidos en unidades operativas (t CO₂/MWh y t CO₂/litro) utilizando valores caloríficos del IPCC. Estos factores constituyen la referencia oficial para el Registro Español de Huella de Carbono. Las emisiones eléctricas se calculan utilizando datos de electricidad renovable basados en proveedores o la mezcla residual nacional cuando corresponde.

Puedes encontrar la información oficial en el siguiente enlace: [miteco.gob.es](https://miteco.gob.es/content/dam/miteco/es/calidad-y-evaluacion-ambiental/temas/sistema-espanol-de-inventario-sei-/inventario-gases-efecto-invernadero/AV4-FE-CO2-PCI-combustibles-2026.pdf)



 

 

 



 



 

 





 

 

 

 

1. Y sus filiales Abadí a Retuerta S.A. y Mizar Farmacéutica, S.A.
2. Ministerio para la Transición Ecológica y el Reto Demográfico