¿Qué piensan los partidos sobre política energética? ¿Qué llevan en sus programas? ¿Qué dicen los políticos que harán si ganan las elecciones? Todos sabemos de las distancias que en este ámbito separan las palabras de los hechos pero si no conoces sus propuestas será más difícil pedir responsabilidades.
Desde la revista Energías Renovables nos resumen las propuestas energéticas por partido. Ver el artículo completo aquí.
PROPUESTAS DE LOS PARTIDOS:
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" 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– Elaborar un Libro Blanco sobre Energía.
– Promover el derecho a la generación energética, que permita a cualquier persona convertirse en productor de electricidad y que pueda vender los excedentes no autoconsumidos, y de esta forma promover la democratización de la energía y el cambio progresivo hacia un modelo de generación distribuida.
– Cierre gradual de las centrales nucleares, al finalizar su vida útil de 40 años. Desde 2013 a 2028 el parque nuclear español dejará de estar en servicio.
– Aprobar una ley de Ahorro y Eficiencia Energética, con particular énfasis en los sectores de transporte y vivienda.
– Obligatoriedad de Planes Municipales de Movilidad Sostenible.
– Aprobar una Ley de Energías Renovables, crear un Fondo Estatal de Apoyo a las Energías Renovables y diseñar un Plan Estratégico para la Biomasa.
– Establecer un canon sobre las tecnologías maduras ya amortizadas, como la hidroeléctrica y la nuclear, para financiar las actuales energías renovables.
– Revisar la regulación del sector eléctrico para resolver el problema del déficit tarifario.
– Favorecer la adquisición de aparatos eléctricos con un menor consumo.
– Establecer un sistema de señales de discriminación horaria para identificar
los periodos punta y valle de demanda eléctrica.
PP
– Mantener un mix energético equilibrado y competitivo, sin renunciar a ninguna fuente de producción de energía, tampoco a la nuclear.
– Reducir la dependencia energética del exterior.
– Garantizar mercados abiertos y competitivos.
– Apostar por las energías renovables, en el marco de los objetivos marcados por la Unión Europea. Y apoyarlas especialmente cuando se encaminen a la creación de empleo.
– Establecer planes de ahorro y eficiencia energética.
– Remediar los incumplimientos por España de los compromisos internacionales en materia de emisiones fijados en Kioto que obligan, además, a destinar miles de millones de euros a la compra de derechos de emisión de CO2.
– Apoyar la I+D+i para el desarrollo de tecnologías más avanzadas y eficientes, de baja intensidad en carbono, y la captura y almacenamiento de CO2.
IU<img class="alignright" 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" alt="" width="125" height="111" />
– Potenciar la generación distribuida, la producción cerca del consumo, las redes inteligentes de distribución y las microrredes de ámbito municipal y comarcal.
– Reclamar un calendario de cierre de todas las centrales nucleares.
– Elaborar un plan energético que, en el plazo de 10 años, sustituya las nucleares por energías renovables, generadoras de empleo local y garantía de energía autóctona como alternativa a la dependencia energética.
– Exigir un plan estatal que promueva las pequeñas instalaciones fotovoltaicas y mini eólicas que, además, tengan asegurada una retribución adecuada, con trámites administrativos reducidos y primando el autoconsumo basado en instalaciones de renovables.
– No deben existir cupos que limiten el número de instalaciones fotovoltaicas.
– Exigir el compromiso de las administraciones públicas para obligar a la instalación de paneles para el aprovechamiento de la energía solar en tejados, espacios y lugares públicos.
– Compromiso de producir, en el horizonte del año 2020, el 70% de la electricidad con renovables.
CiU<img class="alignright" 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" 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– Aprobar una Ley de Ahorro y Eficiencia Energética.
– Defender la seguridad jurídica y la estabilidad del sistema energético, especialmente de las renovables.
– Reclamar el cumplimiento de los objetivos europeos del 20–20–20.
– Exigir las pruebas de estrés más exigentes a las centrales nucleares.
– Eliminar el déficit tarifario en 2013, modificando el sistema de fijación de precios de la electricidad.
– Apoyar las redes inteligentes y el uso de vehículos eléctricos.
– Cumplir los compromisos internacionales de reducción de gases de efecto invernadero y promover un incremento de los objetivos de reducción que llegue al 30% en 2020.
– Promover una Ley de Cambio Climático.
– Promover una revisión de toda la normativa, en especial la fiscal sobre los productos energéticos, en beneficio de la sostenibilidad, el clima y la lucha contra la contaminación urbana.
– Velar por la correcta aplicación del Código Técnico de la Edificación, en el marco de programas de rehabilitación de viviendas.
– Promover la arquitectura bioclimática.
– Potenciar el transporte de mercancías por ferrocarril y por mar.
– Impulsar el transporte colectivo y el uso de biocarburantes de segunda generación.
PNV<img class="alignright" 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alt="" width="125" height="125" />
– Cumplimiento estricto del Protocolo de Kioto. Promover iniciativas que incidan en la reducción de emisiones en ámbitos como transportes, industrial y residencial.
– Apuesta por las energías renovables a la par que por ir configurando y participando en el marco europeo en un mix energético menos dependiente del exterior.
– Reclamación de planes de ahorro y eficiencia energética con objetivos más ambiciosos. Fomento de la cogeneración, sobre todo en el sector terciario.
– Apuesta por un mercado común energético europeo y seguimiento del cumplimiento de los objetivos establecidos en Europa.
– Cumplimiento del objetivo de potenciación de las interconexiones transfronterizas.
– Transparencia, competencia y estabilidad en el mercado energético. Exigencia de un marco regulatorio energético estatal estable y predecible, no sujeto a arbitrariedades ni a improvisaciones ni a intereses coyunturales más o menos particulares. Competencia real en los sectores de gas y electricidad. Máxima transparencia en las operaciones del mercado energético.
– Fiscalidad verde como instrumento para promocionar tecnologías limpias y penalizar tecnologías contaminantes.
UPyD<img class="alignright" 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" alt="" width="187" height="125" />
– Elaborar un Plan Energético Nacional, integrado en el contexto europeo.
– Máximo desarrollo de las políticas de eficiencia energética y ahorro.
– Potenciar el desarrollo de las energías limpias y la transición a un modelo de economía bajo en carbono, disminuyendo la importación de combustibles fósiles.
– Revisión de las subvenciones a las renovables considerando la amortización
de la instalación y salida progresiva al mercado libre. Los costes de las renovables
deberán ser compartidos por todos los sectores energéticos.
– Fomento de la microgeneración
– Mantenimiento de la energía nuclear instalada y apertura de un debate transparente,
objetivo y riguroso sobre el riesgo y coste de este tipo de energía.
– Establecer un sistema de formación de precios de la energía claro y transparente.
– Cese de subvenciones a la minería del carbón y cierre de las explotaciones no
eficientes.
– Mejora y renovación de la red de distribución eléctrica para una integración eficiente
de las renovables y el despliegue de las redes inteligentes.
– Incrementar las interconexiones de gas y electricidad con el resto de Europa.
– Exención de tasas a los vehículos híbridos de bajo consumo y eléctricos.
EQUO<img class="alignright" 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" alt="" />
– Promulgar Ley de Ahorro, Eficiencia Energética y Energías Renovables con objetivos escalonados hasta Renovables 100% en 2030.
– Establecer un plan de I+D+i a nivel nacional de renovables, ahorro y eficiencia.
– Implementar un Plan de cierre de las centrales nucleares, para su cierre total en 2020. Moratoria de cementerios nucleares hasta comenzar la implementación del cierre.
– Adaptación de la Ley de Propiedad Horizontal, con plazo para el desarrollo de ordenanzas municipales que faciliten la implementación de energías renovables y sistemas de ahorro y eficiencia en las Comunidades de Propietarios.
– Eliminación progresiva de todas las subvenciones, directas e indirectas, a los combustibles fósiles y la energía nuclear.
– Proponer una Ley de Cambio Climático con objetivos de reducción de emisiones más ambiciosos que el Protocolo de Kioto. Incentivar los sumideros naturales para la captura de CO2.
– Impulsar un Plan Nacional de Rehabilitación Energética de edificaciones.
– Prohibición de las prospecciones de petróleo en el litoral, tanto para investigación como para extracción.
– Garantizar la generación energética y la adquisición de energía renovable a los pequeños generadores a precio tasado por el gobierno.