La división de la izquierda beneficia a Nueva Democracia, según el sondeo de GPO para elecciones griegas:
NO
2027
GPO
data:image/jpeg;base64,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
09/12/2023
Sondeo difundido por
GPO
para Grecia
https://electomania.es/wp-content/uploads/Banderas/Grecia.png
![Más información](data:image/svg+xml,%3Csvg xmlns="http://www.w3.org/2000/svg" width="24" height="24" preserveAspectRatio="xMidYMid meet" viewBox="0 0 1024 1024"%3E%3Cpath fill="%23a7a7a7" d="M512 64a448 448 0 1 1 0 896.064A448 448 0 0 1 512 64zm67.2 275.072c33.28 0 60.288-23.104 60.288-57.344s-27.072-57.344-60.288-57.344c-33.28 0-60.16 23.104-60.16 57.344s26.88 57.344 60.16 57.344zM590.912 699.2c0-6.848 2.368-24.64 1.024-34.752l-52.608 60.544c-10.88 11.456-24.512 19.392-30.912 17.28a12.992 12.992 0 0 1-8.256-14.72l87.68-276.992c7.168-35.136-12.544-67.2-54.336-71.296c-44.096 0-108.992 44.736-148.48 101.504c0 6.784-1.28 23.68.064 33.792l52.544-60.608c10.88-11.328 23.552-19.328 29.952-17.152a12.8 12.8 0 0 1 7.808 16.128L388.48 728.576c-10.048 32.256 8.96 63.872 55.04 71.04c67.84 0 107.904-43.648 147.456-100.416z"/%3E%3C/svg%3E%0A)
![](data:image/svg+xml,%3Csvg xmlns="http://www.w3.org/2000/svg" width="24" height="24" preserveAspectRatio="xMidYMid meet" viewBox="0 0 16 16"%3E%3Cpath fill="none" stroke="%23a7a7a7" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5" d="m11.25 4.75l-6.5 6.5m0-6.5l6.5 6.5"/%3E%3C/svg%3E%0A)
Tu opinión
Existen unas normas para comentar que si no se cumplen conllevan la expulsión inmediata y permanente de la web.
EM no se responsabiliza de las opiniones de sus usuarios.
¿Quieres apoyarnos? Hazte Patrón y consigue acceso exclusivo a los paneles.