Según el sondeo de Panorama, medio punto separa a los dos principales partidos en unas elecciones ‘too close to call’.
El partido de Fabián Picardo se llevaría la mayoría por escasísimo margen, aunque hay un diputado en juego entre GSLP, gsd y un independiente.
NO
2023
Panorama
2019
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
10/10/2023
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Panorama
para Gibraltar
https://electomania.es/wp-content/uploads/Banderas/Gibraltar.png
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