Sondeo para elecciones presidenciales en México apunta a victoria de Claudia Sheinbaum.
NO
2024
GEA
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
16/03/2024
Sondeo difundido por
GEA
para México
https://electomania.es/wp-content/uploads/Banderas/México.png
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