Φωνή της Τήνου : Λαϊκή Ενότητα

Επίσκεψη του επικεφαλής του ψηφοδελτίου της ΛΑΙΚΗΣ ΕΝΟΤΗΤΑΣ, Γρηγόρη Μισκεδάκη στη Πάρο και στην Αντίπαρο.

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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Αποτέλεσμα εικόνας για λαικη ενοτητα" border="0" 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" style="background-color: transparent;"></a><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Ολοκληρώθηκε, το διήμερο 16 και 17 Σεπτέμβρη, η επίσκεψη του επικεφαλής του ψηφοδελτίου της ΛΑΙΚΗΣ ΕΝΟΤΗΤΑΣ, Γρηγόρη Μισκεδάκη στη Πάρο και στην Αντίπαρο.</span></div>
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