![](http://thefaq.gr/wp-content/uploads/2017/02/mitsotakeiko-890x509.jpg)
Μία ιδιαίτερη προτίμηση στη Γαλλία δείχνει η οικογένεια Μητσοτάκη και ιδίως οι γυναίκες της.
Τελευταίο “κρούσμα” η Μαρέβα Γκραμπόβσκι που αγόρασε το σπίτι του Βολταίρου στο Παρίσι, μέσω εταιρείας που ανήκει στην ίδια κατά 95%, για 28.000 το τ.μ. και συνολικό τίμημα ...
1,5 εκ. ευρώ.
![Αποτέλεσμα εικόνας για το σπίτι του Βολταιρου](data:image/jpeg;base64,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)
1,5 εκ. ευρώ.
Το ακίνητο αυτό, μπορεί να μην είναι δηλωμένο στο πόθεν έσχες του Κυριάκου, όπως και κανένα άλλο περιουσιακό στοιχείο της Μαρέβας, γιατί ήταν λέει “σε διάσταση” με τη σύζυγό του αλλά σύμφωνα με την ανακοίνωση της ΝΔ είναι ...δηλωμένο στη γαλλική εφορία…
![](http://thefaq.gr/wp-content/uploads/2017/02/bakogianni-esxes.jpg)
Ιδιαίτερη σχέση με τη Γαλλία έχει και η έτερη αδελφή του Κυριάκου, Αλεξάνδρα Μητσοτάκη-Gourdain, η οποία εκτός από το γεγονός ότι έχει παντρευτεί Γάλλο, πριν από ένα περίπου χρόνο μπήκε στο μικροσκόπιο των γαλλικών αρχών. Συγκεκριμένα, οι γαλλικές αρχές ερευνούσαν τα περιουσιακά στοιχεία της Αλεξάνδρας Μητσοτάκη λόγω της δράσης της σε ΜΚΟ και φέρονται να είχαν ζητήσει και τη συνδρομή του ΣΔΟΕ για να διασταυρώσουν τα οικονομικά της στοιχεία και στην Ελλάδα, αν και με ποιο καθεστώς φορολογείται…
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