Όσο και να αγωνίζεται καθημερινά η ΝΔ να αποδείξει ότι είμαστε όλοι ίδιοι, η πραγματικότητα θα την διαψεύδει καθημερινά

<div dir="ltr" style="text-align: left;" trbidi="on"> <div align="center" class="MsoNormal" style="background-color: white; margin-bottom: 6pt; text-align: center;"> <a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Αποτέλεσμα εικόνας για ΣΥΡΙΖΑ Σύρου" border="0" src="data:image/jpeg;base64,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" style="background-color: transparent; text-align: left;"></a><b><span style="font-family: Arial, Helvetica, sans-serif;">Όσο και να αγωνίζεται καθημερινά η ΝΔ να αποδείξει ότι είμαστε όλοι ίδιοι,<u></u><u></u></span></b></div> <div align="center" class="MsoNormal" style="background-color: white; margin-bottom: 6pt; text-align: center;"> <b><span style="font-family: Arial, Helvetica, sans-serif;">η πραγματικότητα θα την διαψεύδει καθημερινά</span></b></div> </div>

Όσο και να αγωνίζεται καθημερινά η ΝΔ να αποδείξει ότι είμαστε όλοι ίδιοι, η πραγματικότητα θα την διαψεύδει καθημερινά

Όσο και να αγωνίζεται καθημερινά η ΝΔ να αποδείξει ότι είμαστε όλοι ίδιοι, η πραγματικότητα θα την διαψεύδει καθημερινά

Διαβάστε περισσότερα »