Παρασκευή 12 Φεβρουαρίου 2016

Έρευνα για την συγκρότηση του νέου “πολιτικoύ κόμματος”

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
kentroaristeragr@gmail.com
Οι συζητήσεις για το μέλλον του χώρου έχουν πυκνώσει, ιδιαίτερα, το τελευταίο διάστημα. Όλο και περισσότεροι παίρνουν μέρος, καθώς αντιλαμβάνονται ότι δεν... πάει άλλο.  




Οι συζητήσεις για το μέλλον του χώρου έχουν πυκνώσει, ιδιαίτερα, το τελευταίο διάστημα. Όλο και περισσότεροι παίρνουν μέρος, καθώς αντιλαμβάνονται ότι δεν... πάει άλλο.  

 Συμμετέχοντας στην έρευνά μας μπορείτε να συμβάλετε σ’ αυτή τη συζήτηση αλλά και στη συγκρότηση από τα κάτω ενός καινούργιου πολιτικού φορέα.

Πείτε τη γνώμη σας για τις προτάσεις που έχουν γίνει, για τις διαδικασίες συγκρότησης, για την ηγεσία, για το όνομα, για τη στρατηγική, το πρόγραμμα και τις συνεργασίες.

Θα μετρήσει.

Συμπληρώστε το ερωτηματολόγιο στο http://kentro.aristera.gr/survey/index.php/337228/lang-el

gr-mg42.mail.yahoo.com

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