Θέλω να πα στην ξενιτιά, Ξενιτεμένο
μου πουλί, δημοτικά τραγούδια:
Βιντεοανάγνωση από την κ. Βενιέρη: https://youtu.be/qzWN2iS0TBg
Ακούμε τη θρακιώτικη παραλλαγή του ξενιτεμένου πουλιού από την εκπομπή «Αλάτι της γης» https://youtu.be/eZLIDlzgs5s
Το βιβλίο μας: http://ebooks.edu.gr/ebooks/v/html/8547/2246/Keimena-Neoellinikis-Logotechnias_B-Gymnasiou_html-empl/indexh_1.html
![Image result for ξενιτεμενο μου πουλι φυλλα εργασια](data:image/jpeg;base64,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)
Ανάκτηση εικόνας από:https://www.domnasamiou.gr/?i=portal.el.songs&id=457
Η προσέγγιση του ποιήματος από τον ιστότοπο: http://2stav-glossa.blogspot.com/2014/01/
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