<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4215012508078751596</id><updated>2012-01-26T08:45:11.893-08:00</updated><category term='Βίντεο εκπαιδευτικά'/><category term='Υγεία'/><category term='Μαθητεία στον πόνο'/><category term='περί-γλώσσας'/><category term='Εντυπώσεις'/><category term='Λόγος αληθινός'/><category term='Ορθόδοξη ιεραποστολή'/><category term='Λογοτεχνικά'/><category term='Ο απέναντι'/><category term='Ποίηση'/><category term='Σαρδάμ...'/><category term='Γνώμες'/><category term='Επετειακά-Ιστορία'/><category term='Παιδικά'/><category term='Παιδική Εγκυκλοπαίδεια'/><category term='Αν όλα τα παιδιά της γης.....'/><category term='Λογοτεχνία - Ποίηση'/><category term='Φωτογραφίες εποχής'/><category term='Οικογένεια'/><category term='Συνταγές'/><category term='Ευλαβική - Λαογραφική ματιά'/><category term='Σχόλια με καυτερή πιπεριά ...'/><category term='Αντίσταση στο Μεγάλο Αδελφό'/><category term='Ιστορική ματιά'/><category term='Ματιές'/><category term='Γλυκός Λόγος'/><category term='Χαριτωμένες ματιές'/><category term='Είναι ωραίο σαν παραμύθι'/><category term='γονείς παιδιά'/><category term='Τραγουδιστό βίντεο'/><category term='Ύμνοι'/><category term='Ιατρική ματιά'/><category term='Απρόοπτα'/><category term='Πλάνες'/><category term='Μονόλογος'/><category term='Aφιέρωματα  στην Παναγία'/><category term='Γελοιο-γραφίες'/><category term='Ανθέλληνες'/><category term='Μηνύματα Ζωής'/><category term='Πορτρέτα'/><category term='Εικόνες που μιλάνε'/><category term='Σχόλια με  καυτερή πιπεριά ...'/><category term='Κατασκευές'/><category term='Εκπαιδευτικά άρθρα'/><category term='Παραμύθια και άλλα'/><category term='Ψυχολογία'/><category term='Ομιλία m3'/><category term='Γειτονιές του κόσμου'/><category term='Οι γιορτές μας'/><category term='Προσευχές'/><category term='Γενική εκπαιδευτικη επικαιρότητα'/><category term='Απεικονίσεις'/><category term='Προτάσεις'/><category term='Ευχές'/><category term='Για την Παναγιά'/><category term='Ανακοινώσεις'/><category term='Δράση για τη Σαντορίνη'/><category term='O δαιμονισμός ως καραμέλα'/><category term='Λόγος για τον Θεό'/><category term='Φωτογραφίες'/><category term='Θαλασσινά'/><category term='Φιλία'/><category term='Ο Κόσμος των Αγγέλων'/><title type='text'>ΣΑΝΤΟΡΙΝΙΟ ΣΧΟΛΕΙΟ</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default?start-index=101&amp;max-results=100'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>701</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-4083088352911075858</id><published>2012-01-19T09:58:00.000-08:00</published><updated>2012-01-19T10:02:39.856-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Κατασκευές'/><title type='text'>Παιδικές χειροτεχνίες: Η τέχνη της… φαντασίας</title><content type='html'>&lt;a href="http://www.in2life.gr/dm_pictures/paidikes_xeirotexnies_600_184160_9K5VG1.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 600px; height: 300px;" src="http://www.in2life.gr/dm_pictures/paidikes_xeirotexnies_600_184160_9K5VG1.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;strong&gt;της Έλενας Μπούλια&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;Η τέχνη για τα παιδιά  προσχολικής ηλικίας αποτελεί συνώνυμο της κατασκευής και είναι  εντυπωσιακός ο τρόπος με τον οποίον μπορούν τα παιδιά να αποδώσουν  οποιαδήποτε εικόνα της καθημερινότητάς τους με τα πιο ευφάνταστα σχέδια  και μέσα από τα πιο ταπεινά υλικά. Ακόμα εντυπωσιακότερο, όμως, είναι το  πόσο αγαπούν τα περισσότερα παιδιά να γίνονται μικροί καλλιτέχνες,  επιδιδόμενοι σε τέτοιες δραστηριότητες, ιδιαίτερα όταν βρισκόμαστε δίπλα  τους για να τα βοηθάμε και να τα επιβραβεύουμε.&lt;br /&gt;&lt;em&gt;&lt;strong&gt;Πώς θα φτιάξουμε χειροτεχνίες με τα παιδιά;&lt;br /&gt;&lt;/strong&gt;&lt;/em&gt;Ορισμένες  νέες μέθοδοι «διδασκαλίας» καλλιτεχνικών σε παιδικούς σταθμούς και  νήπια απέχουν πολύ από τον τρόπο με τον οποίον εμείς μάθαμε να  αποτυπώνουμε τον κόσμο μέσα από χειροτεχνίες. Η νηπιαγωγός κ. Μαρία  Βουβούση, συγκεκριμένα, εξηγεί ότι &lt;strong&gt;«η δική μας πραγματικότητα μπορεί να απέχει πολύ από αυτήν του παιδιού. &lt;/strong&gt;Εμείς,  δηλαδή, μπορεί να βλέπουμε ένα σπίτι ως ένα τετράγωνο κουτί με κόκκινα  κεραμίδια. Το παιδί μας, όμως, που έχει γεννηθεί και μεγαλώσει σε  διαμέρισμα δεν έχει λόγο να το βλέπει έτσι –ούτε φυσικά να το ζωγραφίζει  έτσι.»&lt;br /&gt;&lt;br /&gt;Η κ. Βουβούση, λοιπόν, προτείνει να βοηθήσουμε τα παιδιά  να βρουν το πραγματικό νόημα της τέχνης δημιουργώντας στο δωμάτιό τους  ένα Εργαστήρι Τέχνης, το οποίο θα περιλαμβάνει τα απαραίτητα και μη  υλικά που μπορούν να χρησιμεύσουν σε πάσης φύσης κατασκευές. &lt;strong&gt;Πιο συγκεκριμένα, στο αυτοσχέδιο Εργαστήρι Τέχνης του παιδιού θα πρέπει οπωσδήποτε να υπάρχουν:&lt;br /&gt;&lt;/strong&gt;-Μαρκαδόροι&lt;br /&gt;-Κόλλες σε υγρή και στικ μορφή&lt;br /&gt;-Μολύβια και γόμες&lt;br /&gt;-Έγχρωμες κόλλες χαρτιού για χειροτεχνίες&lt;br /&gt;-Ψαλίδι ασφαλείας&lt;br /&gt;-Πηλός ή πλαστελίνη&lt;br /&gt;&lt;br /&gt;Εκεί  μπορείτε επίσης να συγκεντρώνετε όσα υλικά σκοπεύατε να πετάξετε, όπως  κορδέλες από ζαχαροπλαστεία, παλιές εφημερίδες και περιοδικά, χάρτινα ή  μεταλλικά κουτιά, νήματα, παλιά υφάσματα.&lt;br /&gt;&lt;br /&gt;«Με την βοήθεια όλων  των παραπάνω οι κατασκευές θα έχουν περισσότερο ενδιαφέρον αφού θα  προέλθουν από πραγματική δημιουργία. Θα είναι πραγματικά έργα τέχνης»,  λέει η κ. Βουβούση.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;&lt;strong&gt;&lt;span style="font-size:14pt;"&gt;Ιδέες για κατ’οίκον χειροτεχνίες με τα παιδιά:&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/u&gt;&lt;br /&gt;&lt;span style="color:#c71585;"&gt;&lt;strong&gt;&lt;img src="http://www.in2life.gr/home/child/articles/215591/516169_KhyGgq2rJmE.img" style="margin-right:5px; margin-left:5px" vspace="5" width="215" align="left" border="0" height="200" hspace="5" /&gt;Πολύχρωμη γιρλάντα με φωτάκια&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;Μην  μαζέψετε ακόμα τα φωτάκια από το χριστουγεννιάτικο δέντρο. Ο καλύτερος  τρόπος για να τα αξιοποιήσετε μέχρι τα επόμενα Χριστούγεννα είναι να  χρησιμοποιήσετε λεπτές λωρίδες υφάσματος σε διάφορα χρώματα, ή ακόμα και  πολύχρωμες κορδέλες που κατά καιρούς έχετε συγκεντρώσει, και να τα  δέσετε το ένα δίπλα στο άλλο στο καλώδιο με τα φωτάκια σας.&lt;br /&gt;&lt;br /&gt;Το αποτέλεσμα θα είναι εντυπωσιακό!&lt;br /&gt;Εναλλακτικά,  μπορείτε να τοποθετήσετε στα φωτάκια τις χάρτινες θήκες που  χρησιμοποιούμε για να φτιάξουμε cupcakes και έτσι να φτιάξετε πολύ  όμορφα φαναράκια&lt;br /&gt;&lt;br /&gt;&lt;span style="color:#c71585;"&gt;&lt;strong&gt;&lt;img style="WIDTH: 215px; HEIGHT: 200px" src="http://www.in2life.gr/home/child/articles/215591/516172_2EvdMtzNR3I.img" vspace="5" align="right" border="0" hspace="5" /&gt;Κηροπήγια από πηλό και χάντρες ή κουμπιά&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;Αν το παιδί σας αγαπά να δημιουργεί με πηλό, η συγκεκριμένη κατασκευή θα το ενθουσιάσει (από το &lt;em&gt;paizoumemazi.blogspot.com&lt;/em&gt;).&lt;br /&gt;&lt;u&gt;Τι θα χρειαστείτε&lt;/u&gt;:&lt;br /&gt;Πηλό για χειροτεχνίες σε ό,τι χρώμα θέλετε&lt;br /&gt;Χάντρες και κουμπιά&lt;br /&gt;Κεράκια ρεσό&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Τι θα κάνετε&lt;/u&gt;:&lt;br /&gt;Η  κατασκευή τους είναι πανεύκολη. Πλάστε τον πηλό σε σχήμα οβάλ μπάλας,  σε τέτοιο μέγεθος ώστε να χωρά το ρεσό που θα ζουλήξετε μέσα τους.  Έπειτα τοποθετήστε τις χάντρες και τα κουμπιά γύρω-γύρω.&lt;br /&gt;&lt;br /&gt;&lt;span style="color:#c71585;"&gt;&lt;strong&gt;Τρισδιάστατα λουλούδια&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;Φτιάξτε με τα παιδιά τρισδιάστατα λουλούδια, με τα οποία μπορείτε να διακοσμήσετε το δωμάτιό τους.&lt;br /&gt;&lt;u&gt;Τι θα χρειαστείτε&lt;/u&gt;:&lt;br /&gt;Τρεις μεγάλες κόλλες για χειροτεχνίες σε διάφορα χρώματα&lt;br /&gt;Υγρή κόλλα&lt;br /&gt;Ψαλίδι&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:Courier;"&gt;&lt;strong&gt;Δείτε στο παρακάτω βίντεο τι ακριβώς θα κάνετε:&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;iframe src="http://www.youtube.com/embed/69HCN_f6nlI?rel=0" allowfullscreen="" width="480" frameborder="0" height="360"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color:#c71585;"&gt;&lt;strong&gt;&lt;img src="http://www.in2life.gr/home/child/articles/215591/516178_vIYAhxbCILE.img" style="margin-right:5px; margin-left:5px" vspace="5" width="215" align="left" border="0" height="200" hspace="5" /&gt;Μολυβοθήκες με τενεκεδάκια από κονσέρβες και χάρτινα ρολά&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;Ένας  ωραίος τρόπος να οργανώσετε το Εργαστήρι Τέχνης του παιδιού σας είναι  να φτιάξετε μαζί όμορφες μολυβοθήκες χρησιμοποιώντας απλά υλικά (ιδέα  από &lt;em&gt;aneraida.blogspot.com&lt;/em&gt;).&lt;br /&gt;&lt;u&gt;Τι θα χρειαστείτε&lt;/u&gt;:&lt;br /&gt;Ρολά από χαρτί κουζίνα ή υγείας, τενεκεδάκια από κονσέρβες ή διάφορα άλλα κυλινδρικά κουτιά.&lt;br /&gt;Κόλλες περιτυλίγματος σε διάφορα σχέδια και χρώματα, σελίδες από περιοδικά και εφημερίδες ή αυτοκόλλητα χαρτιά για συρτάρια&lt;br /&gt;Λευκή κόλλα&lt;br /&gt;Μία επιφάνεια για βάση (προαιρετικά), π.χ. το καπάκι από ένα κουτί παπουτσιών&lt;br /&gt;Διακοσμητικά όπως κορδέλες, τρέσες, κορδόνια, διάφορα αυτοκόλλητα&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Τι θα κάνετε&lt;/u&gt;:&lt;br /&gt;Χρησιμοποιώντας  τα διάφορα τενεκεδάκια ή ρολά που έχετε συγκεντρώσει ως κυλίνδρους  μετράτε και κόβετε το χαρτί που θα χρειαστείτε για να τυλίξετε το κάθε  ένα από αυτά. Αλείφετε λευκή κόλλα πάνω στα τενεκεδάκια ή τους  κυλίνδρους και κολλάτε προσεκτικά γύρω-γύρω το χαρτί.&lt;br /&gt;Διακοσμείτε τις μολυβοθήκες σας όπως εσείς θέλετε, με κορδέλες, αυτοκόλλητα ή χάντρες.&lt;br /&gt;&lt;br /&gt;Τέλος  αλείφετε στους πάτους τους λευκή κόλλα ώστε να τοποθετηθούν στην βάση  από το χαρτόκουτο, την οποία μπορείτε επίσης να ντύσετε με χαρτί  περιτυλίγματος ή να χρωματίσετε όπως επιθυμείτε. Για τα ρολά που δεν  έχουν πάτο η βάση θα λειτουργήσει για αυτόν ακριβώς τον σκοπό. Η  μολυβοθήκη σας είναι έτοιμη.&lt;br /&gt;&lt;br /&gt;&lt;span style="color:#c71585;"&gt;&lt;strong&gt;Αποκριάτικη στολή: Οδηγός τρένου&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;img style="WIDTH: 215px; HEIGHT: 200px" src="http://www.in2life.gr/home/child/articles/215591/516175_t-8teS-acZc.img" vspace="5" align="right" border="0" hspace="5" /&gt;Ξεκινήστε  εγκαίρως να φτιάξετε την στολή του παιδιού σας. Πάρτε ιδέες από την  παρακάτω στολή και εφαρμόστε τις σε όποια άλλη στολή θέλετε.&lt;br /&gt;&lt;u&gt;Τι θα χρειαστείτε&lt;/u&gt;:&lt;br /&gt;2 μεγάλα χαρτόκουτα (σε μέγεθος που να μπορεί να «φορέσει» το παιδί)&lt;br /&gt;1 χάρτινο κουτί από δημητριακά&lt;br /&gt;8 χάρτινα πιατάκια (π.χ. για πάρτυ)&lt;br /&gt;Χαρτοταινία&lt;br /&gt;Κοπίδι ή χαρτοκόπτης&lt;br /&gt;Πινέλα με μπογιές ή χαρτί περιτυλίγματος&lt;br /&gt;Ελαστικό κορδόνι για να κρεμαστεί το χαρτόκουτο&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Τι θα κάνετε&lt;/u&gt;:&lt;br /&gt;Χρησιμοποιήστε  το ένα από τα δύο χαρτόκουτα ως το βασικό μέρος του τρένου. Κολλήστε το  ένα μόνο φύλλο στο πάνω και κάτω μέρος του χαρτόκουτου, ώστε να μένει  μία τρύπα ανοιχτή από την οποία θα «μπει» το σώμα του παιδιού. Κόψτε και  κρατήστε τα άλλα φύλλα του χαρτόκουτου γιατί μπορεί να σας χρειαστούν  ως διακοσμητικά. Στο δεύτερο χαρτόκουτο κλείστε και κολλήστε εντελώς όλα  τα φύλλα του και ενώστε το κάθετα στο πίσω μέρος το πρώτου χαρτόκουτου,  όπως στη φωτογραφία.&lt;br /&gt;&lt;br /&gt;Χρησιμοποιήστε το κουτί των δημητριακών για  την καμινάδα του τρένου. Κάντε το ρολό και κολλήστε στο πάνω και το  κάτω μέρος του τα χαρτόνια που περίσσεψαν από τα φύλλα του χαρτόκουτου,  ώστε να «κλείσει» από όλες τις μεριές και να μπορεί να κολλήσει καλά στο  μπροστά μέρος του χαρτόκουτου, όπως στη φωτογραφία.&lt;br /&gt;Χρωματίστε όπως θέλετε ή κολλήστε χαρτί περιτυλίγματος στο τρένο σας για να πάρει την τελική του εμφάνιση.&lt;br /&gt;&lt;br /&gt;Όταν  το βασικό μέρος το τρένου θα έχει τελειώσει, θα είναι η ώρα για να  τοποθετήσετε τις ρόδες, χρησιμοποιώντας τα χάρτινα πιατάκια. Για  περισσότερη λεπτομέρεια, κόψτε περιμετρικά το γείσο από τα τέσσερα  πιατάκια και αφού τα χρωματίσετε με διαφορετικό χρώμα τοποθετήστε τα  μικρότερα πιατάκια μέσα στα μεγαλύτερα και κολλήστε τα γύρω από το  τρενάκι, για να μοιάζουν με ρόδες.&lt;br /&gt;Τέλος, κολλήστε καλά ελαστικό κορδόνι στο τρένο, έτσι ώστε να μπορεί να κρεμαστεί χιαστί από τους ώμους του παιδιού.&lt;br /&gt;Ολοκληρώστε την εμφάνιση με ένα καπελάκι οδηγού.&lt;br /&gt;&lt;br /&gt;&lt;span style="color:#c71585;"&gt;&lt;strong&gt;&lt;img src="http://www.in2life.gr/home/child/articles/215591/516190_XoDXQ8D1zk8.img" style="margin-right:5px; margin-left:5px" vspace="5" width="215" align="left" border="0" height="200" hspace="5" /&gt;Αποκριάτικη φούστα από τούλι&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;Αν έχετε μικρό κοριτσάκι είναι βέβαιο ότι θα ξετρελαθεί με αυτήν την πανεύκολη φούστα από τούλι (ιδέα από το &lt;em&gt;aneraida.blogspot.com&lt;/em&gt;).&lt;br /&gt;&lt;u&gt;Τι θα χρειαστείτε&lt;/u&gt;:&lt;br /&gt;Τούλινα υφάσματα σε διάφορα χρώματα (θα βρείτε σε καταστήματα ραπτικής)&lt;br /&gt;Λάστιχο σε μήκος όσο η μέση του παιδιού σας&lt;br /&gt;Κορδέλα σε ό,τι χρώμα θέλετε&lt;br /&gt;Βελόνα και κλωστή&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Τι θα κάνετε&lt;/u&gt;:&lt;br /&gt;Για  να μπορέσετε να τοποθετήσετε τα τούλινα υφάσματα στο λάστιχο ώστε να  δημιουργηθεί η φούστα θα πρέπει καταρχήν να τοποθετήσετε το λάστιχο γύρω  από μία καρέκλα και να το στερεώσετε με μία παραμάνα.&lt;br /&gt;&lt;br /&gt;&lt;img style="WIDTH: 215px; HEIGHT: 200px" src="http://www.in2life.gr/home/child/articles/215591/516181_a112UBCPry4.img" vspace="5" align="right" border="0" hspace="5" /&gt;Έπειτα  θα κόψετε το τούλι σε λεπτές λωρίδες πλάτους 15 εκατοστών και μήκους  όσο νομίζετε ανάλογα με το ύψος του παιδιού σας (υπολογίστε ότι το κάθε  τούλι θα διπλωθεί στα δύο). Για να τοποθετήσετε τις λωρίδες με τα τούλια  στο λάστιχο θα πρέπει απλά να κάνετε το τούλι θηλιά γύρω από το  λάστιχο, όπως στη φωτογραφία. Με αυτόν τον τρόπο θα τοποθετήσετε τα  τούλια το ένα δίπλα στο άλλο.&lt;br /&gt;&lt;br /&gt;Αν θέλετε μπορείτε ενδιάμεσα να τοποθετήσετε και κορδέλες σε διάφορα χρώματα.&lt;br /&gt;Όταν  το λάστιχο θα έχει γεμίσει με τούλια, θα ράψετε στις δύο άκρες του από  ένα κομμάτι κορδέλας, ώστε όταν τοποθετηθεί η &lt;span style="color: rgb(153, 51, 0);font-size:85%;" &gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(51, 51, 51);"&gt;φούστα στη μέση του  παιδιού η κορδέλα να δέσει σε φιόγκο. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;πηγή:in2life&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4215012508078751596-4083088352911075858?l=santorinischool.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/4083088352911075858/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_19.html#comment-form' title='1 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/4083088352911075858'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/4083088352911075858'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_19.html' title='Παιδικές χειροτεχνίες: Η τέχνη της… φαντασίας'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/69HCN_f6nlI/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-5648022933739960606</id><published>2012-01-06T07:02:00.000-08:00</published><updated>2012-01-06T07:07:09.619-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='γονείς παιδιά'/><title type='text'>Ο δεκάλογος ενός πατέρα</title><content type='html'>&lt;div class="post-header"&gt;  &lt;/div&gt;  &lt;div style="margin: 0cm 0cm 0pt; mso-pagination: none;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="color:#cc0000;"&gt;Γράφει ο «Πλωτίνος»&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="margin: 0cm 0cm 0pt; mso-pagination: none;"&gt;&lt;span style=" ;font-size:x-small;color:#cc0000;"  &gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin: 0cm 0cm 0pt; mso-pagination: none;"&gt;Υπάρχει  τίποτα πιο σημαντικό στη ζωή του γονιού από την ευτυχία του παιδιού  του; Υπάρχει πιο αισιόδοξη εικόνα από αυτήν ενός μικρού παιδιού όταν  ξεσπά σε γέλια;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;Αφιερωμένο από έναν χαζομπαμπά στα υπέροχα παιδιά του:&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/9g7c_q_b5QY" allowfullscreen="" frameborder="0" height="360" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span class="Apple-style-span"  style="font-family:'Courier New', Courier, monospace;"&gt;Ακολουθεί το κείμενο του βίντεο:&lt;/span&gt;&lt;/div&gt;&lt;hr style="text-align: center;" noshade="true"&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family:'Courier New', Courier, monospace;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;1. Δεν μπορούμε, ίσως, να σας δώσουμε λύσεις για όλα τα προβλήματα  της ζωής σας, ούτε έχουμε όλες τις απαντήσεις για τις αμφιβολίες και  τους φόβους σας. Όμως μπορούμε, και θέλουμε, να τα ακούσουμε και να τα  μοιραστούμε μαζί σας...&lt;br /&gt;&lt;br /&gt;2. Δεν μπορούμε, ίσως, να αλλάξουμε το παρελθόν ή το μέλλον σας. Όμως&lt;br /&gt;όταν μας χρειάζεστε θα είμαστε εκεί, μαζί σας, προσφέροντας τα χέρια μας να στηριχτείτε...&lt;br /&gt;&lt;br /&gt;3. Οι χαρές, οι θρίαμβοι και οι επιτυχίες σας στο ταξίδι της ζωής δε θα  είναι δικές μας. Όμως ειλικρινά θα μοιραζόμαστε με την ίδια χαρά την  ευτυχία σας...&lt;br /&gt;&lt;br /&gt;4. Θα προσπαθήσουμε να μην κρίνουμε τις αποφάσεις που θα παίρνετε στη&lt;br /&gt;ζωή σας. Σίγουρα όμως θα είμαστε εκεί να σας στηρίξουμε, να σας δώσουμε κουράγιο και να σας βοηθήσουμε, εάν μας το ζητήσετε...&lt;br /&gt;&lt;br /&gt;5. Δεν μπορούμε να περιορίσουμε μέσα σε όρια αυτά που πρέπει να  πραγματο-ποιήσετε. Όμως θα σας προσφέρουμε τον ελεύθερο χώρο που  χρειάζεστε για να επιτύχετε...&lt;br /&gt;&lt;br /&gt;6. Δε θα μπορέσουμε, ίσως, να αποτρέψουμε κάποιες θλίψεις που θα σας  ραγίσουν την καρδιά. Όμως μπορούμε να κλάψουμε μαζί σας, να μαζέψουμε τα  κομμάτια και να τη φτιάξουμε ξανά, πιο δυνατή...&lt;br /&gt;&lt;br /&gt;7. Δεν έχουμε, ίσως, το δικαίωμα να σας πούμε τι και ποιοι πρέπει να  γίνετε. Μόνο μπορούμε να σας αγαπάμε όπως είστε και να σας  διαβεβαιώσουμε πως θα είμαστε πάντοτε δίπλα σας...&lt;br /&gt;&lt;br /&gt;8. Αυτές τις μέρες σκεφτόμουν πόσο άλλαξε η ζωή μας με τον ερχομό σας, πόσο πιο γεμάτη και ευτυχισμένη έγινε η ζωή μας...&lt;br /&gt;&lt;br /&gt;9. Να θυμάστε πως όλοι είμαστε εδώ περαστικοί· να εκτιμάτε όμως τη ζωή.  Να ζείτε κάνοντας χώρο και στους άλλους, ώστε να κοιμάστε πάντα  ευτυχισμένοι...&lt;br /&gt;&lt;br /&gt;10. Να εκπέμπετε αγάπη, για να λαμβάνετε αγάπη. Να αρπάζετε τις  ευκαιρίες. Να προσπαθήσετε να αφήσετε έναν κόσμο καλύτερο από αυτόν που  βρήκατε, διορθώνοντας τα δικά μας λάθη. Και να ακούτε πάντα την καρδιά  σας...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt; &lt;div style="margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;span style="font-size:78%;"&gt;&lt;i&gt;&lt;span class="Apple-style-span"  style="font-family:inherit;"&gt;Το κείμενο βασίζεται κυρίως σε ποίημα του Χόρχε Λουίς Μπόρχες. Το βίντεο προέρχεται από το κανάλι του χρήστη «&lt;a href="http://www.youtube.com/user/PLWTINOS" target="_blank"&gt;&lt;span style="color:#0b5394;"&gt;ΠΛΩΤΙΝΟΣ&lt;/span&gt;&lt;/a&gt;».&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;span class="Apple-style-span"   style="font-family:inherit;font-size:100%;"&gt;πηγή: &lt;a href="http://sxoleio98.blogspot.com/2012/01/dekalogos-enos-patera.html"&gt;Σχολείο και Οικογένεια&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4215012508078751596-5648022933739960606?l=santorinischool.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/5648022933739960606/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_9406.html#comment-form' title='1 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/5648022933739960606'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/5648022933739960606'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_9406.html' title='Ο δεκάλογος ενός πατέρα'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/9g7c_q_b5QY/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-3396540968054063942</id><published>2012-01-06T06:44:00.000-08:00</published><updated>2012-01-06T06:52:47.630-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ευλαβική - Λαογραφική ματιά'/><title type='text'>Σαντορινιά Φωτοκάλαντα, από την Κατηχητική Συντροφιά Καμαρίου της Σαντορίνης</title><content type='html'>&lt;div class="post-header"&gt;  &lt;/div&gt;   &lt;div dir="ltr" style="text-align: left;"&gt; &lt;div dir="ltr" style="text-align: left;"&gt; &lt;div  style="font-family:Arial,Helvetica,sans-serif;"&gt; &lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://1.bp.blogspot.com/-_gWRaNsnJyA/TwYEgfwqd8I/AAAAAAAAEd4/gdN3e2dXO-c/s1600/DSC05098.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://1.bp.blogspot.com/-_gWRaNsnJyA/TwYEgfwqd8I/AAAAAAAAEd4/gdN3e2dXO-c/s400/DSC05098.JPG" border="0" height="300" width="400" /&gt;&lt;/a&gt;&lt;/div&gt; &lt;span style="font-size:large;"&gt;&lt;b&gt;&lt;a href="http://armenisths.blogspot.com/2011/01/blog-post_4270.html"&gt;&lt;span style="line-height: 115%;"&gt;Γράφει ο Αρμενιστής&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;&lt;span style="line-height: 115%;"&gt;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt; &lt;div  style="font-family:Arial,Helvetica,sans-serif;"&gt; &lt;span style="font-size:large;"&gt;&lt;span style="line-height: 115%;"&gt;Η Κατηχητική Συντροφιά Καμαρίου της  Σαντορίνης κατά τον ίδιο τρόπο, όπως και κάθε χρόνο, έτσι και φέτος μας είπαν τα Φωτοκάλαντα με τον παραδοσιακό τους ρυθμό.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt; &lt;div  style="font-family:Arial,Helvetica,sans-serif;"&gt; &lt;span style="font-size:large;"&gt;&lt;span style="line-height: 115%;"&gt;Εμείς δεν μένει παρά να τους ευχηθούμε να έχουν λαμπρή σταδιοδρομία και η Ευλογία&lt;/span&gt;&lt;span style="line-height: 115%;"&gt; του Θεού να είναι πάντοτε μαζί τους.&lt;/span&gt; &lt;/span&gt;&lt;/div&gt; &lt;div class="MsoNormal"   style="  text-align: center;font-family:Arial,Helvetica,sans-serif;color:purple;"&gt; &lt;span style="font-size:large;"&gt;&lt;b&gt;&lt;span style="line-height: 115%;"&gt;Χρόνια Πολλά και Ευάρεστα στο Θεό&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div style="font-family:Arial,Helvetica,sans-serif;"&gt; &lt;span style="font-size:large;"&gt; &lt;span style="line-height: 115%;"&gt;Ακολουθεί  ανάλογο βίντεο και φωτογραφικό υλικό από το αρχείο του &lt;/span&gt;&lt;b&gt;&lt;a href="http://armenisths.blogspot.com/2011/01/blog-post_4270.html"&gt;&lt;span style="line-height: 115%;"&gt;Αρμενιστή&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size:large;"&gt;&lt;span style="line-height: 115%;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div face="Arial,Helvetica,sans-serif"&gt; &lt;span style="font-size:large;"&gt;Για τον περσινά φωτοκάλαντα (2011) μπορείτε να δείτε&lt;b&gt;  &lt;span lang="EN-US"&gt;&lt;a href="http://armenisths.blogspot.com/2011/01/blog-post_4270.html"&gt;εδώ&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:large;"&gt;&lt;b&gt;&lt;span lang="EN-US"&gt;Δείτε τα βίντεο &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/Hqn3r7XTPuM" allowfullscreen="" frameborder="0" height="360" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/APTbNf38eB0" allowfullscreen="" frameborder="0" height="360" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style="font-size:large;"&gt;Δείτε και το φωτογραφικό υλικό&lt;/span&gt; &lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://1.bp.blogspot.com/-nxJQOQzfZ5g/TwYEyVyeoRI/AAAAAAAAEeE/gnEAZdWl68s/s1600/DSC05102.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://1.bp.blogspot.com/-nxJQOQzfZ5g/TwYEyVyeoRI/AAAAAAAAEeE/gnEAZdWl68s/s1600/DSC05102.JPG" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://3.bp.blogspot.com/-PUqy0XI3TTc/TwYE-pjdMUI/AAAAAAAAEeM/3hD06DYqZas/s1600/DSC05100.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://3.bp.blogspot.com/-PUqy0XI3TTc/TwYE-pjdMUI/AAAAAAAAEeM/3hD06DYqZas/s1600/DSC05100.JPG" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://1.bp.blogspot.com/-x7IjxPCmq84/TwYFIXx0LiI/AAAAAAAAEeU/gaaxhWamw3c/s1600/DSC05101.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://1.bp.blogspot.com/-x7IjxPCmq84/TwYFIXx0LiI/AAAAAAAAEeU/gaaxhWamw3c/s1600/DSC05101.JPG" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; 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&lt;div style="text-align: left;font-family:Arial,Helvetica,sans-serif;" &gt; &lt;span style="text-decoration: underline;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;πηγή:&lt;a href="http://armenisths.blogspot.com/2012/01/blog-post_7268.html#more"&gt; Αρμενιστής&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4215012508078751596-3396540968054063942?l=santorinischool.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/3396540968054063942/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_06.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/3396540968054063942'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/3396540968054063942'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_06.html' title='Σαντορινιά Φωτοκάλαντα, από την Κατηχητική Συντροφιά Καμαρίου της Σαντορίνης'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-_gWRaNsnJyA/TwYEgfwqd8I/AAAAAAAAEd4/gdN3e2dXO-c/s72-c/DSC05098.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-2922487652309260757</id><published>2012-01-05T05:40:00.000-08:00</published><updated>2012-01-05T05:42:53.248-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='περί-γλώσσας'/><title type='text'>Ἐρανίζοντας εὐφάνταστες, εὐωδιαστές κι εὔγεστες λέξεις …</title><content type='html'>&lt;div class="post-header"&gt;  &lt;/div&gt;  &lt;a href="http://bp3.blogger.com/_H4IynG9484I/R45jlvT5EfI/AAAAAAAABVo/2onCii23AR8/s1600-h/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+6.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="http://bp3.blogger.com/_H4IynG9484I/R45jlvT5EfI/AAAAAAAABVo/2onCii23AR8/s400/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+6.jpg" alt="" id="BLOGGER_PHOTO_ID_5156168123392004594" border="0" /&gt;&lt;/a&gt;&lt;span style="font-style: italic;font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: justify; font-style: italic;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style=""&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;Πρό   τριετίας συνάντησα στό Πανεπιστήμιο ἕνα ἑλληνιστή Βέλγο φοιτητή πού   ἐνθουσιαζόταν κατανοῶντας τό βάθος λέξεων ὅπως ἡ ὠτοασπίδα ἤ ἡ   ὀδοντογλυφίδα. Χαμογελοῦσε ὅποτε ἔβλεπε πυγολαμπίδες, ἤ ἄκουγε «ζήτω»   γιά "χειρουργούς" καί "ταξίδια τοῦ μέλιτος". Γιά σκέψου, μοῦ ἔλεγε, πόσο   εὔστοχα οἱ ίδιες οἱ λέξεις σάς ὁρίζουν τίς ἐποχές: φθινόπωρο,   ἔαρ/ἄνοιξη, θέρος/καλοκαίρι… Κι ὅμως πολλοί ἀπό ἐμᾶς εἴμαστε   ἀνυποψίαστοι.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://bp1.blogger.com/_H4IynG9484I/R480r_T5EpI/AAAAAAAABW4/MCdyHoULN6U/s1600-h/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+3.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="http://bp1.blogger.com/_H4IynG9484I/R480r_T5EpI/AAAAAAAABW4/MCdyHoULN6U/s400/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+3.jpg" alt="" id="BLOGGER_PHOTO_ID_5156398028696392338" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify; color: rgb(0, 0, 102); font-style: italic;"&gt;  &lt;/div&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-style: italic; font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p class="MsoNormal" style="text-indent: 22.7pt; text-align: justify; color: rgb(0, 0, 102); font-style: italic;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style=""&gt;Εἶναι   γοητευτικό νά ὑποψιάζεται κανείς γιά τή διαρκῆ ροή τῆς γλώσσας μας,  τίς  ἀέναες ἀλλαγές σέ φωνητικό, μορφολογικό καί σημασιολογικό επίπεδο.  Τά  πρόβατα στόν Ἀριστοφάνη βέλαζαν  «βῆβῆ» » (ἀφοῦ τό η ήταν μακρό ε,  ὅπως  αντιστοίχως διέφερε τό ω-μέγα ἀπό τό ο-μικρόν), ἡ ἱστορία στήν  ἐποχή τοῦ  Περικλῆ κῖ ἀργότερα γραφόταν ΗΙΣΤΟΡΙΑ (λόγῳ δασείας, βλ.  History), ἐνῶ  «περίπτερο» ὀνόμαζαν εὔλογα τό ναό πού εἶχε ὁλόγυρα  κίονες… Ταυτόχρονα,  ὡς σήμερα μιλᾶμε γιά «σανδάλια», «Θεό», «σέλινο»,  «θάλασσα» καί θά  προκαλοῦσε ἴλιγγο ἡ συνειδητοποίηση πώς αὐτές οἱ  λέξεις ἀκούγονται καί  γράφονται ἤδη ἀπό τήν ἐποχή τῶν Μυκηναίων,  τοὐλάχιστον ἀπό τό 1200 π. Χ.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-indent: 22.7pt; text-align: justify; color: rgb(0, 0, 102); font-style: italic;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://bp3.blogger.com/_H4IynG9484I/R45i1vT5EdI/AAAAAAAABVY/VhyhWgc9rmI/s1600-h/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+4.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="http://bp3.blogger.com/_H4IynG9484I/R45i1vT5EdI/AAAAAAAABVY/VhyhWgc9rmI/s400/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+4.jpg" alt="" id="BLOGGER_PHOTO_ID_5156167298758283730" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:100%;"&gt;  &lt;span style="font-style: italic; font-size:130%;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;Μπορεῖ,   ἔπειτα, ἡ λέξη ναῦς νά ἀντικαταστάθηκε ἀπό τό πλοῖο, ἀλλά μᾶς   κληροδότησε ναύτη, ναυάγιο, ναύαρχο, Ναύπλιο, Ναυσικᾶ. Ὁμοίως ἡ θύρα   ἔγινε πόρτα, ἀλλά ὁ θυρωρός καί τό θυροτηλέφωνο, ἡ «θύρα 13» δέν   άλλαξαν. Ὁ ὑδροχόος δέν ἔγινε νεροχύτης, ἐνῶ ἡ θήρα ἔγινε κυνήγι μά   ἄφησε τά θηρία, τό θήραμα, τούς κάθε λογής προικοθῆρες, λεξιθῆρες,   λαθροθῆρες, βαθμοθῆρες καί ψηφοθῆρες. Τό ἀλέξω πού σήμαινε ἀποκρούω   ἀπεβίωσε νωρίς, ὅμως τό κουβαλοῦν ακόμα ὁ Ἀλέξανδρος, τό ἀλεξίσφαιρο   γιλέκο καί τό ἀλεξικέραυνο, ὁ μαχητικός ἀλέκτωρ καί τό ἀλεξίπτωτο ἐνῶ ὁ   πρόγονος νοῦς συνυπάρχει μεέ ὅλους τούς κατιόντες συγγενεῖς του,  ὀξύνοες  νουνεχεῖς ἀνθρώπους πού παρανοοῦν, κατανοοῦν, νουθετοῦν καί δέν   διανοοῦνται τά ὑπονοούμενα πού ἐννοοῦνται στή νοημοσύνη ἤ τήν ἄνοια.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://bp1.blogger.com/_H4IynG9484I/R480S_T5EnI/AAAAAAAABWo/kcBQWmp-Hi0/s1600-h/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+8.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 418px; height: 278px;" src="http://bp1.blogger.com/_H4IynG9484I/R480S_T5EnI/AAAAAAAABWo/kcBQWmp-Hi0/s400/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+8.jpg" alt="" id="BLOGGER_PHOTO_ID_5156397599199662706" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-style: italic; font-size:130%;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;br /&gt;Ἀντίστοιχα,   τή ῥίζα τοῦ τέμνω συναντοῦμε σέ λέξεις πού ἐκ πρώτης ὄψεως οὐδόλως   συγγενεύουν (διχοτόμος, ἔντομο, σύντομος, ῥυμοτομία). &lt;span style=""&gt;    &lt;/span&gt;&lt;/span&gt; &lt;span style="color: rgb(0, 0, 102);"&gt; &lt;/span&gt; &lt;span style="color: rgb(0, 0, 102);"&gt;   Δέν ξέρω πόσο κουβεντιάζοντας ἔχουμε συνείδηση πώς «συ-ζητᾶμε» τήν   ἀλήθεια ἤ ὅταν ἀποκαλοῦμε κάτι ἄψογο τό ἐννοοῦμε καί δέν τοῦ βρίσκουμε   ψεγάδι, δέν μπορεῖ κανείς νά τό ψέξει. Ὁμοίως, φαντάζομαι, θά ἤμασταν   πιό διστακτικοί νά λέμε πώς συγ-χωροῦμε καί&lt;span style=""&gt;  &lt;/span&gt;μετα-νοοῦμε,   ἄν ἤμαστε εἰλικρινεῖς. Πάντως, σήμερα πού τά παιδιά στό σχολεῖο   κατάλαβαν ὅτι «κόσμος» σημαίνει κόσμημα καί ἐτυμολογῶντας βρῆκαν τή   σχέση οἰκολογίας καί οἴκου, προβληματίστηκαν μήπως πρέπει νά ἀλλάξουμε   ὀρολογία.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;a href="http://bp2.blogger.com/_H4IynG9484I/R45lFfT5EgI/AAAAAAAABVw/_pZNBaFq4qQ/s1600-h/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+7.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="http://bp2.blogger.com/_H4IynG9484I/R45lFfT5EgI/AAAAAAAABVw/_pZNBaFq4qQ/s400/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+7.jpg" alt="" id="BLOGGER_PHOTO_ID_5156169768364478978" border="0" /&gt;&lt;/a&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;Πολύ   στενοχωριέμαι πού μελετῶντας τά παιδιά ἀρχαῖα ἤ μιλῶντας οἱ μεγάλοι  νέα  ἑλληνικά, δέν κατανοοῦμε τή συνέχεια τῆς γλώσσας. Κρίμα, γιατί  πολλά  μαργαριτάρια θά ἀποσοβοῦνταν, πολλές λέξεις δέν θά ἠχοῦσαν τόσο   ἀνοίκειες. Σκεφτεῖτε τήν «τροχοπέδη» καί συνδυάστε τήν μέ τίς   χειροπέδες, τό χέρι, τό εγχειρίδιο. Ἄν δέν καταλαβαίνετε τό «ἄχθος   ἀρούρης», ἀναρωτηθεῖτε τί κάνει ὁ ἀχθοφόρος καί ὁ ἀρουραῖος… Οἱ τύποι   «πληροῖ τούς ὄρους», «ἐξόφληση τοῖς μετρητοῖς», «Θεός φυλάξοι» «μήνυμα   ἐστάλη», «μνήσθητί μου, Κύριε», « σεσημασμένος - συνημμένος -   κατεψυγμένος» ἀπαντοῦν καί σήμερα ὡστόσο τά εἰς - όω συνηρημένα, ἡ   δοτική, ἡ εὐκτική, οἱ προστακτικές καί οἱ μετοχές του παθητικοῦ   παρακειμένου εἶναι κινέζικα - terra incognita για τούς περισσότερους.   Ἔπειτα, ἄν εἴχαμε κατανοήσει τό νόμο τῆς ἐκτάσεως ἐν συνθέσει τῶν   φωνηέντων δέν θά μπερδευόμασταν μέ τήν ὀρθογραφία λέξεων ὅπως: κυν-ηγώ,   ποδ-ήλατο, παν-ηγύρι, συν-ωμότης, ψευδ-ώνυμο, δι-ώροφο.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;a href="http://bp3.blogger.com/_H4IynG9484I/R45i7vT5EeI/AAAAAAAABVg/a3ctM-2iVHM/s1600-h/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+5.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="http://bp3.blogger.com/_H4IynG9484I/R45i7vT5EeI/AAAAAAAABVg/a3ctM-2iVHM/s400/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+5.jpg" alt="" id="BLOGGER_PHOTO_ID_5156167401837498850" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-style: italic; font-size:130%;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;br /&gt;Ἄν   καταλαβαίναμε τή λέξη ἡμίφωνο, θα ὑποψιαζόμασταν πώς τό ἴδιο ἰσχύει  καί  για τά σύνθετα με - ρ -, εἴτε ἀναφερόμαστε σέ ἀπό-ρρυπαντικά,   μετά-ρρυθμίσεις, δια-ρροές, ἀνθρώπους πού αἱμο-ρραγοῦν, κατά-ρρακώνονται   ἤ περνοῦν στό Ἀντί-ρριο.&lt;span style=""&gt;     &lt;/span&gt;&lt;/span&gt; &lt;span style="color: rgb(0, 0, 102);"&gt;   Ἔγραψα ἡμί-φωνο καί σκέφτηκα ἐκεῖνα τά προθήματα ὅπως τό «ἡμί-»   (=μισο-) ἤ τό «ἀμφί-» (ἀπό τή μια κι ἀπό τήν ἄλλη) ἀπό κοντά καί τά   ἐπιθήματα τύπου «-ίδιον» (υποκοριστικό) ἤ «-θέν» (=ἀπό).&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://bp0.blogger.com/_H4IynG9484I/R480cvT5EoI/AAAAAAAABWw/cnnI0TFzsgM/s1600-h/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+9.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="http://bp0.blogger.com/_H4IynG9484I/R480cvT5EoI/AAAAAAAABWw/cnnI0TFzsgM/s400/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+9.jpg" alt="" id="BLOGGER_PHOTO_ID_5156397766703387266" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-style: italic; font-size:130%;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;br /&gt;&lt;br /&gt;Πόσες   λέξεις δέν συνδέουν μέ ἀόρατους δεσμούς… ἡμίφως, ἡμίχρονο, ἡμισφαίριο,   ἡμιμάθεια, ἡμιανάπαυση, ἡμίθεος, ἡμίτονο, ἡμιτελής καί ἡμιπαλτο ἀπό τή   μια μαζί με τά ἀμφιλεγόμενος, ἀμφιταλαντεύομαι, ἀμφίπλευρος,  ἀμφιδέξιος,  ἀμφίδρομος, ἀμφίβιο, ἀμφιθαλής, ἀμφιθυμία, ἀμφιλύκη,  ἀμφορέας. Ἀπό τήν  ἄλλη, κατοικίδιο, χοιρίδιο, ἀκτινίδιο, (ο)φρύδι(ο),  (ο)φίδι(ο), ζώδιο,  σωματίδιο, ογκίδιο, ἀλλά καί ἀνέκαθεν, παλαιόθεν,  πόθεν ἔσχες,  παιδιόθεν, μετ' - ὄπισθέν, πανταχόθεν, ἑκατέρωθεν,  θύραθεν, ἄγγελος  πρωτοστάτης οὐρανόθεν ἐπέμφθη… &lt;span style=""&gt;        &lt;/span&gt;&lt;/span&gt; &lt;span style=""&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;   Ἠχοῦν περιττά ὅλα αὐτά; Σίγουρα εἶναι ἀνούσια ἄν προτιμοῦμε ἁπλῶς νά   ἐπιπλέουμε ἀνυποψίαστοι γιά τίς ὑποθαλάσσιες ὀμορφιές, ἄν ἡ φαντασία καί   ἡ παρατηρητικότητά μας ἔχουν ατονίσει καί τό λεξικό σκονίζεται στό   ῥάφι.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-style: italic; font-size:130%;"&gt;&lt;span style=""&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt; Θά ἐπανέλθουμε...&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-style: italic; font-size:130%;"&gt;&lt;span style=""&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="color: rgb(204, 102, 0);"&gt;Εἰρήνη Κ., &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-style: italic; color: rgb(204, 102, 0); font-size: 130%;"&gt;&lt;span style=""&gt;κατηχήτρια&lt;/span&gt;&lt;span style=""&gt;, κατασκηνώτρια,  καί τάχα μου (πλήν ὅμως μάχιμη) φιλόλογος.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(204, 102, 0); font-size: 130%;"&gt;&lt;span style=""&gt;πηγή:&lt;a href="http://trelogiannis.blogspot.com/2012/01/blog-post_2624.html"&gt; Τρελογιάννης&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-style: italic;  color: rgb(204, 102, 0);font-size:130%;"&gt;&lt;span style=""&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4215012508078751596-2922487652309260757?l=santorinischool.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/2922487652309260757/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_05.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/2922487652309260757'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/2922487652309260757'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_05.html' title='Ἐρανίζοντας εὐφάνταστες, εὐωδιαστές κι εὔγεστες λέξεις …'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://bp3.blogger.com/_H4IynG9484I/R45jlvT5EfI/AAAAAAAABVo/2onCii23AR8/s72-c/%CE%93%CE%9B%CE%A9%CE%A3%CE%A3%CE%91+6.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-2797144449288399742</id><published>2012-01-03T00:14:00.000-08:00</published><updated>2012-01-03T00:16:25.834-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='γονείς παιδιά'/><title type='text'>Είσαι γονιός και όχι δάσκαλος!!</title><content type='html'>&lt;div class="post-header"&gt;  &lt;/div&gt;  &lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-az9kzLtj3Q0/Ttwatuyq5oI/AAAAAAAABAk/0Mzll9dvcdI/s1600/homework.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://4.bp.blogspot.com/-az9kzLtj3Q0/Ttwatuyq5oI/AAAAAAAABAk/0Mzll9dvcdI/s320/homework.jpg" border="0" height="212" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;Συχνά οι γονείς αναρωτιούνται αν πρέπει να παρεμβαίνουν στις σχολικές &lt;/span&gt;&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_0" style="font-size: large;"&gt;υποχρεώ&lt;/span&gt;&lt;span style="font-size: large;"&gt;­σεις των παιδιών τους ή θα πρέπει να τα αφή­&lt;/span&gt;&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_1" style="font-size: large;"&gt;σουν&lt;/span&gt;&lt;span style="font-size: large;"&gt; να &lt;/span&gt;&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_2" style="font-size: large;"&gt;αυτενεργούν&lt;/span&gt;&lt;span style="font-size: large;"&gt;,  να γίνονται υπεύθυνα μέσα από τα λάθη τους και να περιορίζονται στο  ρόλο του γονέα και όχι του δασκάλου στο σπίτι; Και πόσες ώρες πρέπει να  διαβάζει σήμερα ένας μαθητής;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;Το πιο συχνό φαινόμενο στο σπίτι είναι οι γονείς να &lt;/span&gt;&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_3" style="font-size: large;"&gt;παρι&lt;/span&gt;­&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_4" style="font-size: large;"&gt;στάνουν&lt;/span&gt;&lt;span style="font-size: large;"&gt; τους δασκάλους, αγωνιούν, ελέγχουν, &lt;/span&gt;&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_5" style="font-size: large;"&gt;διορθώ&lt;/span&gt;&lt;span style="font-size: large;"&gt;­νουν,  θυμώνουν. Συχνά ξεχνούν ότι δεν φοιτούν εκείνοι στο σχολείο και λένε:  «Σήμερα είχαμε πολλά διαβάσματα και δεν προλάβαμε» ή «έχουμε τεστ  αύριο»... Δημιουργούν έτσι μια σχέση, που τους ταυτίζει με το παιδί  τους. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;a name="more"&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Μέσα απ' αυτή τη σχέση το παιδί παίρνει  το μήνυμα ότι το ίδιο είναι ανίκανο να τα καταφέρει μόνο του, ότι έχει  ανάγκη από το δεκανίκι του γονιού, για να είναι καλός μαθητής. Το μικρό  παιδί, αντί να ε­&lt;/span&gt;&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_6" style="font-size: large;"&gt;ξασκεί&lt;/span&gt;&lt;span style="font-size: large;"&gt; τις δικές του μαθησιακές δεξιότητες, &lt;/span&gt;&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_7" style="font-size: large;"&gt;μαθαί&lt;/span&gt;­&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_8" style="font-size: large;"&gt;νει&lt;/span&gt;&lt;span style="font-size: large;"&gt; να στηρίζεται στον ενήλικα.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #660000; font-size: large;"&gt;&lt;b&gt;Τι πρέπει να κάνει ο γονιός;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="color: #660000; font-size: large;"&gt;&lt;b&gt;*Να αποδέχεται το παιδί του με τις ικανότητες αλλά και με τις δυσκολίες του.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="color: #660000; font-size: large;"&gt;&lt;b&gt;*Να φροντίζει ο χώρος που διαβάζει το παιδί να είναι καθαρός και ήσυχος.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="color: #660000; font-size: large;"&gt;&lt;b&gt;*Να αφήνει το παιδί να ασχολείται με τις σχολικές του υποχρεώσεις και να επεμβαίνει μόνο όταν το παιδί &lt;span class="blsp-spelling-corrected" id="SPELLING_ERROR_9"&gt;δυσκολεύεται&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="color: #660000; font-size: large;"&gt;&lt;b&gt;*Να ελέγχει στο τέλος αν το παιδί έχει διαβάσει. &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="color: #660000; font-size: large;"&gt;&lt;b&gt;*Να έχει υπομονή, τα παιδιά δεν χρειάζονται στο σπίτι ένα &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_10"&gt;γονιό-δάσκαλο&lt;/span&gt;!!&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="color: #660000; font-size: large;"&gt;&lt;b&gt;*Να βάλει ένα καθημερινό ημερήσιο πρόγραμμα διαβάσματος και να το τηρούν μαζί με το &lt;span class="blsp-spelling-corrected" id="SPELLING_ERROR_11"&gt;παιδί&lt;/span&gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="color: #660000; font-size: large;"&gt;&lt;b&gt;*Να αφήνει το παιδί να έχει χρόνο για &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_12"&gt;παιχνίδι-είναι&lt;/span&gt; πραγματικά απαραίτητο καθημερινά!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/b&gt;πηγή: &lt;a href="http://paidagwgos.blogspot.com/2010/01/blog-post_09.html#more"&gt;Περί μαθησιακών δυσκολιών&lt;/a&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4215012508078751596-2797144449288399742?l=santorinischool.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/2797144449288399742/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_03.html#comment-form' title='1 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/2797144449288399742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/2797144449288399742'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_03.html' title='Είσαι γονιός και όχι δάσκαλος!!'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-az9kzLtj3Q0/Ttwatuyq5oI/AAAAAAAABAk/0Mzll9dvcdI/s72-c/homework.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-9170467367094446163</id><published>2012-01-02T23:50:00.000-08:00</published><updated>2012-01-02T23:52:46.411-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Κατασκευές'/><title type='text'>Αν θέλετε να μετράτε την θερμοκρασία στο μπαλκόνι σας...</title><content type='html'>&lt;h3 style="text-align: center;" class="post-title entry-title"&gt;&lt;a href="http://tinanantsou.blogspot.com/2011/12/blog-post_7983.html"&gt;Αυτοσχέδιο θερμόμετρο&lt;/a&gt;&lt;/h3&gt;&lt;br /&gt;&lt;br /&gt;&lt;table class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;" align="center" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt; &lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-b_MnxsPf7i0/TuuW9JjCWiI/AAAAAAAACgM/C4agkXXZtKs/s1600/DSC06046.JPG" style="margin-left: auto; margin-right: auto;"&gt;&lt;img src="http://2.bp.blogspot.com/-b_MnxsPf7i0/TuuW9JjCWiI/AAAAAAAACgM/C4agkXXZtKs/s320/DSC06046.JPG" border="0" height="320" width="240" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt; &lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Τοποθετούμε το θερμόμετρό μας στο μπαλκόνι για να μετρήσουμε την εξωτερική θερμοκρασία&lt;/td&gt;&lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt;&lt;b style="color: red;"&gt; Υλικά για το πείραμα&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;1 διαφανές γυάλινο μπουκάλι&lt;br /&gt;1 διαφανές καλαμάκι&lt;br /&gt;μελάνι&lt;br /&gt;πλαστελίνη&lt;br /&gt;νερό&lt;br /&gt;1 λεκάνη&lt;br /&gt;ζεστό νερό&lt;br /&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;b&gt;Βήματα&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;1.Βάζουμε μελάνι μέσα σε ένα γυάλινο μπουκάλι και το γεμίζουμε μέχρι  πάνω με νερό. Το νερό πρέπει να ξεχυλίζει από το στόμιο του μπουκαλιού.&lt;br /&gt;2. Κάνουμε μία χοντρή ροδέλα από πλαστελίνη και καλύπτουμε το πάνω μέρος από το καλαμάκι προσέχοντας να μην το βουλώσουμε.&lt;br /&gt;3. Τοποθετούμε το καλαμάκι μέσα στο μπουκάλι φροντίζοντας ώστε το  μεγαλύτερο μέρος του να προεξέχει από το μπουκάλι.  Καλύπτουμε το στόμιο  με την πλαστελίνη φτιάχνοντας ένα πώμα για το μπουκάλι με κεντρικό  άξονα το καλαμάκι.&lt;br /&gt;4. Πιέζουμε την πλαστελίνη προς τα μέσα ώστε να βγει νερό από το  μπουκάλι προς τα πάνω και να εμφανιστεί στο διαφανές καλαμάκι. Όταν η  στάθμη του νερού ανέβει περίπου στη μέση κλείνουμε το ελεύθερο άκρο από  το καλαμάκι με πλαστελίνη.&lt;br /&gt;Το θερμόμετρό μας είναι έτοιμο.&lt;br /&gt;5. Τοποθετούμε το αυτοσχέδιο θερμόμετρό μας μέσα σε ζεστό νερό. Τι  παρατηρούμε; Γιατί ανεβαίνει η στάθμη στο καλαμάκι; Τοποθετούμε το  θερμόμετρό μας σε κρύο νερό. Τι παρατηρούμε; Γιατί γίνεται αυτό;&lt;br /&gt;6. Μπορούμε να φτιάξουμε και μία κλίμακα θερμοκρασιών και να την  κολλήσουμε πάνω στο καλαμάκι ώστε να υπολογίζουμε στο περίπου την  θερμοκρασία του χώρου.&lt;br /&gt;&lt;table class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;" align="center" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt; &lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-OHBBJy7ApSo/TuuWqyXS7gI/AAAAAAAACgE/ESsq4k_gAn4/s1600/DSC06043.JPG" style="margin-left: auto; margin-right: auto;"&gt;&lt;img src="http://4.bp.blogspot.com/-OHBBJy7ApSo/TuuWqyXS7gI/AAAAAAAACgE/ESsq4k_gAn4/s320/DSC06043.JPG" border="0" height="320" width="240" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt; &lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Τοποθετούμε τα θερμόμετρά μας σε ζεστό νερό.&lt;/td&gt;&lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt;&lt;div style="color: red;"&gt;&lt;b&gt;και λίγη περισσότερη φυσική...&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;Το νερό μέσα στο μπουκάλι διαστέλλεται όταν θερμαίνεται και γιαυτό  ανεβαίνει η στάθμη του νερού μέσα στο καλαμάκι. Διαστολή είναι η αύξηση  του    μεγέθους ενός σώματος όταν θερμαίνεται. Διαστολή παθαίνουν όλα τα     σώματα, τα στερεά , τα υγρά και τα αέρια όταν θερμαίνονται.&lt;br /&gt;Συστολή είναι η μείωση του όγκου ενός σώματος λόγω  ψύξης. Όταν το  αυτοσχέδιο θερμόμετρο  τοποθετηθεί μέσα στο κρύο νερό συστέλλεται το  νερό και πέφτει η στάθμη του νερού μέσα στο καλαμάκι.&lt;br /&gt;Γενικά η διαστολή αφορά όλες τις διαστάσεις του σώματος, αλλά μπορεί η     αύξηση μιας ή δύο διαστάσεων να είναι αμελητέες. Έτσι, υπάρχουν τρία     είδη θερμικών διαστολών:&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;i&gt;Γραμμική διαστολή&lt;/i&gt;, η οποία παρατηρείται σε μακρόστενα αντικείμενα και στην οποία αυξάνεται το μήκος του αντικειμένου. Βρίσκει εφαρμογή σε &lt;a href="http://el.wikipedia.org/wiki/%CE%94%CE%B9%CE%BC%CE%B5%CF%84%CE%B1%CE%BB%CE%BB%CE%B9%CE%BA%CF%8C_%CE%AD%CE%BB%CE%B1%CF%83%CE%BC%CE%B1" title="Διμεταλλικό έλασμα"&gt;διμεταλλικά ελάσματα&lt;/a&gt;, &lt;a href="http://el.wikipedia.org/wiki/%CE%98%CE%B5%CF%81%CE%BC%CF%8C%CE%BC%CE%B5%CF%84%CF%81%CE%BF" title="Θερμόμετρο"&gt;θερμόμετρα&lt;/a&gt; και γενικά συσκευές που σχετίζονται με τη μηχανική και τη θερμοκρασία.&lt;/li&gt;&lt;li&gt;&lt;i&gt;Διαστολή εμβαδού&lt;/i&gt;, η οποία παρατηρείται σε επιφάνειες και στην οποία αυξάνεται το εμβαδόν του αντικειμένου.&lt;/li&gt;&lt;li&gt;&lt;i&gt;Διαστολή όγκου&lt;/i&gt;, όπου όλες οι διαστάσεις του αντικειμένου αυξάνονται σημαντικά.&lt;/li&gt;&lt;/ul&gt;Συνήθως τα δύο πρώτα είδη διαστολών αφορούν στερεά, ενώ το τρίτο     αφορά συνήθως στερεά, υγρά και αέρια. Ο λόγος είναι ότι τα υγρά και     αέρια ως &lt;a href="http://el.wikipedia.org/wiki/%CE%A1%CE%B5%CF%85%CF%83%CF%84%CF%8C" title="Ρευστό"&gt;ρευστά&lt;/a&gt; δεν έχουν σταθερό γραμμικό ή επίπεδο σχήμα.&lt;br /&gt;Διάρκεια πειράματος : 20 λεπτά&lt;br /&gt;Βαθμός δυσκολίας: 1/5&lt;br /&gt;Εφαρμογή : Φυσική Ε' Δημοτικού Θερμότητα Φυσική  Β' Γυμνασίου Θερμότητα&lt;br /&gt;Κείμενο- φωτογραφίες πειράματος : Τίνα Νάντσου&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ySSQ3GnimZE/Tuu03MC6c-I/AAAAAAAACgU/voK6nZymvng/s1600/cpan58l.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://4.bp.blogspot.com/-ySSQ3GnimZE/Tuu03MC6c-I/AAAAAAAACgU/voK6nZymvng/s320/cpan58l.jpg" border="0" height="320" width="264" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;πηγή: &lt;a href="http://tinanantsou.blogspot.com/2011/12/blog-post_7983.html"&gt;Πειράματα Φυσικής με απλά υλικά&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4215012508078751596-9170467367094446163?l=santorinischool.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/9170467367094446163/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_8635.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/9170467367094446163'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/9170467367094446163'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_8635.html' title='Αν θέλετε να μετράτε την θερμοκρασία στο μπαλκόνι σας...'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-b_MnxsPf7i0/TuuW9JjCWiI/AAAAAAAACgM/C4agkXXZtKs/s72-c/DSC06046.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-6125605696253516185</id><published>2012-01-02T23:21:00.000-08:00</published><updated>2012-01-02T23:26:14.482-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Aφιέρωματα  στην Παναγία'/><title type='text'>Τα δάκρυα της Παναγίας στο Κελλί Μαρουδά</title><content type='html'>&lt;div class="post-header"&gt;  &lt;/div&gt;  &lt;div class="post-header"&gt;  &lt;/div&gt; &lt;div class="post-body entry-content" id="post-body-4398541719579360212"&gt; &lt;div style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-d6qfc0GTaZ0/TwDWFq7pIaI/AAAAAAAAFn0/M8vwhSOf6Ik/s1600/02.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 359px;" src="http://2.bp.blogspot.com/-d6qfc0GTaZ0/TwDWFq7pIaI/AAAAAAAAFn0/M8vwhSOf6Ik/s400/02.jpg" alt="" id="BLOGGER_PHOTO_ID_5692785321908445602" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div  style="text-align: justify; font-family:verdana;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;Το βασικό εργόχειρο των μοναχών στο Ιερό Χιλιανδαρινό Κελλί Γέννησης της Θεοτόκου, &lt;a style="color: rgb(204, 51, 204); font-weight: bold;" href="http://agioritikesmnimes.blogspot.com/2011/11/000.html"&gt;Μαρουδά&lt;/a&gt;&lt;span style="color: rgb(204, 51, 204);"&gt;,&lt;/span&gt; είναι η κατασκευή του αγιορείτικου κομπολογιού «Δάκρυα της Παναγίας».&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-sNH7V9kbwaQ/TwG6y3F1yXI/AAAAAAAAFoA/5UCoTFxDFmc/s1600/PC179766.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-sNH7V9kbwaQ/TwG6y3F1yXI/AAAAAAAAFoA/5UCoTFxDFmc/s400/PC179766.JPG" alt="" id="BLOGGER_PHOTO_ID_5693036786917689714" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;Η παράδοση αναφέρει πως το φυτό αυτό φύτρωσε κάτω από τον σταυρό του Χριστού από τα δάκρυα της Παναγίας, που έπεφταν στη γη.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/-y1eAFR7kJns/TwDOgYvylrI/AAAAAAAAFnQ/F1diz5wknrg/s1600/01.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 385px; height: 400px;" src="http://2.bp.blogspot.com/-y1eAFR7kJns/TwDOgYvylrI/AAAAAAAAFnQ/F1diz5wknrg/s400/01.jpg" alt="" id="BLOGGER_PHOTO_ID_5692776984790341298" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;Κάποτε   ένας Μοναχός καθόταν περίλυπος επειδή δεν μπορούσε να μάθει να πλέκει   κομποσχοίνι. Τότε του παρουσιάστηκε η Παναγία και τον ρώτησε: «γιατί   είσαι περίλυπος;» Της απεκρίθη: «Δεν μπορώ να μάθω να πλέκω   κομποσχοίνι». Τότε η Παναγία του έδωσε αυτούς τους σπόρους και του είπε:   «Πάρε τα δάκρυά μου, καλλιέργησέ τα και κάνε κομπολόγια προσευχής και   λέγε:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;Κύριε Ιησού Χριστέ ελέησόν με. Υπεραγία Θεοτόκε σώσον ημάς.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-AsA33ZKsH_4/TwHT6AqwkZI/AAAAAAAAFps/1fMXlYBq6o0/s1600/P8018332.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-AsA33ZKsH_4/TwHT6AqwkZI/AAAAAAAAFps/1fMXlYBq6o0/s400/P8018332.JPG" alt="" id="BLOGGER_PHOTO_ID_5693064397538234770" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;Ο Γεράσιμος Σμυρνάκης στο βιβλίο του το &lt;/span&gt;&lt;/span&gt;&lt;span style=" ;font-size:78%;color:black;"  &gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;em style="color: rgb(51, 51, 255); font-family: verdana;"&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(51, 51, 255); font-family: verdana;font-family:verdana;font-size:100%;"  &gt;&lt;em style="font-weight: bold;"&gt;&lt;/em&gt;&lt;/span&gt;&lt;span style="font-weight: bold; color: rgb(204, 51, 204);font-size:100%;" &gt;&lt;span style="font-family:verdana;font-size:100%;"&gt;&lt;span style="color: rgb(51, 51, 255);font-size:78%;" &gt;&lt;em&gt;&lt;a href="http://agioritikesmnimes.blogspot.com/2011/10/9.html"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;span style="font-size:100%;"&gt;Τ&lt;/span&gt;&lt;span style="font-size:100%;"&gt;Ο ΑΓΙΟΝ ΟΡΟΣ&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;em&gt;&lt;span style="color:black;"&gt; &lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;(1903), δίνει την παρακάτω περιγραφή:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;«Ενταύθα   καλλιεργείται και το καλαμώδες φυτόν, εκ των ασταχύων του οποίου   εξάγονται από του μηνός Ιουλίου μέχρις Οκτωβρίου κόκκοι σκληροί και   φαιόχροοι, καλούμενοι εν τω Αγίω Όρει «Δάκρυα της Παναγίας», και του   οποίου η καλλιέργεια, αναπτυσσομένου και μέχρι μέτρου, απαιτεί μάλλον   τελματώδη μέρη ήτοι αφθονούντα υδάτων.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-0F9qvxrbty4/TwHD_C2mpeI/AAAAAAAAFoM/RwWietv5xMs/s1600/03.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://2.bp.blogspot.com/-0F9qvxrbty4/TwHD_C2mpeI/AAAAAAAAFoM/RwWietv5xMs/s400/03.jpg" alt="" id="BLOGGER_PHOTO_ID_5693046891838088674" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div  style="text-align: justify; font-family:verdana;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;font-size:100%;"&gt;Εκάστης   δε οκάδος των ανωτέρω κόκκων η αξία ανέρχεται εις γρόσια 10-25.  Τούτους  οι διάφοροι μοναχοί αγοράζοντες, κατασκευάζουσι κομβολόγια,  συνδέοντες  δια σύρματος, όπερ διαπερώσι δια των φύσει υπαρχουσών  διατρήσεων αυτών.&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-E3TW_9WiPuc/TwHEXEQmghI/AAAAAAAAFoY/d2HuDsn2LRs/s1600/04.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://2.bp.blogspot.com/-E3TW_9WiPuc/TwHEXEQmghI/AAAAAAAAFoY/d2HuDsn2LRs/s400/04.JPG" alt="" id="BLOGGER_PHOTO_ID_5693047304532427282" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;Απεκλήθησαν   δε Δάκρυα της Παναγίας, ως λέγεται, υπό των ησυχαστών, διότι αύτη   εμφανισθείσα εις τον εν τη καλύβη του Αγίου Παντελεήμονος διαμένοντα   Γέροντα υπέδειξεν αυτώ την καλλιέργειαν του φυτού τούτου προς πόρον   ζωής, καθ' ον χρόνον ηδημόνει δακρύων, μη δυνάμενος ένεκα του γήρως να   προσπορίζηται τα προς ζωάρκειαν αυτού.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;Εν τη βοτανική καλείται το ρηθέν φυτόν &lt;span style="font-style: italic;"&gt;Coix Lacryma L.&lt;/span&gt;»&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;Στο   κελλί Μαρουδά η σπορά του φυτού γίνεται στα τέλη της άνοιξης, με τη   συγκομιδή των σπόρων ν’ αρχίζει το πρώτο δεκαήμερο του Οκτωβρίου.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;Ακολουθούν φωτογραφίες από διαφορετικές φάσεις ανάπτυξης του φυτού, στο ίδιο χωράφι, κατά τη διάρκεια του 2011.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-NzpmRcJkukI/TwHGBNKmNPI/AAAAAAAAFpI/kvwVFIsZEsg/s1600/06.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://2.bp.blogspot.com/-NzpmRcJkukI/TwHGBNKmNPI/AAAAAAAAFpI/kvwVFIsZEsg/s400/06.JPG" alt="" id="BLOGGER_PHOTO_ID_5693049127989294322" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-JfA6LeSoNmE/TwHF7DWCMBI/AAAAAAAAFo8/YgJPs452WZI/s1600/08.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://2.bp.blogspot.com/-JfA6LeSoNmE/TwHF7DWCMBI/AAAAAAAAFo8/YgJPs452WZI/s400/08.JPG" alt="" id="BLOGGER_PHOTO_ID_5693049022273695762" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-BtUzsVkqtS8/TwHFz6sKFJI/AAAAAAAAFow/qVSof2OaVsM/s1600/09.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://1.bp.blogspot.com/-BtUzsVkqtS8/TwHFz6sKFJI/AAAAAAAAFow/qVSof2OaVsM/s400/09.JPG" alt="" id="BLOGGER_PHOTO_ID_5693048899691484306" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://1.bp.blogspot.com/-6Xymi4YnmkU/TwHFsug7b9I/AAAAAAAAFok/s9YZyG22jqg/s1600/12.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://1.bp.blogspot.com/-6Xymi4YnmkU/TwHFsug7b9I/AAAAAAAAFok/s9YZyG22jqg/s400/12.JPG" alt="" id="BLOGGER_PHOTO_ID_5693048776164077522" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.........&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:verdana;"&gt;Αναπαράσταση της εμφάνισης της Παναγίας στον Μοναχό, σε δωμάτιο του ξενώνα, από τον Μητροφάνη:  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-GujgG_zjOZI/TwHNo_PR6yI/AAAAAAAAFpg/wEF3-k0_c5w/s1600/14.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-GujgG_zjOZI/TwHNo_PR6yI/AAAAAAAAFpg/wEF3-k0_c5w/s400/14.JPG" alt="" id="BLOGGER_PHOTO_ID_5693057508027001634" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-zIpTgIbQRC0/TwHNkcXcbOI/AAAAAAAAFpU/NB6pCbs--50/s1600/15.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://1.bp.blogspot.com/-zIpTgIbQRC0/TwHNkcXcbOI/AAAAAAAAFpU/NB6pCbs--50/s400/15.JPG" alt="" id="BLOGGER_PHOTO_ID_5693057429946526946" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-style: italic;"&gt;φωτογραφίες:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;a href="http://4.bp.blogspot.com/-LejJFnVK7B0/TwHaL2eFtZI/AAAAAAAAFqE/Yscr9BCNTwQ/s1600/0.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-LejJFnVK7B0/TwHaL2eFtZI/AAAAAAAAFqE/Yscr9BCNTwQ/s400/0.JPG" alt="" id="BLOGGER_PHOTO_ID_5693071301108151698" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/--WJsgElAG8o/TwHaHizuHPI/AAAAAAAAFp4/r2_uLaozTJk/s1600/00.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 338px; height: 400px;" src="http://4.bp.blogspot.com/--WJsgElAG8o/TwHaHizuHPI/AAAAAAAAFp4/r2_uLaozTJk/s400/00.JPG" alt="" id="BLOGGER_PHOTO_ID_5693071227110694130" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-WyAojvLzhfc/Tu9tymEsj5I/AAAAAAAAE_s/AblL-IBXs6E/s1600/08.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-WyAojvLzhfc/Tu9tymEsj5I/AAAAAAAAE_s/AblL-IBXs6E/s400/08.JPG" alt="" id="BLOGGER_PHOTO_ID_5687885570373357458" border="0" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-m80FALzGiZY/TwHdrrvBVZI/AAAAAAAAFqc/bznujsdMEjc/s1600/10.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 310px;" src="http://3.bp.blogspot.com/-m80FALzGiZY/TwHdrrvBVZI/AAAAAAAAFqc/bznujsdMEjc/s400/10.JPG" alt="" id="BLOGGER_PHOTO_ID_5693075146517075346" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-R-xawws975M/TwHdnIKGqUI/AAAAAAAAFqQ/JfIw6GzaZ0g/s1600/11.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://2.bp.blogspot.com/-R-xawws975M/TwHdnIKGqUI/AAAAAAAAFqQ/JfIw6GzaZ0g/s400/11.JPG" alt="" id="BLOGGER_PHOTO_ID_5693075068247517506" border="0" /&gt;&lt;/a&gt;&lt;span style="color: rgb(255, 204, 153);font-size:78%;" &gt;.&lt;br /&gt;.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/0saO5TNGfvU" allowfullscreen="" frameborder="0" height="480" width="640"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;πηγή: &lt;a href="http://trelogiannis.blogspot.com/2012/01/blog-post_2256.html"&gt;Τρελογιάννης&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4215012508078751596-6125605696253516185?l=santorinischool.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/6125605696253516185/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_02.html#comment-form' title='1 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/6125605696253516185'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/6125605696253516185'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post_02.html' title='Τα δάκρυα της Παναγίας στο Κελλί Μαρουδά'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-d6qfc0GTaZ0/TwDWFq7pIaI/AAAAAAAAFn0/M8vwhSOf6Ik/s72-c/02.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-3643156546834636046</id><published>2012-01-02T06:59:00.000-08:00</published><updated>2012-01-02T07:00:14.023-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Τραγουδιστό βίντεο'/><title type='text'>Το κορίτσι με τα σπίρτα - Χάρης &amp; Πάνος Κατσιμίχα</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;iframe src="http://www.youtube.com/embed/LbmvIOeZkkU" allowfullscreen="" frameborder="0" height="360" width="480"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4215012508078751596-3643156546834636046?l=santorinischool.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/3643156546834636046/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/3643156546834636046'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/3643156546834636046'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/2012/01/blog-post.html' title='Το κορίτσι με τα σπίρτα - Χάρης &amp; Πάνος Κατσιμίχα'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/LbmvIOeZkkU/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-3991035043915977707</id><published>2011-12-30T06:22:00.000-08:00</published><updated>2011-12-30T06:30:56.829-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ευχές'/><title type='text'>Το 2011 φεύγει....το 2012 έρχεται!!!!!!!!!!!!</title><content type='html'>&lt;div class="post-header"&gt;  &lt;/div&gt;    Το 2011 φεύγει.....και αφήνει πίσω του πίκρα και ανησυχία για το μέλλον...&lt;br /&gt;Εύχομαι να πάρει μαζί του φεύγοντας εικόνες που έρχονται στο νου και προκαλούν θλίψη...&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcRu5Lp6byWn1PfaaoM5rVr_HvWJdp5A3NMB__hh6V1rLPGsA8qC" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://t2.gstatic.com/images?q=tbn:ANd9GcRu5Lp6byWn1PfaaoM5rVr_HvWJdp5A3NMB__hh6V1rLPGsA8qC" border="0" height="139" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Άνεργοι σε ουρές.....για ένα μικρό επίδομα,&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://1.bp.blogspot.com/-iJEcT05o7uw/Tvzm3CB4A-I/AAAAAAAACWw/S4F4gEE6wgI/s1600/images.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img src="http://1.bp.blogspot.com/-iJEcT05o7uw/Tvzm3CB4A-I/AAAAAAAACWw/S4F4gEE6wgI/s1600/images.jpg" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Κινητοποιήσεις εργαζομένων για τα άδικα οικονομικά μέτρα, για τις απολύσεις, και την οικονομική αφαίμαξη των εσόδων τους ...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcSIIHDXcOGxaOcDHvgiRtZD94XCSmOqXu42G6bCYTOfT3QyN82F2VUF6Sru9Q" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://t2.gstatic.com/images?q=tbn:ANd9GcSIIHDXcOGxaOcDHvgiRtZD94XCSmOqXu42G6bCYTOfT3QyN82F2VUF6Sru9Q" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Εύχομαι φεύγοντας να πάρει μαζί του και την πίκρα που μας έδωσε η είσοδος της χώρας στην ''αγκαλιά'' του ΔΝΤ!!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://www.inprecor.gr/wp-content/uploads/2011/04/%CF%8D%CF%86%CE%B5%CF%83%CE%B7_%CF%83%CE%BA%CE%AF%CF%84%CF%83%CE%BF_020411.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img src="http://www.inprecor.gr/wp-content/uploads/2011/04/%CF%8D%CF%86%CE%B5%CF%83%CE%B7_%CF%83%CE%BA%CE%AF%CF%84%CF%83%CE%BF_020411.jpg" border="0" height="200" width="158" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ας πάρει και την ύφεση που έφερε στη χώρα το μεγάλο της έλλειμμα και τα παράλογα μέτρα της Τρόικας!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://cdn.news247.gr/incoming/article1416158.ece/ALTERNATES/w620/euro-crisis1.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://cdn.news247.gr/incoming/article1416158.ece/ALTERNATES/w620/euro-crisis1.jpg" border="0" height="123" width="200" /&gt;&lt;/a&gt;&lt;/div&gt; Ας πάρει μαζί του, τις διχογνωμίες για τις συνέπειες μιας πιθανής   εξόδου της χώρας μας από το ευρώ!!!&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcS0hEfropf-mJaMp0F-EL8JTd9J7ppOXT2lj-CKvctbxb2VVuUzWg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img src="http://t2.gstatic.com/images?q=tbn:ANd9GcS0hEfropf-mJaMp0F-EL8JTd9J7ppOXT2lj-CKvctbxb2VVuUzWg" border="0" height="109" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Φεύγει το 2011, αφήνοντας όλο και περισσότερους συμπολίτες μας στην  ανάγκη των συσσιτίων...και της αλληλεγγύης των οργανώσεων και φορέων!!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcRIKHHSU-WY3bHy78KFtvsiFgCCa8yROmRLSFvnq0dnKLC9Ndy9RQ" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img src="http://t2.gstatic.com/images?q=tbn:ANd9GcRIKHHSU-WY3bHy78KFtvsiFgCCa8yROmRLSFvnq0dnKLC9Ndy9RQ" border="0" height="149" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Αφήνει και τόσο κόσμο.....άστεγο!!!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center; color: rgb(0, 153, 0);"&gt;&lt;span style="font-size:180%;"&gt;Ο νέος χρόνος λένε, θα είναι ακόμη πιο σκληρός............&lt;br /&gt;&lt;br /&gt;Ας μην πιστέψουμε κανένα....&lt;br /&gt;&lt;br /&gt;Καλή χρονιά εύχομαι....&lt;br /&gt;&lt;br /&gt;Με περισσότερο Χριστό...&lt;br /&gt;&lt;br /&gt;Γιατί Αυτός λείπει...&lt;br /&gt;&lt;br /&gt;Γιατί Αυτός φωτίζει...&lt;br /&gt;&lt;br /&gt;Γιατί Αυτός τα πάντα...&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4215012508078751596-3991035043915977707?l=santorinischool.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/3991035043915977707/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://santorinischool.blogspot.com/2011/12/2011-2012.html#comment-form' title='2 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/3991035043915977707'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/3991035043915977707'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/2011/12/2011-2012.html' title='Το 2011 φεύγει....το 2012 έρχεται!!!!!!!!!!!!'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-iJEcT05o7uw/Tvzm3CB4A-I/AAAAAAAACWw/S4F4gEE6wgI/s72-c/images.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-7537868302506230765</id><published>2011-12-30T06:10:00.000-08:00</published><updated>2011-12-30T06:15:50.862-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Λόγος για τον Θεό'/><title type='text'>Λίγα λόγια ποίησης αντί ευχών</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;b&gt;Η γέννηση&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt; Έν'άλλο βράδυ τον άκουσα να κλαίει δίπλα. Χτύπησα την πόρτα και μπήκα.  Μου΄δειξε πάνω στο κομοδίνο ένα μικρό ξύλινο σταυρό. ''Είδες, μου λέει -  γεννήθηκε η ευσπλαχνία.'' Έσκυψα τότε το κεφάλι κι έκλαψα κι εγώ, γιατί  θα περνούσαν αιώνες και αιώνες και δε θα'χαμε να πούμε τίποτε ωραιότερο  απ'αυτό.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;πηγή:&lt;a href="http://apostagmatakardias.blogspot.com/2011/12/blog-post_25.html"&gt; Αποστάγματα καρδιάς&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4215012508078751596-7537868302506230765?l=santorinischool.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://santorinischool.blogspot.com/feeds/7537868302506230765/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://santorinischool.blogspot.com/2011/12/blog-post_8712.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/7537868302506230765'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4215012508078751596/posts/default/7537868302506230765'/><link rel='alternate' type='text/html' href='http://santorinischool.blogspot.com/2011/12/blog-post_8712.html' title='Λίγα λόγια ποίησης αντί ευχών'/><author><name>Σαντορινιό σχολείο</name><uri>http://www.blogger.com/profile/09043257565487684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://2.bp.blogspot.com/_5_pPJ8R3eO8/Sqj9-9LA8II/AAAAAAAAAAw/G1S4aZKOZoY/S220/220.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4215012508078751596.post-3520114173011837988</id><published>2011-12-30T05:45:00.000-08:00</published><updated>2011-12-30T06:00:32.553-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Κατασκευές'/><title type='text'>Χιονόμπαλες</title><content type='html'>Παίρνουμε ένα γυάλινο βάζο και κολλάμε στο εσωτερικό τμήμα από το καπάκι του ένα στολιδάκι  Έπειτα γεμίζουμε το βάζο με νερό, ρίχνουμε χρυσόσκονη  και κλείνουμε ερμητικά το βάζο με λίγη ζεστή σιλικόνη.&lt;br /&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;Συμβουλή:&lt;/span&gt; Μία σταγόνα  baby oil θα κάνει τη χρυσόσκονη να πέφτει πιο αργά και  εντυπωσιακά....αλλά μόνο μία, γιατί αν σας πέσει περισσότερο το νερό θα  θολώσει και η χρυσόσκονη θα κολλήσει όλη πάνω στη φιγούρα...&lt;br /&gt;Στη συνέχεια στολίζουμε το ίδιο το βάζο,  στην εξωτερική του μεριά.....&lt;br /&gt;Το γυαλί του βάζου δίνει άλλη διάσταση στη  φιγούρα κι έτσι με απλά υλικά φτιάχνουμε ένα όμορφο διακοσμητικό!!!&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img 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
