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	<title>Νεανικός Παλμός του 1ου ΓΕΛ ΜεγάρωνΝεανικός Παλμός του 1ου ΓΕΛ Μεγάρων</title>
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		<title>Στο πλαίσιο του ευρωπαϊκού προγράμματος VR4 Empathy. Για περισσότερες πληροφοριές δείτε ΕΔΩ</title>
		<link>https://schoolpress.sch.gr/neanikospalmos/archives/175</link>
		<comments>https://schoolpress.sch.gr/neanikospalmos/archives/175#comments</comments>
		<pubDate>Thu, 21 May 2026 20:05:07 +0000</pubDate>
		<dc:creator>1ο ΕΝΙΑΙΟ ΛΥΚΕΙΟ ΜΕΓΑΡΩΝ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

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		<description><![CDATA[Τα άρθρα αυτού του θεματικού τεύχους αφορούν στην έννοια της Τέχνης, ένα αντικείμενο μελέτης και ένας χώρος δημιουργίας που έχει σχεδόν «εξοριστεί» από τα Γενικά Λύκεια εδώ και αρκετά χρόνια. Πιο συγκεκριμένα πρόκειται για μαθητικά <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/neanikospalmos/archives/175" title="Στο πλαίσιο του ευρωπαϊκού προγράμματος VR4 Empathy. Για περισσότερες πληροφοριές δείτε ΕΔΩ">....</a>]]></description>
				<content:encoded><![CDATA[<p>Τα άρθρα αυτού του θεματικού τεύχους αφορούν στην έννοια της Τέχνης, ένα αντικείμενο μελέτης και ένας χώρος δημιουργίας που έχει σχεδόν «εξοριστεί» από τα Γενικά Λύκεια εδώ και αρκετά χρόνια.</p>
<p>Πιο συγκεκριμένα πρόκειται για μαθητικά κείμενα που παράχθηκαν με αφορμή την εμπειρία της εικονικής πραγματικότητας (ένα από τα διδακτικά σενάρια / θέματα επεξεργασίας σχετιζόταν με την Τέχνη), στο πλαίσιο του προγράμματος VR4Empathy*  του πραγματοποίησε το σχολείο μας κατά την σχολική χρονιά 2025-2026 και ενσωματώθηκε στα μαθήματα των Νέων Ελληνικών, της Φιλοσοφίας και της Πληροφορικής.</p>
<p>* Το καινοτόμο πρόγραμμα VR4Empathy είναι ένα ευρωπαϊκό εκπαιδευτικό έργο που χρηματοδοτείται από το πρόγραμμα Erasmus+, εφαρμόζεται πρώτη χρονιά στα σχολεία και θέτει ως στόχο την αξιοποίηση της Εικονικής Πραγματικότητας (Virtual Reality – VR) για την καλλιέργεια της γνωστικής ενσυναίσθησης και των δεξιοτήτων των μαθητών.</p>
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" 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<p><img class="aligncenter" alt="" 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" /></p>
]]></content:encoded>
			<wfw:commentRss>https://schoolpress.sch.gr/neanikospalmos/archives/175/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[5ο Τεύχος - Θεματικό Τεύχος - Έννοια της Τέχνης]]></series:name>
	</item>
		<item>
		<title>Η ατομική ελευθερία στην Τέχνη</title>
		<link>https://schoolpress.sch.gr/neanikospalmos/archives/177</link>
		<comments>https://schoolpress.sch.gr/neanikospalmos/archives/177#comments</comments>
		<pubDate>Thu, 21 May 2026 20:05:06 +0000</pubDate>
		<dc:creator>1ο ΕΝΙΑΙΟ ΛΥΚΕΙΟ ΜΕΓΑΡΩΝ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/neanikospalmos/?p=177</guid>
		<description><![CDATA[Η ατομική ελευθερία που ενυπάρχει στην τέχνη δίνει την δυνατότητα στον άνθρωπο να εκφράζεται χωρίς όρια και χωρίς να τον επηρεάζουν  άλλοι. Με την τέχνη, ο άνθρωπος έχει πολλές ευκαιρίες να εκφραστεί. Μέσω αυτής, ο <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/neanikospalmos/archives/177" title="Η ατομική ελευθερία στην Τέχνη">....</a>]]></description>
				<content:encoded><![CDATA[<p>Η ατομική ελευθερία που ενυπάρχει στην τέχνη δίνει την δυνατότητα στον άνθρωπο να εκφράζεται χωρίς όρια και χωρίς να τον επηρεάζουν  άλλοι.</p>
<p>Με την τέχνη, ο άνθρωπος έχει πολλές ευκαιρίες να εκφραστεί. Μέσω αυτής, ο καλλιτέχνης διαμορφώνει την προσωπικότητά του, επιλέγει με βάση τα δικά του ενδιαφέροντα να  «σχεδιάσει» και να δημιουργήσει κάτι από το μηδέν. Δεν χρειάζεται να ακολουθεί κανόνες και να υποχρεώνεται σε / από κανέναν. Ο καλλιτέχνης δεν πρέπει να επηρεάζεται από τους γύρω του για το πώς μπορεί να αντιδράσουν με τη δημιουργία του έργου του. Επίσης, δεν τον περιορίζουν άλλοι στα όρια του εαυτού του – και, άρα, του έργου του. Αν ο ίδιος ο δημιουργός παραμένει ουδέτερος και «όρθιος στο ανάστημά του», η τέχνη παραμένει έντονα «αληθινή». Δεν θα του «αλλοιώνει» κανείς την τέχνη του, γιατί έχει την δική του «πινελιά», που κάνει το έργο του μοναδικό.</p>
<p>Η ατομική ελευθερία στην τέχνη, πέρα από το επίπεδο του καλλιτέχνη, είναι ένας τρόπος που οι δέκτες (το κοινό) ωθούνται να εκφράζονται και αυτοί ελεύθερα, να ταυτίζονται με τα έργα και να προωθούν μέσω αυτών διάφορες εμπειρίες τους. Εξάλλου, η τέχνη και το όνειρο είναι, ίσως, σήμερα τα μόνα πεδία ελευθερίας που κανείς δεν μπορεί να μας στερήσει!</p>
<p align="right">  <em>Από τη μαθήτρια Χατζή Ειρήνη του τμήματος  Β΄4</em></p>
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		<series:name><![CDATA[5ο Τεύχος - Θεματικό Τεύχος - Έννοια της Τέχνης]]></series:name>
	</item>
		<item>
		<title>Ελευθερία και Τέχνη</title>
		<link>https://schoolpress.sch.gr/neanikospalmos/archives/178</link>
		<comments>https://schoolpress.sch.gr/neanikospalmos/archives/178#comments</comments>
		<pubDate>Thu, 21 May 2026 20:05:05 +0000</pubDate>
		<dc:creator>1ο ΕΝΙΑΙΟ ΛΥΚΕΙΟ ΜΕΓΑΡΩΝ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

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		<description><![CDATA[Η σχέση ανάμεσα στην ελευθερία και την τέχνη αποτελεί για εμένα ένα από τα πιο ενδιαφέροντα θέματα της Φιλοσοφίας. Η ελευθερία ως έννοια βασίζεται στην ικανότητα του ανθρώπου να σκέφτεται, να εκφράζεται και να δρα <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/neanikospalmos/archives/178" title="Ελευθερία και Τέχνη">....</a>]]></description>
				<content:encoded><![CDATA[<p>Η σχέση ανάμεσα στην ελευθερία και την τέχνη αποτελεί για εμένα ένα από τα πιο ενδιαφέροντα θέματα της Φιλοσοφίας. Η ελευθερία ως έννοια βασίζεται στην ικανότητα του ανθρώπου να σκέφτεται, να εκφράζεται και να δρα όπως επιθυμεί, χωρίς περιορισμούς. Από την άλλη πλευρά, η τέχνη είναι ένας από τους βασικούς τρόπους έκφρασης αυτής της ελευθερίας του ανθρώπου.</p>
<p>Αρχικά, μέσα από την τέχνη ο άνθρωπος εκφράζει συναισθήματα, σκέψεις και ιδέες. Ο καλλιτέχνης μέσα από κάθε μορφή τέχνης (όπως η μουσική, η ζωγραφική, το θέατρο ή η λογοτεχνία) μπορεί να δημιουργήσει χωρίς εξωτερικές πιέσεις. Ωστόσο, η ελευθερία στην τέχνη δεν είναι πάντοτε δεδομένη. Υπάρχουν πολλοί παράγοντες, όπως πολιτικοί, κοινωνικοί ή ηθικοί που περιορίζουν και επηρεάζουν το έργο του κάθε καλλιτέχνη. Δεν είναι λίγες οι περιπτώσεις λογοκρισίας* στην Ιστορία της Τέχνης, σε κάθε περίπτωση όμως, η Τέχνη έχει αποτελέσει μέσο αντίστασης και διεκδίκησης της ελευθερίας ακόμα και στους πιο «χαλεπούς καιρούς».  Η Τέχνη, εξάλλου, έχει σκοπό να ενισχύσει την ελευθερία του ατόμου, ειδικά όταν αυτή απειλείται.</p>
<p>Συμπερασματικά, η ελευθερία και η Τέχνη είναι άρρηκτα συνδεδεμένες – είναι αλληλένδετες, σε μία σχέση διαλεκτική: δεν υπάρχει ελευθερία χωρίς Τέχνη και Τέχνη χωρίς ελευθερία. Η Τέχνη είναι ο κατεξοχήν χώρος της ελευθερίας, το «σπίτι» της. Χωρίς ελευθερία, η Τέχνη χάνει την αυθεντικότητά της και χωρίς την Τέχνη η ελευθερία στερείται έναν από τους πιο δυναμικούς τρόπους έκφρασής της.</p>
<p>*   <i>ο έλεγχος που ασκείται από κάποια εξουσία στις διάφορες εκφάνσεις του λόγου, η φίμωση του λόγου</i></p>
<p align="right"><em>Από τη μαθήτρια Αμαλία Μπέη, του τμήματος Β’3</em></p>
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		<series:name><![CDATA[5ο Τεύχος - Θεματικό Τεύχος - Έννοια της Τέχνης]]></series:name>
	</item>
		<item>
		<title>Η αυτοθυσία του καλλιτέχνη</title>
		<link>https://schoolpress.sch.gr/neanikospalmos/archives/179</link>
		<comments>https://schoolpress.sch.gr/neanikospalmos/archives/179#comments</comments>
		<pubDate>Thu, 21 May 2026 20:05:04 +0000</pubDate>
		<dc:creator>1ο ΕΝΙΑΙΟ ΛΥΚΕΙΟ ΜΕΓΑΡΩΝ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

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		<description><![CDATA[Με βάση όλα όσα είδαμε και αναλύσαμε στην τάξη και με την βοήθεια της εικονικής πραγματικότητας και τις αντίστοιχες δραστηριότητες έγιναν πληρέστερα συνειδητά αρκετά στοιχεία για τους καλλιτέχνες. Στις μέρες μας, αλλά και σε περασμένες <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/neanikospalmos/archives/179" title="Η αυτοθυσία του καλλιτέχνη">....</a>]]></description>
				<content:encoded><![CDATA[<p>Με βάση όλα όσα είδαμε και αναλύσαμε στην τάξη και με την βοήθεια της εικονικής πραγματικότητας και τις αντίστοιχες δραστηριότητες έγιναν πληρέστερα συνειδητά αρκετά στοιχεία για τους καλλιτέχνες.</p>
<p>Στις μέρες μας, αλλά και σε περασμένες εποχές, οι καλλιτέχνες είναι αυτοί που επηρεάζονται και ευαισθητοποιούνται συνήθως πρώτοι από όλους, καθώς σκέφτονται διαφορετικά από τον υπόλοιπο κόσμο. Επίσης, είναι αυτοί που ασκούν την μεγαλύτερη επιρροή στον κόσμο, για αυτό και είναι οι πρώτοι που θυσιάζονται σε δύσκολους καιρούς. Είναι από τους πρώτους που βασανίζονται ή και εκτελούνται, διότι, όπως ήδη είναι γνωστό, σε κανένα ανελεύθερο καθεστώς δεν υπάρχει (πραγματική) ελευθερία λόγου, ίσως μόνο μία επίφαση αυτής. Για αυτό τον λόγο,  οι δημιουργοί αυτοί εκφράζονται με έναν δημιουργικό, διαφορετικό τρόπο, δηλαδή συχνά προκλητικό, και αυτός είναι μέσω της τέχνης. Όμως, αυτή η επιλογή έχει βαρύτατες συνέπειες, όπως είναι για παράδειγμα η παρακολούθηση της ιδιωτικής ζωής, η (αυτο)εξορία, και, όχι σπάνια, το πιο σκληρό από όλα, η θανάτωση. Και όλα αυτά μόνο και μόνο επειδή κάποιοι θέλησαν «να ανοίξουν το στόμα τους» και να φωνάξουν την αλήθεια μέσα από το έργο τους, κάτι το οποίο την σημερινή εποχή θεωρείται δεδομένο και απόλυτα φυσιολογικό.</p>
<p>Με βάση, λοιπόν, τα παραπάνω στοιχεία, το «επιμύθιο» που προσωπικά κράτησα από όλη την VR εμπειρία και την όλη διδακτική προσέγγιση είναι πως τίποτα δεν πρέπει να θεωρείται δεδομένο και πως τίποτα δεν αποκτήθηκε χωρίς κόπο και αίμα.</p>
<p>&nbsp;</p>
<p align="right"><em>Από τη μαθήτρια Χαλόφτη Κατερίνα, του τμήματος Β’4</em></p>
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		<series:name><![CDATA[5ο Τεύχος - Θεματικό Τεύχος - Έννοια της Τέχνης]]></series:name>
	</item>
		<item>
		<title>Η τέχνη ως εργαλείο του αντιδικτατορικού αγώνα. Η περίπτωση του Βλάση Κανιάρη</title>
		<link>https://schoolpress.sch.gr/neanikospalmos/archives/180</link>
		<comments>https://schoolpress.sch.gr/neanikospalmos/archives/180#comments</comments>
		<pubDate>Thu, 21 May 2026 20:05:03 +0000</pubDate>
		<dc:creator>1ο ΕΝΙΑΙΟ ΛΥΚΕΙΟ ΜΕΓΑΡΩΝ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

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		<description><![CDATA[Τα πρώτα χρονιά της Δικτατορίας των Συνταγματαρχών είναι αισθητό πως επικρατεί μια αδράνεια στον καλλιτεχνικό χώρο. Δεν πρόκειται ακριβώς για απολυτή «σιωπή» και άρση κάθε παραγωγικής δυνατότητας, καθώς υπήρχαν και καλλιτέχνες οι οποίοι παρουσίαζαν έργα, <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/neanikospalmos/archives/180" title="Η τέχνη ως εργαλείο του αντιδικτατορικού αγώνα. Η περίπτωση του Βλάση Κανιάρη">....</a>]]></description>
				<content:encoded><![CDATA[<p>Τα πρώτα χρονιά της Δικτατορίας των Συνταγματαρχών είναι αισθητό πως επικρατεί μια αδράνεια στον καλλιτεχνικό χώρο. Δεν πρόκειται ακριβώς για απολυτή «σιωπή» και άρση κάθε παραγωγικής δυνατότητας, καθώς υπήρχαν και καλλιτέχνες οι οποίοι παρουσίαζαν έργα, ωστόσο, αυτό  -κατά κανόνα- σήμαινε ότι υπηρετούσαν το δικτατορικό καθεστώς. Για τον λόγο αυτό οι καλλιτέχνες των οποίων οι αντιλήψεις δεν εναρμονίζονταν με αυτές του καινούργιου αυτού καθεστώτος αποφασίζουν αυθόρμητα, αλλά συλλογικά, να μην συμμετέχουν σε καμία κρατική καλλιτεχνική εκδήλωση, καθώς επίσης και να μην παρουσιάζουν τα έργα τους ατομικά η ομαδικά.</p>
<p>Ωστόσο, από το 1969 και έπειτα επανεκκινεί η εικαστική δραστηριότητα των μη «καθεστωτικών» καλλιτεχνών. Μόνο που αυτή την φορά η επαναφορά τους στον καλλιτεχνικό χώρο έχει ένα και μοναδικό σκοπό: τον αγώνα εναντίον της Χούντας.</p>
<p>Ο Βλάσης Κανιάρης είναι η πρώτη και, ίσως, η χαρακτηριστικότερη περίπτωση καλλιτέχνη που επιστρέφει από τη Γαλλία στην Ελλάδα και χρησιμοποιεί το έργο ως εργαλείο του αντιδικτατορικού αγώνα. Μάλιστα, η έκθεση του Κανιάρη φαίνεται να ήταν η πρώτη από την έναρξη της δικτατορίας που να καταδικάζει ανοιχτά το καθεστώς. Παρόλα αυτά, η Χούντα δεν καταπιάνεται συστηματικά με τα εικαστικά. Για τον λόγο αυτό η έκθεση στου Κανιάρη «επιβιώνει» την λογοκρισία, διότι θεωρεί πως τέτοιου είδους δραστηριότητες θεωρούνταν υπερβολικά σύγχρονες για να ελκύσουν μεγάλο κοινό –μια αντίληψη που αποδείχθηκε αργότερα ότι απείχε πολύ από την πραγματικότητα.</p>
<p>Πριν προχωρήσουμε στην παρουσίαση  του πρώτου έργου (με τίτλο Μπούστο) του Κανιάρη ας θυμηθούμε τη διάσημη πολιτική δήλωση του δικτάτορα Γεωργίου Παπαδοπούλου για τον μέσο Έλληνα: «Έχομε έναν ασθενή. Τον έχομε θέσει εις τον γύψον μέχρις ότου ιαθή<a title="" href="/Users/%CE%93%CE%B9%CF%8E%CF%84%CE%B1%20%CE%9D%CE%B9%CE%BA%CE%BF%CE%BB%CE%B5%CF%84%CE%AC%CF%84%CE%BF%CF%85/Downloads/%CE%86%CF%81%CE%B8%CF%81%CE%B1%20%CE%BC%CE%B5%20%CE%B1%CF%86%CE%BF%CF%81%CE%BC%CE%AE%20VR%202025-2026%20%CE%B3%CE%B9%CE%B1%20%CE%BC%CE%B1%CE%B8%CE%B7%CF%84.%20%CE%B5%CF%86%CE%B7%CE%BC.%201%CE%BF%CF%85%20%CE%93%CE%95%CE%9B%20%CE%9C%CE%B5%CE%B3%CE%AC%CF%81%CF%89%CE%BD.docx#_ftn1">[1]</a>». Μέσα σε αυτήν την έκθεση υπάρχει ένα επαναλαμβανόμενο μοτίβο του μπούστου, του ανθρώπινου κορμού (που αποτελεί χαρακτηριστικό των έργων του καλλιτέχνη), όμως εδώ πολύ στοχευμένα τολμά να «παντρέψει» δύο υλικά που τότε, σημειολογικά, εξέπεμπαν ένα ηχηρό μήνυμα, καθώς τα ανθρωπινά σώματα τώρα είναι φτιαγμένα από συρματόπλεγμα και γύψο.</p>
<p><a href="https://schoolpress.sch.gr/neanikospalmos/files/2026/05/Βλάσης-Κανιάρης-Μπούστο-1969.jpg"><img class="aligncenter size-full wp-image-182" alt="Βλάσης Κανιάρης, Μπούστο, 1969" src="https://schoolpress.sch.gr/neanikospalmos/files/2026/05/Βλάσης-Κανιάρης-Μπούστο-1969.jpg" width="259" height="395" /></a></p>
<p align="center">Βλάσης Κανιάρης, <i>Μπούστο</i>, 1969</p>
<p>    Ο γύψος εδώ διαδραματίζει έναν ιδιαίτερα καίριο ρόλο: συμβολίζει την μετουσίωση του λογού της δικτατορίας σε καλλιτεχνικό αντικείμενο, αφού στον λόγο του δικτάτορα η Ελλάδα παρουσιάζεται, όπως αναφέρθηκε ήδη, ως ένας ασθενής που, προκειμένου να θεραπευτεί, κρίνεται επιτακτική ανάγκη να «μπει σε γύψο». Η φράση αυτή, ωστόσο, δεν αποτελεί μια πρωτοτυπία από μέρους του καθεστώτος, καθώς παρόμοιες αναφορές έχουν γίνει και σε λογούς των Ναζί, αλλά και γενικότερα άλλων απολυταρχικών καθεστώτων. Επιπροσθέτως, ο γύψος με τον οποίο επιλεγεί να  τυλίξει τα συρματένια σώματα ο καλλιτέχνης δεν τοποθετείται εκεί για να «χτίσει» κορμούς σωμάτων, αλλά σαν μια γάζα που δένεται γύρω από τον ανθρώπινο κορμό.</p>
<p>Γενικά, ο Κανιάρης στα έργα του αρχικά, επιλεγεί, να χρησιμοποιήσει πλαστικά τριαντάφυλλα, τα οποία στη συνέχεια (δηλαδή κατά την περίοδο της Χούντας) αντικαθιστά με κόκκινα γαρύφαλλα, ως έμμεση αναφορά στον Μπελογιάννη, χαρακτηριστικό σύμβολο της Αριστεράς.</p>
<p><a href="https://schoolpress.sch.gr/neanikospalmos/files/2026/05/Βλάσης-Κανιάρης-Γιλέκο-για-το-φεγγάρι-1969.jpg"><img class="aligncenter size-full wp-image-181" alt="Βλάσης Κανιάρης, Γιλέκο για το φεγγάρι, 1969" src="https://schoolpress.sch.gr/neanikospalmos/files/2026/05/Βλάσης-Κανιάρης-Γιλέκο-για-το-φεγγάρι-1969.jpg" width="318" height="407" /></a></p>
<p align="center">Βλάσης Κανιάρης, <i>Γιλέκο για το φεγγάρι</i>, 1969</p>
<p>    Στο δεύτερο έργο του που επιλέγουμε να παρουσιάσουμε (<i>Γιλέκο για το φεγγάρι</i>) ο Κανιάρης επαναλαμβάνει το χαρακτηριστικό μοτίβο με το ανθρώπινο σώμα τυλιγμένο από γύψο. Αυτή τη φορά, όμως, ο ιμάντας που διακοσμεί το γύψινο σώμα μοιάζει περισσότερο με στρατιωτική στολή, ενώ το γιλέκο παραπέμπει σε καθημερινό ρουχισμό και το γαρύφαλλο τώρα βρίσκεται στην καρδιά, παραπέμποντας στην αιμάτινη πληγή. Κάτω από το έργο επιγράφεται το εξής<i>: «το γιλέκο θα φορεθεί άραγε ουλή την άνοιξη για μια βόλτα στο φεγγάρι;</i>» Με την αναφορά στην προσσελήνωση του ανθρώπου ο καλλιτέχνης επιδίωκε να καταδικάσει αυτούς εκτός της Ελλάδας που, ενώ επικαλούνται την εξέλιξη και τον εκσυγχρονισμό, επιτρέπουν ταυτόχρονα την πολιτικά «ανώμαλη» κατάσταση που επικρατεί στην Ελλάδα. Προβάλλεται, με άλλα λόγια, κριτικά η έννοια της αναλγησίας. Τέλος, η αναφορά στην λέξη «βόλτα» στην καθομιλουμένη της εποχής και παρέπεμπε αυτόματα στην «βόλτα στην Ασφάλεια».</p>
<p>Αξίζει να σημειωθεί επιλογικά πως στο τέλος της έκθεσης ο καλλιτέχνης δωρίζει στους επισκέπτες ένα μικρό γύψινο πλακάκι με ένα γαρύφαλλο,  επιτρέποντάς τους με αυτόν τον τρόπο να πάρουν και αυτοί ένα μικρό «κομμάτι» από την έκθεση του. Πράγματι, το μικρό αυτό «δώρο» –ή μάλλον περισσότερο ένα σύμβολο– και η όλη ιδέα βασιζόταν στην αντίληψη του ότι με τον τρόπο αυτό θα αφύπνιζε τους θεατές αποτυπώνοντας ανεξίτηλα το αφυπνιστικό μήνυμα που ήθελε να προωθήσει.</p>
<p>&nbsp;</p>
<p align="right"><em>Από τη μαθήτρια Μαριεύα Ξέρα, του τμήματος Β’3</em></p>
<p><em> </em></p>
<p>&nbsp;</p>
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<p><a title="" href="/Users/%CE%93%CE%B9%CF%8E%CF%84%CE%B1%20%CE%9D%CE%B9%CE%BA%CE%BF%CE%BB%CE%B5%CF%84%CE%AC%CF%84%CE%BF%CF%85/Downloads/%CE%86%CF%81%CE%B8%CF%81%CE%B1%20%CE%BC%CE%B5%20%CE%B1%CF%86%CE%BF%CF%81%CE%BC%CE%AE%20VR%202025-2026%20%CE%B3%CE%B9%CE%B1%20%CE%BC%CE%B1%CE%B8%CE%B7%CF%84.%20%CE%B5%CF%86%CE%B7%CE%BC.%201%CE%BF%CF%85%20%CE%93%CE%95%CE%9B%20%CE%9C%CE%B5%CE%B3%CE%AC%CF%81%CF%89%CE%BD.docx#_ftnref1">[1]</a> γιατρευτεί.</p>
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		<series:name><![CDATA[5ο Τεύχος - Θεματικό Τεύχος - Έννοια της Τέχνης]]></series:name>
	</item>
		<item>
		<title>Τα όρια στην έκφραση της Τέχνης</title>
		<link>https://schoolpress.sch.gr/neanikospalmos/archives/183</link>
		<comments>https://schoolpress.sch.gr/neanikospalmos/archives/183#comments</comments>
		<pubDate>Thu, 21 May 2026 20:05:02 +0000</pubDate>
		<dc:creator>1ο ΕΝΙΑΙΟ ΛΥΚΕΙΟ ΜΕΓΑΡΩΝ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/neanikospalmos/?p=183</guid>
		<description><![CDATA[Η τέχνη αποτελεί ένα μοναδικό τρόπο έκφρασης που μπορεί να «αγγίξει» βαθιά τη κοινωνία ασκώντας σημαντική επιρροή μέσω των μηνυμάτων και αξιών που προβάλλει. Η απόλυτη ελευθερία έκφρασης είναι θεμελιώδης για την καλλιτεχνική δημιουργία, καθώς <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/neanikospalmos/archives/183" title="Τα όρια στην έκφραση της Τέχνης">....</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: left" align="center">Η τέχνη αποτελεί ένα μοναδικό τρόπο έκφρασης που μπορεί να «αγγίξει» βαθιά τη κοινωνία ασκώντας σημαντική επιρροή μέσω των μηνυμάτων και αξιών που προβάλλει. Η απόλυτη ελευθερία έκφρασης είναι θεμελιώδης για την καλλιτεχνική δημιουργία, καθώς έχει τη δύναμη να προκαλέσει, να αμφισβητήσει και να εμπνεύσει.</p>
<p>Παρόλ’ αυτά, αυτή η δύναμη δημιουργεί ερωτήματα σχετικά με τα όρια που πρέπει να έχει η τέχνη, ιδίως όταν θίγει ευαίσθητα θέματα όπως η βία, η θρησκεία ή η σωματική ακεραιότητα και αυτοδιάθεση. Σε αυτή τη περίπτωση η θέσπιση κάποιων ορίων, όχι απαραίτητα λογοκρισίας, αλλά περισσότερο ευαισθησίας και υπευθυνότητας, μπορεί να θεωρηθεί αναγκαία για τη διατήρηση της κοινωνικής συνοχής και την προάσπιση των ανθρώπινων δικαιωμάτων.</p>
<p>Στην ουσία, ο περιορισμός που (οφείλει να) διέπει την τέχνη είναι η αναγνώριση των ελευθεριών και της αξιοπρέπειας του κάθε ατόμου. Η υπεύθυνη καλλιτεχνική δημιουργία οφείλει να χαρακτηρίζεται από ενσυναίσθηση και επίγνωση του κοινωνικού της αντίκτυπου. Εξάλλου, είναι ευρύτερα δεκτό πως η ελευθερία ενός ανθρώπου σταματάει εκεί που ξεκινάνε τα όρια κάποιου άλλου.</p>
<p>Εν κατακλείδι, η ισορροπία μεταξύ της ελευθερίας της έκφρασης και της ανάγκης για προστασία είναι μία συνεχής πρόκληση, καθώς δεν εγγυάται εύκολες απαντήσεις και εξαρτάται από ποικίλους και σύνθετους εξωτερικούς παράγοντες.</p>
<p align="right"><em>Από την μαθήτρια Ιωάννα Πατσά, του τμήματος Β’3</em></p>
<p align="right">
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		<series:name><![CDATA[5ο Τεύχος - Θεματικό Τεύχος - Έννοια της Τέχνης]]></series:name>
	</item>
		<item>
		<title>Τι είναι το bullying;</title>
		<link>https://schoolpress.sch.gr/neanikospalmos/archives/141</link>
		<comments>https://schoolpress.sch.gr/neanikospalmos/archives/141#comments</comments>
		<pubDate>Tue, 17 Mar 2026 22:03:39 +0000</pubDate>
		<dc:creator>1ο ΕΝΙΑΙΟ ΛΥΚΕΙΟ ΜΕΓΑΡΩΝ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/neanikospalmos/?p=141</guid>
		<description><![CDATA[Τι είναι το bullying; Το bullying είναι όταν ένα άτομο ή μια ομάδα πληγώνει, κοροϊδεύει, απειλεί ή ταπεινώνει επανειλημμένα κάποιον άλλον, συνήθως επειδή τον θεωρεί πιο αδύναμο. Συμβαίνει συχνά στο σχολείο, στο διαδίκτυο ή σε ομάδες <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/neanikospalmos/archives/141" title="Τι είναι το bullying;">....</a>]]></description>
				<content:encoded><![CDATA[<p><strong>Τι είναι το bullying;</strong></p>
<p>Το bullying είναι όταν ένα άτομο ή μια ομάδα πληγώνει, κοροϊδεύει, απειλεί ή ταπεινώνει επανειλημμένα κάποιον άλλον, συνήθως επειδή τον θεωρεί πιο αδύναμο. Συμβαίνει συχνά στο σχολείο, στο διαδίκτυο ή σε ομάδες φίλων.</p>
<p><strong>Παραδείγματα bullying</strong></p>
<ul>
<li>Κοροϊδίες/Προσβολές</li>
<li>Σπρώξιμο/Βία (Λεκτική/Σωματική)</li>
<li>Απειλές</li>
<li>Cyberbullying</li>
</ul>
<p>Το bullying μπορεί να κάνει κάποιον να νιώθει στενοχωρημένος, φοβισμένος ή μόνος, γι αυτό είναι σημαντικό να μιλάμε σε έναν δάσκαλο, σε έναν γονέα ή σε έναν ειδικό.</p>
<p><strong>Τρόποι Αντιμετώπισης</strong></p>
<ol>
<li>Μίλα σε κάποιον που εμπιστεύεσαι</li>
<li>Στήριξε όποιον δέχεται το bullying</li>
<li>Μην απαντάς με βία</li>
<li>Χτίσε την αυτοπεποίθησή σου</li>
<li>  Μείνε με φίλους</li>
<li>Απομακρύνσου από την κατάσταση</li>
<li>Αγνόησε τον θύτη όταν γίνεται</li>
<li>Μην κρατάς μυστικό το πρόβλημα</li>
<li>Κράτα αποδείξεις</li>
</ol>
<p>Μίλα!!!  Δεν είσαι μόνος, το bullying σταματά όταν ζητάμε ΒΟΗΘΕΙΑ!</p>
<p><em><strong>Από τις μαθήτριες του Α2, Μανθοπούλου Βίκυ, Μαργέτη Θωμαϊς, Λουκά Ανδριάνα</strong></em></p>
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		<series:name><![CDATA[4ο Τεύχος Σχολείο χωρίς φόβο]]></series:name>
	</item>
		<item>
		<title>Η σιωπή που πρέπει να ακουστεί</title>
		<link>https://schoolpress.sch.gr/neanikospalmos/archives/140</link>
		<comments>https://schoolpress.sch.gr/neanikospalmos/archives/140#comments</comments>
		<pubDate>Tue, 17 Mar 2026 22:03:38 +0000</pubDate>
		<dc:creator>1ο ΕΝΙΑΙΟ ΛΥΚΕΙΟ ΜΕΓΑΡΩΝ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/neanikospalmos/?p=140</guid>
		<description><![CDATA[«Bullying» Στην αυλή του σχολείου φωνές δυνατές, γέλια που μοιάζουν βαριά σαν σκιές. Κάποιος στέκεται μόνος, κοιτάζει χαμηλά, κρατάει την σιωπή του σαν μικρή ασπίδα ξανά. &#160; Λέξεις χτυπάνε σαν πέτρες στον αέρα, χτυπούν μια <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/neanikospalmos/archives/140" title="Η σιωπή που πρέπει να ακουστεί">....</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: center"><strong>«Bullying»</strong></p>
<p>Στην αυλή του σχολείου φωνές δυνατές,</p>
<p>γέλια που μοιάζουν βαριά σαν σκιές.</p>
<p>Κάποιος στέκεται μόνος,</p>
<p>κοιτάζει χαμηλά, κρατάει την σιωπή του</p>
<p>σαν μικρή ασπίδα ξανά.</p>
<p>&nbsp;</p>
<p>Λέξεις χτυπάνε σαν πέτρες στον αέρα,</p>
<p>χτυπούν μια καρδιά που δεν φταίει</p>
<p>πέρα κανείς δε βλέπει τον φόβο στα μάτια</p>
<p>ούτε τα όνειρα που κρύβονται βαθιά στα κομμάτια.</p>
<p>&nbsp;</p>
<p>Μα μέσα στη νύχτα μια σπίθα γεννιέται</p>
<p>μια φωνή που σιγά δυναμώνει</p>
<p>και λέγεται: «δεν είσαι μόνος, δεν είσαι μικρός, η αξία σου λάμπει σαν ήλιος ζεστός».</p>
<p>&nbsp;</p>
<p>Κι όταν χέρι απλωθεί ξαφνικά,</p>
<p>ο κόσμος αλλάζει λίγο αληθινά</p>
<p>γιατί η καλοσύνη όσο μικρή κι αν φανεί</p>
<p>είναι δύναμη μεγάλη που τον φόβο νικά.</p>
<p>&nbsp;</p>
<p><em><strong>Από τις μαθήτριες Αρμέλα Ταφάνι, Ανδριάνα Ψαρρά, Δήμητρα Παπουτσόγλου, </strong></em><em><strong>Πηνελόπη Σάλτα, Μαρία Τσαγκάρη, Ελισσάβετ Παπαηλία και τον μαθητή Γιώργο Σκαφιδάκη του τμήματος Α3</strong></em></p>
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		<series:name><![CDATA[4ο Τεύχος Σχολείο χωρίς φόβο]]></series:name>
	</item>
		<item>
		<title>Ένα μήνυμα ενάντια στο bullying</title>
		<link>https://schoolpress.sch.gr/neanikospalmos/archives/142</link>
		<comments>https://schoolpress.sch.gr/neanikospalmos/archives/142#comments</comments>
		<pubDate>Tue, 17 Mar 2026 22:03:37 +0000</pubDate>
		<dc:creator>1ο ΕΝΙΑΙΟ ΛΥΚΕΙΟ ΜΕΓΑΡΩΝ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/neanikospalmos/?p=142</guid>
		<description><![CDATA[Το bullying είναι ένα σοβαρό πρόβλημα που πληγώνει πολλά παιδιά. Λίγα λόγια, ένα κοροϊδευτικό σχόλιο ή μία άσχημη πράξη μπορούν να αφήσουν βαθιά σημάδια. Κανείς δεν αξίζει να νιώθει φόβο ή ντροπή. Με σεβασμό, κατανόηση και <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/neanikospalmos/archives/142" title="Ένα μήνυμα ενάντια στο bullying">....</a>]]></description>
				<content:encoded><![CDATA[<p>Το bullying είναι ένα σοβαρό πρόβλημα που πληγώνει πολλά παιδιά.</p>
<p>Λίγα λόγια, ένα κοροϊδευτικό σχόλιο ή μία άσχημη πράξη μπορούν να αφήσουν βαθιά σημάδια. Κανείς δεν αξίζει να νιώθει φόβο ή ντροπή.</p>
<p>Με σεβασμό, κατανόηση και θάρρος μπορούμε όλοι μαζί να σταματήσουμε το bullying και να κάνουμε το περιβάλλον πιο ΑΣΦΑΛΕΣ.</p>
<p>&nbsp;</p>
<p><em><strong>Από τις μαθήτριες του Α2, Ευαγγελία Παπαθανασίου, Σοφού Κωνσταντίνα, Λαμπρινή Στασινού και τον μαθητή Παναγιώτη Παρασκευόπουλο</strong></em></p>
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		<series:name><![CDATA[4ο Τεύχος Σχολείο χωρίς φόβο]]></series:name>
	</item>
		<item>
		<title>Μια αυλή γεμάτη ελπίδα</title>
		<link>https://schoolpress.sch.gr/neanikospalmos/archives/139</link>
		<comments>https://schoolpress.sch.gr/neanikospalmos/archives/139#comments</comments>
		<pubDate>Tue, 17 Mar 2026 22:03:36 +0000</pubDate>
		<dc:creator>1ο ΕΝΙΑΙΟ ΛΥΚΕΙΟ ΜΕΓΑΡΩΝ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/neanikospalmos/?p=139</guid>
		<description><![CDATA[Στο σχολείο ακούγονται λόγια βαριά, μα η καρδιά ζητά μόνο χαρά. Ένα χέρι φιλίας φωτίζει τη μέρα, μαζί πιο δυνατοί, χωρίς φόβο πια. Ο σεβασμός νικά κάθε σκιά. &#160; Κι όταν μιλάμε με θάρρος και <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/neanikospalmos/archives/139" title="Μια αυλή γεμάτη ελπίδα">....</a>]]></description>
				<content:encoded><![CDATA[<p>Στο σχολείο ακούγονται λόγια βαριά,</p>
<p>μα η καρδιά ζητά μόνο χαρά.</p>
<p>Ένα χέρι φιλίας φωτίζει τη μέρα,</p>
<p>μαζί πιο δυνατοί, χωρίς φόβο πια.</p>
<p>Ο σεβασμός νικά κάθε σκιά.</p>
<p>&nbsp;</p>
<p>Κι όταν μιλάμε με θάρρος και φως,</p>
<p>ο φόβος μικραίνει και φεύγει μπροστά.</p>
<p>Φίλοι ενωμένοι κρατούν την ελπίδα,</p>
<p>και η αυλή γεμίζει χαμόγελα.</p>
<p>&nbsp;</p>
<p><em><strong>Από τη μαθήτρια Μαρίνα Σουμπαση</strong></em></p>
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