tag:blogger.com,1999:blog-85299379220205244082024-03-27T00:25:15.162-07:00Athina KanellopoulouPainter - Design EducatorAthina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.comBlogger29125tag:blogger.com,1999:blog-8529937922020524408.post-36786316538449250682013-04-06T10:49:00.000-07:002013-04-06T00:53:00.523-07:00Νέο ιστολόγιο με επίκεντρο το Σχέδιο (Πανελλαδικές Εξετάσεις και Ομογενών)<div dir="ltr" style="text-align: left;" trbidi="on">
Για την καλύτερη ενημέρωσή σας σχετικά με τα νέα γύρω από το Γραμμικό και το Ελεύθερο Σχέδιο και για e-θέματα προσθέστε το <a href="http://grammiko-eleuthero.blogspot.gr/" target="_blank">νέο ιστολογιό</a> μου γράφοντας το e-mail σας στο "Follow by Email" του νέου blog "<a href="http://grammiko-eleuthero.blogspot.gr/" target="_blank">Γραμμικό & Ελεύθερο Σχέδιο</a>" όπως φαίνεται στην πιο κάτω φωτογραφία και επιβεβαιώνοντας το link που έχει έρθει στο ηλεκτρονικό ταχυδρομείο σας. <br />Έτσι, είτε από αυτό το ιστολόγιο είτε από το "<a href="http://grammiko-eleuthero.blogspot.gr/" target="_blank">Γραμμικό & Ελεύθερο Σχέδιο</a>" θα μαθαίνετε πρώτοι όλες τις πληροφορίες σχετικά με το Σχέδιο μέσω e-mail.<br />
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<a href="http://grammiko-eleuthero.blogspot.gr/" target="_blank">Grammiko-Eleuthero.gr</a></div>
Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-31276771363496474482013-02-18T04:44:00.000-08:002013-02-18T04:44:11.513-08:00"Beyond Love" Έκθεση Ζωγραφικής της εικαστικού Αθηνάς Κανελλοπούλου<div dir="ltr" style="text-align: left;" trbidi="on">
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Το
“<a href="http://beyondlove-artexhibition.blogspot.gr/" target="_blank">Beyond Love</a>” υποδηλώνει το άφθαρτο- το ιδανικό μιας ιδεατής κατάστασης
συναισθημάτων που δεν περιορίζεται στο χρόνο και στο χόρο και είναι
δύσκολο να εκφραστεί με το όνομα κάποιου γνωστού συναισθήματος. Είναι
ένα βήμα μετά τον πεζό έρωτα και την αγάπη. Είναι η ψυχολογική διάσταση
που πραγματοποιείται μετά την επίτευξη αυτών των συναισθημάτων και
περιλαμβάνει αυτοθυσία, εναντίωση προς τα προσωπικά θέλω και το εγώ και
απόλυτη δοτικότητα. Όπου η μόνάδα είναι αεικίνητη ενώ η δυαδικότητα
δυναμική, όπου ο δεσμός δυο προσώπων γίνεται φυσική ανάγκη για την
λειτουργία κάθε μονάδας, όπου υφίσταται μόνο το εσύ και το εμείς.
Παράλληλα όμως πραγματεύεται και το αποτέλεσμα της μη ολοκλήρωσης των
στόχων αυτών.<br />
Οι μοναχικές σκέψεις, η ελπίδα, ο πόθος, η ένωση, το
πάθος και η απώλεια του έρωτα είναι ο αέναος κύκλος πάνω στον οποίο
στηρίχθηκε η εικαστικός Αθηνά Κανελλοπούλου για να δημιουργηθεί μια
κολεκτίβα από διάφορες θεματικές της δουλειάς της για την έκθεση αυτή.</div>
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Εγκαίνια: Τρίτη 12/2/2013 και ώρα 20.00'</div>
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Διάρκεια: 12-24/2/2013<br />
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Ώρες λειτουργίας: 12.00'-22.00'</div>
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Είσοδος Ελεύθερη</div>
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<a href="http://www.facebook.com/pages/Amour-Fou/121272421366745" target="_blank">Amour Fou</a> (Λαζαράκη 10, Γλυφάδα)</div>
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Σχετικά Άρθρα: <a href="http://www.artandcity.gr/2013/02/41.html#ixzz2JgEsUyw3" target="_blank"><br />Art and City</a><br />
<a href="http://www.kourdistoportocali.com/articles/18088.htm#.UQZfIJ5Cl6A.facebook" target="_blank">Kourdistoportocali.com</a><br />
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Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-35259790956416530842012-09-12T10:08:00.003-07:002013-03-15T09:02:15.180-07:00Εξετάσεις Ομογενών 2012: Γραμμικό Σχέδιο (ειδικό μάθημα)<div dir="ltr" style="text-align: left;" trbidi="on">
Στις 12/09/2012 οι υποψήφιοι των εξετάσεων των Ελλήνων του Εξωτερικού κλήθηκαν να δώσουν το ειδικό μάθημα Γραμμικό Σχέδιο.<br />
Το θέμα: «ΛΑΪΚΗ ΚΑΤΟΙΚΙΑ ΤΗΣ ΣΑΝΤΟΡΙΝΗΣ»<br />
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<a href="http://4.bp.blogspot.com/-4jd3zFKygoo/UFDDfWGQCAI/AAAAAAAAAVs/BPvZXTuOdtw/s1600/athina%2Bkanellopoulou%2B2012%2Bomogeneis%2Bgrammiko%2Bsxedio.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5787340464446244866" src="http://4.bp.blogspot.com/-4jd3zFKygoo/UFDDfWGQCAI/AAAAAAAAAVs/BPvZXTuOdtw/s400/athina%2Bkanellopoulou%2B2012%2Bomogeneis%2Bgrammiko%2Bsxedio.jpg" style="cursor: hand; cursor: pointer; display: block; height: 260px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></h3>
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Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό και το Ελεύθερο Σχέδιο μη διστάσετε να επικοινωνήσετε μαζί μου: athinakanellopoulou@gmail.com</div>
Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-33587665310179892872012-09-11T06:03:00.006-07:002013-03-15T09:02:41.972-07:00Εξετάσεις Ομογενών 2012: Ελεύθερο Σχέδιο (ειδικό μάθημα)<div dir="ltr" style="text-align: left;" trbidi="on">
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Στις 11/09/2012 οι υποψήφιοι των εξετάσεων των Ελλήνων του Εξωτερικού κλήθηκαν να δώσουν το ειδικό μάθημα Ελεύθερο Σχέδιο.<br />
Το θέμα: «Σύνθεση με τρία αντικείμενα»<br />
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<a href="http://3.bp.blogspot.com/-UPTWbCDjh7s/UE-W6g_3WgI/AAAAAAAAAVU/bLlD2M8HBQg/s1600/kanellopoulou%2Bathina%2Bsxedio%2Beleuthero%2Bellines%2Beksoterikou%2Bomogeneis%2B2012%2Beksetaseis.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5787009978228759042" src="http://3.bp.blogspot.com/-UPTWbCDjh7s/UE-W6g_3WgI/AAAAAAAAAVU/bLlD2M8HBQg/s400/kanellopoulou%2Bathina%2Bsxedio%2Beleuthero%2Bellines%2Beksoterikou%2Bomogeneis%2B2012%2Beksetaseis.png" style="cursor: hand; cursor: pointer; display: block; height: 242px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></div>
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Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό και το Ελεύθερο Σχέδιο μη διστάσετε να επικοινωνήσετε μαζί μου: athinakanellopoulou@gmail.com</div>
Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-85575524204257220822012-06-24T05:26:00.006-07:002013-03-15T09:02:55.964-07:00Πανελλήνιες Εξετάσεις 2012: Γραμμικό Σχέδιο (ειδικό μάθημα)<div dir="ltr" style="text-align: left;" trbidi="on">
Στις 24/06/2012 οι υποψήφιοι των πανελλαδικών εξετάσεων κλήθηκαν να δώσουν το ειδικό μάθημα Γραμμικό Σχέδιο.<br />
Το θέμα έφερε τον τίτλο "Εξοχική Κατοικία" και απαρτιζόταν από 3 σχέδια, την Κάτοψη Ισογείου και Α' Ορόφου, καθώς και την Τομή.<br />
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<a href="http://2.bp.blogspot.com/-zx46HfD6pFg/T-nPl0FP4zI/AAAAAAAAAUg/KRVZp65TI6A/s1600/grammiko2012_kanellopoulou%2Bathina.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5758361847112655666" src="http://2.bp.blogspot.com/-zx46HfD6pFg/T-nPl0FP4zI/AAAAAAAAAUg/KRVZp65TI6A/s400/grammiko2012_kanellopoulou%2Bathina.png" style="cursor: hand; cursor: pointer; display: block; height: 279px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό και το Ελεύθερο Σχέδιο μη διστάσετε να επικοινωνήσετε μαζί μου: athinakanellopoulou@gmail.com</div>
Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-42067516930946482132012-06-24T05:17:00.007-07:002013-03-15T09:03:08.346-07:00Πανελλήνιες Εξετάσεις 2012: Ελεύθερο Σχέδιο (ειδικό μάθημα)<div dir="ltr" style="text-align: left;" trbidi="on">
Στις 23/06/2012 οι υποψήφιοι των πανελλαδικών εξετάσεων κλήθηκαν να δώσουν το ειδικό μάθημα Ελεύθερο Σχέδιο.<br />
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<a href="http://4.bp.blogspot.com/-5LZ7JRBnY2M/T-cM8-DjVAI/AAAAAAAAAT4/bbgH0WTaCcQ/s1600/thema%2Beleuthero%2Bsxedio%2B2012%2Bkanellopoulou%2Bathina%2Blogo.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5757584890206049282" src="http://4.bp.blogspot.com/-5LZ7JRBnY2M/T-cM8-DjVAI/AAAAAAAAAT4/bbgH0WTaCcQ/s400/thema%2Beleuthero%2Bsxedio%2B2012%2Bkanellopoulou%2Bathina%2Blogo.png" style="cursor: hand; cursor: pointer; display: block; height: 386px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
Πατήστε: <a href="http://www.minedu.gov.gr/publications/docs2012/them_elsxed_eid_c_eid_no_1206.pdf">Οδηγίες πρός Υποψηφίους</a></div>
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Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό και το Ελεύθερο Σχέδιο μη διστάσετε να επικοινωνήσετε μαζί μου athinakanellopoulou@gmail.com: </div>
Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-8622378869305184972012-06-11T03:08:00.006-07:002013-03-15T09:03:22.789-07:00ΠΡΟΓΡΑΜΜΑ ΠΑΝΕΛΛΑΔΙΚΩΝ ΕΞΕΤΑΣΕΩΝ ΕΙΔΙΚΩΝ ΜΑΘΗΜΑΤΩΝ 2012<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #990000; font-weight: bold;">Αυτό είναι το<span style="font-style: italic;"> τελικό πρόγραμμα</span> που δίνει το ΥΠΟΥΡΓΕΙΟ ΠΑΙΔΕΙΑΣ ΔΙΑ ΒΙΟΥ ΜΑΘΗΣΗΣ ΚΑΙ ΘΡΗΣΚΕΥΜΑΤΩΝ και η ΔΙΕΥΘΥΝΣΗ ΟΡΓΑΝΩΣΗΣ ΚΑΙ ΔΙΕΞΑΓΩΓΗΣ ΕΞΕΤΑΣΕΩΝ για τα ειδικά μαθήματα για τις φετινές εξετάσεις (2012)</span><br />
<b>ΠΡΟΓΡΑΜΜΑ ΕΞΕΤΑΣΕΩΝ ΕΙΔΙΚΩΝ ΜΑΘΗΜΑΤΩΝ 2012 ΓΙΑ ΓΕΛ & ΕΠΑΛ (ΟΜΑΔΕΣ Α΄ & Β΄)</b><br />
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<a href="http://1.bp.blogspot.com/-whXgwumrUwQ/T9XEb9uecrI/AAAAAAAAATo/0A_lYXr73w0/s1600/eidika%2Bmathimata2012.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5752720083740684978" src="http://1.bp.blogspot.com/-whXgwumrUwQ/T9XEb9uecrI/AAAAAAAAATo/0A_lYXr73w0/s400/eidika%2Bmathimata2012.png" style="cursor: pointer; display: block; height: 211px; margin: 0px auto 10px; text-align: center; width: 492px;" /></a></h1>
Οι υποψήφιοι πρέπει να <b>προσέρχονται </b>στις αίθουσες εξέτασης :<br />
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- μέχρι τις 08.30 π.μ. για τα μαθήματα με ώρα εξέτασης 09.00 π.μ.,</div>
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- μέχρι τις 09.30 π.μ. για τα μαθήματα με ώρα εξέτασης 10.00 π.μ.,</div>
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- μέχρι τις 11.30 π.μ. για τα Αγγλικά με ώρα εξέτασης 12.00 μεσημβρινή και</div>
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- μέχρι τις 15.30 μ.μ. για τα μαθήματα με ώρα εξέτασης 16.00 μ.μ.</div>
Η <b>διάρκεια εξέτασης</b> για τα μαθήματα:<br />
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- των ξένων γλωσσών και της Αρμονίας είναι τρεις (3) ώρες,</div>
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- των Σχεδίων ( Ελεύθερο και Γραμμικό) είναι έξι (6) ώρες,</div>
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- του ειδικού μαθήματος «ΕΛΕΓΧΟΣ ΜΟΥΣΙΚΩΝ ΑΚΟΥΣΤΙΚΩΝ ΙΚΑΝΟΤΗΤΩΝ» είναι περίπου είκοσι (20) λεπτά.</div>
Οι υποψήφιοι των ΓΕΛ και των ΕΠΑΛ θα εξεταστούν γραπτώς στα Αγγλικά σε εξεταστικά κέντρα σε όλη την Ελλάδα, ενώ στα υπόλοιπα ειδικά μαθήματα σε εξεταστικά κέντρα ΜΟΝΟ σε Αττική και Θεσσαλονίκη.<br />
Όσοι υποψήφιοι θα συμμετάσχουν σε κάποιο ειδικό μάθημα και γι αυτό το λόγο απουσιάσουν, δικαιολογημένα, από τις ενδοσχολικές τους εξετάσεις, θα μπορούν να συμμετάσχουν στις επαναληπτικές ενδοσχολικές εξετάσεις του Ιουνίου, σύμφωνα με το πρόγραμμα που θα καταρτιστεί από το Λύκειό τους.<br />
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<span style="color: #990000; font-weight: bold;">Για οποιαδήποτε βοήθεια, παλαιότερα θέματα εξετάσεων ή διευκρίνιση επικοινωνήστε μαζί μου </span> athinakanellopoulou@gmail.com</div>
Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-15819243725410589142012-05-05T03:01:00.010-07:002012-05-05T03:38:35.331-07:00New Artwork "Mama, what a world!"<div style="text-align: center;"><a href="http://1.bp.blogspot.com/-4zRAGPgRp3M/T6T6uIcmIMI/AAAAAAAAATY/FewiqWukQrE/s1600/KanellopoulouAthina_2012-05-04_Mama%2BWhat%2Ba%2BWorld.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 290px; height: 400px;" src="http://1.bp.blogspot.com/-4zRAGPgRp3M/T6T6uIcmIMI/AAAAAAAAATY/FewiqWukQrE/s400/KanellopoulouAthina_2012-05-04_Mama%2BWhat%2Ba%2BWorld.JPG" alt="" id="BLOGGER_PHOTO_ID_5738987495625203906" border="0" /></a><span id="result_box" class="" lang="el"><span class="hps atn">"</span><span>Μαμά,</span> <span class="hps">τι</span> <span class="hps">κόσμος</span><span>!</span><span>"</span><br /><span class="hps atn">(</span><span class="">50x70</span> <span class="hps">εκ.)</span><br /><span class="hps">Ακρυλικά και λάδι σε</span> <span class="hps">καμβά</span><br /><br /><span class="hps">Μια άποψη</span> <span class="hps">του σύγχρονου κόσμου</span> <span class="hps"><br />μέσα από τα μάτια</span> <span class="hps">της</span> <span class="hps">εγκύου γυναίκας</span><span>,</span> <span class="hps"><br />που</span> <span class="hps">φέρει</span> <span class="hps">την ευθύνη</span> <span class="hps">της</span> <span class="hps">ζωής ενός εμβρύου</span><span>.</span></span><br /><br />Ο πίνακας εκτίθεται στην ομαδική έκθεση εικαστικών<br />για την Παγκόσμια Ημέρα της Μητέρας<br />στην Πινακοθήκη του Δήμου Νέας Ιωνίας "Παναιτώλιο"<br />από 13 έως 20 Μαϊου 2012 και ώρες 11.00-21.00<br />(εγκαίνια 14/05/12 στις 19.30)<br />Για να δείτε κι άλλες συμμετοχές πατήστε <a href="http://eikastikoiektosepimelitiriou.blogspot.com/2012/05/what-world.html">εδώ</a>.<br /><br />~~~<br /><span id="result_box" class="" lang="en"><span class="hps">Mama, what a world!<br />(50x70 cm)<br />Acrylics on canvas<br /><br /></span></span><span id="result_box" class="" lang="en"><span class="hps">A view</span> <span class="hps">of the modern world</span><br /><span class="hps">through the eyes</span> <span class="hps">of a pregnant</span> <span class="hps">woman</span><br /><span class="hps">responsible</span> <span class="hps">of a life</span> <span class="hps">of</span> <span class="hps">an</span> <span class="hps">embryo.</span></span><br /><span id="result_box" class="" lang="en"><span class="hps"><br /></span></span><span id="result_box" class="" lang="en"><span class="hps">The artwork</span> <span class="hps">set out in the</span> <span class="hps">group exhibition</span><br /><span class="hps">for</span> <span class="hps">International Mother</span><span class="">'s Day</span><br /><span class="hps">at the Gallery</span> <span class="hps">of Nea</span> <span class="hps">Ionia</span> <span class="hps atn">"</span><span>Panaitolio</span><span>"</span><br /><span class="hps">13 to</span> <span class="hps">20 May</span> <span class="hps">2012 and</span> <span class="hps">11.00-21.00</span> <span class="hps">hours</span><br /><span class="hps">(opening</span> <span class="hps">14/05/12</span> <span class="hps">at</span> <span class="hps">19.30)</span></span><br /><xml><w:worddocument><w:trackmoves><w:trackformatting><w:punctuationkerning><w:validateagainstschemas><w:donotpromoteqf><w:lidthemecomplexscript></w:lidthemecomplexscript></w:donotpromoteqf></w:validateagainstschemas></w:punctuationkerning></w:trackformatting></w:trackmoves></w:worddocument></xml><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style><!-- [endif]Για να δείτε κι άλλες συμμετοχές πατήστε <a href="http://eikastikoiektosepimelitiriou.blogspot.com/2012/05/what-world.html">εδώ.<br /><br />~~~<br />"Mama, what a world!"<br />(50x70 cm)<br />Acrylics on canvas<br /><br />A view of the contemporary world<br />through the eyes of a pregnant woman,<br />who carries the responsibility of the life of an embryo.<br /><br /><span id="result_box" class="" lang="en"><span class="hps">The artwork</span> <span class="hps">set out in the</span> <span class="hps">group exhibition</span><br /><span class="hps">for</span> <span class="hps">International Mother</span><span class="">'s Day</span><br /><span class="hps">at the Gallery</span> <span class="hps">of Nea</span> <span class="hps">Ionia</span> <span class="hps atn">"</span><span>Panaitolio</span><span>" (N. Ionia, Athens, Greece)</span><br /><span class="hps">13 to</span> <span class="hps">20 May</span> <span class="hps">2012 and</span> <span class="hps">11.00-21.00</span> <span class="hps">hours</span><br /><span class="hps">(opening</span> <span class="hps">14/05/12</span> <span class="hps">at</span> <span class="hps">19.30)</span></span><br /></div>--></div>Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-56012109144100681872012-02-23T14:42:00.006-08:002012-02-23T14:50:56.057-08:00Artwork: Unfree Expression II - Ανελεύθερη Έκφραση ΙΙ<div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-Ru8Gr6dv2LQ/T0bBCKRzcwI/AAAAAAAAATE/anBZvTZ24FA/s1600/Aneleutheri_Ekphrasi_II-Kanellopoulou_Athina-2011-Pencil.png"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 294px;" src="http://4.bp.blogspot.com/-Ru8Gr6dv2LQ/T0bBCKRzcwI/AAAAAAAAATE/anBZvTZ24FA/s400/Aneleutheri_Ekphrasi_II-Kanellopoulou_Athina-2011-Pencil.png" alt="" id="BLOGGER_PHOTO_ID_5712465420228981506" border="0" /></a><br />"Ανελεύθερη Έκφραση ΙΙ (ζωγραφική)"<br />Κανελλοπούλου Αθηνά<br />Μολύβι σε χαρτί<br />2011<br />~<br /><br />"Unfree Expression II (painting)"<br />Kanellopoulou Athina<br />Pencil on paper<br />2011<br /></div>Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-69362207335663222372012-01-25T05:33:00.000-08:002012-01-25T06:12:17.734-08:00Έχε γειά μεγάλε σουρεαλιστή & συμβολιστή της 7ης Τέχνης<div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-L-uOrHnp9Hs/TyAEzXZQwzI/AAAAAAAAASs/S2KM4wTunjc/s1600/Thodoros-Aggelopoulos.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 292px;" src="http://4.bp.blogspot.com/-L-uOrHnp9Hs/TyAEzXZQwzI/AAAAAAAAASs/S2KM4wTunjc/s400/Thodoros-Aggelopoulos.jpg" alt="" id="BLOGGER_PHOTO_ID_5701562408750859058" border="0" /></a><br /><span style="font-weight: bold;">Θόδωρος Αγγελόπουλος</span><br /><br /><span style="color: rgb(0, 0, 0);">Ο Θόδωρος Αγγελόπουλος (Αθήνα, 27 Απριλίου 1935 - 24 Ιανουαρίου 2012)</span><span style="color: rgb(0, 0, 0);"> ήταν Έλληνας</span><span style="color: rgb(0, 0, 0);"> σκηνοθέτης, σεναριογράφος και παραγωγός κινηματογράφου. Έχει τιμηθεί με βραβεία στην</span><span style="color: rgb(0, 0, 0);"> Ελλάδα και το εξωτερικό για την προσφορά του στον κινηματογράφο, με σπουδαιότερο της καλύτερης ταινίας με τον </span><span style="color: rgb(0, 0, 0);">Χρυσό Φοίνικα στο</span><span style="color: rgb(0, 0, 0);"> Φεστιβάλ των Καννών το</span><span style="color: rgb(0, 0, 0);"> 1998 για την ταινία </span><i style="color: rgb(0, 0, 0);">Μια Αιωνιότητα και μια Μέρα</i><span style="color: rgb(0, 0, 0);">.</span> [πηγή: http://el.wikipedia.org]<br /><br />Τραγικά έγραψε η ιστορία το τέλος του μεγάλου δημιουργού Θόδωρου Αγγελόπουλου, όπου<br /></div>βάση του αστυνομικού δελτίου επί τω έργω παρασύρθηκε από μοτοσυκλέτα που σημειώθηκε στην Δραπετσώνα, όπου πραγματοποιούσε γυρίσματα για τη νέα του ταινία, με αποτέλεσμα να γράψει φινάλε πριν την ολοκλήρωση της "Άλλης Θάλασσας".<br /><br />Δελτίο:<br />Τον Θεόδωρο Αγγελόπουλο παρέσυρε λίγο μετά τις 7 χθες βράδυ μοτοσυκλέτα στην περιφερειακή οδό Δραπετσώνας, μετά το πρώτο τούνελ, στο ρεύμα προς Κερατσίνι. Ο σκηνοθέτης βρισκόταν στο σημείο για τις ανάγκες των γυρισμάτων της ταινίας «Η Άλλη Θάλασσα», που ξεκίνησαν στις αρχές Ιανουαρίου. Ο Θόδωρος Αγγελόπουλος τη στιγμή που διέσχιζε το οδόστρωμα παρασύρθηκε από μοτοσικλέτα που οδηγούσε αστυνομικός ο οποίος ήταν εκτός υπηρεσίας. Σύμφωνα με τους αυτόπτες μάρτυρες η ολισθηρότητα τους οδοστρώματος, η περιορισμένη δυνατότητα αντίδρασης του μοτοσυκλετιστή και το γεγονός ότι ο σκηνοθέτης πάνω στο πάθος τη δουλέιάς διέσχισε το οδόστρωμα σε σημείο που δεν έπρεπε, στάθηκαν μοιραία. Ο τραυματίας διακομίσθηκε με ασθενοφόρο στο ιδιωτικό νοσοκομείο Metropolitan του Φαλήρου, όπου και κατέληξε. [πηγή: http://www.inews.gr/181/pos-egine-to-trochaio-me-ton-theodoro-angelopoulo.htm]<br /><br /><div style="text-align: center;">~~~<br /><br /></div><span id="result_box" class="" lang="en"><span title="Ο Θόδωρος Αγγελόπουλος (Αθήνα, 27 Απριλίου 1935 - 24 Ιανουαρίου 2012) ήταν Έλληνας σκηνοθέτης, σεναριογράφος και παραγωγός κινηματογράφου.">Theodoros Angelopoulos (Athens, 27 April 1935 to 24 January 2012) was a Greek film director, screenwriter and film producer. </span><span title="Έχει τιμηθεί με βραβεία στην Ελλάδα και το εξωτερικό για την προσφορά του στον κινηματογράφο, με σπουδαιότερο της καλύτερης ταινίας με τον Χρυσό Φοίνικα στο Φεστιβάλ των Καννών το 1998 για την ταινία Μια Αιωνιότητα και μια Μέρα.">He has won awards in Greece and abroad for his contribution to cinema, the most important of the best film in the Palme d'Or at Cannes in 1998 for his film Eternity and a Day. </span><span title="[πηγή: http://el.wikipedia.org]">[Source: http://el.wikipedia.org]<br /><br />History of Greek Art </span></span><span id="result_box" class="long_text" lang="en"><span title="επεφύλαξε">reserved</span></span><span id="result_box" class="" lang="en"><span title="[πηγή: http://el.wikipedia.org]"></span><span title="Τραγικά έγραψε η ιστορία το τέλος του μεγάλου δημιουργού Θόδωρου Αγγελόπουλου, όπου"> a tragic end to the great master Theo Angelopoulos, who injured by</span><span title="βάση του αστυνομικού δελτίου επί τω έργω παρασύρθηκε από μοτοσυκλέτα που σημειώθηκε στην Δραπετσώνα, όπου πραγματοποιούσε γυρίσματα για τη νέα του ταινία, με αποτέλεσμα να γράψει φινάλε πριν την ολοκλήρωση της "Άλλης Θάλασσας"."> a motorcycle Drapetsona where effected filming his new movie, so to write the finale before the completion of "the Other Sea".<br /><br /></span><span title="Δελτίο:">Bulletin:<br /></span><span title="Τον Θεόδωρο Αγγελόπουλο παρέσυρε λίγο μετά τις 7 χθες βράδυ μοτοσυκλέτα στην περιφερειακή οδό Δραπετσώνας, μετά το πρώτο τούνελ, στο ρεύμα προς Κερατσίνι.">Theodoros Angelopoulos drifted just after 7 last night in the regional road of Drapetsona after the first tunnel in the direction towards Keratsini. </span><span title="Ο σκηνοθέτης βρισκόταν στο σημείο για τις ανάγκες των γυρισμάτων της ταινίας «Η Άλλη Θάλασσα», που ξεκίνησαν στις αρχές Ιανουαρίου.">The director was in place for the purposes of filming the movie "The Other Sea". </span><span title="Ο Θόδωρος Αγγελόπουλος τη στιγμή που διέσχιζε το οδόστρωμα παρασύρθηκε από μοτοσικλέτα που οδηγούσε αστυνομικός ο οποίος ήταν εκτός υπηρεσίας.">Theodoros Angelopoulos when crossing the road washed away by motorcycle he was driving policeman who was off duty. </span><span title="Σύμφωνα με τους αυτόπτες μάρτυρες η ολισθηρότητα τους οδοστρώματος, η περιορισμένη δυνατότητα αντίδρασης του μοτοσυκλετιστή και το γεγονός ότι ο σκηνοθέτης πάνω στο πάθος τη δουλέιάς διέσχισε το οδόστρωμα σε σημείο που δεν έπρεπε, στάθηκαν μοιραία.">According to eyewitnesses the slippery pavement, the limited response of the motorcyclist and the fact that the director on the passionate work crossed the road to a point where there had stood fatal. </span><span title="Ο τραυματίας διακομίσθηκε με ασθενοφόρο στο ιδιωτικό νοσοκομείο Metropolitan του Φαλήρου, όπου και κατέληξε.">The injured had moved by ambulance to private hospital Metropolitan, where he concluded. </span><span title="[πηγή: http://www.inews.gr/181/pos-egine-to-trochaio-me-ton-theodoro-angelopoulo.htm]">[Source: http://www.inews.gr/181/pos-egine-to-trochaio-me-ton-theodoro-angelopoulo.htm]</span></span>Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-4558371423789532892011-11-30T08:06:00.000-08:002011-12-01T05:44:25.405-08:00Art Exhibition of P.E.L.T. at Flisvos Art Center<div style="text-align: center;"><br />Firstly, thank you all for coming to the art exhibition<br />that takes place to Flisvos Cultural Center (P.Faliro-Athens)<br />The opening was brilliant example of what all openings must have.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-SykiVTDQki4/Ttdr0dv9JVI/AAAAAAAAASU/6FaWAN7I74c/s1600/%25CE%25A0.%25CE%2595.%25CE%259B.%25CE%25A4.%2BP.E.L.T.%2BFLOISVOS%2B%25CE%25A6%25CE%259B%25CE%259F%25CE%2599%25CE%25A3%25CE%2592%25CE%259F%25CE%25A3%2BMEMBERS%2BART%2BEXHIBITION%2B11%2B2011%2B%25284%2529.jpg"><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/-SykiVTDQki4/Ttdr0dv9JVI/AAAAAAAAASU/6FaWAN7I74c/s400/%25CE%25A0.%25CE%2595.%25CE%259B.%25CE%25A4.%2BP.E.L.T.%2BFLOISVOS%2B%25CE%25A6%25CE%259B%25CE%259F%25CE%2599%25CE%25A3%25CE%2592%25CE%259F%25CE%25A3%2BMEMBERS%2BART%2BEXHIBITION%2B11%2B2011%2B%25284%2529.jpg" alt="" id="BLOGGER_PHOTO_ID_5681128004034307410" border="0" /></a><span style="font-style: italic;font-size:85%;" >The spreach of townmare Hatzidakis Dionisis<br />about our team exhibition and culture.<br />Behind him was the G.B. of Art Club P.E.L.T.<br />(Panhellenic Company of Literature and Art).</span><br /><br /></div><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-x7jB7YhGrfM/Ttdrr1gTI8I/AAAAAAAAASI/Yuy-9YH8BWI/s1600/%25CE%25A0.%25CE%2595.%25CE%259B.%25CE%25A4.%2BP.E.L.T.%2BFLOISVOS%2B%25CE%25A6%25CE%259B%25CE%259F%25CE%2599%25CE%25A3%25CE%2592%25CE%259F%25CE%25A3%2BMEMBERS%2BART%2BEXHIBITION%2B11%2B2011%2B%252814%2529.jpg"><br /></a><div style="text-align: center;"><img style="width: 419px; height: 288px;" 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" alt="" /><br /><span style="font-style: italic;font-size:85%;" >My two artworks from the art unit "the Nudes"<br />that you can find at the exhibition.<br />Left: "Disembodiment", acrylic on canvas<br />Right: "Emancipated", acrylic on canvas</span><br /><br /></div><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-4AKsAsq2foE/Ttdrg1g8F2I/AAAAAAAAAR8/vbTf89xbszU/s1600/%25CE%25A0.%25CE%2595.%25CE%259B.%25CE%25A4.%2BP.E.L.T.%2BFLOISVOS%2B%25CE%25A6%25CE%259B%25CE%259F%25CE%2599%25CE%25A3%25CE%2592%25CE%259F%25CE%25A3%2BMEMBERS%2BART%2BEXHIBITION%2B11%2B2011%2B%252830%2529.JPG"><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/-4AKsAsq2foE/Ttdrg1g8F2I/AAAAAAAAAR8/vbTf89xbszU/s400/%25CE%25A0.%25CE%2595.%25CE%259B.%25CE%25A4.%2BP.E.L.T.%2BFLOISVOS%2B%25CE%25A6%25CE%259B%25CE%259F%25CE%2599%25CE%25A3%25CE%2592%25CE%259F%25CE%25A3%2BMEMBERS%2BART%2BEXHIBITION%2B11%2B2011%2B%252830%2529.JPG" alt="" id="BLOGGER_PHOTO_ID_5681127666816391010" border="0" /></a><span style="font-style: italic;font-size:85%;" >At the opening of art exhibition<br />with the famous artist and art educator Daskalakis Vangelis.</span><br /><br /></div><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-Bqj-qae8jpg/TtdrQ4e6i7I/AAAAAAAAARw/CVNMRKCK1gI/s1600/%25CE%25A0.%25CE%2595.%25CE%259B.%25CE%25A4.%2BP.E.L.T.%2BFLOISVOS%2B%25CE%25A6%25CE%259B%25CE%259F%25CE%2599%25CE%25A3%25CE%2592%25CE%259F%25CE%25A3%2BMEMBERS%2BART%2BEXHIBITION%2B11%2B2011%2B%252829%2529.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 314px;" src="http://3.bp.blogspot.com/-Bqj-qae8jpg/TtdrQ4e6i7I/AAAAAAAAARw/CVNMRKCK1gI/s400/%25CE%25A0.%25CE%2595.%25CE%259B.%25CE%25A4.%2BP.E.L.T.%2BFLOISVOS%2B%25CE%25A6%25CE%259B%25CE%259F%25CE%2599%25CE%25A3%25CE%2592%25CE%259F%25CE%25A3%2BMEMBERS%2BART%2BEXHIBITION%2B11%2B2011%2B%252829%2529.JPG" alt="" id="BLOGGER_PHOTO_ID_5681127392735300530" border="0" /></a><span style="font-style: italic;font-size:85%;" >At the opening of art exhibition<br />with the famous artist and musician Papazahos Panos.</span><br /><br /></div><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-SQUcNcNmxWQ/Ttd3q5hEFvI/AAAAAAAAASg/ORcadHx9lZk/s1600/%25CE%25A0.%25CE%2595.%25CE%259B.%25CE%25A4.%2BP.E.L.T.%2BFLOISVOS%2B%25CE%25A6%25CE%259B%25CE%259F%25CE%2599%25CE%25A3%25CE%2592%25CE%259F%25CE%25A3%2BMEMBERS%2BART%2BEXHIBITION%2B11%2B2011%2B%252820%2529.jpg"><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/-SQUcNcNmxWQ/Ttd3q5hEFvI/AAAAAAAAASg/ORcadHx9lZk/s400/%25CE%25A0.%25CE%2595.%25CE%259B.%25CE%25A4.%2BP.E.L.T.%2BFLOISVOS%2B%25CE%25A6%25CE%259B%25CE%259F%25CE%2599%25CE%25A3%25CE%2592%25CE%259F%25CE%25A3%2BMEMBERS%2BART%2BEXHIBITION%2B11%2B2011%2B%252820%2529.jpg" alt="" id="BLOGGER_PHOTO_ID_5681141033828882162" border="0" /></a><span style="font-style: italic;font-size:85%;" >At the opening of art exhibition<br />with the president of P.E.L.T. and artist Lenis George.<br /><br /></span></div>In the art exhibition participate many artists (in greek alphabetical order):<br />Aneziris P, Vlahou V, Garefalakis M, Giannakou T, Galia M, Gkila A, Dalietou S, Daskalakis V,<br />Dimitriadou M, Doxaki E, Euthimiou Ch, Zafiris G, Iakovidou Ch, Kalogeropoulos G, Kadilakis G, Kanellopoulou Athina, Kapolos A, Kariotis P, Katsantoni E, Kondili F, Kontogiannis I, Koufoudaki M, Konstas D, Ladogiannis A, Lenis G, Lipi -Manolopoulou M, Loizou M, Makridis A, Malefistaki M, Mantelou V, Mantoudi A, Manolopoulos S, Mauromati G, Minaritzoglou M, Montsenigou D, Mousouris S, Mpeltaou A, Mpozena O, Mpouranis S, Moraitou T, Nikolaidou E, Nikolakis T, Ntalas G, Ksiros D, Patziala A, Papadimitropoulos D, Papadopoulou M, Papakonstantinou S, Partali K, Patrinou M, Pelekidou E, Pefanis G, Plithara T, Repouskou P, Salachas A, Spita P, Talaiporos N, Tzora S, Tzortzos S, Troizi I, Tsakiri V, Tsivdaridi A, Tsitsopoulou N, Hatzipaulis I, Hatzipoulidou E, Hondrogianni N, Houliaras L, Horemi M, Psarra A, Faratzi R.<br /><br />The big art event that is taking place at Flisvos Art Center until the 7th Dec. 2011.<br />More details about the art exhibition you can find at the "Art News" of this blog.<br /><br />[I am participating with two of my artworks from my latest collection "the Nudes". "Emancipated" and "Disembodiment" are exhibited together as a small part of the work on the second floor of Flisvos.]Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com1tag:blogger.com,1999:blog-8529937922020524408.post-87990993240227469782011-09-13T12:50:00.000-07:002013-03-15T09:03:41.926-07:00Διδασκαλία Γραμμικού και Ελεύθερου Σχεδίου: Πότε να αρχίσω;<div dir="ltr" style="text-align: left;" trbidi="on">
Ο κύριος προβληματισμός του γονέα και του υποψηφίου σχολών* που περιλαμβάνουν στις πανελλήνιες τα ειδικά μαθήματα του γραμμικού και ελεύθερου σχεδίου, είναι πότε πρέπει ο ενδιαφερόμενος να αρχίσει την προετοιμασία του σχεδίου.<br />
Ο ενδιαφερόμενος που ξεκινά την εκμάθηση του σχεδίου από την Β' Λυκείου αναπτύσσει πολύ τις δυνατότητές του πάνω στο σχέδιο και τείνει να επιτυγχάνει σε υψηλόβαθμες σχολές. Συνήθως προτείνονται ένα ή δυο τρίωρα την εβδομάδα. Όπου, το ένα είναι για το Γραμμικό και το άλλο για το Ελεύθερο Σχέδιο. Είτε σε περίπτωση ενός τριώρου διδάσκεται μια εβδομάδα Γραμμικό και μια Ελεύθερο Σχέδιο, εναλλάξ ή όπως κρίνει ο εκπαιδευτικός βάσει των αναγκών του μαθητή. Προχωρώντας ο υποψήφιος στην Γ' Λυκείου μπορεί να συνεχίσει τα μαθήματα με αυτό το ρυθμό ή να αυξήσει τις ώρες διδασκαλίας.<br />
Ο ενδιαφερόμενος που προτιμά να ασχοληθεί με το σχέδιο στην Γ' Λυκείου έχει να ανταγωνιστεί τους μαθητές που έχουν αποκτήσει σχεδιαστική παιδία από την Β'. Αυτό για το ελληνικό εκπαιδευτικό σύστημα σημαίνει πως για την επίτευξη του σκοπού τους πρέπει να επενδύσουν πολύ περισσότερο χρόνο για να καλύψουν το χαμένο χρόνο, όπως λέμε οι εκπαιδευτικοί. Άρα, η εβδομάδα του υποψηφίου αυτού πρέπει οπωσδήποτε να περιλαμβάνει τουλάχιστον ένα τρίωρο Γραμμικό Σχέδιο και ένα τρίωρο Ελεύθερο Σχέδιο.<br />
Γιατί όμως επιμένουμε στο τρίωρο; Στις πανελλήνιες εξετάσεις ο υποψήφιος εξετάζεται στο Ελεύθερο Σχέδιο αποτυπώνοντας μια δοθήσα σύνθεση εκ του φυσικού μέσα σε έξι συνεχόμενες ώρες και στο Γραμμικό αποτυπώνοντας το δοθέν σχέδιο από το χαρτί ζητούμενων στη σχεδιαστική επιφάνεια μέσα σε έξι συνεχόμενες ώρες επίσης. Η διδασκαλία από τους επαγγελματίες Εκπαιδευτικούς του Σχεδίου** σχεδιάζεται ώστε να υπάρχει θεωρία και πράξη για την καλύτερη κατανόηση του σχεδίου. Τα θέματα που δουλεύονται είναι πρότυπα πανελληνίων εξετάσεων και πρέπει να αποπερατώνονται σε ένα εξάωρο. Τέλος, η διαδικασία σχεδίασης είναι χρονοβόρα και απαιτεί ακρίβεια. Γι' αυτούς τους λόγους, πρέπει ο εκπαιδευτικός να καθοδηγεί θεωρητικά και σχεδιαστικά τον υποψήφιο, διασαφηνίζοντας οποιαδήποτε απορία του.<br />
Η εκπαιδευτική εμπειρία μας, μας έχει μάθει ότι όσο περισσότερο ασχολείται ο υποψήφιος με το σχέδιο τόσο καλύτερα είναι τα αποτελέσματα για αυτόν. Ο περισσότερος χρόνος σίγουρα σημαίνει μεγαλύτερη επένδυση, αλλά η μεγαλύτερη επένδυση φέρει και ισχυρότερους καρπούς.<br />
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* Τμήματα των σχολών που περιλαμβάνουν την εξέταση στα σχέδια είναι τα τμήματα:<br />
<ul>
<li>Αρχιτεκτονικής </li>
<li>Διακόσμισης </li>
<li>Γραφιστικής </li>
<li>Γραφικών Τεχνών</li>
<li>Φωτογραφίας</li>
<li>Πλαστικών Τεχνών-μόνο ελεύθερο σχέδιο</li>
</ul>
** Επαγγελματίες Εκπαιδευτικοί του Σχεδίου: Οφείλουν να κατέχουν μια πιστοποίηση Εκπαιδευτικού και μια πιστοποίηση της ενασχόλησής τους με το σχέδιο (ή και τα δυο, όπως οι απόφοιτοι της Ανωτάτης Σχολής Παιδαγωγικής και Τεχνολογικής Εκπαίδευσης)<br />
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Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό και το Ελεύθερο Σχέδιο μη διστάσετε να επικοινωνήσετε μαζί μου: athinakanellopoulou@gmail.com<br />
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<a href="http://3.bp.blogspot.com/-OIo7TPY15Z8/Tm-_QeC8h5I/AAAAAAAAAPg/zwplwi8yuQk/s1600/%25CE%25BA%25CE%25B1%25CE%25BD%25CE%25B5%25CE%25BB%25CE%25BB%25CE%25BF%25CF%2580%25CE%25BF%25CE%25BB%25CF%2585%25CE%25BF%25CF%2585%2B%25CE%25B1%25CE%25B8%25CE%25B7%25CE%25BD%25CE%25AC%2B%25CE%25B5%25CE%25BA%25CF%2580%25CE%25B1%25CE%25B9%25CE%25B4%25CE%25B5%25CF%2585%25CF%2584%25CE%25B9%25CE%25BA%25CF%258C%25CF%2582%2B%25CF%2583%25CF%2587%25CE%25AD%25CE%25B4%25CE%25B9%25CE%25BF%2B2011.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5651946347037493138" src="http://3.bp.blogspot.com/-OIo7TPY15Z8/Tm-_QeC8h5I/AAAAAAAAAPg/zwplwi8yuQk/s400/%25CE%25BA%25CE%25B1%25CE%25BD%25CE%25B5%25CE%25BB%25CE%25BB%25CE%25BF%25CF%2580%25CE%25BF%25CE%25BB%25CF%2585%25CE%25BF%25CF%2585%2B%25CE%25B1%25CE%25B8%25CE%25B7%25CE%25BD%25CE%25AC%2B%25CE%25B5%25CE%25BA%25CF%2580%25CE%25B1%25CE%25B9%25CE%25B4%25CE%25B5%25CF%2585%25CF%2584%25CE%25B9%25CE%25BA%25CF%258C%25CF%2582%2B%25CF%2583%25CF%2587%25CE%25AD%25CE%25B4%25CE%25B9%25CE%25BF%2B2011.jpg" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a></div>
Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-40950349292204488912011-09-07T13:36:00.000-07:002013-03-15T09:04:00.782-07:00AEI & ΤΕΙ υπό κατάληψη<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://2.bp.blogspot.com/-CYUJ_Ee-sm8/TmfZXuXmN8I/AAAAAAAAAPY/jZuwolKlwik/s1600/%25CE%25BA%25CE%25B1%25CF%2584%25CE%25B1%25CE%25BB%25CE%25AE%25CF%2588%25CE%25B5%25CE%25B9%25CF%2582%2B%25CE%2591%25CE%2595%25CE%2599%2B%25CE%25A4%25CE%2595%25CE%2599%2B2011%2B%25CE%259D%25CE%259F%25CE%259C%25CE%259F%25CE%25A3.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5649723259166799810" src="http://2.bp.blogspot.com/-CYUJ_Ee-sm8/TmfZXuXmN8I/AAAAAAAAAPY/jZuwolKlwik/s400/%25CE%25BA%25CE%25B1%25CF%2584%25CE%25B1%25CE%25BB%25CE%25AE%25CF%2588%25CE%25B5%25CE%25B9%25CF%2582%2B%25CE%2591%25CE%2595%25CE%2599%2B%25CE%25A4%25CE%2595%25CE%2599%2B2011%2B%25CE%259D%25CE%259F%25CE%259C%25CE%259F%25CE%25A3.jpg" style="cursor: hand; cursor: pointer; display: block; height: 266px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><span style="font-family: arial; font-size: 85%;">Πανεπιστήμια και ΤΕΙ τα οποία τελούν υπό κατάληψη: </span><br />
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<span style="font-family: arial; font-size: 85%;"> </span><span style="font-family: arial; font-size: 85%;"><br />ΑΘΗΝΑ- ΕΘΝΙΚΟ ΜΕΤΣΟΒΙΟ ΠΟΛΥΤΕΧΝΕΙΟ (Ε.Μ.Π.) (9)<br />1. Αρχιτέκτονες Μηχανικοί (-06/09)<br />2. Μεταλλειολόγοι Μηχανικοί (-06/09)<br />3. Χημικοί Μηχανικοί (-06/09)<br />4. Αγρονόμοι& Τοπογράφοι Μηχανικοί (-06/09)<br />5. Μηχανολόγοι Μηχανικοί (-06/09)<br />6. Ναυπηγοί Μηχανικοί (-06/09)<br />7. Εφαρμοσμένων Μαθηματικών& Φυσικών Επιστημών (-06/09)<br />8. Πολιτικοί Μηχανικοί (-06/09)<br />9. Ηλεκτρολόγοι Μηχανικοί& Μηχανικοί Η/Υ (-06/09)<br /><br />ΕΘΝΙΚΟ ΚΑΠΟΔΙΣΤΡΙΑΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΑΘΗΝΩΝ (9)<br />1. Πληροφορικής& Τηλεπικοινωνιών (-06/09)<br />2. Βιολογικό (-06/09)<br />3. Νομική (-05/09)<br />4. Μαθηματικό (-06/09)<br />5. Χημικό (-06/09)<br />6. Γεωλογικό (-09/09)<br />7. ΕΜΜΕ ( -07/09)<br />8. Πολιτικό (-07/09)<br />9. Φιλοσοφική (συνέλευση 07/09)<br />10. Φυσικό ( -12/09)<br /><br />ΟΙΚΟΝΟΜΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΑΘΗΝΩΝ (Ο.Π.Α) (-06/09) (8)<br />1. Τμήμα Οικονομικής Επιστήμης<br />2. Τμήμα Διεθνών& Ευρωπαϊκών Οικονομικών Σπουδών<br />3. Τμήμα Οργάνωσης& Διοίκησης Επιχειρήσεων<br />4. Τμήμα Μάρκετινγκ& Επικοινωνίας<br />5. Τμήμα Λογιστικής& Χρηματοοικονομικής<br />6. Τμήμα Διοικητικής Επιστήμης& Τεχνολογίας<br />7. Τμήμα Πληροφορικής<br />8. Τμήμα Στατιστικής<br /><br />ΠΑΝΕΠΙΣΤΗΜΙΟ ΠΕΙΡΑΙΑ (ΠΑ.ΠΕΙ.) (-07/09) (9)<br />1. Τμήμα Οικονομικής Επιστήμης<br />2. Τμήμα Βιομηχανικής Διοίκησης& Τεχνολογίας<br />3. Τμήμα Οργάνωσης& Διοίκησης Επιχειρήσεων<br />4. Τμήμα Ναυτιλιακών Σπουδών<br />5. Τμήμα Στατιστικής& Ασφαλιστικής Επιστήμης<br />6. Τμήμα Διδακτικής της Τεχνολογίας& Ψηφιακών Συστημάτων<br />7. Τμήμα Πληροφορικής<br />8. Τμήμα Χρηματοοικονομικής& Τραπεζικής Διοικητικής<br />9. Τμήμα Διεθνών& Ευρωπαϊκών Σπουδών<br /><br />ΠΑΝΤΕΙΟ ΠΑΝΕΠΙΣΤΗΜΙΟ (-05/09) (9)<br />1. Τμήμα Πολιτικής Επιστήμης& Ιστορίας<br />2. Τμήμα Διεθνών& Ευρωπαϊκών Σπουδών<br />3. Τμήμα Δημόσιας Διοίκησης<br />4. Τμήμα Κοινωνιολογίας<br />5. Τμήμα Οικονομικής& Περιφερειακής Ανάπτυξης<br />6. Τμήμα Κοινωνικής Πολιτικής<br />7. Τμήμα Επικοινωνίας, Μέσων& Πολιτισμού<br />8. Τμήμα Ψυχολογίας<br />9. Τμήμα Κοινωνικής Ανθρωπολογίας<br /><br />ΓΕΩΠΟΝΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΑΘΗΝΩΝ (-06/09) (6)<br />1. Τμήμα Επιστήμης Φυτικής Παραγωγής<br />2. Τμήμα Επιστήμης Ζωικής Παραγωγής<br />3. Τμήμα Γεωπονικής Βιοτεχνολογίας<br />4. Τμήμα Επιστήμης& Τεχνολογίας Τροφίμων<br />5. Τμήμα Αξιοποίησης Φυσικών Πόρων& Γεωργικής Μηχανικής<br />6. Τμήμα Αγροτικής Οικονομίας& Ανάπτυξης<br /><br />ΑΘΗΝΑ- ΑΝΩΤΑΤΗ ΣΧΟΛΗ ΚΑΛΩΝ ΤΕΧΝΩΝ (2)<br />1. Εικαστικών Τεχνών<br />2. Θεωρητικών Σπουδών Τέχνης<br /><br />ΤΕΙ ΑΘΗΝΑΣ (30/08-07/09) (36)<br />· Σχολή Τεχνολογικών Εφαρμογών (9)<br />· Σχολή Διοίκησης & Οικονομίας (5)<br />· Σχολή Επαγγελμάτων Υγείας & Πρόνοιας (15)<br />· Σχολή Τεχνολογίας Τροφίμων & Διατροφής (2)<br />· Σχολή Γραφικών Τεχνών& Καλλιτεχνικών Σπουδών (5)<br /><br />ΤΕΙ ΠΕΙΡΑΙΑ (-07/09) (10)<br />1. Τμήμα Ηλεκτρονικής<br />2. Τμήμα Πολιτικών Δομικών 'Εργων<br />3. Τμήμα Hλεκτρονικών Υπολογιστικών Συστημάτων<br />4. Τμήμα Αυτοματισμού<br />5. Τμήμα Κλωστοϋφαντουργίας<br />6. Τμήμα Μηχανολογίας<br />7. Τμήμα Ηλεκτρολογίας<br />1. Τμήμα Διοίκησης Επιχειρήσεων<br />2. Τμήμα Λογιστικής<br />3. Τμήμα Τουριστικών Επιχειρήσεων<br /><br />ΑΡΙΣΤΟΤΕΛΕΙΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΘΕΣΣΑΛΟΝΙΚΗΣ (Α.Π.Θ.) (24)<br />1. Αρχιτεκτονική (-05/09)<br />2. Ηλεκτρολόγων Μηχανικών (-06/09)<br />3. Μηχανολόγων Μηχανικών (-06/09)<br />4. Πολιτικών Μηχανικών (-06/09)<br />5. Χημικών Μηχανικών (-06/09)<br />6. Χημικό (-06/09)<br />7. Φυσικό ΑΠΘ (-06/09)<br />8. Μαθηματικό (-7/09)<br />9. Νομική (-7/09)<br />10. Γεωλογικό (-7/09)<br />11. Πληροφορική (-7/09)<br />12. Φιλολογικό (-7/09)<br />13. Ιστορικό - Αρχαιολογικό (-7/09)<br />14. Δημοσιογραφίας& ΜΜΕ (-7/09)<br />15. Πολιτικών Επιστημών (-7/09)<br />16. Ιατρική (-6/09)<br />17. Οδοντιατρική (-6/09)<br />18. Αγρονόμων- Τοπογράφων Μηχανικών (-06/09)<br />19. Ψυχολογίας (-7/09)<br />20. Βιολογικό<br />21. Κτηνιατρική<br />22. Θεάτρου (-08/09)<br />23. Μουσικών Σπουδών (-09/09)<br />24. Κινηματογράφου ΑΠΘ (-11/09)<br /><br />ΤΕΙ ΘΕΣ/ΝΙΚΗΣ (24)<br />1. Τμήμα Βιβλιοθηκονομίας&Συστ. Πληροφόρησης<br />2. Τμήμα Εμπορίας & Διαφήμισης<br />3. Τμήμα Λογιστικής<br />4. Τμήμα Τουριστικών Επιχειρήσεων<br />1. Τμήμα Φυτικής Παραγωγής<br />2. Τμήμα Ζωϊκής Παραγωγής<br />3. Τμήμα Διοίκησης Γεωργικών Εκμεταλλεύσεων<br />1. Τμήμα Τεχνολογίας Τροφίμων<br />2. Τμήμα Διατροφής<br />1. Τμήμα Ηλεκτρονικής<br />2. Τμήμα Πληροφορικής<br />3. Τμήμα Αυτοματισμού<br />4. Τμήμα Έργων Υποδομής<br />5. Τμήμα Οχημάτων<br />6. Τμήμα Γενικό Τμήμα Θετικών Επιστημών<br />1. Τμήμα Βρεφονηπιοκομίας<br />2. Τμήμα Νοσηλευτικής<br />3. Τμήμα Μαιευτικής<br />4. Τμήμα Τεχνολόγων Ιατρικών Εργαστηρίων<br />5. Τμήμα Φυσιοθεραπείας<br />6. Τμήμα Αισθητικής<br />· Παραρτήματα (3)<br />1. Τμήμα Παραγωγής και Σχεδιασμού Eνδυμάτων Κιλκίς<br />2. Τμήμα Τεχνολογίας Αλιείας- Υδατοκαλ. Μουδανιάς<br />3. Τμήμα Τυποποίησης& Διακίνησης Προϊόντων Κατερίνης<br /><br />ΠΑΝΕΠΙΣΤΗΜΙΟ ΠΑΤΡΩΝ (-06/09) (20)<br />1. Βιολογικό<br />2. Μηχανολόγων Μηχανικών<br />3. Χημικών Μηχανικών<br />4. Γεωλογικό<br />5. Φυσικό<br />6. Μαθηματικό<br />7. Μηχανικοί Η/Υ και Πληροφορικής<br />8. Θεατρικών Σπουδών<br />9. Χημικό<br />10. Επιστήμη Υλικών<br />11. Ηλεκτρολόγων Μηχανικών& Τεχνολογίας Υπολογιστών<br />12. Ιατρική<br />13. Φιλολογίας<br />14. Φιλοσοφίας<br />15. Πολιτικών Μηχανικών<br />16. Οικονομικό<br />17. Διοίκηση Επιχειρήσεων<br />18. Φαρμακευτική<br />19. Παιδαγωγικό<br />20. Νηπιαγωγών<br /><br />ΠΟΛΥΤΕΧΝΕΙΟ ΚΡΗΤΗΣ (-6/09) (5)<br />1. Ηλεκτρονικών Μηχανικών& Μηχανικών Η/Υ<br />2. Μηχανικών Παραγωγής & Διοίκησης<br />3. Μηχανικών Περιβάλλοντος<br />4. Μηχανικών Ορυκτών Πόρων<br />5. Αρχιτεκτόνων Μηχανικών<br /><br />ΤΕΙ ΧΑΝΙΩΝ (2)<br />1. Τμήμα Ηλεκτρονικής<br />2. Τμήμα Φυσικών Πόρων<br /><br />ΠΑΝΕΠΙΣΤΗΜΙΟ ΚΡΗΤΗΣ (1)<br />· Ηράκλειο (1)<br />1. Βιολογίας (-08/09)<br /><br />ΔΗΜΟΚΡΙΤΕΙΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΘΡΑΚΗΣ- Ξάνθη(5)<br />1. Πολιτικών Μηχανικών Ξανθης<br />2. Ηλεκτρολόγων Μηχανικών& Μηχανικών Η/Υ<br />3. Μηχανικών Περιβάλλοντος Ξάνθης<br />4. Αρχιτεκτόνων Μηχανικών Ξάνθης<br />5. Μηχανικών Παραγωγής και Διοίκησης<br /><br />ΠΑΝΕΠΙΣΤΗΜΙΟ ΙΩΑΝΝΙΝΩΝ (4)<br />1. Μηχανικοί Υλικών (-07/09)<br />2. ΒΕΤ (-07/09)<br />3. Φυσικό (-07/09)<br />4. Επιστημών Τέχνης (ΠΤΕΤ) (-07/09)<br /><br />ΠΑΝΕΠΙΣΤΗΜΙΟ ΘΕΣΣΑΛΙΑΣ- Βόλος(4)&</span><span style="font-family: arial; font-size: 85%;"> Λάρισα(1)</span><span style="font-size: 85%;"><span style="font-family: arial; font-size: 85%;">1. Μηχανολόγοι Μηχανικοί (1-6/9)<br />2. Αρχιτεκτονική (7/9)<br />3. Χωροταξία (-7/9)<br />4. Οικονομικο (-6/9)<br />1. Βιοχημεία-Βιοτεχνολογία (-2/9)<br /><br />ΤΕΙ ΛΑΡΙΣΑΣ - Λάρισα (14)<br />o Εφαρμογών (5)<br />o Διοίκησης και Οικονομίας (4)<br />o Επαγγελμ. Υγείας- Πρόνοιας (2)<br />o Σχολή Τεχνολογίας Γεωπονίας (3)<br /><br />ΤΕΙ ΛΑΜΙΑΣ (5)<br />1. Ηλεκτρολογίας<br />2. Ηλεκτρονικής<br />3. Πληροφορικής& Τεχνολογίας Υπολογιστών<br />1. Νοσηλευτικής<br />2. Φυσικοθεραπείας<br /><br />ΤΕΙ ΧΑΛΚΙΔΑΣ (7)<br />1. Διοίκησης Επιχειρήσεων<br />2. Λογιστικής<br />3. Διοίκησης Συστημάτων Εφοδιασμού<br />1. Αυτοματισμού<br />2. Ηλεκτρολογίας<br />3. Μηχανολογίας<br />4. Τεχνολογίας Αεροσκαφών<br /><br />ΠΑΝΕΠΙΣΤΗΜΙΟ ΔΥΤΙΚΗΣ ΜΑΚΕΔΟΝΙΑΣ- Φλώρινα (4)<br />1. Παιδαγωγικό Τμήμα Δημοτικής Εκπ/σης<br />2. Παιδαγωγικό Τμήμα Νηπιαγωγών<br />3. Βαλκανικών Σπουδών<br />4. Τμήμα Εικαστικών& Εφαρμοσμένων Τεχνών<br /><br />ΤΕΙ ΔΥΤΙΚΗΣ ΜΑΚΕΔΟΝΙΑΣ- Κοζάνη (11)<br />o ΣΔΟ (3)<br />o ΣΤΕΦ (6)<br />o ΣΕΥΠ (2)<br /><br />ΠΑΝΕΠΙΣΤΗΜΙΟ ΑΙΓΑΙΟΥ- Μυτιλήνη (2)<br />1. Περιβάλλοντος (5-9/09)<br />2. Πολιτισμικής Τεχνολ.& Επικοινωνίας (-9/09)<br /><br />ΤΕΙ ΙΟΝΙΩΝ ΝΗΣΩΝ- Ζάκυνθος (1)<br />1. Τεχνολογίας Περιβάλλοντος& Τεχνολογίας (-9/09)<br /></span></span><span style="font-size: 85%;">Για οποιαδήποτε διευκρίνιση μη διστάσετε να επικοινωνήσετε μαζί μου: </span> athinakanellopoulou@gmail.com</div>
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Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-53200476931423843612011-08-29T09:45:00.000-07:002013-03-15T09:04:14.850-07:00ΒΑΣΕΙΣ ΣΧΟΛΩΝ ΤΕΙ 2011<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-weight: bold;">ΒΑΣΕΙΣ ΣΧΟΛΩΝ ΤΕΙ 2011</span></div>
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<a href="http://3.bp.blogspot.com/-ZI4nqjhbQ-Y/TlvC-IbZdXI/AAAAAAAAAPA/WVQCj7NwX8o/s1600/BASEIS-TEI-2011-%255B90%2525%255D_1-N.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5646320930509124978" src="http://3.bp.blogspot.com/-ZI4nqjhbQ-Y/TlvC-IbZdXI/AAAAAAAAAPA/WVQCj7NwX8o/s400/BASEIS-TEI-2011-%255B90%2525%255D_1-N.png" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 294px;" /></a><a href="http://1.bp.blogspot.com/-PTtlyHwFj18/TlvDjsVRLNI/AAAAAAAAAPQ/OEjCMWwQ5GE/s1600/BASEIS-TEI-2011-%255B90%2525%255D_2-N.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5646321575802252498" src="http://1.bp.blogspot.com/-PTtlyHwFj18/TlvDjsVRLNI/AAAAAAAAAPQ/OEjCMWwQ5GE/s400/BASEIS-TEI-2011-%255B90%2525%255D_2-N.png" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 298px;" /></a><a href="http://2.bp.blogspot.com/-mLyQU8Oe6G8/TlvDcMkQCnI/AAAAAAAAAPI/BQDoFz2S0Rw/s1600/BASEIS-TEI-2011-%255B90%2525%255D_3-N.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5646321447016073842" src="http://2.bp.blogspot.com/-mLyQU8Oe6G8/TlvDcMkQCnI/AAAAAAAAAPI/BQDoFz2S0Rw/s400/BASEIS-TEI-2011-%255B90%2525%255D_3-N.png" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 368px;" /></a><br />
Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό και το Ελεύθερο Σχέδιο και τις σχολές μη διστάσετε να επικοινωνήσετε μαζί μου: athinakanellopoulou@gmail.com</div>
Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-41404043619626423272011-08-29T09:40:00.000-07:002013-03-15T09:04:31.836-07:00ΒΑΣΕΙΣ ΣΧΟΛΩΝ ΑΕΙ 2011<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://4.bp.blogspot.com/-k2YmMnRUkfM/TlvBKl2wUII/AAAAAAAAAOg/mccm5p-o-0I/s1600/BASEIS-AEI-2011-%255B90%2525%255D_5-N.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}">ΒΑΣΕΙΣ ΣΧΟΛΩΝ ΑΕΙ 2011</a></div>
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<a href="http://2.bp.blogspot.com/-4wDWNjryWDA/TlvBE6zZxBI/AAAAAAAAAOY/tjRorGyiOYs/s1600/BASEIS-AEI-2011-%255B90%2525%255D_1-N.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5646318848087540754" src="http://2.bp.blogspot.com/-4wDWNjryWDA/TlvBE6zZxBI/AAAAAAAAAOY/tjRorGyiOYs/s400/BASEIS-AEI-2011-%255B90%2525%255D_1-N.png" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 305px;" /></a><a href="http://4.bp.blogspot.com/-ZwcBhqvog0E/TlvBqEreHWI/AAAAAAAAAO4/usExBUtNNgo/s1600/BASEIS-AEI-2011-%255B90%2525%255D_2-N.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5646319486393785698" src="http://4.bp.blogspot.com/-ZwcBhqvog0E/TlvBqEreHWI/AAAAAAAAAO4/usExBUtNNgo/s400/BASEIS-AEI-2011-%255B90%2525%255D_2-N.png" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 300px;" /></a><a href="http://3.bp.blogspot.com/-TX4NSNjTYEs/TlvBjapk-MI/AAAAAAAAAOw/vJSBFjgc6Mc/s1600/BASEIS-AEI-2011-%255B90%2525%255D_3-N.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5646319372032342210" src="http://3.bp.blogspot.com/-TX4NSNjTYEs/TlvBjapk-MI/AAAAAAAAAOw/vJSBFjgc6Mc/s400/BASEIS-AEI-2011-%255B90%2525%255D_3-N.png" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 300px;" /></a><a href="http://1.bp.blogspot.com/-kRla-Yd8kHk/TlvBbMf7vdI/AAAAAAAAAOo/UvlZlC07cFo/s1600/BASEIS-AEI-2011-%255B90%2525%255D_4-N.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5646319230794841554" src="http://1.bp.blogspot.com/-kRla-Yd8kHk/TlvBbMf7vdI/AAAAAAAAAOo/UvlZlC07cFo/s400/BASEIS-AEI-2011-%255B90%2525%255D_4-N.png" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 272px;" /></a><a href="http://4.bp.blogspot.com/-k2YmMnRUkfM/TlvBKl2wUII/AAAAAAAAAOg/mccm5p-o-0I/s1600/BASEIS-AEI-2011-%255B90%2525%255D_5-N.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5646318945543671938" src="http://4.bp.blogspot.com/-k2YmMnRUkfM/TlvBKl2wUII/AAAAAAAAAOg/mccm5p-o-0I/s400/BASEIS-AEI-2011-%255B90%2525%255D_5-N.png" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 272px;" /></a><br />
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Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό, το Ελεύθερο Σχέδιο και τις σχολές μη διστάσετε να επικοινωνήσετε μαζί μου: athinakanellopoulou@gmail.com</div>
Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-24152172038385014202011-08-23T14:03:00.000-07:002013-03-15T09:05:18.044-07:00Τέλος Ταλαιπωρίας για τους Υποψήφιους - Αποτελέσματα Βάσεων (29/08/2011)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="EL" style="mso-ansi-language: EL;"><a href="http://1.bp.blogspot.com/-9GAJIQ2wlSs/TlQX-QQ9dxI/AAAAAAAAAMk/BDFOXkCERJk/s1600/Lewis_Hine%252C_Boy_studying%252C_ca._1924.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5644162591287506706" src="http://1.bp.blogspot.com/-9GAJIQ2wlSs/TlQX-QQ9dxI/AAAAAAAAAMk/BDFOXkCERJk/s400/Lewis_Hine%252C_Boy_studying%252C_ca._1924.jpg" style="cursor: hand; cursor: pointer; display: block; height: 287px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span></div>
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<span lang="EL">Δυσοίωνη η φετινή χρονιά στον τομέα της δημόσιας εκπαίδευσης… Έδειξε στους υποψήφιους από νωρίς τα δόντια της η Ανώτατη Εκπαίδευση μην επιτρέποντας στα παιδιά, στους γονείς, μα και στους εκπαιδευτικούς, να απολαύσουν ένα χαρούμενο και ξέγνοιαστο καλοκαίρι με την πολυβδόμαδη αναμονή των αποτελεσμάτων. Εν τέλει, αποφασίστηκε να αναρτηθούν την ερχόμενη Δευτέρα 29 Αυγούστου 2011 τα πολυπόθητα αποτελέσματα. Έτσι λοιπόν, σε λιγότερο από μια εβδομάδα θα γνωρίζουμε τις βάσεις των σχολών για το ακαδημαϊκό έτος 2011.</span></div>
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<span lang="EL"><br /></span></div>
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Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό και το Ελεύθερο Σχέδιο μη διστάσετε να επικοινωνήσετε μαζί μου: athinakanellopoulou@gmail.com</div>
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<span lang="EL">(Foto: </span><span class="rg_ctlv">Lewis Hine, Boy studying, ca. 1924)</span></div>
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Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-20834051773633596052011-07-11T02:41:00.000-07:002013-03-15T09:05:29.918-07:00Ειδικά Μαθήματα Πανελληνίων Εξετ. 2011 - Στατιστικά στοιχ. 2010<div dir="ltr" style="text-align: left;" trbidi="on">
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Μου ζητάτε να δώσω μια γενική εκτίμηση για τα <span style="font-weight: bold;"><br />Ειδικά Μαθήματα Πανελληνίων Εξετάσεων 2011</span>.<br />
Δυστυχώς, το Υπουργείο αμέλησε να μοιραστεί μαζί μας<br />
τις στατιστικές των ειδικών μαθημάτων.<br />
Επομένως, μόνο εμπειρικά μπορώ να πω ότι θεωρώ πως οι βάσεις εν γένει θα πέσουν.<br />
Τώρα, σχετικά με τα γραφήματα από τα οποία βλέπουμε πως τα πήγε το σύνολο των μαθητών, δεν έχουμε παρά να αναμένουμε...</div>
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Κατά προσωπική μου εκτίμηση, το ποσοστό των βαθμολογιών 18-20 θα μειωθεί, ενώ ποσοστά γύρω από το 10 μάλλον τείνουν να αυξηθούν.<br />
<br />
Παραθέτω γραφήματα δικά μου, βάσει των ποσοστών που δόθηκαν από το Υπουργείο,<br />
σχετικά με την κατάταξη των βαθμολογιών:<br />
<br />
Για το Ελεύθερο Σχέδιο 2010<br />
<a href="http://1.bp.blogspot.com/-AermffxLGF4/ThrQdVAHVkI/AAAAAAAAAMU/mx8CGau5UME/s1600/Statistics_Pita_Eleuthero_Sxedio_2010.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5628039886625265218" src="http://1.bp.blogspot.com/-AermffxLGF4/ThrQdVAHVkI/AAAAAAAAAMU/mx8CGau5UME/s400/Statistics_Pita_Eleuthero_Sxedio_2010.png" style="cursor: hand; cursor: pointer; display: block; height: 206px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
Για το Γραμμικό Σχέδιο 2010<a href="http://4.bp.blogspot.com/-OkPqrXwX3MM/ThrQsUjiGCI/AAAAAAAAAMc/Mq7n4fqOxAc/s1600/Statistics_Pita_Grammiko_Sxedio_2010.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5628040144203421730" src="http://4.bp.blogspot.com/-OkPqrXwX3MM/ThrQsUjiGCI/AAAAAAAAAMc/Mq7n4fqOxAc/s400/Statistics_Pita_Grammiko_Sxedio_2010.png" style="cursor: hand; cursor: pointer; display: block; height: 216px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
<span style="font-size: 85%;">Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό και το Ελεύθερο Σχέδιο μη διστάσετε να επικοινωνήσετε μαζί μου: </span> athinakanellopoulou@gmail.com</div>
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Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com1tag:blogger.com,1999:blog-8529937922020524408.post-17722101576151825642011-06-14T22:37:00.000-07:002013-03-15T09:05:43.885-07:00Πανελλήνιες Εξετάσεις 2011: Γραμμικό Σχέδιο<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://4.bp.blogspot.com/-dpvB8JFowTU/TfhuHejA1AI/AAAAAAAAAMM/jJRB6VtkfFo/s1600/thema%2Bgrammiko%2Bsxedio%2B2011%2Bkanellopoulou%2Bathina.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5618361609882752002" src="http://4.bp.blogspot.com/-dpvB8JFowTU/TfhuHejA1AI/AAAAAAAAAMM/jJRB6VtkfFo/s400/thema%2Bgrammiko%2Bsxedio%2B2011%2Bkanellopoulou%2Bathina.png" style="cursor: hand; cursor: pointer; display: block; height: 277px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό και το Ελεύθερο Σχέδιο μη διστάσετε να επικοινωνήσετε μαζί μου: athinakanellopoulou@gmail.com</div>
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Καλή επιτχία στους υποψηφίους!</div>
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Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com1tag:blogger.com,1999:blog-8529937922020524408.post-69014198778849660022011-06-14T04:59:00.000-07:002013-03-15T09:05:58.216-07:00Πανελλήνιες Εξετάσεις 2011: Ελεύθερο Σχέδιο<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://1.bp.blogspot.com/-E2XRR8MBBUU/TfdNN1KUZJI/AAAAAAAAAME/8CJRwoydoAQ/s1600/thema%2Beleuthero%2Bsxedio%2B2011%2Bkanellopoulou%2Bathina.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5618043960171979922" src="http://1.bp.blogspot.com/-E2XRR8MBBUU/TfdNN1KUZJI/AAAAAAAAAME/8CJRwoydoAQ/s400/thema%2Beleuthero%2Bsxedio%2B2011%2Bkanellopoulou%2Bathina.png" style="cursor: hand; cursor: pointer; display: block; height: 233px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
Για οποιαδήποτε διευκρίνιση ή βοήθεια σχετικά με το Γραμμικό και το Ελεύθερο Σχέδιο μη διστάσετε να επικοινωνήσετε μαζί μου: athinakanellopoulou@gmail.com<br />
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Καλή επιτυχία στους υποψηφίους!!!</div>
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Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com1tag:blogger.com,1999:blog-8529937922020524408.post-58784413871432433042011-03-12T11:03:00.000-08:002011-11-03T04:14:13.795-07:00Sadness and Sympathy for victims of earthquak of Japan...<a href="http://www.youtube.com/watch?v=1yXNcENPoAA&feature=player_embedded">http://www.youtube.com/watch?v=1yXNcENPoAA&feature=player_embedded</a>Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-12368389563063717692011-03-08T05:31:00.000-08:002011-11-03T04:16:15.944-07:00For Internationan Women's Day (8 March)<div align="center">For International Women's Day</div><div align="center"><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 282px; DISPLAY: block; HEIGHT: 400px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5581701929560157106" alt="" src="http://4.bp.blogspot.com/-dGNpn01JJa4/TXYwVPGLq7I/AAAAAAAAALA/kYjJDvsqy20/s400/Athina%2BKanellopoulou%2B01p%2Bartworks%2Bnude%2Bat%2Bthe%2Bisland%2B2010%2Bkoufonisi%2Bgreece%2Bcyclades%2Bnikitas%2Bcafe.png" border="0" /><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 295px; DISPLAY: block; HEIGHT: 400px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5581702030463049506" alt="" src="http://4.bp.blogspot.com/-ysNF6QhsVLk/TXYwbG_TnyI/AAAAAAAAALI/MTP3TmIVyMQ/s400/Athina%2BKanellopoulou%2B02p%2Bartworks%2Bnude%2Bat%2Bthe%2Bisland%2B2010%2Bkoufonisi%2Bgreece%2Bcyclades%2Bnikitas%2Bcafe.png" border="0" /><a href="http://1.bp.blogspot.com/-QzuyLPtURGM/TXYwiyidHYI/AAAAAAAAALQ/akwHZmL3XpA/s1600/Athina%2BKanellopoulou%2B03p%2Bartworks%2Bnude%2Bat%2Bthe%2Bisland%2B2010%2Bkoufonisi%2Bgreece%2Bcyclades%2Bnikitas%2Bcafe.png"><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 288px; DISPLAY: block; HEIGHT: 400px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5581702162412281218" alt="" src="http://1.bp.blogspot.com/-QzuyLPtURGM/TXYwiyidHYI/AAAAAAAAALQ/akwHZmL3XpA/s400/Athina%2BKanellopoulou%2B03p%2Bartworks%2Bnude%2Bat%2Bthe%2Bisland%2B2010%2Bkoufonisi%2Bgreece%2Bcyclades%2Bnikitas%2Bcafe.png" border="0" /></a></div><div align="center">The 2011 International Women's Day Theme:</div><div align="center">"Equal access to education, training and </div><div align="center">science and technology: Pathway to decent work </div><div align="center">for women"</div><div align="center">.</div><div align="center"><a href="http://www.youtube.com/watch?v=77fmgTI5Cn4&feature=related">www.youtube.com/watch?v=77fmgTI5Cn4&feature=related</a></div><div align="center">.</div><div align="center"></div><div align="center"></div><div align="center"></div><div align="center"></div><div align="center">"There is a creature at the earth </div><div align="center">that its being implies passion: Woman" A.K.</div><div align="center">.</div><div align="center"></div><div align="center"></div><div align="center"></div><div align="center"></div><div align="center"></div><div align="center"><span style="font-family:times new roman;font-size:85%;"><em>The paintings above were a part </em></span></div><div align="center"><span style="font-family:times new roman;font-size:85%;"><em>of the art exhibition "Nude @ the island" </em></span></div><div align="center"><span style="font-family:times new roman;font-size:85%;"><em>that Athina Kanellopoulou organized and presented </em></span></div><div align="center"><span style="font-family:times new roman;font-size:85%;"><em>in the summer of 2010 at greek island Koufonisi. </em></span></div><div align="center"><em><span style="font-family:Times New Roman;font-size:85%;"><a href="http://nudeattheisland.blogspot.com/">nudeattheisland.blogspot.com</a></span></em></div>Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-37869516698563696562011-03-01T13:32:00.002-08:002012-03-02T13:54:51.983-08:00Fotos from Art Exhibition of Club for UNESCO A.L.S. Greece for Children with cancer problems<img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 300px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5579230112216453250" alt="" src="http://1.bp.blogspot.com/-KuDaZoG_Hk0/TW1oOh7TEII/AAAAAAAAAKI/ygj7folbJYc/s400/IMG_4963.JPG" border="0" /><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 300px; DISPLAY: block; HEIGHT: 400px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5579231423121447410" alt="" src="http://4.bp.blogspot.com/-VIxfyHdeQ9g/TW1pa1bZ2fI/AAAAAAAAAKQ/7m-GFqyp9Zk/s400/IMG_4970.JPG" border="0" /><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 300px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5579232000929689330" alt="" src="http://4.bp.blogspot.com/-Hy6EeSOTZjM/TW1p8d7n7vI/AAAAAAAAAKY/s_quV2_fNQ4/s400/IMG_4973.JPG" border="0" /><br /><div style="text-align: center;"><img 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" alt="" /><br /></div>Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-67416840315792204622011-01-09T11:43:00.000-08:002011-01-11T08:50:45.767-08:00An_Energy 2011, an art exhibition at Ash In Art<div align="center">You are all invited<br />at the following exhibition:<br /><a href="http://www.facebook.com/?ref=home#!/photo.php?fbid=480888058021&set=at.438996938021.230629.34204953021.1053388762">http://www.facebook.com/?ref=home#!/photo.php?fbid=480888058021&set=at.438996938021.230629.34204953021.1053388762</a></div><br /><br /><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 283px; DISPLAY: block; HEIGHT: 400px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5560275920932210258" border="0" alt="" src="http://4.bp.blogspot.com/_fWcKWFM-O5w/TSoRfZBShlI/AAAAAAAAAIQ/wILjbXnFfzI/s400/165330_480888058021_34204953021_6143638_1079888_n.jpg" /><br /><br /><div align="center">There you will see my art work "Pegasus"</div><div align="center"></div><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 263px; DISPLAY: block; HEIGHT: 400px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5560276429916605010" border="0" alt="" src="http://1.bp.blogspot.com/_fWcKWFM-O5w/TSoR9BIoClI/AAAAAAAAAIY/gZaTNh7Vhls/s400/Pegasos_Kanellopoulou_Athina.jpg" /><br /><div align="center"></div>Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-18733603692132593852010-10-18T08:29:00.000-07:002011-11-03T04:27:03.420-07:00Justice and Deamon<div align="center"><a href="http://1.bp.blogspot.com/_fWcKWFM-O5w/TLxoyUoRcfI/AAAAAAAAAFQ/KWm9EbYj1sw/s1600/PICT2824e.jpg"><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 397px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5529409656244498930" alt="" src="http://1.bp.blogspot.com/_fWcKWFM-O5w/TLxoyUoRcfI/AAAAAAAAAFQ/KWm9EbYj1sw/s400/PICT2824e.jpg" border="0" /></a> "Justice and Daemon"</div><div align="center">110 x 110 cm</div><div align="center">Acrylic on canvas </div><div align="center">.</div><div align="center"></div><div align="left"><em>"A lucky person has already had this unic artwork" A.K.</em></div>Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0tag:blogger.com,1999:blog-8529937922020524408.post-52697851167274896712010-10-10T13:13:00.000-07:002011-11-03T04:28:37.130-07:00From "Art for More 2010" poster exhibition at Yoga Bala (Psiri, Athens)<div><div><div><div align="center"><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 300px; DISPLAY: block; HEIGHT: 400px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5526526589866806498" alt="" src="http://3.bp.blogspot.com/_fWcKWFM-O5w/TLIqpxbDDOI/AAAAAAAAAEY/L9tZJoEM2P8/s400/DSC03812.JPG" border="0" /><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >This is Kanellopoulou Athina’s poster creation</span><br /><p style="TEXT-ALIGN: center; MARGIN: 0cm 0cm 10pt" class="MsoNormal" align="center"><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >for “Art for More 2010” poster exhibition.</span></p><p style="TEXT-ALIGN: center; MARGIN: 0cm 0cm 10pt" class="MsoNormal" align="center"><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >The idea of this festival is to engage</span><br /><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >art with social heart-searching</span><br /><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >through every poster.</span><br /></p><div align="center"><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 300px; DISPLAY: block; HEIGHT: 400px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5526523335647347698" alt="" src="http://4.bp.blogspot.com/_fWcKWFM-O5w/TLInsWgqw_I/AAAAAAAAAEQ/evHzYDGlwdQ/s400/DSC03808.JPG" border="0" /><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >Kanellopoulou Athina created a poster </span><br /><p style="TEXT-ALIGN: center; MARGIN: 0cm 0cm 10pt" class="MsoNormal" align="center"><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >that reacts against all the forms of racism.</span> </p><p style="TEXT-ALIGN: center; MARGIN: 0cm 0cm 10pt" class="MsoNormal" align="center"><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >“Give me your Hand </span><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >and let’s have an… </span><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >Equal Play” </span><br /></p><p style="TEXT-ALIGN: center; MARGIN: 0cm 0cm 10pt" class="MsoNormal" align="center"><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >is the message of painter’s creation.</span></p><p style="TEXT-ALIGN: center; MARGIN: 0cm 0cm 10pt" class="MsoNormal" align="center"><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >“Through physic touch people could overcome the fear of unknown and different. </span><br /><span style="mso-no-proof: yes;font-family:'Georgia','serif';" >People could understand that all of us are human beings and nobody is same with another…” Athina Kanellopoulou</span></p><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 300px; DISPLAY: block; HEIGHT: 400px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5526535114746030930" alt="" src="http://4.bp.blogspot.com/_fWcKWFM-O5w/TLIyZ_Eo61I/AAAAAAAAAE4/zjaUX54D06E/s400/DSC03816.JPG" border="0" /><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 300px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5526533836917266962" alt="" src="http://4.bp.blogspot.com/_fWcKWFM-O5w/TLIxPmyhWhI/AAAAAAAAAEo/tZnAtY7d01w/s400/DSC03815.JPG" border="0" /> <img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 300px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5526535450575518146" alt="" src="http://3.bp.blogspot.com/_fWcKWFM-O5w/TLIytiIoOcI/AAAAAAAAAFA/Jx2aUGISO8g/s400/DSC03820.JPG" border="0" /> <p style="TEXT-ALIGN: center; MARGIN: 0cm 0cm 10pt" class="MsoNormal" align="center"><span style=" mso-no-proof: yes;font-family:'Georgia', 'serif';" >All the posters are been presented at Yoga Bala Bar</span></p><p style="TEXT-ALIGN: center; MARGIN: 0cm 0cm 10pt" class="MsoNormal" align="center"><span style=" mso-no-proof: yes;font-family:'Georgia', 'serif';" ></span><span style=" mso-no-proof: yes;font-family:'Georgia', 'serif';" >(Yoga Bala Bar - 1<sup>st</sup> floor, Psiri – Athens)<!--?xml:namespace prefix = o ns = "urn:schemas-microsoft-com:office:office" /--><o:p></o:p></span></p><br /><br /><br /><p style="TEXT-ALIGN: center; MARGIN: 0cm 0cm 10pt" class="MsoNormal" align="center"></p></div></div></div></div></div>Athina Kanellopoulouhttp://www.blogger.com/profile/05168779737862275776noreply@blogger.com0