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line 9, column 39: Email address is missing real name [help]

    <managingEditor>info@musicheaven.gr</managingEditor>
                                       ^

line 10, column 34: Email address is missing real name [help]

    <webMaster>info@musicheaven.gr</webMaster>
                                  ^

line 28, column 240: description contains bad characters (3 occurrences) [help]

... ινούμενα γραφικά!Προσφορά γνωριμίας 9.90\x80 τα 2 e-books μαζί(βιντεομαθήμα ...
                                             ^

line 49, column 148: description should not contain relative URL references: add-ons/editor/plugins/emotions/img/smiley-smile.gif (2 occurrences) [help]

... ="0" alt="Smile" title="Smile" /></p>]]></description>
                                             ^

line 56, column 0: description should not contain iframe tag (6 occurrences) [help]

      <description><![CDATA[<p>Το 1ο επεισόδιο απο την εκπαιδευτική σειρά κι ...

line 68, column 0: description should not contain data-saferedirecturl attribute [help]

<p>και στο νέο μας κανάλι στο youtube  <a href="https://www.google.com/url?q ...

line 107, column 0: style attribute contains potentially dangerous content: border: 0px; cursor: default; caret-color: #000000; color: #000000; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; text-decoration: none; [help]
```
      <description><![CDATA[<iframe src="http://www.youtube.com/embed/OO6 ...
```
line 112, column 2: Missing atom:link with rel="self" [help]
```
  </channel>
  ^
```

Source: http://www.musicheaven.gr/html/modules/Blog/rss/feed.php?blogger=cross

<?xml version="1.0" encoding="iso-8859-7"?>

<rss version="2.0">
<channel>
<title>Μια Στιγμή...Διαρκείας</title>
<link>http://blogs.musicheaven.gr/cross</link>
<description>Αφορμή για αυτό το blog είναι μια νέα μέθοδος εκπαίδευσης μουσικού animation.Τα νέα μας,μικρά αποσπάσματα απο επεισόδια των εκπαιδευτικών σειρών αλλά και tips για ευκολότερη εκμάθηση διάφορων στοιχείων που αποτελούν μέρος της θεωρίας της μουσικής θα βρίσκ</description>
<language>el</language>
<managingEditor>info@musicheaven.gr</managingEditor>
<webMaster>info@musicheaven.gr</webMaster>
<generator>PHP RSS Feed Generator</generator>
<item>
<title><![CDATA[Η θεωρία της μουσικής(Α,Β,Γ)σε 24 βιντεομαθήματα]]></title>
<description><![CDATA[Μια νέα έκδοση της θεωρίας μουσικής σε μορφή βιντεομαθημάτων,μόλις κυκλοφόρησε!Εκτός απο την παιδική σειρά,μπορείς να βρείς την σειρά για ενήλικες και μεγάλα παιδιά!
Ολοκληρωμένη σε πακέτο 24 βίντεο με 500 ασκήσεις,αλλά και ξεχωριστά κάθε βιντεομάθημα για να διαλέξεις σε ποιό κεφάλαιο έχεις έλλειψη γνώσεων!
Η θεωρία της μουσικής σε βιντεομαθήματα με κινούμενα γραφικά και αφήγηση. 24 εκπαιδευτικές ενότητες που περιλαμβάνουν την ύλη των θεωριών Α,Β,Γ όπως διδάσκονται στα ωδεία 500 ασκήσεις διαβαθμισμένης δυσκολίας
Είναι μόλις 1 κλίκ μακριά σου,με αυτόματη λήψη κατόπιν πληρωμής,στο κινητό,το τάμπλετ ή τον υπολογιστή σου!
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<a href="https://payhip.com/b/KtwJ4" target="_self">https://payhip.com/b/KtwJ4</a>]]></description>
<link>http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42508</link>
<pubDate>Sun, 23 Oct 2022 09:16:00 +0000</pubDate>
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<item>
<title><![CDATA[Θεωρία για ενήλικες και μεγάλα παιδιά]]></title>
<description><![CDATA[ Μόλις κυκλοφόρησε η έκδοση για μεγάλα παιδιά και ενήλικες!Μάθε εύκολα και γρήγορα όλη την θεωρία της μουσικής μέσα απο 24 βιντεομαθήματα,με αναλυτική αφήγηση και κινούμενα γραφικά!Προσφορά γνωριμίας 9.90\x80 τα 2 e-books μαζί(βιντεομαθήματα+ασκήσεις)!
Λάβε εντελώς δωρέαν τα 2 πρώτα βιντεομαθήματα μαζί με τις ασκήσεις,συμπληρώνοντας την παρακάτω φόρμα https://forms.gle/p96NyiKY1z7gBGvn9
ή απόκτησε τα 2 e-books με 9.90\x80 (24 βιντεομαθήματα & 500 ασκήσεις)συμπληρώνοντας αυτή την φόρμα https://forms.gle/caVSZLNJtBchEqxY6
Επιμέλεια ύλης & κινούμενα γραφικά:Κωνσταντίνος Ιμβριώτης
Διδασκαλία/αφήγηση:Αντριάνα Τσαγγάρη(συμμετέχει ο Ανδριανός Δούκας)]]></description>
<link>http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42398</link>
<pubDate>Thu, 30 Dec 2021 10:23:00 +0000</pubDate>
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</item>
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<title><![CDATA[Η πιο...animelody θεωρία μουσικής τώρα και στο nakas.gr]]></title>
<description><![CDATA[Μια νέα συνεργασία με τον μεγαλύτερο μουσικό οίκο της χώρας μας!Τώρα ο πιο ευφάνταστος τρόπος εκμάθησης θεωρίας της μουσικής σε φυσική μορφή USB,είναι διαθέσιμος στο
<a href="https://www.nakas.gr/el/proionta/mousika-vivlia/theoritika-2/mousiki-theoria-solfez/animelody-mia-stigmi-diarkeias-theoria-tis-mousikis-me-kinoumena-schedia_821608/">https://www.nakas.gr/el/proionta/mousika-vivlia/theoritika-2/mousiki-theoria-solfez/animelody-mia-stigmi-diarkeias-theoria-tis-mousikis-me-kinoumena-schedia_821608/</a>

Animelody Μια Στιγμή Διάρκειας \x96 Θεωρία της Μουσικής με Κινούμενα Σχέδια Η νέα θεωρία της μουσικής που σκοπεύει να εμπνεύσει και να διδάξει τα παιδιά, με τον τρόπο που εκείνα προτιμούν ,μέσω του τάμπλετ ,του κινητού , ή του υπολογιστή τους! Όλη η θεωρία της μουσικής, σε σειρά κινουμένων σχεδίων για εύκολη και γρήγορη εκμάθηση της ύλης από το Α ως το Ω. Η ιστορία κινουμένων σχεδίων σε επεισόδια, σε εισάγει στο μάθημα με τον πιο ευφάνταστο τρόπο! Το μάθημα περιλαμβάνει αναλυτική περιγραφή, κινούμενα γραφικά, μουσική και τραγούδια! Το USB περιλαμβάνει:
<ul>
<li>15 επεισόδια κινουμένων σχεδίων μικρού μήκους</li>
<li>24 εκπαιδευτικές ενότητες και 500 ασκήσεις </li>
</ul>
 Κατάλληλο για μαθητές ωδείων, σχολείων, αυτοδίδακτους, μαθητές ιδιαίτερων, αλλά και ως πρόταση γνωριμίας με τον κόσμο της μουσικής. Για πρώτη διδασκαλία ή επανάληψη και για προετοιμασία κατατακτηρίων στο ειδικό αρμονίας(για το θεωρητικό μέρος)
Εναλλακτικά αναζητήστε το στο animelodyedu.com ή κάνετε την παραγγελία σας τηλεφωνικά στα 2111820074,6997735961
Καλή σχολική και ακαδημαική χρονιά!<img src="add-ons/editor/plugins/emotions/img/smiley-smile.gif" border="0" alt="Smile" title="Smile" />]]></description>
<link>http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42351</link>
<pubDate>Mon, 06 Sep 2021 14:40:00 +0000</pubDate>
<guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42351</guid>
</item>
<item>
<title><![CDATA[Θεωρία της Μουσικής]]></title>
<description><![CDATA[Το 1ο επεισόδιο απο την εκπαιδευτική σειρά κινουμένων σχεδίων,με θέμα την θεωρία της μουσικής,απο σήμερα θα είναι διαθέσιμο στο youtube με ελεύθερη πρόσβαση!<iframe src="http://www.youtube.com/embed/RGMITDHBEE4?wmode=transparent" width="853" height="480" frameborder="0" allowfullscreen=""></iframe>]]></description>
<link>http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42209</link>
<pubDate>Mon, 22 Feb 2021 20:42:00 +0000</pubDate>
<guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42209</guid>
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<title><![CDATA[Θέλεις να μάθεις όλη την θεωρία της μουσικής,σχεδόν δωρεάν,με τον πιο ευχάριστο τρόπο;]]></title>
<description><![CDATA[<iframe src="http://www.youtube.com/embed/jWnJAkxwCIw?wmode=transparent" width="853" height="480" frameborder="0" allowfullscreen=""></iframe>
Η θεωρία της μουσικής,είναι το πρώτο πράγμα που πρέπει να μαθεις,εαν θέλεις να ασχοληθείς σοβαρά,με την εκμάθηση ενός μουσικού οργάνου.Στα μουσικά όργανα,μην ξεχνάς ότι ανήκει και η φωνή.Είτε σε ενδιαφέρει να ασχοληθείς επαγγελματικά ή ερασιτεχνικά,το να ξέρεις τα στοιχειώδη,να μπορείς να διαβάζεις και να αποκωδικοποιείς μια παρτιτούρα,εύκολα και γρήγορα,θα σου γλιτώσει πολύ χρόνο!Εκτός απο αυτό,εάν θέλεις να προχωρήσεις και να μάθεις μια βασική αρμονία,ή και να ολοκληρώσεις τις σπουδές σου σε αυτή,δε μπορείς να το κάνεις χωρίς πρώτα να έχεις μια καλή γνώση της θεωρίας.
Αν ξέρεις λίγα,αν τα έχεις ξεχάσεις,αν θέλεις να ξεσκονίσεις τις γνώσεις σου,αν θέλεις να μάθεις απο το μηδέν,τότε μπορείς να μας ακολουθήσεις στους νέους λογαριασμούς μας:
<a href="https://www.instagram.com/animelody_edu/">https://www.instagram.com/animelody_edu/</a>
<a href="https://www.facebook.com/animelodyeducation">https://www.facebook.com/animelodyeducation</a>
και στο νέο μας κανάλι στο youtube <a href="https://www.google.com/url?q=https%3A%2F%2Fbit.ly%2F3bfnprW&sa=D&sntz=1&usg=AFQjCNG5G7lElkFkzvJeGpgcn2t4G_rwBw" target="_blank" data-saferedirecturl="https://www.google.com/url?hl=el&q=https://www.google.com/url?q%3Dhttps%253A%252F%252Fbit.ly%252F3bfnprW%26sa%3DD%26sntz%3D1%26usg%3DAFQjCNG5G7lElkFkzvJeGpgcn2t4G_rwBw&source=gmail&ust=1613985291890000&usg=AFQjCNGv8ebcAGX-ByDe6d_mzpc-Tltm7g">https://bit.ly/3bfnprW</a>
Eκεί θα βρίσκεις συμβουλές,πληροφορίες αλλά και αποσπάσματα απο την νέα θεωρία μουσικής με κινούμενα σχέδια!
Τα κινούμενα σχέδια,πραγματεύονται μια ιστορία για την μουσική,που ξεδιπλώνεται σε 15 επεισοδια μικρού μήκους,και σε εισάγουν σε ένα ολοζώντανο μάθημα θεωρίας,που όλα κινούνται και ακούγονται!Σε βοηθούν να συγκεντρωθείς και να τα μάθεις όλα με εύκολο,γρήγορο,ψυχαγωγικό τρόπο,απο το σπίτι σου και με κόστος που δεν ξεπερνά το 1 μόλις μάθημα που θα έκανες σε ένα ιδιαίτερο ή στο ωδείο.
Είναι κατάλληλο για όλες τις ηλικίες,για παιδιά και για ενήλικες,για μαθητές αλλά και για δασκάλους.Περιλαμβάνει 500 ασκήσεις και το κατεβάζεις στη συσκευή σου(τάμπλετ,laptop,desktop,κινητό,smart tv)μέσω του <a href="https://animelody.gr/">https://animelody.gr/</a> Σύντομα διαθέσιμο και σε άλλες πλατφόρμες.]]></description>
<link>http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42206</link>
<pubDate>Sun, 21 Feb 2021 11:55:00 +0000</pubDate>
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<title><![CDATA[Δημιουργία της ελάσσονας κλίμακας]]></title>
<description><![CDATA[Ένα μικρό δείγμα απο το εκπαιδευτικό μέρος του νέου online προγράμματος για την θεωρία της μουσικής!To βίντεο περιέχει ολοκληρωμένο το μάθημα για την δημιουργία της ελάσσονας κλίμακας!Για να μην αποκαλυφθεί η εξέλιξη της ιστορίας κινουμένων σχεδίων,που προηγείται του μαθήματος,δεν συμπεριλαμβάνεται στο βίντεο.<iframe src="http://www.youtube.com/embed/CcP3TSODsVQ?wmode=transparent" width="640" height="360" frameborder="0" allowfullscreen=""></iframe>]]></description>
<link>http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42178</link>
<pubDate>Tue, 26 Jan 2021 20:31:00 +0000</pubDate>
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</item>
<item>
<title><![CDATA[Κι όμως υπήρξε!]]></title>
<description><![CDATA[Ομαδικά μαθήματα πιάνου,το 1947,στο Κονέκτικατ(κατα πάσα πιθανότητα).Απίστευτη τεχνολογία,που έδινε υψηλού επιπέδου μουσική εκπαίδευση σε μια σχολική αίθουσα!Η εικόνα μιλάει απο μόνη της!]]></description>
<link>http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42158</link>
<pubDate>Sat, 09 Jan 2021 11:30:00 +0000</pubDate>
<guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42158</guid>
</item>
<item>
<title><![CDATA[Silent Night]]></title>
<description><![CDATA[<iframe src="http://www.youtube.com/embed/oFUV3fkPD9w?wmode=transparent" width="640" height="360" frameborder="0" allowfullscreen=""></iframe>]]></description>
<link>http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42125</link>
<pubDate>Mon, 21 Dec 2020 16:06:00 +0000</pubDate>
<guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42125</guid>
</item>
<item>
<title><![CDATA[Μια μικρή γεύση απο την θεωρία μουσικής]]></title>
<description><![CDATA[<iframe src="http://www.youtube.com/embed/PPbBDswr4vw?wmode=transparent" width="640" height="360" frameborder="0" allowfullscreen=""></iframe>Αυτό είναι ένα απόσπασμα απο την νέα θεωρία μουσικής σε μορφή σειράς κινουμένων σχεδίων.Ο Αντάτζιο και η Μέλοντυ,δυο αχώριστοι φίλοι,μπλέκουν σε μια περιπέτεια που τους φτάνει ως το φεγγάρι,προκειμένου να σώσουν τον κόσμο της μουσικής.’ραγε θα τα καταφέρουν;πάντως ό,τι κι αν γίνει,τίποτα δε θα είναι πια το ίδιο.Η περιπέτεια κινουμένων σχεδίων γίνεται το μέσον για να εισαχθούμε στο μάθημα με μαγικό τρόπο!Ακολουθεί ένα ζωντανό βιβλίο ηλεκτρονικής μορφής,που όλα σχεδιάζονται μπροστά στα μάτια μας,βλέπονται,ακούγονται και διαβάζονται την ίδια στιγμή.Το μάθημα περιλαμβάνει ήχους και μουσική,καθώς και χορωδιακό τραγούδι,που επαναλαμβάνει με ευχάριστο τρόπο,σημαντικές έννοιες και κανόνες.Συμπεριλαμβάνονται πολλές διαδραστικές ασκήσεις που λύνονται σαν παιχνίδι!Για να μάθεις μουσική αλλά και για να περάσεις δημιουργικά την ώρα σου στο ίντερνετ,ανακαλύπτοντας στο τέλος,ένα σημαντικό μήνυμα για το νόημα της μουσικής!
Περισσότερες πληροφορίες στο https://animelody.gr και στο https://www.facebook.com/Animelody-2153788841406473]]></description>
<link>http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42118</link>
<pubDate>Mon, 14 Dec 2020 16:57:00 +0000</pubDate>
<guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&file=page&op=viewPost&pid=42118</guid>
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<item>
<title><![CDATA[Ο πολλαπλός εαυτός του Clef]]></title>
<description><![CDATA[<iframe src="http://www.youtube.com/embed/OO6zvMzCASM?wmode=transparent" width="640" height="360" frameborder="0" allowfullscreen=""></iframe>O Clef δημιουργήθηκε απο στοιχεία της μουσικής.Τα μαλλιά του είναι στελέχοι δεκάτων έκτων,τα μάτια του,νότες,τα αυτιά του,το σύμβολο για την ένδειξη 4/4,το σώμα του η Coda,και τα πόδια του 2 υφέσεις.’φησε για λίγο τον τοπο που ζεί,δηλαδή τις ηλεκτρονικές σελίδες,της online Θεωρίας της μουσικής animelody και αποφάσισε να παίξει σε ένα εορταστικό βιντεάκι,σε ένα cover,του Jingle Bells.Δεν τον άφηνα στην αρχή αλλά δεν μπορούσα την γκρίνια του.Τα ξωτικά της μουσικής είναι πολύ πεισματάρικα!<img src="add-ons/editor/plugins/emotions/img/smiley-yes.gif" border="0" alt="{#emotions_dlg.yes}" title="{#emotions_dlg.yes}" style="border: 0px; cursor: default; caret-color: #000000; color: #000000; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; text-decoration: none;" />]]></description>
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<pubDate>Wed, 09 Dec 2020 19:23:00 +0000</pubDate>
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