<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7762844515091606265</id><updated>2012-02-02T10:56:40.876+02:00</updated><category term='Ιστορία'/><category term='ΕΤΥΜΟΛΟΓΙΑ'/><category term='μολογία'/><category term='Ιστορικά ανέδοτα'/><category term='γραφή'/><category term='ινδοευροπαίοι'/><category term='Ιστορικά ανέκδοτα'/><category term='τρωικός πόλεμος'/><category term='το παλάτι του Οδυσσέα'/><category term='ωρολογιακά'/><category term='ετυμολογία'/><category term='Αλφάβητο'/><category term='Ομηρος'/><title type='text'>O ΠΕΡΙΠΛΟΥΣ</title><subtitle type='html'>Το ιστολόγιο αυτό φιλοδοξεί να αποτελέσει έναν χώρο έρευνας χωρίς προκαθορισμένα αποτελέσματα και αγκυλώσεις.Σας καλούμε να συμμετάσχετε σ' αυτό το ταξίδι</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://operiplous.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://operiplous.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default?start-index=101&amp;max-results=100'/><author><name>ΠΑΥΣΑΝΙΑΣ</name><uri>http://www.blogger.com/profile/12382978042616603631</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://1.bp.blogspot.com/_0BOZ4VK5FuE/S2q3ibcHsDI/AAAAAAAAAIM/Ow4i9gjzr7I/S220/pafsanias.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>264</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7762844515091606265.post-3918943781490182760</id><published>2012-01-24T17:12:00.000+02:00</published><updated>2012-01-24T17:12:20.236+02:00</updated><title type='text'>Που είναι η ΛΑΚΕΔΑΙΜΟΝΑ;ΟΕΟ!!</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Αγαπητοί φίλοι&lt;br /&gt;Ψάχνοντας πάντα μέσα στον Όμηρο για "μαργαριτάρια" έπεσα πάνω σε ένα από αυτά και θέλησα να το μοιραστώ μαζί σας. Σας μεταφέρω τον στίχο.Ιλιάδα 21 στίχος 22:&lt;br /&gt;ΩΣ Δ ΥΠΟ ΔΕΛΦΙΝΟΣ ΜΕΓΑΚΗΤΕΟΣ ΙΧΘΥΕΣ ΑΛΛΟΙ&lt;br /&gt;Εδώ ο μικρός αυτός στίχος, σε συνδυασμό με τον επόμενο, έχει περισσότερα του ενός μαργαριτάρια, όπως για παράδειγμα την καθαρή εικόνα ενός δελφινιού που ψαρεύει, πράγμα όχι συνηθισμένο για τις ελληνικές θάλασσες αλλά επειδή θα βρεθούν κάποιοι να πουν ότι είναι συνηθισμένο φαινόμενο αυτό παραθέτω ένα που μάλλον θα δυσκολευτούν να το αντικρούσουν.&lt;br /&gt;Στην Ιλιάδα Β&amp;nbsp; στίχος 581 η ΛΑΚΕΔΑΙΜΟΝΑ ονομάζεται εκτός από ΚΟΙΛΗ και ΚΗΤΩΕΣΣΑ.&lt;br /&gt;Έχω ακούσει χίλιες δυο ανοησίες για το τι μπορεί να σημαίνει αυτό αλλά κανείς δεν τολμούσε να ισχυρισθεί ότι ονομάστηκε έτσι επειδή η διπλανή θάλασσα ήταν γεμάτη από μεγάλα ΚΗΤΗ.&lt;br /&gt;Εγώ, όπως σας έχω ξαναπεί, ξεκινώντας από θέση άγνοιας, αγνοούσα το αν υπήρχε και αλλού η λέξη αυτή άλλωστε όπως είπα η έρευνα μου ήταν σχετικά με τα γεωγραφικά δεδομένα. ´Ετσι ξέχασα αυτήν την λεπτομέρεια μια και η πραγματική ΛΑΚΕΔΑΙΜΟΝΑ είναι όντως ΚΗΤΩΕΣΣΑ και αυτό το απέδειξα από "άλλο δρόμο".&lt;br /&gt;Μπορείτε να φανταστείτε την χαρά μου όταν έπεσα πάνω σε αυτόν τον στίχο. Ο Όμηρος χρησιμοποιεί την λέξη ΚΗΤΕΟΣ για τα ΚΗΤΗ και όχι για κάτι άλλο. Αυτό από μόνο του σημαίνει ότι η ΛΑΚΕΔΑΙΜΟΝΑ είναι τόπος όχι μόνο παραθαλάσσιος αλλά και γεμάτος μεγάλα ΚΗΤΗ. Είναι λοιπόν δεδομένο ότι ο τόπος της ομηρικής ΛΑΚΕΔΑΙΜΟΝΑ(Σ) είναι τελείως διαφορετικός από αυτόν της σημερινής.&lt;br /&gt;Το που είναι εύκολο να το βρείτε μια και δεν υπάρχουν πολλά μέρη που είναι παραθαλάσια, κοίλα και στην θάλασσά τους ζουν ως σήμερα τα μεγαλύτερα κήτη του κόσμου.&lt;br /&gt;Καλή σας ημέρα&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7762844515091606265-3918943781490182760?l=operiplous.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://operiplous.blogspot.com/feeds/3918943781490182760/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7762844515091606265&amp;postID=3918943781490182760&amp;isPopup=true' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/3918943781490182760'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/3918943781490182760'/><link rel='alternate' type='text/html' href='http://operiplous.blogspot.com/2012/01/blog-post_24.html' title='Που είναι η ΛΑΚΕΔΑΙΜΟΝΑ;ΟΕΟ!!'/><author><name>ΠΑΥΣΑΝΙΑΣ</name><uri>http://www.blogger.com/profile/12382978042616603631</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://1.bp.blogspot.com/_0BOZ4VK5FuE/S2q3ibcHsDI/AAAAAAAAAIM/Ow4i9gjzr7I/S220/pafsanias.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7762844515091606265.post-3882274779621647567</id><published>2012-01-23T17:45:00.000+02:00</published><updated>2012-01-23T17:45:04.888+02:00</updated><title type='text'>Οι ΝΥΜΦΑΙΣ στα Ορφικά κείμενα(και όχι μόνο).Παγκόσμια πρώτη.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Αγαπητοί φίλοι&lt;br /&gt;Λυπάμαι που αρθρογραφώ τόσο αραιά πια αλλά ο χρόνος για τον εαυτό μου και κατ' επέκταση για το Blog είναι λίγος. Ελπίζω η σημερινή ανατροπή να σας αποζημιώσει έστω και λίγο.&lt;br /&gt;Είναι καιρός τώρα που η "λέξη" ΝΥΜΦΑΙΣ έχω καταλάβει ότι δεν αφορά, όπως και τίποτε άλλο άλλωστε, μια μυθική προσωπικότητα αλλά κάτι υπαρκτό και τόσο απλό που δύσκολα περνάει από το μυαλό μας. Ο μύθος γύρω από "αυτές" ήταν τόσο "καλοστημένος" που δύσκολα βλέπεις την πραγματικότητα. Αν δεν ήταν αυτή η περίεργη εσωτερική εμμονή που την δεδομένη στιγμή με σπρώχνει να εστιάσω εκεί ίσως να μην το είχα προσέξει.&lt;br /&gt;Τα ίδια κείμενα, ορφικά ή ομηρικά, τα έχω διαβάσει ξανά και ξανά αλλά δεν το είχα προσέξει, όπως είπα. Κάποια στιγμή λοιπόν έπεσα στο παρακάτω κομμάτι:Αργοναυτικά Ορφέα στίχος 791&lt;br /&gt;ΦΑΣΙ ΔΙΝΗΕΝΤΑ ΣΥΝ ΕΝΔΑΠΙΗΣ ΜΙΓΑ ΝΥΜΦΑΙΣ&lt;br /&gt;Η πρώτη σκέψη ήταν ότι η Μήδεια που αναφέρεται πιο κάτω αναμείχθηκε με κάποιες τοπικές κοπέλες. Έτσι μου φάνηκε και επειδή δεν είχε καμία σχέση με την γεωγραφία, που ήταν το ζητούμενό μου, το δέχτηκα χωρίς να το πολυεξετάσω.&lt;br /&gt;Κάποια στιγμή όμως η πρόχειρη αυτή εξήγηση έμοιαζε να με προκαλεί και τότε αποφάσισα να το εξετάσω. Το διάβασα ξανά και ξανά αλλά έμοιαζε μάταιος κόπος. Δείτε ολόκληρο το κομμάτι για να προσπαθήσετε και μόνοι σας.&lt;br /&gt;ΤΑΥΤΑ Δ ΕΣΑΘΡΗΣΑΣ ΔΟΛΙΟΥ ΕΞΕΣΣΥΤΟ ΥΠΝΟΥ&lt;br /&gt;ΑΠΡΟΦΑΝΗ ΣΤΥΓΕΡΟΝ ΔΕ ΠΕΡΙ ΦΡΕΝΑΣ ΕΙΛΚΕΤΟ ΔΕΙΜΑ&lt;br /&gt;ΑΛΤΟ Δ ΑΡ ΕΞ ΕΥΝΗΣ ΔΜΩΣΙ ΔΕ ΟΙ ΩΚ ΕΠΕΤΕΛΛΕΝ&lt;br /&gt;ΙΠΠΟΥΣ ΕΝΤΥΝΕΙΝ ΥΠΟ ΔΕ ΖΕΥΞΑΣΘΑΙ ΑΠΗΝΗΝ&lt;br /&gt;ΟΦΡΑ ΚΕ ΜΕΙΛΙΞΑΤΟ ΚΙΩΝ ΕΠΙ ΡΕΙΘΡΟΝ ΕΡΑΝΝΟΝ&lt;br /&gt;ΦΑΣΙ ΔΙΝΗΕΝΤΑ ΣΥΝ ΕΝΔΑΠΙΗΣ ΜΙΓΑ ΝΥΜΦΑΙΣ&lt;br /&gt;ΨΥΧΑΣ Θ ΗΡΩΩΝ ΟΣΣΑΙ Τ ΕΠΙ ΡΕΙΘΡΟΝ ΑΜΕΙΒΟΝ.&lt;br /&gt;Ενώ λοιπόν περιμένεις ότι το ΝΥΜΦΑΙΣ αναφέρεται σε κοπέλες καταλαβαίνεις ότι η πρώτη πρόταση είναι σχεδόν αυτόνομη και αυτό είναι. Το ΝΥΜΦΑΙΣ αναφέρεται στον ΦΑΣΙ που είναι ποταμός. Ο ποταμός ΜΙΓΑ με τις ΝΥΜΦΑΙΣ που είναι ΕΝΔΑΠΙΗΣ. Ο ποταμός δηλαδή ενώνεται με ΝΥΜΦΑΙΣ που έρχονται από το έδαφος δηλαδή ενώνεται με υπόγειες πηγές. Οι ΝΥΜΦΑΙΣ φίλοι μου δεν ήταν τίποτε περισσότερο από τις υπόγειες αρτηρίες που δημιουργούσε το νερό για να βγει. Αυτές οι φυσικές σωληνώσεις είναι οι ΝΥΜΦΑΙΣ.&lt;br /&gt;Αυτός ήταν και ο λόγος που κάθε ρυάκι κάθε λίμνη κάθε ποτάμι είχε μια τουλάχιστον Νύμφη.&lt;br /&gt;Καλή ανάγνωση&lt;br /&gt;Υ.Γ Το ΨΥΧΑΣ δεν έχει σχέση με ψυχή και άλλες σύγχρονες αναζητήσεις άλλωστε αναφέρεται στους Αργοναύτες που πλησιάζουν.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7762844515091606265-3882274779621647567?l=operiplous.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://operiplous.blogspot.com/feeds/3882274779621647567/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7762844515091606265&amp;postID=3882274779621647567&amp;isPopup=true' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/3882274779621647567'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/3882274779621647567'/><link rel='alternate' type='text/html' href='http://operiplous.blogspot.com/2012/01/blog-post_23.html' title='Οι ΝΥΜΦΑΙΣ στα Ορφικά κείμενα(και όχι μόνο).Παγκόσμια πρώτη.'/><author><name>ΠΑΥΣΑΝΙΑΣ</name><uri>http://www.blogger.com/profile/12382978042616603631</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://1.bp.blogspot.com/_0BOZ4VK5FuE/S2q3ibcHsDI/AAAAAAAAAIM/Ow4i9gjzr7I/S220/pafsanias.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7762844515091606265.post-2957248811243468249</id><published>2012-01-02T13:25:00.002+02:00</published><updated>2012-01-02T13:25:50.625+02:00</updated><title type='text'>Καλή χρονιά .....και με ανάρτηση</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Αγαπητοί φίλοι&lt;br /&gt;Χρόνια πολλά και καλά. &amp;nbsp; &lt;br /&gt;Δεν χρειάζεται να σας πω ότι και εγώ όπως και χιλιάδες άλλοι συμπολίτες μας όντας θύμα αυτής της γενικότερης άσχημης κατάστασης έβαλα το blog σε δεύτερη μοίρα.&lt;br /&gt;Έχασα όμως αυτήν την επαφή που είχαμε και θα προσπαθήσω να την επαναποκαταστήσω.&lt;br /&gt;Μια πρώτη προσπάθεια θα είναι φυσικά μια νέα ανάρτηση. Για να είμαι ακριβής το τρίτο μέρος μια ανάρτησης. Αφορμή στάθηκε κάποιος από τους ανεγκέφαλους "φίλους" μου που θέλησε για να μπορεί να συνεχίσει να με βρίζει με την ησυχία του να κάνει ένα προφίλ με το όνομα ΗΡΩ.&lt;br /&gt;Το άτομο λοιπόν αυτό στο άρθρο μου για τις Σειρήνες(&lt;a href="http://operiplous.blogspot.com/2011/10/blog-post.html"&gt;ΕΔΩ&lt;/a&gt;) σχολίασε:&lt;br /&gt;&lt;b&gt;ΕΧΕΙΣ ΜΙΑ ΠΑΓΚΟΣΜΙΑ ΠΡΩΤΗ ΣΤΗ ΜΑΛΑΚΙΑ ΚΑΙ ΤΗΝ ΠΑΡΑΠΛΗΡΟΦΟΡΗΣΗ&amp;nbsp;&lt;/b&gt;&lt;br /&gt;Είναι προφανές ότι βρίσκεται σε σύγχιση γιατί αν κάποιος έχει στοιχεία ότι παραπληροφορώ μπορεί να γράψει το που και πως.Βέβαια αν και αυτό αφορά ανθρώπους με στοιχειώδη σκέψη εντούτοις απ' ότι φαίνεται το ποσοστό αυτών που δεν την διαθέτουν είναι σημαντικό και έτσι θα προσπαθήσω να γίνω λίγο πιο απλός και ελπίζω πιο κατανοητός για όλους.&lt;br /&gt;Φανταστείτε λοιπόν ότι ταξιδεύετε στους ωκεανούς και μάλιστα έχετε την ικανότητα να εκμεταλεύεστε&amp;nbsp; τα θαλάσσια ρεύματα τόσο αποτελεσματικά που κυριολεκτικά ταξιδεύτετε επάνω τους. Με βάση αυτό λοιπόν το "σενάριο" η αναγνώριση της ακριβούς θέσεως των ρευμάτων είναι ένα απαραίτητο στοιχείο για κάθε ναυτιλόμενο και φυσικά αν δεν έχεις GPS τα άστρα δεν είναι καθόλου βοηθητικά στο να αναγνωρίσεις έναν θαλάσσιο τόπο και άρα χρειάζεσαι κάτι παραπάνω. Επαναλαμβάνω ότι ακόμη και αν έχεις χάρτη αυτός δεν βοηθά πολύ μια και χρειάζεσαι πολλά ακόμη όργανα για να καθορίσεις επακριβώς το σημείο στο οποίο θα πρέπει να βρεθείς.&lt;br /&gt;Θεωρώντας ότι ο Ορφέας δεν είχε GPS μια και δεν μας αναφέρει κάτι αντίστοιχο, έρχομαι να υποθέσω βάσιμα ότι οι ναυτικοί της εποχής εκείνης χρησιμοποιούσαν όταν μπορούσαν κάποια σημεία αναφοράς. Αυτά βέβαια σε μια θάλασσα δεν μπορούσαν να είναι τίποτε άλλο πέρα από χαρακτηριστικά νησιά ή συμπλέγματα τους που βέβαια είχαν χαρακτηριστικά σχήματα για να αναγνωρίζονται εύκολα.&lt;br /&gt;Εδώ, ως παρένθεση, μπορείτε να αναρωτηθείτε το τι θα γινόταν αν ευρισκόμενοι πάνω σ' ένα τέτοιο ταχύτατο ποτάμι, έστω και θαλάσσιο, έβλεπες μπροστά σου να "έρχεται" ένα τέτοιο νησί ; Μήπως συνάδει με την εικόνα της ΣΚΥΛΛΑΣ και της ΧΑΡΥΒΔΗΣ;&lt;br /&gt;Συνεχίζω λοιπόν για τα νησιά-σημάδια της ύπαρξης των ρευμάτων.&lt;br /&gt;Υποθέσαμε λοιπόν ότι ταξιδεύουμε πάνω στα ρεύματα.Για όσους αναρωτιούνται αν αυτό ήταν δυνατό σας παραπέμπω στις δεκάδες αναφορές στον Όμηρο περί ΚΟΙΛΩΝ πλοίων, ένα σχήμα που βοηθά το ταξίδι επάνω στα ρεύματα. Άλλωστε τα ίδια πλοία έμπαιναν και στα ποτάμια και άρα το βύθισμά τους ήταν μικρό όπως θα συνέβαινε και με ένα κοίλο πλοίο.&lt;br /&gt;Ξέρουμε λοιπόν ότι πρέπει να βρούμε το αντίστοιχο νησί-στόχος για να πιάσουμε το ρεύμα αλλά σε ένα ωκεανό αυτό δεν είναι και το πιο εύκολο πράγμα όταν το νησί-στόχος δεν είναι ορατό ή πολύ κοντά σε παρακείμενη ακτή. Ο κίνδυνος λοιπόν να το χάσουμε και να περιπλανιόμαστε για πολύ είναι μεγάλος, ειδικά δε όταν βρισκόμαστε κοντά σε σημείο που συγκλίνουν δύο ρεύματα. Αν μάλιστα αυτά είναι και αντίθετα τότε το πρόβλημα μεγαλώνει και ένα λάθος ίσως να είναι και μοιραίο.(Όσους αυτή η περιγραφή θύμισε λίγο Οδύσσεια βρίσκονται σε καλό δρόμο)&lt;br /&gt;Άρα λοιπόν η γνώση ενός χαρακτηριστικού νησιού ήταν μια πολύ καλή αλλά όχι η μοναδική απαραίτητη πληροφορία. Την εικόνα θα την βελτίωνε ένας φάρος αλλά αν αυτό δεν ήταν δυνατόν τότε θα βοηθούσε πολύ αν αυτό το νησί "μιλούσε". Επειδή βέβαια όσο ξέρω τουλάχιστον αυτό είναι λίγο δύσκολο τον ρόλο αυτό αναλάμβανε το ηφαίστειο της περιοχής που με τον συνεχόμενο ήχο του "έθελγε" τους ναυτικούς έτσι ώστε να καταφέρουν να βρούν τον δρόμο τους.&lt;br /&gt;Αυτή είναι και η συνολική εικόνα των Σειρήνων και του τραγουδιού τους. Δυό βράχοι (ΣΕΙΡΗΝΟΙΙΝ) μπροστά στο στόμιο ενός ενεργού θαλάσσιου ηφαιστείου με το χαρακτηριστικό καφεκόκκινο λόγω εδάφους χρώμα τους που τους έκανε να φαίνονται σαν ξεροκαμένες (ΣΕΙΡΗΝΕΣ αυτό σημαίνει) ήταν το χαρακτηριστικό σημείο της περιοχής αυτής, εισόδου στο θαλάσσιο ρεύμα.&amp;nbsp; Έτσι οι θρυλικές ΣΕΙΡΗΝΕΣ έμειναν στην ανάμνηση όλων και έγιναν μέρος των θρύλων.&lt;br /&gt;Ελπίζω ότι όλοι μπόρεσαν να καταλάβουν τι λέω και ότι φυσικά δεν προσπαθώ να παραπληροφορήσω αλλά να πληροφορήσω.&lt;br /&gt;Καλή χρονιά και πάλι&lt;br /&gt;Παυσανίας&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7762844515091606265-2957248811243468249?l=operiplous.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://operiplous.blogspot.com/feeds/2957248811243468249/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7762844515091606265&amp;postID=2957248811243468249&amp;isPopup=true' title='3 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/2957248811243468249'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/2957248811243468249'/><link rel='alternate' type='text/html' href='http://operiplous.blogspot.com/2012/01/blog-post.html' title='Καλή χρονιά .....και με ανάρτηση'/><author><name>ΠΑΥΣΑΝΙΑΣ</name><uri>http://www.blogger.com/profile/12382978042616603631</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://1.bp.blogspot.com/_0BOZ4VK5FuE/S2q3ibcHsDI/AAAAAAAAAIM/Ow4i9gjzr7I/S220/pafsanias.jpg'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7762844515091606265.post-4005474961471215533</id><published>2011-12-04T10:27:00.001+02:00</published><updated>2011-12-04T12:01:19.837+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Αλφάβητο'/><title type='text'>Ελληνικό αλφάβητο ΙΙΙ. ΘΕΟΣ και ΘΕΟΕΙΔΗΣ. Παγκόσμια πρώτη, όπως πάντα</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Αγαπητοί φίλοι&lt;br /&gt;Η προσπάθεια μου να σας προσφέρω κάποιες μικρές γνώσεις συνεχίζεται έστω και με χρονικά κενά. Σήμερα θα λύσουμε μια ακόμη παρεξήγηση ελπίζοντας να γίνω λίγο πιο κατανοητός.&lt;br /&gt;Όπως σας είπα η Ομηρική γλώσσα είναι περιγραφική αποτελούμενη από γράμματα-εικόνες-έννοιες. Σε παλαιότερο άρθρο σας είχα μιλήσει για το ΚΥΑΝΕΑΙ. Αυτή η "λέξη"(καλύτερα σύμπλεγμα)-εικόνα αναφέρεται στο ακραίο χρώμα,χαμηλή συχνότητα, του ορατού φάσματος το ΚΥΑΝΟ. Το σύμπλεγμα αυτό περιγράφει επακριβώς το οπτικό αυτό φαινόμενο.&lt;br /&gt;Αντίθετα το σύμπλεγμα ΕΡΥΘΡΟΝ(Ιλιάδα 19,στίχος 38 "ΝΕΚΤΑΡ ΕΡΥΘΡΟΝ") προσδιορίζει ακριβώς το έτερο ακραίο χρώμα,υψηλή συχνότητα, του οπτικού φάσματος. Το ΕΡΥΘΡΟ.&lt;br /&gt;Αυτό βέβαια θα μπορούσε να το ισχυρισθεί ο κάθε ένας μια και είναι από τις έννοιες που έφτασαν ως τις ημέρες μας. Όμως δεν είναι αυτή η νέα πληροφορία. Ακριβώς επειδή οι έννοιες είναι συμπλέγματα κάποιες έννοιες αποδίδονται και με έναν δεύτερο τρόπο ή τουλάχιστον υπονοούνται με έναν δεύτερο τρόπο. Το γιατί χρησιμοποιείται πότε ο ένας και πότε ο άλλος αυτό μου είναι άγνωστο αλλά ας μπούμε στον δεύτερο αυτό τρόπο απόδοσης του κόκκινου χρώματος.&lt;br /&gt;Όπως ήδη ξέρουμε το ΚΟΚΚΙΝΟ χρώμα είναι το ανώτερο χρώμα του ΟΠΤΙΚΟΥ φάσματος. Έτσι οι αρχαίοι ημών πρόγονοι χρησιμοποίησαν και αυτόν τον χαρακτηρισμό για να αποδώσουν ένα ανθρώπινο χαρακτηριστικό αυτό της επιδερμίδας του προσώπου.&lt;br /&gt;Όπως όλοι γνωρίζουμε κάποιο τμήμα του ανθρώπινου πληθυσμού παρουσιάζει μια ερυθρή εντύπωση στο πρόσωπο, όπως οι γνωστοί μας ερυθρόδερμοι αλλά και άλλες πληθυσμιακές ομάδες, το ίδιο χαρακτηριστικό για παράδειγμα, μπορούμε να αποδώσουμε και στους κατοίκους της Βόρειας Ευρώπης όπως βέβαια και τμημάτων της Ασίας. Πώς λοιπόν θα μπορούσε κάποιος όπως ο Όμηρος να αποδώσει το χαρακτηριστικό αυτό κρατώντας τον ακριβή περιγραφικό του τρόπο γραφής;&lt;br /&gt;Αυτό βέβαια το ερώτημα δεν μπορούσα να το θέσω μια και δεν γνώριζα όλες τις παραμέτρους. Έτσι έμενε σκοτεινή η απάντηση σ' ένα μη διατυπωμένο ακόμη ερώτημα. Όλα αυτά βέβαια άλλαξαν μόλις σήμερα όταν κατάλαβα τι ήθελε η καλή μου Μούσα να δω και τόσες ημέρες στριφογύριζε κάτι απροσδιόριστο στο μυαλό μου. Ξαφνικά κάνοντας τους σωστούς συνδιασμούς βρέθηκα μπροστά στην απρόσμενη αλήθεια που δεν μπορούσα να δω.&lt;br /&gt;Επειδή μου αρέσει να γίνομαι λεπτομερειακός οφείλω να πω ότι μόλις συνειδητοποίησα ότι η λέξη θεός δεν σήμαινε γι' αυτούς κάτι το υπερφυσικό αλλά μια πραγματική διάσταση-κατάσταση των υπάρξεων βάλθηκα να καταλάβω το γιατί κάποιοι αποδίδονταν με το σύμπλεγμα ΘΕΟΕΙΔΗΣ (Ιλιάδα 24, στίχος 217 ΠΡΙΑΜΟΣ ΘΕΟΕΙΔΗΣ, Ιλιάδα 3, στίχος 16 ΑΛΕΞΑΝΔΡΟΣ ΘΕΟΕΙΔΗΣ,Οδύσσεια 14, στίχος 173 ΤΗΛΕΜΑΧΟΣ ΘΕΟΕΙΔΗΣ). Τι άραγε θα μπορούσε να τους κάνει "ΘΕΟΕΙΔΗΣ"; σκεφτόμουν.&lt;br /&gt;Βέβαια η αναζήτηση αυτή άρχισε πριν από πάρα πολύ καιρό αλλά μόλις σήμερα βρήκα, όπως είπα, την λύση αλλά άξιζε να περιμένω.&lt;br /&gt;Ο ακριβής κύριος-Όμηρος θέλησε να μας δώσει κάθε εξωτερική λεπτομέρεια των ηρώων του και μία από αυτές ήταν και το χρώμα του. Οι άνθρωποι αυτοί λοιπόν που αναφέρονται ως ΘΕΟΕΙΔΗΣ δεν έχουν κάποια ανώτερη δύναμη ή κάτι άλλο. Απλά το χρώμα του δέρματός τους είναι κοκκινωπό.&lt;br /&gt;ΝΑΙ φίλοι μου. Τόσο οι Τρώες, όσο και άλλα πληθυσμιακά τμήματα, όπως οι Κεφαλλήνες του Οδυσσέα, κρίνοντας από τον Τηλέμαχο, έχουν ...κοκκινωπό δέρμα. &lt;br /&gt;Ίσως τώρα μπορούν κάποιοι να αναρωτηθούν:"Μα που επιτέλους βρίσκονται η Ιθάκη και η Τροία;".&lt;br /&gt;Καλό μεσημέρι.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7762844515091606265-4005474961471215533?l=operiplous.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://operiplous.blogspot.com/feeds/4005474961471215533/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7762844515091606265&amp;postID=4005474961471215533&amp;isPopup=true' title='3 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/4005474961471215533'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/4005474961471215533'/><link rel='alternate' type='text/html' href='http://operiplous.blogspot.com/2011/12/blog-post.html' title='Ελληνικό αλφάβητο ΙΙΙ. ΘΕΟΣ και ΘΕΟΕΙΔΗΣ. Παγκόσμια πρώτη, όπως πάντα'/><author><name>ΠΑΥΣΑΝΙΑΣ</name><uri>http://www.blogger.com/profile/12382978042616603631</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://1.bp.blogspot.com/_0BOZ4VK5FuE/S2q3ibcHsDI/AAAAAAAAAIM/Ow4i9gjzr7I/S220/pafsanias.jpg'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7762844515091606265.post-3463392106445133981</id><published>2011-11-24T17:15:00.001+02:00</published><updated>2011-11-24T17:20:24.883+02:00</updated><title type='text'>Η σιγουριά θα τους φάει.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Αγαπητοί φίλοι&lt;br /&gt;Να λοιπόν που ένας ένας οι μύθοι αρχίζουν να καταρρέουν. Να λοιπόν που οι χθεσινές βεβαιότητες είναι σήμερα λάθη και μόνο. Μεταφέρω ένα απόσπασμα από το ΒΗΜΑ.&lt;br /&gt;"&lt;i&gt;Αμφισβητείται η ηλικία του συμβόλου της Ρώμης, δηλαδή της ορειχάλκινης Λύκαινας που θηλάζει το Ρωμύλο και τον Ρέμο και που βρίσκεται στο Μουσείο Καπιτωλίου της Αιώνιας Πόλης.&lt;br /&gt;&lt;br /&gt;Όπως δείχνει η νέα μέθοδος χρονολόγησης με ραδιενεργό άνθρακα C-14, το ύψους 75 εκατοστών ορειχάλκινο ομοίωμα της λύκαινας που τάισε τους δυο ιδρυτές της Ρώμης δεν χρονολογείται, όπως πιστευόταν στον 5ο αιώνα π.Χ. και στην Ετρουσκική Περίοδο, αλλά στον 13&lt;/i&gt;&lt;i&gt;&lt;sup&gt;ο&lt;/sup&gt; αιώνα μ.Χ., δηλαδή πρόκειται για μεσαιωνικό αντίγραφο του αυθεντικού&lt;/i&gt;."&lt;br /&gt;Δηλαδή μέχρι τα μέσα του 2011 πίστευαν ότι ένα άγαλμα του 13ου αιώνα είναι έργο κατά 2000 χρόνια παλαιότερο.&lt;br /&gt;Μπορούν να μου πουν γιατί τελικά είναι σίγουροι;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7762844515091606265-3463392106445133981?l=operiplous.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://operiplous.blogspot.com/feeds/3463392106445133981/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7762844515091606265&amp;postID=3463392106445133981&amp;isPopup=true' title='15 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/3463392106445133981'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/3463392106445133981'/><link rel='alternate' type='text/html' href='http://operiplous.blogspot.com/2011/11/blog-post_24.html' title='Η σιγουριά θα τους φάει.'/><author><name>ΠΑΥΣΑΝΙΑΣ</name><uri>http://www.blogger.com/profile/12382978042616603631</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://1.bp.blogspot.com/_0BOZ4VK5FuE/S2q3ibcHsDI/AAAAAAAAAIM/Ow4i9gjzr7I/S220/pafsanias.jpg'/></author><thr:total>15</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7762844515091606265.post-3717930614568574363</id><published>2011-11-20T11:40:00.001+02:00</published><updated>2011-11-20T16:52:48.804+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Αλφάβητο'/><title type='text'>Ελληνικό αλφάβητο ΙΙ</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Αγαπητοί φίλοι&lt;br /&gt;Δεν περιμένω φυσικά να μετατρέψω τους κενούς σε άτομα με περιεχόμενο και γι' αυτό συνεχίζω χωρίς να ασχολούμαι άλλο. Επαναλαμβάνω απλά ότι όλα αυτά που αναφέρω για την γλώσσα δεν είναι τίποτε άλλο πέρα από τροφή για σκέψη μια και δεν μπορώ να σας παράξω αποδείξεις για λόγους που καταλαβαίνεται. Μπορείται να αμφισβητήσεται το αν εγώ όντως γνωρίζω αλλά αυτό δεν είναι λόγος για να μην σκεφτείται πάνω στις όποιες παρατηρήσεις μου.&lt;br /&gt;Μπαίνω λοιπόν στο κυρίως θέμα του σημερινού σημειώματος με κάποιο ακόμη παράδειγμα. Αρχικά όμως θα ήθελα να σας δώσω ένα-δυο παραδείγματα του τι νομίζουμε ότι γνωρίζουμε σήμερα.&lt;br /&gt;Στην Ιλιάδα Β΄459-461 έχουμε:&lt;br /&gt;ΤΩΝ Δ ΩΣ Τ ΟΡΝΙΘΩΝ ΠΕΤΕΗΝΩΝ ΕΘΝΕΑ ΠΟΛΛΑ&lt;br /&gt;ΧΗΝΩΝ Η ΓΕΡΑΝΩΝ Η ΚΥΚΝΩΝ ΔΟΥΛΙΧΟΔΕΙΡΩΝ&lt;br /&gt;ΑΣΙΩ ΕΝ ΛΕΙΜΩΝΙ ΚΑΥΣΤΡΙΟΥ ΑΜΦΙ ΡΕΕΘΡΑ&lt;br /&gt;&lt;br /&gt;Ας το λεπτολογίσουμε λοιπόν.&lt;br /&gt;Το ΕΘΝΕΑ σύμφωνα με τους "ειδικούς" και τους τυφλούς ακολουθητές τους σημαίνει ΕΘΝH(πληθυντικός αριθμός σύμφωνα με τους "ειδικούς") δηλαδή μεγάλος αριθμός(περισσότερα από ένα) από ομάδες κοινών χαρακτηριστικών όπως οι ΧΗΝΕΣ οι ΓΕΡΑΝΟΙ και οι ΚΥΚΝΟΙ του κειμένου. Σωστά;&lt;br /&gt;Εδώ φαντάζομαι ότι όλοι θα συμφωνήσουν όμως θα υπάρξει μία και σημαντική διαφωνία. Αυτή του Ομήρου. Ο Όμηρος ως αυθεντικότερος ερμηνευτής του εαυτού του διαφωνεί. Γιατί; Μα γιατί αμέσως μετά έρχεται το ΠΟΛΛΑ. Αν το ΕΘΝΕΑ σημαίνει και ΠΟΛΛΑ τότε το ΠΟΛΛΑ τι χρειάζεται; Φαντάζομαι ότι τώρα πολλοί θα τρέξουν να ισχυρισθούν ότι το έκανε για έμφαση αλλά αν διαβάσεται τον Όμηρο θα δείτε ότι ΠΟΥΘΕΝΑ δεν υπάρχει αυτό το στοιχείο. Είναι ακριβής ως φωτογράφος που βγάζει μια ρεαλιστική φωτογραφία.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Πιο κάτω, στίχοι 467-8, έχουμε:&lt;br /&gt;ΕΣΤΑΝ Δ ΕΝ ΛΕΙΜΩΝΙ ΣΚΑΜΑΝΔΡΙΩ ΑΝΘΕΜΟΕΝΤΙ&lt;br /&gt;ΜΥΡΙΟΙ ΟΣΣΑ ΤΕ ΦΥΛΛΑ ΚΑΙ ΑΝΘΕΑ ΓΙΓΝΕΤΑΙ ΩΡΗ.&lt;br /&gt;Δεν θα αναφερθώ στο ΓΙΓΝΕΤΑΙ που βέβαια δεν θυμίζει σε τίποτα τον λογικό σύμφωνα με όσα ξέρουμε πληθυντικό αλλά στο ΩΡΗ. Εδώ η μετάφραση που κάνουν είναι ΑΝΟΙΞΗ((;). Πως προκύπτει; κανείς δεν γνωρίζει πέρα από τους "ειδικούς" μια και αμέσως αναφέρει ο Ομηρος:&lt;br /&gt;ΗΥΤΕ ΜΥΙΑΩΝ ΑΔΙΝΑΩΝ ΕΘΝΕΑ ΠΟΛΛΑ(πάλι δεν τον βολεύει το ΕΘΝΕΑ)&lt;br /&gt;ΑΙ ΤΕ ΚΑΤΑ ΣΤΑΘΜΟΝ ΠΟΙΜΝΗΙΟΝ ΗΛΑΣΚΟΥΣΙΝ&lt;br /&gt;ΩΡΗ ΕΝ ΕΙΑΡΙΝΗ ΟΤΕ ΤΕ ΓΛΑΓΟΣ ΑΓΓΕΑ ΔΕΥΕΙ.&lt;br /&gt;Εδώ το ΩΡΗ το μεταφράζουν ώς ΩΡΑ(ανοιξιάτικη). Είναι δυνατόν ο ίδιος άνθρωπος σε δύο στίχους που απέχουν ελάχιστα να δίνει το "ανοιξιάτικη ώρα" με το ΩΡΗ και την άλλη με το ΩΡΗ ΕΝ ΕΙΑΡΙΝΗ; Είναι διχασμένη προσωπικότητα ή απλά δεν γνωρίζουμε τι λέει και απλώς υποθέτουμε; για σκεφτείτε το!&lt;br /&gt;Aς δούμε όμως και κάποιες θετικές σκέψεις.&lt;br /&gt;Είσαι κατασκευαστής γλώσσας τι κάνεις;&lt;br /&gt;α) κατασκευάζεις χιλιάδες γράμματα άσχετα μεταξύ τους που αποδίδουν λέξεις διαφορετικές ή&lt;br /&gt;β) κατασκευάζεις μερικές εκατοντάδες ή χιλιάδες γράμματα για να αποδώσουν τους διαφορετικούς φθόγγους ή&lt;br /&gt;γ) κατασκευάζεις 24 μόνο γράμματα αφού έχεις βρει έναν τρόπο να καταγράψεις και να κωδικοποίησεις τις ανάγκες του εγχειρήματός σου(όπως το 0,1 των υπολογιστών).&lt;br /&gt;Στην περίπτωση 3 έχεις δύο δρόμους;&lt;br /&gt;1) Αποτυπώνεις απλά τα γράμματα(μέσω ηλεκτρικών σημάτων υπολογιστή για παράδειμα) και έτσι καταλήγεις από την μια να χρειάζεσαι μόνο το σύστημα ON-OFF(1,0) αλλά ταυτόχρονα θα πρέπει να καταχωρείς τεράστιους όγκους έτοιμων δεδομένων για να μπορέσει να δουλέψει. Αυτό βέβαια σημαίνει ότι η γνώση που παράγεται είναι η ήδη γνωστή και απλά γίνονται πιο γρήγοροι οι υπολογισμοί και πιο ακριβείς οι χαράξεις. Τίποτε παραπάνω. Όσο και αν αυτό είναι σημαντικό ποτέ δεν θα μπορέσει να γίνει τεχνητή νοημοσύνη μια και θα σκέφτετια σε ήδη γνωστά μοτίβα και μόνο.&lt;br /&gt;2) Συνδιάζεις το κάθε γράμμα με μία βασική έννοια(γι΄ αυτό και 24). Με αυτόν τον τρόπο 2α) ο αριθμός των σχηματιζόμενων συνδιασμών-λέξεων είναι άπειρος(πχ ελληνική γλώσσα)&lt;br /&gt;2β) ο όγκος των έτοιμων δεδομένων(DATA) είναι ελάχιστος&lt;br /&gt;2γ) η γνώση δεν είναι προκαθορισμένη(τεχνητή νοημοσύνη)&lt;br /&gt;2δ) οι δυνατότητες είναι άπειρες.&lt;br /&gt;Συνεχίζεται&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7762844515091606265-3717930614568574363?l=operiplous.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://operiplous.blogspot.com/feeds/3717930614568574363/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7762844515091606265&amp;postID=3717930614568574363&amp;isPopup=true' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/3717930614568574363'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/3717930614568574363'/><link rel='alternate' type='text/html' href='http://operiplous.blogspot.com/2011/11/blog-post_20.html' title='Ελληνικό αλφάβητο ΙΙ'/><author><name>ΠΑΥΣΑΝΙΑΣ</name><uri>http://www.blogger.com/profile/12382978042616603631</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://1.bp.blogspot.com/_0BOZ4VK5FuE/S2q3ibcHsDI/AAAAAAAAAIM/Ow4i9gjzr7I/S220/pafsanias.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7762844515091606265.post-591524902170223979</id><published>2011-11-18T17:09:00.001+02:00</published><updated>2011-11-20T16:52:12.168+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Αλφάβητο'/><title type='text'>Ελληνική Αλφαβήτα:Μια πρώτη(παγκόσμια) αποκάλυψη</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Αγαπητοί φίλοι&lt;br /&gt;Νομίζω ότι ξέρετε ότι από καιρό εις καιρόν απέχω, για λόγους άγνωστους και σε μένα μια και αν και θέλω δεν μπορώ τελικά να κάνω ανάρτηση. Το πότε αυτό θα τελειώσει δεν ξέρω, όπως βέβαια δεν ξέρω το γιατί άρχισε. Πάντως ενδιάμεσα θα προσπαθήσω να σας δώσω ορισμένα νέα στοιχεία, ελπίζοντας ότι θα τα βρείτε ενδιαφέροντα.&lt;br /&gt;Αρχίζω από το αλφάβητο μια και θα πρέπει μέχρι να έρθει η στιγμή της τελικής αποκάλυψης να σας έχω κοινωνήσει τις βασικές αρχές του πραγματικού αλφαβήτου με κάτι περισσότερο από σκόρπια λόγια. Φυσικά μην περιμένετε πολλά αλλά κάποια ενδεικτικά που θα βοηθήσουν ελπίζω σε μια πρώτη προσέγγιση.&lt;br /&gt;ΑΡΧΕΣ ΓΛΩΣΣΑΣ&lt;br /&gt;α)Κάθε γράμμα έχει σταθερή έννοια, που δεν αλλάζει ποτέ, μπορεί να παρασταθεί ως γράφημα, είναι δηλαδή συγκεκριμένη, και άρα εύκολα κατανοητή αν ενταχθεί σε γλώσσα υπολογιστών.&lt;br /&gt;β)Οι συνδιασμοί των γραμμάτων είναι εννιολογικά οι συνδιασμοί των επιμέρους γραμματικών εννοιών χωρίς εξαιρέσεις και χωρίς μεταβολές κατά το δοκούν όπως θέλουν οι διάφοροι ειδικοί.&lt;br /&gt;γ)βασικές έννοιες δίνονται συνήθως από διγράμματους συνδιασμούς, κατά κύριο λόγο, της μορφής "ΦΩΝΗΕΝ+ΣΥΜΦΩΝΟ"(Οι όρροι "Φωνήεν" και "Σύμφωνο" χρησιμοποιούνται συμβατικά για να γίνω κατανοητός).&lt;br /&gt;δ)Η απόδοση των εννοιών είναι ακριβής και λεπτομερειακή και ολική και όχι περιστασιακή και μερική. Ένα παράδειγμα: Η "ενέργεια" δεν είναι κάτι το αυθύπαρκτο αλλά προκύπτει ως αποτέλεσμα, όπως αποδέχεται και η φυσική. Άρα η έννοια αποτέλεσμα ταυτίζεται με την έννοια ενέργεια οπότε δεν χρειάζεται επιπλέον γράμματα.&lt;br /&gt;Ας δούμε ένα πιο συγκεκριμένο παράδειγμα για να δείτε τόσο την χρήση των γραμμάτων όσο και την απόδοσή τους. Θα πάρω μια γνωστή και απλή φράση και θα σας την ζωγραφίσω. Θα αποδώσω δηλαδή γραφικά το κάθε γράμμα χωρίς όμως παραπάνω εξηγήσεις.&lt;br /&gt;"&lt;b&gt;ΟΤΕ ΔΗ ΠΕΡΙ ΝΥΞ ΕΚΑΛΥΨΕΝ&lt;/b&gt;"&lt;br /&gt;&amp;nbsp;&lt;img alt="" height="170" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwAAAAFICAIAAABodw7xAAARfElEQVR4nO3d2XXbShaGUYbngBRAB+JcFMoNBf1ADTA4gUANp+rsvf4nWyJBXhL8FqRuXxYAgGQuvQ8AAKA1AQQApCOAAIB0BBAAkI4AAgDSEUAAQDoCCABIRwABAOkIIAAgHQEEAKQjgACAdAQQAJCOAAIA0hFAAEA6AggASEcAAQDpCCAAIB0BBAAHXb71PhDe5r8ZALx2Oaf34bPlPwkA/HrVMQcnjKLx1AOQ190iKVI8h8Oo91OShScagFxua6PUZZ7iSdT3iZqbJxeA+T25xtO9eMRQF55QAOZ058dL4YtHDDXjSQRgKtMUz54Y6v1kD8xzB8AM5i4eJVScpwyAUeWMnicl1Ps/yEg8WQAMI8OPt85nkBLaw3MEQFw3rfP7h91rI/Jk0EueHQACuVs8m7/qnhejzAWhJzwpAHT2qHg2X9C9J8adDLrl6QCgtSeXee5+ZfeAmGMyaM0TAUB1+4tn8y3do2G+yaArTwEA5R0ons33dg+FuSeDUj94AEo5Uzyb2+keB3mWuYHyPnIAzihVPJsb7N4E2Zb2UlDGxwzAMWWLZ3Oz3VMg8xJmUK5HC8Bbil/muXsX3T/+7bpUDZTooQLwUoPi2dxX9099Wy/PpaAUDxKAR1oWz+Z+u3/Y26NlaKD5HyEAa72KZ3MA3T/j7fmmvxQ082MD4Kpv8WyOpPtHu+1f9xdMPdM+MIDMul/muUv9jLg4r5+y5nxUANnELJ419TPuYr6iTprwIQFkEL941tTP6Iv/GnvXbI8HYFZjFc8Pv/I8zcZ64b00zyMBmM+IxbMmfebboC/FW5M8DIA5DHqZ5y71M+tGf2VezfAYAMY1U/GsqZ+5N8FrdfgHADCWWYtnTf1k2Oiv3rGPHiC+DMXzw688p9rQL+lRjxsgrFTFsyZ9cm7QF/mQBw0QTc7iWVM/mTfiy368IwaIIO1lnrvUjw33LhjscAF6UTyPqB+7bqz3xUjHCtCS4nnJrzzbZgO9WcY4SoAGFM+71I/dbpT3zhhHCVCJ4jlM/dijDfFuGuAQAQpymacI9WPPF//NFf34AE5SPMWpH9uz4G+30AcHcIDiqUr92P5FfgPGPTKAnRRPSwLI9i/y+zHukQE8oXi6UD/27sK+Q4MeFsCGyzzdqR87tphv2IjHBLAsiicW9WNnFvAtHO6AgLQUT1jqx84v2ps61tEAqSieIagfK7VQb/NAhwJMT/GMSABZqYV61wc6FGBKimdo6sfKLs55IMpxUNx/f/9c7vv4/P7bj8+bb/v8uFwuf/7+1/pwmYjLPNNQP1ZjQU4LIQ6CGgQQzSieKakfq7cIJ4r+R0AlDxPn+d8KIHZQPNNTP1Z73U8dne+eegQQBSmeVNSPtVnfk0nP+6YqAcRJiictAWRtJoCoYk8APSKAcnKZh2VRP9Z0HU813e6Y2gQQLykeNtSPtV+vk0+fe6UBPwLjluLhOQFk7SeAKEwAsSyKhzeoH+u1LmenDndJGwIoLcXDMQLIek0AUZIAysNlHs5TP9Z37c9dre+PZgTQxBQPZakfi7DGZ7Omd0ZLAmgmioeqBJBFmACiDAE0NMVDM+rH4qzl6a7dPQFPKB66UD8Wbc1OgI3uBrileOhOAFm0CSCYkMs8hKJ+LObanB5b3AekpXiITABZzAkgGI/iYRTqxyKvwfmz+h3A3BQPgxJAFnkCCCJSPExAAFnkCSAIwWUeJqN+LP5qn2zr3joMSvEwNwFk8SeAoAXFQx7qx0ZZ1bNxxZuGyBQPaQkgG2UCCMpQPKB+bKzVO13Xul2IwGUe2BBANtYEEOyieOAJ9WMjrtLJvMqNQjOKB/YTQDbiBBAsy6J44DgBZCNOAJGU4oEi1I+Nuxon//K3COcpHihOANm4E0BMy2UeqE0A2bgTQMxD8UBL6sdGX/FPisI3B48oHuhIANnoE0AMQ/FAEOrH5ljZj5KStwWKBwISQDbHBBCBuMwD8Qkgm2MCiJ4UD4xF/dhMK/i5U+yGmJXigaEJIJtpAoiKFA/MRADZTBNAFHbZp/dhAm8TQDbTBBBn7S6e7StPDMFA1I/Nt1IfQGVuhfhur+UcCKDNS1AJQXACyOabAOKFTcr8b2Xn5Z+dp04ZBGEJIJtvAoitJ8VzrH7eOnVqIAhojgD67++fy+Xy8bls/+rz43K5/Pn73+bPPz8ul69vWP359VZ+/fn73/oGv77p28fnsjz+3tsv7f8s5ZkAYm/xHEufdwNocSkIgpmjfpa3A+gnZZ5HzG8APcqb31sWQMFW5LOmwE3Q0vpd97J4TtbPsbNnkdclcN6xt3DAvRdAq0s5u77l++uvQXT1Ezw/t/D1VV9f1P85ST4BlMKmSN6KnjPpcziAFpeCIIacAfT1Z58/3/P8W75SZ10/V//+xe9haKAIE0BzOl88pern5NlTA0FfKQPo549W3/TkW76i5vplG9eLPv/8qtD3laGbm7W2E0CTKFs8Bevn/NlTA0Ev09TP8vh3dK5uf551/ZP72bQJoGvk3O2fZf2X21u4+R1qa73zny9nv58D6hVP2fopcgLVQNBFzgD6zZvlsroGtLq18wH0c8saqOsE0DAaFE/x+il1AtVA0N58AbTjR2Cr/lkuy92fghUIoNX/yr73M5N5AiiuTUk0iJ7i9VPwBKqBoLGMAXTzK0F3vvFsAKmfKBNAgXQsHgEEbCQMoH9+/nXd7U/BTv0StPoJNAHUU5ziWStYP2VPoBoIWsoXQJuff11+/3D9U7Dj/zN49RNrAqipmMWzVrZ+ip9ANRA0ky6Anv6zGL/fe/D/CFH9hJsAqi548WwIIGBZpqqfZV8A3fn51+prLh+fp/4pjM0/FHbv67o/Swl38jPl1DdPafPC7p00b3g/b16L9noF9qjx5u24HQF09+df130X0Jl/DFUAhdzJD5RT3zyHzSu5d8YcdzxzHov2egX2qPHmNYs2AfS2aYpnrUb9VDqHaiCoTQBZhgmg16Ysng0BBPwQQJZhAuiODMWzVql+6p1DNRBUJYAswwTQl1TFsyGAgDUBZBmWN4A2H9W9I6QnAQSsCSDLsEQBpHjuqlc/Vc+hGggqUT+WZ2c+So5/ZwOKZw8BBKwJIMuzeQJI8RwggIA1AWR5NnYAKZ6TBBCwJoAszwYLoM1HbO9+GJ4AAtYEkOVZ9ABSPPVUrZ/ap1ENBDUIIMuzcAGkeJoRQMCGALI86x9AiqcXAQRsCCDLsz4BpHgiEEDAhgCyPKsbQN8fhC7zRCSAgA0BZHnWIoDUT0wCCNgQQJZndQPo0RtMD0UggIANAWR51iGAbt9veqgLAQRsCCDLs/4BtL1RPdSKAAI2BJDlWbgA2t6HHqpGAAEbAsjyLHoAbe9SDBU1aACpH6hEAFmeDRZA/9z9v3q3xJAEELAmgCzPBg6gDT10gAAC1gSQ5dk8AbShh/YQQMCaALI8mzaANvTQXQIIWBNAlmdZAmhDD/0YLoDUD1SlgSzDTn6UnPrmUDL3kAAC1gSQZZgAui9VDwkgYE0AWYYJoF2m76GBAkj9QG0CyDJMAB0xXw8JIOCHALIME0AFzBFDQwSQ+oEGBJBlmAAqbFMAvavmDQIIuBJAlmECqK6xeih4AKkfaEMAWYYJoKaC95AAAq40kM298x8oZ78/uYA9FDaA1A+0JIBs7gmgWIL0UMAAUj/QmACyuSeAQuvVQwIIEEA29wTQSFr2UKgAUj/QngCyuSeABla7h4IEkPqBLgSQzT0BNI8aPdQ9gNQP9CKAbO4JoGmViqGOAaR+oC8NZLOuyOdLgZugtk2UtGygwy9N9QPdCSCbdQIoqWM91CyApA8EIYBs1gkglmV5o4dqB9D3twAhCCCbdQKIO172UKUAkj4QkAay+Vbq46bMrRDW3R4qG0Au/EBYAsjmmwDiiLcu/zw/da6+BghKANl8E0AU8G4A/ftXQHQCyOabAKK8HT0EDEYD2Uwr+ElU7IaYj/SBCQggm2kCiNZcCoJBCSCbaQKIzvQQjEIA2UwTQMSihyAyDWRzrOznS8nbgis9BKEIIJtjAojB6CHoSwDZHBNAjE0PQXsayEZf8c+LwjcH79JD0IAAstEngJicHoJKNJCNuxofB+VvEQrSQ1CKALJxJ4DITgzBYQLIxp0Agl8uDsG7NJCNuEpn+Co3Cu3pIXhJANmIE0DwBj0EtwSQjTgBBMfpIbjSQDbW6p2xa90uRKaHSEsA2VgTQFCRHiIVDWSjrOoJueJNw6D0EHMTQDbKBBD0pIeYjway+Kt9vq176zAfMcQEBJDFnwCCuFwcYlwayCKvwRm1+h1AHnqIgQggizwBBAPTQ0QmgCzyBBDMQw8RjQaymGtzhmxxH8AtPUR3AshiTgBBInqILjSQRVuzE2CjuwHeoodoQwBZtAkg4Jceoh4NZHHW8vzW7p6AUvQQZWkgi7DGZ7OmdwbUIIY4SQBZhAkg4DgXhzhGA1nftT9ftb4/oCU9xH4ayHqty9mpw10CveghnhBA1msCCGhKD7Ghgaz9ep18+twrEJAeQgBZ+wkgIBY9lJMGspbreG7pdsfAWPRQHhrI2qzvmaTnfQPj0kMTE0DWZgIIGJ4YmowGstrrfq7ofPfAfFwcmoMGsnqLcGbofwTA3PTQuDSQ1ViQ80CIgwDy0ENj0UBWdnHe9VGOA8hJD8WngazUQr3HAx0KgB4KSABZqYV6Uwc6FIANPRSEBrLzi/YWjnU0AE/ooY40kJ1ZwDdsuAMC2EkPNaaB7Nhivj0jHhPAAXqoAQ1k7y7smzHoYQGcJIZqEED27sK+AYMeFkBBLg4VpIFs/yK/3eIeGUAleugkDWR7FvzNFfrgABrQQwdoIHu++G+l6McH0Jge2kkD2aMN8cYZ4BABOtJDT2ggu90ob5MxjhIgCD20JoDsdqO8L8Y4SoCY9ND3Azcb7F0wzIECxJe2hzSQDfeCH+xwAQaSqoc0UOaN+PIe74gBBjV9DGmgnBv09TzkQQOMbtaLQxoo28Z99Y563AAzmamH/Fp0ko3+Wh340AFmNUEPaaC5N+jLcm34BwAwvUF7SAPNuoFehE/M8BgAUhmohzTQfAv+kttvkocBkFbwHvIrQdMs5gvssHkeCQDLErSHNNDoi/NaKmW2xwPAWpwe0kDjbr76WZZlwocEwCN9Y0gDjbgp62dZljkfFQAvdbk4pIHG2qz1syzLtA8MgLc06yG/Fj3Euv/MtLaZHxsAh9XuIQ0UeXOnz9X8jxCA82r0kEtBATf9hZ8fKR4kAGUV7CENFGdJ0ucq0UMFoJKTPeRSUPflufDzI9ejBaCBYz0kg6RPSxkfMwAtvdVDGqhx/bR5DQSU95ED0MXLHnIpqE36ZK6fRQAB0NejGJJB0qcqTwEAUdxeHJJB0qcSTwQAQd30kEmfYjwdAIxBDx3rHulzlycFgMFc7uleG6Gme17y7AAwpM3lDT20uOTzDs8RAGO7+5GfrYd0z7s8WQDM4PnFj1l7yCWfwzxlAExlTxOM3kO65zzPHQBz+jdx9n9l0O1/OOzhSQRgfsdiqHsPiZ56PKEA5PJWVbTvIdHThicXgLwuN976+rK5I3pa8kQDwK87SfK4S/b30Fs3SwOeegB47WHC7NP78NnynwQASEcAAQDpCCAAIB0BBACkI4AAgHQEEACQjgACANIRQABAOgIIAEhHAAEA6QggACAdAQQApCOAAIB0BBAAkI4AAgDSEUAAQDoCCABIRwABAOkIIAAgHQEEAKQjgACAdAQQAJCOAAIA0hFAAEA6AggASEcAAQDpCCAAIB0BBACkI4AAgHQEEACQjgACANIRQABAOgIIAEhHAAEA6QggACAdAQQApCOAAIB0BBAAkI4AAgDSEUAAQDoCCABIRwABAOkIIAAgHQEEAKQjgACAdAQQAJCOAAIA0hFAAEA6AggASEcAAQDpCCAAIB0BBACkI4AAgHQEEACQjgACANIRQABAOgIIAEjn/14jFTHVXmYHAAAAAElFTkSuQmCC" width="400" /&gt;&lt;br /&gt;Η παραπάνω φράση δίνει αυτό ακριβώς το αποτέλεσμα.&lt;br /&gt;Καλές σκέψεις.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7762844515091606265-591524902170223979?l=operiplous.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://operiplous.blogspot.com/feeds/591524902170223979/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7762844515091606265&amp;postID=591524902170223979&amp;isPopup=true' title='6 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/591524902170223979'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/591524902170223979'/><link rel='alternate' type='text/html' href='http://operiplous.blogspot.com/2011/11/blog-post.html' title='Ελληνική Αλφαβήτα:Μια πρώτη(παγκόσμια) αποκάλυψη'/><author><name>ΠΑΥΣΑΝΙΑΣ</name><uri>http://www.blogger.com/profile/12382978042616603631</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://1.bp.blogspot.com/_0BOZ4VK5FuE/S2q3ibcHsDI/AAAAAAAAAIM/Ow4i9gjzr7I/S220/pafsanias.jpg'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7762844515091606265.post-474734086641380377</id><published>2011-10-19T21:58:00.000+03:00</published><updated>2011-10-19T21:58:21.795+03:00</updated><title type='text'>Ησιόδος: Προφανείς αλήθειες-πρωτοφανείς αβλεψίες</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Αγαπητοί φίλοι&lt;br /&gt;Η καταιγίδα της επικαιρότητας μαζί με την λεκτική επίθεση στο μπλογκ μ' έβαλε σε σκέψεις για το αν αξίζει τον κόπο να προσπαθείς να ανοίξεις τα μυαλά κάποιων. Με πείραξε που έκλεισα τα σχόλια, που τώρα είναι ξανά ανοιχτά. Είναι τραγικό για να υπερασπίσεις την ελευθερία σου να περιορίζεις την ελευθερία των άλλων. Ελπίζω ότι αυτό τελείωσε και γι' αυτό μπαίνω στο θέμα.&lt;br /&gt;&lt;b&gt;Προφανείς αβλεψίες&lt;/b&gt;.-ως και κραυγαλέες&lt;br /&gt;Είναι φορές που οι λέξεις χάνουν την δυνατότητα τους να εκφράσουν το μέγεθος της ανοησίας ορισμένων "ειδικών". Έχουν το μυαλό τους στο πως θα διατηρήσουν μια συγκεκριμένη οπτική και πραγματικά εθελοτυφλούν μπροστά όχι μονο στο προφανές αλλά και στο κραυγαλέο. Δείτε λοιπόν ένα κραυγαλέο παράδειγμα και πως το αντιμετώπισαν.&lt;br /&gt;Ησίοδος-"Εργα και Ημέρες" στίχοι 663-664&lt;br /&gt;"&lt;b&gt;&lt;i&gt;Ηματα πεντήκοντα μετά τροπάς ηέλιοιο&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;ες τέλος ελθόντος θέρεος, καματώδεος ώρης,&lt;/i&gt;&lt;/b&gt;"&lt;br /&gt;προσέξτε την μετάφραση&lt;br /&gt;"Πενήντα μέρες μετά το γύρισμα του ήλιου&lt;br /&gt;που το καλοκαίρι βρίσκεται στην ακμή του"&lt;br /&gt;Όλα φαίνονται κανονικά αλλά στα σχόλια του σημείου αυτού λέει:&lt;br /&gt;"&lt;i&gt;μετά τροπάς ηέλιοιο&lt;/i&gt;"&amp;nbsp; &lt;u&gt;Εννοεί τας χειμερινάς τροπάς&lt;/u&gt;&lt;br /&gt;Ερωτώ τώρα εγώ. Όταν και ο ίδιος μεταφράζει, τουλάχιστον αυτό λέει στο εσώφυλλο, και σχολιάζει πως είναι δυνατόν να καταλαβαίνει ότι το "πενήντα ημέρες μετά τις τροπές του ηλίου στο τέλος του καλοκαιριού" σημαίνει ότι οι τροπές του ηλίου ή άλλιώς ηλιοστάσιο είναι το χειμερινό;&lt;br /&gt;Θα μου πείτε ότι ο άνθρωπος έκανε ένα μικρό λαθάκι που δεν το είδαν και το τύπωσαν. Θα μπορούσε να είναι έτσι αν δεν έπεφτα στο επόμενο κείμενο.&lt;br /&gt;&lt;b&gt;Προφανείς αλήθειες &lt;/b&gt;&lt;br /&gt;&lt;div lang="el-GR" style="margin-bottom: 0cm;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;Ησίοδος(β΄)“Έργα και Ημέρες” στίχος 414-418:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;i&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ἦ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;μοςδ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὴ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;λήγει μένος &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὀ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ξέος&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ἠ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ελίοιο&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;καύματος &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ἰ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;δαλίμου,μετοπωριν&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὸ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ν&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὀ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;μβρήσαντος&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;Ζην&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὸ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ς&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ἐ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ρισθενέος,μετ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὰ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;δ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὲ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;τρέπεται βρότεος χρ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὼ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ς&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;πολλ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὸ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ν&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ἐ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;λαφρότερος·δ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὴ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;γ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὰ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ρτότε Σείριος &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ἀ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;στ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὴ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ρ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;βαι&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὸ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ν&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὑ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;π&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὲ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ρκεφαλ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ῆ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: medium;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ς&lt;/b&gt;&lt;/span&gt;&lt;b&gt; κηριτρεφέωνἀνθρώπων&lt;br /&gt;ἔρχεται ἠμάτιος, πλεῖονδέ τε νυκτὸς ἐπαυρεῖ·&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: small;"&gt;Εδώ λοιπόν ο εν λόγω κύριος έδωσε νέο ρεσιτάλ. Δείτε πρώτα την μετάφραση του:&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: small;"&gt;"Όταν πια ο φλογερός ήλιος λιγοστεύη το κάμα του που ιδρώτα φέρνει, κατά το φθινόπωρο που ο μεγαλοδύναμος&amp;nbsp; Ζεύς αρχίζει τις βροχές και το σώμα του ανθρώπου γίνεται πολύ πιο ευκίνητο γιατί την εποχή αυτή ο Σείριος το αστέρι λίγη ώρα την ημέρα έρχεται από πάνω από το κεφάλι των βασανισμένων ανθρώπων και χαίρεται το μεγαλύτερο μέρος της νύχτας."&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: small;"&gt;Η τρίπλα λοιπόν του κυρίου αυτού, γιατί δεν μπορώ να δεχτώ την άγνοια, θυμίζει Μαραντόνα.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: small;"&gt;Το κρίσιμο αυτό κομμάτι κατακρεουργείται μεταφραστικά με σκοπό να καλύψει τα φοβερά γεγονότα που περιγράφει. Τι περιγράφει; Μα &lt;b&gt;την ανατροπή των φυσικών πόλων της Γης&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: small;"&gt;Λέει λοιπόν ότι μόλις περάσει η δύναμη του καυτού ήλιου και μετά τις φθινοπωρινές βροχές όταν αρχίζει να γίνεται ανοιχτόχρωμη η επιδερμίδα των ανθρώπων"&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: small;"&gt;("&lt;/span&gt;&lt;i&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;μετ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὰ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;δ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὲ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;τρέπεται βρότεος χρ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὼ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ς&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt; πολλ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὸ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ν&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ἐ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;λαφρότερος·&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="font-size: small;"&gt;") διότι το χρώμα(&lt;/span&gt;&lt;i&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;χρ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὼ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ς&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="font-size: small;"&gt;) των ανθρώπων γίνεται πολύ πιο ανοιχτό(&lt;/span&gt;&lt;i&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;πολλ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ὸ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ν&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Tahoma,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;ἐ&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;λαφρότερος&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="font-size: small;"&gt;) όπως καταλαβαίνετε και όχι πιο ευκίνητο το σώμα του που βέβαια το σώμα δεν αναφέρεται πουθενά αλλού πέρα από την φαντασία του. Όπως όλοι ξέρουμε και έχουμε βιώσει τον χειμώνα και μόνο λόγω της μειωμένης έντασης του ήλιου η επιδερμίδα γίνεται ανοιχτόχρωμη.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: small;"&gt;Συνεχίζει όμως ο επικίνδυνος αυτός "ειδικός" με νέες μεταφραστικές "επιτυχίες". Λέει το "&lt;/span&gt;&lt;i&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;κηριτρεφέων&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="font-size: small;"&gt;" ως "βασανισμένων". Σας παρακαλώ αν δεν έχω όντως τρελλαθεί αυτό το &lt;b&gt;ΤΡΕΦΕΩΝ&lt;/b&gt; έχει σχέση με το τρέφομαι και την τροφή ή όχι; Που το είδες ρε κακόμοιρε το "βασανισμένων". Πόσο ηλίθιοι πιστεύεις ότι είμαστε όλοι; Ποιο είναι το πιο εξοργιστικό; Ότι η έκδοση που έχω είναι παλιά, την εποχή που οι νεοέλληνες γνώριζαν καλά, θεωρητικά, την καθαρεύουσα και άρα, θεωρητικά πάλι, ήταν πιο κοντά στην αρχαία ελληνική και η έκδοση είναι όχι μόνο γνωστή αλλά και έγκριτη. Το ΚΗΡΙΤΡΕΦΕΩΝ είναι όπως το βλέπετε αυτοί που τρώνε το κηρί(Κηρίθρα) δηλαδή αυτοί που τρώνε το μέλι διότι το μέλι(και μαζί και η κηρίθρα στο φυσικό μέλι και όχι αυτό που συμβαίνει σήμερα με το εμπορίου) τρώγεται τον χειμώνα μια και οι μέλισσες το ετοιμάζουν την άνοιξη και το καλοκαίρι.&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: small;"&gt;Γιατί θα μου πείτε όλα αυτά τα κραυγαλέα "λάθη"; Μα το μυστικό βρίσκεται αμέσως πιο κάτω. Εκεί ο Ησίοδος μιλάει για ένα γνωστό αστρονομικό φαινόμενο που δεν επιδέχεται ούτε κάλυψη ούτε απόκρυψη. Η ανατολή ενός άστρου το πρωί, η λεγόμενη επιτολή, είναι ένα σημαντικό και μοναδικό φαινόμενο για το κάθε άστρο, σε σχέση με την Γη και βέβαια δεν εξαρτάται από την ίδια την Γη αλλά είναι σταθερή για ένα μεγάλο χρονικό διάστημα. Έτσι η επιτολή του Σειρίου συμβαίνει το διάστημα Ιουλίου-Αυγούστου όμως εδώ περιγράφεται ότι αυτό συμβαίνει τον χειμώνα. "Ο,ο! μαντάμ! τι βλέπω! βεραμάν!" που λέει και η γνωστή διαφήμιση. Είναι δυνατόν η επιτολή του Σειρίου να συμβαίνει τον χειμώνα!&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;Άρα επισυνάπτοντας όλα καταλαβαίνεις ότι κάποιος στον "Ελλαδικό" χώρο βλέπει την επιτολή του Σείριου(αστέρα) τον χειμώνα μόνο μία περίπτωση υπάρχει, με δεδομένο ότι τότε, σύμφωνα με τον Ορφέα, είχαμε την εαρινή ισημερία στον Ταύρο, ότι είσαι στο Νότιο ημισφαίριο. Όπως βλέπετε ο Ησίοδος και βέβαια και ο Όμηρος και ο Ορφέας έβλεπαν τον κόσμο από το Νότιο ημισφαίριο ενώ σήμερα οι ίδιοι τόποι βρίσκονται στο Βόρειο. Αυτό μόνο με ανατροπή των πόλων γίνεται αλλά κάθε "ειδικός" που σέβεται τον εαυτό του οφείλει να το κρύβει άσχετα αν θα γελοιοποιηθεί στον πρώτο που θα θελήσει να διαβάσει ξεφεύγοντας από την ατυχής μετάφρασή του.&amp;nbsp; &lt;/span&gt;&lt;i&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;i&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7762844515091606265-474734086641380377?l=operiplous.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://operiplous.blogspot.com/feeds/474734086641380377/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7762844515091606265&amp;postID=474734086641380377&amp;isPopup=true' title='13 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/474734086641380377'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7762844515091606265/posts/default/474734086641380377'/><link rel='alternate' type='text/html' href='http://operiplous.blogspot.com/2011/10/blog-post_19.html' title='Ησιόδος: Προφανείς αλήθειες-πρωτοφανείς αβλεψίες'/><author><name>ΠΑΥΣΑΝΙΑΣ</name><uri>http://www.blogger.com/profile/12382978042616603631</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://1.bp.blogspot.com/_0BOZ4VK5FuE/S2q3ibcHsDI/AAAAAAAAAIM/Ow4i9gjzr7I/S220/pafsanias.jpg'/></author><thr:total>13</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7762844515091606265.post-1507892960359882290</id><published>2011-10-06T18:01:00.000+03:00</published><updated>2011-10-06T18:01:47.333+03:00</updated><title type='text'>Ομήρου Οδύσσεια-Οι Σειρήνες Παγκόσμια πρώτη</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Αγαπητοί φίλοι&lt;br /&gt;Αν και σε αρκετή απόσταση από την προηγούμενη ανάρτηση ελπίζω ότι η σημερινή αποκάλυψη να σας αποζημιώσει.&lt;br /&gt;Οι Σειρήνες λοιπόν. Άλλο ένα θέμα που έγινε εστία παραπληροφόρησης τόσο από μυθομανείς αρχαίους που αφήνονταν, από τους γνωρίζοντες, να χαζολογούν, προστατεύοντας έτσι την γνώση, αλλά και από νεώτερους "ειδικούς" που αρκέστηκαν να αντιγράψουν τους μυθομανείς αυτούς χωρίς καμία έρευνα μια και η προσωπική τους εξέλιξη εξαρτόνταν από το πόσο καλά θα ανταποκριθούν στα επίσημα κελεύσματα περί φοινικικών γραμμάτων, ή περί ανόητων&amp;nbsp; κλπ.&lt;br /&gt;Έτσι και οι Σειρήνες. Από γυναίκες με φτερά και σώμα πουλιού και άρπες, το παλιό στερεότυπο μέχρι και τις τελευταίας κοπής ανοησίες περί θερμών γυναικών των λιμανιών. Φυσικά τίποτε απ' όλα αυτά δεν έχουν σχέση με την πραγματικότητα μια και τόσο ο Όμηρος όσο και Ορφέας που πρώτος έγραψε γι' αυτές, έγραψαν για πραγματικά γεγονότα και γεωγραφικά και μόνο χαρακτηριστικά, βέβαια με τον δικό του τρόπο για λόγους που ήδη έχουν αναφερθεί.&lt;br /&gt;Αρχικά να πούμε ότι οι Σειρήνες είναι δύο. Πέρα από το ότι θα τις δείτε, αυτοπροσώπος, τρόπος του λέγειν, και θα τις μετρήσετε στο ίδιο αποτέλεσμα κατέληξαν και οι των κλασσικών χρόνων μελετητές του μια και αναφέρονται ως ΣΕΙΡΗΝΟΙΙΝ.(Ραψωδία μ στίχος 52). Αυτό το -ΙΙΝ είπαν ότι αναφέρεται στον αριθμό δύο. Βλέπετε ότι αναγνωρίζω τα θετικά τους.&lt;br /&gt;Έχω πει κι άλλες φορές για την χρησιμότητα της αναφοράς σε αυτές αλλά θα τα επαναλάβω ακόμη μία. Οι Σειρήνες, όπως και άλλες αναφορές,π.χ αυτή στην Σκύλλα και την Χάρυβδη, δεν ήταν τίποτε άλλο από σημάδι για τους ναυτικούς ώστε να μπορέσουν να βρουν τον δρόμο τους. Τα πλοία της εποχής εκείνης λόγω του σχήματός τους, είχαν την δυνατότητα να εκμεταλεύονται την κίνηση των θαλασσίων ρευμάτων. Πλέοντας έτσι πάνω σε αυτά ταξίδευαν με μεγάλη ταχύτητα καλύπτοντας τεράστιες αποστάσεις σε μικρό χρόνο. Το να βρεις όμως την ακριβή θέση ενός ρεύματος δεν ήταν κάτι εύκολο. Αν δεν είχες GPS ήταν πολύ δύσκολο να το βρεις και φυσικά να το εκμεταλλευτείς για να ταξιδέψεις. Οι Σειρήνες λοιπόν δεν ήταν τίποτε άλλο από ένα νησάκι σ' ένα κρίσιμο σημείο του ωκεανού που ή έπιανες το ρεύμα ή το έχανες. Το νησί αυτό είναι ηφαιστειογενές και μάλιστα ενεργό. Έτσι το να ακούς τον ήχο, του υποθαλάσσιου ηφαιστείου που κρύβει στα σπλάχνα του, που παράγεται από την συνεχή διαρροή των αερίων ήταν ένα σημάδι ότι βρέθηκες εντός του ρεύματος όπως και ότι έπρεπε να κάνεις μια στροφή περίπου 120ο για να συνεχίσεις πάνω σε αυτό. Αυτό ήταν όλο και όλο. Απλό έξυπνο και φυσικά όχι υπερφυσικό.&lt;br /&gt;Ώρα όμως να σας συστήσω με τις εν λόγω "κυρίες" που όντως είναι "ξεροψημένες" λόγω της σύστασης του εδάφους, για να δικαιολογήσουν απόλυτα το όνομά τους.&lt;br /&gt;&amp;nbsp; &lt;img alt="" 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" /&gt;&lt;br /&gt;Αυτό είναι το νησί, έκοψα βέβαια την κρίσιμη άκρη για να την δούμε αμέσως παρακάτω. Το χρώμα του όπως βλέπετε είναι σαν ξεροψημένο. Ας δούμε τώρα και τις δύο Σειρήνες.&lt;br /&gt;&lt;img alt="" 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
