<?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:blogger='http://schemas.google.com/blogger/2008' 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-6083478569413943069</id><updated>2024-11-01T01:14:08.053-07:00</updated><title type='text'>ΩΡΙΩΝΙΚΗ ΜΕΛΛΟΝΤΟΛΟΓΙΑ</title><subtitle type='html'>ΠΡΟΒΛΕΨΗ ΤΟΥ ΜΕΛΛΟΝΤΟΣ</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>24</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-5968984818654458440</id><published>2013-01-06T05:51:00.002-08:00</published><updated>2013-01-06T05:52:26.615-08:00</updated><title type='text'>ΠΡΟΒΛΕΨΗ ΠΑΘΗΣΕΩΝ: ΠΛΗΡΗΣ ΑΠΟΚΩΔΙΚΟΠΟΙΗΣΗ DNA</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoef06NZhFXgl9gzQO_PtFoWTckBzMMDkJ6dusKWrWH34ysN1k5chvYGJ8G_CgK3UPqxWcJReI-cdpeXgjJmRKoY-1BbaXtW1jHyr1MyOiVHBDShGRbWnp6ojZwiPalADrYQ6f0Io8XL69/s1600/dna_2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoef06NZhFXgl9gzQO_PtFoWTckBzMMDkJ6dusKWrWH34ysN1k5chvYGJ8G_CgK3UPqxWcJReI-cdpeXgjJmRKoY-1BbaXtW1jHyr1MyOiVHBDShGRbWnp6ojZwiPalADrYQ6f0Io8XL69/s1600/dna_2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Το δεσο-ξυριβοζο-νουκλεϊνικό οξύ (Deoxyribonucleic acid - DNA) είναι ένα νουκλεϊκό οξύ που περιέχει τις γενετικές πληροφορίες που καθορίζουν τη βιολογική ανάπτυξη όλων των κυτταρικών μορφών ζωής και των περισσοτέρων ιών. Το DNA συνήθως έχει τη μορφή διπλής έλικας. Η αποκωδικοποίηση του DNA, η αποσαφήνιση δηλαδή του τρόπου με τον οποίο η
 δομή του DNA καθορίζει συγκεκριμένες γενετικές επιλογές, επέτρεψε στους
 επιστήμονες να κατανοήσουν την 
κληρονόμηση&amp;nbsp; νόσων. Γίνονται γενετικοί έλεγχοι με μελέτη του DNA, των χρωμοσωμάτων και των γονιδίων για να φανεί εάν κάποιο άτομο έχει προδιάθεση κληρονομικής αιτιολογίας για να παρουσιάσει κάποιας μορφής καρκίνο.Προγνωστική Γονιδιωματική είναι ο τομέας της Ιατρικής που ασχολείται με τον εντοπισμό συγκεκριμένων «αλλαγών» στο DNA, οι οποίες ονομάζονται μεταλλάξεις και σχετίζονται άμεσα με τον κίνδυνο για την εμφάνιση χρόνιων ασθενειών.Η εμφάνιση χρόνιων Ασθενειών εξαρτάται από δύο παραμέτρους: τα Γονίαδια (το DNA) και τον Τρόπο Ζωής του ατόμου. Η καθεμία παράμετρος έχει διαφορετική βαρύτητα αλλά και οι δύο είναι εξίσου σημαντικές και απαιτείται ισορροπία μεταξύ τους προκειμένου να διατηρηθεί ομαλή η λειτουργία του οργανισμού.Η εξέλιξη της επιστήμης της Γενετικής (η επιστήμη της μελέτης του DNA) έθεσε τις βάσεις για μια νέα θεώρηση των ασθενειών και των τρόπων αντιμετώπισης τους.&amp;nbsp;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg46zzy76XsVjiXWZ0L1_jQ9pPvV4IttJk1Noxn6bLZ-az9I2KdOIKbFkctRGR1kFsoGOZYpvS13ZmV0wD0sXhlg0wVxuVeaHs64K0NjSKIoLLju7-qWzfImMHM9Rou4EV2Av9mzVbZQZxK/s1600/dna_3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg46zzy76XsVjiXWZ0L1_jQ9pPvV4IttJk1Noxn6bLZ-az9I2KdOIKbFkctRGR1kFsoGOZYpvS13ZmV0wD0sXhlg0wVxuVeaHs64K0NjSKIoLLju7-qWzfImMHM9Rou4EV2Av9mzVbZQZxK/s320/dna_3.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Σήμερα γίνεται η πλήρης αποκωδικοποίηση του ανθρώπινου γονιδιώματος δηλαδή η γνώση των γονιδίων μας (του DNA μας), μέσω του γονιδιακού ελέγχου (τεστ DNA), δίνει την δυνατότητα να προσδιορίσουμε τον κίνδυνο για την εκδήλωση παθήσεων, λαμβάνοντας προληπτικά μέτρα ώστε να μειωθεί η πιθανότητα εκδήλωσης της ασθένειας.Ο Γονιδιακός Έλεγχος (test DNA) εστιάζει στην Πρόληψη και αποτελεί την βάση για την καθιέρωση μιας βελτιωμένης και μακροπρόθεσμης Υγείας και Ποιότητας Ζωής.Οι εξετάσεις Προγνωστικής Γονιδιωματικής εκτός από την ανάλυση του γονιδιακού προφίλ για τον προσδιορισμό του κινδύνου που κρύβεται σε αυτό, αποτελούν βασικό εργαλείο για τον καθορισμό παρεμβάσεων και διορθωτικών κινήσεων σύμφωνα με τις ανάγκες του ανθρώπου, που αφορούν:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ιατρική Παρακολούθηση&lt;/li&gt;
&lt;li&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Προληπτικό Έλεγχο&lt;/li&gt;
&lt;li&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Φαρμακολογικές Θεραπείες&lt;/li&gt;
&lt;li&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Διατροφική Καθοδήγηση&lt;/li&gt;
&lt;li&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Αλλαγή του Τρόπου Ζωής.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/5968984818654458440/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2013/01/dna.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/5968984818654458440'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/5968984818654458440'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2013/01/dna.html' title='ΠΡΟΒΛΕΨΗ ΠΑΘΗΣΕΩΝ: ΠΛΗΡΗΣ ΑΠΟΚΩΔΙΚΟΠΟΙΗΣΗ DNA'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoef06NZhFXgl9gzQO_PtFoWTckBzMMDkJ6dusKWrWH34ysN1k5chvYGJ8G_CgK3UPqxWcJReI-cdpeXgjJmRKoY-1BbaXtW1jHyr1MyOiVHBDShGRbWnp6ojZwiPalADrYQ6f0Io8XL69/s72-c/dna_2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-522005704798607922</id><published>2012-05-29T12:15:00.001-07:00</published><updated>2012-05-29T12:15:10.552-07:00</updated><title type='text'>Αυτόματη γραφή</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7E3x_xwG-pV4SVkYJ-3ltW18ChZRMqLhPhFJCL2sqhhfmTBdMbP2NLETmOPKeVN7l7UcCDmQgoq60oa3wA5x2Pr8HwpJViktHVRvZPuXvEhkxA7-N_UsCSQuWKayEswshzcXA9kkSHHSc/s1600/%CE%91%CE%A5%CE%A4%CE%9F%CE%9C%CE%91%CE%A4%CE%97+%CE%93%CE%A1%CE%91%CE%A6%CE%97.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;256&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7E3x_xwG-pV4SVkYJ-3ltW18ChZRMqLhPhFJCL2sqhhfmTBdMbP2NLETmOPKeVN7l7UcCDmQgoq60oa3wA5x2Pr8HwpJViktHVRvZPuXvEhkxA7-N_UsCSQuWKayEswshzcXA9kkSHHSc/s320/%CE%91%CE%A5%CE%A4%CE%9F%CE%9C%CE%91%CE%A4%CE%97+%CE%93%CE%A1%CE%91%CE%A6%CE%97.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Το φαινόμενο κατά το οποίο ένας άνθρωπος γράφει στο
 χαρτί σημάδια και λέξεις χωρίς να μπορεί να ελεγξει συνειδητα το χέρι 
του. &amp;nbsp; Όσοι γράφουν με την αυτόματη γραφή υποστηρίζουν οτι δεν έχουν κανέναν 
συνειδητό έλεγχο των λέξεων και των νοημάτων τους αφού κάποια &quot;δύναμη&quot; 
καθοδηγεί το χέρι τους. Είναι ένας τρόπος γραφής κατά τον οποίο η σκέψη εκφράζεται ελεύθερα και αυτόματα, χωρίς εμπόδια και περιορισμούς από τους κανόνες της λογικής. Τον όρο καθιέρωσε ο Γάλλος λογοτέχνηςΑντρέ Μπρετόν στο Πρώτο Μανιφέστο του υπερρεαλισμού που δημοσίευσε το 1924. Μέσα από την αυτόματη γραφή οι υπερρεαλιστές ζήτησαν να βρουν ασυνήθιστους τρόπους έμπνευσης. Θέλησαν να απελευθερώσουν την φαντασία από τα δεσμά των λογικών και των λογοτεχνικών κανόνων και να βγάλουν τη λογοτεχνία από το αδιέξοδο που είχε φτάσει με τον Πρώτο Παγκόσμιο Πόλεμο. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Η αυτόματη γραφή είναι γραφή που υποτιθέμενα οδηγείται από το ασυνείδητο.
 Μερικές φορές ονομάζεται και &quot;εκστατική&quot; γραφή γιατί γίνεται γρήγορα 
και χωρίς συλλογισμό, γράφοντας οτιδήποτε έρχεται στο νου, &quot;χωρίς 
συνείδηση&quot;, σαν σε έκσταση. Πιστεύεται πως επιτρέπει σε κάποιον να 
&quot;κρυφακούσει&quot; το υποσυνείδητο όπου &quot;κατοικεί ο πραγματικός εαυτός&quot;. 
Χωρίς τους περιορισμούς του συνειδητού νου, μπορούν να προσπελασθούν 
βαθειές και μυστικιστικές σκέψεις. Η αυτόματη γραφή χρησιμοποιείται 
επίσης και από μερικούς ψυχοθεραπευτές
 που πιστεύουν ότι είναι ένας εύκολος τρόπος για να φανερωθούν 
καταπιεσμένες μνήμες. Δεν υπάρχουν επιστημονικά στοιχεία πως η αυτόματη 
γραφή έχει κάποια θεραπευτική αξία. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ισχυρίζονται επίσης πως τους επιτρέπει να ανακαλέσουν από το 
υποσυνείδητο δεδομένα που δεν μπορούν να ανακτηθούν, και πως 
απελευθερώνεται πνευματική ενέργεια για προσωπική ευρωστία και 
αποκαλύψεις.Προφανώς, όλοι μας έχουμε το δυναμικό ώστε να γίνουμε τόσο ενορατικοί όσο ο 

 
                               James Van Praagh  και ο John Edward.&#39;&#39;Γράφω&#39;&#39; σημαίνει &#39;&#39;μεταφέρω κάποιες έννοιες σε λέξεις&#39;&#39;. Αυτό το 
ιδιαίτερο περιεχόμενο, που επεκτείνεται πέρα από την απλή κινητική 
σφαίρα, προκαλεί συχνά σύγχυση στο υποκείμενο, παρουσιάζοντας αντίθετες 
υποβολές που προλαβαίνουν την εμφάνιση των αυτοματισμών. Σε μερικές 
περιπτώσεις, παρατήρησα πως εκτός από τις αντιδράσεις που εμφανίζονται 
σε κάθε είδους υποβολή στην αφυπνισμένη συνείδηση φυσιολογικών ατόμων, 
δεν γίνεται αντιληπτή μόνο η υποβολή αλλά με την ύπνωση μπαίνει σε λειτουργία το κινητικό μέρος του κεντρικού νευρικού συστήματος, προκαλώντας μια αυθποβολή που οδηγεί σε βαθύτερη ύπνωση&lt;br /&gt;
Το υποκείμενο, που κρατά ένα στυλό στο χέρι του, απασχολείται σκόπιμα 
στη συζήτηση, για να αποσπάται η προσοχή του από το γράψιμο. Τότε το 
χέρι αρχίζει να κινείται, γράφοντας  στην αρχή τελείες και τεθλασμένες ή
 απλές γραμμές. (μοιάζουν με κεραυνοί). Μερικές φορές το μολύβι δεν 
ακουμπά στο χαρτί αλλά γράφει στον αέρα. Αυτές οι κινήσεις θεωρούνται 
κινητικά φαινόμενα και αντιστοιχούν στην έκφραση του κινητικού στοιχείου
 στην ιδέα της &#39;&#39;γραφής&#39;&#39;. Είναι κάπως σπάνιες.
    &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Οι σκεπτικιστές θεωρούν την αυτόματη 
γραφή κάτι σαν επιτραπέζιο παιχνίδι, αν και μερικές φορές είναι χρήσιμη 
για την ανακάλυψη του εαυτού ή για την έναρξη της συγγραφής κάποιου 
συγγράμματος. Ενώ είναι πιθανό αρκετές υποσυνείδητες ιδέες και σκέψεις 
να ανακύπτουν με την αυτόματη γραφή, είναι μάλλον απίθανο να είναι πιο 
βαθυστοχαστές από τις συνειδητές ιδέες που κατέχει κάποιος. Δεν υπάρχουν
 στοιχεία που να υποδεικνύουν πως ο πραγματικός εαυτός βρίσκεται στο 
υποσυνείδητο αλλά ούτε και πως φανερώνεται όταν κάποιος είναι πιωμένος ή
 σε ψυχωτικό παραλήρημα. Η αυτόματη γραφή μπορεί να οδηγήσει σε 
προσωπική ανάπτυξη αν αξιολογείται στοχαστικά και με εξυπνάδα. Από μόνη 
της, είναι τόσο πιθανό να οδηγήσει σε βελτίωση του εαυτού ή σε 
αποκαλύψεις, όσο και κάθε άλλη ανθρώπινη δραστηριότητα.&amp;nbsp; Για κάποια μυαλά, είναι προφανώς καλύτερο να μη γνωρίζουν
 τι βρίσκεται στη σοφίτα. Άλλοι μπορεί ν&#39; απογοητευτούν βρίσκοντας τη 
σοφίτα άδεια. &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/522005704798607922/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2012/05/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/522005704798607922'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/522005704798607922'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2012/05/blog-post.html' title='Αυτόματη γραφή'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7E3x_xwG-pV4SVkYJ-3ltW18ChZRMqLhPhFJCL2sqhhfmTBdMbP2NLETmOPKeVN7l7UcCDmQgoq60oa3wA5x2Pr8HwpJViktHVRvZPuXvEhkxA7-N_UsCSQuWKayEswshzcXA9kkSHHSc/s72-c/%CE%91%CE%A5%CE%A4%CE%9F%CE%9C%CE%91%CE%A4%CE%97+%CE%93%CE%A1%CE%91%CE%A6%CE%97.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-8495078552979602909</id><published>2011-09-08T06:16:00.000-07:00</published><updated>2011-09-08T06:16:53.243-07:00</updated><title type='text'>10ο Πανελλήνιο Αστρονομικό Συνέδριο</title><content type='html'>&lt;div class=&quot;postbody entry clearfix&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-zeCiY15qwXlZYj4fFhNBNSdGr6YfE7NF68MWg4hb8qlugZ3zvjEUsofG_DDQeyLwt-hdtrsAFS5sW5sQr8L3FNa2BZPxccNEApaP_e02KR8GPmaRJgmekXA07vY6m5gtaMn8XDAXtBy7/s1600/poster2011.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-zeCiY15qwXlZYj4fFhNBNSdGr6YfE7NF68MWg4hb8qlugZ3zvjEUsofG_DDQeyLwt-hdtrsAFS5sW5sQr8L3FNa2BZPxccNEApaP_e02KR8GPmaRJgmekXA07vY6m5gtaMn8XDAXtBy7/s320/poster2011.jpg&quot; width=&quot;221&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Η Ελληνική Αστρονομική Εταιρεία, η οποία ασχολείται με την  έρευνα και τη διδασκαλία σε θέματα Αστρονομίας και Αστροφυσικής,  διοργανώνει στην πόλη των&lt;b&gt; Ιωαννίνων&lt;/b&gt; στην αίθουσα «Κάρολος Παπούλιας» του Πανεπιστημίου Ιωαννίνων το &lt;b&gt;10ο  Πανελλήνιο Αστρονομικό Συνέδριο&lt;/b&gt;, το οποίο θα διαρκέσει από τις 5 έως και  τις 8 Σεπτεμβρίου 2011. Ο αριθμός των συμμετοχών στο φετινό συνέδριο ξεπερνά τους 140  επιστήμονες, από αρκετές χώρες του κόσμου. Έχουν προγραμματισθεί 68  ομιλίες, ενώ θα υπάρχουν και 58 αναρτήσεις. Οι ομιλητές, οι περισσότεροι  μέλη της Εταιρείας,&amp;nbsp; παρουσιάσουν αποτελέσματα ερευνών που έχουν  πραγματοποιήσει τα τελευταία δύο χρόνια. Οι κύριοι προσκεκλημένοι ομιλητές του συνεδρίου  είναι οι καθηγητές κ.κ. James Binney (Παν/μιο της Οξφόρδης της Μ.  Βρετανίας), Alan Hood (Παν/μιο του St. Andrews της Μ. Βρετανίας) και  Tsvi Piran (Παν/μιο Hebrew του Ισραήλ).&lt;br /&gt;
Την Κυριακή 4 Σεπτεμβρίου&amp;nbsp; πραγματοποιήθηκε ομιλία για το κοινό στη  “Ζωσιμαία Παιδαγωγική Ακαδημία” των Ιωαννίνων από την κ. Α. Κουστένη με  τίτλο: “Η εξερεύνηση του Τιτάνα και του συστήματος του Κρόνου”. Την τελευταία μέρα του συνεδρίου  (8/9/2011) θα πραγματοποιηθεί ημερίδα για τους καθηγητές Μέσης Εκπαίδευσης  και στη συνέχεια στρογγυλό τραπέζι με θέμα: “Το Νέο Σχολείο και ο ρόλος  της Αστρονομίας”. Οι παρουσιάσεις γίνονται στα αγγλικά και ομαδοποιούνται σε πέντε θεματικές ενότητες :&lt;br /&gt;
&lt;ol&gt;&lt;li&gt;Ήλιος , πλανήτες και&amp;nbsp; διαπλανητικό μεσοδιάστημα&lt;/li&gt;
&lt;li&gt;Κοσμολογία και αστροφυσική γαλαξιών&lt;/li&gt;
&lt;li&gt;Δυναμική αστρονομία και σχετιστική αστροφυσική&lt;/li&gt;
&lt;li&gt;Αστέρια , ο γαλαξίας μας και η τοπική ομάδα&lt;/li&gt;
&lt;li&gt;Εκπαίδευση στην αστρονομία &lt;/li&gt;
&lt;/ol&gt;Η Μελλοντολογία του Ωρίωνα παρακολουθεί με μεγάλο ενδιαφέρον το συνέδριο προκειμένου να ενημερωθεί για τις εξελίξεις&amp;nbsp; στην αστρονομία και την αστροφυσική.&lt;/div&gt;&lt;div class=&quot;postbody entry clearfix&quot;&gt;Πληροφορίες : http://www.helas.gr&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/8495078552979602909/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/09/10.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/8495078552979602909'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/8495078552979602909'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/09/10.html' title='10ο Πανελλήνιο Αστρονομικό Συνέδριο'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-zeCiY15qwXlZYj4fFhNBNSdGr6YfE7NF68MWg4hb8qlugZ3zvjEUsofG_DDQeyLwt-hdtrsAFS5sW5sQr8L3FNa2BZPxccNEApaP_e02KR8GPmaRJgmekXA07vY6m5gtaMn8XDAXtBy7/s72-c/poster2011.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-527778217239166369</id><published>2011-07-28T00:40:00.000-07:00</published><updated>2011-07-28T00:40:51.398-07:00</updated><title type='text'>Δεκατρείς δολοφονίες Κυπρίων: ο Θάνατος προβλέπεται...</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;    &lt;w:UseFELayout/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRLr6aB2qQ2qvd1ZkCUquAVO-t4UFdEheWt3PKUyFQB9eJWxNXURcGMu3igWN5MNxieI8Poe6AlJ_TMGHDDL1hSfctcE51swJmA6VKmFJAYvV5OF2d4nILjRDEnAMIcFIgdJWE5YH90Yrd/s1600/KIPROSKATEXOMENA5.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;217&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRLr6aB2qQ2qvd1ZkCUquAVO-t4UFdEheWt3PKUyFQB9eJWxNXURcGMu3igWN5MNxieI8Poe6AlJ_TMGHDDL1hSfctcE51swJmA6VKmFJAYvV5OF2d4nILjRDEnAMIcFIgdJWE5YH90Yrd/s320/KIPROSKATEXOMENA5.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Δεκατρείς είναι, τελικά, οι νεκροί και 61 οι τραυματίες, εκ των οποίων ο ένας &quot;χαροπαλεύει&quot;, από τη μεγάλη έκρηξη, που σημειώθηκε τη Δευτέρα τα ξημερώματα, σε ναυτική βάση της Εθνικής Φρουράς στην Κύπρο.Κι ενώ οι συγγενείς των θυμάτων φθάνουν στο Γενικό Νοσοκομείο Λευκωσίας, όπου μεταφέρονται οι σοροί των νεκρών της τραγωδίας, οι πρώτες φωνές για διώξεις των υπευθύνων,&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;ακούγονται ήδη στη Μεγαλόνησο.Όπως αναφέρει&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;o Νικόλας Ιωαννίδης (γιός του αδικοχαμένου διοικητή του στρατοπέδου Ατρέα Ιωαννίδη) στη συνέντευξή του:ο πατέρας μου είχε επισημάνει εδώ και καιρό τους κινδύνους που εγκυμονούσε η εγκατάσταση του φορτίου στη Βάση.Είχε μάλιστα αποστείλει επιστολές τόσο προς την ηγεσία του ΓΕΕΦ όσο και προς του Υπουργείο Άμυνας, με τις οποίες ζητούσε την μεταφορά των εκρηκτικών από το στρατόπεδο ή την βελτίωση των συνθηκών φύλαξης τους.Ο Νικόλας Ιωαννίδης, επιπλέον ζήτησε να διερευνηθεί σε βάθος η υπόθεση με έμφαση στην αναζήτηση των εγγράφων του ΓΕΕΦ.Πρόσθεσε τέλος, ότι οι παραιτήσεις τόσο του Υπουργού Άμυνας όσο και του Αρχηγού του ΓΕΕΦ δεν είναι αρκετές και ζήτησε την ποινική δίωξη των υπευθύνων για την τραγωδία που εκτυλίχτηκε στο Μαρί.Μεταξύ των νεκρών περιλαμβάνονται πυροσβέστες, στελέχη της εθνοφρουράς, ναύτες, αλλά και ο αρχηγός του Πολεμικού Ναυτικού.Η καταστροφή στη ναυτική βάση &quot;Ευάγγελος Φλωράκης&quot;, είναι σχεδόν καθολική.Επιπλέον, έχει καταστραφεί ολοσχερώς ο ηλεκτροπαραγωγικός σταθμός Βασιλικού, που βρίσκεται κοντά στη ναυτική βάση.Η παραγωγή του ρεύματος είναι μειωμένη κατά 40%, ενώ προβλήματα υπάρχουν και στην υδροδότηση, καθώς έχει σταματήσει η αφαλάτωση του νερού.Όπως υποστηρίζουν μάρτυρες, στο σημείο της έκρηξης έχει ανοίξει τάφρος περίπου 100 μέτρων μέσα στη γη (!), μέσα στην οποία τα σωστικά συνεργεία ψάχνουν να βρουν νεκρούς! Οι πρώτες μαρτυρίες κατοίκων κάνουν λόγο για ένα τεράστιο μανιτάρι καπνού, που ανυψώθηκε πάνω από τη ναυτική βάση &quot;Ευάγγελος Φλωράκης&quot;, ως επακόλουθο ενός εκκωφαντικού θορύβου, που ακούστηκε γύρω στις 6 το πρωί.Όπως λέγεται η έκρηξη ήταν τόσο δυνατή που ακούστηκε μέχρι τη Λάρνακα, η οποία βρίσκεται, περίπου, 40 χιλιόμετρα μακριά από τη ναυτική βάση.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN5epGjVMjIpttUnmOQa7xBOtRskjp1i9mQxTb6j3Czghk-hAQ8MgA4XCYw5M227rjFpzL5zt_gy1AyrtkRfywKGsidNXip1nx53r2YDRha1Tzwsa4USxAky5UOrtTyyINdUPmK1Xv5QPO/s1600/ekrhksh1_11-7-2011.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN5epGjVMjIpttUnmOQa7xBOtRskjp1i9mQxTb6j3Czghk-hAQ8MgA4XCYw5M227rjFpzL5zt_gy1AyrtkRfywKGsidNXip1nx53r2YDRha1Tzwsa4USxAky5UOrtTyyINdUPmK1Xv5QPO/s1600/ekrhksh1_11-7-2011.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Όπως έγινε γνωστό, όλα ξεκίνησαν από εμπορευματοκιβώτια με πυρίτιδα τα οποία είχαν κατασχεθεί πριν τρία χρόνια από πλοίο που είχε προορισμό τη Συρία.Εκεί σημειώθηκε η έκρηξη που έφερε την καταστροφή.Συγκεκριμένα, στις 04:00 το πρωί της Δευτέρας φαίνεται να ξέσπασε πυρκαγιά. Στο σημείο έσπευσε πυροσβεστική δύναμη για να κατασβήσει τη φωτιά.Την ώρα του έργου της πυρόσβεσης σημειώθηκε η έκρηξη, το ωστικό κύμα από την οποία προκάλεσε ζημιές σε απόσταση 3-4 χιλιομέτρων μακριά από τη ναυτική βάση.Τα χωριά Μαρί, Ζύγι, Βασιλικό έχουν υποστεί τεράστιες ζημιές.Λόγω των εκρήξεων και της φωτιάς, στη ναυτική βάση έχουν προκληθεί φθορές στο δίκτυο του ρεύματος, με αποτέλεσμα η μισή Κύπρος να μην έχει ηλεκτρικό ρεύμα.Στο επίκεντρο του μεγάλου μακελειού βρέθηκε το Κυπριακό χωριό Μαρί όπου όλα τα σπίτια έχουν υποστεί μεγάλες ζημιές, ενώ οι στέγες έχουν καταρρεύσει.Μόλις ακούστηκε ο εκκωφαντικός θόρυβος της έκρηξης ο κόσμος πανικόβλητος προσπαθούσε να καταλάβει τι συνέβη.Την ίδια ώρα, εκτοξεύονταν, λόγω της έκρηξης,&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;στον αυτοκινητόδρομο, μεταλλικά αντικείμενα,&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;τα οποία έμοιαζαν να έρχονται από το πουθενά.Αποτέλεσμα ήταν να σημειωθούν τροχαία ατυχήματα. Μάλιστα, κάποιοι υποστηρίζουν ότι από το ισχυρό ωστικό κύμα της έκρηξης άνοιξαν ακόμα και οι αερόσακοι των αυτοκινήτων, που κινούνταν στον αυτοκινητόδρομο, με αποτέλεσμα να κινδυνεύσουν και άλλες ζωές.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Το Προεδρικό όχι μόνο γνώριζε ότι τα 98 εμπορευματοκιβώτια με την πυρίτιδα ήταν &quot;αποθηκευμένα&quot; σε ανοικτό χώρο στη βάση &quot;Ευάγγελος Φλωράκης&quot;, αλλά και ότι αυτά είχαν καταστεί επικίνδυνα για το προσωπικό και τις εγκαταστάσεις. Σύμφωνα με πρακτικό σύσκεψης που έγινε στις 10 Φεβρουαρίου 2011 στο υπουργείο Άμυνας με συμμετοχή των υπουργών εξωτερικών και άμυνας, του Αρχηγού ΓΕΕΦ, αλλά και του Διευθυντή του διπλωματικού γραφείου του Προέδρου της Δημοκρατίας Λεωνίδα Παντελίδη, έγινε πλήρης ενημέρωση για τον κίνδυνο έκρηξης.Ο εκπρόσωπος της Διεύθυνσης Υλικού Πολέμου του ΓΕΕΦ, στην σύσκεψη, ήταν ξεκάθαρος για τους κινδύνους που υπήρχαν μιλώντας για το ενδεχόμενο έκρηξης.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Από τα 98 εμπορευματοκιβώτια τα 65 περιείχαν διάφορες πυρίτιδες. Τα υπόλοιπα περιείχαν πλάκες γραφίτη, σωλήνες και άλλα μεταλλικά υλικά.Η πυρίτιδα εμπεριέχει σταθεροποιητή. &quot;Η σύνθεση του εν λόγω σταθεροποιητή, σύμφωνα με τις εργοστασιακές προδιαγραφές, αλλοιώνεται με τον χρόνο και με την επίδραση των μεταβαλλόμενων καιρικών συνθηκών. Συνεπώς σημειώνεται ο κίνδυνος να αλλοιωθεί το μίγμα της πυρίτιδας αντιδρώντας με ανάφλεξη ή ακόμα και με έκρηξη&quot;.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Ο Υπουργός Εξωτερικών Μάρκος Κυπριανού προφανώς αδιαφορώντας για τον κίνδυνο έκρηξης και απώλειας ανθρώπινων ζωών, ζήτησε να γίνει εξέταση της πυρίτιδας για τυχόν αλλοίωση και εξέταση για την τιμή που θα μπορούσε να πωληθεί.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Ο Διευθυντής του Διπλωματικού Γραφείου του Προέδρου της Δημοκρατίας Λεωνίδας Παντελίδης πρότεινε να γίνει διαχωρισμό του στρατιωτικού από το μη στρατιωτικό υλικό και η Κυπριακή Δημοκρατία να απευθυνθεί δύο φορές στο Συμβούλιο Ασφαλείας του ΟΗΕ για να απαλλαγεί από τα εμπορευματοκιβώτια. Ο κ. Παντελίδης ανέφερε πως το μη στρατιωτικό υλικό θα μπορούσε να εκποιηθεί, σημειώνοντας πως σύμφωνα με πληροφόρηση που είχε, η Συρία και το Ιράν θα ικανοποιούντο με ένα συμβολικό ποσόν.Θα πρέπει να σημειωθεί ότι στη σύσκεψη, τόσο ο υπουργός άμυνας όσο και ο αρχηγός ΓΕΕΦ διατύπωσαν φόβους για την επικινδυνότητα της πυρίτιδας λόγω της αλλοίωσης της από τον χρόνο και τις καιρικές συνθήκες.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWYzIZ4KiIXLAdh1ijCU8q4FDLV3c9_Ou6q-dvHsLLA6d_5jut_Y0uNUmdmpFoJP7xNSP3bn3uMYHbzXzd9EyI1xqUlVBUOc_xNgz59PizoSCYshO1jjfSX_zRz_j0eHlCO2PjHChRNcUr/s1600/ekrhksh3_11-7-2011.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWYzIZ4KiIXLAdh1ijCU8q4FDLV3c9_Ou6q-dvHsLLA6d_5jut_Y0uNUmdmpFoJP7xNSP3bn3uMYHbzXzd9EyI1xqUlVBUOc_xNgz59PizoSCYshO1jjfSX_zRz_j0eHlCO2PjHChRNcUr/s1600/ekrhksh3_11-7-2011.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Στην ίδια σύσκεψη μετείχαν εκπρόσωποι της Νομικής Υπηρεσίας, των Τελωνείων, της Αστυνομίας και του υπουργείου Εμπορίου.Σύμφωνα με τα πρακτικά, η σύσκεψη ολοκληρώθηκε με την υιοθέτηση της εισήγησης του Υπουργού Εξωτερικών για αποστολή δειγμάτων της πυρίτιδας σε χημεία της Κύπρου και του εξωτερικού και να ερευνηθεί το ποσόν που θα μπορούσε να εξασφαλίσει το κράτος από την πώληση της. Αν και πέρασαν πέντε μήνες από εκείνη τη σύσκεψη δεν υπήρξε καμία ενέργεια.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Κύπριοι αξιωματούχοι υποστηρίζουν ότι την Τετάρτη είχαν δοθεί οδηγίες να ψύχονται τα επίμαχα εμπορευματοκιβώτια, τα οποία θα έπρεπε να απομακρυνθούν και να καταστραφούν από πυροτεχνουργούς του στρατού.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Το αποτέλεσμα; Δολοφονήθηκαν εν ψυχρώ 13 άνθρωποι γιατί ολόκληρο το κράτος κοιμόταν ύπνο βαθύ.Ο κίνδυνος για έκρηξη ήταν σε γνώση ΟΛΩΝ .&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Τελικά η δολοφονία των δεκτριών Κυπρίων απέδειξε με τον τραγικότερο τρόπο πως ο Θάνατος προβλέπεται όμως &lt;b&gt;&lt;u&gt;πρέπει και εμείς κάνουμε έγκαιρα κάτι&lt;/u&gt;&lt;/b&gt; για να τον αποφύγουμε για να μη βλέπουμε το Χάρο να θερίζει...&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/527778217239166369/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/07/blog-post_28.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/527778217239166369'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/527778217239166369'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/07/blog-post_28.html' title='Δεκατρείς δολοφονίες Κυπρίων: ο Θάνατος προβλέπεται...'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRLr6aB2qQ2qvd1ZkCUquAVO-t4UFdEheWt3PKUyFQB9eJWxNXURcGMu3igWN5MNxieI8Poe6AlJ_TMGHDDL1hSfctcE51swJmA6VKmFJAYvV5OF2d4nILjRDEnAMIcFIgdJWE5YH90Yrd/s72-c/KIPROSKATEXOMENA5.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-2649985553106060203</id><published>2011-07-07T09:46:00.000-07:00</published><updated>2011-07-09T02:17:26.971-07:00</updated><title type='text'>Μόρα : Ο απρόσκλητος επισκέπτης</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/div&gt;&lt;br /&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt; Έχετε νιώσει ποτέ στον ύπνο σας πως μια σκιά σας πλησιάζει από άγνωστη προέλευση, σας ακινητοποιεί και σας παίρνει την ψυχή; Νιώσατε τον τρόμο, σαν να βρίσκεστε σε πλήρη παράλυση - αβοήθητος - χωρίς καμία ελπίδα για άμυνα; Τι συμβαίνει όταν κοιμόμαστε ;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-layout-grid-align: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&amp;nbsp;Η λέξη mora στα σλάβικα σημαίνει ερωμένη, αλλα πολλοί θεωρούν οτι η προέλευση της είναι ελληνική από την &quot;Μορμώ&quot; το μυθολογικό τέρας με το οποίο τρόμαζαν&amp;nbsp; τα παιδιά οι αρχαίοι έλληνες.&lt;br /&gt;
&amp;nbsp; Σύμφωνα με τις μαρτυρίες των ανθρώπων που τους έχει επισκεφτεί η μόρα, έρχεται κυρίως όταν κοιμάται κανείς ανάσκελα, ανεβαίνει πάνω του ή του κρατάει τα χέρια&amp;nbsp; και του πιέζει έντονα το στήθος. Ο πόνος είναι δυνατός και κόβει την ανάσα σε σημείο που&amp;nbsp; το άτομο αισθάνεται&amp;nbsp; ότι αργοπεθαίνει. Πρόκειται για μια&amp;nbsp; μορφή που προσπαθεί να &quot;κλέψει&quot; την ενέργεια του θύματος.   &lt;br /&gt;
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&quot; /&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Η πιο επιστημονική εξήγηση πάντως είναι εκείνη περί &quot;παράλυσης του ύπνου&quot; Κατάσταση που εμφανίζεται μετά το ξύπνημα και χαρακτηρίζεται από προσωρινή παράλυση του σώματος. Κατά την &quot;παράλυση του ύπνου&quot; ο εγκέφαλος ξυπνάει μετα από μια κατάσταση REM αλλά τα μέλη του σώματος παραμένουν άκαμπτα. Έτσι το άτομο ενώ αντιλαμβάνεται ότι έχει ξυπνήσει δεν μπορεί να κινηθεί καθόλου. Στην παράλυση ύπνου ή υπνοπαράλυση αποδίδονται συχνά διάφορα φαινόμενα που ζει κάποιος κατά τη διάρκεια του ύπνου του όπως οι νυχτερινοί δαιμονικοί επισκέπτες (mora, σκιερός , incubus, succubus).&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Η περιγραφή των συμπτωμάτων της υπνοπαράλυσης ταιριάζει επίσης&amp;nbsp; άμεσα με περιγραφές ονείρων κατα τα οποία οι άνθρωποι βλέπουν&amp;nbsp; τον εαυτό τους ξαπλωμένο στο κρεββάτι , ανίκανο να κουνήσει χέρια ή πόδια. Κάτι ανάλογο συμβαίνει και στην ψευδή αφύπνιση. Η υπνική παράλυση που υποτίθεται ότι επιτάσσεται στον οργανισμό από κάποιο προστατευτικό μηχανισμό, ώστε το άτομο να μην μπορεί να κινήσει τα άκρα του την ώρα του ύπνου. Ωστόσο η επιστημονική θεωρία υποστηρίζει ότι όλα τα υπόλοιπα φαινόμενα που συμβαίνουν ξεκινώντας από εκεί, είναι απλά παραισθήσεις οι οποίες συνήθως προκαλούνται επειδή ο άνθρωπος ξυπνάει τη στιγμή που δεν θα ήθελε να ξυπνήσει, βγαίνει δηλαδή κατευθείαν από τα στάδια RΕM και έρχεται σε μια κατάσταση συνειδητότητας πριν προλάβει να ενεργοποιηθεί το σύστημα που θα του φέρει την ικανότητα λειτουργίας των άκρων του, πανικοβάλλεται και για αυτό βλέπει όλες αυτές τις εικόνες. Για το μυστήριο αυτό έχουν ερευνήσει πολλοί μελετητές του μεταφυσικού.Πρόκειται για τον κόσμο των σκιών. Έναν κόσμο άυλο και παράλληλο, όπου κατοικεί η μόρα και ο βραχνάς.&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&amp;nbsp;Ποια είναι η Μόρα;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;Το φαινόμενο της Μόρας είναι γνωστό από την παράδοση περισσότερο. Είναι κάτι συνηθισμένο και παρατηρείται εδώ και χιλιάδες χρόνια. Η Μόρα είναι το φαινόμενο κατά το οποίο κυρίως όταν ήμαστε ξαπλωμένοι και σε χαλάρωση την&amp;nbsp; ώρα του ύπνου ή σε υπναγωγικά στάδια, νοιώθουμε μια επίθεση από κάτι ξένο να μας πλακώνει, να μην μας επιτρέπει να αναπνεύσουμε και συχνά αυτό συνοδεύεται από οπτασίες από μορφές σκοτεινές, σκιώδεις. Αυτό είναι που έχει μείνει και στην παράδοση να λέμε σαν Μόρα ή Βραχνά. Είναι το αντίστοιχο του σαξονικού nightmare ενώ η μόρα η βαλκανική είναι το nightmare των άγγλων. Εκείνο που περιγράφει ένας άνθρωπος που έχει έρθει σε επαφή με την Μόρα είναι ένα βίωμα του. Παρόλα αυτά είναι πάρα πολύς ο κόσμος που το βιώνει. Σε μια στατιστική έρευνα που είχε κάνει ο Χάφορντ πριν από 20 χρόνια, έδειξε ότι τουλάχιστον ένα 15% έχει αντίστοιχα βιώματα έστω και μία φορά στη ζωή του και αυτό είναι το βίωμα που μένει στον άνθρωπο και το οποίο θα περιέγραφε.&amp;nbsp; Το βίωμα είναι αναμφισβήτητο. Δεν είναι ένα παραμυθάκι. Είναι βίωμα.  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&amp;nbsp;Το βίωμα της Μόρας&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; Αυτό που βιώνει κανείς το αντιλαμβάνεται περισσότερο σαν αίσθηση ότι κάτι του επιτίθεται, κάτι τον πλακώνει, κάτι τον δυσκολεύει να αναπνεύσει. Και συχνά αυτό το κάτι το βλέπει κιόλας με&amp;nbsp; πολύ συγκεκριμένες μορφές. Μορφές σκιώδεις που συνήθως θυμίζουν κάποιον σκοτεινό κουκουλοφόρο ή -ανάλογα πως την ερμηνεύει κανείς- σαν&amp;nbsp; γυναικεία μορφή με κουκούλα, μαντίλα ή κάποιος τύπος με καπέλο άλλοτε ημίψηλο άλλοτε σε στυλ καουμπόικο.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Ουσιαστικά τη σιλουέτα βλέπουνε ή και κάποιο πλάσμα που είναι καθισμένο πάνω τους ή τους πιέζει. Είναι μεγάλη συζήτηση το αν αυτό είναι γέννημα του εγκεφάλου τους&amp;nbsp; ή είναι κάτι το οποίο έρχεται πραγματικά πάνω τους εκείνη τη στιγμή. Οι περισσότερες μαρτυρίες λένε ότι η Μόρα εμφανίζεται όταν οι άνθρωποι&amp;nbsp; είναι ξαπλωμένοι στο κρεβάτι τους σε απόλυτο σκοτάδι. Υπάρχουν και μαρτυρίες για ανθρώπους που δεν έχουν καμία σχέση με αυτά τα στάδια. Βλέπουν αντίστοιχες μορφές σε εντελώς διαφορετικές συνθήκες.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; Κατά κανόνα, σύμφωνα με τις περισσότερες μαρτυρίες συμβαίνει την ώρα που είναι προς τα στάδια πριν και μετά από τον βαθύτερο ύπνο δηλαδή σε υπναγωγικό στάδιο το οποίο είναι ένα λεπτό χρονικό σημείο γιατί την ίδια στιγμή υπάρχει και η ζυγαριά μεταξύ συνειδητού και ασυνειδήτου που αρχίζει και μετακινείται από τη μία και την άλλη μεριά&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&amp;nbsp;Πώς θα καταλάβω ότι δέχομαι την επίθεση της&amp;nbsp; Μόρας;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;Η επιστήμη μπορεί να λέει «η μόρα είναι αυτό μόνο όταν έχεις πέσει για ύπνο». Να μην δέχεται ότι το άλλο είναι μόρα, ενώ έχει όλα τα υπόλοιπα χαρακτηριστικά.Έγκειται στον κάθε ερευνητή ουσιαστικά να αποδεχτεί ποια από τα χαρακτηριστικά που συνοδεύουν αυτό το φαινόμενο είναι κύρια και ποια είναι δευτερεύοντα. Αυτό έχει συμβεί μέχρι στιγμής και στην οποιαδήποτε βιβλιογραφία ή σε οποιοδήποτε ερευνητή που διερευνά αυτό το φαινόμενο. Υπάρχουν 5-6 χαρακτηριστικά:&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;1.&amp;nbsp;&amp;nbsp;&amp;nbsp; αν είσαι ξαπλωμένος,&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;2.&amp;nbsp;&amp;nbsp;&amp;nbsp; αν είσαι σε χαλάρωση,&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;3.&amp;nbsp;&amp;nbsp;&amp;nbsp; αν νοιώθεις την αίσθηση της πίεσης στο στήθος,&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;4.&amp;nbsp;&amp;nbsp;&amp;nbsp; αν νιώθεις ότι δεν μπορείς να αναπνεύσεις,&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;5.&amp;nbsp;&amp;nbsp;&amp;nbsp; να μην μπορείς να κουνηθείς που είναι το βασικότερο όλων - η ακινητοποίηση της στιγμής&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;6.&amp;nbsp;&amp;nbsp;&amp;nbsp; και βέβαια οι εικόνες που βλέπεις ή όλες αυτές οι αισθήσεις που αφορούν αυτό το θέμα.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Η μυστική δύναμη πίσω από την μόρα&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; Για τον λόγο αυτό πολλά θύματα της μόρας ξυπνούν και νοιώθουν ότι είναι πάρα πολλοί κουρασμένοι, σαν να έσκαβαν όλη την νύχτα. Το μαρτυρούν! Και βέβαια ο τρόμος, ο οποίος νοιώθουνε τη στιγμή εκείνη, οδηγεί σε απώλεια αυτής της τόσο πολύτιμης ουσίας, της ζωτικής ενέργειας του ανθρώπου. Το χειρότερο που πρέπει να κάνει κανείς σε τέτοιες περιπτώσεις είναι να φοβάται, να τρομάζει, γιατί αυτός ο πανικός είναι εκείνος που ευνοεί τέτοιες καταστάσεις.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/2649985553106060203/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/07/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/2649985553106060203'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/2649985553106060203'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/07/blog-post.html' title='Μόρα : Ο απρόσκλητος επισκέπτης'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVni6ZxsAiFnZGJimRPA2NBw83aiwH0b7rLXOBErIbg0JILMEoI3doOQCU5TsntYsvL72ibnOrgP5ys9s2uLApg2sIEi_hHqUxTvSsccpvM1uO8Jqr-X6N9FlfLd7tV13XqVB920cZO3Vv/s72-c/mora.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-1849191735906640009</id><published>2011-06-04T13:02:00.000-07:00</published><updated>2011-06-04T13:02:54.979-07:00</updated><title type='text'>Η ΓΝΩΣΗ ΕΙΝΑΙ ΔΥΝΑΜΗ!!!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;  &lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMIxw6Jx0Otf4jefUNGENaSj9mD1a_YRFAC5IqOJLFrH0-5hrnkdF6keLx7ueK7i7RqpAl4A_8hJZnmze4FyRYhJ1YnhQkofxGffIBzWPrncuUY5JKmp30viGzInwUlEmug93m-FFO40pD/s1600/ORION_2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMIxw6Jx0Otf4jefUNGENaSj9mD1a_YRFAC5IqOJLFrH0-5hrnkdF6keLx7ueK7i7RqpAl4A_8hJZnmze4FyRYhJ1YnhQkofxGffIBzWPrncuUY5JKmp30viGzInwUlEmug93m-FFO40pD/s200/ORION_2.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Η ΓΝΩΣΗ ΤΟΥ ΜΕΛΛΟΝΤΟΣ!!! &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;ΜΗΝ ΦΟΒΑΣΑΙ ΝΑ ΑΝΑΖΗΤΗΣΕΙΣ ΤΗΝ ΑΛΗΘΕΙΑ&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;ΩΡΙΩΝΙΚΗ ΜΕΛΛΟΝΤΟΛΟΓΙΑ &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;ΑΚΡΙΒΕΙΣ ΠΡΟΒΛΕΨΕΙΣ - ΑΜΕΣΕΣ ΛΥΣΕΙΣ ΚΑΙ ΑΠΑΝΤΗΣΕΙΣ ΑΤΥΧΗΜΑΤΑ-ΣΧΕΣΕΙΣ -ΕΠΑΓΓΕΛΜΑΤΙΚΑ -ΤΥΧΗ ΣΤΕΙΛΕ E-MAIL ΣΤΟ &lt;b&gt;orion_mel@ymail.com &lt;/b&gt;ΚΑΙ ΖΉΤΑ&lt;b&gt; ΔΩΡΕΑΝ &lt;/b&gt;ΕΝΗΜΕΡΩΣΗ&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/1849191735906640009/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_06.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/1849191735906640009'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/1849191735906640009'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_06.html' title='Η ΓΝΩΣΗ ΕΙΝΑΙ ΔΥΝΑΜΗ!!!'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMIxw6Jx0Otf4jefUNGENaSj9mD1a_YRFAC5IqOJLFrH0-5hrnkdF6keLx7ueK7i7RqpAl4A_8hJZnmze4FyRYhJ1YnhQkofxGffIBzWPrncuUY5JKmp30viGzInwUlEmug93m-FFO40pD/s72-c/ORION_2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-4225775468739364921</id><published>2011-05-31T03:26:00.000-07:00</published><updated>2011-06-04T12:52:58.080-07:00</updated><title type='text'>ΤΕΧΝΙΚΟ ΠΡΟΒΛΗΜΑ !!!</title><content type='html'>Ενημερώνουμε τους αναγνώστες μας ότι το e_mail m_orion@ymail.com δεν λειτουργεί για τεχνικούς λόγους.Το νέο μας e-mail είναι &lt;span style=&quot;font-size: large;&quot;&gt;&lt;u&gt;&lt;b&gt;orion_mel@ymail.com&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;.</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/4225775468739364921/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/05/blog-post_31.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/4225775468739364921'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/4225775468739364921'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/05/blog-post_31.html' title='ΤΕΧΝΙΚΟ ΠΡΟΒΛΗΜΑ !!!'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-6772522558258083771</id><published>2011-05-05T09:41:00.000-07:00</published><updated>2011-05-05T09:41:37.559-07:00</updated><title type='text'>Μυστηριώδης λίθος έσωσε ιαπωνικό χωριό από το τσουνάμι</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4wos8EDcsB1tc5LcG4un8U45sAZ9CrErRUbUPEFvzM934eNl9E81CIXtI1a_DYKnNlMRGp_l0lxwBPR2oleQlyz5lAaDCkRFyBHKcXxQ8VQYiADFeFQCvkIJ13o5vtwgYnei54kT0hslv/s1600/obelisk1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;177&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4wos8EDcsB1tc5LcG4un8U45sAZ9CrErRUbUPEFvzM934eNl9E81CIXtI1a_DYKnNlMRGp_l0lxwBPR2oleQlyz5lAaDCkRFyBHKcXxQ8VQYiADFeFQCvkIJ13o5vtwgYnei54kT0hslv/s320/obelisk1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt; 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&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class=&quot;MsoNormal&quot; style=&quot;mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;Ο οβελίσκος που βρίσκεται στην είσοδο του χωριού Ανεγιόσι μπορεί να φαίνεται συνηθισμένος, όμως προστάτευσε τις ζωές των κατοίκων από το φονικό τσουνάμι που χτύπησε την Ιαπωνία στις 11 Μαρτίου. Βρίσκεται εκεί εκατοντάδες χρόνια και έχει πάνω του χαραγμένα τα λόγια των προγόνων των σημερινών κατοίκων του Ανεγιόσι. «Μην χτίζετε τα σπίτια σας κάτω από αυτό το σημείο!», προειδοποιεί μία από τις φράσεις που είναι γραμμένες επάνω του. Οι 34 κάτοικοι του χωριού δεν παραβίασαν την αρχαία συμβουλή και έτσι η μικροσκοπική κοινότητα γλίτωσε από το καταστροφικό παλιρροϊκό κύμα, παρόλο που γεωγραφικά βρίσκεται σε μία από τις πιο βαριά χτυπημένες περιοχές. Την αρχαία πέτρα έστησαν εκεί όσοι επέζησαν από κάποιο άλλο γιγαντιαίο τσουνάμι που σάρωσε τις βορειοανατολικές ακτές της Ιαπωνίας, σε κάποια στιγμή της ιστορίας.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsSbm70vOuz472cGBx2r8eF8fjP66-hb2FHWUTY_udp7w3oMoR-imAR3b49zGKq9FlXGr1P4VfLrUQKhIpzP8an2kXfU1OClq-gvoJyxayTA6V7DA44dz-p2Z5Q8oqL6kuB8rLULdD4O4F/s1600/obelisk2-634x342.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;172&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsSbm70vOuz472cGBx2r8eF8fjP66-hb2FHWUTY_udp7w3oMoR-imAR3b49zGKq9FlXGr1P4VfLrUQKhIpzP8an2kXfU1OClq-gvoJyxayTA6V7DA44dz-p2Z5Q8oqL6kuB8rLULdD4O4F/s320/obelisk2-634x342.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span&gt;&amp;nbsp;Το 1896 είχε καταγραφεί το ως τώρα μεγαλύτερο κύμα σε ύψος στην περιφέρεια Ιουάτε, που είχε φτάσει τα 38 μέτρα. Τότε είχαν χάσει τη ζωή τους 22 χιλιάδες άνθρωποι. Η συσσωρευμένη εμπειρία των Ιαπώνων από τα συχνά πλήγματα του τσουνάμι ανά τις εποχές είναι καταγεγραμμένη σε τέτοιου είδους οβελίσκους, οι οποίοι υπάρχουν σε διάφορα σημεία της χώρας, για να προστατεύουν τις επόμενες γενιές από τους φυσικούς κινδύνους.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/6772522558258083771/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/05/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/6772522558258083771'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/6772522558258083771'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/05/blog-post.html' title='Μυστηριώδης λίθος έσωσε ιαπωνικό χωριό από το τσουνάμι'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4wos8EDcsB1tc5LcG4un8U45sAZ9CrErRUbUPEFvzM934eNl9E81CIXtI1a_DYKnNlMRGp_l0lxwBPR2oleQlyz5lAaDCkRFyBHKcXxQ8VQYiADFeFQCvkIJ13o5vtwgYnei54kT0hslv/s72-c/obelisk1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-3322869513561621360</id><published>2011-03-15T12:10:00.000-07:00</published><updated>2011-03-15T12:10:10.077-07:00</updated><title type='text'>Ανακάλυψε την αθανασία;</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG3X-U0-_85qHxePt-8t43xHf07SXLo6pKendWT97owSLzAB7S8__pw7wv7oDKQDGroKN5efDG9ZEwSadXjXfqf-A_VAThftTgr1nyPx-nwET74gKnrq0wD0JiYPKAAfMQb5C4EoT23C8m/s1600/%25CE%2591%25CE%2598%25CE%2591%25CE%259D%25CE%2591%25CE%25A3%25CE%2599%25CE%2591_li-ching-yun-434x572.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG3X-U0-_85qHxePt-8t43xHf07SXLo6pKendWT97owSLzAB7S8__pw7wv7oDKQDGroKN5efDG9ZEwSadXjXfqf-A_VAThftTgr1nyPx-nwET74gKnrq0wD0JiYPKAAfMQb5C4EoT23C8m/s320/%25CE%2591%25CE%2598%25CE%2591%25CE%259D%25CE%2591%25CE%25A3%25CE%2599%25CE%2591_li-ching-yun-434x572.jpg&quot; width=&quot;242&quot; /&gt;&lt;/a&gt;&lt;/div&gt;O Li-Ching-Yun γεννήθηκε σε ένα μικρό χωριό της Κίνας και αφού ταξίδεψε  σε πολλές περιοχές της χώρας του μελετούσε τα βότανα, τα οποία συνέλεγε  και πωλούσε για 100 συνεχόμενα χρόνια. Είχε αποκτήσει 180 παιδιά από  τις 23 συζύγους του, οι οποίες είχαν πεθάνει πολύ πριν από αυτόν.&lt;br /&gt;
Ενώ ο ίδιος δήλωνε ότι είχε γεννηθεί το 1736, μετά από έρευνα που έκανε  ο Wu -Chung- Chien, καθηγητής και πρύτανης στο Minkuo University το  1930 ανακάλυψε έγγραφα που αποδεικνύουν πως ο Li είχε γεννηθεί το 1677  και η κινεζική κυβέρνηση του είχε ευχηθεί &quot;χρόνια πολλά&quot; στα 150τα  γενέθλια του αλλά και όταν έκλεισε τα 200!&lt;br /&gt;
Αν σκεφτείτε ότι πέθανε το 1933 τότε πρέπει να έζησε 256 χρόνια !!&lt;br /&gt;
Σύμφωνα με τους New York Times, ο επικεφαλής της αυτοκρατορίας Pei  Wu-Fu τον ρώτησε ποιο είναι το μυστικό της μακροζωίας του και εκείνος  απάντησε: «Κράτα ήρεμη την κάρδια, κάτσε σαν χελώνα, περπάτα χαρούμενος  σαν περιστέρι, και κοιμήσου σαν σκύλος». Η ιστορία αυτή έχει προκαλέσει  μεγάλο ενδιαφέρον και ερευνάται.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/3322869513561621360/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_4440.html#comment-form' title='1 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3322869513561621360'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3322869513561621360'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_4440.html' title='Ανακάλυψε την αθανασία;'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG3X-U0-_85qHxePt-8t43xHf07SXLo6pKendWT97owSLzAB7S8__pw7wv7oDKQDGroKN5efDG9ZEwSadXjXfqf-A_VAThftTgr1nyPx-nwET74gKnrq0wD0JiYPKAAfMQb5C4EoT23C8m/s72-c/%25CE%2591%25CE%2598%25CE%2591%25CE%259D%25CE%2591%25CE%25A3%25CE%2599%25CE%2591_li-ching-yun-434x572.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-4048299212639672792</id><published>2011-03-15T11:50:00.000-07:00</published><updated>2011-03-15T11:50:28.617-07:00</updated><title type='text'>Οι υπεράνθρωποι :Άνθρωποι με περίεργες και παράξενες ικανότητες, αφήνουν τον κόσμο άφωνο!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPIOXBnANnEvdcWGbohv1tAB_vxUYTr2yqsEIMFJY9rOFBEKKsx9MgxlrDyZBZ9Nzsfsd9oaIYHD9mdIwLQ34Woox6FOcfzOBR0NnJzXeCSqWXPPh5vI4L73tE3vCNi6lHzVx-Bf5nCbAF/s1600/%25CF%2585%25CF%2580%25CE%25B5%25CF%2581%25CE%25B1%25CE%25BD%25CE%25B8%25CF%2581%25CF%2589%25CF%2580%25CE%25BF%25CE%25B9.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPIOXBnANnEvdcWGbohv1tAB_vxUYTr2yqsEIMFJY9rOFBEKKsx9MgxlrDyZBZ9Nzsfsd9oaIYHD9mdIwLQ34Woox6FOcfzOBR0NnJzXeCSqWXPPh5vI4L73tE3vCNi6lHzVx-Bf5nCbAF/s1600/%25CF%2585%25CF%2580%25CE%25B5%25CF%2581%25CE%25B1%25CE%25BD%25CE%25B8%25CF%2581%25CF%2589%25CF%2580%25CE%25BF%25CE%25B9.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;!--[endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;div class=&quot;MsoNormal&quot;&gt;Ο Tim Cridland έχει καταπλήξει τους πάντες με την ικανότητά του να καρφώνει βελόνες στα χέρια του. Επιστημονικά τεστ έχουν δείξει ότι ο Tim μπορεί να αντέξει πολύ υψηλότερα επίπεδα πόνου από το ανθρώπινο δυνατό. Ο ίδιος εξηγεί ότι, με τη δύναμη του μυαλού του, είναι σε θέση να σπρώξει τις βελόνες μέσα στο σώμα του και να ανεχτεί την ακραία θερμότητα και το κρύο. Επειδή το τρύπημα μιας αρτηρίας θα μπορούσε να είναι μοιραίο, ο Tim έχει μελετήσει εκτενώς την ανθρώπινη ανατομία ώστε να κάνει με ασφάλεια το hobby του.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Ο Claudio Pinto μπορεί να σκάσει-πετάξει τις κόγχες των ματιών του 4 εκατοστά. Ο Pinto έχει υποβληθεί σε πολλές δοκιμές και οι γιατροί λένε πως δεν έχουν δει ή έχουν ακούσει ποτέ για κάποιον που μπορεί να &quot;σκάσει&quot; τα μάτια του τόσο όσο ο εκείνος. Ο ίδιος λέει πως μέσα από αυτή του την ικανότητα μπορεί να βγάλει εύκολα χρήματα και ότι πρόκειται για ένα δώρο που του έδωσε ο Θεός.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Το θέμα των παραστάσεων του γάλλου διασκεδαστή Michel Lotito είναι η κατανάλωση μετάλλου, γυαλιού, λάστιχου από ποδήλατα, τηλεοράσεις τα οποία αποσυνθέτει, κομματιάζει και στη συνέχεια καταπίνει. Κατά την εκτέλεση της παράστασης του καταναλώνει περίπου ένα χιλιόγραμμο του υλικού συνοδευόμενο από ορυκτέλαιο και πολύ νερό. Το στομάχι και το έντερό του έχουν διπλό σε πάχος τοίχος από το κανονικό, ενώ τα χωνευτικά του οξέα είναι κατά ασυνήθιστο τρόπο ισχυρά.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Ένας 70χρονος συνταξιούχος, ο &amp;nbsp;Liew Thow Lin από τη Μαλαισία έγινε γνωστός μετά το τράβηγμα ενός αυτοκινήτου 20 μέτρα κατά μήκος μιας επίπεδης επιφάνειας &amp;nbsp;με τη βοήθεια μιας αλυσίδας σιδήρου, που γάντζωσε σε ένα πιάτο σιδήρου στο θώρακά του. Ο Liew λέει πως μετά από ένα άρθρο που διάβασε για μια οικογένεια στην Ταϊβάν που κατείχε τέτοια δύναμη, πήρε διάφορα αντικείμενα σιδήρου και τα έβαλε στην κοιλία του. Δεν έπεσε κανένα κι έτσι ο liew πιστεύει πως έχει την ικανότητα να κάνει τα αντικείμενα να κολλούν στο δέρμα του μαγνητικά.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Ο άγγλος Daniel Paul Tammet είναι ένα ιδιαίτερα χαρισματικό παιδί που γεννήθηκε με τη σύμφυτη επιληψία παιδικής ηλικίας. Αν και αυτιστικός, ένα από τα χαρακτηριστικά του είναι η ιδιαιτερότητα της ψυχικής εικόνας του για τους αριθμούς. Στο μυαλό του κάθε αριθμός μέχρι και το 10.000 έχει το δικό του μοναδικό σχήμα και αίσθηση. Μπορεί να «βλέπει» τα αποτελέσματα των υπολογισμών, όπως τοπία, και να &quot;διαισθάνεται &quot; αν ένας αριθμός είναι πρώτος ή σύνθετος. Έχει περιγράψει την οπτική εικόνα του 289 ως ιδιαίτερα άσχημη και του 333 ως ιδιαίτερα ελκυστική. Δεν περιγράφει μόνο προφορικά τα οράματά του, αλλά τα ζωντανεύει δημιουργώντας έργα τέχνης.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Ο ταλαντούχος Tamet κατέχει το ευρωπαϊκό ρεκόρ στην απομνημόνευση και την εξιστόρηση του π (3,14) σε 22.514 ψηφία σε πέντε ώρες. Επίσης έχει πολύ μεγάλη ευκολία στο να μαθαίνει ξένες γλώσσες. Γνωρίζει Γαλλικά, Ισλανδικά που έμαθε μέσα σε μία εβδομάδα, Ισπανικά, Ρουμάνικα, Λιθουανικά, Γερμανικά, Εσθονικά, &amp;nbsp;Εσπεράντο, Φιλανδικά και Ουαλικά.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Ο Kevin Richardson λέει ότι στηρίζεται στο ένστικτο για διαμορφώσει έναν οικείο δεσμό και να κερδίσει τις καρδιές των αιλουροειδών. Μπορεί να περάσει τη νύχτα στην αγκαλιά τους, &amp;nbsp;χωρίς τον παραμικρό φόβο ότι θα του επιτεθούν. Ο μαγικός αυτός τρόπος του, λειτουργεί ακόμα στα τσιτάχ, τις ύαινες και στις λεοπαρδάλεις, αλλά όπως δηλώνει και ο ίδιος, τα λιοντάρια είναι τα αγαπημένα του. Για τον Kevin αυτή η επικίνδυνη δουλειά είναι το μεγαλύτερο πάθος του.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfckFdiVkNZJ_n01kv7uHgBER5ra6RWOzkUTNqxvKwzJefAVXAig5sHnKwzD7A5zY8E0aPBWr5gsurmXg5dGJBhzKKAYnclvoiknLDSih_ry8Qcy6DCfYT8eFGSBxbC3pZfev7DWsslNML/s1600/%25CF%2585%25CF%2580%25CE%25B5%25CF%2581%25CE%25B1%25CE%25BD%25CE%25B8%25CF%2581%25CF%2589%25CF%2580%25CE%25BF%25CE%25B9_4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfckFdiVkNZJ_n01kv7uHgBER5ra6RWOzkUTNqxvKwzJefAVXAig5sHnKwzD7A5zY8E0aPBWr5gsurmXg5dGJBhzKKAYnclvoiknLDSih_ry8Qcy6DCfYT8eFGSBxbC3pZfev7DWsslNML/s320/%25CF%2585%25CF%2580%25CE%25B5%25CF%2581%25CE%25B1%25CE%25BD%25CE%25B8%25CF%2581%25CF%2589%25CF%2580%25CE%25BF%25CE%25B9_4.jpg&quot; width=&quot;302&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Ο Ben Underwoodtaught είναι τυφλός από τα 3 του χρόνια, όταν λόγω καρκίνου αφαίρεσε και τα δύο του μάτια. Ο Ben έμαθε μόνος του να χρησιμοποιεί τον εντοπισμό αντικειμένων μέσω της ηχούς για να καθοδηγείται σε όλο τον κόσμο. Αντί για τη βοήθεια που θα του παρείχε ένας σκύλος-οδηγός, εκείνος&amp;nbsp; χρησιμοποιεί τον ήχο, κάνει δηλαδή έναν σύντομο ήχο κρότου που αναπηδά πίσω από τα αντικείμενα. Τα αυτιά του αντιλαμβάνονται την ηχώ και έτσι καταλαβαίνει τι θέση των αντικειμένων. Είναι ο μοναδικός άνθρωπος στον κόσμο που βλέπει χρησιμοποιώντας την ηχώ, όπως τα δελφίνια ή τα σόναρ&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Ο &amp;nbsp;κάτοχος 5 ρεκόρ Guinness, &amp;nbsp;Rubberboy, είναι το πιο εύκαμπτο άτομο στον κόσμο και ο διασημότερος ακροβάτης. Έχει λάβει μέρος σε πολλά επαγγελματικά παιχνίδια basket και baseball, αλλά και στην τηλεόραση όπως στο The Tonight Show, στην &amp;nbsp;Oprah Winfrey, στο ESPN&#39;s Sports Center, στο Discovery Channel, στο Men in Black 2.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCDltyqVuGQYLS0dKHfcHXU7yAPuxPIcKbZX4dbPrD_DzfdQnqt_0YWxDo4TgTkDbzdajpJ2fVGvoDE2247T3kgSME961vY99jrxDAdUVleHXn9UX3ummWPrAB7UYb5rXSEArxzWtjeDw-/s1600/%25CF%2585%25CF%2580%25CE%25B5%25CF%2581%25CE%25B1%25CE%25BD%25CE%25B8%25CF%2581%25CF%2589%25CF%2580%25CE%25BF%25CE%25B9_2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;228&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCDltyqVuGQYLS0dKHfcHXU7yAPuxPIcKbZX4dbPrD_DzfdQnqt_0YWxDo4TgTkDbzdajpJ2fVGvoDE2247T3kgSME961vY99jrxDAdUVleHXn9UX3ummWPrAB7UYb5rXSEArxzWtjeDw-/s320/%25CF%2585%25CF%2580%25CE%25B5%25CF%2581%25CE%25B1%25CE%25BD%25CE%25B8%25CF%2581%25CF%2589%25CF%2580%25CE%25BF%25CE%25B9_2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Ο 64χρονος Thai Ngoc &amp;nbsp;μετά από ένα πυρετό που έκανε το 1973, δεν μπορεί να κοιμηθεί μέχρι και σήμερα, δηλαδή, γύρω στα 35 χρόνια. Μέχρι και σήμερα μετράει αμέτρητα πρόβατα στις περισσότερες από 11.700 νύχτες του. «Δεν ξέρω αν η αϋπνία έχει δημιουργήσει επιπτώσεις στην υγεία μου, αλλά είμαι ακόμα υγιής και μπορώ να καλλιεργήσω κανονικά όπως οι άλλοι» είχε δηλώσει. Για να αποδείξει την υγεία του ο ηλικιωμένος κάτοικος της κοινότητας Que Trung, είπε ότι κουβαλάει δύο τσάντες με λίπασμα των 50 κιλών για 4 χιλιόμετρα κάθε μέρα που επιστρέφει στο σπίτι του. Η γυναίκα του είπε πως όταν ο Ngoc πήγε στο Da Nang για μία ιατρική εξέταση, οι γιατροί του έδωσαν μία υγιές διάγνωση της υγείας του, εκτός από μια δευτερεύουσα πτώση στη λειτουργία συκωτιού. &amp;nbsp;Ο Ngoc ζει στο βουνό στο αγρόκτημά του και ασχολείται με την καλλιέργεια και την εκτροφή γουρουνιών όλη μέρα. Συχνά φρουρεί το αγρόκτημά του τη νύχτα για να αποτρέψει την κλοπή ενώ έχει δηλώσει πως τρεις από τους μήνες των άυπνων νυχτών του, τους χρησιμοποίησε για να σκάψει δύο μεγάλες λίμνες και να αναθρέψει τα ψάρια.&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/4048299212639672792/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_3273.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/4048299212639672792'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/4048299212639672792'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_3273.html' title='Οι υπεράνθρωποι :Άνθρωποι με περίεργες και παράξενες ικανότητες, αφήνουν τον κόσμο άφωνο!'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPIOXBnANnEvdcWGbohv1tAB_vxUYTr2yqsEIMFJY9rOFBEKKsx9MgxlrDyZBZ9Nzsfsd9oaIYHD9mdIwLQ34Woox6FOcfzOBR0NnJzXeCSqWXPPh5vI4L73tE3vCNi6lHzVx-Bf5nCbAF/s72-c/%25CF%2585%25CF%2580%25CE%25B5%25CF%2581%25CE%25B1%25CE%25BD%25CE%25B8%25CF%2581%25CF%2589%25CF%2580%25CE%25BF%25CE%25B9.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-891673131110802614</id><published>2011-03-15T11:43:00.000-07:00</published><updated>2011-03-15T11:43:05.615-07:00</updated><title type='text'>Πότε μια πληγή είναι “ιερό στίγμα” ;</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSX2d40NgOQgAv7k9sp1cZo55kFaTpINBBn0pvQPi2j3lT2zO9tfLZ0HHghsGT_Ts9E4jPNYg1i1DzcgzOqAAiVRGimZDFFGgyV9AgzNag6Eaz9M613UiUWg4rFFg6c8qtR_r9h02i7HK1/s1600/%25CE%25A3%25CE%25A4%25CE%2599%25CE%2593%25CE%259C%25CE%2591%25CE%25A4%25CE%2591_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;173&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSX2d40NgOQgAv7k9sp1cZo55kFaTpINBBn0pvQPi2j3lT2zO9tfLZ0HHghsGT_Ts9E4jPNYg1i1DzcgzOqAAiVRGimZDFFGgyV9AgzNag6Eaz9M613UiUWg4rFFg6c8qtR_r9h02i7HK1/s320/%25CE%25A3%25CE%25A4%25CE%2599%25CE%2593%25CE%259C%25CE%2591%25CE%25A4%25CE%2591_1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Πολλές θεωρίες έχουν αναπτυχθεί κατά καιρούς για τα στίγματα. Είναι  ιερά σημάδια; Ή μήπως το μυαλό προσπαθεί να πει κάτι στο σώμα; Και εάν  ναι πόσο ισχυρό είναι τελικά το μυαλό;&lt;br /&gt;
Οι ερμηνείες του φαινομένου.&lt;br /&gt;
Πολλές είναι οι ερμηνείες που έχουν δοθεί για το φαινόμενο των  στιγμάτων και για την εκ θαύματος ύπαρξη τους, αποδίδοντάς το άλλες  φορές σε απάτες και άλλες σε ψυχαναγκαστικά φαινόμενα του μυαλού.&lt;br /&gt;
Είναι ενδεικτικό το πόσο έχει αλλάξει η νοοτροπία για τα στίγματα μέσα  στα χρόνια. Μέχρι το 1950, όλοι μιλούσαν για ένα θαύμα, ένα φαινόμενο  που οφειλόταν αποκλειστικά και μόνο στην άμεση παρέμβαση του Θεού. Από  το 1950 και μετά, τα στίγματα άρχισαν να θεωρούνται ένα φαινόμενο  υστερίας, οι συνέπειες μίας διανοητικής ασθένειας.&lt;br /&gt;
Σήμερα, τα στίγματα θεωρούνται ένα ψυχοσωματικό φαινόμενο που σημαίνει  ότι στην πραγματικότητα το μυαλό δημιουργεί αυτές τις πληγές στο σώμα,  ως αποτέλεσμα μίας μπερδεμένης εξωτερικής υποβολής. Γνωρίζουμε πολύ καλά  ότι το ψυχοσωματικό λειτουργεί στον άνθρωπο. Ξέρουμε δηλαδή ότι όταν  ντρέπεται κάποιος κοκκινίζει. Το αίμα ανεβαίνει απότομα στο κεφάλι και  το πρόσωπο κοκκινίζει. Πρόκειται για μία καθαρά ψυχοσωματική αντίδραση  του οργανισμού. Με άλλα λόγια το μυαλό προσπαθεί να πει κάτι στο σώμα  και το σώμα απαντάει. Πώς; Εκδηλώνοντας ψυχοσωματικές πληγές άλλοτε  ορατές και άλλοτε όχι.&lt;br /&gt;
Πότε μία πληγή θεωρείται &quot;ιερό στίγμα&quot;;&lt;br /&gt;
Σύμφωνα με τους νευροψυχολόγους, υπάρχουν 4 διαφορετικά χαρακτηριστικά γνωρίσματα για να προσδιορίσει κανείς τα στίγματα:&lt;br /&gt;
1ο: Η ξαφνική εμφάνιση των πληγών. Οι πληγές κάνουν την εμφάνισή τους  στο ανθρώπινο σώμα, συνήθως στην παλάμη ή στον καρπό, χωρίς να προηγηθεί  κάποιο χτύπημα.&lt;br /&gt;
2ο: Η ξαφνική εξαφάνιση των πληγών. Σε πολλούς στιγματικούς τα στίγματα εξαφανίζονταν χωρίς να αφήνουν ίχνος από σημάδι.&lt;br /&gt;
3ο: Οι πληγές μπορούν να παραμείνουν ανοιχτές για πολλά χρόνια χωρίς να  μολύνονται. Αυτό είναι πραγματικά εντυπωσιακό. Έρευνες έχουν δείξει ότι  οι πληγές που προκαλούνται από τα στίγματα διαφέρουν από τις κοινές  πληγές ως προς το ότι ενώ παραμένουν εκτεθειμένες για μεγάλο χρονικό  διάστημα δε μολύνονται όπως συνήθως γίνεται με τις κοινές πληγές.&lt;br /&gt;
4ο: Έχουν μία διαφορετική «συμπεριφορά» από τις φυσιολογικές πληγές. Τα  στίγματα δεν ανταποκρίνονται σε ιατρικές θεραπείες. Γι αυτό και πολλοί  τα αποκαλούν «ιερά σημάδια».&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6R1AC8CKpVJkH4jUYtX_3w5osKiUPQ41Gwh5GJnW11z0qY4JGRpEf4Xz0jur_bqkdrPqb6oDCn1FeHeM_5BH9mIpeGfQ1iWeZQvf3dp-EFDuxbUPYoTEqr9mVFvhXyo4XAAQVxFWMwcbo/s1600/%25CE%25A3%25CE%25A4%25CE%2599%25CE%2593%25CE%259C%25CE%2591%25CE%25A4%25CE%2591_2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;201&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6R1AC8CKpVJkH4jUYtX_3w5osKiUPQ41Gwh5GJnW11z0qY4JGRpEf4Xz0jur_bqkdrPqb6oDCn1FeHeM_5BH9mIpeGfQ1iWeZQvf3dp-EFDuxbUPYoTEqr9mVFvhXyo4XAAQVxFWMwcbo/s320/%25CE%25A3%25CE%25A4%25CE%2599%25CE%2593%25CE%259C%25CE%2591%25CE%25A4%25CE%2591_2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Τα στίγματα αποτελούν ένα συναρπαστικό φαινόμενο. Οι πιο σκεπτικιστές  θα πουν ότι : «Ναι, υπάρχουν φυσικά αίτια που εξηγούν αυτές τις πληγές».  Μέχρι η επιστήμη να αποκαλύψει τα φυσικά αίτια, τα στίγματα θα  παραμένουν ένα από τα πιο περίεργα και τρομαχτικά φαινόμενα που έχουν  σημειωθεί στα χρονικά των παραφυσικών φαινομένων.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/891673131110802614/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_15.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/891673131110802614'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/891673131110802614'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_15.html' title='Πότε μια πληγή είναι “ιερό στίγμα” ;'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSX2d40NgOQgAv7k9sp1cZo55kFaTpINBBn0pvQPi2j3lT2zO9tfLZ0HHghsGT_Ts9E4jPNYg1i1DzcgzOqAAiVRGimZDFFGgyV9AgzNag6Eaz9M613UiUWg4rFFg6c8qtR_r9h02i7HK1/s72-c/%25CE%25A3%25CE%25A4%25CE%2599%25CE%2593%25CE%259C%25CE%2591%25CE%25A4%25CE%2591_1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-7521808010725327922</id><published>2011-03-15T10:22:00.000-07:00</published><updated>2011-03-15T10:22:40.609-07:00</updated><title type='text'>ORION MELODOLOGY</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrQoXLZrDRKcs8KGtNo6dAKgkMmM7v_tOqRySTz9EqKve-5DTrfLrc2ZO478gxjjW7bLT6pgmEtV0OY5GRDG8k22cdFZaohd7HbpzrbsczIa0iifX3MdEodY-huCDSdh6UIM33TS7YOzAR/s1600/ORION.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrQoXLZrDRKcs8KGtNo6dAKgkMmM7v_tOqRySTz9EqKve-5DTrfLrc2ZO478gxjjW7bLT6pgmEtV0OY5GRDG8k22cdFZaohd7HbpzrbsczIa0iifX3MdEodY-huCDSdh6UIM33TS7YOzAR/s1600/ORION.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Η ΩΡΙΩΝΙΚΗ ΜΕΛΛΟΝΤΟΛΟΓΙΑ ΤΩΡΑ ΚΑΙ ΣΤΑ ΑΓΓΛΙΚΑ.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;ΜΠΕΣ ΣΤO &lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;http://www.orionmelodology.weebly.com&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;ΚΑΙ ΔΙΑΒΑΣΕ ΘΕΜΑΤΑ ΣΤΑ ΑΓΓΛΙΚΑ.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/7521808010725327922/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/orion-melodology.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/7521808010725327922'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/7521808010725327922'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/orion-melodology.html' title='ORION MELODOLOGY'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrQoXLZrDRKcs8KGtNo6dAKgkMmM7v_tOqRySTz9EqKve-5DTrfLrc2ZO478gxjjW7bLT6pgmEtV0OY5GRDG8k22cdFZaohd7HbpzrbsczIa0iifX3MdEodY-huCDSdh6UIM33TS7YOzAR/s72-c/ORION.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-7589315269913402349</id><published>2011-03-14T11:15:00.000-07:00</published><updated>2011-06-04T12:54:31.935-07:00</updated><title type='text'>ΕΙΣΑΙ ΚΑΚΟΤΥΧΟΣ;</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCYWDMcUyR3KFjc3tMngHqTt7BYqrp5ORgb30mMFV-OFM1yv0XVs7ZXx9eUyqXGJ1nbDhqkOqlatzLwXNy6UZpVAxTeGFU_vMUdhN52U8Xo0HBT9y2FcQCRpkVqxGIvED_VET21eJaa8dV/s1600/bad-luck_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;182&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCYWDMcUyR3KFjc3tMngHqTt7BYqrp5ORgb30mMFV-OFM1yv0XVs7ZXx9eUyqXGJ1nbDhqkOqlatzLwXNy6UZpVAxTeGFU_vMUdhN52U8Xo0HBT9y2FcQCRpkVqxGIvED_VET21eJaa8dV/s200/bad-luck_1.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt;Μήπως αισθάνεσαι ότι η&amp;nbsp; κακότυχία σε κυνηγά συνεχώς ;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Η &lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;Ωριωνική Μελλοντολογία&lt;/b&gt; &lt;/span&gt;είναι εδώ για να σε βοηθήσει και &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;η πρόβλεψη του μέλλοντος σου και &lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;θα σε προστατέψει&lt;/span&gt; &lt;/b&gt;απο την κακοτυχία που δεν σε αφήνει&amp;nbsp; .&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt;Στέιλε e-mail&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt; στο&amp;nbsp; &lt;b&gt;orion_mel@ymail.com&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt; και ζήτα δωρεάν ενημέρωση&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt; .&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXO5T3TUSz9nafswXgc1UpRxhbo4HEBdzp6ACPLAuRLH-m4tqzJP8eOX1scdpd0CpkPAbtGlvHZeZ_OKr5VSaD5qFhnyCzuQUe8lzAJD0T1XLixc3jCX8suymbJO8eoQGGsNTU4w7GEEHk/s1600/bad-luck_2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;248&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXO5T3TUSz9nafswXgc1UpRxhbo4HEBdzp6ACPLAuRLH-m4tqzJP8eOX1scdpd0CpkPAbtGlvHZeZ_OKr5VSaD5qFhnyCzuQUe8lzAJD0T1XLixc3jCX8suymbJO8eoQGGsNTU4w7GEEHk/s320/bad-luck_2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;&quot;&gt;Προβλέπει ατυχήματα ,σχέσεις ,εύνοια της τύχης,επαγγελματικά με μεγαλη ακρίβεια.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/7589315269913402349/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_14.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/7589315269913402349'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/7589315269913402349'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_14.html' title='ΕΙΣΑΙ ΚΑΚΟΤΥΧΟΣ;'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCYWDMcUyR3KFjc3tMngHqTt7BYqrp5ORgb30mMFV-OFM1yv0XVs7ZXx9eUyqXGJ1nbDhqkOqlatzLwXNy6UZpVAxTeGFU_vMUdhN52U8Xo0HBT9y2FcQCRpkVqxGIvED_VET21eJaa8dV/s72-c/bad-luck_1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-3605119978752058369</id><published>2011-03-06T09:05:00.000-08:00</published><updated>2011-06-04T13:02:27.884-07:00</updated><title type='text'>ΩΡΙΩΝΙΚΗ ΜΕΛΛΟΝΤΟΛΟΓΙΑ : ΤΟ ΙΣΧΥΡΟ ΚΕΝΤΡΟ ΜΕΛΛΟΝΤΟΛΟΓΙΑΣ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;  &lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM2dz_LzBs0P_6RBpb7ZdeB0OaHSW7neE4za9EtohH7YLqkdgMexV-CZYFR2HU-8gY64V9kfSg8YY2uUHs36gopZBPMuM2d8SMeXwwaSBZrQucLbsYCdtL7zw0Evo1FGXG93z2TLqjFmfF/s1600/ORION.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM2dz_LzBs0P_6RBpb7ZdeB0OaHSW7neE4za9EtohH7YLqkdgMexV-CZYFR2HU-8gY64V9kfSg8YY2uUHs36gopZBPMuM2d8SMeXwwaSBZrQucLbsYCdtL7zw0Evo1FGXG93z2TLqjFmfF/s1600/ORION.jpg&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;ΟΛΑ ΑΝΟΙΓΟΥΝ ΜΠΡΟΣΤΑ ΣΟΥ!!! ΕΡΩΤΑΣ, ΤΥΧΗ, ΧΡΗΜΑ, ΚΑΡΙΕΡΑ. ΑΠΟΚΤΗΣΕ ΤΟΝ ΕΛΕΓΧΟ ΤΗΣ ΖΩΗΣ ΣΟΥ ΜΕ ΤΙΣ ΕΓΚΥΡΕΣ, ΑΜΕΣΕΣ, ΕΧΕΜΥΘΕΣ ΠΡΟΒΛΕΨΕΙΣ&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt; ΠΑΡΕ ΤΗΝ ΤΥΧΗ ΚΑΙ ΤΟ ΜΕΛΛΟΝ ΣΤΑ ΧΕΡΙΑ ΣΟΥ!!! ΣΤΕΙΛΕ&amp;nbsp; ΤΩΡΑ E-MAIL ΣΤΟ&lt;b&gt; ORION_MEL@YMAIL.COM&lt;/b&gt; ΚΑΙ ΔΙΑΒΑΣΕ&amp;nbsp; ΕΞΕΙΔΙΚΕΥΜΕΝΕΣ ΠΡΟΒΛΕΨΕΙΣ ΚΑΙ ΑΝΑΛΥΣΕΙΣ ΓΙΑ ATYXHMATA ,ΤΑ ΑΙΣΘΗΜΑΤΙΚΑ, ΤΑ ΕΠΑΓΓΕΛΜΑΤΙΚΑ ΚΑΙ ΤΑ ΟΙΚΟΝΟΜΙΚΑ ΣΟΥ! &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;ΣΤΕΙΛΕ&amp;nbsp; ΤΩΡΑ &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;ΣΤO&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt; E-MAIL&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&amp;nbsp; ΠΟΥ ΘΑ ΣΟΥ ΑΛΛΑΞΕΙ ΤΗΝ ΖΩΗ! 100% ΕΠΙΤΥΧΙΑ.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/3605119978752058369/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_6031.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3605119978752058369'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3605119978752058369'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post_6031.html' title='ΩΡΙΩΝΙΚΗ ΜΕΛΛΟΝΤΟΛΟΓΙΑ : ΤΟ ΙΣΧΥΡΟ ΚΕΝΤΡΟ ΜΕΛΛΟΝΤΟΛΟΓΙΑΣ'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM2dz_LzBs0P_6RBpb7ZdeB0OaHSW7neE4za9EtohH7YLqkdgMexV-CZYFR2HU-8gY64V9kfSg8YY2uUHs36gopZBPMuM2d8SMeXwwaSBZrQucLbsYCdtL7zw0Evo1FGXG93z2TLqjFmfF/s72-c/ORION.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-3951348929126915599</id><published>2011-03-06T07:22:00.001-08:00</published><updated>2011-03-06T07:26:06.625-08:00</updated><title type='text'>Το φλερτ μπορεί να δείξει το μέλλον μιας σχέσης!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjt2FD6OIUFR9U32AQB329JCdpZztDUp682uolG3v__k3WkBjXpQ3AC7F89PcfVgTNTD796qRk6n6iwNY-5WUTNP1kp4F7ZtGFflesVdI5HXsN_AR_uSNEeg_Nt4cLfTfJ1fivrrQ2H1JxO/s1600/flirt1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjt2FD6OIUFR9U32AQB329JCdpZztDUp682uolG3v__k3WkBjXpQ3AC7F89PcfVgTNTD796qRk6n6iwNY-5WUTNP1kp4F7ZtGFflesVdI5HXsN_AR_uSNEeg_Nt4cLfTfJ1fivrrQ2H1JxO/s320/flirt1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&amp;nbsp;Σύμφωνα με τον &lt;strong&gt;Τζέφρι Χολ&lt;/strong&gt;, επίκουρο καθηγητή  Επικοινωνίας στο πανεπιστήμιο του Κάνσας, το φλερτ ίσως να είναι κάτι  περισσότερο από ψυχαγωγία και να μπορεί να δείξει το μέλλον μιας σχέσης. &lt;br /&gt;
&amp;nbsp;Το &lt;strong&gt;&quot;προσωπικό ύφος&quot;&lt;/strong&gt; του κάθε ανθρώπου στο φλερτ  έχει μεγάλη σημασία για την επιτυχία του κι αν κάποιος καταφέρει να  αναγνωρίσει στον εαυτό του τα ιδιαίτερα γνωρίσματα στον τρόπο που  φλερτάρει, στην πορεία θα καταφέρει να ανταπεξέλθει στη σχέση με τον  καλύτερο τρόπο.&lt;br /&gt;
&amp;nbsp;Μετά από ερωτήματα που έθεσε ο καθηγητής σε περισσότερους από 5.100  ανθρώπους για τον τρόπο που φλερτάρουν και προσεγγίζουν το άτομο που  τους αρέσει,&amp;nbsp;κατέληξε στο συμπέρασμα ότι ουσιαστικά υπάρχουν πέντε είδη  φλερτ:&lt;br /&gt;
&lt;strong&gt;&amp;nbsp;Παραδοσιακό φλερτ: &lt;/strong&gt;Ο άντρας&lt;strong&gt; «κυνηγός»&lt;/strong&gt; και η γυναίκα σε ρόλο παθητικό. Συνήθως όσοι&amp;nbsp;προτιμούν αυτό το είδος&amp;nbsp;φλερτ,&amp;nbsp;τις περισσότερες φορές&amp;nbsp;επιλέγουν να έχουν πιο &lt;strong&gt;«στενές επαφές»&lt;/strong&gt; με το άτομο που τους ενδιαφέρει.&lt;br /&gt;
&amp;nbsp;&lt;strong&gt;Σωματικό φλερτ:&lt;/strong&gt; Οι άνθρωποι που δείχνουν το  σεξουαλικό τους ενδιαφέρον στο άτομο που τους αρέσει, αρκετές φορές  προχωράνε τη σχέση αναπτύσσοντας στενότερο συναισθηματικό δέσιμο με  τον/την σύντροφό τους κι έχουν περισσότερη χημεία στο σεξ.&lt;br /&gt;
&amp;nbsp;&lt;strong&gt;Παιχνιδιάρικο φλερτ: &lt;/strong&gt;Όσοι φλερτάρουν με αυτόν τον  τρόπο, έχουν ως στόχο την τόνωση της αυτοπεποίθησης και της εμπιστοσύνης  στις δυνατότητές τους.&amp;nbsp;Ο καθηγητής πιστεύει πως αυτοί οι τύποι, έχουν  λίγες πιθανότητες να κάνουν σχέση σοβαρή και μακρόχρονη.&lt;br /&gt;
&amp;nbsp;Σύμφωνα με την έρευνα υπάρχουν ακόμη το &lt;strong&gt;ευγενικό &lt;/strong&gt;και το &lt;strong&gt;ειλικρινές&lt;/strong&gt; φλερτ.&lt;br /&gt;
Η επιλογή δική σας!&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/3951348929126915599/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3951348929126915599'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3951348929126915599'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/03/blog-post.html' title='Το φλερτ μπορεί να δείξει το μέλλον μιας σχέσης!'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjt2FD6OIUFR9U32AQB329JCdpZztDUp682uolG3v__k3WkBjXpQ3AC7F89PcfVgTNTD796qRk6n6iwNY-5WUTNP1kp4F7ZtGFflesVdI5HXsN_AR_uSNEeg_Nt4cLfTfJ1fivrrQ2H1JxO/s72-c/flirt1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-8856382554776596742</id><published>2011-02-22T09:21:00.001-08:00</published><updated>2011-02-22T09:23:21.008-08:00</updated><title type='text'>Η τηλεπάθεια μεταξύ εκείνων που αγαπιούνται!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://www.pyles.tv/getattachment/News/Anexigita-fainomena/Telepathy_lovers/young_couple.jpg.aspx?width=250&amp;amp;height=330&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://www.pyles.tv/getattachment/News/Anexigita-fainomena/Telepathy_lovers/young_couple.jpg.aspx?width=250&amp;amp;height=330&quot; style=&quot;height: 330px; margin-top: 2px; width: 250px;&quot; /&gt;&lt;/a&gt;Είναι δυνατόν να &quot;νιώσουμε&quot; τις επιθυμίες κάποιου, να καταλάβουμε την  στενοχώρια ή την χαρά του, να &quot;δούμε &quot; τον κίνδυνο που μπορει να  αντιμετωπίζει, χωρίς να μιλήσουμε μαζί του, ακόμη κι αν βρίσκεται  εκατοντάδες μίλια μακρυά μας? Η απάντηση είναι &quot;ναι&quot;, αρκεί να αγαπιόμαστε δυνατά και αληθινά. &lt;br /&gt;
&amp;nbsp; Ο Rupert Sheldrake - βιολόγος που ερευνά πειραματικά τα &quot;ανεξήγητα&quot; φαινόμενα&quot;-μιλώντας στο &lt;strong&gt;pyles.tv &lt;/strong&gt;και τον &lt;strong&gt;Γιάννη Μούτσο&lt;/strong&gt;, εξηγεί:&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp; &quot;&lt;strong&gt;Η τηλεπάθεια εξαρτάται από τους στενούς κοινωνικούς δεσμούς.  Τα σκυλιά γνωρίζουν πότε επιστρέφουν οι ιδιοκτήτες τους στο σπίτι, αλλά  δεν κάνουν το ίδιο με κάποιον ξένο, τον γείτονα παραδείγματος χάρη. &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&amp;nbsp; Στην περίπτωση της τηλεφωνικής τηλεπάθειας έχουμε  παρατηρήσει οτι συμβαίνει εντονότερα μεταξύ ανθρώπων που είναι στενά  συνδεδεμένοι μεταξύ τους , όπως μάνα - παιδί, εραστής - ερωμένη,  παιδικοί φίλοι κλπ. Συμβαίνει σπανιότερα ανάμεσα σε ξένους εκτός αν  έχουμε να κάνουμε με κάποιο άτομο που έχει έντονο τηλεπαθητικό χάρισμα&lt;/strong&gt;.&lt;br /&gt;
&lt;span style=&quot;color: #de771c;&quot;&gt;&lt;strong&gt;Η τηλεπάθεια μεταξύ μητέρας και νεογέννητου!&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;br /&gt;
&lt;/strong&gt;&lt;br /&gt;
&amp;nbsp; &quot;&lt;strong&gt;Η τηλεπάθεια&amp;nbsp; βασίζεται κατά μεγάλο βαθμό στη δύναμη του  δεσμού. Εξαρτάται από το δέσιμο που υπάρχει μεταξύ των ανθρώπων. Έχω  πράγματοποιήσει μια έρευνα τηλεπάθειας μεταξύ μητέρας και μωρού.  Διαπίστωσα οτι πολλές μητέρες γνωρίζουν αν τους χρειάζεται το μωρό τους  ακόμη και από εκατοντάδες χιλιόμετρα μακρυά. Εκείνες μάλιστα που  θηλάζουν, όταν βρίσκονται μακριά από τα μωρά τους, κάποιες στιγμές  παρατηρούν οτι παράγεται&amp;nbsp; γάλα από τις θηλές τους ! Την ίδια στιγμή εαν  τηλεφωνήσουν στο σπίτι τους , ενημερώνονται ότι το μωρό τους κλαίει ή  είναι ανήσυχο. Πιστεύω οτι το σώμα της μητέρας εκείνη τη στιγμή  ανταποκρίνεται τηλεπαθητικά στο κάλεσμα του μωρού&amp;nbsp; ακόμα και όταν είναι  χιλιόμετρα μακριά. &quot;&lt;/strong&gt;&lt;br /&gt;
&lt;span style=&quot;color: #de771c;&quot;&gt;&lt;strong&gt;Η τηλεπάθεια μεταξύ των ερωτευμένων!&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
&amp;nbsp; Η τηλεπάθεια μεταξύ των ερωτευμένων ανθρώπων αποτελεί ένα ακόμη  πεδίο έρευνας. Κάποιοι ερευνητές υποστηρίζουν ότι μπορούμε να &quot;νιώσουμε&quot;  τι ακριβώς σκέφτεται για &lt;img alt=&quot;lovers&quot; src=&quot;http://www.pyles.tv/Images-%281%29/man_woman_baby/couple_love.aspx?width=241&amp;amp;height=360&quot; style=&quot;float: right; height: 360px; margin: 3px; width: 241px;&quot; /&gt;εμάς  ο άλλος , μόνο όταν έχουμε περάσει στο στάδιο της βαθιάς και  ουσιαστικής αγάπης. Ανθρωποι που έχουν έντονο συναισθηματικό δέσιμο  μπορούν να &quot;λάβουν&quot; τηλεπαθητικά&amp;nbsp; μήνυμα από τον αγαπημένο τους ακόμη  και από μεγάλη απόσταση. Εχουν παρατηρηθεί περιπτώσεις όπου ο ένας από  τους δύο κινδυνεύει, ή περνάει μια δυσκολία και ο άλλος την λαμβάνει ως  σήμα στονμ εγκεφαλό του.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; Οι περισσότεροι από εμάς δεν ξέρουμε να &quot;διαβάσουμε &quot; τα σήματα αυτά  και τα ερμηνεύουμε άλλοτε ως &quot;κακό προαίσθημα&quot;, άλλοτε ως &quot;σφίξιμο στο  στομάχι&quot;, ενώ στην παραγματικότητα είναι μια τηλεπαθητική επαφή με τον  ανθρωπό μας.&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
&amp;nbsp; Τα πράγματα είναι διαφορετικά όταν πρόκειται για εραστές που  βρίσκονται στην φάση της έντονης σωματικής έλξης. Εκεί το ζωώδες ερωτικό  ένστικτο δεν επιτρέπει καμμία άλλη επικοινωνία πέρα της σωματικής. Η  τηλεπάθεια&amp;nbsp; είναι σχεδόν αδύνατο να υπάρξει αφού απαιτεί μια βαθιά και  αληθινή ψυχική και πνευματική επικοινωνια. Έτσι είναι πιθανότερο να  λάβουμε τηλεπαθητικά μια σκέψη από έναν παιδικό μας φίλο που έχουμε  καιρό να συναντήσουμε , αλλά αγαπάμε ουσιαστικά , παρά από τον άνθρωπο  με τον οποίο νιώθουμε τρελά ερωτευμένοι και εξαρτημένοι σεξουαλικά από  αυτόν!&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/8856382554776596742/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_22.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/8856382554776596742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/8856382554776596742'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_22.html' title='Η τηλεπάθεια μεταξύ εκείνων που αγαπιούνται!'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-2572814167350485111</id><published>2011-02-19T06:06:00.001-08:00</published><updated>2011-02-19T06:08:41.397-08:00</updated><title type='text'>Υπνωτισμός :Ενα ταξίδι στο Υποσυνείδητο</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY99gp0JwqoP2I9jJA67lKEkjFKrWdruOhdrXOUhYfVkmv5LM0IkB5M2bFAif7XlkSG0GY66J3dTg3J6KWdaOyPWpC6eyH8iYizpmxS-FrdgYDhvdBZIc6YXyd7mkrZIUQUUDHY2LlpwCY/s1600/%25CE%25A5%25CF%2580%25CE%25BD%25CF%2589%25CF%2584%25CE%25B9%25CF%2583%25CE%25BC%25CF%258C%25CF%2582_2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY99gp0JwqoP2I9jJA67lKEkjFKrWdruOhdrXOUhYfVkmv5LM0IkB5M2bFAif7XlkSG0GY66J3dTg3J6KWdaOyPWpC6eyH8iYizpmxS-FrdgYDhvdBZIc6YXyd7mkrZIUQUUDHY2LlpwCY/s320/%25CE%25A5%25CF%2580%25CE%25BD%25CF%2589%25CF%2584%25CE%25B9%25CF%2583%25CE%25BC%25CF%258C%25CF%2582_2.jpg&quot; width=&quot;241&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;    &lt;w:UseFELayout/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;!--[endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Από την αρχαιότητα είναι γνωστή η επιβολή στο ανθρώπινο σώμα, αλλά και η ύπαρξη επίσης θαυματοποιών στα πιο πρόσφατα, που θεράπευαν ασθενείς με την ψηλάφηση των μαγνητικών κέντρων του σώματός τους, ενώ τους κοίταζαν έντονα στα μάτια.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Σήμερα όλοι γνωρίζουν πως, υπνωτισμός είναι μια επιστήμη που αφορά την επιβολή στο άτομο χρησιμοποιώντας λεκτική επιρροή, υπνωτιστικές ικανότητες και τη βοήθεια ενός αντικειμένου που βοηθά στη χαλάρωση και κατ&#39; επέκταση στην ύπνωση του ασθενούς. Το αντικείμενο μπορεί να είναι ένα εκκρεμές ή το λεγόμενο μάτι που αποτελείται από μια σειρά κύκλων που μοιάζουν να γυρίζουν αιχμαλωτίζοντας το βλέμμα. Αντικατέστησε το έντονο βλέμμα του υπνωτιστή, τον προσωπικό μαγνητισμό του, την &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;«&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;υπερφυσική δύναμή του&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;»,&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;που του επέφερε τεράστια φήμη και αμέτρητους οπαδούς ,μια και σήμερα η ύπνωση μπορεί να διδαχθεί στον καθένα έστω κι αν δεν έχει το έμφυτο χάρισμα του μαγνητισμού.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Ο Αυστριακός Σίγκμουντ Φρόιντ χρησιμοποιούσε την ύπνωση σε ασθενείς με ψυχικά κυρίως νοσήματα , βοηθώντας τους να φτάσουν στα πιο βαθιά επίπεδα της ύπαρξής τους ,αντιμετωπίζοντας πρόσωπο με πρόσωπο αυτά που τους βασάνιζαν και έτσι οδηγώντας τους στη θεραπεία.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Τι συμβαίνει όμως σε ένα υπνωτισμένο άτομο;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Μοιάζει να κοιμάται, όμως έχει πλήρη συνείδηση απέναντι στον υπνωτιστή του και υπακούει μόνο σ&#39; αυτόν. Ταυτόχρονα όμως είναι αποστασιοποιημένο από τον κόσμο και είναι σε θέση να εξερευνήσει τον εαυτό του. Διατηρεί και τις συνειδητές και τις ασυνείδητες πνευματικές του δραστηριότητες, αλλά ξεχωριστά τις μεν από τις δε. Λειτουργεί με τη λογική, απλώς αισθάνεται ότι παρακολουθεί από μακριά όσα βιώνει.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Με την ύπνωση γίνεται κανείς πιο δυνατός μια και επιβάλλεται στον εαυτό του, ανακουφίζεται από τον πόνο, αντιμετωπίζει εθισμούς και εμμονέςμια και μπορούμε να φτάσουμε στο υποσυνείδητο και να χτυπήσουμε το πρόβλημα στη ρίζα του-αλλά και ψυχοσωματικές ασθένειες.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFtDnIJK56OtrGfgrV6vPcBIGwluvad-ReJi-iWVhVeD9578Bld4LT5HN4Tdfsa36NgZCFCFC40Xiq4xLgW7LRsaeQr6NiORnE9gK9MErC6cJDsRpN4IORDLP-D1b687gRLRYpSFqd2_kM/s1600/%25CE%25A5%25CF%2580%25CE%25BD%25CF%2589%25CF%2584%25CE%25B9%25CF%2583%25CE%25BC%25CF%258C%25CF%2582_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFtDnIJK56OtrGfgrV6vPcBIGwluvad-ReJi-iWVhVeD9578Bld4LT5HN4Tdfsa36NgZCFCFC40Xiq4xLgW7LRsaeQr6NiORnE9gK9MErC6cJDsRpN4IORDLP-D1b687gRLRYpSFqd2_kM/s1600/%25CE%25A5%25CF%2580%25CE%25BD%25CF%2589%25CF%2584%25CE%25B9%25CF%2583%25CE%25BC%25CF%258C%25CF%2582_1.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Ένας έμπειρος υπνωτιστής μιλώντας στο βαθύτερο επίπεδο της ύπαρξης του ατόμου μπορεί βρει, αλλά και να βοηθήσει να ξεπεράσει και να αντιμετωπίσει τα ψυχικά του τραύματα το άτομο,αρκεί να μην του επιβάλλει πράγματα που είναι αντίθετα με τις αρχές του. Μπορεί να του επιβάλει πράγματα που θα πρέπει να κάνει όταν ξυπνήσει και που αφορούν κακές συνήθειες( π. χ να σταματήσει το κάπνισμα, το αλκοόλ, κ. λ. π)&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Όλοι μπορούμε να υπνωτιστούμε κάποιοι είναι πιο δεκτικοί, άλλοι λιγότερο, αρκεί να είμαστε σε κατάσταση ηρεμίας , καθισμένοι άνετα και αναπαυτικά , έτοιμοι για ένα ταξίδι στα μονοπάτια του ασυνείδητού μας, εκεί όπου όλα καταγράφονται μόνιμα, , προκειμένου να αναλύσουμε αυτά που θα δούμε, για να γίνουμε καλύτεροι και ευτυχέστεροι. Για να έχει επιτυχία όμως το ταξίδι πρέπει να βρούμε τον κατάλληλο οδηγό- υπνωτιστή, που θα μας οδηγήσει από τα ασφαλέστερα μονοπάτια και θα μας φέρει πίσω σώους και αβλαβείς, γιατί και η επιστροφή θέλει την κατάλληλη τεχνική για να μην κινδυνέψουμε να πέσουμε σε μόνιμη ύπνωση.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/2572814167350485111/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_19.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/2572814167350485111'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/2572814167350485111'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_19.html' title='Υπνωτισμός :Ενα ταξίδι στο Υποσυνείδητο'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY99gp0JwqoP2I9jJA67lKEkjFKrWdruOhdrXOUhYfVkmv5LM0IkB5M2bFAif7XlkSG0GY66J3dTg3J6KWdaOyPWpC6eyH8iYizpmxS-FrdgYDhvdBZIc6YXyd7mkrZIUQUUDHY2LlpwCY/s72-c/%25CE%25A5%25CF%2580%25CE%25BD%25CF%2589%25CF%2584%25CE%25B9%25CF%2583%25CE%25BC%25CF%258C%25CF%2582_2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-2757284212075932437</id><published>2011-02-14T10:32:00.001-08:00</published><updated>2011-02-14T10:40:09.380-08:00</updated><title type='text'>Iron...Mam,τη γυναίκα- μαγνήτη</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.pyles.tv/Images-%281%29/woman/magnet_woman.aspx&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://www.pyles.tv/Images-%281%29/woman/magnet_woman.aspx?width=450&amp;amp;height=581&quot; style=&quot;float: left; height: 581px; margin: 5px; width: 450px;&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&amp;nbsp; Αν η γυναίκα της φωτογραφίας σας θυμίζει έντονα την... πόρτα του  ψυγείου σας, δεν έχετε άδικο! Η Μπρέντα Άλισον, μία 50χρονη γυναίκα από  το Λονδίνο, έχει το ιδιαίτερο &quot;χάρισμα&quot; να μαγνητίζει με το σώμα της  μεταλλικά αντικείμενα! Από μαγνητάκια και καρφίτσες μέχρι νομίσματα και  κλειδιά, όλα μαγνητίζονται και &quot;κολλούν&quot; πάνω της σε δευτερόλεπτα! &lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; Και σαν να μην φτάνει αυτό, η παρουσία της είναι ικανή να ανάψει τα  φώτα, να ενεργοποιήσει συναγερμούς, να θέσει εκτός λειτουργίας   ταμειακών μηχανές αλλά και να δημιουργήσει παρεμβολές στο τηλεοπτικό  σήμα!&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;  Οι βρετανικές εφημερίδες κάνουν λόγο για αυξημένο ηλεκτρομαγνητικό  πεδίο σε σχέση με το μέσο ανθρώπινο σώμα, αλλά η ίδια δηλώνει  απελπισμένη!&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&amp;nbsp; &quot;Δεν υπάρχει τίποτα πιο ντροπιαστικό από το να μπαίνω σε  ένα πολυκατάστημα και αυτομάτως να σταματούν τη λειτουργία τους οι  ταμειακές μηχανές&quot;&lt;/b&gt;, δηλώνει.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; Η γυναίκα- μαγνήτης υποστηρίζει ότι αντιλήφθηκε την επίδραση που  είχε η παρουσία της στις ηλεκτρικές και ηλεκτρονικές συσκευές κατά τη  διάρκεια της εφηβείας της.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; Όταν γέννησε τον γιό της η κατάσταση έγινε ακόμη πιο έντονη καθώς  τα παιχνίδια του που λειτουργούσαν με μπαταρίες, ξεκινούσαν αμέσως μόλις  εκείνη έμπαινε στο παιδικό δωμάτιο! Το φαινόμενο όμως του μαγνητισμού  αντικειμένων, εμφανίστηκε τα τελευταία μόλις χρόνια.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; Οι γιατροί που την εξέτασαν της επισήμαναν ότι ο υπέρμετρος  μαγνητισμός του σώματός της μπορεί να προκαλέσει υψηλά επίπεδα πίεσης  και την συμβούλευσαν να λάβει μέτρα προκειμένου να τον μειώσει, ενώ  θεώρησαν πιθανό να οφείλεται σε υπερβολικό στρες!&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; Η ειδικός στην ηλεκτροθεραπεία Κάθυ Τζεμινιάνι μιλώντας στην εφημερίδα The Sun, εξηγεί:&lt;b&gt;  &quot;Ο καθένας μας έχει ένα ηλεκτρισμένο φορτίο που  διαφέρει βέβαια από  άτομο σε άτομο. Είναι φανερό ότι η Μπρέντα είναι ιδιαίτερα υψηλά   φορτισμένη&quot;&lt;/b&gt;.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; Όπως χαρακτηριστικά εξηγεί η ίδια η Μπρέντα &lt;b&gt;&quot;Τα μεταλλικά  αντικείμενα, παραμένουν περισσότερη ώρα πάνω στα κόκκαλα μου από ό,τι  στους μυς. Ξέρω πως το θέαμα κάνει τους ανθρώπους να γελάνε, εγώ όμως  νιώθω σαν... ψυγείο που έχει καλυφθεί από μαγνητάκια!&quot;.&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/2757284212075932437/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/ironmam.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/2757284212075932437'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/2757284212075932437'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/ironmam.html' title='Iron...Mam,τη γυναίκα- μαγνήτη'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-3204222836555905964</id><published>2011-02-09T07:26:00.000-08:00</published><updated>2011-02-09T07:26:50.238-08:00</updated><title type='text'>Πυροβασία</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgiIlk3aFkkrLYeWqa4ZK0VfhowxKhpsHpnMxVZ2EzJgRrcAdlsKOSBMufDYAbj6x91ARxRaVoAVulEfRJQk_QMs5B2PYbN0jPjvCK_zyh5GuBcSIQHaeZxbeUmxZ4YhN37ZUeCduQSwq4/s1600/Firewalk_3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgiIlk3aFkkrLYeWqa4ZK0VfhowxKhpsHpnMxVZ2EzJgRrcAdlsKOSBMufDYAbj6x91ARxRaVoAVulEfRJQk_QMs5B2PYbN0jPjvCK_zyh5GuBcSIQHaeZxbeUmxZ4YhN37ZUeCduQSwq4/s1600/Firewalk_3.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Η &lt;b&gt;Πυροβασία&lt;/b&gt; είναι τελετή πυρολατρική, κατ΄ άλλους  ειδωλολατρική και πάντως οργιαστική που έχει σαφή σχέση με αρχαίες  τελετές και μυστήρια Διονυσιακού χαρακτήρα που απαντάται μέχρι και  σήμερα στον ελληνικό χώρο κυρίως στη &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%98%CF%81%CE%AC%CE%BA%CE%B7&quot; title=&quot;Θράκη&quot;&gt;Θράκη&lt;/a&gt; καθώς και στα παράλια του &lt;a class=&quot;mw-redirect&quot; href=&quot;http://el.wikipedia.org/wiki/%CE%95%CF%8D%CE%BE%CE%B5%CE%B9%CE%BD%CE%BF%CF%82_%CE%A0%CF%8C%CE%BD%CF%84%CE%BF%CF%82&quot; title=&quot;Εύξεινος Πόντος&quot;&gt;Ευξείνου Πόντου&lt;/a&gt; και της άλλοτε &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%91%CE%BD%CE%B1%CF%84%CE%BF%CE%BB%CE%B9%CE%BA%CE%AE_%CE%A1%CF%89%CE%BC%CF%85%CE%BB%CE%AF%CE%B1&quot; title=&quot;Ανατολική Ρωμυλία&quot;&gt;Ανατολικής Ρωμυλίας&lt;/a&gt; δια των λεγομένων &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%91%CE%BD%CE%B1%CF%83%CF%84%CE%B5%CE%BD%CE%AC%CF%81%CE%B7%CE%B4%CE%B5%CF%82&quot; title=&quot;Αναστενάρηδες&quot;&gt;Αναστενάρηδων&lt;/a&gt;. Σήμερα φέρεται διαδεδομένη και σε πολλές περιοχές της Μακεδονίας.&lt;br /&gt;
Γενικά η Πυροβασία εκτελείται &quot;εν χορώ&quot;, με γυμνό βάδισμα πάνω σε ένα  στρώμα πυρακτωμένων κάρβουνων, επί αρκετή ώρα, χωρίς την αίσθηση του &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%A0%CF%8C%CE%BD%CE%BF%CF%82&quot; title=&quot;Πόνος&quot;&gt;πόνου&lt;/a&gt; ή να προκαλούνται ίχνη &lt;a class=&quot;new&quot; href=&quot;http://el.wikipedia.org/w/index.php?title=%CE%88%CE%B3%CE%BA%CE%B1%CF%85%CE%BC%CE%B1&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Έγκαυμα (δεν έχει γραφτεί ακόμα)&quot;&gt;εγκαυμάτων&lt;/a&gt;.  Παρά ταύτα πρόκειται για μια τελετουργία που εμφανίζεται και σε  διάφορες άλλες περιοχές του πλανήτη, όπως στη Νότια Αμερική, στην Ασία,  στην Αφρική και στην Ευρώπη. Εκ πρώτης όψης και σύμφωνα με αρκετούς,  φαίνεται ότι κατά τη πυροβασία παραβιάζονται οι νόμοι της &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%A6%CF%8D%CF%83%CE%B7&quot; title=&quot;Φύση&quot;&gt;Φύσης&lt;/a&gt;. Παρόλα αυτά έχουν διατυπωθεί διάφορες &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%95%CF%80%CE%B9%CF%83%CF%84%CE%AE%CE%BC%CE%B7&quot; title=&quot;Επιστήμη&quot;&gt;επιστημονικές&lt;/a&gt;  ερμηνείες του φαινομένου σύμφωνα με τις οποίες η πυροβασία ίσως να μην  αποτελεί παραβίαση των φυσικών νόμων πλην όμως πραγματοποιείται υπό  έντονες ψυχολογικές επιδράσεις που κανείς δεν μπορεί να τις  αμφισβητήσει, γεγονός που το καταμαρτυρά η παρατηρούμενη &lt;a class=&quot;new&quot; href=&quot;http://el.wikipedia.org/w/index.php?title=%CE%91%CE%BA%CE%B1%CE%90%CE%B1&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Ακαΐα (δεν έχει γραφτεί ακόμα)&quot;&gt;ακαΐα&lt;/a&gt;.&lt;br /&gt;
Για διάφορους λόγους σε κάθε τόπο οι άνθρωποι από πανάρχαιες εποχές  επιδίδονται σ&#39; αυτό το λατρευτικό μέσο για εξαγνισμό ή σε ανάμνηση  θρυλικών γεγονότων ή για επιβεβαίωση της ανωτερότητας της ψυχής. Η  πυροβασία εφαρμόζεται σήμερα συνήθως από:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%A6%CE%B1%CE%BA%CE%AF%CF%81%CE%B7%CF%82&quot; title=&quot;Φακίρης&quot;&gt;φακίριδες&lt;/a&gt; και&lt;/li&gt;
&lt;li&gt;πιστούς διαφόρων θρησκευτικών δογμάτων όπως και της &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%9F%CF%81%CE%B8%CE%BF%CE%B4%CE%BF%CE%BE%CE%AF%CE%B1&quot; title=&quot;Ορθοδοξία&quot;&gt;Ορθόδοξης εκκλησίας&lt;/a&gt; στην &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%95%CE%BB%CE%BB%CE%AC%CE%B4%CE%B1&quot; title=&quot;Ελλάδα&quot;&gt;Ελλάδα&lt;/a&gt; κατά τα &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%91%CE%BD%CE%B1%CF%83%CF%84%CE%B5%CE%BD%CE%AC%CF%81%CE%B9%CE%B1&quot; title=&quot;Αναστενάρια&quot;&gt;Αναστενάρια&lt;/a&gt;.&lt;/li&gt;
&lt;/ul&gt;&amp;nbsp;&lt;i&gt;Αναστενάρηδες&lt;/i&gt; είναι οι Έλληνες πιστοί ενός λατρευτικού εθίμου &lt;a class=&quot;new&quot; href=&quot;http://el.wikipedia.org/w/index.php?title=%CE%A0%CF%85%CF%81%CE%BF%CE%B2%CE%B1%CF%83%CE%AF%CE%B1%CF%82&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Πυροβασίας (δεν έχει γραφτεί ακόμα)&quot;&gt;πυροβασίας&lt;/a&gt; που λέγεται &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%91%CE%BD%CE%B1%CF%83%CF%84%CE%B5%CE%BD%CE%AC%CF%81%CE%B9%CE%B1&quot; title=&quot;Αναστενάρια&quot;&gt;Αναστενάρια&lt;/a&gt;.&lt;br /&gt;
Οι αναστενάρηδες είναι άτομα μυημένα στην τελετουργία του εθίμου  αυτού. Η μύηση διαρκεί πολλά χρόνια και ο αρχιαναστενάρης είναι αυτός  που κρίνει πότε ο μυούμενος είναι έτοιμος για πυροβασία, αλλά και, κάθε  φορά, ποιοί από τους αναστενάρηδες θα πατήσουν στα κάρβουνα. Δεν είναι  γνωστό γιατί η κοινωνία των αναστενάρηδων είναι κλειστή, είναι βέβαιο  όμως ότι διακατέχονται από βαθιά πίστη στο θρύλο και στον προστάτη-άγιο  και ότι τη στιγμή της πυροβασίας φαίνεται να βρίσκονται σε έκσταση.  Σημαντικό ρόλο φαίνεται να παίζει και ο βασικός εμψυχωτής της ομάδας, ο  αρχιαναστενάρης. Σ&#39; αυτόν αφείλεται και η στενή σχέση που έχουν μεταξύ  τους, όπως και η αφοσίωσή τους στο έθιμο.&lt;br /&gt;
Ένας αναστενάρης μπορεί να είναι πυροβάτης, μπορεί και όχι. Από  αυτούς που είναι πυροβάτες, δεν πατούν όλοι σε κάθε τελετή. Τούτο  εξαρτάται από την ψυχική τους κατάσταση και κρίνεται στη διάρκεια της  εισόδου σε έκσταση από τον αρχιαναστενάρη. Ο αρχιαναστενάρης των  τελευταίων χρόνων (από τα μέσα της δεκαετίας του &#39;90) δεν είναι  πυροβάτης. Η επιλογή του αρχιαναστενάρη γίνεται σε ειδική τελετή με  κριτήριο τη βαθιά γνώση των μυστικών και πολύ σπάνια έχουν παρατηρηθεί  διαφωνίες στο θέμα αυτό μεταξύ των αναστενάρηδων.&lt;br /&gt;
Ανάμεσα στους αναστενάρηδες υπάρχει ιεραρχία. Έτσι κάποιοι εκλεκτοί  θα διατηρήσουν στα σπίτια τους τις εικόνες, τα τάματα, τα μαντήλια και  τα σημάδια (ιερά κειμήλια, στοιχεία της τελετουργίας), τα οποία στην  επόμενη τελετή θα συγκεντρωθούν στο &lt;i&gt;κονάκι&lt;/i&gt;, το ιερό άντρο των  αναστενάρηδων, όπου γίνεται η διαδικασία της έκστασης και ο χορός που  κορυφώνεται με την πυροβασία. Η όλη διαδικασία γίνεται με μουσική κάλυψη  από έντονο ρυθμικό &lt;a class=&quot;new&quot; href=&quot;http://el.wikipedia.org/w/index.php?title=%CE%9D%CF%84%CE%B1%CE%BF%CF%8D%CE%BB%CE%B9&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Νταούλι (δεν έχει γραφτεί ακόμα)&quot;&gt;νταούλι&lt;/a&gt; και μονότονο ήχο από &lt;a class=&quot;new&quot; href=&quot;http://el.wikipedia.org/w/index.php?title=%CE%98%CF%81%CE%B1%CE%BA%CE%B9%CF%8E%CF%84%CE%B9%CE%BA%CE%B7_%CE%BB%CF%8D%CF%81%CE%B1&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Θρακιώτικη λύρα (δεν έχει γραφτεί ακόμα)&quot;&gt;θρακιώτικης λύρας&lt;/a&gt;.  Ο σκοπός αυτός περνά από οργανοπαίχτη σε οργανοπαίχτη σε οικογενειακή,  συχνά, βάση και κρατά πολλά χρόνια, όπως και η μύηση των αναστενάρηδων.  Ας σημειωθεί εδώ ότι αναστενάρηδες είναι όλοι οι συμμετέχοντες στις  τελετές με τον ένα ή τον άλλο τρόπο, κι όχι μόνο οι πυροβάτες.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjctOYbFaodOMzhIXcya-k1AuQwLx2MHXHcZ1vfodCsXhfXxVufCyl-NbpeIN4vN7-Zn8qS1Nx76BndoHvQl-mn1me6ilqNQVTL7ixCEBBu3qdQZjMq51uSmWgkYhFgTywdruXX_gW7wksO/s1600/Firewalk_5.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjctOYbFaodOMzhIXcya-k1AuQwLx2MHXHcZ1vfodCsXhfXxVufCyl-NbpeIN4vN7-Zn8qS1Nx76BndoHvQl-mn1me6ilqNQVTL7ixCEBBu3qdQZjMq51uSmWgkYhFgTywdruXX_gW7wksO/s320/Firewalk_5.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Οι &lt;i&gt;Αναστενάρηδες &lt;/i&gt;πιστεύουν ότι η εκτέλεσή της γίνεται δυνατή, χάρη στο &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%94%CE%B9%CE%B1%CE%BB%CE%BF%CE%B3%CE%B9%CF%83%CE%BC%CF%8C%CF%82&quot; title=&quot;Διαλογισμός&quot;&gt;διαλογισμό&lt;/a&gt; που κάνουν πριν τη πράξη, ή χάρη στην προστασία του &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%98%CE%B5%CF%8C%CF%82&quot; title=&quot;Θεός&quot;&gt;Θεού&lt;/a&gt; ή ενός &lt;a class=&quot;new&quot; href=&quot;http://el.wikipedia.org/w/index.php?title=%CE%86%CE%B3%CE%B9%CE%BF%CF%82&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Άγιος (δεν έχει γραφτεί ακόμα)&quot;&gt;Αγίου&lt;/a&gt;,  ή μιας υπερκόσμιας ιδέας που εκείνη τη στιγμή υπηρετούν. Από πάρα πολύ  παλιά οι άνθρωποι διαπίστωσαν ότι μπορούν να &quot;παραβαίνουν&quot; τους φυσικούς  νόμους με τη δύναμη της ψυχής. Αν ένας κοινός άνθρωπος βαδίσει  ξυπόλυτος πάνω σε πυρωμένα κάρβουνα, των οποίων η θερμοκρασία κυμαίνεται  από 400 μέχρι 900 βαθμούς Κελσίου, θα πάθει βαρύτατα εγκαύματα στα  πέλματα. Οι πυροβάτες όμως δεν παθαίνουν τίποτε κι αυτό είναι το  αξιοπερίεργο.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF5ArpMyxMleuJ9Zr3tHNM21SPzRXrvmWZLbMcneASkKPB8Y2DjieeshNG17dI5u1qjYa_4cN11UEnLWiOu8gRHnjpDUv2vmYppfoQYnr4nc8hsYJwWbnD2MgrlfLAQ3rgWY0hyFgBBj75/s1600/Firewalk_4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF5ArpMyxMleuJ9Zr3tHNM21SPzRXrvmWZLbMcneASkKPB8Y2DjieeshNG17dI5u1qjYa_4cN11UEnLWiOu8gRHnjpDUv2vmYppfoQYnr4nc8hsYJwWbnD2MgrlfLAQ3rgWY0hyFgBBj75/s1600/Firewalk_4.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&amp;nbsp;Το φαινόμενο της πυροβασίας είναι ιδιαίτερα εντυπωσιακό και έχει κεντρίσει το ενδιαφέρον επιστημόνων διάφορων κλάδων, όπως η &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%9B%CE%B1%CE%BF%CE%B3%CF%81%CE%B1%CF%86%CE%AF%CE%B1&quot; title=&quot;Λαογραφία&quot;&gt;Λαογραφία&lt;/a&gt;, η &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%98%CF%81%CE%B7%CF%83%CE%BA%CE%B5%CE%B9%CE%BF%CE%BB%CE%BF%CE%B3%CE%AF%CE%B1&quot; title=&quot;Θρησκειολογία&quot;&gt;Θρησκειολογία&lt;/a&gt; και η &lt;a class=&quot;mw-redirect&quot; href=&quot;http://el.wikipedia.org/wiki/%CE%A6%CF%85%CF%83%CE%B9%CE%BF%CE%BB%CE%BF%CE%B3%CE%AF%CE%B1&quot; title=&quot;Φυσιολογία&quot;&gt;Φυσιολογία&lt;/a&gt; και ιδιαίτερα της &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%A8%CF%85%CF%87%CE%BF%CE%BB%CE%BF%CE%B3%CE%AF%CE%B1&quot; title=&quot;Ψυχολογία&quot;&gt;Ψυχολογίας&lt;/a&gt;, στα φαινόμενα της οποίας και κατατάσσεται. Ακόμα αποτελεί για τους θιασώτες της &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%A0%CE%B1%CF%81%CE%B1%CF%88%CF%85%CF%87%CE%BF%CE%BB%CE%BF%CE%B3%CE%AF%CE%B1&quot; title=&quot;Παραψυχολογία&quot;&gt;Παραψυχολογίας&lt;/a&gt; μία από τις αποδείξεις για την ύπαρξη &lt;a class=&quot;new&quot; href=&quot;http://el.wikipedia.org/w/index.php?title=%CE%A5%CF%80%CE%B5%CF%81%CF%86%CF%85%CF%83%CE%B9%CE%BA%CE%AD%CF%82_%CE%B4%CF%85%CE%BD%CE%AC%CE%BC%CE%B5%CE%B9%CF%82&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Υπερφυσικές δυνάμεις (δεν έχει γραφτεί ακόμα)&quot;&gt;Υπερφυσικών δυνάμεων&lt;/a&gt;.&lt;br /&gt;
Από την πλευρά της επιστήμης έχει διεξαχθεί έρευνα πάνω στο θέμα, ενώ  έχουν πραγματοποιηθεί ακόμα και πειράματα πυροβασίας από τους ίδιους  τους επιστήμονες προκειμένου να αποδειχτεί η φυσική ερμηνεία του  φαινομένου που παρουσιάζεται παρακάτω.&lt;br /&gt;
&lt;br /&gt;
Η πιο ευσταθής θεωρία φαίνεται αυτή που υποστηρίζει ότι οι πυροβάτες,  επειδή βρίσκονται σε κατάσταση έκστασης όπου το σώμα παράγει υπερβολική  ποσότητα ιδρώτα, στην ουσία περπατούν πάνω σε ένα στρώμα ατμού την ώρα  που το κάθιδρο πέλμα τους εφάπτεται με τα πυρωμένα κάρβουνα. Ο ιδρώτας  εξατμίζεται και το ποσό του ατμού που μεσολαβεί ανάμεσα στα κάρβουνα και  το δέρμα, έχοντας θερμοκρασία περίπου 100 βαθμών, δεν μπορεί να  προκαλέσει έγκαυμα. Κάτι ανάλογο συμβαίνει όταν σαλιώνουμε το δάχτυλό  μας και το βάζουμε στο ζεστό ταψί ή στο αναμμένο ηλεκτρικό σίδερο για να  δοκιμάσουμε αν καίνε. Αν το δάχτυλο είναι στεγνό θα καούμε (θα πάθουμε  έγκαυμα), στο σαλιωμένο όμως δάχτυλο δε συμβαίνει αυτό για το λόγο που  προαναφέρθηκε. Ωστόσο το να ξεπεράσει κανείς το φυσικό φόβο της φωτιάς  δεν είναι απλό φαινόμενο κι όταν ακόμη υπάρχει η &quot;βεβαιότητα&quot; της  προηγούμενης θεωρίας για την ακαΐα. Η κατάσταση έκστασης στην οποία  περιέρχονται οι πυροβάτες είναι εκείνη που τους βοηθά να ξεπερνούν το  φόβο. Είναι μια κατάσταση ψυχικής υπέρβασης της πραγματικότητας, μια  έκπτωση του συνειδησιακού επιπέδου κατά την οποία το πραγματικό  αντικαθίσταται από το ιδεατό και μαζί του όλα τα επακόλουθα. Σε μερικές  τελετές πυροβασίας η διάρκεια της μύησης και της εισαγωγής στην έκσταση  διαρκούν πολλή ώρα. Σε άλλες όμως περιπτώσεις διαρκεί λίγα λεπτά ή και  δευτερόλεπτά. Στη δεύτερη περίπτωση συμβαίνει η διαδικασία της  &quot;προηγούμενης φοράς&quot;, όπου ένα γεγονός που επαναλαμβάνεται περνά με  σύντομες διαδικασίες τον εγκεφαλικό - ιδεολογικό κύκλο.&lt;br /&gt;
Ειδικότερα κατά την επαφή δύο &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%8E%CE%BB%CE%B7&quot; title=&quot;Ύλη&quot;&gt;υλικών&lt;/a&gt; σωμάτων σταδιακά το θερμότερο σώμα ψύχεται μεταφέροντας &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%98%CE%B5%CF%81%CE%BC%CF%8C%CF%84%CE%B7%CF%84%CE%B1&quot; title=&quot;Θερμότητα&quot;&gt;θερμότητα&lt;/a&gt; στο ψυχρότερο, το οποίο παράλληλα θερμαίνεται. Αυτό γίνεται μέχρι τα δύο σώματα να αποκτήσουν την ίδια &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%98%CE%B5%CF%81%CE%BC%CE%BF%CE%BA%CF%81%CE%B1%CF%83%CE%AF%CE%B1&quot; title=&quot;Θερμοκρασία&quot;&gt;θερμοκρασία&lt;/a&gt;. Το πόσο γρήγορα γίνεται αυτό και σε ποια θερμοκρασία θα &quot;ισοροπήσουν&quot; τα δύο σώματα εξαρτάται από τις &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%98%CE%B5%CF%81%CE%BC%CE%BF%CE%B4%CF%85%CE%BD%CE%B1%CE%BC%CE%B9%CE%BA%CE%AE&quot; title=&quot;Θερμοδυναμική&quot;&gt;θερμοδυναμικές&lt;/a&gt; ιδιότητές τους. Οι σημαντικότερες από αυτές είναι:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Θερμοκρασία&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%9C%CE%AC%CE%B6%CE%B1&quot; title=&quot;Μάζα&quot;&gt;Μάζα&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://el.wikipedia.org/wiki/%CE%95%CE%B9%CE%B4%CE%B9%CE%BA%CE%AE_%CE%B8%CE%B5%CF%81%CE%BC%CE%BF%CF%87%CF%89%CF%81%CE%B7%CF%84%CE%B9%CE%BA%CF%8C%CF%84%CE%B7%CF%84%CE%B1&quot; title=&quot;Ειδική θερμοχωρητικότητα&quot;&gt;Ειδική θερμοχωρητικότητα&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%98%CE%B5%CF%81%CE%BC%CE%B9%CE%BA%CE%AE_%CE%B1%CE%B3%CF%89%CE%B3%CE%B9%CE%BC%CF%8C%CF%84%CE%B7%CF%84%CE%B1&quot; title=&quot;Θερμική αγωγιμότητα&quot;&gt;Θερμική αγωγιμότητα&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;Το γινόμενο της μάζας ενός σώματος επί την ειδική θερμοχωρητικότητα ονομάζεται &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%98%CE%B5%CF%81%CE%BC%CE%BF%CF%87%CF%89%CF%81%CE%B7%CF%84%CE%B9%CE%BA%CF%8C%CF%84%CE%B7%CF%84%CE%B1&quot; title=&quot;Θερμοχωρητικότητα&quot;&gt;Θερμοχωρητικότητα&lt;/a&gt; και εκφράζει το πόση &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%98%CE%B5%CF%81%CE%BC%CE%B9%CE%BA%CE%AE_%CE%B5%CE%BD%CE%AD%CF%81%CE%B3%CE%B5%CE%B9%CE%B1&quot; title=&quot;Θερμική ενέργεια&quot;&gt;θερμική ενέργεια&lt;/a&gt; απαιτείται για να ανέβει η θερμοκρασία του σώματος κατά ένα βαθμό. Με βάση την &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%91%CF%81%CF%87%CE%AE_%CE%B4%CE%B9%CE%B1%CF%84%CE%AE%CF%81%CE%B7%CF%83%CE%B7%CF%82_%CF%84%CE%B7%CF%82_%CE%B5%CE%BD%CE%AD%CF%81%CE%B3%CE%B5%CE%B9%CE%B1%CF%82&quot; title=&quot;Αρχή διατήρησης της ενέργειας&quot;&gt;Αρχή διατήρησης της ενέργειας&lt;/a&gt;  η ενέργεια που θα αποβληθεί από το θερμό σώμα θα είναι ίση με την  ενέργεια που θα αποροφηθεί από το ψυχρό. Όσον αφορά την τελική  θερμοκρασία των δύο σωμάτων αυτή θα βρίσκεται πλησιέστερα στην αρχική  θερμοκρασία του σώματος με τη μεγαλύτερη θερμοχωρητικότητα.&lt;br /&gt;
Στην περίπτωση της πυροβασίας τα σώματα που μας ενδιαφέρουν είναι:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;το γυμνό &lt;a class=&quot;new&quot; href=&quot;http://el.wikipedia.org/w/index.php?title=%CE%A0%CE%AD%CE%BB%CE%BC%CE%B1&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Πέλμα (δεν έχει γραφτεί ακόμα)&quot;&gt;πέλμα&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;τα πυρακτωμένα κάρβουνα&lt;/li&gt;
&lt;/ul&gt;Κατά την πυροβασία διάφοροι παράγοντες ενεργούν και αποτρέπουν τον πόνο και το έγκαυμα:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Το &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%9D%CE%B5%CF%81%CF%8C&quot; title=&quot;Νερό&quot;&gt;νερό&lt;/a&gt;  που αποτελεί το κύριο συστατικό του ανθρώπινου σώματος (70%) έχει πολύ  μεγάλη ειδική θερμοχωρητικότητα, ενώ τα κάρβουνα έχουν πολύ μικρή. Έτσι η  θερμοκρασία του ποδιού κατά την επαφή με τα ζεστά κάρβουνα αλλάζει πολύ  λιγότερο απ΄ότι αλλάζει η θερμοκρασία του κάρβουνου.&lt;/li&gt;
&lt;li&gt;Το νερό έχει επίσης πολύ μεγάλη θερμική αγωγιμότητα. Έτσι το &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%91%CE%AF%CE%BC%CE%B1&quot; title=&quot;Αίμα&quot;&gt;αίμα&lt;/a&gt;, που κυρίως αποτελείται από νερό, μεταφέρει πολύ γρήγορα την θερμότητα μακρυά από το πέλμα και τη διαχέει στο υπόλοιπο σώμα.&lt;/li&gt;
&lt;li&gt;Από την άλλη, το κάρβουνο έχει πολύ μικρή θερμική αγωγιμότητα. Έτσι,  κατά την επαφή με το πόδι το κάρβουνο εκλύει θερμότητα μόνο από την  επιφάνειά του που άπτεται με το πέλμα, και όχι από όλο τον όγκο του.&lt;/li&gt;
&lt;li&gt;Κατά την πυροβασία οι πυροβάτες εκτελούν γρήγορες κινήσεις, ή με άλλα λόγια &quot;&lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%A7%CE%BF%CF%81%CF%8C%CF%82&quot; title=&quot;Χορός&quot;&gt;χορεύουν&lt;/a&gt;&quot;  πάνω στα κάρβουνα. Αυτό μειώνει το χρονικό διάστημα επαφής με το  πυρακτωμένο κάρβουνο. Σε περίπτωση που σταθούν για αρκετό διάστημα  ακίνητοι κάποια στιγμή θα καούν, διότι η θερμότητα, όσο αργά και αν  μεταφέρεται στο πόδι, δεν παύει να συσσωρεύεται σε αυτό.&lt;/li&gt;
&lt;li&gt;Παράλληλα, στην αποφυγή του πόνου παίζει ρόλο και η κατάσταση της &lt;a class=&quot;new&quot; href=&quot;http://el.wikipedia.org/w/index.php?title=%CE%91%CF%85%CE%B8%CF%85%CF%80%CE%BF%CE%B2%CE%BF%CE%BB%CE%AE&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Αυθυποβολή (δεν έχει γραφτεί ακόμα)&quot;&gt;αυθυποβολής&lt;/a&gt; ή &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%88%CE%BA%CF%83%CF%84%CE%B1%CF%83%CE%B7&quot; title=&quot;Έκσταση&quot;&gt;έκστασης&lt;/a&gt; στην οποία βρίσκονται συνήθως οι πυροβάτες κατά την πράξη τους. Αυτή δεν αποτρέπει το έγκαυμα, αλλά μειώνει την ευαισθησία του &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%95%CE%B3%CE%BA%CE%AD%CF%86%CE%B1%CE%BB%CE%BF%CF%82&quot; title=&quot;Εγκέφαλος&quot;&gt;εγκεφάλου&lt;/a&gt; στα ερεθίσματα που δέχεται. Έτσι, τα ούτως ή άλλως μικρά, σύμφωνα με τα όσα προαναφέρθηκαν, σήματα πόνου που στέλνονται από να &lt;a class=&quot;new&quot; href=&quot;http://el.wikipedia.org/w/index.php?title=%CE%9D%CE%B5%CF%8D%CF%81%CE%BF&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Νεύρο (δεν έχει γραφτεί ακόμα)&quot;&gt;νεύρα&lt;/a&gt; του ποδιού αγνούνται.&lt;/li&gt;
&lt;/ul&gt;Βέβαια τα παραπάνω δε σημαίνουν σε καμία περίπτωση ότι μπορεί πάντα  οποιοσδήποτε να περπατάει με ασφάλεια πάνω σε πυρακτωμένα κάρβουνα με  γυμνά πόδια. Η πυροβασία δεν παύει να είναι επικίνδυνη.&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Ο πυροβάτης πρέπει συνεχώς να αναπηδάει ή να περπατάει με σταθερό βηματισμό για να μειώνει το χρόνο επαφής με τα κάρβουνα.&lt;/li&gt;
&lt;li&gt;Στην περίπτωση που υπάρχουν ανάμεσα στα κάρβουνα ξένα σώματα με μεγάλη θερμική αγωγιμότητα (π.χ. κομμάτια &lt;a class=&quot;mw-redirect&quot; href=&quot;http://el.wikipedia.org/wiki/%CE%9C%CE%AD%CF%84%CE%B1%CE%BB%CE%BB%CE%BF&quot; title=&quot;Μέταλλο&quot;&gt;μετάλλου&lt;/a&gt;) και ο πυροβάτης τα αγγίξει θα καεί.&lt;/li&gt;
&lt;li&gt;Τα κάρβουνα πρέπει να είναι κατάλληλα προετοιμασμένα. Η προετοιμασία  περιλαμβάνει ένα χρονικό διάστημα που πρέπει να περάσει από τη στιγμή  που παίρνουν φωτιά μέχρι τη στιγμή που ο πυροβάτης θα περπατήσει σε  αυτά. Αυτό διότι τα κρύα κάρβουνα περιέχουν νερό, το οποίο όπως  προαναφέρθηκε είναι καλός αγωγός της θερμότητας.&lt;/li&gt;
&lt;/ul&gt;Μεγάλος αριθμός ανθρώπων στον ελλαδικό χώρο, αλλά και διεθνώς, δεν  αποδέχεται την παραπάνω εξήγηση του φαινομένου. Οι ενστάσεις αυτές  συνήθως οφείλονται σε άγνοια της ύπαρξης επιστημονικής εξήγησης ή μη  κατανόηση της εξήγησης που δίνεται από την επιστήμη αφενός και αφετέρου  από το γεγονός ότι κανένας μέχρι σήμερα επιστήμονας που αποδέχεται και  υπερασπίζεται τα παραπάνω δεν έχει εκτεθεί ελεύθερα σε πυροβασία.&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJs876ID_-xknMkmWVhic_nzLr2wLZAwijmwpKBrFEbFHAYmOKUOBwpfEYmJNXr6ZX_j9OActsKJivB3Qsp7drDWXrfKxM5fMEEDM8om9lQbtpwAUlN4JSGvweffYrOkOYZFbl8sDxHlT8/s1600/Firewalk_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJs876ID_-xknMkmWVhic_nzLr2wLZAwijmwpKBrFEbFHAYmOKUOBwpfEYmJNXr6ZX_j9OActsKJivB3Qsp7drDWXrfKxM5fMEEDM8om9lQbtpwAUlN4JSGvweffYrOkOYZFbl8sDxHlT8/s320/Firewalk_1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Σήμερα στην Ελλάδα πυροβασίες εκτελούνται στα λεγόμενα &lt;a href=&quot;http://el.wikipedia.org/wiki/%CE%91%CE%BD%CE%B1%CF%83%CF%84%CE%B5%CE%BD%CE%AC%CF%81%CE%B9%CE%B1&quot; title=&quot;Αναστενάρια&quot;&gt;Αναστενάρια&lt;/a&gt;.  Κάτι παραπλήσιο είναι το πήδημα πάνω από τις φωτιές στον Κλήδονα αλλά  με τα χρόνια έχει εκφυλιστεί κι απλώς πηδάνε πάνω από τη φωτιά ενώ  παλιότερα περνούσαν βαδίζοντας μέσα της. Στη γειτονική Βουλγαρία  γίνονται πυροβασίες σε τουριστικές λαογραφικές τελετές, χωρίς ιδιαίτερη  προετοιμασία. Στην Πολυνησία οι τελετές πυροβασίας είναι συνδεδεμένες με  εξαγνισμούς, για να φύγουν τα κακά πνεύματα. Παρόμοιο περιεχόμενο έχουν  και οι ανάλογες τελετές σε αφρικανικές φυλές. Στη Νότια Αμερική, σε  κάποιες φυλές ινδιάνων, η τελετουργία έχει χαρακτήρα πιστοποίησης της  γενναιότητας των πολεμιστών της φυλής.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/3204222836555905964/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_9275.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3204222836555905964'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3204222836555905964'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_9275.html' title='Πυροβασία'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgiIlk3aFkkrLYeWqa4ZK0VfhowxKhpsHpnMxVZ2EzJgRrcAdlsKOSBMufDYAbj6x91ARxRaVoAVulEfRJQk_QMs5B2PYbN0jPjvCK_zyh5GuBcSIQHaeZxbeUmxZ4YhN37ZUeCduQSwq4/s72-c/Firewalk_3.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-3626221011277175860</id><published>2011-02-09T07:02:00.000-08:00</published><updated>2011-02-09T07:02:40.043-08:00</updated><title type='text'>«Μάτιασμα»και «ξεμάτιασμα»</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3gW7_h7_AIBmKfbaaKeQdF7Ik2t5Uw_4TARJxZHt-NwniTrf4FZy0dgfP9vL4b8Ia0RMtaI4Tue2B9cI-1qXK5TjezasCUOBnye0jmGL8_cO4QFSbbA9Wr81vmfaThl_XN2ernVOcpkGy/s1600/mati.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3gW7_h7_AIBmKfbaaKeQdF7Ik2t5Uw_4TARJxZHt-NwniTrf4FZy0dgfP9vL4b8Ia0RMtaI4Tue2B9cI-1qXK5TjezasCUOBnye0jmGL8_cO4QFSbbA9Wr81vmfaThl_XN2ernVOcpkGy/s320/mati.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;b&gt;Παρερμηνείες της βασκανίας&lt;/b&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Από τους χρόνους της αρχαιότητας η  βασκανία συνδέθηκε και μ’ αυτό που σήμερα αποκαλούμε «μάτιασμα». Σήμερα  μάλιστα όταν ακούμε τη λέξη βασκανία αμέσως εννοούμε μόνον το μάτιασμα  και τίποτε άλλο. Πρόκειται για μια παλιά πρόληψη και δεισιδαιμονία ότι ο  κακός με το βλέμμα του και μόνο μπορεί να βλάψει τον φθονούμενο. Αυτό  φυσικά δεν είναι σωστό, και η Εκκλησία μας δεν το παραδέχεται. Βεβαίως η  Εκκλησία έχει ευχές που κάνουν λόγο για «βάσκανον οφθαλμόν». Οι  αναφορές αυτές εξηγούνται εύκολα, χρειάζεται όμως μια προσοχή, για να  μην υπάρξουν παρανοήσεις. &lt;span id=&quot;more-31978&quot;&gt;&lt;/span&gt;Η φράση «βάσκανος  οφθαλμός» προέρχεται από την Αγία Γραφή και σημαίνει το φθονερό  άνθρωπο, τον κακό, τον ανελεήμονα, τον άσπλαχνο, ενώ το αντίθετο, «καλό  μάτι», σημαίνει τον καλόν άνθρωπο, τον εύσπλαχνο, τον ψυχόπονο. Ας μη  ξεχνάμε ότι στα αρχαία ελληνικά το μάτι λέγεται και όψις, και ότι στην  Αγία Γραφή «μάτι» και «όψις» και «οφθαλμός» και «είδος» λέγεται και η  εμφάνιση του ανθρώπου, το παρουσιαστικό του, και ο όλος άνθρωπος. Κατ’  αρχάς εννοείται ότι, ο φθονερός άνθρωπος όταν δει το θύμα του και το  φθονήσει, αυτό είναι η ρίζα του κακού που μπορεί να ακολουθήσει.  Επομένως αυτή η φθονερή ματιά, είναι από όλους ανεπιθύμητη. Στην  συνέχεια η φράση «βάσκανος οφθαλμός» επεκτάθηκε στους ανθρώπους που σαν  υποχείρια του σατανά ασχολούνται με μαγείες, μαντείες, ξόρκια και όλα τα  σχετικά. Έτσι λοιπόν ξεκαθαρίζονται τα πράγματα πως η Εκκλησία μας από  τη μια δεν παραδέχεται το μάτιασμα και από την άλλη αναφέρεται στις  ευχές της εναντίον της βασκανίας. Δεν πρόκειται για αντίφαση, αλλά για  διαχωρισμό δυο διαφορετικών πραγμάτων. Σε αντίφαση και σύγχυση  βρίσκονται όσοι λεγόμενοι Χριστιανοί από τη μια κάνουν το σταυρό τους  και από την άλλη τρέχουν σε ξόρκια και μάγια. Βασκανία εννοεί η Εκκλησία  τον φθόνο και το κακό που κάνουν κάποιοι κινούμενοι από φθόνο· το κακό  αυτό μπορεί να είναι μία βλαπτική πράξη ή μία συκοφαντία ή μία κατάρα ή  μία δαιμονική ενέργεια ή επίδραση. Η Εκκλησία δεν δέχεται ότι η απλή  ματιά ενός ανθρώπου μπορεί από απόσταση να προκαλέσει με μαγικό τρόπο  κακό σε κάποιον άλλο. Είναι απαράδεκτες για ανθρώπους της Εκκλησίας οι  προλήψεις και δεισιδαιμονίες ότι κάποιος είναι βάσκανος, μόνο και μόνο  επειδή γεννήθηκε την τάδε μέρα ή επειδή έχει στο πρόσωπο του κάποια  ιδιαίτερα χαρακτηριστικά, ή ότι κάποιος είναι ιδιαίτερα επιρρεπής στη  βασκανία (ότι δηλαδή «ματιάζεται» εύκολα), ή ότι μπορεί να αισθανθεί  άσχημα και αδιάθετος, επειδή τάχα κάποιος τον «μάτιασε», και άλλες  τέτοιες αηδίες&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Δεν θα κάνουμε επομένως καμιά αναφορά  στο λεγόμενο «ξεμάτιασμα», που γίνεται από λαϊκούς ανθρώπους (όπως  επικλήσεις, χειρονομίες, χάνδρες κλπ.), οι οποίοι εμπειρικώς τα  μαθαίνουν από άλλους και εμπειρικά τα εφαρμόζουν και κανείς δεν γνωρίζει  το «πώς» και το «γιατί», αφού είναι σκοτεινή και άδηλη και ανεξερεύνητη  η προέλευση αυτού του «ξεματιάσματος». Και δεν έχει σχέση με τη  διδασκαλία της Εκκλησίας και προφανώς προέρχεται από λαϊκές και παλιές  ειδωλολατρικές δοξασίες και πρακτικές ακαθόριστες, γι’ αυτό και είναι  απαράδεκτες ανάμεσα στους πιστούς και δεν τιμούν τη σύγχρονη  «προοδευτική» εποχή μας. Είναι εκδηλώσεις άγνοιας και απιστίας και  παγανισμού.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Η Εκκλησία θέλοντας να βοηθήσει τα μέλη  της συμπεριφέρεται με πολλή συγκατάβαση και περιέλαβε στις ευχές της τις  σχετικές με τη βασκανία λέξεις, αλλά τους έδωσε το σωστό νόημα.  Δυστυχώς πολλές φορές παρατηρείται η εσφαλμένη λαϊκή δοξασία να  επικρατεί, να επιβάλλεται και σιγά-σιγά να αλλοιώνει τη γνήσια ορθόδοξη  διδασκαλία, σε σημείο άλλα να λέμε και άλλα να καταλαβαίνουμε.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Η Εκκλησία τη βασκανία με την έννοια της  εξ αποστάσεως φθοροποιού μαγικής επιδράσεως μόνο με το βλέμμα (που  μπορεί καμιά φορά να συνοδεύεται και από κάποιο λόγον ή ενδόμυχη σκέψη  θαυμασμού ή φθόνου) τη θεωρεί, δεισιδαιμονία. Οι εκκλησιαστικοί  συγγράφεις και οι πατέρες της Εκκλησίας δεν αρνούνται την πραγματική  βασκανία, δηλαδή τον φθόνο και τις βλαπτικές ενέργειες που εκπορεύονται  από αυτόν. Ειδικά μάλιστα τις περιπτώσεις βασκανίας που δεν έχουν εμφανή  τη προέλευσή τους τις αποδίδουν στην επήρεια του πονηρού. Γενικά  θεωρούν τη βασκανία ως έργο του διαβόλου και πράξη φθόνου. Ο Μέγας  Βασίλειος έγραψε και λόγο «περί φθόνου και βασκανίας». Η Εκκλησία  συνέθεσε και ειδική ευχή κατά της βασκανίας, με την έννοια του φθόνου.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Με όσα αναφέραμε και εξηγήσαμε μέχρι εδώ  ξεκαθαρίζεται το θέμα της βασκανίας από ορθόδοξη άποψη. Επίσης  εξηγούνται και εκφράσεις όπως «η βασκανία σε ορισμένες περιπτώσεις  μπορεί να αποβεί θανατηφόρος», δεν εννοείται ότι κάποιος μπορεί με το  βλέμμα του να σκοτώσει έναν άλλο (αυτό είναι ανόητη, μαγική,  ειδωλολατρική και αντιχριστιανική αντίληψη), διότι τότε θα είχαν  φονευθεί οι μισοί άνθρωποι της γης χωρίς πολέμους και εγκλήματα και  φονικά όπλα, αλλά εννοείται ότι αυτός που φθονεί και μισεί τον  συνάνθρωπό του σε μερικές περιπτώσεις είναι δυνατόν να τον εξοντώσει και  σωματικά. Σχεδόν πάντοτε ο φθονερός προσπαθεί να εξοντώσει το θύμα του  ηθικά-ψυχικά, γι’ αυτό ο κατ’ εξοχήν βάσκανος και φθονερός διάβολος  ονομάζεται και ανθρωποκτόνος και μισάνθρωπος.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Μέσα προστασίας&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Όσοι άνθρωποι αισθανθούν οι ίδιοι ή  κάποιος δικός τους την επήρεια της βασκανίας, πρέπει να τρέχουν στον  πνευματικό ιερέα να τους σταυρώσει με το σταυρό, που έχει μεγάλη δύναμη  κατά των πονηρών πνευμάτων, και να τους διαβάσει την ειδική ευχή κατά  της βασκανίας.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Πολλοί άνθρωποι επινόησαν κατά της  βασκανίας διάφορα μέσα, όπως τα φυλαχτά, για να τα φοράνε όσοι  βασκαίνονται. Η Εκκλησία προσπαθώντας να προφυλάξει τα μέλη της από κάθε  πλάνη δεν επιτρέπει στους Χριστιανούς να χρησιμοποιούν αυτά τα φυλαχτά  (χάντρες, φύλλα, λουλούδια, εκκλησιαστικά αντικείμενα και λοιπά), γιατί  όλα αυτά προϋποθέτουν μια μαγική αντίληψη λειτουργίας και προστασίας,  τελείως αντιχριστιανική. Επίσης απαγορεύεται να χρησιμοποιούνται διάφορα  «εξορκιστικά» λόγια κατά του «ματιάσματος» από άντρες ή γυναίκες, γιατί  όλα αυτά τα «λαϊκά» μέσα και οι σχετικές αντιλήψεις και δεισιδαιμονίες  είναι είδος μαγείας και παγανισμού, όπως αναφέρει και ο άγιος Νικόδημος ο  Αγιορείτης στο βιβλίο του «Χρηστοήθεια των Χριστιανών». Κάθε άλλο πέρα  από τις ευχές της Εκκλησίας αποτελεί άρνηση της πίστεως· κάθε άλλο  «ξόρκι» απομακρύνει από τον άνθρωπο τη χάρη του Αγίου Πνεύματος και τον  αφήνει ανίσχυρο μπροστά στις «μεθοδείες του πονηρού». Όποιος  χρησιμοποιεί «ξόρκια» και «φυλαχτά» και «χαϊμαλιά» είτε για τον εαυτό  του είτε για δικούς του ανθρώπους, πρέπει να ξέρει ότι έτσι μολύνει το  βάπτισμά του, δείχνει απιστία και ασέβεια προς το Θεό, και επομένως αντί  να προστατεύεται από το κακό, παραδίδει τον εαυτό του σε μισάνθρωπες  επιρροές.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Υπάρχουν βέβαια τα χριστιανικά φυλαχτά  της Εκκλησίας, τα οποία μπορούν και πρέπει να μεταχειρίζονται οι πιστοί.  Πολύ αποτελεσματικό φυλαχτό είναι ο σταυρός, που πρέπει να φοράνε όλοι  οι Χριστιανοί, γιατί οι δαίμονες φοβούνται τη δύναμή του, γιατί είναι το  φυλακτήριο όλου του κόσμου.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Υπάρχουν βέβαια και άλλα μέσα της  πίστεως μας, με τα οποία επικαλούμαστε τη δύναμη του μεγάλου Θεού και  μπορούμε να αποτρέψουμε κάθε κακό. Πρέπει όμως να έχουμε υπόψη μας ότι  κανένα αγιαστικό μέσο της Εκκλησίας δεν μας βοηθά χωρίς μία απαραίτητη  προϋπόθεση, την πίστη. Πρέπει να έχουμε πίστη σταθερή και ακλόνητη και  χωρίς αμφιβολίες στο Κύριο μας Ιησού Χριστό και στη διδασκαλία του. Και  αυτή η πίστη μεταφράζεται σε έργα, τα οποία είναι η πίστη στα θεόπνευστα  λόγια της Αγίας Γραφής· το να εφαρμόζουμε και να ακολουθούμε τις  εντολές του Θεού στη ζωή μας, το να εκκλησιαζόμαστε τακτικά, η θερμή  προσευχή, να εξομολογούμαστε συχνά, και να κοινωνούμε. Τότε βεβαίως  κανένα κακό, καμία επιβουλή, καμία βασκανία δεν μπορεί να μας βλάψει,  και κυρίως δεν μπορεί να μας απομακρύνει από την πίστη και από τη  σωτηρία της ψυχής μας. Με την προσευχή επικοινωνούμε με το Θεό. Με την  εξομολόγηση απαλλασσόμαστε από τις αμαρτίες μας, οι οποίες είναι βάρος  στη ψυχή μας και τείχος που εμποδίζει τη χάρη του Θεού να μας αγιάσει  και να μας προστατέψει. Με τη θεία κοινωνία ενωνόμαστε με τον ίδιο το  Θεό και γινόμαστε και εμείς «θεοί κατά χάριν». Αυτά είναι τα κυριότερα  αγιαστικά μέσα και φυλαχτά που με πολλή αγάπη προσφέρει η μητέρα  Εκκλησία σε κάθε παιδί της, πιστό μέλος της. Από αυτά ξεκινώντας και με  τις συμβουλές πάντοτε του πνευματικού μας πρέπει να χρησιμοποιούμε και  τα υπόλοιπα, το σημείο του Σταυρού, τις ευχές από τον ιερέα, τον μικρό  και τον μεγάλο αγιασμό και λοιπά. Προσοχή λοιπόν και μακριά από κάθε τι  που δεν είναι εκκλησιαστικό μέσο αγιασμού· προσοχή και από κάποια  φυλαχτά που ορισμένοι επιτήδειοι παρουσιάζουν ως «της εκκλησίας», με  σακουλάκια, φυλλαράκια, ξόρκια, χαρτάκια, ψωμάκια, πανάκια και τα όμοια,  διότι έτσι ξεγελούν τους απλούστερους και εκμεταλλεύονται το  θρησκευτικό συναίσθημα και την ανασφάλεια πολλών, με σκοπό τη βεβήλωση  της πίστης και τον προσπορισμό εύκολου πλουτισμού.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;(Β.Σ.Βασιλοπούλου, «Η βασκανία στη ζωή μας»,εκδ. «Αποκάλυψις» 2003- αποσπάσματα).&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqgPi_xEj9sxim0YsXloeowpldgBR-mxkodvGi4jtTenOOe5p8q1ALSItgkTab5Pu7VxI_GIFuh2CzYgSggp-N3lcFotP2z0iSsMurBSOHmYJl2uj3wbTRYaP23uZcHVIddpib4QK9pGBo/s1600/mati_2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqgPi_xEj9sxim0YsXloeowpldgBR-mxkodvGi4jtTenOOe5p8q1ALSItgkTab5Pu7VxI_GIFuh2CzYgSggp-N3lcFotP2z0iSsMurBSOHmYJl2uj3wbTRYaP23uZcHVIddpib4QK9pGBo/s320/mati_2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;h2&gt;Γέροντος Παϊσίου Αγιορείτου Λόγοι Α΄ Η βασκανία&lt;/h2&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Η ζήλεια, όταν έχει κακότητα, μπορεί να κάνει ζημιά. Αυτή είναι η βασκανία· είναι μια δαιμονική ενέργεια.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;- Γέροντα, τη βασκανία την παραδέχεται η Εκκλησία;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;- Ναι, υπάρχει και ειδική ευχή (&lt;b&gt;&lt;span style=&quot;color: maroon;&quot;&gt;Ο Γέροντας τόνιζε πως μόνο ο ιερέας μπορεί να διαβάζει την ευχή για βασκανία&lt;/span&gt;&lt;/b&gt;). Όταν κανείς λέει κάτι με φθόνο, τότε πιάνει το «μάτι».&lt;span id=&quot;more-32090&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;- Πολλοί, Γέροντα, ζητούν «ματάκια» για τα μωρά, για να μην τα ματιάζουν. Κάνει να φορούν τέτοια;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;- Όχι, δεν κάνει. Να λέτε στις μητέρες σταυρό να τα φορούν.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;- Γέροντα, αν κανείς επαινέσει ένα ωραίο  έργο, και αυτοί που το έφτιαξαν δεχθούν τον έπαινο με υπερήφανο λογισμό  και γίνει ζημιά, αυτό είναι βασκανία;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;- Αυτό δεν είναι βασκανία. Σ&lt;sup&gt;’&lt;/sup&gt;  αυτήν την περίπτωση λειτουργούν οι πνευματικοί νόμοι. Παίρνει τη Χάρη  Του ο Θεός από τον άνθρωπο, και τότε γίνεται ζημιά. Βασκανία υπάρχει σε  σπάνιες περιπτώσεις. Ιδίως oι άνθρωποι που έχουν ζήλεια και κακότητα –  λίγοι είναι τέτοιοι – αυτοί είναι που ματιάζουν. Μια γυναίκα λ.χ. βλέπει  ένα παιδάκι χαριτωμένο με την μάνα του και λέει με κακότητα: «Γιατί να  μην το είχα εγώ αυτό το παιδί; Γιατί να το δώσει ο Θεός σ’ αύτη;» Τότε  το παιδάκι εκείνο μπορεί να πάθει ζημιά- να μην κοιμάται, να κλαίει, να  ταλαιπωρείται, γιατί εκείνη το είπε με μια κακότητα. Και αν αρρώσταινε  και πέθαινε το παιδί, θα ένιωθε χαρά μέσα της. Άλλος βλέπει ένα  μοσχαράκι, το λαχταρά, και αμέσως εκείνο ψοφάει.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Πολλές φορές όμως μπορεί να  ταλαιπωρείται το παιδί και να φταίει η ίδια η μάνα. Μπορεί δηλαδή η μάνα  να είδε καμιά φορά κανένα αδύνατο παιδάκι και να είπε: «Τί είναι αυτό;  Τί σκελετωμένο παιδί!» Να καμάρωνε το δικό της και να κατηγόρησε το  ξένο. Και αυτό που είπε με κακία για το ξένο παιδί, πιάνει στο παιδί  της. Μετά το παιδί ταλαιπωρείται εξ αιτίας της μάνας, χωρίς να φταίει.  Λειώνει-λειώνει το καημένο, για να τιμωρηθεί η μάνα και να καταλάβει το  σφάλμα της. Τότε φυσικά το παιδί θα πάει μάρτυρας! Τα κρίματα του Θεού  είναι άβυσσος.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;(Γέροντος Παϊσίου Αγιορείτου Λόγοι Α΄,  Με πόνο και αγάπη για το σύγχρονο άνθρωπο, Ιερόν Ησυχαστήριον  «Ευαγγελιστής Ιωάννης ο Θεολόγος» Σουρωτή Θεσσαλονίκης 1998,σ. 109).&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/3626221011277175860/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_09.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3626221011277175860'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3626221011277175860'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_09.html' title='«Μάτιασμα»και «ξεμάτιασμα»'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3gW7_h7_AIBmKfbaaKeQdF7Ik2t5Uw_4TARJxZHt-NwniTrf4FZy0dgfP9vL4b8Ia0RMtaI4Tue2B9cI-1qXK5TjezasCUOBnye0jmGL8_cO4QFSbbA9Wr81vmfaThl_XN2ernVOcpkGy/s72-c/mati.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-2768540371215992841</id><published>2011-02-08T10:04:00.000-08:00</published><updated>2011-02-08T10:07:55.258-08:00</updated><title type='text'>ΠΩΣ ΜΑΣ ΕΠΙΡΡΕΑΖΟΥΝ ΟΙ ΦΑΣΕΙΣ ΤΙΣ ΣΕΛΗΝΗΣ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;  &lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioqyCi3m6vyhZWrc0JmFxoO99b3GEwXdT1hLZc3_r-HG67kcy9NFNcrafX5KWdY_tHq_6ibEu8txYmhcgvddc61nh-ueNWb_-IZHdUsN_E0reI6zK-_lq_lb6KsCUw7E7bsfQbKRFbB9kp/s1600/moon_phases_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjglOGLMeBrVlY2k0rl96HCGV_RiLoEy3QQ0M5j5mY3EQK7qpyFDJvaMC43pkGonOIvAdhlFqG-c_t_YxfVFWzexvOgG83ha8EcFDPBGza37S9A2BVijv5fxkeoy3hygK111qsKuCE2lYWx/s1600/moon_phases_3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjglOGLMeBrVlY2k0rl96HCGV_RiLoEy3QQ0M5j5mY3EQK7qpyFDJvaMC43pkGonOIvAdhlFqG-c_t_YxfVFWzexvOgG83ha8EcFDPBGza37S9A2BVijv5fxkeoy3hygK111qsKuCE2lYWx/s1600/moon_phases_3.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Οι 14 φάσεις που η Σελήνη αυξάνεται:&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;1. Αυξανόμενη φάση Σελήνης (0-12ο ) &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Πολύ δυναμική μέρα, μπορεί να νιώθουμε κάποια ανησυχία αλλά γενικά είναι χαρούμενη και αισιόδοξη. Είναι καλή για να ξεκινήσουμε προγράμματα αλλά όχι βιαστικά καθώς η Σελήνη είναι ακόμα σκοτεινή. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;2. Αυξανόμενη φάση Σελήνης (12-24ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Θετική μέρα για να βάλουμε θεμέλια. Ίσως είμαστε κάπως αμυντικοί αλλά θα πρέπει να είμαστε επικοινωνιακοί. Καλή μέρα για ταξίδια. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;3. Αυξανόμενη φάση Σελήνης (24-36ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Οι απόψεις αλλάζουν εύκολα, οι αντιδράσεις εναλλάσσονται και μπορούν να δημιουργηθούν συγκρούσεις. Είμαστε περισσότερο ευαίσθητοι, έχουμε κατανόηση αλλά είμαστε και κάπως ανασφαλείς. Εάν η Σελήνη σχηματίζει δύσκολες όψεις παράγει φθόνο και ζήλια.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;4. Αυξανόμενη φάση σελήνης (36-48ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Κρίσιμη μέρα που μπορεί να δημιουργηθούν μεγάλες συγκρούσεις. Χρειάζεται πολύ διπλωματία για να αποφύγουμε την ήττα. Γενικά είναι μια μέρα ψυχρότητας. &lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;5. Αυξανόμενη φάση Σελήνης (48-60ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Αυτή η φάση μας ευαισθητοποιεί, χρειαζόμαστε χώρο για τον εαυτό μας, αντιδρούμε στα εξωτερικά ερεθίσματα συναισθηματικά. &lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;6. Αυξανόμενη φάση Σελήνης (60-72ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Μέρα προετοιμασίας, έρευνας και δουλειάς. Κατάλληλη για εσωτερικές διεργασίες και ακατάλληλη για έντονες εξωτερικές δραστηριότητες.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4qK45AaJy3NsDv5AcE5Z3_nyrgTNmhuv4qG2EyIc3n5-QwyaF-UR9OKszWXV-q6uPq1RA-QxZSBXDyrp2kn61-CEVnFJ_rJEQmtG9JJL4K47JBqQAPPUsC8N9KqyuscpdEvqVOVR773fj/s1600/%25CE%25A6%25CE%25AC%25CF%2583%25CE%25B5%25CE%25B9%25CF%2582%25CE%25A3%25CE%25B5%25CE%25BB%25CE%25AE%25CE%25BD%25CE%25B7%25CF%2582_2.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4qK45AaJy3NsDv5AcE5Z3_nyrgTNmhuv4qG2EyIc3n5-QwyaF-UR9OKszWXV-q6uPq1RA-QxZSBXDyrp2kn61-CEVnFJ_rJEQmtG9JJL4K47JBqQAPPUsC8N9KqyuscpdEvqVOVR773fj/s320/%25CE%25A6%25CE%25AC%25CF%2583%25CE%25B5%25CE%25B9%25CF%2582%25CE%25A3%25CE%25B5%25CE%25BB%25CE%25AE%25CE%25BD%25CE%25B7%25CF%2582_2.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;7. Αυξανόμενη φάση σελήνης (72-84ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Παραγωγική μέρα που νιώθουμε πολύ όμορφα και είμαστε πολύ δημιουργικοί. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;8. Αυξανόμενη φάση σελήνης (84-96ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Αυτή η μέρα αποκαλύπτει πολλές ατέλειες, κυρίως από πράγματα που έχουμε αφήσει στην άκρη. Μπορεί να πάρουμε σημαντικές πληροφορίες αλλά και να συναντήσουμε μεγάλες δυσκολίες. &lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;9. Αυξανόμενη φάση σελήνης (96-108ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Η αστάθεια και οι αλλαγές χαρακτηρίζουν αυτή την ημέρα. Δεν πρέπει να ξεκινάμε τίποτα αν θέλουμε να υπάρξει συνέχεια. Είναι καλή για να κάνουμε απολογισμό. &lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;10. Αυξανόμενη φάση σελήνης (108-120ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Αυτή καθώς και η επόμενη φάση είναι εποικοδομητικές και καλές για κάθε είδους δραστηριότητα. Ιδιαίτερα το κοινωνικό στοιχείο είναι έντονο.&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;11. Αυξανόμενη φάση Σελήνης (120-132ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Οι πόρτες είναι ορθάνοιχτες. Έχουμε μεγαλύτερη αντίληψη, υπάρχει επιτυχία σε εξετάσεις και γενικά επιτυχία στους στόχους.&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;12. Αυξανόμενη φάση Σελήνης (132-144ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Δεν είναι κακή μέρα, ωστόσο είμαστε ιδιαίτερα ενθουσιώδεις και υπερβολικά αισιόδοξοι και ίσως απογοητευτούμε. &lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;13. Αυξανόμενη φάση Σελήνης (144-156ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Μέρα ευνοϊκή για πρωτοβουλίες και αλλαγές. Η καθημερινότητα επιταχύνεται και είμαστε ικανοί για κάθε είδους εργασία. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;14. Αυξανόμενη φάση σελήνης (156-168ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Μια ημέρα αρκετά δύσκολη τουλάχιστον για εξωτερικές δραστηριότητες. Είναι προτιμότερο να αποσυρθούμε και να σκεφτούμε πριν δράσουμε. &lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;15. Πανσέληνος (168-180ο) &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Έχουμε ανάγκη από συναισθηματική ενίσχυση. Βγαίνουν προβλήματα σε σχέσεις ενώ πολλοί άνθρωποι μελαγχολούν.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 5pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Οι 14 Φάσεις που η Σελήνη μειώνεται:&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;1. Μειωμένη φάση σελήνης 0-12ο&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt; &lt;/span&gt;&lt;br /&gt;
Γενικά καλή και ευνοϊκή μέρα, χαρακτηρίζεται από επιδεξιότητα, εξυπνάδα, γρηγοράδα, ανταγωνισμό και αντιπαράθεση. &lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;2. Μειωμένη φάση σελήνης 12-24ο&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt; &lt;/span&gt;&lt;br /&gt;
Αυτή η φάση είναι ανήσυχη και πολυάσχολη. Είμαστε προσανατολισμένοι στην δράση και μπορεί να χάσουμε την εσωτερική σταθερότητα.&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;3. Μειωμένη φάση σελήνης (24-36ο)&lt;/span&gt; &lt;/b&gt;&lt;br /&gt;
Αστάθεια. Επηρεαζόμαστε πολύ εύκολα από τις γνώμες και τις διαθέσεις των άλλων.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;4. Μειωμένη φάση σελήνης (36-48ο) &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Μια μέρα φορτωμένη ενεργειακά που μπορεί να παράγει φιλονικίες, κακή διάθεση και διαφορές.&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;5. Μειωμένη φάση σελήνης (48-60ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Ευνοϊκή, ανάλαφρη μέρα που περνούμε ωραία. Κατάλληλη για εμπορικές συναλλαγές.&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;6. Μειωμένη φάση σελήνης (60-72ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Αυτή η μέρα είναι κάπως παθητική. Καλό είναι να αφήσουμε τα πράγματα να εξελιχθούν, αλλά να προσέχουμε. &lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;7. Μειωμένη φάση σελήνης (72-84ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Ευνοϊκή μέρα με πολύ εσωτερική και εξωτερική κινητικότητα και ευχάριστες δραστηριότητες. Καλή για μελέτη και ταξίδια αλλά ακατάλληλη για επισκέψεις σε γιατρούς.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 5pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioqyCi3m6vyhZWrc0JmFxoO99b3GEwXdT1hLZc3_r-HG67kcy9NFNcrafX5KWdY_tHq_6ibEu8txYmhcgvddc61nh-ueNWb_-IZHdUsN_E0reI6zK-_lq_lb6KsCUw7E7bsfQbKRFbB9kp/s1600/moon_phases_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioqyCi3m6vyhZWrc0JmFxoO99b3GEwXdT1hLZc3_r-HG67kcy9NFNcrafX5KWdY_tHq_6ibEu8txYmhcgvddc61nh-ueNWb_-IZHdUsN_E0reI6zK-_lq_lb6KsCUw7E7bsfQbKRFbB9kp/s320/moon_phases_1.jpg&quot; width=&quot;213&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 5pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 5pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 5pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 5pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-bottom: 5pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;8. Μειωμένη φάση σελήνης (84-96ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Κρίσιμη φάση. Υπάρχει τάση να χαρακτηριστούμε ανεπαρκείς. Τα σχέδια μένουν πίσω.&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;9. Μειωμένη φάση σελήνης (96-108ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Αστάθεια και αλλαγές χαρακτηρίζουν αυτή την μέρα. Δεν πρέπει να ξεκινήσουμε τίποτα που θέλουμε να έχει συνέχεια, αλλά είναι καλή για να σκεφτούμε τα πάντα.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;10. Μειωμένη φάση σελήνης (108-120ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Κινητικότητα και ευαισθησία, ικανότητα στην δράση, διαύγεια στην σκέψη και αισιοδοξία χαρακτηρίζουν αυτή την μέρα.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;11. Μειωμένη φάση σελήνης (120-132ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Πνευματικές διακοπές. Μέρα για πνευματική ξεκούραση και διαλογισμό. Η ημέρα μπορεί να παράγει ηθικές και θρησκευτικές αξίες. &lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;12. Μειωμένη φάση σελήνης (132-144ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Μέρα δύσκολη που νιώθουμε πιεσμένοι. Είναι καλύτερα να μην αναλάβουμε τίποτα γιατί μπορεί να δημιουργηθούν προβλήματα. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;13. Μειωμένη φάση σελήνης (144 – 156ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Ανάλαφρη μέρα που τα πάντα μπορούν να πάνε καλά και είναι πιθανή η επιτυχία.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;14. Μειωμένη φάση σελήνης (156-168ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Αυτή την ημέρα είναι καλύτερα να μην ασχοληθούμε με πολλά πράγματα. Η μέρα προσφέρεται για κάθαρση πνευματική, συναισθηματική και σωματική. &lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: dimgrey;&quot;&gt;15. Νέα Σελήνη (168-180ο)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Κάθε Νέα Σελήνη είναι ιδιαίτερη πνευματική. Το φεγγάρι στέκεται ανάμεσα στον ήλιο και την γή και προσφέρεται για περισυλλογή.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbAOWNdKt9lx9dI1kBrgFp4ui-Jg-L3sjqKCgEYiFPZDo-NQmHkf2_p8AimSEBheMMQ-bpty_aSAViuw07BnxABZmaHMifKF58woIBZrKlTq-00m5uaLSPuZgPDH3AWsO2821WtO5ylDFV/s1600/moon_phases_4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbAOWNdKt9lx9dI1kBrgFp4ui-Jg-L3sjqKCgEYiFPZDo-NQmHkf2_p8AimSEBheMMQ-bpty_aSAViuw07BnxABZmaHMifKF58woIBZrKlTq-00m5uaLSPuZgPDH3AWsO2821WtO5ylDFV/s1600/moon_phases_4.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/2768540371215992841/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_08.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/2768540371215992841'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/2768540371215992841'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_08.html' title='ΠΩΣ ΜΑΣ ΕΠΙΡΡΕΑΖΟΥΝ ΟΙ ΦΑΣΕΙΣ ΤΙΣ ΣΕΛΗΝΗΣ'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjglOGLMeBrVlY2k0rl96HCGV_RiLoEy3QQ0M5j5mY3EQK7qpyFDJvaMC43pkGonOIvAdhlFqG-c_t_YxfVFWzexvOgG83ha8EcFDPBGza37S9A2BVijv5fxkeoy3hygK111qsKuCE2lYWx/s72-c/moon_phases_3.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-3454091656943573147</id><published>2011-02-05T10:11:00.000-08:00</published><updated>2011-02-05T10:11:04.171-08:00</updated><title type='text'>Αστρολογία</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;address align=&quot;center&quot; style=&quot;margin-bottom: -1px; margin-top: -1px;&quot;&gt;       &lt;span style=&quot;font-family: Book Antiqua;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: white; font-size: medium;&quot;&gt;&amp;nbsp;&amp;nbsp; Τι        είναι η Αστρολογία ;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: white; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt; &lt;/address&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;/span&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.astrofree.gr/images/astrology/Copy%20of%20mapasc1_small.gif&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;Ωροσκόπιο&quot; border=&quot;0&quot; height=&quot;98&quot; src=&quot;http://www.astrofree.gr/images/astrology/Copy%20of%20mapasc1_small.gif&quot; width=&quot;100&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;margin: -1px 40px; text-align: left;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: x-large;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Η Αστρολογία σύμφωνα με την Ελληνική μυθολογία διδάχτηκε      στους ανθρώπους από την θεά Αθηνά. Είναι η αρχαιότερη επιστήμη και τέχνη η οποία      ασχολείται με την μελέτη των ουράνιων σωμάτων,&lt;span lang=&quot;el&quot;&gt;με&lt;/span&gt; τον      υπολογισμό των κινήσεών τους μέσα στο ηλιακό μας σύστημα και &lt;span lang=&quot;el&quot;&gt;     με &lt;/span&gt;τον προσδιορισμό των επιδράσεων τους επάνω στο χαρακτήρα των ανθρώπων,      στις συνήθειες και στο μέλλον τους. Η μελέτη των επιδράσεων γίνεται σύμφωνα      με την θέση την οποία &lt;span lang=&quot;el&quot;&gt;κατ&lt;/span&gt;έχουν οι &lt;span style=&quot;color: black;&quot;&gt;     πλανήτες&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;,     μέσα στα &lt;/span&gt;     ζώδια&lt;span style=&quot;color: #66ccff;&quot;&gt;     &lt;/span&gt;τα οποία βρίσκονται&lt;span style=&quot;color: #66ccff;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: #66ccff;&quot;&gt;     &lt;/span&gt;τους&lt;span style=&quot;color: #66ccff;&quot;&gt; &lt;/span&gt;     οίκους(σπίτια)&lt;/span&gt;     &lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: x-large;&quot;&gt;που καταλαμβάνουν και τις &lt;span lang=&quot;el&quot;&gt;αποστάσεις     &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: x-large;&quot;&gt;&lt;u&gt;(&lt;/u&gt;γωνίες&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: x-large;&quot;&gt;&lt;span lang=&quot;el&quot;&gt;-&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: x-large;&quot;&gt;     &lt;span style=&quot;color: black;&quot;&gt;όψεις&lt;/span&gt;     )&lt;span style=&quot;color: #66ccff;&quot;&gt; &lt;/span&gt;     τις οποίες&lt;span style=&quot;color: #66ccff;&quot;&gt; &lt;/span&gt;     σχηματίζουν μεταξύ τους.Είναι μια γλώσσα συμβόλων&lt;span lang=&quot;el&quot;&gt; στην οποία&lt;/span&gt;      τα ζώδια, οι πλανήτες&lt;span lang=&quot;el&quot;&gt; και&lt;/span&gt; οι &lt;span lang=&quot;el&quot;&gt;όψεις&lt;/span&gt; &lt;/span&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;παριστάνονται με σύμβολα&lt;/span&gt; (     &lt;span style=&quot;font-family: Wingdings;&quot;&gt;g&lt;/span&gt;&lt;span style=&quot;font-family: WOW Serif;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;font-family: WOW Serif;&quot;&gt;     &lt;/span&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;h&lt;/span&gt;&lt;span style=&quot;font-family: WOW Serif;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;font-family: WOW Serif;&quot;&gt;     &lt;/span&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;f&lt;/span&gt;&lt;span style=&quot;font-family: WOW Serif;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;font-family: WOW Serif;&quot;&gt;     &lt;/span&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;c&lt;/span&gt;).&lt;/span&gt;&lt;/div&gt;&lt;address align=&quot;center&quot; style=&quot;margin: -1px 40px;&quot;&gt;       &lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: Book Antiqua;&quot;&gt;Τι είναι       &lt;span lang=&quot;el&quot;&gt;ο &lt;/span&gt;Ζωδιακός κύκλος;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Book Antiqua; font-size: x-large;&quot;&gt;       &lt;/span&gt;     &lt;/address&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;address align=&quot;center&quot; style=&quot;margin-bottom: -1px; margin-left: 40px; margin-top: -1px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt; &amp;nbsp;&amp;nbsp;&lt;b&gt;&lt;span style=&quot;color: white;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: x-large;&quot;&gt;Οι αρχαίοι Αστρολόγοι παρατήρησαν ότι ο ήλιος στην      φαινομενική κίνηση το, περνούσε μέσα από δώδεκα αστερισμούς κατά την διάρκεια      των δώδεκα μηνών. Έτσι δημιούργησαν μία νοητή κυκλική ζώνη στον ουρανό, γύρω      από την γη, την διαίρεσαν σε δώδεκα ίσα τμήματα αντίστοιχα των δώδεκα αστερισμών(Κριός,      Ταύρος, κλπ.) και την ονόμασαν ζωδιακό κύκλο. Οι πλανήτες κινούνται μέσα στον      ζωδιακό κύκλο σε απόσταση 2-7 μοίρες, με εξαίρεση την απόκλιση του Πλούτωνα      κατά (17μοίρες). Η μεγαλύτερη φαινομενική περιστροφή του ήλιου μέσα σε ένα χρόνο      ονομάστηκε εκλειπτική. Το κέντρο της εκλειπτικής και του ζωδιακού κύκλου είναι      η γη. Όταν η εκλειπτική συναντά την γραμμή του ουράνιου Ισημερινού λέγεται Ισημερινή      γραμμή. Η αρχή της εκλειπτικής ορίστηκε η 0° μοίρα του Κριού, από την οποία      ο ήλιος περνούσε την 21η Μαρτίου, εαρινή Ισημερία, εκτός δίσεκτου έτους, την      20η Μαρτίου. Η γη μας περιστρέφεται γύρω από τον άξονά της από την δύση προς      την ανατολή, γι αυτό ο αστρολογικός υπολογισμός γίνεται αντίστροφα από την φορά      του ωρολογίου. Στην Αστρολογία εξετάζονται οι επιδράσεις των πλανητών με διαφορετικά      συστήματα, όπως το γεωκεντρικό σύστημα(με κέντρο την γη ) ή το ηλιοκεντρικό      (με κέντρο τον ήλιο) κ.ά. Οι θέσεις των πλανητών, των οίκων και τα ζωδίων υπολογίζονται      σε μοίρες. Εφόσον ο ζωδιακός κύκλος είναι 360 μοίρες ,άρα το κάθε ένα από τα      δώδεκα ζώδια καταλαμβάνει 30 μοίρες.&lt;/span&gt;&lt;/address&gt;&lt;/div&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;          &lt;/span&gt;          &lt;address style=&quot;margin: -1px 40px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt; &amp;nbsp;     &lt;/span&gt;&lt;/address&gt;&lt;address style=&quot;margin: -1px 40px;&quot;&gt;       &lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: white; font-family: Book Antiqua;&quot;&gt;&lt;a href=&quot;&quot; name=&quot;HOROSCOPE&quot;&gt;       &lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;color: white; font-family: Book Antiqua;&quot;&gt;Τι είναι το        ωροσκόπιο;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Book Antiqua; font-size: x-large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;     &lt;/span&gt;&lt;/address&gt;&lt;div align=&quot;center&quot; style=&quot;margin: -1px 40px;&quot;&gt;     &lt;/div&gt;&lt;div style=&quot;margin: -1px 40px; text-align: justify;&quot;&gt;     &lt;span style=&quot;font-family: Arial; font-size: x-large;&quot;&gt;&lt;span lang=&quot;el&quot;&gt;Στην Αστρολογία τ&lt;/span&gt;ο ωροσκόπιο      είναι η γραφική αναπαράσταση του &lt;/span&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;u&gt;          &lt;span style=&quot;font-family: Arial;&quot;&gt;ηλιακού μας συστήματος&lt;/span&gt;&lt;span style=&quot;color: #66ccff; font-family: Arial;&quot;&gt;&lt;a href=&quot;http://www.astrofree.gr/planets.htm&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt; &lt;/span&gt;    &lt;/a&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: x-large;&quot;&gt;η οποία δείχνει τις     &lt;span lang=&quot;el&quot;&gt;ακριβείς &lt;/span&gt;θέσεις των πλανητών και τις αποστάσεις&lt;span lang=&quot;el&quot;&gt;      (όψεις) &lt;/span&gt;μεταξύ τους. Το ωροσκόπιο      υπολογίζεται με βάση την ημερομηνία, τον τόπο&lt;span lang=&quot;el&quot;&gt; &lt;/span&gt;(γεωγραφικό      μήκος και πλάτος)&lt;span lang=&quot;el&quot;&gt; &lt;/span&gt;και την ακριβή ώρα &lt;span lang=&quot;el&quot;&gt;     της &lt;/span&gt;γέννησης&lt;span lang=&quot;el&quot;&gt; ή των προβλέψεων&lt;/span&gt; .&lt;/span&gt;&lt;/div&gt;&lt;address style=&quot;margin-left: 40px; margin-right: 40px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt; &amp;nbsp;     &lt;/span&gt;&lt;/address&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/3454091656943573147/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_05.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3454091656943573147'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3454091656943573147'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post_05.html' title='Αστρολογία'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-58932828935492755</id><published>2011-02-05T09:52:00.000-08:00</published><updated>2011-02-05T09:52:30.224-08:00</updated><title type='text'>Αστρολογια - ζωδια: Το Νέο παράδειγμα και η Μεταμοντέρνα ΑΣΤΡΟΛΟΓΙΑ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5rhWwWeRDAOvpdLKVfKLPHPJ8nsSwLVek32Zc1hpzCnQzg7kOUiEmDpv1g2a9qzim2jFHEbXUD8vDDc0A3jWqlrMdNo4S58znrRwGTO06TR0ZLVej3i9mREcNVrBXYq0lq170pabOD8mY/s1600/%25CE%25B1%25CF%2583%25CF%2584%25CF%2581%25CE%25BF%25CE%25BB%25CE%25BF%25CE%25B3%25CE%25B9%25CE%25BA%25CE%25BF%25CF%2582+%25CF%2587%25CE%25B1%25CF%2581%25CF%2584%25CE%25B7%25CF%2582.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5rhWwWeRDAOvpdLKVfKLPHPJ8nsSwLVek32Zc1hpzCnQzg7kOUiEmDpv1g2a9qzim2jFHEbXUD8vDDc0A3jWqlrMdNo4S58znrRwGTO06TR0ZLVej3i9mREcNVrBXYq0lq170pabOD8mY/s320/%25CE%25B1%25CF%2583%25CF%2584%25CF%2581%25CE%25BF%25CE%25BB%25CE%25BF%25CE%25B3%25CE%25B9%25CE%25BA%25CE%25BF%25CF%2582+%25CF%2587%25CE%25B1%25CF%2581%25CF%2584%25CE%25B7%25CF%2582.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;!--[if !mso]&gt; &lt;style&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
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&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults v:ext=&quot;edit&quot; spidmax=&quot;1027&quot;/&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout v:ext=&quot;edit&quot;&gt;   &lt;o:idmap v:ext=&quot;edit&quot; data=&quot;1&quot;/&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt;Η Ανυποληψία της Αστρολογίας&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt;Το να κάνει κάποιος μια διάλεξη για την αστρολογία φαίνεται, ίσως, εκτός τόπου σ’ ένα συνέδριο που αφορά στη «νέα» επιστήμη. Δεν υπάρχει τίποτα το ιδιαίτερα νέο στην αστρολογία. Υπήρχε πριν από την επιστήμη και, με την έννοια αυτή, θα μπορούσε να θεωρηθεί προεπιστημονική, ακόμα και αντιεπιστημονική, στο βαθμό που η αστρολογία αποτελούσε κεντρικό άξονα της μαγικής κοσμοθεωρίας, κάτι που η επιστήμη κυριολεκτικά ξερίζωσε.&lt;br /&gt;
&lt;br /&gt;
Η αστρολογία, φυσικά, είναι η μελέτη των αντιστοιχιών ανάμεσα στα ουράνια και τα γήινα φαινόμενα και, πιο &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt;συγκεκριμένα, η πεποίθηση ότι η διευθέτηση των πλανητών σε κάποια δεδομένη χρονική στιγμή αποτελεί τη συμβολική αντανάκλαση του χαρακτήρα και του πεπρωμένου ενός ατόμου που γεννήθηκε σ’ εκείνο το χρονικό σημείο. Ενώ η αστρολογία είχε κεντρική και αξιόλογη θέση στους πολιτισμούς που προηγήθηκαν της επιστημονικής επανάστασης, μετά απ’ αυτήν άρχισε να αποκτά κακή φήμη. Υπάρχουν αιτίες γι’ αυτό και θα τις αναφέρω με συντομία. Δε χρειάζεται να αναφέρω ότι για πολλούς έξυπνους ανθρώπους οι ισχυρισμοί της αστρολογίας μοιάζουν κάπως αστείοι – ένα απλό παιχνίδι συναναστροφών έξω από το χώρο των διανοούμενων, ένα στήριγμα για τους αδύναμους και τους εξαρτημένους, ένα επιφανειακό και ψεύτικο σύστημα που επιβιώνει ως νοητικό απολίθωμα από μια ξεπερασμένη εποχή μόνο ανάμεσα στους κύκλους των αμόρφωτων, των προληπτικών ή απλώς των ηλίθιων.&lt;br /&gt;
&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt; Έχουν κατηγορήσει την αστρολογία ότι είναι απλουστευτική, φαταλιστική και αναχρονιστική. Δεν έχει θέση στα πανεπιστήμια μας, έχει χλευαστεί από όλους σχεδόν τους κλάδους της σύγχρονης μάθησης και έχει καταδικαστεί από την εκκλησία ως αίρεση. Η εχθρότητα εναντίον της αστρολογίας δεν εμφανίστηκε ποτέ τόσο έντονα όσο το 1975, όταν 186 κορυφαίοι επιστήμονες, εκ των οποίων οι 18 είχαν τιμηθεί με το Βραβείο Νόμπελ, υπόγραψαν μια επιθετική δήλωση εναντίον της αστρολογίας, με την οποία την αποκήρυσσαν. Δεδομένης της ανυποληψίας της αστρολογίας, προβληματιζόμαστε, ίσως, όταν μαθαίνουμε ότι κάποτε είχε θεωρηθεί η θεϊκή τέχνη, η «μητέρα όλων των επιστημών» και άξια να μελετηθεί από τον Νικόλαο Κοπέρνικο, τον Γαλιλαίο, τον Γιοχάνες Κέπλερ και τον Σερ Ισαάκ Νιούτον – ανθρώπους αφιερωμένους στην αστρολογία, από την οποία αντλούσαν έμπνευση. Γνωρίζουμε ότι οι νόμοι της πλανητικής κίνησης του Κέπλερ προέρχονται στο μεγαλύτερο μέρος τους από την έρευνα του για τη μουσική των σφαιρών, τη μεγάλη κοσμική αρμονία για την οποία μίλησε ο Πυθαγόρας – ο διασημότερος αστρολόγος της αρχαίας Ελλάδας. Με τον ίδιο τρόπο, η προσπάθεια του Νιούτον να κατανοήσει τη βασική αιτία της αστρολογικής επίδρασης τον οδήγησε στη θεωρία του για την έλξη της βαρύτητας. Η Οργανική Κοσμοαντίληψη των Παραδοσιακών Πολιτισμών&amp;nbsp; Για να κατανοήσουμε το λόγο για τον οποίο οι θεμελιωτές της σύγχρονης επιστήμης ήταν αστρολόγοι αυτοί οι ίδιοι, πρέπει πρώτα να καταλάβουμε την παραδοσιακή κοσμοαντίληψη, την οποία η επιστήμη έπρεπε αρχικά να κατακτήσει και να αντικαταστήσει.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt; &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt; Επί χιλιετηρίδες οι άνθρωποι σε όλο τον κόσμο είχαν μια κοινή πίστη: ότι το Σύμπαν ήταν έμψυχο. Ο Ήλιος, η Σελήνη και τα άστρα εκλαμβάνονταν ως ένα τεράστιο πλέγμα έμψυχης συνείδησης, η οποία εξουσιάζονταν από μια άπειρη διάνοια.[1] Το Ον αυτό δεν ήταν διακριτό από τον κόσμο, αλλά ενυπήρχε στις διαδικασίες και τους κύκλους της φύσης. Ενώ διάφορες θρησκείες και φιλοσοφίες αναφέρονται σ’ αυτό το υπέρτατο Ον με διαφορετικά ονόματα, ήταν σχεδόν ομόφωνη η αντίληψη ότι ο κόσμος ήταν εμψυχωμένος. Στη νεοπλατωνική&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;!--[endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;/style&gt; &lt;![endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt;φιλοσοφία, ολόκληρο το σύμπαν αντιμετωπίζονταν ως ένας ζωντανός οργανισμός. Ο οργανισμός αυτός είχε ιεραρχική δομή, έτσι ώστε το σύστημα του κόσμου να είναι μια «Μεγάλη Αλυσίδα της Ύπαρξης», περιφέρειες μέσα σε περιφέρειες που όλο και αυξάνονταν η διάμετρος τους, οι οποίες κορυφώνονταν στον ίδιο τον Κόσμο, την υπέρτατη, περικλείουσα τα πάντα, ολότητα (Lovejoy, 1936). Τα άστρα και οι πλανήτες ήταν εκφράσεις των λειτουργιών του οργανισμού αυτού, όπως ακριβώς και τα διάφορα όργανα του ανθρώπινου σώματος είναι εκφράσεις και όργανα των λειτουργιών του. Κάθε ύπαρξη στη φύση αντιστοιχούσε σ’ αυτό το γενικό σχέδιο. Κάθε πράγμα ήταν τμήμα ενός μεγαλύτερου συνόλου, ενώ και το ίδιο ήταν ένα σύνολο που περιείχε τα δικά του επιμέρους τμήματα.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt; Η μοναδική κοσμοθεωρία που επικρατούσε σχετικά με τη φύση ήταν οι αντιστοιχίες ανάμεσα στα διάφορα επίπεδα. Επίσημα, ήταν γνωστή ως το δόγμα του μακρόκοσμου και του μικρόκοσμου, μια αντίληψη που βασίζονταν στην αναλογία μεταξύ του όλου και των τμημάτων του – το κατώτερο ήταν ένας μικρόκοσμος του ανώτερου. Οι αντιστοιχίες ερμηνεύονταν με την ερμητική έννοια των «όμοιων» και των «συμπαθειών». Όμοια ήταν οι δομές εκείνες που συμφωνούσαν ως προς το σχήμα τους, άσχετα αν διέφεραν ως προς το μέγεθος τους.&amp;nbsp; Έτσι, οι αρχαίοι αντιλαμβάνονταν το Σύμπαν σαν ένα μεγάλο σύστημα ομοίων, τα οποία μειώνονταν σε μέγεθος, καθώς κατέρχονταν τις βαθμίδες της ζωής και τα οποία ενώνονταν από συντονισμένους δεσμούς συμπάθειας (Hall, 1936).&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt; Το δόγμα ότι κάθε τι στο Σύμπαν ενώνεται με όλα τα άλλα, κυρίως εξαιτίας μυστικών συγγενειών, αποτέλεσε τη θεμελίωση της αστρολογίας. Αφού ο Άνθρωπος θεωρήθηκε καθρέφτης της κοσμικής τάξης, κάθε πλευρά της φυσικής και της ψυχικής ανατομίας του είχε το αντίστοιχο της στην ουράνια σφαίρα. Κάθε ανθρώπινη ύπαρξη ήταν ένας μικρόκοσμος – μια μινιατούρα του σύμπαντος – που αντικατόπτριζε το μακρόκοσμο, το Σύμπαν στην ολότητα του. Η ουσία της διδασκαλίας αυτής περικλείεται στο ερμητικό απόφθεγμα, «όπως επάνω, έτσι και κάτω.»&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7.5pt;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Από : http://www.anew.gr/astro_articles/article.php?aid=16&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/58932828935492755/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/58932828935492755'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/58932828935492755'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/02/blog-post.html' title='Αστρολογια - ζωδια: Το Νέο παράδειγμα και η Μεταμοντέρνα ΑΣΤΡΟΛΟΓΙΑ'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5rhWwWeRDAOvpdLKVfKLPHPJ8nsSwLVek32Zc1hpzCnQzg7kOUiEmDpv1g2a9qzim2jFHEbXUD8vDDc0A3jWqlrMdNo4S58znrRwGTO06TR0ZLVej3i9mREcNVrBXYq0lq170pabOD8mY/s72-c/%25CE%25B1%25CF%2583%25CF%2584%25CF%2581%25CE%25BF%25CE%25BB%25CE%25BF%25CE%25B3%25CE%25B9%25CE%25BA%25CE%25BF%25CF%2582+%25CF%2587%25CE%25B1%25CF%2581%25CF%2584%25CE%25B7%25CF%2582.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6083478569413943069.post-3893796733544657679</id><published>2011-01-19T09:20:00.000-08:00</published><updated>2011-06-04T13:03:21.285-07:00</updated><title type='text'>ΜΕΛΛΟΝΤΟΛΟΓΙΑ ΤΟΥ ΩΡΙΩΝΑ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGXlE-wNUmL_279cTv7nxerY0XqTWvKS6IMzuwxNlffSd9RyEEyEwowP0DH6ClR55eiBOjeZmZST7AaEd5CWcJXFi_mD5JgjqRCLp1KfRJ861t306Bbtgf1SEVA1NUtG0E2cAG2L6A-DTd/s1600/70374_100001875466846_684544_n.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGXlE-wNUmL_279cTv7nxerY0XqTWvKS6IMzuwxNlffSd9RyEEyEwowP0DH6ClR55eiBOjeZmZST7AaEd5CWcJXFi_mD5JgjqRCLp1KfRJ861t306Bbtgf1SEVA1NUtG0E2cAG2L6A-DTd/s1600/70374_100001875466846_684544_n.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h6 class=&quot;uiStreamMessage&quot; data-ft=&quot;{&amp;quot;type&amp;quot;:&amp;quot;msg&amp;quot;}&quot;&gt;&lt;span class=&quot;messageBody&quot; style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #444444; font-family: Arial,Helvetica,sans-serif;&quot;&gt;Η τελευταία έρευνα στην πρόβλεψη του μέλλοντος χρησιμοποιόντας την ενοποιημένη δύναμη του Ωρίων διατίθεται στο e-mail: orion_mel@ymail.com. Προβλέπει ατυχήματα ,σχέσεις ,εύνοια της τύχης με μεγαλη ακρίβεια. Στέιλε e-mail και ενημερωσου δωρεαν.&lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orionmelodology.blogspot.com/feeds/3893796733544657679/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://orionmelodology.blogspot.com/2011/01/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3893796733544657679'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6083478569413943069/posts/default/3893796733544657679'/><link rel='alternate' type='text/html' href='http://orionmelodology.blogspot.com/2011/01/blog-post.html' title='ΜΕΛΛΟΝΤΟΛΟΓΙΑ ΤΟΥ ΩΡΙΩΝΑ'/><author><name>ΩΡΙΩΝ</name><uri>http://www.blogger.com/profile/07470291147282936664</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='26' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKsG66QiE5vo6Aq7dp_kuEljyUqgfN6ZiTw1YyjpwZEVjC7XGJumbII1EqXoIqVYpKeJqHpO9cgpRC5L9Vgw2eE1IWILjNI19dWflZ8uni_DdRPT8tdvgimqA3pOaSTs/s220/m42_hst_c45.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGXlE-wNUmL_279cTv7nxerY0XqTWvKS6IMzuwxNlffSd9RyEEyEwowP0DH6ClR55eiBOjeZmZST7AaEd5CWcJXFi_mD5JgjqRCLp1KfRJ861t306Bbtgf1SEVA1NUtG0E2cAG2L6A-DTd/s72-c/70374_100001875466846_684544_n.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>