tag:blogger.com,1999:blog-21562731645259538012024-03-04T12:23:26.922-08:00Ο Σκουπιδοτενεκές της Ιστορίαςskoupidontenekeshttp://www.blogger.com/profile/00038683689422944831noreply@blogger.comBlogger9125tag:blogger.com,1999:blog-2156273164525953801.post-25797884633001345382023-07-29T02:33:00.002-07:002023-07-29T02:41:20.246-07:00ΓΥΝΑΙΚΕΙΟ ΖΗΤΗΜΑ ΚΑΙ ΣΕΞΟΥΑΛΙΚΗ ΕΠΑΝΑΣΤΑΣΗ-Γιάκομπ Μπαχόφεν (2).<p> ΓΥΝΑΙΚΕΙΟ ΖΗΤΗΜΑ ΚΑΙ ΣΕΞΟΥΑΛΙΚΗ ΕΠΑΝΑΣΤΑΣΗ. </p><p><span style="font-size: large;">2.Ένα </span><span style="font-size: small;"><span style="font-size: large;">κείμενο του Μπαχόφεν και συμπεράσματα από το έργο του</span>. <br /></span></p><p></p><blockquote><blockquote><span style="font-size: small;"> </span></blockquote></blockquote>
<p></p><p lang="en-US" style="margin-bottom: 0cm;"> <span style="font-size: medium;"><b>J.Bachofen. </b></span>
</p>
<p lang="en-US" style="margin-bottom: 0cm;"><span style="font-size: medium;"></span></p><blockquote><span style="font-size: medium;"><b>Das
Mutterrecht </b></span></blockquote><span style="font-size: medium;"><span lang="en-US"><i><b></b></i></span></span><p></p><p></p><a name='more'></a>
<p></p>
<p lang="el-GR" style="margin-bottom: 0cm;"></p><blockquote><span style="font-size: medium;">Γ.
Μπαχόφεν, ''Το μητρικό δίκαιο'' . </span></blockquote>
<p></p>
<p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="el-GR">''Ο
σκοπός της παρούσας εργασίας είναι να
ερευνήσουμε ένα ιστορικό φαινόμενο που
μέχρι σήμερα έχει απασχολήσει λίγους
και το οποίο κανένας δεν έχει εξετάσει
πλήρως. Φοιτητές της αρχαιολογίας
αδυνατούν να αναφερθούν πάνω στη
μητριαρχία . Η ίδια η λέξη είναι καινούργια
, όπως είναι και ο τύπος της οικογένειας
στην οποία αναφέρεται. Όχι μόνο έχουμε
έλλειψη από εκτενείς εισαγωγικές
εργασίες , αλλά ακόμα και σήμερα κανένας
ερευνητής δεν έχει κάνει κάποια προσπάθεια
να παρουσιάσει εκείνο το στάδιο του
πολιτισμού στο οποίο ανήκει η μητριαρχία.
Μιλώντας για αυτή ,εισερχόμαστε ,
επομένως, σε ένα εντελώς ανεξερεύνητο
έδαφος. Αυτή η μελέτη θα μας οδηγήσει
από τους γνωστούς αιώνες της αρχαιότητας
,σε πιο παλιές εποχές και από τον κόσμο
των ιδεών με τον οποίο είμαστε εξοικειωμένοι
, σε ένα παρελθόν ,σε ένα αρχαιότερο
περιβάλλον , πλήρως άγνωστο. Οι λαοί ,με
τα ονόματα των οποίων συνδέεται σχεδόν
αποκλειστικά το μεγαλείο της αρχαιότητας
,πρέπει να υποχωρήσουν στο παρασκήνιο,
ενώ άλλοι ,που δεν έφτασαν ποτέ στα ύψη
του κλασικού πολιτισμού, θα καταλάβουν
τη θέση τους</span></span><span style="font-size: medium;">
.Ένας άγνωστος κόσμος ξαφνικά θα μας
αποκαλυφθεί . Και, όσο πιο βαθιά εισχωρούμε
σε αυτόν τον κόσμο, τόσο πιο παράξενα
γίνονται για μας τα πράγματα. Παντού
συναντούμε ιδέες αντίθετες στις ιδέες
ενός ανεπτυγμένου πολιτισμού, ερχόμαστε
αντιμέτωποιμε πιο παλαιές οπτικές,
γιατί εισερχόμαστε σε μια εποχή με έναν
δικό της χαρακτήρα και μια ηθική που
μπορεί να αξιολογηθεί μόνο στη βάση των
δικών της αρχών. </span></i>
</p><i>
</i><p style="margin-bottom: 0cm;"><i><br /></i>
</p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;">Ο
γυναικοκρατικός οικογενειακός νόμος
,δεν φαίνεται παράξενος μόνο σε εμάς
όταν τον μελετούμε. Ήδη οι αρχαίοι τον
έβλεπαν ως κάτι το περίεργο. </span><span style="font-size: medium;"><span lang="el-GR">Συγκρινόμενος
με τον ελληνικό τρόπο ζωής, αυτός ο
παλαιότερος νόμος στον οποίο ανήκει η
μητριαρχία, από τον οποίο έχει προέλθει
και από τον οποίο και μόνο μπορεί να
εξηγηθεί, φαίνεται πράγματι αξιοπερίεργος.
</span></span></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="en-US">O</span>
σκοπός της ακόλουθης έρευνας είναι να
παρουσιαστεί η ζωτική αρχή που βρίσκεται
στη βάση αυτής της γυναικοκρατικής
εποχής. Επιθυμώ να την παρουσιάσω στις
πραγματικές της σχέσεις με τα κατώτερα
στάδια του πολιτισμού από τη μια μεριά,
και από τα πιο ανεπτυγμένα από την άλλη.
</span></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><span style="font-size: medium;">Συνειδητοποιώ
πλήρως ότι ανέθεσα στον εαυτό μου μια
εργασία που μπορεί να επεκταθεί σε πολύ
περισσότερα πράγματα από αυτά που θα
μπορούσε να υποδεικνύει ο τίτλος που
διάλεξα. Θα επεκταθεί σε όλες τις φάσεις
των γυναικοκρατικών ηθών, φωτίζοντας
τόσο τα επιμέρους χαρακτηριστικά του,
όσο και τη θεμελιώδη αρχή που τα συνδέει.
Συνεπώς ευελπιστώ να αναπαραστήσω την
εικόνα ενός σταδίου του πολιτισμού που
έχει υποχωρήσει, σε κάποιες περιοχές
έχει παύσει εντελώς, από την πιο
ανεπτυγμένη κλασσική εποχή. Ο στόχος
μου μπορεί να φαντάζει πολύ φιλόδοξος.
Αλλά μόνο αν διευρύνουμε την οπτική μας
στα πιο ευρύτερα όριά της είναι πιθανό
να αποκτήσουμε μια πλήρη κατανόηση και
να επεκτείνουμε την επιστημονική ιδέα
με την διαύγεια και την ακρίβεια που
συνθέτουν την ουσία της γνώσης. </span></i>
</p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="el-GR">Από
όλες τις αναφορές που αποδεικνύουν την
ύπαρξη της μητριαρχίας στην πιο φυσική
της μορφή, οι πιο ξεκάθαρες και με
μεγαλύτερη αξία είναι αυτές που αφορούν
τους Λύκιους. Οι Λύκιοι , όπως αναφέρει
ο Ηρόδοτος, ονομάτιζαν τα παιδιά τους
όχι με το όνομα του πατέρα τους, όπως
έκαναν οι Έλληνες, αλλά με το όνομα της
μητέρας τους. Σε όλες τις γενεαλογικές
τους αναφορές τόνιζαν μόνο τη μητρική
γραμμή καταγωγής και αποφάσιζαν την
ιεραρχία που θα καταλάμβανε το παιδί
μόνο σε συνδυασμό με αυτόν της μητέρας.
Ο Νικόλαος ο Δαμασκηνός εμπλούτισε
αυτές τις πληροφορίες ,αφού του τράβηξαν
την προσοχή τα αποκλειστικά κληρονομικά
δικαιώματα που είχαν οι θυγατέρες.
Εντόπισε τη ρίζα των δικαιωμάτων αυτών
σε έναν παραδοσιακό νόμο των Λύκιων , ο
οποίος ήταν ένας άγραφος νόμος , και ο
οποίος ,σύμφωνα με την αναφορά του
Σωκράτη ,πρέπει να θεωρηθεί ότι είχε
δωθεί στους ανθρώπους από τους ίδιους
τους Θεούς. Αν και ο Ηρόδοτος δεν βλέπει
τίποτα παραπάνω στους νόμους αυτούς
από μια εκτροπή των ελληνικών εθίμων,
η παρατήρηση ότι έχουν μια εσωτερική
ενότητα πρέπει να μας οδηγήσει σε μια
βαθύτερη ερμηνεία. Αυτό που βλέπουμε ,
δεν είναι κάτι το ασυνάρτητο αλλά κάτι
το συστηματικό, δεν είναι αυθαίρετο,
αλλά φαίνεται ότι αναδύθηκε από κάποια
αναγκαιότητα.Επιπλέον,όταν αρνούμαστε
κατηγορηματικά οποιαδήποτε επιρροή
πάνω σε έναν γραπτό νόμο, η υπόθεση ότι
αυτά τα έθιμα δεν αποτελούν παρά μια
ασήμαντη ανωμαλία, χάνει την τελευταία
της ισχύ ως επιχείρημα.Η σύγχρονη
ελληνορωμαϊκή πατριαρχία έρχεται σε
αντίθεση με έναν κώδικα οικογενειακής
ηθικής που είναι το άμεσο αντίθετό του
,τόσο στις θεμελιώδεις αρχές του όσο
και στη συνακόλουθη ανάπτυξή τους .Αυτή
η ιδέα επιβεβαιώνεται περαιτέρω, από
την ανακάλυψη παρόμοιων νόμων ανάμεσα
και σε άλλες φυλές. Σύμφωνα με ένα
αιγυπτιακό έθιμο , που μας μαρτυρεί ο
Διόδωρος, μόνο οι θυγατέρες είναι
υπεύθυνες για τη στήριξη των ηλικιωμένων
γονέων τους. Αυτό αντιστοιχεί πλήρως
στα αποκλειστικά κληρονομικά δικαιώματα
των Λύκιων. Αλλά , αν και η πρακτική αυτή
φαίνεται να συνδέεται με το σύστημα των
Λύκιων ,μια αναφορά του Στράβωνα πάνω
στους Καντάβρους μας οδηγεί στην
ανακάλυψη και άλλων παραλλαγών της
ίδιας αρχής. Όπως αναφέρει ο Στράβωνας,
ανάμεσα στους Καντάβρους , οι αδερφοί
είναι αυτοί που αφήνουν το σπίτι και
εξοπλίζονται με προίκα που τους δίνουν
οι αδερφές τους. Εκτός από την παρουσίαση
μιας εξαιρετικά ολοκληρωμένης εικόνας,
αυτά τα γεγονότα αποδεικνύουν επίσης
την υπόθεση ότι η μητριαρχία δεν είναι
απλώς μια ασυνήθιστη εξέλιξη ,μια
ιδιομορφία ενός έθνους , αλλά είναι
χαρακτηριστικό ενός ολόκληρου πολιτιστικού
σταδίου .Δεδομένης της ομοιομορφίας
της ανθρώπινης φύσης, πρέπει να
συμπεράνουμε ότι η μητριαρχία δεν
εξαρτάται ούτε περιορίζεται από
φυλετικούς νόμους. Τελικά, πρέπει να
στρέψουμε την προσοχή μας όχι τόσο στην
εσωτερική αρμονία που επικρατεί στις
διάφορες μορφές της που έχουν ανακαλυφθεί,
αλλά στην ταυτότητα της θεμελιώδους
ιδέας που διέπει όλο το σύστημα.</span></span></i></p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><span style="font-size: medium;">Σε
αυτή τη σειρά των γεγονότων, οι αναφορές
του Πολύβιου σχετικά με τις 100 αριστοκρατικές
οικογένειες των Λοκρών , οι οποίες
χαρακτηρίζονται από μητρική γενεαλογία,
προσθέτουν ακόμη περισσότερο εγγενώς
σχετικό υλικό, η ορθότητα και η σημασία
του οποίου θα αποδειχθεί κατά τη διάρκεια
αυτής της έρευνας. </span></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><span style="font-size: medium;">Η
μητριαρχία ανήκει σε ένα παλαιότερο
στάδιο του πολιτισμού από ό,τι το
πατριαρχικό σύστημα και στη πλήρη και
μεγαλύτερή της ισχύ θρυμματίστηκε από
τη νικηφόρα πατριαρχία. </span></i>
</p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="el-GR">Το
γεγονός αυτό επιβεβαιώνεται από το ότι
οι γυναικοκρατικοί τύποι κοινωνιών
απαντώνται ανάμεσα σε αυτά τα έθνη που
είναι παλαιότερα από τους Έλληνες.
Αποτελούν ουσιαστικό μέρος αυτού του
πρωταρχικού πολιτισμού του οποίου τα
χαρακτηριστικά είναι τόσο στενά
συνδεδεμένα με την επικράτηση της
μητριαρχίας όσο ο ελληνισμός με την
εξουσία του πατέρα.</span></span><span style="font-size: medium;">
</span></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><span style="font-size: medium;">Η
αξιοσημείωτη συνοχή που μαρτυρείται
στη γυναικοκρατική κουλτούρα δείχνει
ξεκάθαρα την ύπαρξη μιας κυρίαρχης
δομής, της οποίας κάθε έκφραση είναι
προϊόν της ίδιας αρχής.Αποτελεί ένα
αυτοτελές στάδιο στην ανάπτυξη του
ανθρώπινου πνεύματος. Η κυριαρχία του
μητρικού στοιχείου δεν μπορεί να γίνει
αντιληπτή ως ένα μεμονωμένο φαινόμενο.
</span></i>
</p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="el-GR">Απο
την άλλη, μια τέτοια ηθική, για παράδειγμα,
όπως αυτή που επιδεικνύει ο ελληνικός
πολιτισμός στο απόγειό του, δεν μπορεί
να συνδεθεί με αυτήν.Η ίδια αντίθεση
ανάμεσα στην πατριαρχική και τη
μητριαρχική αρχή, πρέπει αναγκαστικά
να διαπερνά κάθε φάση της ζωής σε αυτούς
τους δύο πολιτισμούς</span></span><span style="font-size: medium;">
.</span></i></p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="el-GR">Η
συνοχή της γυναικοκρατικής αρχής
επιβεβαιώνεται από την προτίμηση της
αριστεράς πλευράς έναντι της δεξιάς,κάτι
που συναντάται συνήθως στους μητριαρχικούς
λαούς</span></span><span style="font-size: medium;"> .Ο
χειρισμός με το αριστερό ανήκει στην
παθητική φύση της γυναίκας , ενώ η δεξιά
είναι χαρακτηριστική του ενεργητικού
αρσενικού. </span><span style="font-size: medium;"><span lang="el-GR">Για
να κατανοήσουμε αυτήν την ιδέα, δεν
χρειάζεται παρά να θυμηθούμε τον ρόλο
που παίζει το αριστερό χέρι της Ίσιδος
στην περιοχή του Νείλου, ένα από τα
προπύργια της μητριαρχίας</span></span><span style="font-size: medium;">
.</span></i></p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="el-GR">Μόλις
συνειδητοποιήσουμε αυτήν την τάση,
σύντομα μας αποκαλύπτονται και άλλα
πολυάριθμα γεγονότα , που μαρτυρούν τη
σημασία και την καθολικότητά της</span></span><span style="font-size: medium;"><span lang="en-US">
, </span></span><span style="font-size: medium;"><span lang="el-GR">και
την αποσυνδέουν από μια απλή φιλοσοφική
υπόθεση </span></span><span style="font-size: medium;"><span lang="en-US">.</span></span><span style="font-size: medium;"><span lang="el-GR">Στα
ήθη και τις συνήθειες της κοσμικής
καθώς και της θρησκευτικής ζωής, στα
χαρακτηριστικά των ενδυμάτων αλλά
και της κομμωτικής,αλλά επίσης στην
έννοια ορισμένων ιδιωματισμών του
λόγου, η ίδια θεμελιώδης αρχή βρίσκει
επανειλημμένη την έκφρασή της</span></span><span style="font-size: medium;">
.Είναι η διατύπωση της αρχής </span><span style="font-size: medium;"><span lang="en-US">major
honos lavarum partium </span></span><span style="font-size: medium;"><span lang="el-GR">(</span></span><span style="font-size: medium;"><span lang="el-GR">μεγαλύτερη
δόξα στο αριστερό μέρος</span></span><span style="font-size: medium;"><span lang="el-GR">)</span></span><span style="font-size: medium;"><span lang="en-US">,</span></span><span style="font-size: medium;"><span lang="el-GR">που
συνδέεται στενά με τη μητριαρχία. </span></span></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><span style="font-size: medium;">Σε
καμία περίπτωση δεν είναι λιγότερο
σημαντική μια δεύτερη έκφραση του ίδιου
θεμελιώδους νόμου: αυτή της επικράτησης
της νύχτας έναντι της ημέρας, της ημέρας
η οποία γεννιέται από την μήτρα της.
Μια αντίθετη αντίληψη θα ερχόταν
αναμφισβήτητα σε σύγκρουση με την ιδέα
της γυναικοκρατίας. </span></i>
</p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="el-GR">Ήδη
στην αρχαιότητα , η προτίμηση προς τη
νύχτα έχει συνδεθεί με αυτήν της αριστερής
πλευράς , και τα δύο έχουν συνδεθεί με
την κυριαρχία της μητρικής επιρροής.Σε
αυτήν την περίπτωση επίσης , πανάρχαια
έθιμα και συνήθειες, όπως ο υπολογισμός
του χρόνου με βάση τις νύχτες, η επιλογή
της νύχτας για τη διεξαγωγή των μαχών
,των συνελεύσεων συμβουλίων και των
δικαστηρίων, δηλαδή η προτίμηση του
σκοταδιού για την άσκηση κοινωνικών
λειτουργιών, δείχνουν ότι δεν έχουμε
να κάνουμε με μια φιλοσοφική υπόθεση
μεταγενέστερης προέλευσης, αλλά με έναν
πραγματικό αρχαίο τρόπο ζωής.</span></span><span style="font-size: medium;">
Συνεχίζοντα</span><span style="font-size: medium;"><span lang="el-GR">ς
πάνω σε αυτή τη γραμμή συλλογισμού, θα
αναγνωρίσουμε εύκολα την προτίμηση της
σελήνης έναντι του ήλιου και της δεκτικής-
παθητικής γης έναντι του γονιμοποιού
και ενεργητικού ωκεανού, ως αναπόσπαστα
χαρακτηριστικά μιας εποχής που ήταν
κατά κύριο λόγο μητριαρχική</span></span><span style="font-size: medium;">
.</span><span style="font-size: medium;"><span lang="el-GR">Σε
αυτές τις παρατηρήσεις προστίθεται η
προτίμηση της δυσοίωνης πτυχής της
ζωής,δηλαδή του θανάτου, έναντι της
φωτεινής πτυχής της δημιουργίας, της
υπεροχής των νεκρών έναντι των ζωντανών
και της λύπης έναντι της χαράς</span></span><span style="font-size: medium;">
.Κ</span><span style="font-size: medium;"><span lang="el-GR">ατά
τη διάρκεια αυτής της έρευνας οι
παρατηρήσεις αυτές θα ενισχυθούν με
μια ισχυρότερη επιβεβαίωση και βαρύτητα</span></span><span style="font-size: medium;">
.</span><span style="font-size: medium;"><span lang="el-GR">Σε
αυτό το σημείο εμφαθύνουμε σε μια
ιδεολογία στην οποία η μητριαρχία δεν
εμφανίζεται πλέον ως ένα παράξενο και
ακατανόητο φαινόμενο, αλλά ως μια
ομοιογενής οντότητα</span></span><span style="font-size: medium;">
.</span><span style="font-size: medium;"><span lang="el-GR">Ωστόσο,
η εικόνα που έχουμε εξακολουθεί να
έχει πολλά κενά και ασαφή σημεία</span></span><span style="font-size: medium;">
.Α</span><span style="font-size: medium;"><span lang="el-GR">λλά
κάθε ανακάλυψη που στηρίζεται σε στέρεες
βάσεις κατέχει την ασυνήθιστη δύναμη
να προσελκύει γρήγορα οτιδήποτε
σχετίζεται με αυτήν στη δική της σφαίρα,
δείχνοντας έτσι πρόθυμα τον δρόμο από
τα προφανή στα κρυμμένα γεγονότα</span></span><span style="font-size: medium;">
.Ακόμα κ</span><span style="font-size: medium;"><span lang="el-GR">αι
μια μικρή υπόνοια που αφήνει ένας
συγγραφέας της αρχαιότητας αρκεί συχνά
για να αποκαλυφτούν νέες όψεις</span></span><span style="font-size: medium;">
.Ένα τέτοιο παράδειγμα μας προσφέρεται
από την διάκριση υπέρ της αδέρφης και
του νεογέννητου παιδιού. </span><span style="font-size: medium;"><span lang="el-GR">Και
οι δύο αυτές συνήθειες ανήκουν στη
μητρική αρχή, και προβάλουν τον θεμελιώδη
νόμο της με μια νέα μορφή</span></span><span style="font-size: medium;">
.Η</span><span style="font-size: medium;"><span lang="el-GR">
μεγαλη σημασία που έδιναν στην εκ της
αδερφής συγγενική σχέση, υποδηλώνεται
από μια παρατήρηση που κάνει ο Τάκιτος
σχετικά με την αντίστοιχη γερμανική
συνήθεια . Μια παρόμοια αναφορά του
Πλουτάρχου πάνω στα ρωμαϊκά έθιμα,
αποκαλύπτει το γεγονός ότι εδώ, επίσης,
δεν αντιμετωπίζουμε ένα τυχαίο , τοπικό
έθιμο, αλλά τις επιρροές μιας παγκόσμιας
αρχής. Η προτίμηση του νεογέννητου
παιδιού αναγνωρίζεται πλήρως από τον
Φιλόστρατο στις Ηρωικές Ιστορίες του.
Και, αν και, το έργο αυτό προέρχεται από
μια ύστερη περίοδο, αποτελεί παρ'όλα
αυτά έργο μεγάλης σημασίας στην έκθεση
των αρχαιότερων ιδεών. Ένας μεγάλος
αριθμός ασύνδετων παραδειγμάτων,
συλλεγμένα εν μέρει από μυθικές
παραδόσεις και εν μέρει από ιστορικές
αναφορές,ενισχύουν τις πληροφορίες
για αυτές τις δύο πρακτικές, αποδεικνύοντας
την καθολική εφαρμογή τους καθώς και
την αυθεντικότητά τους.Δεν είναι δύσκολο
να δούμε με ποια φάση της γυναικοκρατικής
ιδέας σχετίζεται καθένα από αυτά τα
φαινόμενα .Η προτίμηση της αδερφής αντί
του αδερφού, δίνει μια απλως νέα έκφραση
σε αυτήν της κόρης αντί του γιού. Η
προτίμηση του νεότερου παιδιού συνδέει
αναγέννηση της ζωής με εκείνον τον
απόγονο από την μητρική πλευρά, ο οποίος,
επειδή γεννήθηκε τελευταίος, θα είναι
και ο τελευταίος που θα πεθάνει.</span></span></i></p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="en-US">H</span></span><span style="font-size: medium;"><span lang="el-GR">
οικογένεια που βασίζεται στον πατριαρχικό
νόμο σύντομα παγιώνεται σε έναν ξεχωριστό
από την κοινωνία ,οργανισμό, ενώ η
μητριαρχική οικογένεια φέρει τον τυπικό
κολλεκτιβιστικό χαρακτήρα που συναντούμε
στις απαρχές του πολιτισμού .Είναι
αυτός ο συλλογικός-κολλεκτιβιστικός
χαρακτήρας που διακρίνει την υλιστική
πλευρά της ζωής από την ανώτερη,
πνευματική. Η ίδια η θνητή εικόνα της
Μητέρας της Γης, της Δήμητρας, είναι η
εικόνα της κάθε γυναίκας που γεννά
παιδιά που είναι αδέλφια και αδερφές
του παιδιού κάθε άλλης γυναίκας .Η μητέρα
πατρίδα ,υπό τη μητριαρχία ,θα γνωρίζει
μόνο αδέρφια και αδερφές και αυτό θα
διαρκέσει έως ότου μια αποκλειστικά
πατριαρχική εποχή θα την αντικαταστήσει,
διαλύοντας την ενότητα της μάζας και
αντικαθιστώντας την με μικρότερες
οικογενειακές μονάδες. </span></span></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><span style="font-size: medium;">Στις
μητριαρχικές κοινωνίες αυτή η περίοδος
της μητρικής αρχής βρίσκει συχνά νομική
έκφραση:πράγματι συχνά επιβεβαιώνεται
από το νόμο .Στηρίζεται στην αρχή της
ελευθερίας και της ισότητας που θα
συναντήσουμε συχνά ως ένα θεμελιώδες
χαρακτηριστικό της ζωής στη γυναικοκρατία.
Είναι επίσης η πηγή της αντίθεσης σε
κάθε είδους περιοριστικούς φραγμούς.Είναι
η αιτία της διεσταλμένης σημασίας
ορισμένων εννοιών, οι οποίες, σύμφωνα
με το πνεύμα της ρωμαϊκής paricidium
(πατροκτονία), άργησαν να αντικαταστήσουν
το φυσικό και γενικό νόημά τους με την
εξατομικευμένη τους, δηλαδή περιορισμένη,
εφαρμογή .Τέλος, είναι η πηγή της μεγάλης
τιμής που αποδίδεται στην ιδέα της
αλληλεγγύης και συμπάθειας (ελληνικά
στο κείμενο) που δεν γνωρίζει όρια και
περιλαμβάνει όλα τα μέλη της φυλής χωρίς
διάκριση.Η απουσία συγκρούσεων και η
αποστροφή για τον πόλεμο είναι
χαρακτηριστικά που επαινούνται συνεχώς
σε αναφορές μητριαρχικών κρατών .</span></i></p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><span style="font-size: medium;">Η
ανύψωση του ανθρώπινου γένους και η
πρόοδος της ηθικής συνδέονται στενά με
την κυριαρχία της γυναίκας .Το ίδιο
επίσης και η θέσπιση της κανονικοποίησης
των ανθρώπινων σχέσεων και η καλλιέργεια
του θρησκευτικού αισθήματος .Η τέρψη
κάθε ανώτερης απόλαυσης πρέπει να
συνδεθεί στενά με τη μητριαρχία .Η
επιθυμία για μια πιο αγνή ζωή αναδύεται
νωρίτερα στη γυναίκα παρά στον άνδρα,
η οποία επίσης έχει σε υψηλότερο βαθμό
τη φυσική ικανότητα να την κάνει
πράξη.Ολόκληρος ο ηθικός κώδικας που
αντικατέστησε τη βαρβαρότητα είναι
έργο της γυναίκας .Η συνεισφορά της στην
κοινωνία δεν είναι μόνο η δύναμη να
δίνει ζωή, αλλά και η ικανότητα να
προσφέρει όλα αυτά που κάνουν τη ζωή
όμορφη. Δική της είναι η πιο πρώιμη γνώση
των δυνάμεων της φύσης, δικό της είναι
και το ένστικτο και η ελπίδα που νικούν
τον πόνο του θανάτου .Υπό αυτήν την
έννοια , η γυναικοκρατία εμφανίζεται
ως μια μαρτυρία της προόδου του πολιτισμού
.Είναι η πηγή και η εγγύηση των ωφελειών
του, καθώς και μια απαραίτητη εκπαιδευτική
περίοδος στην ιστορία του ανθρώπου . Η
γυναικοκρατία είναι επομένως από μόνη
της η υλοποίηση του φυσικού νόμου του
οποίου οι επιταγές πρέπει να τηρούνται
από ολόκληρες φυλές καθώς και από
μεμονωμένα άτομα. </span></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><br /></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><br /></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><span style="font-size: medium;">Ο
κύκλος στον οποίο ανέπτυξα τις ιδέες
μου έχει τώρα κλείσει. Ξεκίνησα τονίζοντας
την αυτοτέλεια της μητριαρχίας σύμφωνα
με όλους τους γραπτούς νόμους και
συμπέρανα από αυτό την καθολική φύση
της. Είμαι τώρα σε θέση να επιβεβαιώσω
την πραγματική της θέση ανάμεσα στα
οικογενειακά ήθη και να ολοκληρώσω την
περιγραφή της. </span></i>
</p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="el-GR">Έλκοντας
την καταγωγή της από τη ζωογόνο δύναμη
της μητρότητας, της οποίας τη φυσική
εικόνα αντανακλά, η γυναικοκρατία
βρίσκεται εντελώς κάτω από την επίδραση
της ύλης και των φυσικών φαινομένων από
τα οποία έχει αντλήσει τους νόμους της
.Η γυναίκα έχει μεγαλύτερη επίγνωση της
ενότητας που διαπερνά όλη τη ζωή .Είναι
πιο στενά συνδεδεμένη με την αρμονία
του σύμπαντος, του οποίου εξακολουθεί
να αποτελεί μέρος .Είναι πιο ευαίσθητη
στον πόνο που προκαλεί η συνείδηση της
θνητής μοίρας του ανθρώπου, και σε εκείνη
την ευθραυστότητα της επίγειας ύπαρξης
στην οποία η γυναίκα, και ιδιαίτερα η
μητέρα, αφιερώνει τον οίκτο της. Αναζητά
με μεγάλη λαχτάρα μια ανώτερη παρηγοριά
και τη βρίσκει στα φαινόμενα της φύσης
.Αλλά και αυτά επισης, τα συνδέει στενά
με τη ζωογόνο μήτρα, τη δεκτική-
προστατευτική, και τροφοδότρα μητρική
αγάπη. Πειθαρχημένη από κάθε άποψη στο
νόμο της υλικής ύπαρξης,της φύσης,
προτιμά να στρέφει το βλέμμα της στο
έδαφος, τοποθετώντας τις χθόνιες
(ελληνικά στο κείμενο) δυνάμεις πάνω
από αυτές του Ουράνιου Φωτός .Εντοπίζει
την ανδρική ισχύ περισσότερο στα ποτάμια
που διασχίζουν τις χώρες , υποτάσσοντας
το ζωογόνο υγρό στοιχείο στην </span></span><span style="font-size: medium;"><span lang="en-US">gremium
matris </span></span><span style="font-size: medium;"><span lang="el-GR">(μητρική
αγκαλιά) , τον ωκεανό (ελληνικό στο
κείμενο) στη γη.Η ίδια της η ύπαρξη,
θεμελιωμένη στο χώμα , αφιερώνει όλη
της τη φροντίδα και τον κόπο στο να γίνει
όμορφη η υλική ζωή, στην ''πρακτική
αρετή'' (ελληνικά στο κείμενο). Στη
γεωργία, την οποία ήταν η γυναίκα η
πρώτη που ανέπτυξε, και στην κατασκευή
τειχών, που οι αρχαίοι συνέδεαν πολύ
στενά με τη λατρεία του χθόνιου, πετυχαίνει
μια τελειότητα που συχνά θαυμάστηκε
από τις μεταγενέστερες γενιές .Σε καμία
άλλη περίοδο ,παρά μόνο κατά τη μητριαρχία,
δεν δόθηκε τόση έμφαση στην εξωτερική
εμφάνιση και την προστασία του σώματος,
ενώ η πνευματική ομορφιά ελάχιστα
τονίστηκε .Ούτε έχει υπάρξει άλλη εποχή
που να εκφράζει τόσο σταθερά τον μητρικό
δυϊσμό και ένα de facto πραγματιστικό πνεύμα
.Καμία άλλη περίοδος δεν συνδέθηκε σε
τέτοιο βαθμό με τον λυρικό ενθουσιασμό,
αυτόν τον κατά βάση γυναικείο ψυχισμό
, που έχει τις ρίζες του στην αγάπη για
τη φύση .Με άλλα λόγια, ο γυναικοκρατικός
τρόπος ζωής είναι ένας καλά οργανωμένος
νατουραλισμός, οι νόμοι της σκέψης του
είναι υλιστικοί, η εξέλιξή του είναι
κυρίως υλική .Είναι ένα στάδιο πολιτισμού
που είναι τόσο απαραίτητο όσο και
παράξενο και ακατανόητο σε μια πατριαρχική
εποχή .</span></span></i></p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><br /></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><br /></i>
</p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="el-GR">Εκείνοι
που πιστεύουν ότι ιστορικά προηγήθηκαν
οι σταθερές σεξουαλικές σχέσεις ,
έρχονται αντιμέτωποι με μια σοκαριστική
έκπληξη.Η κυρίαρχη ιδέα της αρχαιότητας,
όχι μόνο δεν διαφέρει από τη δική τους,
αλλά βρίσκεται σε πλήρη αντίθεση. Η αρχή
της Δήμητρας (του γάμου) πρωτοεμφανίζεται
ως ο περιορισμός μιας ακόμα παλαιότερης
αρχής στην οποία εναντιώθηκε πλήρως.
Ο ίδιος ο γάμος φαίνεται ως η παραβίαση
μιας θρησκευτικής εντολής .Η κατάσταση
αυτή, ακατανόητη όπως εμφανίζεται στη
δική μας ιδεολογία, αποδεικνύεται εν
τούτοις από τις ιστορικές μαρτυρίες.
Μόνο αυτή μπορεί να εξηγήσει ,προς
όφελός μας, μια σειρά από περίεργα
φαινόμενα που δεν είχαν ποτέ εκτιμηθεί
στην πραγματική τους διάσταση. Μόνο
έτσι μπορεί να εξηγηθεί η πεποίθηση
ότι ο γάμος ,λόγω του αποκλειστικού του
χαρακτήρα, απαιτεί την εξιλέωση της
θεότητας του οποίου το νόμο παραβιάζει
.Η φύση δεν έχει προικίσει τη γυναίκα
με όλη αυτή τη γοητεία απλώς για να την
αφήσει να μαραίνεται στην αγκαλιά ενός
μόνο άντρα .Ο υλικός νόμος απεχθάνεται
κάθε περιορισμό ,· μισεί όλους τους
σταθερούς δεσμούς και θεωρεί την
αποκλειστικότητα κάθε είδους ως αμαρτία
ενάντια στη θεϊκή δύναμη .Αυτό το γεγονός,
λοιπόν, εξηγεί όλα τα έθιμα που κάνουν
τον ίδιο τον γάμο να λαμβάνει χώρα σε
συνδυασμό με τελετουργίες θρησκευτικής
πορνείας. Αν και διαφέρουν σε μορφή,
είναι , παρ'όλα αυτά, παρόμοια στη
θεμελιώδη ιδέα . Η απόκλιση από το φυσικό
δίκαιο που συνεπάγεται ο γάμος πρέπει
να εξιλεωθεί με την δραματουργική
πορνεία, κερδίζοντας έτσι εκ νέου την
εύνοια του θεού .Οι δύο θεσμοί που
φαίνονται να αλληλοαποκλείονται, η
πορνεία και ο σταθερός γάμος που
προστετεύει ο νόμος , φαίνεται τώρα να
συνδέονται με τους πιο στενούς δεσμούς:
η ίδια η πορνεία γίνεται προστάτης της
συζυγικής αγνότητας και η λατρεία αυτής
της αγνότητας γίνεται ένας τρόπος ζωής
με τον οποίο συνδέεται η κλήση της
γυναίκας ως συζύγου .Είναι προφανές ότι
η πρόοδος προς μια ανώτερη ηθική
καθυστέρησε αρκετά αφού διεξήγαγε
μια πάλη εναντίον μιας ηθικής η οποία,
συν τοις άλλοις, προστατευόταν και από
θρησκευτικές κυρώσεις. Η ποικιλία των
ενδιάμεσων σταδίων που ανακαλύπτουμε
αποδεικνύει, πράγματι, πόσο αμφίρροπη
ήταν η τύχη του αγώνα που διεξήχθη για
λογαριασμό αυτής της προόδου για
χιλιάδες χρόνια. Η αρχή της Δήμητρας
προέλαυνε αργά προς τη νίκη.Με την πάροδο
των αιώνων το αντίτιμο που έπρεπε να
πληρώσει η έγγαμη γυναίκα μειώθηκε και
αντικαταστάθηκε με μικρότερο ποσό και
με ευκολότερη υπηρεσία .Η βαθμιαία
εμφάνιση αυτών των επιμέρους σταδίων
αξίζει τη μέγιστη προσεκτική προσοχή
μας. Αρχικά,ο ετήσιος μισθός δίνει τη
θέση του σε ένα μόνο δώρο δηλαδή την
προίκα. Αντί για την παντρεμένη γυναίκα
είναι η ανύπαντρη κοπέλα που υπηρετεί
ως εταίρα, η πορνεία, αντί να ασκείται
μετά τον γάμο, ασκείται πλέον πριν .Αντί
της παράδοσης χωρίς αντίσταση σε
οποιοδήποτε αρσενικό, μόνο συγκεκριμένοι
- λίγοι άνδρες επιλέγονται τώρα. Σε σχέση
με αυτούς τους περιορισμούς εμφανίζεται
η καθαγίαση της ιερόδουλης. Αυτό το βήμα
είχε ιδιαίτερη σημασία, καθώς αναθετεί
την πληρωμή της εξιλέωσης στους ώμους
μιας συγκεκριμένης τάξης, απελευθερώνοντας
έτσι την παντρεμένη γυναίκα ολοκληρωτικά
από το προηγούμενο καθήκον της και
συμβάλλοντας στην ανύψωση της κοινωνίας
.Η πιο αντιπροσωπευτική μορφή της
ατομικής εξιλέωσης της γυναίκας,
βρίσκεται στη θυσία των μαλλιών της στο
γάμο.Τα μαλλιά έχουν σε πολλές περιπτώσεις
θεωρηθεί ως το ισοδύναμο του σώματος
στην παλαιότερη εποχή. Οι αρχαίοι,
ιδιαίτερα, τα έχουν συνδέσει στενά με
τις ακανόνιστες σχέσεις αναπαραγωγής
κατά τον εταιρισμό , ιδιαίτερα με τη
πρασινάδα των βάλτων , το αρχέτυπο της
στη φύση .Όλες αυτές οι φάσεις έχουν
αφήσει μια σειρά από ίχνη στο πέρασμά
τους, όχι μόνο στη μυθολογία, αλλά και
στην ιστορία διαφορετικών λαών, και
έχουν βρει λεκτική έκφραση ακόμη και
στα ονόματα τόπων, θεών και φυλών .</span></span></i></p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><br /></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><i><span style="font-size: medium;">Είναι
παράξενο για εμάς, που είμαστε συνηθισμένοι
σε διαφορετικό τρόπο σκέψης, να βλέπουμε
συνθήκες και γεγονότα τα οποία
υποβιβάζουμε στη λειτουργία ενός
στενού οικογενειακού κύκλου, να ασκούν
μια τόσο μεγάλη επιρροή σε ολόκληρο το
κράτος, την άνοδο και την παρακμή του .</span></i></p><i>
</i><p style="margin-bottom: 0cm;"><i><span style="font-size: medium;"><span lang="el-GR">Αυτή
η πτυχή της εξέλιξης του αρχαίου ανθρώπου
με την οποία ασχολούμαστε τώρα, δεν
έχει λάβει τη παραμικρή προσοχή από
προηγούμενους ερευνητές .Ωστόσο, είναι
ακριβώς αυτή η σύνδεση που υπάρχει
ανάμεσα στη στάση απέναντι στη σχέση
των φύλων και τη στάση ζωής και
πεπρωμένου των εθνών που φέρνει την
ακόλουθη μελέτη σε άμεση επαφή με τα
πρωταρχικά ζητήματα της ιστορίας</span></span><span style="font-size: medium;">
.Η </span><span style="font-size: medium;"><span lang="el-GR">
σύγκρουση του ασιατικού κόσμου με τον
ελληνικό, αναπαρίσταται ως αγώνας
ανάμεσα στις Εταιρικές- Αφροδισιακές
αρχές και των Ηρωϊκών-μονογαμικών αρχών</span></span><span style="font-size: medium;">
.</span><span style="font-size: medium;"><span lang="el-GR">Ομοίως,
η αιτία του Τρωικού Πολέμου μπορεί να
ανιχνευτεί πίσω στην παραβίαση του
συζυγικού συμφώνου.Υπό το πρίσμα της
ίδιας ιδέας, η οριστική και ολοκληρωτική
αντικατάσταση της Αφροδίτης, μητέρας
των Αινεάδων, από την έγγαμη Ήρα,
τοποθετείται στην εποχή του δεύτερου
Καρχηδονιακού Πολέμου, δηλαδή στην
περίοδο που η εσωτερική δύναμη του
ρωμαϊκού λαού έφτασε στο αποκορύφωμά
του .Η σύνδεση που υπάρχει μεταξύ όλων
αυτών των φαινομένων δεν μπορεί να
παραβλεφθεί .Η ιστορία έχει αναθέσει
στη Δύση το καθήκον να οδηγήσει την
ανώτερη, Δημητριανή αρχή στη νίκη λόγω
της αγνότερης και καθαρής φύσης των
λαών της, απελευθερώνοντας έτσι την
ανθρωπότητα από τη σκλαβιά του κατώτερου
τελτουρισμού τον οποίο η μαγική δύναμη
του ανατολικού πολιτισμού την έχει
κρατήσει αιχμάλωτη. </span></span></i>
</p><i>
</i><p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><i>Στην
πολιτική ιδέα του imperium, με την οποία
εισήλθε στην αρένα της παγκόσμιας
ιστορίας, οφείλει η Ρώμη τη δύναμη που
της επέτρεψε να τερματίσει για πάντα
ολόκληρο τον πολιτισμό που κάποτε
επικρατούσε στην αρχαιότητα'' </i>.</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><b>Μια
μικρή ανακεφαλαίωση</b>: είδαμε εν συντομία
το έργο του ανθρώπου που συνδέθηκε όσο
κανείς άλλος με τον όρο μητριαρχία. Με
τη μικρή επαφή που μπορεί να έχει κανείς
με αυτό, καταλαβαίνει αμέσως ότι ο
Μπαχόφεν έβλεπε εξελικτικά την ιστορία
του ανθρώπου. Χώρισε την ιστορία σε
στάδια. Αρχικά,προηγήθηκε το στάδιο
όπου επικρατούν ακανόνιστες σεξουαλικές
σχέσεις και η καταγωγή των παιδιών
υπολογίζεται από την πλευρά της μητέρας.
Πρόκειται για το στάδιο του εταιρισμού,
όπου η σεξουαλική ελευθερία συνυπάρχει
με τη μητρική γραμμή διαδοχής (τον
υπολογισμό της καταγωγής δηλαδή από
τη μεριά της μητέρας) και τη γυναικεία
καταπίεση . Μια τέτοια κατάσταση , αφόρητη
για τις γυναίκες , τις οδήγησε σε εξέγερση
(ο Αμαζονισμός είναι έκφραση αυτής της
εξέγερσης ) . Επιβλήθηκαν ρυθμίσεις στις
σχέσεις των δύο φύλων, η μονογαμία και
η εγκράτεια. Διατηρήθηκε το μητρικό
δίκαιο , και πλέον μπορούμε να μιλάμε
για μητριαρχία αφού οι γυναίκες βρίσκονται
σε πλεονεκτική θέση: έχουμε μητρογράμμιση
και η γυναίκα δεν είναι σεξουαλικό
αντικείμενο .</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Το
επόμενο στάδιο είναι η πατριαρχία ,όπου
εκεί ο υπολογισμός της καταγωγής περνά
στον άντρα, αλλά διατηρούνται οι σταθερές
γαμικές σχέσεις. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Το
εξελικτικό αυτό σχήμα του Μπαχόφεν δεν
βασίζεται στις υλικές -παραγωγικές
δυνάμεις του ανθρώπου . Σύμφωνα με αυτό,
η εξέλιξη του ανθρώπινου πολιτισμού
είναι προϊόν της εξέλιξης του πνεύματος
και της νόησης του ανθρώπου. Το μητρικό
-πρωταρχικό στάδιο αποτελεί ένα
υλικό-φυσικό στάδιο της ανθρωπότητας.
Η μητέρα με το παιδί έχουν μια υλική-φυσική
σχέση και αυτό αντανακλάται στην
κοινωνική οργάνωση . Μπορούμε να πούμε
ότι τα δύο πρώτα στάδια της ανθρωπότητας
(το στάδιο του εταιρισμού και η μητριαρχία)
είναι στάδια τελτουρισμού ή αλλιώς
νατουραλισμού. Η φύση επιδρά άμεσα στην
κοινωνική οργάνωση.</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"> <span style="font-size: medium;">.Εν
τούτοις όμως ,ο Μπαχόφεν έβλεπε στη
μητριαρχία ένα προοδευτικό στάδιο. Η
ανθρωπότητα πέρασε από το ζωώδες και
ακανόνιστο στάδιο, στην οργανωμένη
κοινωνία όπου χτίζονται πόλεις, ο
άνθρωπος ασχολείται με τη γεωργία κ.α
. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Το
επόμενο στάδιο, όπου η καταγωγή
υπολογίζεται πλέον από την πλευρά του
πατέρα , είναι προϊόν της εξέγερσης
του πνεύματος και ανάδυσής του πάνω από
την ύλη. Ο πατέρας δεν έχει υλική-φυσική
σχέση με το παιδί του, αλλά μια νοητική.
Με την πατριαρχία η ανθρωπότητα μπαίνει
σε ανώτερο πνευματικό στάδιο. Αν και ο
Μπαχόφεν συνέδεσε τη μητριαρχία με τη
γεωργία και την κοινοκτημοσύνη ,και την
πατριαρχία με την ατομική ιδιοκτησία
και το <span lang="en-US">Imperium </span>εν τούτοις
αποδίδει τις αλλαγές αυτές στην διανοητική
εξέλιξη της ανθρωπότητας και όχι το
αντίθετο.</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Στο
σημείο αυτό βρίσκεται η σημασία του
έργου του. Σε μια εποχή που οι σταθερές
σχέσεις των δύο φύλων και η πυρηνική
οικογένεια θεωρούνταν κάτι το στατικό
και αμετάβλητο , ο Μπαχόφεν έδειξε τη
διαλεκτική τους εξέλιξη. Μπορεί να μην
απέδωσε την εξέλιξη αυτή στην υλική
εξέλιξη του ανθρώπου, αρκούσε όμως μια
τέτοια ιδέα να προκαλέσει την αντίδραση
όλων των συντηρητικών κύκλων του δυτικού
κόσμου, που έβλεπαν τη σταθερότητα ενός
θεσμού (του γάμου) που στήριζε την εύρυθμη
λειτουργία της καπιταλιστικής κοινωνίας
του 19ου αιώνα ,να αμφισβητείται . </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Μπορεί
σήμερα πολλές από τις ιδέες του να έχουν
απορριφθεί, όμως κάποιος που θέλει να
καταλάβει στο πώς καταλήξαμε στα σημερινά
συμπεράσματα για σημαντικά θέματα ,
όπως π.χ το γυναικείο ζήτημα, θα πρέπει
να έρθει σε μια πρώτη επαφή με το έργο
του. Όπως λέει ο<span lang="en-US"> V.F. Calverton </span>
για τον Μπαχόφεν<i><b> ''Κανένας σήμερα
δεν θα έπαιρνε τα επιχειρήματα και τις
αποδείξεις του Μπαχόφεν στα σοβαρά
,αλλά την ίδια ώρα κανένας δεν θα μπορούσε
να αρνηθεί ότι άσκησαν επιρροή στην
εποχή τους. Επιπλέον , κανένας από όσους
ενδιαφέρονται πάνω στην εξέλιξη της
ανθρωπολογικής σκέψης , τουλάχιστον
από ιστορική ματιά, δεν μπορεί να
απορρίψει τον Μπαχόφεν όσο και αν θεωρεί
αστήρικτα τα συμπεράσματά του''. ( </b></i><span lang="en-US"><i><b>-The
Making Of Man. An Outline of Anthropology. Edited by V.F.Calverton.
</b></i></span><i><b>Εκδ. </b></i><span lang="en-US"><i><b>Random
House, The Modern Library , New York. 1931,</b></i></span><i><b>σελ.
</b></i><span lang="en-US"><i><b>ix).</b></i></span></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Εν τέλη , υπάρχει
και άλλος, σοβαρός λόγος να δει κάποιος
το τί είπε ο Μπαχόφεν. Μια σειρά από
ιδέες που επικρατούν σε μεγάλο βαθμό
στα σύγχρονα κινήματα για το γυναικείο
ζήτημα, τη σεξουαλική επάνασταση, το
φεμινισμό, τις σχέσεις των δύο φύλων ,
την ομοφυλοφιλία κ.α., έχουν τις ρίζες
τους σε πολλά από αυτά που είχε πει ο
Μπαχόφεν , άσχετα αν ήταν ή όχι σωστά .
Η σύνδεση της γυναίκας με τη φύση , το
σώμα,την ύλη και το παράλογο από τη μια
μεριά ,και του πνεύματος και της λογικής
με τον άντρα από την άλλη, εντοπίζονται
ήδη στο έργο του Μπαχόφεν. Η ταύτιση της
γυναίκας με τη ''λάγνα'' και παθητική
Ανατολή και του άντρα με την ενεργητική
και δραστήρια Δύση , πάλι βρίσκονται
στο έργο του. Η άντληση πληροφοριών
,κατά βάση από τη μυθολογία και τον
συμβολισμό από τον Μπαχόφεν,ως
αναμφισβήτητα αποδεικτικά στοιχεία,
συνεχίζεται σε πολύ μεγάλο βαθμό από
πολλά σύγχρονα φεμινιστικά κινήματα.
Από την άλλη μεριά , και σε αντίθεση με
πολλούς υποστηρικτές της ''σεξουαλικής
επανάστασης'', ο Μπαχόφεν δεν πίστευε
ότι η σεξουαλική ελευθερία οδηγεί στην
ισχυροποίηση της γυναίκας, αλλά το
αντίθετο :στη μετατροπή της σε αντικείμενο
. Δεν πίστευε ,όπως είδαμε , αυτό που
πολλές σύγχρονες φεμινίστριες πιστεύουν,
ότι αρκεί και μόνο η μητρογράμμιση για
να αποκτήσει δύναμη η γυναίκα. </span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Όλα αυτά όμως θα τα
δούμε στη συνέχεια. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span lang="en-US">Το κείμενο του Μπαχόφεν βρίσκεται : <i><b>The
Making Of Man. An Outline of Anthropology. Edited by V.F.Calverton.
</b></i></span><i><b>Εκδ. </b></i><span lang="en-US"><i><b>Random
House, The Modern Library , New York. 1931 σελ. 157-167.<br /></b></i></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span lang="en-US"></span></span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
skoupidontenekeshttp://www.blogger.com/profile/00038683689422944831noreply@blogger.com0tag:blogger.com,1999:blog-2156273164525953801.post-76710465237626019642023-01-01T12:23:00.005-08:002023-07-28T08:08:03.836-07:00ΓΥΝΑΙΚΕΙΟ ΖΗΤΗΜΑ ΚΑΙ ΣΕΞΟΥΑΛΙΚΗ ΕΠΑΝΑΣΤΑΣΗ.-Γιάκομπ Μπαχόφεν (1). <p>
</p><p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">ΓΥΝΑΙΚΕΙΟ
ΖΗΤΗΜΑ ΚΑΙ ΣΕΞΟΥΑΛΙΚΗ ΕΠΑΝΑΣΤΑΣΗ . </span></p><a name='more'></a>
<p></p>
<ol><ol><ol><ol><li><p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Γιόχαν
Γιάκομπ Μπαχόφεν (<span lang="en-US">Jochan Jacob
Bachofen).</span>Ο άνθρωπος που συνδέθηκε
με τον όρο ''Μητριαρχία''.</span></p>
</li></ol></ol></ol></ol>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><img alt="" 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" />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p><p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p><span><!--more--></span><p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p><p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Γιόχαν Γιάκομπ Μπαχόφεν (1815-1887) υπήρξε
Ελβετός κοινωνιολόγος , ιστορικός και
πανεπιστημιακός. Δίδαξε Ρωμαϊκό δίκαιο
στη Βασιλεία (1841-45) και αφιερώθηκε στη
μελέτη των πρωτόγονων κοινωνιών, της
μυθολογίας και των συμβολισμών των
αρχαίων πολιτισμών. Πίστευε ότι η εξέλιξη
των θρησκευτικών αντιλήψεων των ανθρώπων
επιδρά πάνω στην υλική ζωή τους . Στο
πιο γνωστό του έργο <i>''Η Μητριαρχία''</i>
(<span lang="en-US"><i>Das </i></span><i>Mutterrecht</i>-1861)<span lang="en-US">,</span>διατύπωσε
την υπόθεση ύπαρξης ενός κοινωνικού
σταδίου που προηγήθηκε της πατριαρχίας
και της μονογαμίας,οι σεξουαλικές
σχέσεις ήταν ελεύθερες (εταιρισμός) και
όπου η γραμμή καταγωγής υπολογιζόταν
από τη μεριά της μητέρας (μητρογραμμικό
σύστημα διαδοχής) . Πράγμα , που ,σύμφωνα
με τον ίδιο, έδινε τη δυνατότητα στη
γυναίκα να κατέχει μια υψηλή κοινωνική
θέση<a class="sdendnoteanc" href="#sdendnote1sym" name="sdendnote1anc"><sup>1</sup></a>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="text-decoration: none;"><span style="font-weight: normal;">Ο
</span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">Jean
Servier </span></span></span><span style="text-decoration: none;"><span style="font-weight: normal;">έχει
δίκιο όταν λέει ότι κακώς μεταφράστηκε
σχεδόν σε όλες τις γλώσσες το έργο ως
</span></span><i><span style="text-decoration: none;"><span style="font-weight: normal;">''Η
μητριαρχία''<a class="sdendnoteanc" href="#sdendnote2sym" name="sdendnote2anc"><sup>2</sup></a></span></span></i><i><u><span style="font-weight: normal;">.</span></u></i><span style="text-decoration: none;"><span style="font-weight: normal;">Για
την ακρίβεια </span></span><span lang="en-US"><i><span style="text-decoration: none;"><span style="font-weight: normal;">Mutterrecht
</span></span></i></span><span style="text-decoration: none;"><span style="font-weight: normal;">σημαίνει
</span></span><i><span style="text-decoration: none;"><span style="font-weight: normal;">''Το
Μητρικό Δίκαιο'' </span></span></i><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">και</span></span></span><i><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></i><span style="text-decoration: none;"><span style="font-weight: normal;">όπως
θα δούμε παρακάτω, ο Μπαχόφεν κάνει
διάκριση ανάμεσα σε </span></span><i><span style="text-decoration: none;"><span style="font-weight: normal;">''μητρικό
δίκαιο''</span></span></i><span style="text-decoration: none;"><span style="font-weight: normal;">(δηλαδή
την μητρογραμμική γραμμή υπολογισμού
της καταγωγής ) και ''μητριαρχία'' όπου
σύμφωνα με την Εγκυκλοπαίδεια της
Ανθρωπολογίας, 1976, </span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">Random
House Dictionary 1967, </span></span></span><span lang="en-US"><i><span style="text-decoration: none;"><b>''</b></span></i></span><i><span style="text-decoration: none;"><b>Η
μητριαρχία αναφέρεται σ'αυτόν τον τύπο
κοινωνικής οργάνωσης στον οποίο η
καταγωγή υπολογίζεται μέσω της θηλυκής
πλευράς, η μητέρα είναι η κεφαλή του
νοικοκυριού και τα παιδιά ανήκουν στο
γένος της μητέρας''<a class="sdendnoteanc" href="#sdendnote3sym" name="sdendnote3anc"><sup>3</sup></a>.</b></span></i><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Ο
όρος μητρογραμμική καταγωγή, χρησιμοποιήθηκε
για να περιγραφεί η οργάνωση με βάση τη
μητρική καταγωγή, αλλά αυτός ο όρος δεν
περιλαμβάνει την ιδέα της ηγεμονεύουσας
θέσης της γυναίκας . Η ταύτιση της
μητρογραμμικής διαδοχής με την
μητριαρχική κοινωνία, είναι αυτό που
δημιούργησε το όλο μπλέξιμο. Ο Μόργκαν
(αλλά και άλλοι πριν από αυτόν , π.χ ο
Αριστοτέλης) χρησιμοποιεί τον όρο
γυναικοκρατία (</span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Gynocracy)
</span></span></span></span><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">όπου
ουσιαστικά πρόκειται για την κοινωνία
που κυβερνάται από γυναίκες. Οι διάφορες
αυτές ορολογίες (μητρογραμμική καταγωγή,
μητροτοπικός γάμος, μητριαρχία,
γυναικοκρατία κ.α) έχουν δημιουργήσει
μια πολύπλοκη κατάσταση και το γεγονός
ότι το έργο του Μπαχόφεν δυστυχώς δεν
έχει μεταφραστεί στα ελληνικά ,διατηρεί
μια παρανόηση σχετικά με το τί ακριβώς
είχε πει ο άνθρωπος που συνδέθηκε όσο
κανείς με τον όρο μητριαρχία . Μια
παρανόηση που ακολούθησε και τους
υπόλοιπους που στηρίχτηκαν στο έργο
του . Είναι ενδεικτικό για παράδειγμα,
ότι ένας από τους πιο σημαντικούς
ανθρωπολόγους και ερευνητές ο Γάλλος
</span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Robert
Briffault </span></span></span></span><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">συγχέει
τη μητρογραμμική καταγωγή , τον μητριαρχικό
γάμο και τη μητριαρχία<a class="sdendnoteanc" href="#sdendnote4sym" name="sdendnote4anc"><sup>4</sup></a>.
</span></span></span></span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="text-decoration: none;"><span style="font-weight: normal;">Όπως
και να 'χει, ο Μπαχόφεν </span></span><i><span style="text-decoration: none;"><b>''υπήρξε</b></span></i><span lang="en-US"><i><span style="text-decoration: none;"><b>
</b></span></i></span><i><span style="text-decoration: none;"><b>ο
πρώτος που μίλησε για μητριαρχία''</b></span></i><i><span style="text-decoration: none;"><span style="font-weight: normal;">
<a class="sdendnoteanc" href="#sdendnote5sym" name="sdendnote5anc"><sup>5</sup></a></span></span></i><span style="text-decoration: none;"><span style="font-weight: normal;">
και υπό αυτήν την έννοια το να θέλουμε
να μιλήσουμε σήμερα για τη μητριαρχία,
μας οδηγεί αναπόφευκτα σε μια , τουλάχιστον
βασική, γνωριμία με το έργο του </span></span><b>.
</b></span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;">Ήταν
παραπάνω από αναμενόμενο ότι η θεωρία
του Μπαχόφεν θα ξεσήκωνε πλήθος
αντιδράσεων. Αν και πολλοί άλλοι είχαν
διατυπώσει παρόμοιες ιδέες , όπως π.χ ο
αιδεσιμότατος <span lang="en-US">Francois Lafitau
</span>(1671-1746) ο οποίος μίλησε για<i><b> ''την
ανωτερότητα των γυναικών'' </b></i>(<span lang="en-US">superiorite
des femmes) </span>στις φυλές που μελέτησε,<a class="sdendnoteanc" href="#sdendnote6sym" name="sdendnote6anc"><sup>6</sup></a><span style="text-decoration: none;">
</span><b> </b>ή ακόμα και ο Στράβωνας που
υποστήριξε ότι <i><b>''τη θρησκεία την
επινόησαν οι γυναίκες''</b></i> <a class="sdendnoteanc" href="#sdendnote7sym" name="sdendnote7anc"><sup>7</sup></a><span style="text-decoration: none;">
,</span> εν τούτοις η συστηματική εργασία
του Μπαχόφεν ήταν κάτι πρωτόγνωρο. </span>
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span lang="en-US">O
</span>Μπαχόφεν δέχτηκε την κριτική των
συγχρόνων του , όπως για παράδειγμα ο
<span lang="en-US">Edvard Westermarck </span>ο οποίος με το
έργο του <span lang="en-US"><i>History Of Human Marriage
(1891) </i></span><span style="font-style: normal;">του</span><i>
</i>επιτέθηκε , και υποστήριξε ότι η
μονογαμία προϋπήρξε της πολυγαμίας.
Όμως, ο <span lang="en-US">Westermarck </span>είναι γνωστό
ότι χρησιμοποιήσε ως παράδειγμα τις
φυλές που είχαν επιβιώσει ως τις μέρες
του και που δεν είχαν καν ανακαλύψει τη
γραφή<a class="sdendnoteanc" href="#sdendnote8sym" name="sdendnote8anc"><sup>8</sup></a>
<span lang="en-US">.</span></span></p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span lang="en-US">Εκτός
από τον Westermarck , στον Μπαχόφεν επιτέθηκε
και ο ανθρωπολόγος Heinrich Schurtz, με το έργο
του </span><span lang="en-US"><i>Altersklassen und Mannerbunde''
(Hλικιακές Ομάδες και Αντρικές Ενώσεις)</i></span><span lang="en-US">
το 1902 ο οποίος ισχυριζόταν ότι ο γάμος
πηγαίνει πολύ παλιά στην ιστορία της
ανθρωπότητας , και όσες μαρτυρίες
υπάρχουν σχετικά με την ''σεξουαλική
ακολασία'' , δεν είναι τίποτα άλλο παρά
οι μαρτυρίες για την σεξουαλική άδεια
που είχαν οι ενήλικοι, αλλά ανύπαντροι
νέοι<a class="sdendnoteanc" href="#sdendnote9sym" name="sdendnote9anc"><sup>9</sup></a>.
</span>Από τότε η διαμάχη πάνω στο έργο του
Μπαχόφεν, και ειδικά στο ζήτημα της
μητριαρχίας δεν έχει πάψει. </span>
</p>
<p lang="en-US" style="font-weight: normal; margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;">Όπως
και να'χει, έχουν περάσει πολλά χρόνια
που <i><b> '' η θεωρία του </b></i><span lang="en-US"><i><b>Bachofen
</b></i></span><i><b>απορρίφθηκε από την
ανθρωπολογία αφού η μητρογράμμιση δεν
συνεπάγεται γυναικεία εξουσία'' </b></i><span style="font-style: normal;"><a class="sdendnoteanc" href="#sdendnote10sym" name="sdendnote10anc"><sup>10</sup></a></span><i><b>
</b></i><span style="font-style: normal;">.Επιπλέον, η
εθνολογία έχει δείξει ότι στις προϊστορικές
κοινωνίες είναι πολύ πιθανό να υπήρξε
εξίσου το μητρογραμμικό με το πατρογραμμικό
σύστημα </span><span style="font-style: normal;"><b><a class="sdendnoteanc" href="#sdendnote11sym" name="sdendnote11anc"><sup>11</sup></a></b></span><span style="font-style: normal;">.Τέλος,
η ανάλυση των μύθων , στους οποίους
στηρίχτηκε ο Μπαχόφεν για να θεμελιώσει
τη μητριαρχική θεωρία,είναι γνωστό ότι
οδηγεί πολλές φορές σε αυθαίρετα
συμπεράσματα. </span></span>
</p>
<p lang="el-GR" style="font-style: normal; margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><u><b>Η επιρροή του
έργου του Μπαχόφεν</b></u>. </span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Παρ'όλα αυτά όμως
η επιρροή που άσκησε το έργο του Μπαχόφεν
υπήρξε τεράστια σε όλους τους πολιτικούς
,ιδεολογικούς , φιλοσοφικούς χώρους. </span>
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;">Στην
αριστερά είναι γνωστό ότι η θεωρία της
μητριαρχίας συμφωνούσε με τη διαλεκτική
ερμηνεία της ιστορίας. Αν και ο Μπαχόφεν
δεν θεώρησε την σταδιακή εξέλιξη της
ανθρωπότητας ως μια μακρόχρονη συσσώρευση
εφευρέσεων , αλλά μάλλον ως μια λειτουργία
ψυχολογικών αλλαγών-μια γραμμική
ωρίμανση του μυαλού <a class="sdendnoteanc" href="#sdendnote12sym" name="sdendnote12anc"><sup>12</sup></a></span><span lang="en-US"><span style="font-style: normal;">
</span></span><span style="font-style: normal;">πράγμα που
για έναν μαρξιστή οδηγεί στον ιδεαλισμό,
εν τούτοις ο ίδιος ο Ένγκελς θεωρεί ότι
το έργο του προσέφερε τεράστια υπηρεσία.
Σ</span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">τον
πρόλογό του βιβλίου του </span></span><span style="font-family: Liberation Serif, serif;"><i>''Η
Καταγωγή της Οικογένειας , της Ατομικής
Ιδιοκτησίας και του Κράτους''</i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">
της τέταρτης έκδοσης του 1891, ο σύντροφος
του Μαρξ λέει ότι πριν το 1860-1870 δεν
γινόταν καν λόγος για την ιστορία της
οικογένειας. Επικρατούσε η πεποίθηση
ότι η οικογένεια υπήρξε ιστορικά
αμετάβλητη, περίπου όπως την περιγράφει
η Πεντάτευχος των Εβραίων. Ακόμα και
όταν συγκεντρώνονταν πληροφορίες για
αρχαίους λαούς που λογάριαζαν την
καταγωγή από τη μεριά της μητέρας, ή
απαγόρευαν τις γαμικές σχέσεις ανάμεσα
σε συγκεκριμένες ομάδες ανθρώπων, αυτές
οι συνήθειες γίνονταν αντιληπτές ως
''παράξενες''.Με την έκδοση του ''</span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;">Das
Mutterrecht'' </span></span></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">τα
πράγματα αλλάζουν και ο Ένγκελς
αναγνωρίζει τη συμβολή του Μπαχόφεν .
</span></span><span style="font-family: Liberation Serif, serif;"><i><b>''Ο
Μπαχόφεν πιστεύει τουλάχιστον στις
Εριννύες ,στον Απόλλωνα και την Αθηνά,
όσο και ο Αισχύλος στην εποχή του'' </b></i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">.
Έτσι </span></span><span style="font-family: Liberation Serif, serif;"><i><b>''Είναι
λοιπόν άχαρη , και όχι πάντα αποδοτική
δουλιά να διαβάζει κανείς το χροντρό
σε σχήμα 4ο τομο του Μπαχόφεν. Όλα αυτά
όμως δεν στενεύουν την αξία του ,γιατί
ανοίγει νέους δρόμους. Αυτός πρώτος
αντικατέστησε τη φράση για μια άγνωστη
πρωτόγονη κατάσταση ακανόνιστων
σεξουαλικών σχέσεων με την απόδειξη
ότι η αρχαία κλασσική φιλολογία μας
δείχνει ένα σωρό ίχνη σύμφωνα με τα
οποία πριν από τη μονογαμία υπήρχε
πραγματικά στους Έλληνες και τους
Ασιάτες μια κατάσταση όπου , όχι μονάχα
ένας άντρας είχε σεξουαλικές σχέσεις
με περισσότερες γυναίκες , μα και μια
γυναίκα είχε τέτοιες σχέσεις με
περισσότερους άνδρες χωρίς αυτό να
προσκρούει στα έθιμα. Ότι αυτό το έθιμο
δεν εξαφανίστηκε χωρίς να αφήσει πίσω
του ίχνη , με τη μορφή μιας περιορισμένης
έκδοσης , με την οποία οι γυναίκες έπρεπε
να εξαγοράζουν το δικαίωμα της μονογαμίας.
Ότι γι'αυτό αρχικά η καταγωγή μπορούσε
να λογαριάζεται μονάχα σε γυναικεία
γραμμή, από μητέρα σε μητέρα. Ότι αυτή
η μοναδική ισχύ της γυναικείας γραμμής
ακόμα για πολύ ακόμα και στην εποχή της
μονογαμίας με την εξασφαλισμένη ή πάντως
την αναγνωρισμένη πατρότητα και ότι
αυτή η αρχική θέση των μητέρων, σαν το
μοναδικών σίγουρων γονιών των παιδιών
τους , εξασφάλιζε σε αυτές μιαν ανώτερη
κοινωνική θέση που δεν ξαναπόκτησαν
ποτέ από τότε. Αυτούς τους κανόνες ο
Μπαχόφεν βέβαια δεν τους διατύπωσε με
τόση σαφήνεια -σ'αυτό τον εμπόδιζε η
μυστικιστική του αντίληψη-μα τους έχει
αποδείξει κι αυτό, το 1861 σήμαινε σωστή
επανάσταση'' <a class="sdendnoteanc" href="#sdendnote13sym" name="sdendnote13anc"><sup>13</sup></a></b></i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">.</span></span></span></p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Αν
και η θεωρία της μητριαρχίας
</span></span><span style="font-family: Liberation Serif, serif;"><i><b>''πρωτοδιατυπώθηκε
από άνδρες'' </b></i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;"><a class="sdendnoteanc" href="#sdendnote14sym" name="sdendnote14anc"><sup>14</sup></a></span></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;"><b>
</b></span></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">η
επιρροή της στο φεμινιστικό κίνημα
είναι λογικό να υπήρξε μεγάλη. Η θεωρία
του Μπαχόφεν ότι η ιστορική εξέλιξη
εκφράζεται μέσω της αέναης μάχης ανάμεσα
στο ''αρσενικό'' και το ''θηλυκό'', είναι
μια ιδέα πολύ δημοφιλής σε φεμινιστικούς
κύκλους. Μια σειρά από κοινωνικά φαινόμενα
, όπως π.χ η αρρενολοχεία , εξηγήθηκαν
από τις φεμινίστριες με βάση τη θεωρία
του Μπαχόφεν για τη μητριαρχία <a class="sdendnoteanc" href="#sdendnote15sym" name="sdendnote15anc"><sup>15</sup></a></span></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;"><b>
</b></span></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">.</span></span></span></p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Όσο
αφορά τη δεξιά, αυτή μπορεί να μην
υιοθέτησε τη θεωρία της μητρογραμμικής
διαδοχής και της μητριαρχίας, αλλά
ενστερνίστηκε το μυστικισμό του Μπαχόφεν
και την ερμηνεία που αυτός έδινε για
την ιστορική εξέλιξη μέσω της θεωρίας
της </span></span><span style="font-family: Liberation Serif, serif;"><i>
''ζωτικής δύναμης''</i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">.Ο
ίδιος πίστευε ότι ο αρχαίος άνθρωπος
οργάνωνε τη ζωή του με βάση τα ένστικτα</span></span><span style="font-family: Liberation Serif, serif;"><i><b>
, </b></i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">έλεγε:</span></span><span style="font-family: Liberation Serif, serif;"><i><b>''Βλέπω
όλο και περισσότερο ότι ένας νόμος
κυβερνά όλα τα πράγματα, και ότι ο
αρχέγονος άνθρωπος σχεδίαζε και ρύθμιζε
την ζωή του στη γη με την οργάνωση , όπως
ήταν, ενός ζωικού ενστίκτου'' </b></i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">
<a class="sdendnoteanc" href="#sdendnote16sym" name="sdendnote16anc"><sup>16</sup></a>.Υπάρχουν
αρκετές θέσεις στον Μπαχόφεν που
μοιάζουν με αυτές που διατύπωσε ο Νίτσε.
Αν και ο Νίτσε δεν αναφέρει τον Μπαχόφεν
πουθενά στα έργα του, εντούτοις είναι
γνωστό ότι υπήρξε θαυμαστής του Γιάκομπ
Μπούρκχαρντ, ο οποίος με τη σειρά του
υπήρξε θαυμαστής του Μπαχόφεν.</span></span><span style="font-family: Liberation Serif, serif;"><i><b>
''Τόσο ο Νίτσε , όσο και ο Μπαχόφεν βλέπουν
στην πάλη (</b></i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">εννοεί
για τη ζωή</span></span><span style="font-family: Liberation Serif, serif;"><i><b>)
την πηγή κάθε μεγάλου πράγματος, και οι
δύο συμφωνούν ότι κάθε έθνος έχει έναν
χαρακτήρα δικό του ο οποίος εκφράζεται
μέσω της δίψας για δύναμη'' </b></i></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><i><b><a class="sdendnoteanc" href="#sdendnote17sym" name="sdendnote17anc"><sup>17</sup></a></b></i></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;">.
</span></span></span></span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Στο
πρώιμο έργο του<i> ''Η Γέννηση της
Τραγωδίας''</i>, ο Νίτσε δανείστηκε από
τον Μπαχόφεν τους όρους Απολλώνιο και
Διονυσιακό, για τους δύο τύπους της
θέλησης:το στοχαστικό και το δημιουργικό
και ότι και οι δύο τύποι υπήρξαν πριν
ακόμα από την εποχή του Ευριπίδη. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Εκείνη
την περίοδο ο Νίτσε, που βρισκόταν κάτω
από την επιρροή του Αρ. Σοπενχάουερ,
έδειχνε μικρό ενδιαφέρον για την αξία
της ατομικότητας, αφού τη θεωρούσε απλά
μια έκφραση της θέλησης για ζωή. </span>
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Αργότερα
όμως, μετά την σύγκρουση με τον Σοπενχάουερ,
βλέπουμε μια σημαντική διαφορά να
ανακύπτει ανάμεσα στον Νίτσε και τον
Μπαχόφεν. </span></span><span style="font-family: Liberation Serif, serif;"><i><b>''Υπήρξε
τότε μια επανάσταση εναντίον της ιδέας
περί ''συλλογικής ψυχής'' και μια απέχθεια
για κάθε θεωρία που θα αρνιόταν τα
δικαιώματα του ατόμου ως αντίθετα των
δικαιωμάτων της κοινωνίας. Τώρα, οι
επιθυμίες του ανθρώπου λογίζονταν είτε
ως άξιες να είναι κυρίαρχες, είτε ως
δουλοπρεπείς, και ανάμεσα στους δύο
προγενέστερους τύπους θέλησης , ο
Διονυσιακός προτιμήθηκε από τον
Απολλώνιο. Η ελευθερία του ατόμου δεν
θα μπορούσε ποτέ να παραχωρηθεί από την
κοινωνία, αλλά θα έπρεπε να επιτευχθεί
με εξέγερση εναντίον της κοινωνίας. Σε
αυτήν την περίοδο της σταδιοδρομίας
του, που πιστεύεται ότι επηρρεάστηκε
από τον </b></i></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><i><b>Gobineau
, </b></i></span></span><span style="font-family: Liberation Serif, serif;"><i><b>
στράφηκε στην ιταλική Αναγέννηση για
το ιδεατό του και είδε ένα μοντέλο αυτού
στο πρόσωπο του Καίσαρα Βοργία. Τώρα
είναι η ατομική θέληση ,όχι η συλλογική,
η οποία δημιουργεί το καλό και το κακό
ως κανόνα.Αν και η ιδέα για θέληση για
δύναμη του ανθρώπινου είδους είναι
κοινή τόσο στο έργο του Μπαχόφεν όσο
και στου Νίτσε, , στον Νίτσε τείνει να
τονιστεί η σύγκρουση του ανθρώπου με
την κοινωνία περισσότερο ,παρά ότι η
κοινωνία διαμορφώνει τον άνθρωπο.'' </b></i></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><i><span style="text-decoration: none;"><b><a class="sdendnoteanc" href="#sdendnote18sym" name="sdendnote18anc"><sup>18</sup></a></b></span></i></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><i><b>
</b></i></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;">.</span></span></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Υπό
αυτήν την έννοια ο Μπαχόφεν υπήρξε ένας
από τους πρώτους κοινωνιολόγους, αφού
απέδιδε στα φαινόμενα κοινωνικές
διαστάσεις. </span></span></span>
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Σε
κάθε περίπτωση πάντως, ο Μπαχόφεν δεν
ήταν οπαδός της δημοκρατίας <a class="sdendnoteanc" href="#sdendnote19sym" name="sdendnote19anc"><sup>19</sup></a>
</span></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;"><u>.
</u></span></span></span>
</p>
<p lang="en-US" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<br />
</p>
<p lang="en-US" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<br />
</p>
<p lang="en-US" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<br />
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-family: Liberation Serif, serif;"><span style="font-size: medium;"><u><b>Ο
Μπαχόφεν και η μυθολογία</b></u>. </span></span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-family: Liberation Serif, serif;"><span style="font-size: medium;">Η
πίστη του Μπαχόφεν ότι η εξέλιξη της
ιστορίας (τουλάχιστον της πιο αρχαίας)
είναι προϊόν ''ζωτικών ανορθολογικών
δυνάμεων'', τον οδήγησε φυσικά στη μελέτη
των συμβόλων και των μύθων. Συνεπώς ,
για τη θεμελίωση της θεωρίας του δεν
στηρίχτηκε τόσο στην εθνολογία ή την
αρχαιολογία, όσο στην ανάλυση των μύθων
και των συμβόλων της αρχαίας εποχής. </span></span>
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Ο
Μπαχόφεν προτιμούσε να στραφεί για να
αντλήσει τις αποδείξεις του, στον μύθο
και πώς αυτός εκφράζει τη συλλογική
μνήμη<a class="sdendnoteanc" href="#sdendnote20sym" name="sdendnote20anc"><sup>20</sup></a>.
</span></span></span>
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;">Πίστευε
ότι η αναπαράσταση του αρχαίου κόσμου
δεν μπορεί να γίνει χρησιμοποιώντας
τις σύγχρονες ορθολογικές ιδεολογίες.
Τα μυθολογικά σύμβολα , αναδύθηκαν
μάλλον από τα όνειρα , παρά από το
συνειδητό κομμάτι του ανθρώπου. Μπορεί
να εντοπίζουμε έναν ρομαντισμό στην
προσέγγιση αυτή του Μπαχόφεν, αλλά το
ίδιο θα μπορούσαμε να πούμε και για τους
προφήτες, τους σοφούς και οραματιστές
του παλαιού κόσμου. Συνεπώς , αντίστοιχη
πρέπει να είναι η προσέγγισή τους<a class="sdendnoteanc" href="#sdendnote21sym" name="sdendnote21anc"><sup>21</sup></a>..</span></span></span></span></p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;">Η
θρησκεία για τον Μπαχόφεν θα μπορούσε
να δώσει απαντήσεις για την οργάνωση
των αρχαίων κοινωνιών εκεί όπου δεν
υπάρχει καταγεγρεμμένη ιστορία </span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><i><b>''Στην
ανθρώπινη μνήμη όλα τα γεγονότα λαμβάνουν
θρησκευτική μορφή ''<a class="sdendnoteanc" href="#sdendnote22sym" name="sdendnote22anc"><sup>22</sup></a>.</b></i></span></span></span></p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Ο
ίδιος ο Μπαχόφεν έλεγε </span></span><span style="font-family: Liberation Serif, serif;"><i><b>''Υπάρχουν
δύο δρόμοι για την γνώση: Ο μακρύτερος,
πιο αργός και πιο επίπονος δρόμος του
ορθολογικού συγκρητισμού, και το πιο
σύντομο μονοπάτι της φαντασίας που
ταξιδεύει με την δύναμη και την ταχύτητα
του ηλεκτρισμού.Εγερμένη από την άμεση
επαφή με τα αρχαία, η φαντασία δράττει
την αλήθεια με ένα χτύπημα , χωρίς
ενδιάμεσους συνδέσμους. Η γνώση που
αποκτάται με αυτόν τον δεύτερο τρόπο
είναι απείρως πιο ζωντανή και πολύχρωμη
από αυτά που παράγει η κατανόηση'' <a class="sdendnoteanc" href="#sdendnote23sym" name="sdendnote23anc"><sup>23</sup></a>
</b></i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">.
</span></span></span>
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Ο
Μπαχόφεν πίστευε ότι τα σύμβολα,όπως
και ο μύθος, απεικονίζουν σε πολύ
μεγαλύτερο βαθμό την αλήθεια</span></span><span style="font-family: Liberation Serif, serif;"><i><b>
''Το σύμβολο αγκαλιάζει με τις ρίζες του
τα πιο μυστικά βάθη της ψυχής. Η γλώσσα
αναγιγνώσκει επιπόλαια την επιφάνεια
της κατανόησης σαν ένα απαλό αεράκι. Το
σύμβολο στοχεύει εσωτερικά, η γλώσσα
εξωτερικά. Μόνο το σύμβολο συνδυάζει
τα πιο ανόμοια στοιχεία σε μια ενιαία
ιδέα'' </b></i></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><u><b><a class="sdendnoteanc" href="#sdendnote24sym" name="sdendnote24anc"><sup>24</sup></a></b></u></span></span></span><span style="font-family: Liberation Serif, serif;"><i><b>
</b></i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">.</span></span></span></p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Στο
συμβολισμό των αριθμών έδινε μεγάλη
σημασία. Οι ζυγοι αριθμοί συνδέονται
με την αριστερή πλευρά, τη μητρότητα
και τη δικαιοσύνη, ενώ οι μονοί αριθμοί
με τη δεξιά πλευρά και τη πατρότητα. Ο
Πλάτων, μας πληροφορεί ο Μπαχόφεν ,είχε
συνδέσει τη δεξιά πλευρά και τους μονούς
αριθμούς με τους Ολύμπιους Θεούς. Στους
Θεούς της γης (δηλαδή του θηλυκού)
θυσιάζονταν ζώα σε ζυγούς αριθμούς και
πάντα από την αριστερή πλευρά τους,ενώ
τα ζώα διαλογής θυσιάζονταν σε μονούς
αριθμούς, πάντα για τους Ολύμπιους
Θεούς. </span></span><span style="font-family: Liberation Serif, serif;"><i><b>''Εδώ
οι ζυγοί αριθμοί συνδέονται με την
αριστερή πλευρά , και τα δύο σχετίζονται
με την λατρεία της γης, με τη θηλυκή αρχή
της φύσης'' </b></i></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><u><b><a class="sdendnoteanc" href="#sdendnote25sym" name="sdendnote25anc"><sup>25</sup></a></b></u></span></span></span><span style="font-family: Liberation Serif, serif;"><i><b>.</b></i></span></span></p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Άλλα
παραδείγματα για το πώς σκεπτόταν ο
Μπαχόφεν βλέπουμε και στην ανάλυση του
συμβολισμού του μελιού και του γάλακτος
. Για τον Μπαχόφεν το μέλι και το γάλα
συμβολίζουν τη μητρότητα, ενώ το κρασί
την πατρότητα. Καθόλου τυχαία η μητριαρχική
κοινωνία των μελισσών συνδέεται με το
μητρικό στάδιο. <a class="sdendnoteanc" href="#sdendnote26sym" name="sdendnote26anc"><sup>26</sup></a></span></span><span style="font-family: Liberation Serif, serif;"><i><b>.</b></i></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Όλα
αυτά ,που θα τα δούμε και πιο κάτω,
μαρτυρούν σύμφωνα με τον Μπαχόφεν την
ύπαρξη του μητριαρχικού σταδίου</span></span>.Ο
μύθος, επαναλαμβάνει συνέχεια ο Μπαχόφεν,
είναι ο καλύτερος σύμμαχος για την
εξερεύνηση αυτού του σταδίου <span lang="en-US"><u><span style="font-weight: normal;"><a class="sdendnoteanc" href="#sdendnote27sym" name="sdendnote27anc"><sup>27</sup></a></span></u></span>.
<i><b>''Η μυθική παράδοση μπορεί να εκληφθεί
ως μια αξιόπιστη αντανάκλαση της ζωής
εκείνης της εποχής στην οποία η αρχαιότητα
έχει τις ρίζες της. Είναι μια φανέρωση
της προϊστορικής σκέψης, μια άμεση
αποκάλυψη της ιστορίας, και, συνεπώς,μια
ιστορική πηγή υψηλής εμπιστοσύνης'' <a class="sdendnoteanc" href="#sdendnote28sym" name="sdendnote28anc"><sup>28</sup></a></b></i>.
Ο μύθος είναι <i><b>''η πιστή απεικόνιση
της παλαιότερης εποχής'' <a class="sdendnoteanc" href="#sdendnote29sym" name="sdendnote29anc"><sup>29</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Είναι
τόσο έντονη η αντίφαση ανάμεσα στη
μυθική αντίληψη και τις σύγχρονες ιδέες,
λέει ο Μπαχόφεν ,που αποκλείεται αυτά
που γνωρίζουμε για τα φαινόμενα της
μητριαρχίας να είναι επινοήσεις. Η
ελληνική σκέψη δεν μπορεί να εφήυρε τον
μητριαρχικό μύθο της Λαοδαμείας αφού
αυτός βρίσκεται σε ακριβώς αντίθετη
σκέψη <a class="sdendnoteanc" href="#sdendnote30sym" name="sdendnote30anc"><sup>30</sup></a>.</span></span></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-family: Liberation Serif, serif;"><span style="font-size: medium;">Έχει
μεγάλο ενδιαφέρον να δούμε την ανάγνωση
που έκανε ο Μπαχόφεν σε διάφορα αρχαία
σύμβολα και μύθους υπό το πρίσμα της
μητριαρχικής θεωρίας. </span></span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-family: Liberation Serif, serif;"><span style="font-size: medium;">Ο
Μπαχόφεν περιηγήθηκε σε διάφορες πόλεις
της Ευρώπης. Έχοντας στο νου του ότι η
ιστορία των ανθρώπων είναι ουσιαστικά
η επίδραση της εξέλιξης των ψυχολογικών
τους καταστάσεων και του τρόπου με τον
οποίο έβλεπαν τον κόσμο, είναι λογικό
ότι επισκέφτηκε τα μέρη που ο άνθρωπος
εξέφραζε το δέος του για τα μυστήρια
της ζωής. Εννοείται ότι δημιουργήματα
του ανθρώπου που συνδέονται με μεταφυσικά
ερωτήματα , θα μπορούσαν να πουν
περισσότερα πράγματα στον Μπαχόφεν από
ό,τι άλλα προϊόντα του υλικού πολιτισμού.
</span></span>
</p>
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">Πίστευε
ότι η αρχαιολογία χρωστούσε πολλά στους
αρχαίους τάφους αφού από εκεί μπορούμε
να αντλήσουμε πληροφορίες για το πώς
σκεπτόταν ο άνθρωπος. </span></span><span style="font-family: Liberation Serif, serif;"><i><b>''Στις
περιπλανήσεις μου δια μέσω των μουσείων
της Ιταλίας η προσοχή μου έπεσε σε μια
πτυχή των τεράστιων θησαυρών τους, και
συγκεκριμένα την ταφική τέχνη, ένα πεδίο
στο οποίο η αρχαιότητα μας δείχνει
μερικές από τις πιο σπουδαίες ομορφιές
της. Όταν συλλογίζομαι το βαθύ συναίσθημα
, την ανθρώπινη ζεστασιά που διακρίνει
αυτό το βασίλειο της αρχαίας ζωής ,
ντρέπομαι για την φτώχεια και την
στειρότητα του σύγχρονου κόσμου. Οι
αρχαίοι τάφοι μας έχουν δώσει έναν
σχεδόν ανεξάντλητο πλούτο. ..Όλοι οι
θησαυροί που γεμίζουν τα μουσεία μας
με την αρχαία τέχνη έχουν παρθεί από
αρχαίους ναούς , και γενικά , ο ανθρώπινος
πολιτισμός τους χρωστά περισσότερα από
ό,τι πιστεύεται'' <a class="sdendnoteanc" href="#sdendnote31sym" name="sdendnote31anc"><sup>31</sup></a>
</b></i></span><span style="font-family: Liberation Serif, serif;"><span style="font-style: normal;">.</span></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
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</p>
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</p>
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</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
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</p>
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</p>
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</p>
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</p>
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</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Τρία
αυγά μυστηρίου. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν επισκέφτηκε την Βίλα Παμφίλι
<span lang="en-US">(Villa Pamphili) </span>κοντά στην <span lang="en-US">Porta
San Pancrazio </span>στον αρχαίο δρόμο <span lang="en-US">Via
Aurelia </span>κοντά στην Ρώμη( 1848) . </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><img alt="" height="486" 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" width="602" />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Σε
αυτήν τη βόλτα του, παρατήρησε την
παραπάνω εικόνα που την ονόμασε <i>''τρία
αυγά μυστηρίου''</i>. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν προχωρά σε μια ανάλυση της
εικόνας. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Είναι
γνωστό ότι στους αρχαίους η διαδικασία
της γέννησης και του θανάτου, της
δημιουργίας και της καταστροφής, έπαιζε
πολύ μεγάλο ρόλο. <i><b>''Η ζωή κάθε ζωντανού
οργανισμού είναι το προϊόν μιας διπλής
δύναμης. Της δημιουργίας και της
καταστροφής.'' <a class="sdendnoteanc" href="#sdendnote32sym" name="sdendnote32anc"><sup>32</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Πρόκειται
για μια εικόνα άμεσα συνεδεμένη με τη
θηλυκή αρχή της φύσης και την γονιμοποίηση.
Το αυγό συμβολίζει την αρχή της γέννησης
<a class="sdendnoteanc" href="#sdendnote33sym" name="sdendnote33anc"><sup>33</sup></a>.
Συνδυάζει όλα τα μέρη του υλικού κόσμου:
παράδεισο και κόλαση, φως και σκοτάδι,
τη θηλυκή και αρσενική σεξουαλική
ικανότητα, <i><b>''καθώς και ολόκληρο τον
κόσμο των θεών, ο οποίος έχει υλική
προέλευση, όπως όλος ο ''γήϊνος'' κόσμος,
και ο οποίος έχει την ίδια κοινή μητέρα
όπως οι άνθρωποι, τα ζώα και τα φυτά, και
η οποία είναι το μαύρο αυγό'' <a class="sdendnoteanc" href="#sdendnote34sym" name="sdendnote34anc"><sup>34</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"> <span style="font-size: medium;">Ο
Μπαχόφεν ,και αυτό είναι κάτι που θα το
δούμε και πιο κάτω, πίστευε ότι το
''γήϊνο'' (<span lang="en-US">tellurian)</span>-υλικό
στάδιο της ανθρωπότητας, ήταν συνδυασμένο
με τη μητριαρχία. Η μητέρα, όταν γεννά
ένα παιδί, δένεται με μια αγάπη που είναι
βασισμένη σε μια υλική θεμελίωση της
σχέσης της μαζί του. Η μητέρα συνδέεται
πρώτα σε υλικό-βιολογικό επίπεδο με το
παιδί της-αν μη τι άλλο είναι το σπλάχνο
της. Ο πατέρας από την άλλη, έχει μια
συναισθηματική-νοητική σχέση με το
παιδί του. Κατ'επέκταση θα μπορούσαμε
να πούμε ότι η μητριαρχία εκφράζει τον
υλικό κόσμο ,ενώ η πατριαρχία τον κόσμο
των ιδεών. Καθόλου τυχαία ,οι θρησκείες
στην μητριαρχική περίοδο αποδίδουν μια
εντελώς υλική υπόσταση των θεών , καθώς
και μια προέλευση υλική την οποία
μοιράζονται από κοινού με τους ανθρώπους.
Αντίθετα, την περίοδο της πατριαρχίας,
ο Θεός είναι Λόγος. Δεν προήλθε από
καμμία ύλη, και πολύ περισσότερο δεν
έχει κοινή υλική καταγωγή με τον
άνθρωπο.Όσο αφορά την εικόνα με τους
πέντε εφήβους και τα μυστήρια τρία αυγά,
αυτή δεν είναι τίποτα άλλο παρά μια
αναφορά στον γάμο. Τα αυγά συμβολίζουν
το σκοπό του γάμου, τη δημιουργία της
ζωής, ενώ ο Μπαχόφεν αποδίδει τον αριθμό
των εφήβων (πέντε) στο άθροισμα των
αριθμών τρία (που συμβολίζει το αρσενικό
) με το δύο (που συμβολίζει το θηλυκό)<a class="sdendnoteanc" href="#sdendnote35sym" name="sdendnote35anc"><sup>35</sup></a>.</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Τα
τείχη της Ιεριχούς. </span>
</p>
<p style="margin-bottom: 0cm;"> <span style="font-size: medium;"><span lang="el-GR">Ο
Μπαχόφεν αναφέρει και ένα μύθο που
συναντάμε σε αρκετούς λαούς: </span></span><span style="font-size: medium;"><span lang="el-GR"><i>Τείχη
που καταρρέουν χάρη στο παίξιμο μιας
τρομπέτας ή άλλου μουσικού οργάνου</i></span></span><span style="font-size: medium;"><span lang="el-GR">.
Γνωρίζουμε για τα τείχη της Ιεριχούς,
καθώς και τα τείχη της Άλμπα </span></span><span style="font-size: medium;"><span lang="en-US">(Alba
Longa) ,</span></span><span style="font-size: medium;"><span lang="el-GR">που
οι Ρωμαίοι έριξαν με παρόμοιο τρόπο,
ενώ ο Λεύκιος Μόμμιος Αχαϊκός που
κατέλαβε την Κόρινθο και την ξεθεμελίωσε
(πιθανόν ύστερα από την απαίτηση των
Ρωμαίων εμπόρων που ήθελαν την εξαφάνιση
ενός ανταγωνιστή) αναφέρεται σε μια
αρχαία τελετή που παρατήρησε και έλκυε
την προέλευσή της σε παρόμοιο θρύλο
για τα τείχη της Κορίνθου. (Ο Μόμμιος
υπήρξε ο πρώτος ''</span></span><span style="font-size: medium;"><span lang="en-US">novus
homo'' </span></span><span style="font-size: medium;"><span lang="el-GR">δηλαδή
στρατιωτικός με πληβειακή καταγωγή, ο
οποίος δεν είχε και μεγάλη σχέση με τα
αρχαία μνημεία . Χαρακτηριστική είναι
η ρήση του προς τους ναυτικούς που
μετέφεραν τα αρχαία αγάλματα της Κορίνθου
προς τη Ρώμη επιδεικνύντας άγνοια για
τη σημαντικότητά τους : '' </span></span><span style="font-size: medium;"><i>Αν
τα χάσετε ή τα καταστρέψετε, οφείλετε
να τα αντικαταστήσετε''</i></span><span style="font-size: medium;"><span style="font-style: normal;">).
</span></span><span style="font-size: medium;"> </span>
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν δεν αναφέρεται στην πραγματικότητα
που </span><span style="font-size: medium;"><span lang="el-GR">πιθανότατα
</span></span><span style="font-size: medium;">βρίσκεται
πίσω από τον μύθο αλλά </span><span style="font-size: medium;"><span lang="el-GR">
αναφέρεται περισσότερο στο πώς μυθολογικά
προέκυψε αυτός ο μύθος. Ο τρόπος
καταστροφής των τειχών έχει άμεση σχέση
με το πώς αυτά δημιουργήθηκαν . Οτιδήποτε
δημιουργήθηκε με βία πρέπει να καταστραφεί
με βία. Αυτό που η τρομπέτα κατέστρεψε
είχε ήδη δημιουργηθεί με την τρομπέτα.
Ο μύθος της δημιουργίας των τειχών της
Θήβας μας λέει ότι ο Αμφίονας έπαιξε τη
λύρα του, οι πέτρες ''ζωντάνεψαν'' και
τοποθετήθηκαν η μια πάνω στην άλλη
χτίζοντας τα τείχη της Θήβας. Ο Μπαχόφεν
συνεχίζει </span></span><span style="font-size: medium;"><span lang="el-GR"><i><b>''η
χάλκινη τρομπέτα είναι στενά συνεδεμένη
με την φαλλική δημιουργικότητα '' </b></i></span></span><span style="font-size: medium;"><span lang="el-GR"><i><span style="text-decoration: none;"><b><a class="sdendnoteanc" href="#sdendnote36sym" name="sdendnote36anc"><sup>36</sup></a></b></span></i></span></span><span style="font-size: medium;"><span lang="el-GR">.</span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Η
τρομπέτα είναι συνεδεμένη με το αντρικό
όργανο. Σύμφωνα με τον μύθο ,ο ήχος της
πολεμικής τρομπέτας αποκάλυψε τον
Αχιλλέα που ήταν ,κατόπιν οδηγιών της
Θέτιδας, μεταμφιεσμένος σαν γυναίκα
και κρυμμένος ανάμεσα στις γυναίκες
τις Σκύρου , με σκοπό να αποφύγει τον
πόλεμο στην Τροία. Όταν ο Οδυσσέας φύσηξε
την τρομπέτα, ο Αχιλλέας δεν κρατήθηκε
και έτρεξε να πολεμήσει τους εισβολείς.Ετσι
αποκαλύφθηκε και συνόδεψε τον Οδυσσέα
στον πόλεμο<span lang="en-US">.</span> Το ''ξύπνημα''
(<span lang="en-US">excitatio ,</span>διέγερση δηλαδή
στα λατινικά) προκαλείται με το φύσημα
της τρομπέτας.(μην ξεχνάμε άλλωστε ,
όπως μας πληροφορεί ο Ξενοφών , ότι όταν
οι Αθηναίοι ηττήθηκαν από τους Σπαρτιάτες
και αναγκάστηκαν να γκρεμίζουν τα
θεμιστόκλεια τείχη, αυτό έγινε υπό την
συνοδεία λύρας). Ο ήχος ''<span lang="en-US">taratantara''
</span>εγείρει τα τείχη από τον θαμμένο
τους ύπνο. Ο συμβολισμός της αρσενικής
γονιμοποίησης με την οποία τα τείχη,
όπως τα δέντρα ,βγαίνουν από το έδαφος
είναι προφανής<a class="sdendnoteanc" href="#sdendnote37sym" name="sdendnote37anc"><sup>37</sup></a>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><img alt="" 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" />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p><span style="font-size: medium;">Ο
Μύθος του έρωτα και της Ψυχής. </span>
<p lang="el-GR" style="margin-bottom: 0cm;">
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Σύμφωνα
με τη μυθολογία, η Ψυχή ήταν μια πανέμορφη
πριγκηποπούλα που τη μίσησε θανάσιμα
η Αφροδίτη, λόγω της ομορφιάς της , μια
ομορφιά που έκανε να την λατρεύουν
περισσότερο από ό,τι την ίδια οι θνητοί.Η
Αφροδίτη έκανε δούλα την Ψυχή, αφού όμως
πρώτα ο ίδιος ο γιός της, ο Έρωτας, την
είχε ερωτευθεί. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Για
τον Μπαχόφεν , ο μύθος αυτός συμβολίζει
το πέρασμα από την Αφροδίσια εποχή, του
εταιρικού έρωτα και της καταπίεσης των
γυναικών , στην εποχή του πνεύματος και
της μητριαρχίας.Στην πρώτη φάση , η Ψυχή
είναι καταδικασμένη να παντρευτεί έναν
δράκο, μια τιμωρία που της επέβαλλε η
Αφροδίτη και που συμβολίζει το αρχικό
<span lang="en-US">(tellurian) </span>στάδιο<span lang="en-US">.</span>
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"> <span style="font-size: medium;">Στον
εταιρικό έρωτα δεν υπάρχει ψυχικός
δεσμός ανάμεσα στον άντρα και τη
γυναίκα.Το φιλί που ενώνει τον Έρωτα
και τη Ψυχή είναι το <span lang="en-US">basium</span>(φιλί)
που ενώνει τον σύζυγο με τη σύζυγο, όχι
το <span lang="en-US">suavium </span>που δίνει ο εραστής
στην εταίρα. Στον ανώτερο έρωτα υπάρχει
σεξουαλική ένωση αλλά η γυναίκα δεν
είναι ένα απλό αντικείμενο. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Η
ιδέα του σεξουαλικού έρωτα δεν είναι
άγνωστη σε αυτό το στάδιο. Αλλά έχει
απομακρυνθεί από το Αφροδίσιο, εταιρικό
χαρακτήρα , και ανέλαβε αυτό της αγνής
συζυγικής ένωσης. Η αγνότητα της παρθένου
συνδέεται με την μητρότητα . Σύμφωνα με
το μύθο: <i><b>''Η γήινη υγρασία αντικαθίσταται
από την υψηλότερη φάση της φωτιάς .Το
σκοτάδι και το χάος δίνουν τη θέση τους
στο φως και την τάξη, και ο ακανόνιστος
εταιρισμός σε μια επιθυμία για συζυγική
ένωση.'' <a class="sdendnoteanc" href="#sdendnote38sym" name="sdendnote38anc"><sup>38</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><img alt="" height="238" 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" width="530" />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Όκνος και το γαϊδούρι. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Στην
εικόνα αυτή, ο Όκνος (που εκπροσωπεί
την ματαιότητα και την τεμπελιά) γνέθει
ένα σκοινί το οποίο μασάει ένας γάϊδαρος.
Ο Μπαχόφεν βλέπει έναν συμβολισμό: <i><b>''Τα
ελληνικά πορτραίτα του Όκνου αναπαριστούν
την δημιουργική αρχή σε ανθρώπινη μορφή
και την καταστροφική αρχή με τη μορφή
ενός ζώου, και η αντίθεση αυτή δίνει
έμφαση στην εργασία. Η δημιουργία είναι
μια τέχνη, η καταστροφή είναι έργο της
ωμής δύναμης. Η δημιουργία βρίσκεται
στο ανθρώπινο χέρι, η καταστροφή
αποδίδεται στη δαιμονική φύση του ζώου''
<a class="sdendnoteanc" href="#sdendnote39sym" name="sdendnote39anc"><sup>39</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><u><b>Μητρικό
δίκαιο- εταιρισμός, μητριαρχία και
πατριαρχία</b></u><u>.</u><u><b>Τα τρία στάδια
εξέλιξης της ανθρωπότητας</b></u>. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Όπως
είδαμε και στην αρχή, ο Μπαχόφεν
χρησιμοποίησε τον όρο μητριαρχία. Ένας
όρος που ταυτίστηκε με το μητρικό δίκαιο
(δηλαδή τη μητρογραμμική διαδοχή) αλλά
και την κατάσταση όπου οι γυναίκες
χαίρουν υψηλής κοινωνίκης θέσης. Αν και
η ταύτιση των δύο όρων προκάλεσε μια
σύγχυση , ο ίδιος ο Μπαχόφεν είχε ξεκάθαρα
ξεχωρίσει το μητρικό δίκαιο από τη
μητριαρχία. Μάλιστα, θεωρούσε ότι ,
αρχικά, οι ακανόνιστες σεξουαλικές
σχέσεις (εταιρισμός)που επικρατούσαν
σε μια κοινωνία που ακολουθούσε το
μητρικό δίκαιο οδήγησαν στην καταπίεση
των γυναικών<span lang="en-US"> </span>και έτσι,
εκείνες αντέδρασαν και επέβαλλαν τη
μητριαρχία διατηρώντας τη μητρογραμμική
διαδοχή . Υπό αυτήν την έννοια μητρικό
δίκαιο και εταιρισμός είναι αντίθετες
με τη μητριαρχία, αν και η πηγή δύναμης
των γυναικών βρίσκεται ακριβώς στην
ικανότητά τους να γεννούν παιδιά. Με
λίγα λόγια, το μητρογραμμικό σύστημα
υπολογισμού διαδοχής, σύμφωνα με τον
Μπαχόφεν, μπορεί είτε να οδηγήσει σε
μια κοινωνία εταιρισμού και συνεπώς
στην καταπίεση των γυναικών, είτε σε
μια κοινωνία που οι γυναίκες έχουν ισχύ.
Αυτό το στοιχείο που κάνει τη διαφορά
είναι το κατά πόσο οι σεξουαλικές σχέσεις
είναι κανονικοποιημένες. <b>Πλήρως
ελεύθερες σεξουαλικές σχέσεις σε μια
μητρογραμμική κοινωνία οδηγούν στην
καταπίεση των γυναικών.Κανονικοποιημένες
σεξουαλικές σχέσεις με μητρογράμμιση
οδηγούν στη μητριαρχία</b>. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν συμφωνούσε με τον Χέγκελ στο
γεγονός ότι όταν παρατηρούμε μια
κατάχρηση μιας κατάστασης, αυτό οδηγεί
σε μια κοινωνική εξέλιξη. Έτσι, όταν οι
γυναίκες έγιναν το θήραμα των αντρών,λόγω
των ακανόνιστων σεξουαλικών σχέσεων,
η κατάσταση έγινε αφόρητη με αποτέλεσμα
την εγκατάλλειψη της κοινοκτημοσύνης
τόσο στην ιδιοκτησία όσο και στην
ανατροφή των παιδιών. Ο γάμος έγινε
θεσμός που ρυθμιζόταν με αρχές και
κανόνες. Αλλά όταν οι γυναίκες αναδείχθηκαν
ως οι άρχοντες της κοινωνίας και
ιδιοκτήτες τόσο των παιδιών όσο και των
περιουσιών, αναδύθηκε μια εξίσου
ανυπόφορη κατάσταση, ειδικά την εποχή
του πολέμου, αφού ήταν αδύνατο για τις
γυναίκες να ασκούν τα καθήκοντα των
κυβερνητών , των πολεμιστών , αλλά και
των γονέων<a class="sdendnoteanc" href="#sdendnote40sym" name="sdendnote40anc"><sup>40</sup></a>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Έτσι,
σύμφωνα με τον Μπαχόφεν ,όταν οι γυναίκες
επέβαλλαν τη μητριαρχία σε ακραία μορφή
(δηλαδή τον αμαζονισμό , και το μητρικό
δίκαιο συνδυασμένο με τον ατομικό γάμο
και τις ρυθμισμένες σεξουαλικές σχέσεις
) η κατάσταση όπως είπαμε έγινε ανυπόφορη
τόσο για τις γυναίκες ,όσο και τους
άντρες . Είναι η περίοδος που αναδύεται
το ανώτερο στάδιο της πατριαρχίας. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Βλέπουμε
λοιπόν, ότι ο Μπαχόφεν χωρίζει την
ιστορία των κοινωνιών σε τρία στάδια.
<span style="font-style: normal;"><span style="font-weight: normal;">Είναι
παραπάνω από εμφανές ότι έβλεπε την
ιστορία εξελικτικά , θεωρούσε ότι
υπάρχουν τρία προοδευτικά επίπεδα
εξέλιξης , τα οποία ονόμασε ως εξής: </span></span></span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">α)
Γήινο -λατρεία της γης , μητρικό δίκαιο,
β) Σεληνιακό- λατρεία της σελήνης,μητριαρχία,
και γ) Ηλιακό-λατρεία του ήλιου , πατριαρχία
<a class="sdendnoteanc" href="#sdendnote41sym" name="sdendnote41anc"><sup>41</sup></a>:
</span></span><i><b> ''Τα τρία στάδια σύμφωνα με
αυτό το σχήμα είναι :πρώτα το γήινο
</b></i><span lang="en-US"><i><b>(tellurian) </b></i></span><i><b>στο
οποίο είναι αναγνωρισμένη η μητρότητα
χωρίς γάμο, δεν υπάρχει γεωργία και
,προφανώς, τίποτα δεν θυμίζει κρατική
υπόσταση, έπειτα το σεληνιακό στάδιο
(</b></i><span lang="en-US"><i><b>lunar) </b></i></span><i><b>στο
οποίο η μητρότητα συνδυάζεται με γάμο
και το παιδί αναγνωρίζεται είτε νομικά
, είτε φυσικά και στο οποίο η γεωργία
ασκείται σε -εγκατεστημένες σε συγκεκριμένο
τόπο-κοινότητες, και , τέλος, η ηλιακή
περίοδος (</b></i><span lang="en-US"><i><b>Solar) , </b></i></span><i><b>στην
οποία αναγνωρίζεται το δίκαιο του
συζύγου-πατέρα, έχουμε διαίρεση της
εργασίας και ατομική ιδιοκτησία'' <a class="sdendnoteanc" href="#sdendnote42sym" name="sdendnote42anc"><sup>42</sup></a></b></i><span lang="en-US"><i><b>
.</b></i></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Η
ιδέα ότι η ''σεξουαλική απελευθέρωση''
και οι ακανόνιστες ερωτικές σχέσεις
όχι μόνο δεν απελευθερώνουν τις γυναίκες
αλλά τις υποτάσσουν στον άντρα, με
αποτέλεσμα εκείνες να εξεγερθούν ,
προέκυψε , όπως είδαμε , στον Μπαχόφεν
, όχι τόσο από τα εθνογραφικά δεδομένα
της εποχής (τα οποία άλλωστε ήταν
ελάχιστα) αλλά από τη μελέτη του μύθου
και της ιστορίας. Ο Μπαχόφεν υποστήριζε
ότι παράλληλα με το ελληνορωμαϊκό
πατρικό δίκαιο, συνυπήρχε μια οικογενειακή
οργάνωση που διέφερε ριζικά στη δομή
και οργάνωσή της. Ο περιορισμός της
κληρονομιάς στους λαούς της Λυκίας μόνο
στις κόρες, καθώς και οι αναφορές του
Στράβωνα για τους Καντάβρους στους
οποίους ήταν οι κόρες υποχρεωμένες να
παρέχουν προίκα,όπως και οι αναφορές
του Πολύβιου για τους Λοκρούς, μας
παρέχουν , έλεγε ο Μπαχόφεν αποδείξεις
Πρόκειται για ένα παγκόσμιο φαινόμενο
το οποίο δεν μπορεί να περιοριστεί σε
ένα συγκεκριμένο έθνος. Δύο παρατηρήσεις
είναι σίγουρες έλεγε ο Μπαχόφεν</span></span><i><b>
''(1)το μητρικό δίκαιο ανήκει σε μια
περίοδο που προηγήθηκε του πατριαρχικού
συστήματος , (2) άρχισε να παρακμάζει
μόνο με τη νικηφόρα ανάπτυξη του πατρικού
συστήματος''</b></i><span lang="en-US"><span style="font-style: normal;"><u><span style="font-weight: normal;"><a class="sdendnoteanc" href="#sdendnote43sym" name="sdendnote43anc"><sup>43</sup></a></span></u></span></span><span lang="en-US"><i><b>.</b></i></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><u><b>Πρώτο
στάδιο: εταιρισμός</b></u>. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Αν
και πολλοί ανθρωπολόγοι και εθνολόγοι
έχουν αμφισβητήσει έντονα το κατά πόσο
υπήρξε πράγματι μια περίοδος εταιρισμού
(δηλαδή κοινωνία απόλυτα ελεύθερων
σεξουαλικών σχέσεων) στην ιστορία της
ανθρωπότητας,σύμφωνα με άλλους ερευνητές
έχουμε έντονες ενδείξεις ότι αυτή υπήρξε
πράγματι. Ο φιλόσοφος </span></span><span lang="en-US"><span style="font-style: normal;"><span style="font-weight: normal;">George
Boas </span></span></span><span style="font-style: normal;"><span style="font-weight: normal;">λέει
επ'αυτού </span></span><i><b>''Όταν οι ανθρωπολόγοι
λένε ότι δεν μπορούν να βρουν κάποια
φυλή στην οποία επικρατεί η σεξουαλική
ακολασία ή η μητριαρχία, αλλά ότι και
τα δύο είναι αναμεμειγμένα με γαμικά
ταμπού και πατριαρχικά έθιμα, αυτό σε
καμμία περίπτωση δεν αποδεικνύει ότι
στην ιστορία τέτοιων φυλών δεν υπήρχε
κάποια περίοδο στην οποία η ακολασία
λάβαινε μέρος και κάποια που οι γυναίκες
ήταν αυτές που επικρατούσαν. Στην
πραγματικότητα , μπορεί να υποστηριχθεί
ότι εάν οι σεξουαλικές σχέσεις ρυθμίζονταν
από τον νόμο και η ακολασία απαγορευόταν
,αυτό συνέβη ακριβώς επειδή ήταν
προηγουμένως αρύθμιστες και η ακολασία
είχε επικρατήσει. Κανένας δεν μπορεί
να απαγορέψει κάτι που κανένας δεν
επιθυμεί. Τα περίπλοκα ταμπού της
αιμομιξίας δεν θα ήταν απαραίτητα εάν
κανένας δεν είχε την τάση να είναι
αιμομίκτης. Κάποιος θα μπορούσε με
κάποια λογική να συμπεράνει ότι εάν οι
σεξουαλικές σχέσεις ρυθμίζονται από
τον νόμο, αυτό συμβαίνει επειδή επειδή
κάποτε δεν ρυθμίζονταν. Ο λόγος που ο
Μπαχόφεν ισχυρίζεται ότι υπήρξε περίοδος
ακολασίας , πέρα από τις εμπειρικές
αποδείξεις που υπάρχουν ανάμεσα στις
''κατώτερες τάξεις'' και τις πολυγαμικές
τάσεις των περισσότερων αρσενικών,
είναι ότι η έμφαση στη σεξουαλική
ευπρέπεια στις μητριαρχικές κοινωνίες
μπορεί να εξηγηθεί μόνο ως μια αντίδραση
εναντίον μιας κατάστασης στις οποίες
οι σχέσεις είχαν γίνει ανηπόφορες.''<a class="sdendnoteanc" href="#sdendnote44sym" name="sdendnote44anc"><sup>44</sup></a></b></i><span lang="en-US"><i><b>.</b></i></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
γνωστός ανθρωπολόγος <span lang="en-US">John
Lubbock (</span>αν και συγχέει και εκείνος το
μητρικό δίκαιο με τη μητριαρχία)
αναφέρεται στο πόσο πολύ κρίσιμη θεωρούσε
ο Μπαχόφεν την επιβολή κανονικοποιημένων
σεξουαλικών σχέσεων. <i><b>''Ο Μπαχόφεν,ο
ΜακΛέναν, και ο Μόργκαν, οι πιο πρόσφατοι
συγγραφείς που μελέτησαν το θέμα,όλοι
τους συμφωνούν ότι η πρωτόγονη κατάσταση
του ανθρώπου, κοινωνικά, ήταν τέτοια
που ο γάμος δεν υπήρχε .Όπως μπορούμε
συμβατικά να τον ονομάσουμε ,υπήρχε
ομαδικός γάμος ,όπου όλοι οι άντρες και
όλες οι γυναίκες σε μια μικρή κοινότητα,
θεωρούνταν όλοι ως εξίσου παντρεμένοι
μεταξύ τους. Ο Μπαχόφεν θεωρεί ότι μετά
από λίγο καιρό, οι γυναίκες σοκαρίστηκαν
και σκανδαλίστηκαν από μια τέτοια
κατάσταση, εξεγέργηθηκαν εναντίον
της,και καθιέρωσαν ένα σύστημα γάμου
θηλυκής ανωτερότητας , με τον άντρα να
είναι υποταγμένος στη γυναίκα, με την
περουσία και την καταγωγή να υπολογίζονται
στη θηλυκή γραμμή,και με τις γυναίκες
να απολαμβάνουν το βασικό μερίδιο της
πολιτικής ισχύος. Την πρώτη περίοδο την
αποκαλεί ''εταιρισμό'' ,και τη δεύτερη
''μητρικό δίκαιο'' </b></i><span lang="en-US"><span style="font-style: normal;"><u><span style="font-weight: normal;"><a class="sdendnoteanc" href="#sdendnote45sym" name="sdendnote45anc"><sup>45</sup></a></span></u></span></span><i><b>.</b></i></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Ο
φιλόσοφος </span></span><span lang="en-US"><span style="font-style: normal;"><span style="font-weight: normal;">George
Boas </span></span></span><span style="font-style: normal;"><span style="font-weight: normal;">ξεκαθαρίζει
τα πράγματα: </span></span><i><b>''Ο Μπαχόφεν δεν
χρησιμοποιήσε τον όρο ''μητρικό δίκαιο''
(όρο που επίσης χρησιμοποίησαν οι
Μαλινόβσκυ και Ρίβερς) για να ισχυριστεί
ότι οι γυναίκες είχαν την πολιτική
εξουσία. Στην πραγματικότητα , σύμφωνα
με αυτήν τη θεωρία των σταδίων, η φυσική
αρχηγεία μιας πρωτόγονης ( στο στάδιο
του εταιρισμού-αφροδίτης) ορδής, θα
ανήκε σε έναν ισχυρό τύραννο άντρα, ο
οποίος μέσα από τη δύναμή του θα μπορούσε
να χρησιμοποιήσει όποια γυναίκα ήθελε''
</b></i><span lang="en-US"><i><b><a class="sdendnoteanc" href="#sdendnote46sym" name="sdendnote46anc"><sup>46</sup></a></b></i></span><span lang="en-US">.
</span></span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Για
του λόγου το αληθές ο Μπαχόφεν έλεγε
κάτι που θυμίζει αρκετά τα όσα λέει στο
<i>''Τοτέμ και Ταμπού''</i> ο Φρόυντ και την
''τυραννία των ακανόνιστων σχέσεων'':
<i><b>''Η κοινοκτημοσύνη των γυναικών
σίγουρα υποδηλώνει την τυραννία ενός
ατόμου. Αυτό το συναντούμε ανάμεσα στους
Άραβες, τους Τρωγλοδύτες, τους Αιθίοπες,
και τους Ίβηρες της Κασπίας Θάλασσας .
Κάθε φυλή έχει τον τύραννό της. Αυτή η
τυραννία βασίζεται πάνω στο δικαίωμα
της γονιμοποίησης. Αφού καμία επιλογή
δεν υπάρχει στις σεξουαλικές σχέσεις
και συνεπώς δεν υπάρχει τέτοιο πράγμα
όπως ατομική πατρότητα, ολόκληρη φυλή
έχει μόνο έναν πατέρα, τον τύραννο: όλοι
είναι γιοί του και κόρες, και όλη η
περιουσία ανήκει σε αυτόν. Η κυριαρχία
ενός ανθρώπου υποδηλώνει μια παράλληλη
πορεία με το φυσικό δικαίωμα (</b></i><span lang="en-US"><i><b>ius
naturale) </b></i></span><i><b>το οποίο επικρατεί σε
αυτό το στάδιο.'' <a class="sdendnoteanc" href="#sdendnote47sym" name="sdendnote47anc"><sup>47</sup></a></b></i>
. Ο τύραννος νομιμοποιεί την εξουσία
του χάρη στη γυναίκα του. Παντρεύεται
μια γυναίκα , όχι για να αφήσει απογόνους
που θα κληρονομήσουν την εξουσία (αφού
η εξουσία περνάει στους αδερφούς της
γυναίκας του) αλλά για να εξουσιάσει
μέσω της γυναίκας του (είναι γνωστό ότι
στα πανάρχαια χρόνια η γυναίκα ήταν
αυτή που μπορούσε να ορκίσει το νέο
βασιλιά).Βλέπουμε δηλαδή ότι ο Μπαχόφεν
συνδέει την κοινοκτημοσύνη των γυναικών
με την τυραννία ενός ατόμου.</span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Το στάδιο αυτό ο
Μπαχόφεν το βλέπει ως το κατώτερο στάδιο
ανάπτυξης της ανθρωπότητας. <i><b>''Στο
κατώτερο στάδιο της ανθρώπινης ύπαρξης,
η σεξουαλική ζωή είναι ασύδοτη και
δημόσια. Όπως τα ζώα, ο άνθρωπος ικανοποιεί
την ορμή της φύσης μπροστά στα μάτια
όλων, και δεν διαμορφώνει σταθερούς
δεσμούς με καμμία γυναίκα.'' <a class="sdendnoteanc" href="#sdendnote48sym" name="sdendnote48anc"><sup>48</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="text-decoration: none;">Ο
Μπαχόφεν αναφέρει μια σειρά από φυλές
που ζουν σε διαφορετικά μέρη (Θράκες,
κάτοικοι των Βαλεαρίδων νήσων κ.α) που
ασκούν ένα περίεργο έθιμο . Σύμφωνα με
το έθιμο αυτό, η νύφη τη νύχτα πριν το
γάμο της συνευρίσκεται σεξουαλικά με
έναν μεγάλο αριθμό αντρών της φυλής,πρωτού
τελικά παντρευτεί τον άντρα της οπότε
συνευρίσκεται σεξουαλικά με αυτόν και
από εκεί και πέρα αυστηρά μόνο με αυτόν
. Καταφανώς το έθιμο αυτό αναπαριστά
την κατάσταση που υπήρχε πριν τον ατομικό
γάμο (στάδιο εταιρισμού) και στην οποία
έθεσε τέρμα ο γάμος με έναν συγκεκριμένο
σύντροφο.<a class="sdendnoteanc" href="#sdendnote49sym" name="sdendnote49anc"><sup>49</sup></a>.</span></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="text-decoration: none;">Σε
αυτό το στάδιο η ατομική περιουσία του
πατέρα τύραννου, είναι κοινή περιουσία
των παιδιών του. Συνεπώς οι γυναίκες
του τύραννου, είναι γυναίκες των παιδιών
του , όπως επίσης και η περιουσία του. Ο
Μπαχόφεν συνδέει την κοινοκτημοσύνη
των αγαθών που επικρατούσε στο στάδιο
του εταιρισμού, με την κοινοκτημοσύνη
των γυναικών και τις ακανόνιστες
σεξουαλικές σχέσεις. Εν τούτοις , ακόμα
και αυτό το πρωτόγονο στάδιο, είναι για
τον Μπαχόφεν ένα απαραίτητο εξελικτικό
στάδιο που έπρεπε να περάσει η ανθρωπότητα.
Για το στάδιο της κοινοκτημοσύνης των
γυναικών , των παιδιών και των περιουσιών,
ο Μπαχόφεν έλεγε ότι ήταν ενά απαραίτητο
, αν και βάρβαρο στάδιο της εξέλιξης της
ανθρωπότητας:</span><i><span style="text-decoration: none;"><b>
''ένα στάδιο από ακανόνιστη , χωρίς τάξη
, ελευθερία, και όπου ο μόνος δεσμός
ανάμεσα στα πλάσματα είναι αυτός της
Αφροδισιακής επιθυμίας. Δεν υπάρχει
ακόμα κράτος ή σταθερή διαμονή, αλλά
μια νομαδική ζωή που τελειώνει μόνο με
το θάνατο και που δεν γνωρίζει άλλο
σταθερό μέρος ανάπαυσης παρά μόνο τον
τάφο. Εκφυλισμένες και προσβλητικές ,
όπως φαίνονται τέτοιου είδους καταστάσεις,
υπήρξαν απαραίτητες για την αρχική
διάδοση και ταχεία ανάπτυξη της φυλής
μας'' <a class="sdendnoteanc" href="#sdendnote50sym" name="sdendnote50anc"><sup>50</sup></a></b></span></i><span style="text-decoration: none;">.</span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Έτσι
λοιπόν, στο πρώτο στάδιο της ανθρωπότητας,
το στάδιο του εταιρισμού , κυριαρχεί η
κοινοκτημοσύνη τόσο των αγαθών , όσο
και των γυναικών υπό την απόλυτη εξουσία
ενός πατέρα-τύραννου στον οποίο τελικά
ανήκουν όλα. Η ανθρωπότητα ζει σε μια
νομαδική κατάσταση (κυνηγοί -τροφοσυλλέκτες)
η οποία είναι ευχάριστη για τους άντρες.
Σε τέτοιες συνθήκες οι πρώτοι που
αντιδρούν είναι οι γυναίκες. Λόγω του
σεξουαλικού διμορφισμού και της σωματικής
τους υστέρησης έναντι των αντρών,
γίνονται τα θύματα των αχόρταγων
επιθυμιών τους. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><u><b>Η
εξέγερση των γυναικών.Ο Αμαζονισμός
ως το σημείο μετάβασης ανέμεσα στο
πρώτο στάδιο του εταιρισμού και το
δεύτερο στάδιο της μητριαρχία</b></u></span><span style="font-style: normal;"><span style="font-weight: normal;">.
</span></span></span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Ο
Μπαχόφεν πίστευε ότι οι γυναίκες
αντιστάθηκαν στον εταιρισμό και
εξεγέρθηκαν . Κάτι , που όπως ο ίδιος
έλεγε, αποτυπώθηκε στους μύθους πολλών
φυλών που μιλούσαν για τις Αμαζόνες,
τόσο στην Αφρική όσο και στην Ασία.
</span></span><i><b>''Τέτοιου είδους εξεγέρσεις
, και οι καταστάσεις που τις ακολούθησαν,
θα υπήρξαν, πίστευε , μεταβατικές ,
οδηγώντας από τις παλαιότερες χρήσης
κοινοκτημοσύνης, στο ύστερο εγκατεστημένο
στάδιο της μονογαμικής ζωής.''<a class="sdendnoteanc" href="#sdendnote51sym" name="sdendnote51anc"><sup>51</sup></a></b></i><span lang="en-US"><i><b>
.</b></i></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Αν
και όπως ήδη είπαμε πολλοί ,σύγχρονοι
του Μπαχόφεν, μελετητές δεν αποδέχονταν
την ύπαρξη ενός σταδίου εταιρισμού,
εντούτοις , εκείνος θεωρούσε ότι αυτό
υπήρξε και ότι το διαδέχτηκε η μητριαρχία
ακριβώς ως ένα μέσο αντίδρασης στα
αρνητικά που ο εταιρισμός έφερνε.</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"> <span style="font-size: medium;"><i><b>''Δεν
υπάρχει αμφιβολία ότι η μητριαρχία
αναπτύχθηκε παντού από την συνειδητή
και διαρκή γυναικεία αντίσταση στο
υποτιμητικό στάδιο του εταιρισμού.
Ανυπεράσπιστες μπροστά στις προσβολές
των αντρών, και, σύμφωνα με μια Αραβική
παροιμία που μας μεταφέρεται από τον
Στράβωνα, εξαντλημένες από τις ορέξεις
τους, οι γυναίκες ήταν οι πρώτες που
αισθάνθηκαν την ανάγκη ύπαρξης ρυθμισμένων
συνθηκών και μιας πιο αγνής ηθικής, ενώ
οι άντρες , έχοντας συναίσθηση της
ανώτερης φυσικής τους δύναμης , δέχτηκαν
τον νέο περιορισμό απρόθυμα. Από μόνο
του αυτό το νέο πλαίσιο μας καθιστά
ικανούς να κατανοήσουμε την πλήρη
ιστορική σημασία αυτής της αυστηρής
πειθαρχίας η οποία είναι ένα από τα
διακριτικά χαρακτηριστικά της μητριαρχικής
ζωής, ''<a class="sdendnoteanc" href="#sdendnote52sym" name="sdendnote52anc"><sup>52</sup></a></b></i>.
Σε περίληψη αυτό σημαίνει ότι η μητριαρχία
δηλώνει το πέρασμα από το ζωώδες στο
ανθρώπινο. Η εποχή της Δημητριακής
μητριαρχίας , της εγκράτειας και του
σταθερού γάμου, έρχεται σε πλήρη αντίθεση
με το προηγούμενο στάδιο του εταιρισμού
σύμφωνα με τον Μπαχόφεν. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Αυτός
είναι και ο λόγος που οι ιερόδουλες
αντιμετωπίζονταν ως κάτι το ιερό <i><b>''αφού
μετέφεραν την υποχρέωση όλων των γυναικών
σε μια περιορισμένη τάξη και ελευθέρωσαν
της μητέρες από το χρέος της πορνείας''</b></i><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;"><a class="sdendnoteanc" href="#sdendnote53sym" name="sdendnote53anc"><sup>53</sup></a></span></span></span>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span lang="en-US"><span style="font-style: normal;"><span style="font-weight: normal;">Ο
Μπαχόφεν υποστήριζε ότι υπάρχει πλήθος
αναφορών στους μύθους και τη λογοτεχνία
σχετικά με αυτήν την επανάσταση των
γυναικών εναντίον της περιόδου του
εταιρισμού</span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;"><a class="sdendnoteanc" href="#sdendnote54sym" name="sdendnote54anc"><sup>54</sup></a></span></span></span></span><span lang="en-US"><i><b>.</b></i></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Η
μετατροπή των γυναικών σε ''σκλάβες του
σεξ'' των αντρών, τις οδήγησε όπως είδαμε
σε μια βίαιη επανάσταση. Η περίοδος του
Αμαζονισμού, όπως λέει ο Μπαχόφεν
,υπήρξε το ενδιάμεσο ανάμεσα στη
μητριαρχία και την πατριαρχία. </span></span>Για
τον Μπαχόφεν η ακραία μητριαρχία(δηλ.
Ο Αμαζονισμός) ήταν απόδειξη της
παλαιότερης επικράτησης ενός σταδίου
εταιρισμού που καταπίεσε τις γυναίκες.
Ο Αμαζονισμός εξηγεί τον εταιρισμό,
αφού μέσω του πρώτου, οι γυναίκες
επαναστάτησαν και επιβλήθηκαν.<i><b>''Παντού,
είναι η προσβολή στα δικαιώματα των
γυναικών η οποία προκαλεί την αντίστασή
της, η οποία εμπνέει την αυτοάμυνα που
συνοδεύεται από την αιματηρή εκδίκηση.
Σύμφωνα με τον νόμο που στηρίζεται στην
ανθρώπινη, και ειδικά στη γυναικεία
φύση, ο εταιρισμός πρέπει μοιραία να
οδηγεί στον Αμαζονισμό. Υποβαθμισμένη
από την κατάχρηση των αντρών, η γυναίκα
είναι αυτή που πρώτη ποθεί μια πιο
σταθερή θέση και μια πιο αγνή ζωή. Η
αίσθηση της υποβάθμισης και η οργή της
απελπισίας την ώθησαν σε μια βίαιη
αντίσταση, ανυψώνοντάς την σε ένα ένοπλο
μεγαλείο , το οποίο, αν και φαίνεται να
υπερβαίνει τα όρια της γυναικείας φύσης,
έχει απλά τις ρίζες του στην ανάγκη της
για μια ζωή σε πιο υψηλό επίπεδο .<a class="sdendnoteanc" href="#sdendnote55sym" name="sdendnote55anc"><sup>55</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Αμαζονισμός δηλαδή για τον Μπαχόφεν
αποτελεί ένα ανώτερο στάδιο της
ανθρωπότητας , αφού θεμελιώνονται για
πρώτη φορά σεξουαλικοί κανόνες και ο
άνθρωπος περνάει από τη βιόσφαιρα στη
νοόσφαιρα . Ο Μπαχόφεν πίστευε ότι ο
Αμαζονισμός ήταν ένα παγκόσμιο φαινόμενο
που παρατηρείται σε όλους τους λαούς ,
ενώ παράλληλα θεωρούσε ότι παρά την
απάνθρωπη προέλευσή του, συνιστά μια
αξιοσημείωτη πρόοδο του ανθρώπινου
πολιτισμού. Μέσα στον Αμαζονισμό
αναδεικνύεται το ανώτερο αίσθημα της
μητρότητας η οποία εναντιώνεται στις
σαρκικές απαιτήσεις και θεμελίωσε τον
πολιτικό πολιτισμό των ανθρώπων που θα
εκφραστεί σε επόμενο στάδιο με τη
μητριαρχία .<i><b> ''Ο Αμαζονισμός είναι
μια πρότερη εκδήλωση της συζυγικής
μητριαρχίας, και στην πραγματικότητα
μια προετοιμασία για αυτήν'' <a class="sdendnoteanc" href="#sdendnote56sym" name="sdendnote56anc"><sup>56</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Οι Αμαζόνες κατακτούν
μέρη , εγκαθίστανται σε αυτά, χτίζουν
τείχη και αναπτύσσουν τη γεωργία. Από
τις όχθες του Νείλου, στις ακτές της
Μαύρης Θάλασσας , από την Κεντρική Ασία
στην Ιταλία , παντού η ιστορία επιβεβαιώνει
τον μύθο των Αμαζόνων ότι υπήρξαν
διάσημες κατακτήτριες (σύμφωνα με τον
μύθο η βάση τους υπήρξε η Σκυθία) .</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν αναγνωρίζει την επίδραση της
μητρότητας στην ανάγκη για μόνιμη
εγκατάσταση και την εγκατάλλειψη του
νομαδικού τρόπου ζωής και για το λόγο
αυτό βλέπει στον ''αμαζονισμό'' (όπου
έγιναν οι πρώτες προσπάθειες σταθερής
εγκατάστασης) ένα προοδευτικό στάδιο
<i><b>''Σίγουρα , αυτή η μετάβαση από τον
νομαδισμό στην οικιακή μόνιμη εγκατάσταση
είναι ένα αναγκαστικό κομμάτι της
ανθρώπινης εξέλιξης, αλλά είναι ιδιαίτερα
συμβατό με τη γυναικεία φύση και
παρουσιάζεται πιο άμεσα, οπουδήποτε η
επιρροή των γυναικών είναι μεγάλη. Η
παρατήρηση των λαών που ζουν σε παρόμοιες
συνθήκες μας δείχνει ότι οι ανθρώπινες
κοινωνίες ωθούνται προς τη γεωργία
κυρίως από τις προσπάθειες των γυναικών,
ενώ οι άντρες τείνουν να αντιστέκονται
στις αλλαγές. Αναρίθμητες αρχαίες
παραδόσεις υποστηρίζουν αυτό το ιστορικό
γεγονός : γυναίκες θέτουν τέρμα στη
νομαδική ζωή καίγοντας τα πλοία, γυναίκες
έδωσαν το όνομά τους στις περισσότερες
πόλεις, και , όπως στη Ρώμη ή την Ηλεία,
οι γυναίκες ξεκίνησαν την πρώτη διανομή
της γης. Με το να προκαλέσει την μόνιμη
εγκατάσταση, η γυναικεία φύση εκπληρώνει
τη φυσική της κλήση.''</b></i><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;"><a class="sdendnoteanc" href="#sdendnote57sym" name="sdendnote57anc"><sup>57</sup></a></span></span></span>.
Στο σημείο αυτό θυμόμαστε την ανάλυση
που έκανε σε διάφορους μύθους που
αναφέρουν ότι πολλά τείχη ( το τείχος
θεωρείται θηλυκό σύμβολο της μόνιμης
εγκατάστασης) κατέρρευσαν χάρη στο
παίξιμο μιας τρομπέτας (ανδρικό
σύμβολο).Πράγμα που ουσιαστικά συμβολίζει
την εναντίωση των αντρών για μόνιμη
εγκατάσταση. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Εν
τούτοις, για τον Μπαχόφεν η ανάπτυξη
του πολιτισμού έρχεται με την σταθερή
εγκατάσταση,και , σύμφωνα με το εξελικτικό
σχήμα, οι άντρες ήταν υποχρεωμένοι να
συμβιβαστούν με τη μόνιμη εγκατάσταση
. Σε μια τέτοια εξέλιξη, ο πόλεμος παύει
να είναι η βασική ενασχόληση του πληθυσμού
,και η τεχνολογία και οι τέχνες ανθίζουν
, αν και η κυριαρχία των γυναικών πάνω
στο κράτος και την οικογένεια συνεχίστηκε
αλλού αμείωτη, ενώ αλλού έδωσε τη θέση
της στην πατριαρχία: ..<i><b> ''Αυτή η εξέλιξη
πήρε διαφορετική μορφή : Μερικές φορές
ήταν η πολιτική δύναμη των γυναικών
αυτή που αρχικά χάθηκε, άλλες φορές η
εξουσία της πάνω στην οικογένεια. Στη
Λυκία πληροφορούμαστε μόνο για τη θέση
της πάνω στην οικογένεια, καμμία αναφορά
για την πολιτική της δύναμη δεν έχει
φτάσει σε εμάς, αν και γνωρίζουμε αυτή
κληρονομούνταν επίσης σύμφωνα με το
μητρικό δίκαιο. Σε άλλες περιπτώσεις ,
αντίθετα, η πολιτική εξουσία παρέμεινε
και, είτε ήταν ολοκληρωτικά, είτε εν
μέρει στα χέρια των γυναικών, ενώ η
οικογένεια έπαψε να κυβερνάται από το
μητρικό δίκαιο '' <a class="sdendnoteanc" href="#sdendnote58sym" name="sdendnote58anc"><sup>58</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Η μητριαρχία
διατηρήθηκε λόγω γεωγραφικής απομόνωσης
(όπως στη Λυκία) ή λόγω κλίματος (όπως
στην Αίγυπτο και γενικά την Αφρική) σε
διάφορα μέρη μέχρι τις μέρες μας, ενώ
εκεί που εξαφανίστηκε και αντικαταστάθηκε
από την πατριαρχία, διατηρήθηκαν μύθοι
και ιστορίες για την προσφορά των
γυναικών στον πολιτισμό καθώς και ο
μύθος των Αμαζόνων (ο Μπαχόφεν αναφέρεται
στην Ατόσσα τη σύζυγο του Δαρείου του
Μέγα που θεωρήθηκε ως η δημιουργός του
παντελονιού , το οποίο εφήυρε για να μην
ξεχωρίζουν τα δύο φύλα, καθώς και η
δημιουργός των γραμμάτων επικοινωνίας).<a class="sdendnoteanc" href="#sdendnote59sym" name="sdendnote59anc"><sup>59</sup></a></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Ο Αμαζονισμός όμως
ήταν καταδικασμένος να καταρρεύσει.
Όπως έλεγε ο Μπαχόφεν οι γυναίκες δεν
μπορούσαν να είναι ταυτόχρονα πολεμίστριες,
μητέρες,να ασκούν την εξουσία και να
οργανώνουν την οικονομία. Μια τέτοια
ακραία κατάσταση έφερε την αντίδραση
των αντρών, αλλά δεν τους οδήγησε ακόμα
στην ανώτερη κοινωνική θέση. Τον
Αμαζονισμό διαδέχθηκε ένα ανώτερο
στάδιο από τον εταιρισμό, η μητριαρχία
η οποία διατήρησε τη μόνιμη εγκατάσταση,
τη γεωργία , το μητρικό δίκαιο αλλά όχι
τον πολεμικό χαρακτήρα των γυναικών.
Αυτό είναι κάτι που το βλέπουμε να
εκφράζεται και στους μύθους. Ο Βελλεροφόντης
παρουσιάζεται στο μύθο, τόσο ως ο
κατακτητής των Αμαζόνων, όσο και ο
θεμελιωτής της μητριαρχίας <a class="sdendnoteanc" href="#sdendnote60sym" name="sdendnote60anc"><sup>60</sup></a>
. Η λατρεία προς το φεγγάρι , ένα
χαρακτηριστικό γνώρισμα της μητριαρχικής
περιόδου, γίνεται την εποχή των Αμαζόνων
πιο ζοφερή από ό,τι την εποχή της
Δημητριακής μητριαρχίας.Υπό αυτήν την
έννοια το ''Δημητριακό'' στάδιο είναι
λιγότερο βίαιο και βάρβαρο από τον
Αμαζονισμό. Ο Βελλεροφόντης εκπροσωπεί
την συζυγική ένωση, εκφράζει τη μάχη
που έδωσαν οι γυναίκες για σταθερό γάμο.
Νικά τις Αμαζόνες, αλλά ταυτόχρονα
πολεμά τον ήλιο (το σύμβολο των αντρών
οι οποίοι δυσανασχετούσαν με το σταθερή
εγκατάσταση και το γάμο) .<a class="sdendnoteanc" href="#sdendnote61sym" name="sdendnote61anc"><sup>61</sup></a>.</span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<br />
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Με την υποχώρηση
του αμαζονισμού, δύο στοιχεία διατηρήθηκαν
εκ μέρους των γυναικών: οι κανονικοποιημένες
σεξουαλικές σχέσεις και το μητρικό
δίκαιο. Η ανωτερότητα του μητριαρχικού
σταδίου, σύμφωνα με τον Μπαχόφεν βρίσκεται
στο γεγονός της θεμελίωσης σεξουαλικών
και γαμικών κανόνων,στη μόνιμη εγκατάσταση
και την ανάπτυξη της γεωργίας . Ο άνθρωπος
περνάει με τη μητριαρχία από τη ζωώδη
φάση στον πολιτισμό. Το στοιχείο αυτό
που κάνει την επανάσταση, είναι οι
ρυθμισμένες σεξουαλικές σχέσεις . Ο
ίδιος έλεγε :<i><b> ''Θα πρέπει να δοθεί
ιδιαίτερη προσοχή στη σύνδεση ανάμεσα
στο μητρικό δίκαιο και την συζυγική
αποκλειστικότητα. Αν και οι συνέπειες
του μητρικού δικαίου, η μητρική προέλευση
του ονόματος και της κοινωνικής θέσης,
προϋποθέτουν και χαρακτηρίζουν μη
γαμικές σχέσεις εκεί όπου το πατρικό
σύστημα είναι σε ισχύ, κάτω από το μητρικό
δίκαιο συνοδεύουν το γάμο και υποδηλώνουν
ένα σύστημα σταθερών δεσμών γάμου. Η
μητριαρχία υφίσταται εντός και όχι
εκτός του γάμου. Δεν στέκεται αντίθετα
στον γάμο, αλλά είναι ένα απαραίτητο
συνακόλουθό του. Στην πραγματικότητα
η λέξη γάμος (</b></i><span lang="en-US"><i><b>matrimony
-</b></i></span><i><b>που σημαίνει γάμος στην
κυριολεξία της μητέρας) βασίζεται στη
θεμελιώδη ιδέα του μητρικού δικαίου.
Κάποιος θα πει </b></i><span lang="en-US"><i><b>matrimonium
</b></i></span><i><b>(παντρεμένος) , όχι
</b></i><span lang="en-US"><i><b>patrimonium</b></i></span><i><b>(γάμος
του πατέρα-πατρική κληρονομιά), όπως
επίσης αρχικά μιλούσαν για </b></i><span lang="en-US"><i><b>materfamilias,
</b></i></span><i><b>η λέξη </b></i><span lang="en-US"><i><b>paterfamilias
</b></i></span><i><b>είναι μεταγενέστερος όρος''
<a class="sdendnoteanc" href="#sdendnote62sym" name="sdendnote62anc"><sup>62</sup></a></b></i></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν κάνει μια ενδιαφέρουσα
παρατήρηση για τη διαφορά ανάμεσα στο
μητρικό δίκαιο και τη μητριαρχία:<i><b>''
Σίγουρα, το μητρικό δίκαιο το οποίο
ενσαρκώνει μόνο τη μητρική καταγωγή
του παιδιού είναι </b></i><span lang="en-US"><i><b>iuris
naturalis </b></i></span><i><b>(φυσικός νόμος), είναι
τόσο παλιό όσο η ανθρώπινη φυλή και δεν
είναι ασύμβατο με την σεξουαλική
ακολασία. Αλλά η μητριαρχία η οποία
δίνει στη μητέρα την κυριαρχία πάνω
στην οικογένεια και το κράτος είναι
συχνά ύστερης προέλευσης και καθ'όλα
συμβατη στη φύση. Αναδύεται από την
αντίδραση της γυναίκας στην χωρίς όρους
σεξουαλικότητα , από την οποία είναι η
πρώτη που ζητά απελευθέρωση. Η πρώτη
και αποφασιστική αντίσταση στο κτηνώδες
στάδιο της παγκόσμιας ακολασίας είναι
της γυναίκας. ..Αυτή η μετάβαση είναι
αδιανόητη χωρίς τον ατομικό γάμο. Η
εξουσία των γυναικών πάνω στους άντρες
και τα παιδιά είναι αδύνατη στο φυσικό
στάδιο της σεξουαλικής ακολασίας, και
η μητρογραμμική μεταβίβαση της περιουσίας
και των ονομάτων έχει νόημα μόνο όπου
υπάρχει γάμος. Αν οι γυναίκες και τα
παιδιά ανήκουν σε όλους, η ιδιοκτησία
επίσης ανήκει σε όλους.'' <a class="sdendnoteanc" href="#sdendnote63sym" name="sdendnote63anc"><sup>63</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Τα
πολιτικά δικαιώματα και η κληρονομιά
των περιουσιών προϋποθέτουν την
εκμηδένιση της φυσικής κατάστασης. Μια
εκμηδένιση που λαμβάνει χώρα σε στάδια.
Για παράδειγμα σε διάφορους λαούς (π.χ
Μασαγέτες και Τρωγλοδύτες) ο γάμος
συνυπάρχει με την κοινοκτημοσύνη των
γυναικών. Κάθε άντρας έχει μια γυναίκα
, αλλά όλοι οι άντρες μπορούν να συνευρεθούν
σεξουαλικά μαζί της. Άλλοι λαοί (π.χ
Θράκες) βρίσκονται ένα στάδιο ανώτερο
στάδιο αφού διατηρούν την μοναδικότητα
του γάμου, και ασκούν την κοινοκτημοσύνη
μόνο τη νύχτα του γάμου.<i><b> ''Ο γάμος
συνδυασμένος με την κοινοκτημοσύνη των
γυναικών είναι αγνότερος από το ίδιο
στάδιο χωρίς τον γάμο, αλλά λιγότερο
αγνός από ό,τι ο αποκλειστικός γάμος''<a class="sdendnoteanc" href="#sdendnote64sym" name="sdendnote64anc"><sup>64</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"> <span style="font-size: medium;">Έτσι
λοιπόν , βλέπουμε ότι ο ατομικός γάμος
υπήρξε μια πρόοδος για τον Μπαχόφεν και
εδώ πρέπει να σταθούμε λίγο . Συμφωνεί
με τον Αριστοτέλη ο οποίος (σε αντίθεση
με τον Πλάτωνα που υποστήριζε την
κοινοκτημοσύνη των πραγμάτων και των
γυναικών) έλεγε ότι οτιδήποτε ανήκει
σε μεγάλο αριθμό ατόμων αντιμετωπίζεται
με λιγότερη προσοχή.<i><b>''Η ανάπτυξη του
γάμου δημιουργεί μια σταθερή δομή μέσα
σε αυτή τη χαοτική ενιαία μάζα ανθρώπων
και περιουσιών''<a class="sdendnoteanc" href="#sdendnote65sym" name="sdendnote65anc"><sup>65</sup></a>
.</b></i>Το ενδιάμεσο στάδιο που συνδυάζει
τον γάμο με την κοινοκτημοσύνη των
γυναικών περιλαμβάνει την ατομική
ιδιοκτησία και την πυρηνική οικογένεια
, πράγματα που λείπουν από το κατώτερο
στάδιο της ακολασίας. <i><b>''Εδώ, το μητρικό
δίκαιο, το οποίο στο κατώτερο στάδιο
της μίξης χωρίς όρια, δεν είχε νόημα
εκτός από την μεταβίβαση της βασιλείας,
αποκτά σημασία για την κληρονομιά της
περιουσίας .Αλλά, αυτό το μητρικό δίκαιο
δεν υποδηλώνει ακόμα μητριαρχία. Όπως
και στο κατώτερο στάδιο, το αρσενικό
είναι ακόμα κυρίαρχο: κάθε φυλή
καθοδηγείται από τον τύραννό της, του
οποίου η ισχύς μεταβιβάζεται σύμφωνα
με το μητρικό δίκαιο'' <a class="sdendnoteanc" href="#sdendnote66sym" name="sdendnote66anc"><sup>66</sup></a></b></i>.
Έχουμε δηλαδή μητρικό δίκαιο χωρίς
μητριαρχία. Τα σκήπτρα τα έχουν οι άνδρες
και με αυτά καταπιέζουν τις γυναίκες
οι οποίες δέχονται τις ορμές τους. Μιλάμε
για μια <i><b>''καθαρά σωματική τυραννία''
<a class="sdendnoteanc" href="#sdendnote67sym" name="sdendnote67anc"><sup>67</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Στο επόμενο στάδιο
η αντρική κυριαρχία σπάει. Οι γυναίκες
αντιδρούν . Εδώ το μητρικό δίκαιο οδηγεί
στη μητριαρχία.<i><b> ''Ολόκληρη η μητριαρχία
δεν προκύπτει εν μέσω της πρώιμης
ακολασίας , αλλά αναπτύσσεται σε μια
αποφασιστική μάχη εναντίον της''<a class="sdendnoteanc" href="#sdendnote68sym" name="sdendnote68anc"><sup>68</sup></a></b></i>.
Έρχεται να θέσει τέρμα στο ενδιάμεσο
στάδιο όπου συνυπάρχει ο αποκλειστικός
γάμος με την κοινοκτημοσύνη των γυναικών.
Πρόκειται για ένα θετικό βήμα αφού
εκπροσωπεί τον περιορισμό του κτηνώδους
φυσικού νόμου (<span lang="en-US">ius naturale), </span>στον
οποίο είναι άγνωστος κάθε νόμος
κληρονομιάς που στηρίζεται στην ατομική
ιδιοκτησία . <i><b>''Υπό αυτήν την έννοια
η θεμελίωση της μητριαρχίας εκπροσωπεί
ένα βήμα μπροστά προς τον πολιτισμό.
Αναπαριστά την χειραφέτηση από τα δεσμά
της ωμής σαρκικής ζωώδους ζωής'' <a class="sdendnoteanc" href="#sdendnote69sym" name="sdendnote69anc"><sup>69</sup></a>.</b></i></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Ταυτόχρονα οι
γυναίκες διατηρούν το μητρικό δίκαιο,
αφού μέσω αυτού η γυναίκα αντιμετωπίζει
τη φυσική ρώμη του άντρα με τη μητρότητα.
Μια ιδιότητα απαραίτητη για την εκπαίδευση
της ανθρωπότητας και ειδικά των αντρών.<i><b>
''Όπως το παιδί αρχικά πειθαρχείται από
τη μητέρα, έτσι και οι φυλές των ανθρώπων
αρχικά πειθαρχούνται από τη γυναίκα.
Το αρσενικό πρέπει πρώτα να υπηρετήσει
πριν μπορέσει να κυβερνήσει. Είναι η
γυναικεία χάρη ταγμένη να εξημερώσει
την αντρική αρχέγονη δύναμη, να την
καθοδηγήσει σε αγαθά μονοπάτια''<a class="sdendnoteanc" href="#sdendnote70sym" name="sdendnote70anc"><sup>70</sup></a></b></i>.
Καθόλου τυχαία, ήταν οι γυναίκες αυτές
που όρκιζαν βασιλιάδες. Αυτός είναι και
ο λόγος που τα αρχαία χρόνια οι γυναίκες
θεωρούνται ως ιερές, ως οι αποθήκες της
δικαιοσύνης, η πηγή των προφητειών.<i><b>
''Η γυναίκα ήταν η πηγή του πρώτου
πολιτισμού, όπως ακριβώς είχε παίξει
έναν επιφανή ρόλο σε κάθε παρακμή και
κάθε αναγέννηση''<a class="sdendnoteanc" href="#sdendnote71sym" name="sdendnote71anc"><sup>71</sup></a></b></i>.
Συμπερασματικά δηλαδή , μητριαρχία
(δηλαδή το κοινωνικό στάδιο όπου η
γυναίκα χαίρει υψηλής κοινωνικής θέσης
) είναι η σύνδεση του μητρικού δικαίου
με τις ρυθμισμένες σεξουαλικές σχέσεις.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Σε
αυτό το ανώτερο στάδιο εντοπίζεται η
σύνδεση μητριαρχίας με τη γεωργία και
την ανάδυση των θρησκειών . Αν και όπως
είδαμε ο Μπαχόφεν θεώρησε ότι η ιστορία
είναι το πεδίο εξέλιξης των ιδεών των
ανθρώπων , εν τούτοις συνέδεσε το κάθε
στάδιο (εταιρισμός- μητρικό δίκαιο-
μητριαρχία-πατρίαρχία) με συγκεκριμένο
επίπεδο ανάπτυξης των μέσων παραγωγής
(αν και τα παραδείγματά των λαών που
χρησιμοποιούσε ήταν πολλές φορές
άστοχα).</span></span><span lang="en-US"><i><b>''</b></i></span><i><b>Ο
Μπαχόφεν αναγνώρισε και περιέγραψε δύο
διαφορετικούς τύπους του μητρικού
δίκαιου, σχετίζοντας τον πρώτο με το
απόλυτα πρωτόγονο , νομαδικό, κυνηγετικό
και τροφοσυλλεκτικό στάδιο της ανθρώπινης
ύπαρξης, και τον δεύτερο με την
εγκατεστημένη γεωργία. Παρ'όλα αυτά,
δυστυχώς όσο αφορά την πειστικότητα
των ισχυρισμών του, όταν αναφερόταν σε
παραδείγματα απόλυτα πρωτόγονων , έκανε
το λάθος να ονομάσει άγριους πολλούς
νομαδικούς λαούς που είχαν άλογα και
βοοειδή, οι οποίοι δεν ήταν καθόλου
πρωτόγονοι (ανήκαν σίγουρα στο βαρβαρικό
στάδιο, αλλά όχι στο πρωτόγονο). Ονομαστικά:
οι Μασαγέτες, οι Νασαμώνες, οι Γαραμάντες,
και άλλοι, οι οποίοι είχαν περιγραφεί
ότι χρησιμοποιούσαν τις γυναίκες τους
κοινά, και ότι συνουσιάζονταν δημόσια
χωρίς ντροπή. Ο Μπαχόφεν όρισε αυτόν
τον κοινωνικο-θρησκευτικό τύπο ,που τον
συμπέρανε από αυτές τις αβέβαιες
αποδείξεις, ως τον προγαμιαίο τύπο
''εταιρισμού-αφροδίτης'' , αναπαριστώντας
τον να κυβερνάται από τον φυσικό νόμο
</b></i><span lang="en-US"><i><b>(ius naturale) </b></i></span><i><b>του
σεξ , και κινητοποιούμενος από την
επιθυμία,με αδυναμία κατανόησης της
σχέσης ανάμεσα στην σύλληψη και την
συνουσία.Το κλασικό σύμβολο της θεότητας
ενός τέτοιου τρόπου ζωής, ήταν η
Αφροδίτη.''</b></i><span lang="en-US"><i><b><a class="sdendnoteanc" href="#sdendnote72sym" name="sdendnote72anc"><sup>72</sup></a></b></i></span><span lang="en-US"><span style="font-style: normal;"><span style="font-weight: normal;">.
</span></span></span></span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Ο ίδιος έλεγε: <i><b>''Ο
εταιρισμός είναι συνεδεμένος με το
κατώτερο στάδιο της τροφοσυλλογής , η
μητριαρχία με το ανώτερο στάδιο της
γεωργίας. Η αρχή του εταιρισμού
ενσαρκώνεται στη βλάστηση και τα ζώα
που ζουν στις ελώδεις πεδιάδες, τα οποία
γίνονται οι βασικοί Θεοί του,η μητριαρχία
αποτίει τιμή στους κόκκους των σιτηρών
και στο σπαρμένο σιτάρι, τα οποία γίνονται
τα πιο ιερά σύμβολα του μητριαρχικού
μυστηρίου'' <a class="sdendnoteanc" href="#sdendnote73sym" name="sdendnote73anc"><sup>73</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Στη συνέχεια
διατυπώνει ρητά την ιστορικότητα του
μητριαρχικού σταδίου<i><b> ''Η αποκλειστική
μητρότητα η οποία δεν αναγνωρίζει
πατέρα, η οποία ορίζει τα παιδιά ως
''απάτορες'' (</b></i>ελλ. στο πρωτότυπο<i><b>-</b></i><span lang="en-US"><i><b>fatherless),
</b></i></span><i><b>ή ,υπό την ίδια έννοια, ως
''πολυπάτορες'' (</b></i>ελλ. στο πρωτότυπο<i><b>-
με καταγωγή από πολλούς πατέρες), ως
</b></i><span lang="en-US"><i><b>spurii ,</b></i></span><i><b>''σπαρτοί''
</b></i><span lang="en-US"><i><b>(</b></i></span>ελλ στο
πρωτότυπο<i><b>) ή ,με την ίδια έννοια,
καταγόμενα από μια γραμμή καταγωγής
-</b></i><span lang="en-US"><i><b>unilateral, </b></i></span><i><b>και
τον ίδιο τον πατέρα ως ''ουδείς''
(κανένας),</b></i><span lang="en-US"><i><b>Sertor , Semo
(sower-</b></i></span><i><b>σπορέας), είναι τόσο
ιστορική όσο η Δημητριακή κυριαρχία
αυτής της ίδιας μητρότητας πάνω στην
αρχή της πατρότητας'' <a class="sdendnoteanc" href="#sdendnote74sym" name="sdendnote74anc"><sup>74</sup></a>.</b></i></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Καθόλου τυχαία, τα
σύμβολα της Αφροδίτης (δηλαδή του
σεξουαλικού αισθησιασμού) είναι η άγρια
βλάστηση των βάλτων (δηλαδή η άγονη γη)
και το ζώο σύμβολο , είναι η σκύλα.</span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Η σύνδεση της
πρωτόγονης κοινωνίας με τον εταιρισμό,
και της αγροτικής με τη μητριαρχία
υιοθετήθηκε από ένα πολύ μεγάλο μέρος
των κινημάτων που ενστερνίζονταν τις
ιδέες του Μπαχόφεν (όπως π.χ το φεμινιστικό
κίνημα, το μαρξισμό κ.α.). Η ιδέα ότι η
καλλιέργεια της γης ταυτιζόταν στο
μυαλό των ανθρώπων της αγροτικής
επανάστασης με την ικανότητα της γυναίκας
να παράγει ζωή , και συνεπώς με τη λατρεία
της φύσης και του θηλυκού, είναι μια
ιδέα πάρα πολύ δημοφιλής στις φεμινίστριες
και οι ρίζες της μάλλον βρίσκονταν σε
αυτά που πρωτο-είπε ο Μπαχόφεν. </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><i><b>''Όπως
και να 'χει ,η κύρια δύναμη μετασχηματισμού
θεωρήθηκε από τον Μπαχόφεν ότι αναδύθηκε
με την ανάπτυξη της γεωργίας, και την
γέννηση με αυτήν ενός σχετικά ειρηνικού
και εγκατεστημένου τρόπου ζωής, ευνοϊκό
για τις γυναίκες. Κατ'επέκταση ,αφού οι
γυναίκες έγιναν το ζωντανό αντίστοιχο
της καλλιέργειας και της ιερής γης, το
θηλυκό απέκτησε νέα αξία στην τελετουργική
μαγικο-θρησκευτική σφαίρα οπουδήποτε
η γεωργία άκμασε. Συνεπώς, ο Μπαχόφεν
ονόμασε το δεύτερο , ανώτερο στάδιο του
μητρικού σταδίου, το ''Δημητριακό-γαμικό''
, ή ''<span lang="en-US">cereal'' </span>από την Ελληνίδα
Θεά της γεωργίας Δήμητρα, και την
αντίστοιχη της Ρώμης, Κέρες.Το μεγαλύτερο
μέρος του έργου του το αφιέρωσε στις
έρευνες των μυστηρίων αυτού του ανώτερου,
ευγενέστερου μετασχηματισμού του
φυσικού νόμου (<span lang="en-US">ius naturale). </span></b></i></span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><i><b>Όπως
και το κατώτερο στάδιο, το στάδιο αυτό
ενισχύθηκε από την ισχύ και την ιεροπρέπεια
του σεξ, αλλά τώρα μαζί με την επιθυμία
για την απόκτηση απογόνων και όχι μόνο
για την ίδια την επιθυμία για σεξ.'' <a class="sdendnoteanc" href="#sdendnote75sym" name="sdendnote75anc"><sup>75</sup></a></b></i><span lang="en-US"><i><b>
</b></i></span><span lang="en-US"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Ο ίδιος ο Μπαχόφεν
έλεγε: <i><b> ''Η αρχή της γεωργίας είναι η
αρχή της σεξουαλικής ένωσης με κανόνες.
Το μητρικό δίκαιο ανήκει και στα δύο.
Όπως τα σιτηρά των αγρών αναδύονται από
το αυλάκι που ανοίγει το άροτρο, έτσι
και το παιδί προκύπτει από τη μητρική
</b></i><span lang="en-US"><i><b>sporium </b></i></span><i><b>(</b></i><span lang="en-US"><i><b>womb-</b></i></span><i><b>μήτρα),
από τον κήπο (</b></i><span lang="en-US"><i><b>garden-vagina)...</b></i></span><i><b>Έτσι,
ένας νόμος, ο υλικός νόμος της μητριαρχίας,
κινεί τόσο την γεωργία όσο και τον γάμο</b></i><span lang="en-US"><i><b>''
<a class="sdendnoteanc" href="#sdendnote76sym" name="sdendnote76anc"><sup>76</sup></a></b></i></span><i><b>
.</b></i>Η ανάπτυξη της γεωργίας έδωσε νέα
ισχύ στη μητρότητα<i><b> ''Με την γεωργία,
η μητρότητα προσλαμβάνει νέα σημασία
, μια υψηλότερη μορφή'' <a class="sdendnoteanc" href="#sdendnote77sym" name="sdendnote77anc"><sup>77</sup></a></b></i></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Ο Μπαχόφεν έβλεπε
τη μητριαρχία ως ένα στάδιο ανώτερο από
τη ζωική κατάσταση<i><b> ''Θα ήταν λάθος
να κατατάξουμε τους λαούς που επιδεικνύουν
μητριαρχικούς τύπους σε εκείνο το
κατώτατο στάδιο ζωής στο οποίο δεν
υπάρχει γάμος αλλά μόνο σεξουαλικές
σχέσεις, όπως συμβαίνει στα ζώα. Η
μητριαρχία δεν προηγήθηκε του πολιτισμού,
αλλά αυτή η ίδια είναι ένα στάδιο
πολιτισμού. Συνδέεται με τη γεωργία, με
ένα οργανωμένο όργωμα του εδάφους, όχι
με τη φυσική βλάστηση της γης, όχι με τη
βλάστηση του βάλτου με την οποία οι
αρχαίοι συνέδεαν το εταιρικό σεξουαλικό
στάδιο. Η βλάστηση των βάλτων ταυτιζόταν
με το </b></i><span lang="en-US"><i><b>νόθο-nothus</b></i></span><i><b>
(το μη νόμιμο παιδί), το καλλιεργημένο
φυτό με το νόμιμο -</b></i><span lang="en-US"><i><b>legitimus.
</b></i></span><i><b>Αν και το μητρικό δίκαιο
είναι ένας φυσικός νόμος (</b></i><span lang="en-US"><i><b>iuris
naturalis) </b></i></span><i><b>επειδή αναδύεται από
τους νόμους της ύλης, αυτός ο φυσικός
νόμος έχει ήδη περιοριστεί από τον
θετικό θεσμό του γάμου, δεν είναι πλέον
σε πλήρη ισχύ όπως γίνεται με το ζωικό
κόσμο. Περιορίζεται από τον έγγαμο βίο
(</b></i><span lang="en-US"><i><b>matrimonium) </b></i></span><i><b>και
οι ελεύθερες σεξουαλικές σχέσεις
αποκλείονται'' <a class="sdendnoteanc" href="#sdendnote78sym" name="sdendnote78anc"><sup>78</sup></a>.</b></i></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Σε
αντίθεση με το προηγούμενο εταιρικό
στάδιο, τώρα ο άνθρωπος βρίσκεται σε
ένα ανώτερο επίπεδο.Η παραγωγή παιδιών
δεν είναι το τυχαίο αποτέλεσμα της
πρωταρχικής ανάγκης των ανθρώπων να
κάνουν σεξ, αλλά το ακριβώς ανάποδο: οι
άνθρωποι συνδέονται με τα δεσμά του
γάμου για να κάνουν παιδιά. <i><b>''Η πράξη
του ανθρώπου δεν έχει στόχο την ικανοποίηση
της όρεξης των αισθήσεων, αλλά την
παραγωγή των ''χρυσών φρούτων''. Τα φύλα
συνδέονται </b></i><span lang="en-US"><i><b>liberorum
quaerendorum causa </b></i></span><i><b>(για να αποκτήσουν
παιδιά) όχι ''για χάρη της επιθυμίας'' <a class="sdendnoteanc" href="#sdendnote79sym" name="sdendnote79anc"><sup>79</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Η
μετάβαση αυτή διαμορφώνει πλέον και το
δίκαιο :οι άνθρωποι δεν ακολουθούν το
φυσικό δίκαιο <span lang="en-US">(ius naturale) </span>της
Αφροδίτης, που ουσιαστικά ήταν το δίκαιο
του εταιρισμού και της φυσικής ανάπτυξης
των φυτών και των ανθρώπων, αλλά το
φυσικό δίκαιο <span lang="en-US">(ius naturale) </span>της
Θεάς Δήμητρας της οργανωμένης καλλιέργειας
της γης και της οργανωμένης σύνδεσης
των ανθρώπων με σκοπό την ανατροφή των
παιδιών . Η Δήμητρα (η Δα-Μήτηρ δηλαδή ,
η Μητέρα Γη) στα αρχαία ελληνικά ονομάζεται
και θεσμοφόρος ακριβώς επειδή συνδέθηκε
με τους θεσμούς που προέκυψαν από αυτή
την εξέλιξη. Ο Μπαχόφεν συνδέει άμεσα
την υιοθέτηση σεξουαλικών κανόνων από
μια κοινωνία με την ανάδυση του δικαίου
και τις αλλαγές πάνω στον ίδιο τον τρόπο
παραγωγής . <i><b>''Έχει υποστηριχτεί ότι
οι θεσμοί </b></i><span lang="en-US"><i><b>(decrees</b></i></span><i><b>)
της Δήμητρας αναφέρονται μόνο στους
δεσμούς γάμου ανάμεσα στους ανθρώπους.
Αυτό είναι αλήθεια στο βαθμό που ο γάμος
στην πραγματικότητα διαμορφώνει τον
πυρήνα όλου του Δημητριακού νόμου. Αλλά
ο γάμος από μόνος του δεν μπορεί να
περιοριστεί στα ανθρώπινα πλάσματα.
Συμπεριέλαβε επίσης τη σχέση του ανθρώπου
με τη γη, το χωράφι. Συμπεριλαμβάνει τη
γεωργία και τη σεξουαλική ένωση σε μια
ιδέα και ένα μυστήριο: παρείχε ένα δίκαιο
για τους αγρούς και την οικογένεια'' <a class="sdendnoteanc" href="#sdendnote80sym" name="sdendnote80anc"><sup>80</sup></a></b></i>.
Καθόλου τυχαία οι αρχαίοι έβλεπαν τον
γάμο σαν μια αγροτική σχέση και έτσι
δανείστηκαν την ορολογία της γεωργίας
για να περιγράψουν τις γαμικές σχέσεις.
Το σπείρειν , φυτεύειν, γεωργείν σήμαινε
ταυτόχρονα και την πράξη του αρσενικού
<i><b>''Η ορολογία δεν είναι απλά μεταφορά,
αλλά αντανακλά τη θεμελιώδη ιδέα ότι η
γεωργία ήταν το μοντέλο για τον ανθρώπινο
γάμο. Συνεπώς ακόμα και οι αποφάσεις
στα ζητήματα του γάμου αντλούνταν από
το νόμο της γεωργίας'' <a class="sdendnoteanc" href="#sdendnote81sym" name="sdendnote81anc"><sup>81</sup></a></b></i>.
Ο Πλούταρχος αναφέρει ένα έθιμο που ,
σύμφωνα με αυτό, το νεόνυμφο ζευγάρι
την πρώτη νύχτα του γάμου του έμενε
κλειδωμένο στον κοιτώνα μαζί με μια
ιέρεια της Δήμητρας η οποία είχε σκοπό
να τους διδάξει τους θεσμούς της μητέρας
Γης ως τον πιο υψηλό νόμο του γάμου <a class="sdendnoteanc" href="#sdendnote82sym" name="sdendnote82anc"><sup>82</sup></a>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Η σύνδεση του πλούτου
με το μητρικό δίκαιο είναι για τον
Μπαχόφεν εμφανής<i><b>:''Οπουδήποτε ,η
μητέρα του πλούτου, είναι επίσης η μητέρα
του δικαίου που το εξουσιάζει'' <a class="sdendnoteanc" href="#sdendnote83sym" name="sdendnote83anc"><sup>83</sup></a>.</b></i></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν ήταν από τους πρώτους (αν όχι
ο πρώτος) που συνέδεσε τη μητριαρχία με
την ύπαρξη μιας κοινωνίας ειρήνης και
αδελφοσύνης. Μια ιδέα δημοφιλέστατη
στους κύκλους των φεμινιστριών . <i><b>''Η
ιδέα της μητρότητας παράγει μια αίσθηση
καθολικής αδελφότητας ανάμεσα στους
ανθρώπους, η οποία πεθαίνει με την
ανάπτυξη της πατρότητας. Η οικογένεια
που στηρίζεται στο πατρικό δίκαιο είναι
ένας κλειστός ατομικός οργανισμός, ενώ
αντίθετα η μητριαρχική οικογένεια φέρει
τον τυπικό καθολικό χαρακτήρα που
ίσταται από την αρχή κάθε εξέλιξης και
η οποία διαχωρίζει την υλική ζωή ζωή
από την υψηλότερη πνευματική ζωή. Κάθε
γυναικεία μήτρα , το θνητό σύμβολο της
μητέρας γης Δήμητρας, θα δώσει αδερφούς
και αδερφές στο παιδί κάθε γυναίκας, η
πατρίδα αναγνωρίζει μόνο αδερφές και
αδερφούς μέχρι την ημέρα που η ανάπτυξη
του πατρικού συστήματος, θα διαλύσει
την αδιαφοροποίητη ενότητα του συνόλου
και θα εισάγει την αρχή της διαίρεσης
. Οι μητριαρχικοί πολιτισμοί παρουσιάζουν
αρκετές εκφράσεις και ακόμα νομικές
διατυπώσεις αυτής της πτυχής της
μητριαρχικής αρχής. Είναι η βάση της
παγκόσμιας ελευθερίας και ισότητας ,
τόσο κοινής ανάμεσα σε μητριαρχικούς
λαούς, της φιλοξενίας τους, και της
αποστροφής τους για κάθε είδους
καταπίεσης.''<a class="sdendnoteanc" href="#sdendnote84sym" name="sdendnote84anc"><sup>84</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Αυτή η ''αδελφότητα''
που βασίζεται στο γενοκρατικό σύστημα
συνδέεται με την αρχαία ιδέα ότι ο φόνος
ενός ανθρώπου , είναι έγκλημα εναντίον
ολόκληρης της φυλής, καθώς και με τη
''συμπάθεια'' , τη συντροφική αλληλεγγύη
δηλαδή που εκφραζόταν ανάμεσα στα μέλη
της ίδιας ομάδας. <i><b>''Οι μητριαρχικές
πόλεις ήταν ιδιαίτερα διάσημες για την
απαλλαγή τους από εμφύλιες διαμάχες
και συγκρούσεις.Οι μεγάλες τους γιορτές
ήταν όλες μέρη ενός έθνους που ήταν
ευτυχισμένο σε μια αίσθηση αδελφότητας,
η κοινή εθνικότητα υιοθετήθηκε αρχικά
από αυτούς τους λαούς -εδώ επετεύχθη η
αρτιότερη έκφρασή της.Οι λαοί της
μητριαρχίας -και αυτό είναι χαρακτηριστικό-
επεδείκνυαν ιδιαίτερη συμπάθεια για
τον φυσικό τραυματισμό ενός συντρόφου
τους, ή ακόμα και για τα ζώα .Οι Ρωμαίες
παρακαλούσαν την Μεγάλη Μητέρα για να
τους χαρίσει έναν σύζυγο όχι μόνο για
τα δικά τους, αλλά και για τα παιδιά των
αδερφάδων τους, οι Πέρσες δεν προσεύχονταν
ποτέ στη θεότητά τους παρά μόνο για
ολόκληρο το έθνος, οι Κάρες αναγνώριζαν
την υπέρτατη αρετή στην συμπάθεια που
εκφραζόταν για τους ομόφυλούς τους: σε
όλα αυτά τα χαρακτηριστικά βλέπουμε
την μητρική αρχή να μεταφράζεται στην
πραγματικότητα της ζωής' <a class="sdendnoteanc" href="#sdendnote85sym" name="sdendnote85anc"><sup>85</sup></a>.</b></i></span></p>
<p lang="el-GR" style="font-style: normal; margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν βρίσκει στις αρχαίες θρησκείες
την αντανάκλαση της σημαντικής θέσης
που κατείχε η γυναίκα. Η γυναίκα , και
ειδικά η μητέρα μέσα από την φυσική
αγάπη της για το παιδί , αποτελεί δείγμα
θρησκευτικής αφοσοίωσης που λαμβάνει
μέρος στις πιο βάρβαρες εποχές.Αυτή
ήταν η ισχύ της : <i><b> ''Η ανύψωση της
γυναίκας πάνω από τον άντρα προκαλεί
την ακόμα μεγαλύτερη έκπληξή μας ειδικά
με την υποδεέστερη θέση της σε σχέση
με τη φυσική δύναμη. Ο νόμος της φύσης
παρέχει τα σκήπτρα της εξουσίας στον
πιο δυνατό.Εάν κάτι του τα αφαιρέσει
και τα δώσει σε πιο αδύναμα χέρια, άλλα
χαρακτηριστικά της ανθρώπινης φύσης
πρέπει να έπαιξαν ρόλο , βαθύτερες
δυνάμεις πρέπει να επηρέασαν αυτή την
αλλαγή. Δεν χρειαζόμαστε σε μεγάλο βαθμό
τη βοήθεια των αρχαίων μαρτυριών για
να καταλάβουμε ποιά δύναμη ευθύνεται
για αυτή την νίκη. Σε όλες τις εποχές η
γυναίκα άσκησε μεγάλη επιρροή στους
άνδρες και στην εκπαίδευση και στον
πολιτισμό των εθνών μέσω της έφεσής της
προς το υπερφυσικό και το θεϊκό, το
παράλογο και το θαυματουργό.'' <a class="sdendnoteanc" href="#sdendnote86sym" name="sdendnote86anc"><sup>86</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν παραθέτει μια σειρά αρχαίων
αναφορών που δείχνουν αυτήν τη σχέση ,
μια σχέση που προσέφερε στις γυναίκες
την ισχύ που τους αφαιρούσε ο σεξουαλικός
διμορφισμός . Οι γυναίκες σε αναρίθμητες
περιπτώσεις υπήρξαν το μέσο της αποκάλυψης
των θεοτήτων, ενώ οι ίδιες έγιναν οι
προπαγανδιστές των περισσότερων
θρησκειών. Οι πρώτοι προφήτες ήταν
γυναίκες , ενώ η γυναίκα είναι πιο σταθερή
στη διατήρηση μιας θρησκείας, των
θρησκευτικών εορτών, και της διάδοσης
της θρησκείας λέει ο Μπαχόφεν .
<i><b>''Προικισμένο με τέτοιες δυνάμεις ,
το αδύναμο φύλο μπορεί να διεξαγάγει
τη μάχη με το πιο δυνατό και να βγει
νικητής. Στην ανωτερότητα της φυσικής
δύναμης του άντρα, η γυναίκα αντιπαραβάλλει
την ισχυρή επίδραση της θρησκευτικής
καθαγίασης: αντιμετωπίζει τη βία με την
ειρήνη, την εχθρότητα με τη συμφιλίωση,
το μίσος με αγάπη, και έτσι με αυτόν τον
τρόπο καθοδηγεί την άγρια, χωρίς νόμους
ύπαρξη της πρώτης περιόδου, σε έναν πιο
μαλακό και φιλικό πολιτισμό, στου οποίο
το κέντρο κάθεται θρονιασμένη ως η
ενσάρκωση των υψηλότερων ιδανικών, ως
μια εκδήλωση της θεϊκής επιταγής'' <a class="sdendnoteanc" href="#sdendnote87sym" name="sdendnote87anc"><sup>87</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span lang="en-US"><span style="font-style: normal;"><span style="font-weight: normal;">Ο
Μπαχόφεν ισχυρίζεται ότι υπάρχουν
αναρίθμητες αναφορές για τη σχέση
ανάμεσα στη μητριαρχία και τον θρησκευτικό
χαρακτήρα των γυναικών. H θυσία παρθένων
κοριτσιών για την ευχαρίστηση των
θεοτήτων , σύμφωνα με τον Μπαχόφεν ήταν
ένδειξη αυτής της άποψης που ήθελε τις
γυναίκες θεϊκές. Η θυσία της Περσεφόνης
προς τη θεά-μητέρα Δήμητρα είναι απόδειξη
του γεγονότος ότι οι Θεοί ευφραίνονταν
με τις νεαρές γυναίκες.</span></span></span><span lang="en-US"><span style="font-style: normal;"><u><span style="font-weight: normal;"><a class="sdendnoteanc" href="#sdendnote88sym" name="sdendnote88anc"><sup>88</sup></a></span></u></span></span><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
.</span></span></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Η
προτίμηση που έδειχναν οι αρχαίοι για
την αδερφή παρά στον αδερφό, καθώς και
για το μικρότερο παιδί (το οποίο πιθανόν
να πέθαινε τελευταίο και επομένως θα
διατηρούσε την συνέχεια του κλαν) είναι
όλα αποδείξεις της επικράτησης της
μητριαρχίας. Έτσι, σύμφωνα με τον Μπαχόφεν
οι συγγενικοί δεσμοί με τη μητέρα να
γίνεται το επίκεντρο αυτών των δεσμών,
είναι απόδειξη ύπαρξης της μητριαρχίας
. </span></span><i><b>''Η σχέση που εντοπίζουμε
παντού κατά την προέλευση όλων των
πολιτισμών, κάθε αρετής, κάθε ευγενούς
πτυχής ύπαρξης, είναι αυτή ανάμεσα στη
μητέρα και το παιδί: λειτουργεί σε έναν
κόσμο βίας ως η θεϊκή αρχή της αγάπης,
της ένωσης , της ειρήνης. Ανατρέφοντας
το μικρό της , η γυναίκα μαθαίνει νωρίτερα
από ό,τι ο άντρας να επεκτείνει την αγάπη
της και τη φροντίδα της πέρα από τα όρια
του εγώ της σε ένα άλλο πλάσμα , και να
κατευθύνει οποιοδήποτε πλεονέκτημα
κάποιας εφεύρεσης που κατέχει ,για τη
διατήρηση και την καλυτέρευση αυτής
άλλης ύπαρξης. Η γυναίκα σε αυτό το
στάδιο είναι το θεματοφυλάκιο όλων των
πολιτισμών, όλων των αγαθοεργιών, όλης
της αφοσίωσης, όλων των φροντίδων για
τους ζωντανούς και της θλίψης για τους
νεκρούς''. <a class="sdendnoteanc" href="#sdendnote89sym" name="sdendnote89anc"><sup>89</sup></a>.</b></i><span style="font-style: normal;"><span style="font-weight: normal;">Στο
σημείο αυτό, δεν μπορούμε να μην
παρατηρήσουμε μια από τις πρώτες
διατυπώσεις της ιδέας , τόσο δημοφιλούς
στο φεμινιστικό κίνημα, ότι η γυναίκα
, λόγω της ικανότητάς της να δημιουργεί
ζωή είναι από τη φύση της έτοιμη να
αγαπήσει και να προσφέρει φροντίδα. </span></span></span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Καθόλου
τυχάια, η πατρίδα στα αρχαία χρόνια
(αλλά ακόμα και σήμερα) συμβολιζόταν
με γυναίκα ενώ για να περιγράψουν την
πατρίδα χρησιμοποιούσαν τη λέξη
''μητρίδα'' <a class="sdendnoteanc" href="#sdendnote90sym" name="sdendnote90anc"><sup>90</sup></a>.Η
κοσμογονία του Ησίοδου είναι γεμάτη
από </span></span></span><i><span style="text-decoration: none;"><b>''ενώσεις
αθάνατων μητέρων που παντρεύονταν
θνητούς πατέρες, η έμφαση στη μητρική
ιδιοκτησία και το όνομα της μητρικής
καταγωγής, η στενότητα της μητρικής
συγγένειας, η οποία έδωσε υπόσταση στον
όρο ''μητέρα-πατρίδα'' (</b></span></i><span lang="en-US"><i><span style="text-decoration: none;"><b>mother
country) , ''<a class="sdendnoteanc" href="#sdendnote91sym" name="sdendnote91anc"><sup>91</sup></a></b></span></i></span><i><span style="text-decoration: none;"><b>
.</b></span></i></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Η
λέξη πατρίδα άρχισε να χρησιμοποιείται
όταν αναδύθηκε η πατριαρχία. Μάλιστα,
ο Μπαχόφεν αναφέρει ότι η επίθεση
εναντίον της μητέρας ήταν για τους
Κρήτες τόσο μεγάλο έγκλημα , ώστε αυτή
να θεωρείται προσβολή εναντίον ολόκληρου
του γένους.Έγκλημα στο οποίο μπορούσε
ο γιός να απαντήσει μόνο με θανάτωση
του θύτη,ακόμα και αν ο θύτης ήταν ο
ίδιος ο πατέρας <a class="sdendnoteanc" href="#sdendnote92sym" name="sdendnote92anc"><sup>92</sup></a>.</span></span></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Για
τους λαούς της μητριαρχίας και τη σχέση
τους με ένα συγκεκριμένο πολιτιστικό
-ιδεολογικό στάδιο της ανθρωπότητας:</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><i><b>''
Βλέπουμε τους μητριαρχικούς λαούς να
ξεχωρίζουν για την ευνομία, ευσέβεια,
παιδεία (</b></i><span lang="en-US"><i><b>rectitude, piety,
and culture </b></i></span><i><b>) βλέπουμε τις γυναίκες
να υπηρετούν ως ευσυνείδητοι φύλακες
των μυστηρίων, της δικαιοσύνης και της
ειρήνης , και η σύμπλευση των ιστορικών
γεγονότων με τη γλωσσική έκφραση , είναι
εμφανής. Υπό αυτήν την οπτική, η μητριαρχία
γίνεται ένα σύμβολο πολιτιστικής
προόδου, μια πηγή και μια εγγύηση των
πλεονεκτημάτων της , μια απαραίτητη
περίοδος εκπαίδευσης της ανθρωπότητας
, και, συνεπώς, η εκπλήρωση του φυσικού
νόμου ο οποίος εξουσιάζει τόσο τους
ανθρώπους ως σύνολο, αλλά και ως άτομα''
<a class="sdendnoteanc" href="#sdendnote93sym" name="sdendnote93anc"><sup>93</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><i><b>''Όπως
η τεκνοποιός μητρότητα , η οποία είναι
η φυσική εικόνα της, η μητριαρχία είναι
ολοκληρωτικά ένας υπηρέτης της ύλης .
Στα φαινόμενα της φυσικής ζωής , από τα
οποία προκύπτουν οι νόμοι της εσωτερικής
και εξωτερικής ύπαρξης, οι λαοί της
μητριαρχίας ,πιό έντονα από ό,τι οι
επόμενες γενιές , αισθάνονται την
ενότητα όλης της ζωής, την αρμονία του
σύμπαντος, το οποίο δεν έχουν ακόμα
ξεπεράσει. Έχουν μεγαλύτερη επίγνωση
του πόνου του θανάτου και την ευθραυστότητα
της γήινης ύπαρξης , η οποία θρηνείται
από τη γυναίκα και ειδικά τη μητέρα.
Μοχθούν πιο έντονα για την παρηγοριά
στην υψηλότερη έκφρασή της , την οποία
εντοπίζουν στα φαινόμενα της φυσικής
ζωής, και σχετίζουν αυτήν την παρηγοριά
με τη γεννεσιουργό μήτρα, για να συλλάβει
, να στεγάσει , και να αναθρέψει την
μητρική αγάπη. ''<a class="sdendnoteanc" href="#sdendnote94sym" name="sdendnote94anc"><sup>94</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><i><b>''Με
μια εξ ολοκλήρου υλική έννοια αφιερώνουν
τον εαυτό τους στον εξωραϊσμό της υλικής
ύπαρξης, στην πρακτική αρετή (</b></i><span style="font-style: normal;"><span style="font-weight: normal;">ελληνικά
στο πρωτότυπο</span></span><i><b>-</b></i><span lang="en-US"><i><b>practical
virtues </b></i></span><i><b>).Τόσο στην γεωργία, η
οποία αρχικά αναπτύχθηκε από γυναίκες,
και στην ανέγερση τοιχών, την οποία οι
αρχαίοι ταύτιζαν με τη χθόνια λατρεία,
πέτυχαν μια τελειοποίηση η οποία εξέπληξε
τις επόμενες γενιές''<a class="sdendnoteanc" href="#sdendnote95sym" name="sdendnote95anc"><sup>95</sup></a>
</b></i><span style="font-style: normal;"><span style="font-weight: normal;">Καμμία
εποχή δεν έχει επιδείξει τόσο μεγάλη
σημασία στην εξωτερική μορφή, στην
ιερότητα του σώματος, και τόσο λίγη
σημασία στον εσωτερικό πνευματικό
παράγοντα. Για τον Μπαχόφεν η εποχή της
μητριαρχίας μπορούσε να κατανοήσει
βαθύτερα την διπλή φύση της ζωής:του
θανάτου και της γέννησης δηλαδή, κάτι
που μόνο μια γυναίκα βιώνει η ίδια στο
σώμα της</span></span><i><b>. ''Με μια λέξη η
μητριαρχική ύπαρξη είναι ρυθμισμένη
φυσιοκρατία, η σκέψη της είναι υλική ,
η εξέλιξή της είναι κυρίως φυσική. Το
μητρικό δίκαιο είναι τόσο καθολικό σε
αυτό το πολιτιστικό στάδιο, όπως είναι
ξένο και ακατανόητο στην εποχή της
πατριαρχίας'' <a class="sdendnoteanc" href="#sdendnote96sym" name="sdendnote96anc"><sup>96</sup></a>.</b></i></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="text-decoration: none;">Στο
εξελικτικό σχήμα του Μπαχόφεν η μητριαρχία
είναι ανώτερη του μητρικού δικαίου,αλλά
βρίσκεται ένα στάδιο κάτω από την
πατριαρχία. Η εξέλιξη αυτή εξαρτάται
από το κατά πόσο ο άνθρωπος απομακρύνεται
από το φυσικό-γήινο στάδιο.Η μητριαρχία
, για τον Μπαχόφεν είναι ένα ανώτερο
στάδιο σε σχέση με την εντελώς πρωτόγονη
ανθρωπότητα</span><i><span style="text-decoration: none;"><b>
''Η μητριαρχία ακολουθείται από την
πατριαρχία και προηγείται του ακανόνιστου
εταιρισμού. Έτσι, η -οργανωμένη με
κανόνες- μητριαρχία της εποχής της
Δήμητρας, καταλαμβάνει μια ενδιάμεση
θέση, αναπαριστώντας τη μετάβαση της
ανθρωπότητας από το κατώτερο στάδιο
ύπαρξης στο υψηλότερο. Με το προγούμενο
στάδιο μοιράζεται τη μητρική-υλική
ιδέα , με το δεύτερο , την αποκλειστικότητα
του γάμου, διαχωρίζεται από το πρώιμο
στάδιο από την Δημητριακή ρύθμιση της
μητρότητας, μέσω της οποίας αναπτύσσεται
πάνω από τον εταιρισμό, και από το ύστερο
στάδιο από την προτεραιότητα που δίνει
στην γεννεσιουργό μήτρα,έτσι ώστε
αποδεικνύεται ότι είναι ένας κατώτερος
τύπος από ό,τι το πλήρως ανεπτυγμένο
πατριαρχικό σύστημα'' <a class="sdendnoteanc" href="#sdendnote97sym" name="sdendnote97anc"><sup>97</sup></a>
.</b></span></i></span></p>
<p lang="el-GR" style="margin-bottom: 0cm; text-decoration: none;"><br />
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm; text-decoration: none;">
<br />
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<u> <span style="font-size: medium;"><b>Η αντίδραση των
αντρών, τρίτο στάδιο :πατριαρχία</b></span></u><span style="font-size: medium;">. </span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Όπως είδαμε, η
μητρότητα δημιουργεί μια δυναμική , η
οποία σε συνδυασμό με τον ατομικό γάμο,
κατέστησε τις γυναίκες σε ανώτερη από
τους άντρες , κοινωνική θέση. Τα πράγματα
όμως θα αλλάξουν,πλέον αρχίζει να
αναγνωρίζεται η σημαντικότητα της
πατρότητας. Πρόκειται για μια τεράστια
διανοητική επάνασταση της ανθρωπότητας.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Ο Μπαχόφεν αναφέρει
μια σειρά από φυλές που ο πατέρας
αναγνώριζε το παιδί του μέσω της φυσικής
ομοιότητας. Στις κοινωνίες που δεν
υπάρχει γάμος (και συνεπώς δεν μπορεί
να γίνει νομική αναγνώριση μέσω γάμου)
, η αναγνώριση της πατρότητας γίνεται
μέσω της ομοιότητας. Ουσιαστικά πρόκειται
για ένα ενδιάμεσο στάδιο ανάμεσα στην
μητριαρχία και την πατριαρχία. <a class="sdendnoteanc" href="#sdendnote98sym" name="sdendnote98anc"><sup>98</sup></a>.</span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Όμως η ανωτερότητα
της πατριαρχίας δεν στηρίζεται στην
ανακάλυψη της ομοιότητας ανάμεσα σε
έναν πατέρα με τα παιδιά του. Η ανωτερότητα
της πατριαρχίας προκύπτει από την ανάγκη
της υπερβατικής σκέψης που κάνει ένας
άνθρωπος (ο πατέρας) για να συνδεθεί με
άλλους ανθρώπους (τα παιδιά του). Η σχέση
μητέρας και παιδιού είναι μια καθ'όλα
φυσική σχέση. Το μητρικό δίκαιο πηγάζει
από τη φύση (<span lang="en-US">natura verum), </span>ενώ
ο πατέρας υπάρχει μόνο <span lang="en-US">iure
civili </span>(στον αστικό νόμο). <a class="sdendnoteanc" href="#sdendnote99sym" name="sdendnote99anc"><sup>99</sup></a>.
Η μητριαρχία είναι το ενδιάμεσο στάδιο
ανάμεσα στο στάδιο του φυσικού δικαίου
(<span lang="en-US">ius naturale) </span>στο οποίο κυριαρχεί
η ελευθερία της σεξουαλικής συνεύρεσης
χωρίς όρους και το στάδιο με τα πολιτικά
δικαιώματα (<span lang="en-US">ius civile) </span>στο
οποίο επικρατεί μόνο ο ατομικός γάμος
και η πατριαρχία . Σε αυτό το ενδιάμεσο
στάδιο η υλική με τη διανοητική αρχή
συνυπάρχουν. Το ένα υποχωρεί , αλλά το
άλλο ακόμα δεν έχει επικρατήσει. Το
καθαρά διανοητικό στάδιο της πατριαρχίας
<i><b>''υποτάσσει τη γυναίκα στον άντρα
και μεταφέρει όλη την προηγούμενη
σημαντικότητα της μητέρας στον πατέρα''
</b></i><i><u><b><a class="sdendnoteanc" href="#sdendnote100sym" name="sdendnote100anc"><sup>100</sup></a></b></u></i><i><b>
.</b></i></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Υπό αυτήν την έννοια
, λέει ο Μπαχόφεν, η πατριαρχία προϋποθέτει
και ταυτόχρονα δημιουργεί τον πολιτισμό.
Παρ΄όλο την αναγνώριση του σημαντικού
ρόλου της μητριαρχίας στην εξέλιξη του
πολιτισμού, ο Μπαχόφεν βλέπει την
πατριαρχία ως ένα ανώτερο στάδιο<i><b>.
''Έχοντας κατά νου αυτό το κατώτερο
στάδιο ύπαρξης , θα μπορέσουμε να
αναγνωρίσουμε την πραγματική σημασία
του υψηλότερου σταδίου, και να δώσουμε
στη νίκη της πατριαρχίας την πρέπουσα
θέση στην εξέλιξη της ανθρωπότητας'' <a class="sdendnoteanc" href="#sdendnote101sym" name="sdendnote101anc"><sup>101</sup></a>.</b></i></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Στη
συνέχεια λέει κάτι εντυπωσιακό. Θεωρεί
το πέρασμα από τη μητριαρχία στην
πατριαρχία ως το πιο σημαντικό σημείο
στην ιστορία της σχέσης των δύο φύλων,
ενώ ταυτόχρονα αυτή η μετάβαση σηματοδοτεί
μια κρίσιμη αλλαγή στη σκέψη του
ανθρώπου.<i><b> ''Το Δημητριακό και το
Αφροδισιακό-εταιρικό στάδιο, και τα δύο
διατηρούν την πρωταρχικότητα της
μητρότητας , και είναι μόνο η μεγαλύτερη
ή η μικρότερη αγνότητα της αποτύπωσής
της, αυτή που διαχωρίζει αυτές τις δύο
μορφές ύπαρξης. Αλλά με τη μετάβαση στο
πατρικό σύστημα προκύπτει μια αλλαγή
θεμελιακής αρχής: η παλαιότερη αντίληψη
ξεπερνιέται. Μια εντελώς νέα συμπεριφορά
κάνει εμφανή την παρουσία της. Η σύνδεση
μιας μητέρας με το παιδί της βασίζεται
σε μια υλική σχέση, γίνεται αντιληπτή
μόνο με την βοήθεια των αισθήσεων και
παραμένει πάντα μια φυσική αλήθεια.
Αλλά ο πατέρας, ως δημιουργός αναπαριστά
μια τελείως διαφορετική αρχή. Βρισκόμενος
σε μια μη εμφανή σχέση με το παιδί, δεν
μπορεί ποτέ, ακόμα και αν βρίσκεται σε
μια συζυγική σχέση με τη μητέρα,να
αποβάλλει έναν νοητό χαρακτήρα. Συνδέεται
με τους απογόνους μόνο μέσω της μεσολάβησης
της μητέρας, πράγμα που τον καθιστά την
απομακρυσμένη δύναμη επιρροής. Ως μια
πηγή προστασίας, ο άντρας αποκαλύπτει
μια μη υλικότητα αντίθετα με την μητέρα
η οποία προσφέρει το καταφύγιο και την
τροφή, και η οποία εμφανίζεται ως</b></i><i><u><b>
ύλη </b></u></i><i><b> </b></i><span lang="en-US"><i><b>(</b></i></span><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">ελληνικά
στο πρωτότυπο</span></span></span><i><b>), και ως
χώρα και </b></i><i><u><b>δεξαμενή γενέσεως</b></u></i><i><b>
(</b></i><span style="font-style: normal;"><span style="font-weight: normal;">ελληνικά
στο πρωτότυπο</span></span><i><b>), ως </b></i><i><u><b>τιθήνη</b></u></i><i><b>
(</b></i><span style="font-style: normal;"><span style="font-weight: normal;">ελληνικά
στο πρωτότυπο -η τροφός</span></span><i><b>). Όλα
αυτά τα χαρακτηριστικά της πατρότητας
μας οδηγούν σε ένα συμπέρασμα : ο θρίαμβος
της πατρότητας φέρνει μαζί της την
απελευθέρωση του πνεύματος από τις
λειτουργίες της φύσης, μια εξύψωση της
ανθρώπινης ύπαρξης πάνω από τους νόμους
της υλικής ζωής'' <a class="sdendnoteanc" href="#sdendnote102sym" name="sdendnote102anc"><sup>102</sup></a>.
</b></i></span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><i><b>''Η πνευματική
ζωή αναδύεται πάνω από τη σωματική
ύπαρξη και η σχέση με τις κατώτερες
σφαίρες ύπαρξης περιορίζεται στα φυσικά
χαρακτηριστικά. Η μητρότητα ανήκει στη
φυσική πλευρά του ανθρώπου, το μόνο
πράγμα που μοιράζεται με τα ζώα: η
πατρική-πνευματική αρχή ανήκει στον
άντρα και μόνο σε αυτόν. Εδώ, αυτός σπάζει
τα δεσμά με τη γη, και σηκώνει τα μάτια
του στα υψηλότερα στρώματα του κόσμου.
Η νικηφόρα πατρότητα συμμαχεί με το
ουράνιο φως, ενώ η μητρότητα είναι
συνεδεμένη με τη γη που γεννά όλα τα
πράγματα, η θεμελίωση του πατρικού
δικαίου αναπαρίσταται ως μια πράξη ενός
ουράνιου ηλιακού ήρωα, ενώ η υπεράσπιση
του μητρικού δικαίου ως το βασικό καθήκον
μιας χθόνιας μητέρας θέας'' <a class="sdendnoteanc" href="#sdendnote103sym" name="sdendnote103anc"><sup>103</sup></a></b></i>.</span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Αυτό που ουσιαστικά
ισχυρίζεται ο Μπαχόφεν, είναι ότι η
πατριαρχία αποτελεί ένα ανώτερο στάδιο
εξέλιξης της ανθρωπότητας, όχι λόγω
κάποιας ανάπτυξης των μέσων παραγωγής,
ή διαφόρων τεχνολογικών ανακαλύψεων
αλλά γιατί πλέον ο άνθρωπος (και
συγκεκριμένα ο άνδρας) συνδέεται μέσω
μιας νοητής-πνευματικής σχέσης με τους
απογόνους του, σε αντίθεση με τη μητέρα
που η σχέση της με τα παιδιά της είναι
καθαρά βιολογική, φυσική. Αν δηλαδή το
μητρικό δίκαιο αντιπροσωπεύει το
σαρκικό, γήινο και φυσιοκρατικό στάδιο
του ανθρώπου, η πατριαρχία αντιπροσωπεύει
το πνευματικό, διανοητικό και υπερβατικό
. Είναι εμφανές ότι αυτό ακριβώς που
αποτελεί σύμφωνα με τις φεμινίστριες
τη πηγή δύναμης των γυναικών (δηλαδή η
φυσική-βιολογική σχέση μητέρας-παιδιού)
είναι , σύμφωνα με τον Μπαχόφεν,η αιτία
της στασιμότητάς τους και της προσκόλλησής
τους στο γήινο .Η ηλιακή φάση της
ανθρωπότητας σημαίνει ότι ο άνθρωπος
έχει πραγματοποιήσει μια διανοητική
υπέρβαση . <i><b>''Το μητρικό δίκαιο εδράζεται
στην υλική φύση της γυναίκας. Στους
μύθους που μνημονεύουμε η γυναίκα
εξισώνεται με τη γη..Γη (</b></i><span lang="en-US"><i><b>earth)
</b></i></span><i><b>και γυνή </b></i><span lang="en-US"><i><b>(woman)
</b></i></span><i><b>ή Γαία , είναι το ίδιο. Η
γυναίκα παίρνει τη θέση της γης και
συνεχίζει την αρχέγονη μητρότητα της
γης ανάμεσα στους θνητούς'' <a class="sdendnoteanc" href="#sdendnote104sym" name="sdendnote104anc"><sup>104</sup></a></b></i>.
Το αρσενικό γονιμοποιό στοιχείο
συμβολίζεται με το νερό , το οποίο
ενώνεται με το υλικό στοιχείο τη γης . </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><i><b>''Όσο
η θρησκεία αναγνωρίζει ως βάση για την
γεννητική αρχή την γήινη ουσία, ο νόμος
της ύλης επικρατεί : ο άνθρωπος εξισώνεται
με μια, χωρίς μοίρα, κατώτερη δημιουργία
και το μητρικό δίκαιο με την αναπαραγωγή
του ζώου και του ανθρώπου. Αλλά όταν η
δημιουργική αρχή αποσυνδέεται από την
γήινη ύλη, και ενώνεται με τον ήλιο, ένα
ανώτερο στάδιο εδραιώνεται. Το μητρικό
δίκαιο παραμένει στα ζώα και η ανθρώπινη
οικογένεια περνά στο πατρικό δίκαιο''
<a class="sdendnoteanc" href="#sdendnote105sym" name="sdendnote105anc"><sup>105</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><i><b>''Όλα στηρίζουν
το συμπέρασμα ότι το μητρικό δίκαιο
αναφέρεται στην ύλη, και σε ένα στάδιο
της θρησκείας που γνωρίζει μόνο την ζωή
του σώματος'' <a class="sdendnoteanc" href="#sdendnote106sym" name="sdendnote106anc"><sup>106</sup></a>.</b></i></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Έτσι, σύμφωνα με το
σχήμα του Μπαχόφεν, οι σεξουαλικές
σχέσεις στο στάδιο της πατριαρχίας δεν
είναι απλά σαρκικές απολαύσεις (όπως
συνέβη στο στάδιο του εταιρισμού), δεν
είναι απλά μέσο απόκτησεις παιδιών
(όπως στο στάδιο της μητριαρχίας) αλλά
εκφράζουν πρωτίστως πνευματικούς-
διανοητικούς δεσμούς. Υπό αυτήν την
έννοια, ο Μπαχόφεν βρίσκει στην
ομοφυλοφιλία (τόσο στην αντρική όσο και
τη γυναικεία) μια ανώτερη σχέση, και το
να ισχυριστεί κανείς κάτι τέτοιο την
εποχή εκείνη είναι , αν μη τι άλλο,
τουλάχιστον εντυπωσιακό. Υποστήριξε
ότι <i><b>''οι Ορφικοί άρρενες έρωτες
έπαιξαν έναν ζωτικό ρόλο στην πολιτιστική
ανάπτυξη του ανθρώπου'' <a class="sdendnoteanc" href="#sdendnote107sym" name="sdendnote107anc"><sup>107</sup></a></b></i>.
Τέτοιου είδους έρωτας προάγει την
πνευματική σύνδεση δύο ανθρώπων. Το
ίδιο ίσχυε και τον λεσβιακό έρωτα.<i><b>
'' Ο έρωτας των γυναικών για το ίδιο τους
το φύλο ήταν παρόμοιος με τον ορφικό
''άρρενες έρωτες''...Και εδώ ο σκοπός ήταν
να ξεπεραστεί ο χαμηλότερος αισθησιασμός
, να μετατραπεί η σωματική ομορφιά σε
μια εξαγνισμένη ψυχική ομορφιά''.<a class="sdendnoteanc" href="#sdendnote108sym" name="sdendnote108anc"><sup>108</sup></a>.</b></i></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><u><b>Η ιστορική πάλη
ανάμεσα σε μητριαρχία και πατριαρχία
</b></u><u>.</u><u><b>Ελλάδα, Μακεδονία, Ρώμη.
Τρείς φάσεις αυτού του πολέμου.</b></u></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="text-decoration: none;">Ο
Μπαχόφεν έβλεπε την ιστορία ως το
αποτέλεσμα της πάλης των δύο φύλων, με
νίκες του ενός πάνω στο άλλο, με βήματα
μπρος και πίσω </span><i><span style="text-decoration: none;"><b>''Στη
μάχη των δύο φύλων ,η οποία τελειώνει
με τη νίκη του άντρα , κάθε σημαντικό
σημείο καμπής συνδέεται με την αντίδραση
εναντίον του προηγούμενου συστήματος''
<a class="sdendnoteanc" href="#sdendnote109sym" name="sdendnote109anc"><sup>109</sup></a></b></span></i><span style="text-decoration: none;">.Αντίθετα
με τις φεμινίστριες που βλέπουν την
ιστορική εξέλιξη ως μια αντίδραση και
κάθοδο (από τη μητριαρχία στην πατριαρχία),
ο Μπαχόφεν βλέπει την πρόοδο μέσα από
βήματα εμπρός και πίσω .Για παράδειγμα
η Ρώμη εκπροσωπεί το αντρικό-πνευματικό
-δυτικό στοιχείο ,που επιβλήθηκε στο
ελληνιστικό-ανατολικό- και δέσμιο της
ύλης στοιχείο. Η Ρώμη νίκησε όλες τις
μητριαρχικές -ανατολικές κοινωνίες
(Καρχηδόνα, Ετρούσκους, κ.α) και επίσης
έβαλε τέλος στη διονυσιακή λατρεία που
εξαπλώθηκε στα ελληνιστικά χρόνια . Το
Μακεδονικό-αντρικό στοιχείο είχε
προηγουμένως νικήσει την μητριαρχική
ανατολή της Ασίας, και λίγο πριν, οι
πατριάρχες Έλληνες είχαν επιβληθεί
στους μητριαρχικούς προέλληνες .<a class="sdendnoteanc" href="#sdendnote110sym" name="sdendnote110anc"><sup>110</sup></a></span><span lang="en-US"><span style="text-decoration: none;">.
</span></span><span style="text-decoration: none;">Στα πανάρχαια
χρόνια, η καταπίεση των γυναικών οδήγησε
στη συζυγική μητριαρχία, ο Αμαζονισμός
προκάλεσε με τη σειρά του την αντίδραση
των αντρών και σε κάποιες περιπτώσεις
την επαναφορά των φυσικών σχέσεων (π.χ
Λυκία) ενώ σε άλλες την πτώση της
μητριαρχίας και την ανάδυση του πατρικού
δικαίου (κάτι που συνδέεται με τον
Ηρακλή, τον Απόλλωνα, κ.α).</span><i><span style="text-decoration: none;"><b>''Η
ανάδυση του πατρικού δικαίου ξεκινά με
τον πόλεμο εναντίον των Αμαζόνων'' <a class="sdendnoteanc" href="#sdendnote111sym" name="sdendnote111anc"><sup>111</sup></a></b></span></i><span style="text-decoration: none;">.Το
σημαντικό στοιχείο βέβαια είναι ότι ,
παρά τις ιστορικές ανακρίβειες και τον
ιδεαλιστικό τρόπο ανάγνωσης της ιστορίας,
πρόκειται για μια διαλεκτική ερμηνεία
.Ο ίδιος έλεγε: </span><i><span style="text-decoration: none;"><b>
''Γιατί όπως συμβαίνει με όλα τα πράγματα
είναι η κατάχρηση και η παρακμή αυτό
που παρέχει το κίνητρο για την εξέλιξη''
<a class="sdendnoteanc" href="#sdendnote112sym" name="sdendnote112anc"><sup>112</sup></a>
.</b></span></i></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Για τον Μπαχόφεν
βλέπουμε δηλαδή ότι η ιστορία είναι το
πεδίο σύγκρουσης των δύο αυτών κόσμων
:της πατρότητας και της μητρότητας. Τα
ιστορικά γεγονότα είναι το ξεδίπλωμα
της μάχης ανάμεσα στο θηλυκό και το
αρσενικό (<span style="text-decoration: none;"> εδώ
βλέπουμε μια ταύτιση απόψεων πάνω στην
ανάγνωση των κινητήριων δυνάμεων της
ιστορίας ανάμεσα σε Μπαχόφεν και
φεμινισμό, άσχετα αν για τον ένα πρόκειται
για παρακμή και για τον άλλο πρόοδο </span>).</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Σύμφωνα
με τον Μπαχόφεν ,η μετάβαση από τη
μητριαρχία στην πατριαρχία φαίνεται
και στο πώς ο Ελληνισμός αναπτύχθηκε
σε βάρος των προ-ελληνικών μητριαρχικών
κοινωνιών.<span style="font-style: normal;"><span style="font-weight: normal;">Ο
μητριαρχικός τύπος παρατηρείται κυρίως
ανάμεσα στο προ-ελληνικά φύλα και
συντροφεύει τον αρχαϊκό πολιτισμό.
Λέλεγες, Πελασγοί, Μινωίτες, Αρκάδες,
υπήρξαν μητριαρχικές κοινωνίες, σε
αντίθεση , λέει ο Μπαχόφεν, με την ελληνική
πατριαρχική κοινωνία που ακολούθησε(</span></span><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
μια ιδέα που ενστερνίζεται η πλειοψηφία
των φεμινιστριών</span></span></span><span style="font-style: normal;"><span style="font-weight: normal;">)</span></span><i><b>''Ο
Ελληνισμός είναι εχθρικός σε έναν τέτοιο
κόσμο. Το πρωτείο της μητρότητας
εξαφανίζεται και μαζί της αυτά που την
συνοδεύουν . Η πατριαρχική εξέλιξη
δίνει έμφαση σε ένα τελείως διαφορετικό
χαρακτηριστικό της ανθρώπινης φύσης ,
το οποίο αντανακλάται σε τελείως
διαφορετικές κοινωνικές μορφές και
ιδέες. Στην Αίγυπτο, ο Ηρόδοτος βλέπει
το ακριβώς αντίθετο των Ελλήνων , και
ειδικά στον Αττικό πολιτισμό . Σε σύγκριση
με τις γύρω ελληνικές πόλεις, η Αίγυπτος
τον εντυπωσίασε σαν ένας ολότελα
διαφορετικός κόσμος. Εάν ο ''πατέρας της
Ιστορίας'' είχε υποβάλλει στην ίδια
παρόμοια σύγκριση τις δύο περιόδους
της ελληνικής εξέλιξης, θα είχε εκπλαγεί
το ίδιο με την αντίθεση ανάμεσά τους.
Γιατί η Αίγυπτος είναι η τυπική γη της
μητριαρχίας, ολόκληρος ο πολιτισμός
της είναι χτισμένος καθολικά πάνω στη
μητρική θρησκεία, στην προτεραιότητα
της Ίσιδας πάνω στον Όσιρι, παρουσιάζει
χτυπητές ομοιότητες με αναρίθμητα
μητριαρχικά φαινόμενα που εμφανίζονται
στους προ-ελληνικούς λαούς. Και η ιστορία
μας παρέχει ακόμα ένα χαρακτηριστικό
παράδειγμα αυτής της ίδιας αντίθεσης
ανάμεσα στους δύο πολιτισμούς. Στα μέσα
του Ελληνικού κόσμου, ο Πυθαγόρας
αναβίωσε τη θρησκεία και τον τρόπο ζωής
πάνω στα παλιά θεμέλια , προσπάθησε να
δώσει μια νέα ώθηση στις ήδη υπάρχουσες
και να ικανοποιήσει τις βαθύτερες
θρησκευτικές ανάγκες του ανθρώπου με
το να αναστήσει τα μυστήρια των
χθόνιων-μητρικών λατρειών. Τελικά, ο
Πυθαγοριανισμός δεν εξελίσσει τον
Ελληνισμό, αλλά τον μάχεται.Όπως λέει
μια από τις πηγές μας:μια πανάρχαια πνοή
τον διαπνέει. Οι ρίζες του βρίσκονται,
όχι στη σοφία των Ελλήνων, αλλά στις πιο
αρχαίες γνώσεις της Ανατολής, του
απαράλλαχτου Αφρικανικού και Ασιατικού
κόσμου. Ο Πυθαγόρας έψαχνε τους οπαδούς
του κυρίως ανάμεσα σε αυτούς τους
ανθρώπους των οποίων η προσκόλληση στην
αρχαία παράδοση φαινόταν να εμφανίζει
την πιο στενή σχέση με το δόγμα του,
ειδικά ανάμεσα στις φυλές και τις πόλεις
της Εσπερίας (Ιταλία) , μια γη η οποία
φαίνεται ότι είχε διατηρήσει ακόμα και
μέχρι και τις μέρες μας θρησκευτικά
στάδια που είχαν εξαφανιστεί από
οπουδήποτε αλλού'' <a class="sdendnoteanc" href="#sdendnote113sym" name="sdendnote113anc"><sup>113</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Και
συνεχίζει</span></span><i><b>: ''Μόνο το
χθόνιο-μητρικό μυστήριο της Πελασγικής
θρησκείας μπορεί να ταιριάξει με τις
Πυθαγόρειες γυναίκες. Οι πράξεις τους
και η πνευματική τους συμπεριφορά δεν
μπορεί να εξηγηθεί με τη γενική ιδέα
του κλασσικού ελληνισμού'' <a class="sdendnoteanc" href="#sdendnote114sym" name="sdendnote114anc"><sup>114</sup></a>
.</b></i></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-weight: normal;">Το
πώς η πατριαρχία αντικατέστησε τη
μητριαρχία στον ελληνικό χώρο</span><b>,</b>
ο Μπαχόφεν το εξηγεί αναλύοντας το μύθο
του <span style="font-weight: normal;">Διονύσου</span>.
Πίστευε ότι η διάδοση της Διονυσιακής
λατρείας άλλαξε άρδην το σκηνικό που
επικρατούσε κατά τη διάρκεια της
σύγκρουσης του σταδίου του εταιρισμού
με το Δημητριακό στάδιο. Πρόκειται για
μια καταστροφική εξέλιξη-μια ιστορική
οπισθοδρόμηση σύμφωνα με τον Μπαχόφεν.
Ο Διόνυσος υπήρξε αντίθετος με το
μητριαρχικό στάδιο ,ειδικά στην πιο
ακραία του έκφραση, αυτή των Αμαζόνων.Ενάντιος
στη γυναικεία υποτίμηση που οι Αμαζόνες
εξέφραζαν, ζητούσε την επικράτηση του
σταθερού γάμου, την αναγνώριση της ιερής
φύσης της μητρότητας, ενώ παράλληλα
επιθυμούσε την αναγνώριση της ανωτερότητας
της δικής του φαλλικής-αρσενικής φύσης.
Υπό αυτήν την έννοια υπάρχει μια
φαινομενική αντίφαση στον Διόνυσο : από
τη μια στηρίζει το Δημητριακό -σταθερό
γάμο, από την άλλη φαίνεται να υπήρξε
μια από τις βασικές αιτίες νίκης της
πατρικής αρχής. Ο Διόνυσος βρίσκεται
αντίθετος με το εταιρικό στάδιο, αλλά
παράλληλα και με τον Αμαζονισμό. Ως
''τελεσίγαμος'' είναι ο άγγελος του
''ιερού γάμου'', <i><b>''δείχνει στη γυναίκα
τον σπουδαίο νόμο που μόνο με αυτόν η
φύση της μπορεί να βρει την τελική
ειρήνη''<a class="sdendnoteanc" href="#sdendnote115sym" name="sdendnote115anc"><sup>115</sup></a></b></i>.
Αυτός ο νόμος δεν ήταν άλλος παρά ο
''ατομικός γάμος''. Ουσιαστικά, ο Διόνυσος
εκφράζει την αδυναμία των γυναικών ως
Αμαζόνες , να είναι δηλαδή ταυτόχρονα
πολεμίστριες , μητέρες και παράλληλα
να ασχολούνται με τα προβλήματα διοίκησης
της κοινότητας. <i><b>''Μια από τις πιο
βασικές αιτίες για τον ραγδαίο θρίαμβο
του νέου Θεού ήταν ο ακραίος τρόπος ζωής
των Αμαζόνων της παλιάς μητριαρχίας
και της καθολικής βαρβαρότητας που
είναι αδιαχώριστα μεταξύ τους. Όσο πιο
απόλυτος ο νόμος της μητρότητας, τόσο
λιγότερο οι γυναίκες ήταν ικανές να
διατηρήσουν το αφύσικο μεγαλείο της
ζωής των Αμαζόνων. Με χαρά καλωσόρισαν
αυτόν τον Θεό,του οποίου ο συνδυασμός
της αισθησιακής ομορφιάς και της ανώτερης
ακτινοβολίας τον έκαναν διπλά δελεαστικό.
Ο ενθουσιασμός των γυναικών για αυτή
τη λατρεία ήταν ακατανίκητος . Σε σύντομο
διάστημα η αποφασιστική αντίσταση της
μητριαρχίας των Αμαζόνων στον νέο Θεό,
μετατράπηκε σε μια εξίσου αποφασιστική
αφοσοίωση. Οι πολεμοχαρείς γυναίκες ,
που προηγουμένως είχαν επικεντρωθεί
σε έναν πόλεμο με τον Διόνυσο, έγιναν ο
σταυροφορικός στρατός των ηρώων. Η μια
ακρότητα ακολούθησε την άλλη αποδεικνύοντας
το πόσο δύσκολο είναι για τις γυναίκες
να ακολουθήσουν έναν μέσο δρόμο. ''<a class="sdendnoteanc" href="#sdendnote116sym" name="sdendnote116anc"><sup>116</sup></a></b></i>.</span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Ο Διόνυσος συνεχίζει
ο Μπαχόφεν, είναι ένας Θεός των γυναικών.
Σε αυτές αποκαλύφθηκε και ήταν αυτές
που πρώτα διέδοσαν τη λατρεία του. Όμως,
τελικά, η Διονυσιακή θρησκεία υποτίμησε
τη Δημητριακή ηθική σε έναν Αφροδίσιο
εταιρισμό και για αυτό ο Μπαχόφεν μίλησε
για τη θρησκεία του Διονύσου ως ένα
αντιδραστικό φαινόμενο . Η ιστορία είναι
γεμάτη από τέτοιου είδους αναφορές. Το
αρχικό δέσιμο του Διονύσου με τη Δήμητρα,
αντικαταστάθηκε από το δέσιμό του με
την Αφροδίτη και τις παρόμοιες θεότητες.
Τα σύμβολα της Δήμητρας (το στάχι, ο
σπόρος κ.α) αντικαταστάθηκαν από τα
βακχικά σταφύλια. Ο Μπαχόφεν βλέπει μια
οπισθοχώρηση της αξίας της γυναίκας
από αυτήν την ''επιστροφή'' στην ύλη και
τις απολαύσεις'' <a class="sdendnoteanc" href="#sdendnote117sym" name="sdendnote117anc"><sup>117</sup></a>.</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν σημειώνει τη σύνδεση που
κατανοούσαν οι αρχαίοι ότι υπάρχει
ανάμεσα στην σαρκική σαγήνευση και την
πολιτική χειραφέτηση, υπό την έννοια
ότι το δεύτερο προκύπτει πάντα όταν το
πρώτο καταντά τυρρανία.Καθόλου τυχαία,
συνεχίζει, η Διονυσιακή θρησκεία έγινε
αποδεκτή τόσο από την τάξη των δούλων,
όσο και από τύρρανους όπως οι Πτολεμαίοι,
οι Καίσαρες, κ.α ,αφού ευνοήσε την ανάπτυξη
της δημοκρατίας πάνω στην οποία , οι
τύρρανοι αυτοί στήριξαν την εξουσία
τους.<a class="sdendnoteanc" href="#sdendnote118sym" name="sdendnote118anc"><sup>118</sup></a>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Πρόκειται
για μια σύγκρουση δύο κόσμων
(πατριαρχία-μητριαρχία) που αποτυπώνεται
στους μύθους. . Στις περιπέτειες του
Ορέστη βρίσκουμε την επικράτηση της
πατρότητας. Σύμφωνα με τον παλιό νόμο
, ο Ορέστης (ο γιός του Αγαμέμνονα και
της Κλυταιμνήστρας, ο οποίος σκότωσε
τη μητέρα του επειδή εκείνη είχε φονεύσει
τον πατέρα του μαζί με τον εραστή της)
αισθάνθηκε τύψεις , αλλά πλέον, σύμφωνα
με τον καινούργιο νόμο ,αυτόν του
Απόλλωνα, ο Ορέστης αντιπροσωπεύει την
επικράτηση του νέου-φωτεινού ήρωα που
δίνει τέλος στη μητριαρχία.</span></span><i><b>''Δεν
πρόκειται για μια διαλεκτική αντίθεση,
αλλά για μια ιστορική πάλη, και οι ίδιοι
οι Θεοί αποφασίζουν την έκβασή της. Η
παλιά εποχή πεθαίνει και μια άλλη, η
εποχή του Απόλλωνα, αναδύεται μέσα από
τα συντρίμια της. Ένα νέο ήθος αναδύεται,
διαμετρικά αντίθετο στο παλιό. Η ιερότητα
της μητέρας δίνει τη θέση της σε εκείνη
του πατέρα,η νύχτα παραχωρεί την
προτεραιότητα στην ημέρα, η αριστερή
μεριά στη δεξιά, και είναι μόνο μέσω της
αντίθεσης που ο χαρακτήρας των δύο
σταδίων ξεχωρίζει φανερά '' <a class="sdendnoteanc" href="#sdendnote119sym" name="sdendnote119anc"><sup>119</sup></a></b></i><span style="font-style: normal;"><span style="font-weight: normal;">.
</span></span></span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Ο Μπαχόφεν βλέπει
στους Πελασγούς προέλληνες και τη
φυσιοκρατία τους, την επικράτηση της
υλιστικής-μητριαρχικής κοινωνίας, ενώ
στους Έλληνες την επικράτηση της
διανοητικής ανάπτυξης που φέρνει η
πατριαρχία. <i><b>''Στο ένα χέρι ( </b></i>εννοεί
τους προ-έλληνες<i><b>) βρίσκουμε την
επιβεβαίωση της φύσης , στο άλλο (</b></i>εννοεί
τους Έλληνες<i><b>) το ξεπέρασμα της φύσης''
<a class="sdendnoteanc" href="#sdendnote120sym" name="sdendnote120anc"><sup>120</sup></a>.</b></i></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Η μητριαρχία εκφράζει
το Δημητριακό στάδιο όπου οι άνθρωποι
είναι ικανοποιημένοι με αυτά που τους
προσφέρει η καλλιεργημένη γη, αντίθετα,
οι πατριάρχες Έλληνες επιθυμούν να
κατακτήσουν τα πάντα. Για τους Έλληνες
, η αθανασία δεν βρίσκεται στην γυναίκα
που γεννά τον άνθρωπο, αλλά στη δημιουργική
αρχή του άντρα. <a class="sdendnoteanc" href="#sdendnote121sym" name="sdendnote121anc"><sup>121</sup></a>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Οι
κάτοικοι της Αθήνας , αν και έχουν ρίζες
στους Πελασγούς, εν τούτοις εκπροσωπούν
την επικράτηση του πνεύματος του
πατριάρχη Δία.Καθόλου τυχαία αντικατέστησαν
την -χωρίς την παρουσία πατέρα -γέννηση
ενός Θεού, (ιδέα δημοφιλής της εποχή της
μητριαρχίας) με την -χωρίς την παρουσία
μητέρας- γέννηση μιας Θεάς , της Αθηνάς
δηλαδή η οποία γεννήθηκε μέσα από το
κεφάλι του Δία,μια διανοητική εξέλιξη
δηλαδή </span></span><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Πρόκειται
για μια τελείως διαφορετική ανάγνωση
του μύθου της γέννησης της Αθηνάς , αυτή
που κάνει ο Μπαχόφεν, σε σχέση με την
ανάγνωση που κάνουν οι φεμινίστριες</span></span></span><span style="font-style: normal;"><span style="font-weight: normal;">
. Η Αθηνά εκπροσωπεί τη μεταστροφή των
Αμαζόνων, είναι άλλωστε μια πολεμίστρια
που γεννήθηκε από το κεφάλι ενός άνδρα.Η
πόλη της Αθήνας είναι αντιπροσωπευτικό
παράδειγμα της πόλης που εξελίχθηκε
από τη μητριαρχία στην πατριαρχία :</span></span><i><b>
''Σε αυτήν, ο πολεμοχαρής Αμαζονισμός
των παλιών ημερών επανεμφανίζεται με
την διανοητική μορφή'' <a class="sdendnoteanc" href="#sdendnote122sym" name="sdendnote122anc"><sup>122</sup></a></b></i><span style="font-style: normal;"><span style="font-weight: normal;">.Ο
Μπαχόφεν, σε αντίθεση με τον Αριστοφάνη
που λέει στις Εκκλησιάζουσες ότι η
μητριαρχία δεν υπήρξε ποτέ στην Αθήνα,
πίστευε ότι η Αθήνα υπήρξε κάποτε βαθιά
μητριαρχική<a class="sdendnoteanc" href="#sdendnote123sym" name="sdendnote123anc"><sup>123</sup></a></span></span><i><b>''Η
πόλη, που η παλαιότερη ιστορία της
φανερώνει ίχνη μητριαρχίας , ανέπτυξε
την πατριαρχία στον πιο υψηλό βαθμό,
και με μια μονόπλευρη υπερβολή καταδίκασε
τη γυναίκα σε ένα επίπεδο κατωτερότητας
,που εκπλήσσει ιδιαίτερα με την αντίθεση
της με τα θεμέλια των Ελευσίνιων
μυστηρίων'' <a class="sdendnoteanc" href="#sdendnote124sym" name="sdendnote124anc"><sup>124</sup></a>
.</b></i></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Από την άλλη μεριά,
έχει ενδιαφέρον το γεγονός ότι ο Μπαχόφεν
, έβλεπε τη Σπάρτη ως μια επιβίωση της
μητριαρχίας. Η Δωρική ενδυμασία των
γυναικών απεδείκνυε σύμφωνα με τον
Μπαχόφεν την ύπαρξη της μητριαρχικής
κοινωνίας σε αντίθεση με την ιωνική
ενδυμασία που ήταν πολύ πιο συντηρητική
και καταπιεστική για τις γυναίκες
.Άλλωστε , οι καθαρά Δωριείς Σπαρτιάτες
υπήρξαν πολύ πιο μητριάρχες από τους
Ίωνες Αθηναίους. Σε τέτοιο βαθμό μάλιστα,
που ο Αριστοτέλης σύμφωνα με τον
Πλούταρχο, επέκρινε τον Λυκούργο για
την ελευθερία που έδινε ο νόμος του στις
γυναίκες . Ο Μπαχόφεν αναφέρει ότι <i><b>''οι
τίτλοι τιμής μεσσόδομα (κυρία του
σπιτιού) και δέσποινα (γυναίκα που
διατάζει) συχνά απονέμονταν στις γυναίκες
της Σπάρτης''<a class="sdendnoteanc" href="#sdendnote125sym" name="sdendnote125anc"><sup>125</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="text-decoration: none;">Η
γυναίκα βρισκόταν σύμφωνα με τον
Μπαχόφεν σε πλεονεκτική θέση στις πιο
απολίτιστες κοινωνίες, όπως υπήρξαν
ακριβώς οι Δωρικές. </span><i><span style="text-decoration: none;"><b>''Η
πρόοδος του πολιτισμού δεν είναι ευνοϊκή
για τη γυναίκα. Βρίσκεται στα καλύτερά
της στην αποκαλούμενη βαρβαρική περίοδο,
οι ύστερες εποχές καταστρέφουν την
ηγεμονία της, καταστέλουν τη φυσική
ομορφιά της, την περιστέλουν ,από την
υψηλή θέση που απολάμβανε ανάμεσα στις
δωρικές φυλές ,στην καλυμμένη από
κοσμήματα δουλοπρέπεια που συναντούμε
συχνά στην Ιωνία και την Αττική, και
τελικά, την καταδικάζει να ανακτήσει
μέσω της πορνείας την επιρροή που της
είχαν αποστερήσει μέσω των γαμικών
σχέσεων. Όλα αυτά τα φαινόμενα αποκαλύπτουν
τον ίδιο νόμο: όσο πιο πρωτόγονοι οι
λαοί, τόσο περισσότερο η αρχή της
γυναικείας φύσης θα κυριαρχεί στη
θρησκευτική ζωή και τόσο πιο υψηλή θα
είναι η κοινωνική ζωή της γυναίκας. Η
μητριαρχία είναι η κληρονομιά αυτών
των λαών που ο Στράβων αποκαλεί βάρβαρους''
<a class="sdendnoteanc" href="#sdendnote126sym" name="sdendnote126anc"><sup>126</sup></a>.</b></span></i></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="text-decoration: none;">Όπως
και να'χει για τον Μπαχόφεν οι Έλληνες
αντιπροσωπεύουν σε ιστορικό επίπεδο
τη νίκη της πατριαρχίας. Με την επικράτηση
των πατριαρχών Ελλήνων, η πατριαρχία
ξεκινά τον πόλεμο στην ''λάγνα'' και
μητριαρχική Ανατολή. Η μάχη ανάμεσα στη
μητριαρχία και την πατριαρχία , εκφράζεται
και από τη μάχη ανάμεσα στην </span><span style="text-decoration: none;"><b>ανατολή
και τη δύση</b></span><span style="text-decoration: none;">.
Σε επίπεδο γεωγραφίας αυτή η σύγκρουση
αντικατοπτρίζεται στη σύγκρουση του
Ασιατικού κόσμου (που ταυτιζεται με το
στάδιο της Αφροδίτης ) και του Ελληνικού
κόσμου (που ταυτίζεται με τη συζυγική
αρχή της Ήρας).<a class="sdendnoteanc" href="#sdendnote127sym" name="sdendnote127anc"><sup>127</sup></a>.</span></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="text-decoration: none;">Ο
Αλέξανδρος υπήρξε ο νικητής του
ελληνικού-δυτικού -πατριαρχικού κόσμου
πάνω στην μητριαρχική ανατολή. Τελικά
από τη σύγκρουση αυτή (ανάμεσα δηλαδή
στην αγνότητα της ηλιακής πατριαρχικής
θρησκείας που εξέφραζε ο Αλέξανδρος
και το σκότος της λατρείας της υλικής
μητρότητας που εξέφραζε η Ανατολή)
επιστρέφει με μεγαλύτερη δυναμική η
λατρεία του Διονύσου, ο οποίος
αντιπροσωπεύει, ως φαλλικός , την υλική
πατρότητα , όχι την υπερβατική πατρότητα
. Το μητρικό στοιχείο ηττήθηκε στο
πολιτικό επίπεδο , αλλά επέστρεψε στο
θρησκευτικό όπου τελικά πήρε τη νίκη .</span><i><span style="text-decoration: none;"><b>
''Οι νέες νίκες της μητρικής αρχής
ενάντια στην αποκάλυψη της καθαρά
πνευματικής πατρότητας δείχνουν το
πόσο δύσκολο ήταν για τους άντρες , σε
όλες τις εποχές , και μέσω διάφορων
θρησκευτικών σχηματισμών, να ξεπεραστεί
η αδράνεια της υλικής φύσης και να
επιτευχθεί η ανώτερη κλίση , η υποταγή
της γήινης ύπαρξης στην αγνότητα της
θεϊκής πατρικής αρχής'' <a class="sdendnoteanc" href="#sdendnote128sym" name="sdendnote128anc"><sup>128</sup></a>.</b></span></i><span style="text-decoration: none;">Ενώ
ο Απόλλωνας εκφράζει την αγνότητα της
πατρότητας, ο Διόνυσος εκφράζει την
υλική απόλαυση της πατρότητας. Τελικά
επικράτησε η διονυσιακή λατρεία. Η
σύγκρουση ανάμεσα στη διανοητική
αρσενική αρχή που ενσάρκωσε ο Αλέξανδρος
και την υλική αρχή του Ασιατο-αιγυπτιακού
κόσμου οδήγησε σε έναν τρίτο δρόμο που
τελικά παρέκαμψε την αγνή πατρική αρχή.
Καθόλου τυχαία , ο οίκος των Πτολεμαίων
λάτρευε όσο κανείς τον Διόνυσο.<a class="sdendnoteanc" href="#sdendnote129sym" name="sdendnote129anc"><sup>129</sup></a>.
</span></span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="text-decoration: none;">Σε
αυτό το πισωγύρισμα, στη τελική φάση,
ήταν οι Ρωμαίοι εκείνοι που θα δώσουν
το τελειωτικό χτύπημα εκ μέρους της
πατριαρχίας στη μητριαρχία: </span><i><span style="text-decoration: none;"><b>''Η
διανοητική αρχή του Δελφικού Απόλλωνα
δεν μπορούσε να αφήσει το αποτύπωμά της
στη ζωή του παλαιότερου κόσμου, ήταν
αδύναμη για να ξεπεράσει την κατώτερη-
υλική οπτική της σχέσης των δύο φύλων.
Η ανθρωπότητα χρωστά την τελειωτική
νίκη της πατρότητας στην Ρωμαϊκή πολιτική
ιδέα , η οποία της έδωσε μια άμεση νομική
μορφή και κατά συνέπεια την οδήγησε να
αναπτυχθεί σε όλες τις σφαίρες της
ζωής.Έκανε αυτήν την αρχή το θεμέλιο
όλης της ζωής και τη διαφύλαξε εναντίον
της παρακμής της θρησκείας, την κατάρρευση
των ηθών, και μιας δημοφιλούς επιστροφής
των μητριαρχικών ιδεών. Ο Ρωμαϊκός νόμος
επεξεργάστηκε την παραδοσιακή αρχή του
εναντίον όλων των επιθέσεων και των
απειλών της Ανατολής, εναντίον της
διάδοσης της μητρικής θρησκείας της
Ίσιδος και της Κυβέλης, και ακόμα εναντίον
του διονυσιακού μυστηρίου''<a class="sdendnoteanc" href="#sdendnote130sym" name="sdendnote130anc"><sup>130</sup></a>.</b></span></i><span style="text-decoration: none;">Ο
Αύγουστος μας θυμίζει έναν νέο Ορέστη,
υιοθετημένος και αυτός, εκδικείται το
θάνατο του πνευματικού του πατέρα, και
θεώρησε τη βασιλεία του ως την αυγή
μιας νέας Απολλώνειας εποχής. <a class="sdendnoteanc" href="#sdendnote131sym" name="sdendnote131anc"><sup>131</sup></a>.</span><i><span style="text-decoration: none;"><b>
</b></span></i><span style="text-decoration: none;">Όσο αφορά
τους Ρωμαίους, πίστευε ότι η μετάβαση
από τη μητριαρχία στην πατριαρχία,
εκφράστηκε στον υπέρτατο βαθμό στη
Ρώμη.</span><i><span style="text-decoration: none;"><b> ''Κανείς
άλλος λαός δεν ανέπτυξε σε τόσο βαθμό
την εξουσία (</b></span></i><span lang="en-US"><i><span style="text-decoration: none;"><b>potestas,
authority)</b></span></i></span><i><span style="text-decoration: none;"><b>πάνω
στις γυναίκες και τα παιδιά''<a class="sdendnoteanc" href="#sdendnote132sym" name="sdendnote132anc"><sup>132</sup></a></b></span></i><span style="text-decoration: none;">.
Πράγμα, που πολύ φυσικά , για τον Μπαχόφεν
οδήγησε στην Αυτοκρατορία. </span></span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm; text-decoration: none;">
<br />
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: medium;">Το γεγονός ότι η
μητριαρχία συνδέθηκε από τον Μπαχόφεν
με μια ειρηνική κοινωνία δεν έρχεται
σε αντίφαση με την ιδέα ότι οι μητριαρχικές
κοινωνίες μπορούσαν να είναι εξίσου
ικανές να διεξάγουν πόλεμο. Ο Μπαχόφεν
διαφωνεί με την άποψη πολλών που
υποστήριζαν ότι οι μητριαρχικές κοινωνίες
είναι κοινωνίες όπου οι άντρες είναι
δειλοί και άβουλοι. Αντίθετα, ισχυρίζεται
ότι κοινωνίες όπως οι Λύκιοι, οι Κρήτες
, οι Κάρες έχουν να επιδείξουν πολεμικό
θάρρος σε συνδυασμό με πολεμικές αρετές.
Μάλιστα παραθέτει τον Αριστοτέλη ο
οποίος έλεγε ότι </span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">όλοι
οι πολεμοχαρείς και φιλοπόλεμοι λαοί
εξουσιάζονται από γυναίκες. ΄'Οχι μόνο
η μητριαρχία δεν αποκλείει τις πολεμικές
αρετές, αλλά τις ενθαρρύνει κι όλας. Το
πολεμικό ιππικό ταυτίζεται με τις
θρησκείες των γυναικών. <i><b>''Το θάρρος
στη μάχη και ο σεβασμός των γυναικών
υπήρξαν από πάντα αξίες των ανδροπρεπών
και ζωηρών λαών'' <a class="sdendnoteanc" href="#sdendnote133sym" name="sdendnote133anc"><sup>133</sup></a>.
</b></i></span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Καθόλου
τυχαία , χαρή σε αυτά τα χαρακτηριστικά
τους, συνεχίζει ο Μπαχόφεν οι μητριαρχικοί,
πολεμοχαρείς λαοί υπήρξαν και βαθιά
συντηρητικοί. Αυτός είναι και ο λόγος
που, λαοί όπως οι Λύκιοι(οι απόγονοι των
μητριαρχικών φυλών στη νοτιοανατολική
Τουρκία , βλέπε Καταλχογιούκ ή Τσαταλογιούκ)
ή οι Λοκροί (οι Λοκροί υπήρξαν απόγονοι
των προελληνικών μητριαρχικών φυλών
των Λελέγων)διατήρησαν τη μητριαρχία
τους για μεγάλο χρονικό διάστημα.Οι δύο
αυτοί λαοί υπήρξαν διάσημοι για την
ευνομία και τη σωφροσύνη τους. <i><b>''Αναμφίβολα
η ανώτερη θέση της γυναίκας ανάμεσά
τους αποκαλύπτει ένα ισχυρό συντηρητικό
στοιχείο'' <a class="sdendnoteanc" href="#sdendnote134sym" name="sdendnote134anc"><sup>134</sup></a></b></i>.
Είναι μάλιστα γνωστό ότι οι Λύκιοι
εξουσιάζονταν με πυγμή από τον λυκιάρχη,
τον αρχηγό της Λυκίας.</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><a class="sdendnoteanc" href="#sdendnote135sym" name="sdendnote135anc"><sup>135</sup></a></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Ο
Μπαχόφεν κάνει και μια ακόμα σύνδεση
ανάμεσα στο πολεμικό ήθος και τη
μητριαρχία. Τα παλαιά χρόνια, λέει , που
οι αντρές ασχολούνταν μόνο με τον πόλεμο
και αναγκάζονταν να φύγουν μακριά, μόνο
οι γυναίκες έμεναν πίσω να φροντίζουν
τα παιδιά και τις περιουσίες. Οι άντρες
συνήθιζαν τότε να εισβάλλουν σε
ανοχύρωτες πόλεις , και προέβαιναν σε
πλιάτσικο. Μια τέτοια ζωή μπορεί να
συνδυαστεί μόνο με τα έθιμα τον ποιμενικών
-νομαδικών λαών.Οι γυναίκες έμεναν σπίτι
και φρόντιζαν τα κοπάδια και τα παιδιά,
προστατευμένες από τους εχθρούς
ασχολούμενες μόνο με τους σκλάβους
(τους οποίους τύφλωναν) την ώρα που οι
άντρες ασχολούνταν με το κυνήγι και τον
πόλεμο. <i><b>''Και εδώ ακριβώς βρίσκεται
η ρίζα της κυρίαρχης κοινωνικής της
θέσης και το αποκλειστικό δικαίωμα της
κληρονομιάς.Ο γιός αναμενόνταν να
συντηρήσει τον εαυτό του με το κυνήγι
και τον πόλεμο.Η κόρη , αποκλεισμένη από
τέτοιου είδους ευκαιρίες, εξαρτώταν
από τον οικογενειακό πλούτο. Μόνο αυτή
κληρονομούσε, ο άντρας είχε τα όπλα του,
το τόξο του και το ακόντιό του ήταν μέσα
βιοπορισμού του. Αποκτούσε πλούτη για
τη γυναίκα και την κόρη του όχι για τον
εαυτό του ή τον αρσενικό απόγονό του.
Συνεπώς , η μητριαρχία και ο πολεμικός
τρόπος ζωής είναι συνακόλουθα'' <a class="sdendnoteanc" href="#sdendnote136sym" name="sdendnote136anc"><sup>136</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="text-decoration: none;">Όταν
οι άντρες εγκαταστάθηκαν σε ένα
συγκεκριμένο χώρο, ασχολούμενοι , όχι
πλέον με την πολεμική αρπαγή, αλλά με
τη χειροτεχνία η μητριαρχία υποχώρησε
κάτι που το βλέπουμε και σε πολλούς
μύθους<a class="sdendnoteanc" href="#sdendnote137sym" name="sdendnote137anc"><sup>137</sup></a>.</span></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm; text-decoration: none;">
<br />
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;"><span lang="el-GR"><u><b>Η
μυθολογία και τα σύμβολα που δηλώνουν
σύμφωνα με τον Μπαχόφεν το πέρασμα από
τη μητριαρχία στην πατριαρχία</b></u></span></span><span style="font-size: medium;"><span lang="el-GR">.
</span></span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Από τη στιγμή που
η γονεϊκή αναγνώριση μέσω της πατρότητας
απαλλάσεται από κάθε υλική-σωματική
σύνδεση με τους απογόνους (όπως συνέβαινε
με τη μητρότητα), τότε η γενιά αποκτά
μια αθανασία. Πρόκειται, όπως λέει ο
Μπαχόφεν για μια πρόοδο , μια κάθαρση
των γενεών .Το πέρασμα από τη μητριαρχία
στην πατριαρχία εκφράζεται στους μύθους
με συμβολισμούς για το πέρασμα από τη
νύχτα στη μέρα , από τις λάσπες και τη
γη στον ουρανό, από τη σελήνη στον ήλιο,
από τα αριστερά στα δεξιά. <a class="sdendnoteanc" href="#sdendnote138sym" name="sdendnote138anc"><sup>138</sup></a>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">Η
ανάδυση των ηλιακών θρησκειών, σύμφωνα
με τον Μπαχόφεν, συμβολίζει τη νίκη της
πατρότητας πάνω στο σκότος της μητρότητας
. <a class="sdendnoteanc" href="#sdendnote139sym" name="sdendnote139anc"><sup>139</sup></a></span></span></span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Η
ομοιογένεια των μητριαρχικών κοινωνιών
, επιβεβαιώνεται από ορισμένες ιδέες
και συμβολισμούς που συναντούμε σε
πολλούς πολιτισμούς : ΄<i><b>Ένα από αυτά
είναι η προτίμηση της αριστερής πάνω
στη δεξιά πλευρά.'' Η αριστερή πλευρά
ανήκει στην παθητική θηλυκή αρχή, ενώ
η δεξιά στην ενεργητική αρσενική
αρχή''<a class="sdendnoteanc" href="#sdendnote140sym" name="sdendnote140anc"><sup>140</sup></a></b></i>.<span lang="en-US">O
</span>ρόλος που έπαιζε το αριστερό χέρι
της Ίσιδας στην Αίγυπτο (μια βασικά
μητριαρχική κοινωνία όπως λέει ο Μπαχόφεν
) μας υποδηλώνει τη σημαντικότητα της
αριστερής πλευράς. Ήθη και έθιμα,
θρησκευτικές τελετές , τρόπος ένδυσης
και κόμμωσης καθώς και αρκετές λογοτεχνικές
αναφορές αποκαλύπτουν την ίδια ιδέα,
<span lang="en-US">major honos laevarum partium </span>(μεγαλύτερη
εκτίμηση στην αριστερή πλευρά). Για τη
σύνδεση αριστεράς και μητριαρχίας , ο
Μπαχόφεν ισχυρίζεται ότι οι πληβείοι
(πλήθος) της Ρώμης θεωρούνταν ότι
κατάγονταν από το θηλυκό-μητριαρχικό
κομμάτι ενώ οι πατρίκιοι αντλούσαν τον
τίτλο τους από τα ανώτερα θρησκευτικά
πιστεύω του πατρικού δικαίου (<span lang="en-US">patrem
ciere). <a class="sdendnoteanc" href="#sdendnote141sym" name="sdendnote141anc"><sup>141</sup></a></span>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Μια
άλλη ιδέα που βλέπουμε να επικρατεί
στις μητριαρχικές κοινωνίες είναι η
προτίμηση στη νύχτα παρά στη μέρα, μια
ιδέα που προέρχεται προφανώς από την
μήτρα και το σκοτάδι που βιώνει το έμβρυο
στην κοιλιά της μητέρας. Η αριστερή
πλευρά και η νύχτα συμβόλιζαν την μητέρα.<i><b>
''Και εδώ βλέπουμε αρχαία έθιμα: ο
υπολογισμός του χρόνου σύμφωνα με τις
νύχτες, η επιλογή της νύχτας για την
διεξαγωγή της μάχης, για να συμβουλευτεί
κανείς μια γνώμη, για να μοιραζόμαστε
την άποψή μας, και για να πραγματοποιούνται
οι θρησκευτικές τελετές, μας δείχνουν
ότι δεν έχουμε να κάνουμε με αφηρημένες
φιλοσοφικές ιδέες ύστερης προέλευσης
, αλλά με την πραγματικότητα ενός πρώιμου
τρόπου ζωής'' <a class="sdendnoteanc" href="#sdendnote142sym" name="sdendnote142anc"><sup>142</sup></a></b></i>.
Καθόλου τυχαία στις αρχαίες κοινωνίες
επιδείκνυαν μια προτίμηση στο φεγγάρι
παρά στον ήλιο, των νεκρών πάνω στους
ζωντανούς κ.α . Όλα αυτά υπήρξαν
χαρακτηριστικά της μητριαρχικής
κοινωνίας. <a class="sdendnoteanc" href="#sdendnote143sym" name="sdendnote143anc"><sup>143</sup></a>.
</span>
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><span style="font-size: medium;">Η
σύγκρουση ανάμεσα στο αρσενικό και το
θηλυκό συμβολίζεται και στους μύθους
ως σύγκρουση ανάμεσα στον ήλιο και τη
σελήνη. Όλοι οι ήρωες που θριάμβευσαν
πάνω στη μητριαρχία είναι ηλιακοί ήρωες
<a class="sdendnoteanc" href="#sdendnote144sym" name="sdendnote144anc"><sup>144</sup></a>.<i><b>''Το
μητρικό δίκαιο μπορεί να ταυτοποιηθεί
με το φεγγάρι και τη νύχτα, ενώ το πατρικό
δίκαιο με τον ήλιο και την ημέρα. 'Η για
να το θέσουμε διαφορετικά : στη μητριαρχία
η νύχτα έχει προτεραιότητα, γεννώντας
τη μέρα από μέσα της , όπως η μητέρα γεννά
τον γιό της, στο πατρικό δίκαιο , η ημέρα
είναι κυρίαρχη , στέκοντας προς τη νύχτα
ως μια επιβεβαίωση στην άρνηση. Το
μητριαρχικό σύστημα αντανακλάται στον
χρόνο που υπολογίζεται ο οποίος ξεκινά
από τα μεσάνυχτα, το πατριαρχικό σύστημα
στον χρόνο που υπολογίζεται ξεκινά με
την ημέρα. Ο σεληνιακός μήνας συνδέεται
με τη μητριαρχία,ο ηλιακός χρόνος με
την πατριαρχία'' <a class="sdendnoteanc" href="#sdendnote145sym" name="sdendnote145anc"><sup>145</sup></a></b></i>.
</span>
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="text-decoration: none;"> <span style="font-size: medium;">Τα
γεγονότα του ουρανού γίνονται η έκφραση
των κοσμικών γεγονότων. Τόσο ο ουρανός
όσο και η γη υπακούν στους ίδιους νόμους.
</span></span><span style="font-size: medium;"><i><span style="text-decoration: none;"><b>''Η εξέλιξη
της γης είναι μια προσπάθεια να αντιγραφεί
πιστά το κοσμικό πρωτότυπο των ουράνιων
σωμάτων . Και αυτή η διαδικασία
ολοκληρώνεται μόνο με την κυριαρχία
του άντρα πάνω στη γυναίκα , του ήλιου
πάνω στο φεγγάρι'' <a class="sdendnoteanc" href="#sdendnote146sym" name="sdendnote146anc"><sup>146</sup></a></b></span></i><span style="text-decoration: none;">.
Ο Μπαχόφεν αναφέρει σαν παράδειγμα την
ιστορία του μυθικού πουλιού Φοίνικα, ο
οποίος είναι ένα ηλιακό καθαρά ζώο
(ακόμα και ο ήλιος σταματά τη διαδρομή
του όταν τραγουδά) το οποίο σύμφωνα με
διάφορους μύθους εκδικήθηκε το θάνατο
του πατέρα του. Στο μύθο του Φοίνικα ,
το ζώο αυτό δεν έχει μητέρα παρά μόνο
πατέρα. Ο ήλιος και όχι το αυγό (που
συμβολίζει τη μητρότητα) αναγεννά το
ζώο. <a class="sdendnoteanc" href="#sdendnote147sym" name="sdendnote147anc"><sup>147</sup></a>.</span></span></p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<br />
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<br />
</p>
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"> <span style="font-size: medium;">.</span></p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<p lang="el-GR" style="margin-bottom: 0cm;"><br />
</p>
<div id="sdendnote1">
<p lang="el-GR" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: medium;"><u><a class="sdendnotesym" href="#sdendnote1anc" name="sdendnote1sym">1</a>
</u><span style="text-decoration: none;"> Παγκόσμια
Σοβιετική Εγκυκλοπαίδεια εκδ.Παρθενών
Αθήνα 1978</span><u>.</u><span lang="en-US"><span style="text-decoration: none;">-</span></span><span style="text-decoration: none;">Δομή
τομ.19 2002-2005.</span></span></p>
</div>
<div id="sdendnote2">
<p class="sdendnote" lang="en-US"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote2anc" name="sdendnote2sym">2</a>-<span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">''Η
Εθνολογία'' ,εκδ. Καρδαμίτσα, σελ.104.</span></span></span></span></p>
</div>
<div id="sdendnote3">
<p class="sdendnote" lang="en-US"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote3anc" name="sdendnote3sym">3</a>-<span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Carolyn
Fluehr-Lobban :</span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">''</span></span></span></span><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">A
Marxist Reappraisal of the Matriarchate'', Current Anthropology vol
20, No2 , June 1979</span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">.
</span></span></span></span></span>
</p>
</div>
<div id="sdendnote4">
<p class="sdendnote" lang="en-US"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote4anc" name="sdendnote4sym">4</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Lobban
</span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο.</span></span></span></span></span></p>
</div>
<div id="sdendnote5">
<p class="sdendnote" lang="en-US"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote5anc" name="sdendnote5sym">5</a>-
<span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">Σίβυλλα
Δημητρίου-Κοτσώνη, Σωτήρης Δημητρίου,
''Ανθρωπολογία και ιστορία'', εκδ.
Καστανιώτη σελ. 43.</span></span></span></span></p>
</div>
<div id="sdendnote6">
<p class="sdendnote" lang="en-US" style="margin-left: 0cm; text-indent: 0cm;">
<a class="sdendnotesym" href="#sdendnote6anc" name="sdendnote6sym">6</a><span style="font-size: medium;"><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">-</span></span></span></span><span style="font-size: medium;"><span style="text-decoration: none;"><span style="font-weight: normal;">E</span></span></span><span style="font-size: medium;"><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">ισαγωγή
του </span></span></span></span><span style="font-size: medium;"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas, </span></span></span><span style="font-size: medium;"><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
έργο </span></span></span></span><span style="font-size: medium;"><span style="text-decoration: none;"><span style="font-weight: normal;">'Myth,
Religion, & Mother Right'', selected writing of </span></span></span><span style="font-size: medium;"><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span style="font-size: medium;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973.</span></span></span><span style="font-size: medium;"><span lang="el-GR"><b>
</b></span></span>
</p>
</div>
<div id="sdendnote7">
<p class="sdendnote" lang="en-US" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote7anc" name="sdendnote7sym">7</a>-<span style="text-decoration: none;"><span style="font-weight: normal;">Jean
Servier,</span></span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο.</span></span></span></span></p>
</div>
<div id="sdendnote8">
<p class="sdendnote" style="margin-left: 0cm; text-indent: 0cm;"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote8anc" name="sdendnote8sym">8</a>-
<span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
</span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">Xvii
</span></span></span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του ανθρωπολόγου </span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas.'Myth, Religion, & Mother Right'', selected writing of </span></span></span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973.</span></span></span></span></p>
</div>
<div id="sdendnote9">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote9anc" name="sdendnote9sym">9</a>-<span style="text-decoration: none;">Α</span><span style="font-size: medium;"><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">πό
την εισαγωγή του Joseph Campell, σελ. Liv</span></span></span></span><span style="font-size: medium;"><span lang="en-US"><span style="font-weight: normal;">.</span></span></span><span style="font-size: medium;"><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">'Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span style="font-size: medium;"><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span style="font-size: medium;"><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973.</span></span></span></span></span></p>
</div>
<div id="sdendnote10">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote10anc" name="sdendnote10sym">10</a>-<span lang="el-GR"><span style="font-style: normal;"><u><span style="font-weight: normal;">
</span></u></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Σωτήρης
Δημητρίου, ''Η Εξέλιξη του Ανθρώπου, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">IV
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Αρχές
της Κοινωνικής Οργάνωσης'', εκδ.
Καστανιώτη, 1996,σελ 246</span></span></span></span><span lang="el-GR"><i><u><b>.</b></u></i></span></span></p>
</div>
<div id="sdendnote11">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote11anc" name="sdendnote11sym">11</a>-<span style="font-size: medium;"><span lang="el-GR"><span style="font-style: normal;"><u><span style="font-weight: normal;">
</span></u></span></span></span><span style="font-size: medium;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">δες
για παράδειγμα </span></span></span></span></span><span style="font-size: large;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-size: medium;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Claude
Levi Strauss. ''The Elementary Structures of Kinship''. </span></span></span></span></span><span style="font-size: medium;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Εκδ.
</span></span></span></span></span><span style="font-size: medium;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Beacon
Press Boston, 1969, </span></span></span></span></span><span style="font-size: medium;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ,
409,452, 464</span></span></span></span></span><span style="font-size: medium;"><span lang="el-GR"><span style="font-style: normal;"><u><span style="font-weight: normal;">.</span></u></span></span></span><span style="font-size: medium;"><span lang="el-GR"><span style="font-style: normal;"><b>
</b></span></span></span></span>
</p>
</div>
<div id="sdendnote12">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote12anc" name="sdendnote12sym">12</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
σελ. </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Xlv
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">της
εισαγωγής από τον </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Joseph
Campell, Myth, Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973.</span></span></span></span></span></p>
</div>
<div id="sdendnote13">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote13anc" name="sdendnote13sym">13</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
Φρηντριχ Ένγκελς ''Η καταγωγή της
Οικογένειας , της Ατομικής Ιδιοκτησίας
και του Κράτους''. Εκδ. Θεμέλιο σελ.
114-115</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><i><b>.</b></i></span></span></span></p>
</div>
<div id="sdendnote14">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote14anc" name="sdendnote14sym">14</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Cynthia
Eller, ''The Myth of Matriarchal Prehistory'' , </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">εκδ.
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Beacon
Press,2000 </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
6-7</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><b>
.</b></span></span></span></span></p>
</div>
<div id="sdendnote15">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote15anc" name="sdendnote15sym">15</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Σίβυλλα
Δημητρίου-Κοτσώνη, Σωτήρης Δημητρίου,
''Ανθρωπολογία και ιστορία'', σελ 48 εκδ.
Καστανιώτη</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><b>.</b></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><b>
</b></span></span></span></span>
</p>
</div>
<div id="sdendnote16">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote16anc" name="sdendnote16sym">16</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 ,</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
16</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><i><b><span style="color: #444444;">.</span></b></i><span style="color: #444444;">Εδώ βέβαια το πράγμα μπερδεύει λίγο,αφού η ιδέα ότι ο άνθρωπος ΄΄οργανώνει τη ζωή του με βάση το ζωικό ένστικτο'' έχει υποστηρικτές όχι μόνο σε ακροδεξιούς αλλά ακόμα και σε φροϋδικούς , αλλά και υπέρμαχους της λεγόμενης ''σεξουαλικής επανάστασης'' , όπως π.χ ο Βίλχελμ Ράιχ. <br /></span></span></span></p>
</div>
<div id="sdendnote17">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote17anc" name="sdendnote17sym">17</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
στο ίδιο, σελ. </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Xx
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></span></p>
</div>
<div id="sdendnote18">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote18anc" name="sdendnote18sym">18</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, σελ. </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Xx-xxi
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></span></p>
</div>
<div id="sdendnote19">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote19anc" name="sdendnote19sym">19</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ
102 .</span></span></span></span></span></span></p>
</div>
<div id="sdendnote20">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote20anc" name="sdendnote20sym">20</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><u><span style="font-weight: normal;">
</span></u></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Xvii
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του ανθρωπολόγου </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="font-weight: normal;">.
</span></span></span></span></span>
</p>
</div>
<div id="sdendnote21">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote21anc" name="sdendnote21sym">21</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
Xl από την εισαγωή του Joseph Campell)</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></span></p>
</div>
<div id="sdendnote22">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote22anc" name="sdendnote22sym">22</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
185</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><i><b>.</b></i></span></span></span></p>
</div>
<div id="sdendnote23">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote23anc" name="sdendnote23sym">23</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
12</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></span></p>
</div>
<div id="sdendnote24">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote24anc" name="sdendnote24sym">24</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, σελ. 49-50 </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></span></p>
</div>
<div id="sdendnote25">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote25anc" name="sdendnote25sym">25</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
186</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><i><b>.</b></i></span></span></span></p>
</div>
<div id="sdendnote26">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote26anc" name="sdendnote26sym">26</a>-<span style="text-decoration: none;">στο
ίδιο, </span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
139.</span></span></span></span></span></span></p>
</div>
<div id="sdendnote27">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote27anc" name="sdendnote27sym">27</a>-<span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
72</span></span></span><span lang="el-GR">.</span></span></p>
</div>
<div id="sdendnote28">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote28anc" name="sdendnote28sym">28</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
73</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote29">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote29anc" name="sdendnote29sym">29</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.76</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote30">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote30anc" name="sdendnote30sym">30</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
74</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></span></p>
</div>
<div id="sdendnote31">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote31anc" name="sdendnote31sym">31</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
10-11</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><i><b>.</b></i></span></span></span></p>
</div>
<div id="sdendnote32">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote32anc" name="sdendnote32sym">32</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
26</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote33">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote33anc" name="sdendnote33sym">33</a>-<span lang="el-GR"><span style="text-decoration: none;">
μη ξεχνάμε άλλωστε τη σημασία του αυγού
και το πως αυτό συνδέεται με τη ζωή και
στο χριστιανικό Πάσχα</span></span><span lang="el-GR">
.</span></span></p>
</div>
<div id="sdendnote34">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote34anc" name="sdendnote34sym">34</a>-<span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
29</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote35">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote35anc" name="sdendnote35sym">35</a>-<span lang="el-GR">
</span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span></span><span style="font-family: Liberation Serif, serif;"><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span></span><span lang="el-GR"><span style="text-decoration: none;">σελ.
30.</span></span></span></p>
</div>
<div id="sdendnote36">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote36anc" name="sdendnote36sym">36</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
42 </span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
.</b></span></i></span></span></p>
</div>
<div id="sdendnote37">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote37anc" name="sdendnote37sym">37</a>-<span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
42</span></span></span><span lang="el-GR">.</span></span></p>
</div>
<div id="sdendnote38">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote38anc" name="sdendnote38sym">38</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
47</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote39">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote39anc" name="sdendnote39sym">39</a>-στο
ίδιο,<span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">σελ.
56</span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote40">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote40anc" name="sdendnote40sym">40</a>-<span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973</span></span></span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">
σελ. </span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">Xix
</span></span></span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του ανθρωπολόγου </span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas</span></span></span><span lang="el-GR"><u><span style="font-weight: normal;">.</span></u></span></span></p>
</div>
<div id="sdendnote41">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote41anc" name="sdendnote41sym">41</a>-<span lang="el-GR">
στο ίδιο</span><span lang="el-GR"><span style="text-decoration: none;">,</span></span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">
σελ. </span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">Xix
</span></span></span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του ανθρωπολόγου </span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas</span></span></span><span lang="el-GR">.</span></span></p>
</div>
<div id="sdendnote42">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote42anc" name="sdendnote42sym">42</a>-<span lang="el-GR"><span style="font-style: normal;"><u><span style="font-weight: normal;">
</span></u></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Xix,
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas</span></span></span></span><span lang="en-US"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote43">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote43anc" name="sdendnote43sym">43</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
σελ 71</span></span></span></span><span lang="en-US"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></p>
</div>
<div id="sdendnote44">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote44anc" name="sdendnote44sym">44</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Xvi-xvii
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><u><span style="font-weight: normal;">.</span></u></span></span></span></p>
</div>
<div id="sdendnote45">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote45anc" name="sdendnote45sym">45</a>-<span lang="el-GR"><span style="font-style: normal;"><u><span style="font-weight: normal;">
</span></u></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Sir
John Lubbock. ''The Origin Of Civilization and the Primitive
Condition of Man :Mental and Social Condition of Savages.'', </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">εκδ.
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Longmans
, Green and Co, 1912</span></span></span></span></span></p>
<p class="sdendnote" lang="el-GR"><span style="text-decoration: none;">
<span style="font-size: medium;"><span style="font-style: normal;"><span style="font-weight: normal;">σελ.
80</span></span></span></span><span style="font-size: medium;"><i><b>. </b></i></span>
</p>
</div>
<div id="sdendnote46">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote46anc" name="sdendnote46sym">46</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Xxxi
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas</span></span></span></span><span lang="en-US"><i><u><b>.</b></u></i></span></span></p>
</div>
<div id="sdendnote47">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote47anc" name="sdendnote47sym">47</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
141</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote48">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote48anc" name="sdendnote48sym">48</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
134</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>.
</b></span></i></span></span>
</p>
</div>
<div id="sdendnote49">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote49anc" name="sdendnote49sym">49</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
στο ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ
138.</span></span></span></span></span></p>
</div>
<div id="sdendnote50">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote50anc" name="sdendnote50sym">50</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
191</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></p>
</div>
<div id="sdendnote51">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote51anc" name="sdendnote51sym">51</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Xxxii
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas</span></span></span></span><span lang="en-US"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></p>
</div>
<div id="sdendnote52">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote52anc" name="sdendnote52sym">52</a>-<span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
94</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></p>
</div>
<div id="sdendnote53">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote53anc" name="sdendnote53sym">53</a>-
<span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
95.</span></span></span></span></span></p>
</div>
<div id="sdendnote54">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote54anc" name="sdendnote54sym">54</a>-
<span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σ</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">το
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
σελ. 95.</span></span></span></span></span></p>
</div>
<div id="sdendnote55">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote55anc" name="sdendnote55sym">55</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
105</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></p>
</div>
<div id="sdendnote56">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote56anc" name="sdendnote56sym">56</a>-<span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
105</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote57">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote57anc" name="sdendnote57sym">57</a>-
<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
107.</span></span></span></span></span></p>
</div>
<div id="sdendnote58">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote58anc" name="sdendnote58sym">58</a>-<span style="text-decoration: none;">στο
ίδιο, </span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
107</span></span></span></span><span lang="el-GR"><i><u><b>.</b></u></i></span></span></p>
</div>
<div id="sdendnote59">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote59anc" name="sdendnote59sym">59</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
108</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><u><span style="font-weight: normal;">.</span></u></span></span></span></p>
</div>
<div id="sdendnote60">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote60anc" name="sdendnote60sym">60</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">
στο ίδιο, </span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
106</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></p>
</div>
<div id="sdendnote61">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote61anc" name="sdendnote61sym">61</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
131</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">
.</span></span></span></span></p>
</div>
<div id="sdendnote62">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote62anc" name="sdendnote62sym">62</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
132-133</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote63">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote63anc" name="sdendnote63sym">63</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
142</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>.
</b></span></i></span></span>
</p>
</div>
<div id="sdendnote64">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote64anc" name="sdendnote64sym">64</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
142</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote65">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote65anc" name="sdendnote65sym">65</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
146</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote66">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote66anc" name="sdendnote66sym">66</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
143</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote67">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote67anc" name="sdendnote67sym">67</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
143</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote68">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote68anc" name="sdendnote68sym">68</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
143</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote69">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote69anc" name="sdendnote69sym">69</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
143</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote70">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote70anc" name="sdendnote70sym">70</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
144. </span></span></span></span></span>
</p>
</div>
<div id="sdendnote71">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote71anc" name="sdendnote71sym">71</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
144</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
.</b></span></i></span></span></p>
</div>
<div id="sdendnote72">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote72anc" name="sdendnote72sym">72</a>-<span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Σημ</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><b>
</b></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Xxx-xxxi,</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas</span></span></span></span><span lang="en-US"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote73">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote73anc" name="sdendnote73sym">73</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
97</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote74">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote74anc" name="sdendnote74sym">74</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
98</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote75">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote75anc" name="sdendnote75sym">75</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
σελ. </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Xxxii
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">από
τον πρόλογο του </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">George
Boas,Myth, Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973</span></span></span></span><span lang="en-US"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="en-US"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote76">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote76anc" name="sdendnote76sym">76</a>-<span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
131</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote77">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote77anc" name="sdendnote77sym">77</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
191</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote78">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote78anc" name="sdendnote78sym">78</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
134</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote79">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote79anc" name="sdendnote79sym">79</a>-<span lang="el-GR"><i><b>
</b></i></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, σελ. 192</span></span></span></span><span lang="el-GR"><i><b>
.</b></i></span></span></p>
</div>
<div id="sdendnote80">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote80anc" name="sdendnote80sym">80</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
193</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote81">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote81anc" name="sdendnote81sym">81</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
195</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote82">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote82anc" name="sdendnote82sym">82</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="text-decoration: none;">σελ.
195</span></span><span lang="el-GR"> .</span></span></p>
</div>
<div id="sdendnote83">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote83anc" name="sdendnote83sym">83</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
194 </span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote84">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote84anc" name="sdendnote84sym">84</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
80</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote85">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote85anc" name="sdendnote85sym">85</a>-<span style="text-decoration: none;">στο
ίδιο, </span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
80-81</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote86">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote86anc" name="sdendnote86sym">86</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
85</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote87">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote87anc" name="sdendnote87sym">87</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
86</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote88">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote88anc" name="sdendnote88sym">88</a>-<span lang="en-US"><i><b>
</b></i></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
87</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><u><span style="font-weight: normal;">.</span></u></span></span></span></p>
</div>
<div id="sdendnote89">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote89anc" name="sdendnote89sym">89</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
79</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote90">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote90anc" name="sdendnote90sym">90</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
ο Πλάτων αναφέρεται στους Κρήτες και
τη λέξη ''μητρίδα'' που αυτοί χρησιμοποιούν
αφού η καταγωγή τους καθορίζεται από
τη μητέρα. Πλάτων Πολιτεία-575</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">c
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
.</span></span></span></span></span></p>
</div>
<div id="sdendnote91">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote91anc" name="sdendnote91sym">91</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
71</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
.</b></span></i></span></span></p>
</div>
<div id="sdendnote92">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote92anc" name="sdendnote92sym">92</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
79 .</span></span></span></span></span></p>
</div>
<div id="sdendnote93">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote93anc" name="sdendnote93sym">93</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
91</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote94">
<p class="sdendnote" style="margin-left: 0cm; text-indent: 0cm;"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote94anc" name="sdendnote94sym">94</a><span lang="el-GR"><i><b>-</b></i></span><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span><span lang="en-US"><span style="font-style: normal;"><u><span style="font-weight: normal;">
</span></u></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
92</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></p>
</div>
<div id="sdendnote95">
<p class="sdendnote" style="margin-left: 0cm; text-indent: 0cm;"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote95anc" name="sdendnote95sym">95</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
92</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote96">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote96anc" name="sdendnote96sym">96</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
92</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote97">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote97anc" name="sdendnote97sym">97</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
93</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
.</b></span></i></span></span></p>
</div>
<div id="sdendnote98">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote98anc" name="sdendnote98sym">98</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
140</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">
.</span></span></span></span></p>
</div>
<div id="sdendnote99">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote99anc" name="sdendnote99sym">99</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
133 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></p>
</div>
<div id="sdendnote100">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote100anc" name="sdendnote100sym">100</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
147</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
.</b></span></i></span></span></p>
</div>
<div id="sdendnote101">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote101anc" name="sdendnote101sym">101</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
109</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote102">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote102anc" name="sdendnote102sym">102</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
109</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote103">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote103anc" name="sdendnote103sym">103</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
109-110</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote104">
<p lang="el-GR" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote104anc" name="sdendnote104sym">104</a><i><b>-</b></i><span style="text-decoration: none;">στο
ίδιο, </span><span lang="en-US"><span style="text-decoration: none;">
</span></span><span style="text-decoration: none;">σελ. 123</span><i><b>
.</b></i></span></p>
</div>
<div id="sdendnote105">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote105anc" name="sdendnote105sym">105</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
129</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote106">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote106anc" name="sdendnote106sym">106</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
129</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote107">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote107anc" name="sdendnote107sym">107</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
204</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote108">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote108anc" name="sdendnote108sym">108</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
204</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote109">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote109anc" name="sdendnote109sym">109</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
150</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
.</b></span></i></span></span></p>
</div>
<div id="sdendnote110">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote110anc" name="sdendnote110sym">110</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>δες
την εισαγωγή στο </b></span></i></span><span lang="en-US"><i><span style="text-decoration: none;"><b>The
Myth Of Tanaquil</b></span></i></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
.</span></span></span></span></span></p>
</div>
<div id="sdendnote111">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote111anc" name="sdendnote111sym">111</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
154 </span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
.</b></span></i></span></span></p>
</div>
<div id="sdendnote112">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote112anc" name="sdendnote112sym">112</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
150</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
.</b></span></i></span></span></p>
</div>
<div id="sdendnote113">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote113anc" name="sdendnote113sym">113</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
89</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote114">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote114anc" name="sdendnote114sym">114</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ
. 90</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote115">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote115anc" name="sdendnote115sym">115</a>-<span lang="el-GR"><i><b>
</b></i></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.100-101,
202</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote116">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote116anc" name="sdendnote116sym">116</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
100-101</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote117">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote117anc" name="sdendnote117sym">117</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.101-102</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">
.</span></span></span></span></p>
</div>
<div id="sdendnote118">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote118anc" name="sdendnote118sym">118</a>-<span lang="el-GR">
</span><span lang="el-GR"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο ,</span></span></span><span lang="en-US"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span><span lang="el-GR"><span style="text-decoration: none;">σελ.
102 </span></span><span lang="el-GR">.</span></span></p>
</div>
<div id="sdendnote119">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote119anc" name="sdendnote119sym">119</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
110</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote120">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote120anc" name="sdendnote120sym">120</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
110</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote121">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote121anc" name="sdendnote121sym">121</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
111 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></p>
</div>
<div id="sdendnote122">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote122anc" name="sdendnote122sym">122</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
111</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote123">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote123anc" name="sdendnote123sym">123</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
στο ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
158</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">
.</span></span></span></span></p>
</div>
<div id="sdendnote124">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote124anc" name="sdendnote124sym">124</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
111</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote125">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote125anc" name="sdendnote125sym">125</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
170</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></p>
</div>
<div id="sdendnote126">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote126anc" name="sdendnote126sym">126</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
171</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
.</b></span></i></span></span></p>
</div>
<div id="sdendnote127">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote127anc" name="sdendnote127sym">127</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
στο ίδιο, σελ. 99 .</span></span></span></span></span></p>
</div>
<div id="sdendnote128">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote128anc" name="sdendnote128sym">128</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
118-119</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></p>
</div>
<div id="sdendnote129">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote129anc" name="sdendnote129sym">129</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
στο ίδιο, σελ. 116-117 .</span></span></span></span></span></p>
</div>
<div id="sdendnote130">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote130anc" name="sdendnote130sym">130</a>-<span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, σελ. 118.</span></span></span></span></span></p>
</div>
<div id="sdendnote131">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote131anc" name="sdendnote131sym">131</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
118 .</span></span></span></span></span></p>
</div>
<div id="sdendnote132">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote132anc" name="sdendnote132sym">132</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
147</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
.</b></span></i></span></span></p>
</div>
<div id="sdendnote133">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote133anc" name="sdendnote133sym">133</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
151</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote134">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote134anc" name="sdendnote134sym">134</a>-στο
ίδιο, <span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
152</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>.</b></span></i></span></span></p>
</div>
<div id="sdendnote135">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote135anc" name="sdendnote135sym">135</a>-<span lang="el-GR"><u>
</u></span><span lang="el-GR"><span style="text-decoration: none;">Στην
περιοχή λάτρευαν τον Απόλλωνα θεωρώντας
ότι ο φύλαρχός τους, ο Πάταρος, υπήρξε
απόγονός του.Πίστευαν μάλιστα ότι ο
Απόλλωνας υπήρξε ο Θεός των Λύκων(Λύκειος
Απόλλων) -από όπου και Λυκία- αφού η
μητέρα του Λητώ μεταμορφώθηκε ,σύμφωνα
με το μύθο ,σε λύκο . Η λέξη Λύκειο (αυτός
δηλαδή που προέρχεται από τον Λύκο) από
όπου και το σημερινό όνομα του σχολείου
προέρχεται από τον ιερό χώρο κοντά στην
Αθήνα που λατρευόταν ο Θεός Απόλλωνας
και όπου εκεί διπλά υπήρξε το περίφημο
γυμνάσιο που δίδαξε ο Σωκράτης και ο
Αριστοτέλης. </span></span></span>
</p>
</div>
<div id="sdendnote136">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote136anc" name="sdendnote136sym">136</a>-<span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
152</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote137">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote137anc" name="sdendnote137sym">137</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">Myth,
Religion, & Mother Right'', selected writing of </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">J.J.Bachofen.
Bollingen Series/Princeton. 1973 </span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
153.</span></span></span></span></span></p>
</div>
<div id="sdendnote138">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote138anc" name="sdendnote138sym">138</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
112.</span></span></span></span></span></p>
</div>
<div id="sdendnote139">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote139anc" name="sdendnote139sym">139</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
115.</span></span></span></span></span></p>
</div>
<div id="sdendnote140">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote140anc" name="sdendnote140sym">140</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
77</span></span></span></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote141">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote141anc" name="sdendnote141sym">141</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="text-decoration: none;">σελ.
194</span></span><span lang="el-GR">.</span></span></p>
</div>
<div id="sdendnote142">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote142anc" name="sdendnote142sym">142</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
77</span></span></span></span><span lang="el-GR"><i><span style="text-decoration: none;"><b>
</b></span></i></span><span lang="el-GR"><i><b>.</b></i></span></span></p>
</div>
<div id="sdendnote143">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote143anc" name="sdendnote143sym">143</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο,</span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
77</span></span></span></span><span lang="el-GR">.</span></span></p>
</div>
<div id="sdendnote144">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote144anc" name="sdendnote144sym">144</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="text-decoration: none;">.</span></span><span lang="el-GR"><span style="text-decoration: none;">σελ.
148.</span></span></span></p>
</div>
<div id="sdendnote145">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote145anc" name="sdendnote145sym">145</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">.</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
148</span></span></span></span><span lang="el-GR"><i><b> .</b></i></span></span></p>
</div>
<div id="sdendnote146">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote146anc" name="sdendnote146sym">146</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, σελ. 149.</span></span></span></span></span></p>
</div>
<div id="sdendnote147">
<p class="sdendnote"><span style="font-size: medium;"><a class="sdendnotesym" href="#sdendnote147anc" name="sdendnote147sym">147</a>-<span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">στο
ίδιο, </span></span></span></span><span lang="en-US"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">.</span></span></span></span><span lang="el-GR"><span style="font-style: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;">σελ.
149-150 .</span></span></span></span></span></p>
</div>
skoupidontenekeshttp://www.blogger.com/profile/00038683689422944831noreply@blogger.com1tag:blogger.com,1999:blog-2156273164525953801.post-72889924511421376362021-09-02T09:21:00.001-07:002021-09-02T09:24:43.770-07:00Θυραθεν.<p>
</p><p style="margin-bottom: 0cm;">Δύο μουσικοί πέθαναν
σήμερα..Και οι δύο ,δημιουργοί και δημιουργήματα της εποχής τους. Και οι δύο πέθαναν όπως έγραψαν
μουσική.</p>
<p style="margin-bottom: 0cm;">Ο ένας πέθανε σαν
κομμουνιστής. Τα πιο δημιουργικά του
χρόνια , όπως ο ίδιος έλεγε σαν σήμερα
πριν ένα χρόνο ,κάνοντας έναν απολογισμό
και αισθανόμενος το τέλος που πλησίαζε
, ήταν αυτά που είχαν στρατευτεί για τον
αγώνα του λαού.Για την ιδέα της ισότητας
, της αδελφότητας , της δικαιοσύνης.Κυνηγημένος για όλα αυτά έγραφε μουσική.<br /></p>
<p style="margin-bottom: 0cm;">Ο άλλος πέθανε ως
τράπερ. Δεν ήταν υποκριτής .Τραγουδούσε
για τον πλούτο, τις γυναίκες, την ηδονή. Η αποδοχή του από τον κόσμο μεγάλη.
Τραγουδούσε και πέθανε κυνηγώντας, την ευχαρίστηση που
σου προσφέρει η απενοχοποιημένη
κατανάλωση των υλικών αγαθών μιας
κοινωνίας που δεν ενδιαφέρεται να
ακούει (ή τουλάχιστον έτσι θέλει να
δείξει) για την ιδέα της ισότητας ,
αδελφότητας, δικαιοσύνης.
</p>
<p style="margin-bottom: 0cm;">Και των δύο ο θάνατος
θα μπορούσε να λειτουργήσει ως σύμβολο.</p>
<p style="margin-bottom: 0cm;">Ο θάνατος του πρώτου
συμβολίζει και την τυπική δύση της
εποχής της ελπίδας.
</p>
<p style="margin-bottom: 0cm;">Ο θάνατος του δεύτερου
συμβολίζει και την αυγή της εποχής του
μηδενισμού.</p>
<p> </p>skoupidontenekeshttp://www.blogger.com/profile/00038683689422944831noreply@blogger.com4tag:blogger.com,1999:blog-2156273164525953801.post-6441633857152938382016-06-22T08:27:00.002-07:002016-09-12T12:08:32.992-07:00Ο πολιτιστικός αντισημιτισμός της εποχής του Σαίξπηρ.<div dir="ltr" style="text-align: left;" trbidi="on">
<style type="text/css">p { margin-bottom: 0.1in; line-height: 120%; }</style>
<br />
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Ουίλλιαμ
Σαίξπηρ (William Shakespeare).''Ο έμπορος της
Βενετίας''.Εκδ.Επικαιρότητα(Το Βήμα).</span></span></span></h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><br /></span>
</h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Ο
πολιτιστικός αντισημιτισμός του<i> ''εμπ<span style="font-family: "times new roman" , serif;">όρου της <span style="font-family: "times new roman" , serif;">Βενετίας του </span></span>Σαίξπηρ''</i>.
</span></span></span>
</h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><a name='more'></a><br /></span>
</h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Στο
έργο αυτό πρωταγωνιστής είναι ο
Βασάνιος,ο οποίος ζει στη Βενετία και
έχει ερωτευθεί μια όμορφη γυναίκα ,την
Πορσία από το Πελμόντο.Η Πορσία δέχεται
καθημερινές επισκέψεις με προτάσεις
από υποψήφιους γαμπρούς ώστε να τους
παντρευτεί ,τις οποίες όμως απορρίπτει.Με
διάφορα τεχνάσματα καθυστερεί την
επιλογή του γαμπρού.Φαίνεται ότι βλέπει
θετικά τον Βασάνιο.Το πρόβλημα είναι
ότι ο Βασάνιος δεν διαθέτει τα χρήματα
για το ταξίδι στο Πέλμοντο ,και έτσι
καταφεύγει στον φίλο του Αντώνιο ώστε
εκείνος να μπει εγγυητής σε ένα δάνειο
για τρεις χιλιάδες δουκάτα,το οποίο
εκείνος με τη σειρά του θα ζητήσει από
το Εβραίο τοκογλύφο ,Σάυλοκ.</span></span></span></h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Ο
Σάυλοκ ως Εβραίος δεν επιθυμεί καμία
επαφή με τους Χριστιανούς<i> <b>''Πουλάω
με εσάς,αγοράζω με εσάς,μιλάω με
εσάς,περπατάω με σας και τέτοια, αλλά
δεν τρώω με σας,δεν πίνω με σας ,ούτε
προσεύχομαι με σας'' (σελ. 32 )</b> </i>.Ο
Σάυλοκ θα δώσει το δάνειο ,αφού ο σκοπός
του είναι δόλιος.Θέλει να βάλει στο χέρι
του τον Αντώνιο που,σε αντίθεση με τον
ίδιο,δίνει δάνειο χωρίς τόκο και έτσι
χαλάει την αγορά .Ο Σάυλοκ μονολογεί
για τον Αντώνιο:<b><i>''Τονέ μισώ γιατί
'ναι Χριστιανός ,μα πιο πολύ γιατί με
ταπεινήν ανεμελιά δανείζει χρήματα
δωρέαν και ρίχνει τα τοκομερίδια σε μας
εδώ στη Βενετία.Μ'αν μια φορά μπορέσω
να τονε βάλω εγώ στο χέρι,θα καλοχορτάσω
το άχτι το παλιό που του'χω.Δε χωνεύει
το άγιο έθνος μας,και βρίζει,εκεί ίσα
ίσα που πιο πολύ μαζεύονται οι
έμποροι,εμένα,τα παζαρέματά μου και την
καλοκερδισμένη προκοπή μου που τηνε
λέει τοκογλυφία.Κατάρα στη φυλή μου αν
του το συχωρέσω!''(σελ.33)</i></b>.</span></span></span></h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Από
τη μεριά του ο Αντώνιος δεν δανείζει
,ούτε δανείζεται με τόκο.Κατηγορεί τους
Εβραίους που ,όπως ο Σάυλοκ,δικαιολογούν
την τοκογλυφία, ερμηνεύοντας προς
συμφέρον τους αποσπασματικά την Παλαιά
Διαθήκη.Τελικά,λέει ο Αντώνιος μιλώντας
στον Βασάνιο,ότι πίσω από την τοκογλυφία
μπορεί να κρύβεται ο διάολος.<b><i>''Πρόσεξε
αυτό Βασάνιε,ο διάβολος μπορεί να
επικαλείται τη Γραφή για το σκοπό
του.Κακιά ψυχή που παρουσιάζει άγιες
μαρτυρίες μοιάζει αχρείον με μούτρο
γελαστό,ωραίο μήλο και μέσα σάπιο.Ώ!
Πόσο απόξω είν' όμορφη η ψευτιά!''(σελ.35)</i></b>.Ο
Σάυλοκ αντιδρά σε αυτά που λέει ο Αντώνιος
και βρίσκει ευκαιιρία για να βάλει
μπροστά το σχέδιό του.Δηλώνει στον
Αντώνιο ότι θα του δανείσει ,αλλά δεν
θέλει τόκο.Ως εγγύηση στην περίπτωση
που δεν πληρώσει το δάνειο στην ώρα
του,ο Σάυλοκ έχει δικαίωμα να κόψει μια
λί<span style="font-family: "times new roman" , serif;"><span style="font-family: "times new roman" , serif;">τ</span></span>ρα από το σώμα του Αντώνιου.Άλλωστε
όπως είδαμε ο σκοπός του Σάυλοκ δεν ήταν
να βγάλει κέρδος ,αλλά να καταστρέψει
τον Αντώνιο.Ο Αντώνιος,με κάποια
επιπολαιότητα(αφού ως Χριστιανός είναι
έντιμος και δεν μπορεί να σκεφτεί πονηρά
όπως ο Εβραίος) δέχεται ,αφού σε λίγο
καιρό περιμένει να επιστρέψουν τα
εμπορικά του πλοία και να μπορέσει να
ξεπληρώσει το δάνειο.</span></span></span></h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Ήδη
στο σημείο αυτό βλέπουμε μια αντισημιτική
στάση του Σαίξπηρ,η οποία κορυφώνεται
στο σημείο που ο Αντώνιος χαρακτηρίζει
τον Εβραίο έτοιμο να γίνει Χριστιανός,επομένως
καλός άνθρωπος.Ο Βασάνιος υποψιάζεται
δόλο:<b><i>''Δεν μου αρέσουν λόγια ωραία
και νους αισχρός''(σελ.38)</i></b>.</span></span></span></h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Ο
αντισημιτισμός αυτός εκφράζεται ακριβώς
λίγο μετά,όταν ο υπηρέτης του Σάυλοκ,ο
Λάνσελοτ,αποφασίζει να εγκαταλείψει
τον Εβραίο αφέντη του.Ο Λάνσελοτ μονολογεί
για τη συνείδησή του,που του ζητά να μην
εγκαταλείψει τον Σάυλοκ:<b><i>''Σίγουρα ο
Εβραίος είναι η ενσάρκωση του ίδιου του
Σατανά και μα τη συνείδησή μου,που θέλει
να με συμβουλέψει να μείνει με τον
Εβραίο.Ο πειρασμός μου δίνει πιο φιλική
συμβουλή:θα φύγω πειρασμέ, οι φτέρνες
μου στους ορισμούς σου,θα
φύγω''(σελ.42)</i></b>.Τελικά,ο Σάυλοκ
εγκαταλείπει τον Εβραίο αφέντη του και
γίνεται υπηρέτης του Βασάνιου.Ο Λάνσελοτ
χαίρεται επειδή θα υπηρετήσει κάποιον
με τη χάρη του Θεού,ενώ ως τώρα υπηρετούσε
κάποιον που είχε μόνο το χρήμα.Λέει στον
Βασάνιο:<b><i>''Ο παλιός λόγος τα 'χει ωραία
μοιρασμένα,ανάμεσα στον αφέντη μου
Σάυλοκ και σένα ,κύριε.Εσύ έχεις τη χάρη
του Θεού κι εκείνος το αρκετό''(σελ.47)</i></b>.Ο
Λάνσελοτ αποφασίζει να πάει να
αποχαιρετίσει τον Σάυλοκ.Στο σπίτι του
πρώην αφεντικού του βλέπει την κόρη του
,τη Γέσικα, και εκεί ξεδιπλώνει πάλι τον
αντισημιτισμό του.Αδυνατεί να πιστέψει
ότι μια τέτοια όμορφη και καλή γυναίκα
είναι κόρη ενός Εβραίου:<b><i>''Αντίο!Δάκρυα
προδίδουν τη γλώσσα μου.Πανώρια
ειδωλολάτρισσα,γλυκήτατη Εβραιοπούλα!Αν
κάποιος χριστιανός δεν μουρντάρεψε και
σ'έσπειρε σένα,θα χάσω κάθε ιδέα.''
(σελ.50)</i></b>.</span></span></span></h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Το
εκπληκτικό βέβαια είναι ότι η κόρη του
Σάυλοκ,η Γέσικα,φαίνεται να συμφωνεί
με τον Λορέντζο,και προτιμά να αφομοιωθεί
με τους Χριστιανούς αφού είναι ερωτευμένη
με κάποιον ονόματι Λορέντζο,τον οποίο
σχεδιάζει να παντρευτεί και έτσι να
γίνει Χριστιανή.Η Γέσικα αναθέτει στον
Λάνσελοτ να παραδώσει το ερωτικό της
γράμμα στον αγαπημένο της Λορέντζο:<b><i>''Στο
καλό,καλέ Λανσελότο. Αχ,τί απαίσιο κρίμα
έχω μέσα μου να ντρέπομαι που είμαι του
πατέρα μου παιδί!Όμως κι αν είμαι κόρη
του από αίμα ,δεν είμαι κι από τον τρόπο
του .Ω,Λορέντζο!Αν σταθείς στον λόγο
σου,τελειώνει ο αγώνας μου γιατί θα γίνω
Χριστιανή ,γυναίκα του πιστή''(σελ.50)</i>.Λίγο
παρακάτω η Γέσικα λέει πάλι στον
Λάνσελοτ:<i>''Θα σωθώ από τον άντρα
μου,μ'έκανε Χριστιανή''(σελ.93)</i></b>.Πιθανόν
στον διάλογο μεταξύ Λάνσελοτ και
Γέσικας,να τίθεται το ζήτημα της
αφομοίωσης των Εβραίων .Στο σημείο αυτό
είναι το πιο ενδιαφέρον κομμάτι του
έργου. Ίσως ο Σαίξπηρ να θεωρούσε ότι
οι Εβραίοι είναι μια πολιτιστική
ταυτότητα,αφού βάζει την κόρη του Σάυλοκ
-η οποία είναι αίμα του-να αποφασίζει
να παντρευτεί έναν Χριστιανό,να γίνει
συνεπώς η ίδια Χριστιανή,και έτσι να
σωθεί από τον Ιουδαϊσμό.Αν ο Σαίξπηρ
πίστευε ότι οι Εβραίοι είναι μια
εθνοφυλετικά -βιολογικά καθορισμένη
φυλή,τότε θα θεωρούσε αδύνατη τη σωτηρία
της Γέσικα,αφού ακόμα και αν άλλαζε
θρήσκευμα ,θα παρέμενε Εβραία στο αίμα.</span></span></span></h2>
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</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Το
γράμμα που δίνει η Γέσικα στον Λορέντζο
περιγράφει το σχέδιο τους,για το πως
θα πάει ο Λορέντζο να κλέψει την Γέσικα
από το σπίτι της.Η Γέσικα θα είναι
φορτωμένη κοσμήματα και χρήματα του
πατέρα της,τα οποία στην ουσία θα έχει
κλέψει,αλλά αυτό δεν είναι αμαρτία,αφού
γίνεται εις βάρος ενός Εβραίου.Ο Λορέντζος
λέει όταν παίρνει το γράμμα της Γέσικα:<b><i>''Το
γράμμα δεν είναι από την ωραία Γέσικα;Θα
πρέπει όλα να σ'τα ειπώ.Μου κανονίζει
πως να την πάρω από το σπίτι του πατέρα
της,με τι χρυσό και τι διαμάντια θα ν'
εφοδιασμένη, πως έχει έτοιμη τη φορεσιά
για να ντυθεί κοπέλι.Αν ποτέ ο Εβραίος
ο πατέρας της πάει στον Παράδεισο ,θα
'ναι για χάρη της καλής του της κόρης
,και ποτέ δεν θα σταυρώσει κακοτυχία το
πόδι της,έξω αν το κάνει με τούτη τη
δικαιολογία :πως είναι γέννημα ενός
απίστου Εβραίου.''(σελ.52)</i></b>.</span></span></span></h2>
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</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Η
κατάλληλη στιγμή ώστε να κλέψει ο
Λορέντζο την Γέσικα ,είναι το βράδυ που
ο Σάυλοκ θα πάει να δειπνήσει με τον
Βασάνιο στα πλαίσια της σύναψης του
δανείου. Ο Σάυλοκ φεύγει ,αλλά προειδοποεί
την Γέσικα να κλειδωθεί στο σπίτι αφού
είναι απόκριες και τα ξέφρενα πλήθη
μπορεί να την αποπλανήσουν.Αυτό που δεν
ξέρει βέβαια ο Σάυλοκ είναι ότι η Γέσικα
έχει ήδη συνννενοηθεί ώστε να περάσει
μεταμφιεσμένος ο Λορέντζο από το σπίτι
της Γέσικα και έτσι να την κλέψει.Στις
ευνοϊκές συνθήκες των αποκριών,ο Λορέντζο
κλέβει την -φορτωμένη με κοσμήματα του
πατέρα της-Γέσικα,η οποία είναι ντυμένη
αγόρι.</span></span></span></h2>
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</h2>
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<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Όταν
ο Σάυλοκ ανακαλύπτει την κλοπή της κόρης
του και των κοσμημάτων, γίνεται έξω
φρενών.Ο Σαίξπηρ τον παρουσιάζει να
φωνάζει στους δρόμους της Βενετίας,μια
για την κόρη του ,μια για τα πλούτη του
που έχασε.Με αυτόν τον τρόπο ο Σάυλοκ
παρουσιάζεται ως ένας παραδόπιστος που
στεναχωριέται το ίδιο που έχασε την
κόρη του και τα πλούτη του.Υπό αυτές τις
συνθήκες,γίνεται εμφανές ότι ο Σάυλοκ
θα ζητήσει με κάθε αυστηρότητα τα χρήματα
που του χρωστά ο Αντώνιος.Μόνο,που τη
στιγμή αυτή φτάνει το νέο,ότι ένα
βενετσιάνικο πλοίο,το πιιθανότερο
ιδιοκτησίας του Αντώνιου,βυθίστηκε
.Λίγο μετά,γίνεται γνωστό ότι και ένα
άλλο βενετσιάνικο εμπορικό ,πιθανόν
και αυτό του Αντώνιου, βυθίστηκε, πράγμα
που κάνει τον Σάυλοκ να χαρεί ,αφού η
αδυναμία του Αντωνίου να πληρώσει τις
3.000 δουκάτα δάνειο,κάνει τον Σάυλοκ
δικαιούχο της σάρκας του Αντώνιου.</span></span></span></h2>
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</h2>
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<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Όταν
οι φίλοι του Αντώνιου ρωτούν τον Σάυλοκ
τί θα κάνει την σάρκα του Αντώνιου,ο
Σαίξπηρ δίνει μια συμπαθητική μορφή
στον Σάυολκ.Ο Εβραίος, σε ένα από τα πιο
γνωστά κομμάτια του έργου, λέει τι θα
κάνει το κρέας του Αντώνιου:<b><i>''Δόλωμα
να ψαρέψω μ'αυτό:αν δεν θρέψει τίποτ'άλλο,θα
θρέψει την εκδίκηση μου.Με ντρόπιασε
,με ζημίωσε μισό εκατομμύριο ,γέλαε με
τις χασούρες μου ,κορόιδευε τα κέρδη
μου, καταφρονούσε το έθνος μου,χάλαε
τις δουλειές μου,ψύχραινε τους φίλους
μου,άναβε τους εχθρούς μου,και ποιος ο
λόγος του; Είμ'Εβραίος , Δεν έχει ο Εβραίος
μάτια; Δεν έχει ο Εβραίος χέρια,όργανα
,ανάστημα, αίσθησες, συμπάθειες, πάθη;Δεν
τρέφεται με την ίδια τροφή, δεν πληγώνεται
με τα ίδια όπλα,δεν παθαίνει τις ίδιες
αρρώστειες,δε γιατρεύεται με τα ίδια
μέσα,δε ζεσταίνεται και κρυώνει το ίδιο
Χειμώνα και το καλοκαίρι όπως κι ο
Χριστιανός;Αν μας γαργαλίσετε δε
γελάμε;Αν μας φαρμακώσετε δεν πεθαίνουμε;Κι
αν μας αδικείτε να μην εκδικηθούμε ;Αν
σας μοιάζουμε σ'όλα τ'άλλα ,θα σας
μοιάσουμε και σ'αυτό. Αν ένας Εβραίος
αδικήσει ένα Χριστιανό,ποια 'ναι η
ταπεινοσύνη του; Εκδίκηση.Αν ένας
Χριστιανός αδικήσει έναν Εβραίο,πως
πρέπει να το υποφέρει κατά το χριστιανό
παράδειγμα;Αμ'πως ,εκδίκηση.Την κακουργία
που μου μαθαίνετε θα την κάνω εγώ,και
θα μου στοιχίσει, αλλά εγώ θα το καλυτερέψω
το μάθημα''(σελ.71-72)</i></b>.Βέβαια,το στοιχείο
αυτό συμπάθειας,αναιρείται λίγο
μετά,γιατί ο Σάυλοκ φαίνεται καθώς
μονολογεί να μην ζητά το κρέας του
Αντώνιου για εκδίκηση-αίσθημα ανθρώπινο
που ως τέτοιο λείπει από τους Εβραίους
-αλλά για να εξοντώσει τον Αντώνιο και
να κατακτήσει το μονοπώλιο του εμπορίου
της Βενετίας:<b><i>''Την καρδιά του θα του
πάρω αν αθετήσει.Γιατί αν λείψει αυτός
από τη Βενετία μπορώ να κάνω ό,τι εμπόριο
θέλω''(σελ.73-74)</i></b>.</span></span></span></h2>
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</h2>
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<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Την
ίδια ώρα στο Πελμόντο,η Πόρσια και ο
Βασάνιος έχουν σταθεί τυχεροί, καθώς
δύο υποψήφιοι γαμπροί ,ο πρίγκηπας του
Μαρόκου και ο πρίγκηπας της Αραγωνίας
έχουν απορριφθεί .Η Πόρσια έχει βάλει
μια δοκιμασία την οποία όποιος περνούσε
θα γινόταν αυτόματα σύζυγός της.Η
δοκιμασία ήταν ότι ανάμεσα σε ένα από
τρία κουτιά ,ένα χρυσό,ένα ασημένιο,και
ένα μολυβένιο,η Πόρσια είχε βάλει μέσα
την εικόνα της.Αυτός που θα έβρισκε την
εικόνα ,θα παντρευόταν την Πορσία.Η
εικόνα ήταν στο μολυβένιο κουτί,αλλά
οι δύο πρίγκηπες,του Μαρόκου και της
Αραγωνίας διάλεξαν ,λάθος,το χρυσό και
το ασημένιο αντίστοιχα,με αποτέλεσμα
,προς μεγάλη ανακούφιση της Πορσίας να
φύγουν άπραγοι.Ο Βασάνιος που χάρη στα
λεφτά του Αντώνιου πήγε στην Πόρσια και
ζήτησε το χέρι της Πόρσια ,επέλεξε σωστά
το μολυβένιο κουτί και έτσι δικαιωματικά
θα παντρευόταν την Πόρσια.Εδώ ο Σαίξπηρ
παρουσιάζει τη διαφορά των Χριστιανών
με τους Εβραίους. Ενώ την ίδια ώρα ο
Σάυλοκ σχεδιάζει όλη του τη ζωή με
γνώμονα το χρήμα (ασήμι και χρυσό), ο
Βασάνιος δεν έκρινε με βάση την χρηματική
αξία, αλλά επέλεξε το απλό μολυβένιο
κουτί. </span></span></span>
</h2>
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</h2>
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<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Πάνω
όμως στη χαρά,μπαίνουν στο δωμάτιο ο
Λορέντζος,η Γέσικα,και ο Σολάνιος(φίλος
του Λορέντζου)που όπως είδαμε το'χαν
σκάσει από τη Βενετία.Φέρνουν ένα γράμμα
του Αντώνιου προς τον Βασάνιο,με το
οποίο τον ενημερώνει για την καταστροφή
των καραβιών του και την αδυναμία του
να πληρώσει το δάνειο προς τον Σάυλοκ.Το
γράμμα είναι μια αποχαιρετιστήρια
επιστολή του Αντώνιου προς τον Βασάνιο,και
μια παράκληση αν μπορεί να έρθει στη
Βενετία να τον δει πριν πεθάνει.Η Πορσία
προτείνει να δωθούν στον Σάυλοκ τριπλάσια
χρήματα από το 3.000 δουκάτα που χρωτά
,αλλά όλοι ξέρουν ότι ο Σάυλοκ ,θα ζητήσει
,ειδικά ύστερα από αυτό που έγινε με την
κόρη του,το κρέας του Αντώνιου.Βέβαια
,όπως είπαμε ,ο Σάυλοκ χρησιμοποιεί αυτή
την δικαιολογία ώστε να εξοντώσει τον
Αντώνιο και αυτό είναι κάτι που ξέρει
και ο ίδιος ο Αντώνιος:<b><i>''Αυτός θέλει
τη ζωή μου,ξέρω καλά τον λόγο που
έχει:επειδή γλίτωσα πολλούς από τα νύχια
του,που προσπέρασαν κατά καιρούς σε
μένα,για αυτό με εχτρεύεται''(σελ.88)</i></b>.</span></span></span></h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Τελικά,ο
Βασάνιος,και οι υπόλοιποι φίλοι του
Αντώνιου,αποφασίζουν να πάνε στην
Βενετία για να δουν τι συμβαίνει και αν
μπορούν να βοηθήσουν τον Αντώνιο.Πίσω
μένουν η Γέσικα και ο Λορέντζος που
αναλαμβάνουν το νοικοκυριό του σπιτιού
της Πορσίας.Η Πορσία ζητά από την
υπηρέτρια της να μεταμφιεστούν σε άντρες
και οι δύο ,και να θέσουν σε εφαρμογή το
σχέδιό της.Μεταμφιέζονται σε δικαστή
με τον βοηθό του,και χάρη σε κάποιες
γνωριμίες της Πόρσιας ,και αφού φτάνουν
στη Βενετία,καταφέρνουν να γίνουν οι
δικαστές της δίκης του Αντώνιου.</span></span></span></h2>
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</h2>
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<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Στο
δικαστήριο ,οι φίλοι του Αντώνιου
παρακαλούν τον Σάυλοκ να ακυρώσει το
ομόλογο,και του προτείνουν να του δώσουν
περισσότερα χρήματα από αυτά που
δανείστηκε ο Αντώνιος.Όμως,το ομόλογο
έχει λήξει,και ο Σάυλοκ ζητά να εφαρμοστεί
αυστηρά ο νόμος.</span></span></span></h2>
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</h2>
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<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Ο
δικαστής,δηλαδή η Πόρσια μεταμφιεσμένη
σε δικαστή,προτείνει με τη σειρά της
στον Σάυλοκ να δείξει έλεος,αλλά εκείνος
αρνείται.Όταν την ρωτά γιατί να δείξει
έλεος, εκείνη απαντά:<b><i>''Η χάρη που έχει
το έλεος δεν επιβάλλεται,στάζει σαν τη
γλυκιά βροχή απ'τον ουρανό πάνω στο
χώμα: είναι διπλά ευλογημένο , βλογάει
κι αυτόν που το δίνει κι αυτόν που το
παίρνει:είναι των κραταιών το
κραταιότερο,ταιριάζει του θρονιασμένου
ρήγα πιο καλά από το στέμμα του,το σκήπτρο
του έχει δύναμη εξουσίας πρόσκαιρης ,
είν'έμβλημα του δέους και του μεγαλείου
που κάθεται των μοναρχών ο φόβος και ο
τρόμος,αλλά το έλεος είναι πάνω από το
σκηπτρούχο κύρος ,είναι μες στις καρδιές
των βασιλιάδων θρονιασμένο,είναι η
ιδιότητα του ίδιου του Θεού,και η γήινη
εξουσία του μοιάζει πιο πολύ με θεία
όταν το έλεος συνοδεύει τη
δικαιοσύνη''(σελ.103)</i></b>.</span></span></span></h2>
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</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Ο
Σάυλοκ είναι ανελέητος και ζητά να
εφαρμοστεί το γράμμα του νόμου.Η
Πόρσια(ντυμένος δικαστής) λέει του
Σάυλοκ ότι αν εφαρμόσει επακριβώς τον
νόμο,τότε ο Σάυλοκ θα πρέπει να κόψει
μια λίτρα κρέας από τον Αντώνιο,χωρίς
όμως να χάσει ο Αντώνιος καθόλου αίμα,αφού
μέσα στο ομόλογο μιλά μόνο για αφαίρεση
κρέατος και όχι αίματος.Η Πόρσια του
λέει ότι αν χάσει έστω λίγο αίμα ο
Αντώνιος,τότε ο Σάυλοκ θα θανατωθεί ως
τιμωρία για παράβαση συμφωνίας.Ο Σάυλοκ
παραιτείται από το ομόλογο ,και ζητά
πίσω τα λεφτά του.Όμως,η Πόρσια (που είχε
καταλάβει το σχέδιο του Σάυλοκ) του
λέει ότι με την παραίτησή του αυτή,ο
Σάυλοκ απέδειξε ότι ήθελε μόνο να
σκοτώσει τον Αντώνιο .Και επειδή
προσπάθησε να αφαιρέσει τη ζωή του
Αντώνιου,τότε είναι ο ίδιος κατηγορούμενος
,και καταδικάζεται να δώσει τη μισή του
περιουσία στον Αντώνιο και την άλλη
μισή στο κράτος της Βενετίας.Ο Αντώνιος
προτείνει να δώσει τη μισή του περιουσία
ο Σάυλοκ στο κράτος,και την άλλη μισή,
που δικαιούται ο ίδιος, να την δώσει
στην κόρη του Γέσικα.Οι όροι για να
επιστρέψει ο Αντώνιος τη μισή περιουσία
του Σάυλοκ στην Γέσικα, είναι δύο:ο ένας
,να επιτρέψει ο Σάυλοκ στη Γέσικα να
παντρευτεί τον Λορέντζο(και έτσι να
γίνει Χριστιανή) και ο δεύτερος ,να γίνει
ο ίδιος ο Σάυλοκ, Χριστιανός.Ο Σάυλοκ
δέχεται να γίνει Χριστιανός,και έτσι
όλοι χαρούμενοι διαλύουν το δικαστήριο.Σε
λίγο φτάνει και η είδηση ότι τα βενετσιάνικα
πλοία που βυθίστηκαν δεν ήταν του
Αντώνιου,και το έργο σιγά-σιγά τελειώνει.</span></span></span></h2>
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</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"> <span style="font-family: "times new roman" , serif;"><span style="font-size: large;">Έτσι
λοιπόν στο έργο αυτό βλέπουμε έναν βαθύ
αντισημιτισμό του Σαίξπηρ,ο οποίος όμως
δεν είναι βιολογικός αλλά πολιτιστικός.Ο
Σαίξπηρ δίνει μια πλήρη ανατροπή της
ιστορίας ,η οποία από δυσάρεστη και
καταθλιπτική ,γίνεται ευχάριστη, μόλις
ο Εβραίος έγινε Χριστιανός.Όλα διορθώνονται
και πάνε προς το καλό,μόλις ο Εβραίος
απαρνιέται τη θρησκεία του και γίνεται
Χριστιανός.Πράγμα που αποδεικνύει ότι
ο Σαίξπηρ θεωρούσε τον ιουδαϊσμό ,
πολιτιστική και όχι βιολογική ταυτότητα.
Ο πυρήνας της υπόθεσης του έργου είναι
ακριβώς η σκληρότητα και ταύτιση των
Εβραίων με το χρήμα.Όλα όμως διορθώνονται
μόλις οι Εβραίοι(η Γέσικα και ο Σάυλοκ)
αποφασίζουν να εγκαταλείψουν τον
ιουδαϊσμό και να γίνουν Χριστιανοί.Προφανώς,η
ιστορία αυτή διασκέδασε πολλούς λαϊκούς
Χριστιανούς ανθρώπους που έβλεπαν με
καχυποψία τους Εβραίους.Αντανακλά τον
πολιτιστικό αντισημιτισμό που ήταν
προϊόν της προκαπιταλιστικής εποχής .
Όπως έχουμε δείξει αλλού, <a href="http://skoupidontenekes.blogspot.gr/2013/09/1.html" target="_blank">(εδώ)</a>ο φυλετικός
αντισημιτισμός είναι προϊόν του
καπιταλισμού. Ο Σαίξπηρ ,αν και έζησε
σε μια εποχή που άρχισε να αναδύεται ο
καπιταλισμός στην Αγγλία, εντούτοις,
αποτύπωσε την λαϊκή άποψη της προκαπιταλιστικής εποχής για τους
Εβραίους της εποχής, η οποία μέχρι και
τότε τους θεωρούσε (όπως πραγματικά
ήταν και είναι) μια πολιτιστική ομάδα.
</span></span></span>
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</div>
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skoupidontenekeshttp://www.blogger.com/profile/00038683689422944831noreply@blogger.com4tag:blogger.com,1999:blog-2156273164525953801.post-75925873364900924272016-02-13T10:38:00.002-08:002016-02-13T12:16:17.090-08:00Και η σοσιαλδημοκρατία γέννησε το ναζισμό.<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: medium;">Όταν τα κλάμματα για τα ''εκατομμύρια θυμάτων αγροτών της σταλινικής θηριωδίας'' κρύβουν τον αντικομμουνισμό που φτάνει τα όρια του ναζισμού.</span></h2>
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<br />
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<span style="font-size: medium;"><span style="font-weight: normal;">Τις
μέρες αυτές , η ξεσηκωμένη αγροτιά έδωσε
τη λαβή για την έναρξη ενός διαλόγου
σχετικά με το ρόλο της σε μια καπιταλιστική
κοινωνία. Και ενώ σε αυτήν την κατάσταση,
ελπίζεις ότι κάποιοι έντιμοι αριστεροί
θα εκτιμήσουν τη στάση του ΚΚΕ που είναι
το μόνο κόμμα που περιφρουρεί τον αγώνα
των αγροτών και όλου του λαού από τον
εισοδισμό των ναζί ,
(<a href="https://www.youtube.com/watch?v=1tyMhJJ8-s4">https://www.youtube.com/watch?v=1tyMhJJ8-s4</a>
)( <a href="http://anemosantistasis.blogspot.gr/2016/02/video_12.html">http://anemosantistasis.blogspot.gr/2016/02/video_12.html</a></span>
) <span style="font-weight: normal;">κάποιοι άλλοι ''αριστεροί' ,φίλοι της
κυβέρνησης Συριζα, σπρώχνουν τους
αγρότες στους φασίστες. Ωθούν τους
αγρότες στους ναζί, είτε ταυτίζοντας
πολλούς από αυτούς με τη Χρυσή Αυγή (εφ.
Αυγή 22/1/16), είτε επιλέγοντας τη συγκεκριμένη
χρονική στιγμή για να μιλήσουν για τα
''σταλινικά εγκλήματα κατά των Ουκρανών
αγροτών''</span>.</span></h2>
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<span style="font-size: medium;"><a name='more'></a><span style="font-weight: normal;">Μια
τέτοια περίπτωση, είναι και το μπλογκ
</span><i>Πόντος και Αριστερά</i> , <span style="font-weight: normal;">με άρθρο του
στις 12/2/16</span> <i>''Το ΚΚΕ, οι Αγρότες και η
γενοκτονία της αγροτικής τάξης στην
Ε.Σ.Σ.Δ.''</i>.(
<a href="https://pontosandaristera.wordpress.com/2016/02/12/il-kke-e-le-agricoltori/">https://pontosandaristera.wordpress.com/2016/02/12/il-kke-e-le-agricoltori/</a>
). <span style="font-weight: normal;">Στην ανάρτησή μας, δεν θα ασχοληθούμε
με αυτά τα οποία λέει ο αρθρογράφος
(ούτε με το γεγονός ότι αναφέρει τους
αγρότες ως τάξη) . Άλλωστε, αυτά που
γράφει στερούνται σοβαρότητας. Το να
αποκαλείς με διανοουμενίστικη αλαζονεία
ολόκληρα μπλογκ αγροτών και εργατών
''πρόβατα'', δεν είναι άξιο σχολιασμού</span>. </span>
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<span style="font-size: medium;"><span style="font-weight: normal;">Αυτό
το οποίο προκαλεί εντύπωση, είναι ότι
το άρθρο αυτό, αν διαβαστεί εκτός πλαισίου
του υπόλοιπου μπλογκ, μπερδεύει. Δεν θα
μπορούσε κανένας να αντιληφθεί αν το
άρθρο αυτό γράφτηκε από χρυσαυγίτες ή
από ''αριστερούς'' αντικομμουνιστές.
Άλλωστε και οι φασίστες δεν σταματούν
να επαναλαμβάνουν για τις ''σφαγές του
Στάλιν πάνω στον Ουκρανικό λαό'' .(
<a href="http://www.xryshaygh.com/enimerosi/view/h-chrush-augh-gia-tis-stalinikes-thhriwdies-binteo">http://www.xryshaygh.com/enimerosi/view/h-chrush-augh-gia-tis-stalinikes-thhriwdies-binteo</a></span>
). <span style="font-weight: normal;">Η ταύτιση απόψεων, δεν είναι τυχαία
αλλά είναι αποτέλεσμα της κοινής χρήσης
(και από τους ναζί, και από τους
''αριστερούς'') των ίδιων πηγών που
μαρτυρούν για τον ουκρανικό λιμό.Σε
αυτήν την ανάρτηση θα ασχοληθούμε
λοιπόν, όχι με το ίδιο το άρθρο του <i>Πόντου
</i><span style="font-style: normal;">(αυτή η αντισταλινική
μονομανία καταντά κουραστική)</span></span>, αλλά
με τις πηγές του αρθρογράφου. </span>
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<span style="font-size: medium;"><b><span style="font-weight: normal;">Μία
από τις πηγές του αρθρογράφου,από τις
οποίες εκείνος παραθέτει τα νούμερα
των θυμάτων , είναι η περίφημη δημοσιογραφική
αποστολή του Thomas Walker ''Six Million Perish in
Soviet Femine'' για λογαριασμό της εφημερίδας
Chicago American</span></b> ,25/2/35.<span style="font-weight: normal;">Πάμε λοιπόν να δούμε
ποιός ήταν ο Γουόκερ, και τι ήταν η
εφημερίδα αυτή.Λοιπόν συγνώμη που θα
στεναχωρήσουμε τον Πόντο, αλλά ο Γουόκερ,
δεν υπήρξε ΠΟΤΕ</span>. <span style="font-weight: normal;"> Γουόκερ ήταν ένα ψεύτικο
όνομα που χρησιμοποίησε ο απατεώνας
Robert Green (αν αυτό ήταν το όνομά του) ο
οποίος είχε διωχθεί από την Αγγλία
κατηγορούμενος για ποινικά αδικήματα.Ο
Γκριν ήταν ο αδίστακτος μικροκακοποιός
που χρησιμοποίησε ο πολυεκατομμυριούχος
Hearst (ιδιοκτήτης της εφημερίδας Chicago
American ,εφημερίδα που μοιάζει με κάτι
ανάμεσα σε Μακελειό και Κίτρινο Τύπο)</span>
<span style="font-weight: normal;">στην έναρξη της αντικομμουνιστικής του
εκστρατείας</span>. <span style="font-weight: normal;">Αποστολή του Γκριν, ήταν
να πάει ως απεσταλμένος του Χερστ στην
Ουκρανία και να κατασκευάσει ένα
</span>''αντικειμενικό ρεπορτάζ'' <span style="font-weight: normal;">για τα σταλινικά
εγκλήματα. Ο Χερστ ,ο εκδότης που ίδρυσε
τον κίτρινο τύπο</span> (<span style="font-weight: normal;">δηλαδή την μεταφορά
ειδήσεων χωρίς τεκμηρίωση</span>
<span style="font-weight: normal;"><a href="https://en.wikipedia.org/wiki/William_Randolph_Hearst">https://en.wikipedia.org/wiki/William_Randolph_Hearst</a></span>
) <span style="font-weight: normal;">μόλις έχει ανοίξει δουλειές με τους
ναζί , και σαφέστατα το μπολσεβίκικο
καθεστώς του χαλάει τα σχέδια. Μάλιστα,
υπάρχει η υποψία ότι οι φωτογραφίες
αυτές ήταν πλαστές</span>.<b><span style="font-weight: normal;">Για να προλάβουμε
ορισμένους ''δημοκράτες'' , ενημερώνουμε
ότι τα στοιχεία αυτά ΔΕΝ τα λάβαμε από
κάποιο φιλοσταλινό σάιτ. Μπορείτε να
τα βρείτε εδώ: (
<a href="http://www.garethjones.org/soviet_articles/thomas_walker/thomas_walker.htm">http://www.garethjones.org/soviet_articles/thomas_walker/thomas_walker.htm</a></span></b>
). <span style="font-weight: normal;">Αν θέλετε πάντως να παραθέσουμε τις
απόψεις των σταλινικών για το ποιόν του
Χερστ και την ''αντικειμενική'' πληροφόρηση
που αυτός προσέφερε για το ουκρανικό
ζήτημα μπορούμε να παραθέσουμε ένα
κομμάτι από ένα βιβλίο που με αρκετή
διορατικότητα εκδόθηκε από τη Σύγχρονη
Επόχη το 1997</span>:<i><b>'' Τα ψέματα που έχουν
ξεστομίσει για την κολλεκτιβοποίηση
ήταν ανέκαθεν για την αστική τάξη , τα
αγαπημένα της όπλα στον ψυχολογικό
πόλεμο κατά τη Σοβιετικής Ένωσης.
Αναλύουμε το μηχανισμό ενός από τα πιο
''δημοφιλή'' ψέματα και συγκεκριμένα το
ολοκαύτωμα που διηνήργησε ο Στάλιν σε
βάρος του ουκρανικού λαού. Αυτή τη
θαυμάσια επεξεργασμένη συκοφαντία τη
χρωστάμε στην ιδιοφυϊα του Χίτλερ. Στο
βιβλίο του Ο Αγων Μου, που γράφτηκε το
1926, είχε ήδη επισημάνει ότι η Ουκρανία
ανήκε στο γερμανικό Lebensraum (ζωτικός
χώρος) . Η προπαγανδιστική εκστρατεία
που διεξήγαγαν οι ναζί το 1934-1935 με θέμα
τη μπολσεβίκικη ''γενοκτονία'' στην
Ουκρανία , σκοπό είχε να προετοιμάσει
τα πνεύματα για την προσχεδιασμένη
''απελευθέρωση'' της Ουκρανίας. Θα δούμε
γιατί το ψέμα αυτό επέζησε των ναζί
δημιουργών του, για να γίνει όπλο στα
χέρια των Αμερικανών. Να πως γεννιούνται
τα μυθεύματα για τα ''εκατομμύρια θύματα
του σταλινισμού''. Στις 18 Φλεβάρη του
1935 στις Ηνωμένες Πολιτείες , ο τύπος του
Χερστ-του φιλοναζί μεγιστάνα του τύπου-
αρχίζει τη δημοσίευση μιας σειράς άρθρων
του Τόμας Γουόκερ. Ο τελευταίος μέγας
ταξιδευτής και δημοσιογράφος περιδιάβασε
τη Σοβιετική Ένωση για αρκετά χρόνια.
Στην κορυφή της πρώτης σελίδας της
εφημερίδας Chicago American στις 25 Φλεβάρη ένας
τεράστιος τίτλος ''Ο λιμός στη Σοβιετική
Ένωση προκαλεί έξι εκατομμύρια θανάτους.
Με κατασχεμένη τη σοδειά των χωρικών
οι άνθρωποι και τα ζώα τους πεθαίνουν''.Στη
μέση της σελίδας ,άλλος τίτλος:''Δημοσιογράφος
διακινδυνεύει τη ζωή του για να
φωτογραφήσει το μακελειό''.Στο κάτω
μέρος της σελίδας:''Λιμός -εγκλήματα της
ανθρωπότητας''.Την εποχή εκείνη ο Λούις
Φίσερ εργάζεται στη Μόσχα για την
εφημερίδα The Nation . Η αποκλειστική είδηση
του συναδέλφου του, ενός περιώνυμου
αγνώστου, τον βασανίζει στο έπακρο.
Διεξαγάγει έρευνες για τις οποίες κρατά
ενήμερους τους αναγνώστες της εφημερίδας
του. ''Ο κύριος Ουόκερ όπως μας πληροφορούν
, μπήκε στη Ρωσία την περασμένη Άνοιξη,
άρα την Άνοιξη του 1934. Είδε το λιμό.
Φωτογράφησε τα θύματά του.Κατέγραψε
εκθέσεις από πρώτο χέρι για τις συμφορές
από την ασιτία , που σου σπαράζουν την
καρδιά. Σήμερα ο λιμός στη Ρωσία είναι
ένα πολύ καυτό θέμα. Γιατί ο κύριος Χερστ
φύλαξε αυτά τα καταπληκτικά άρθρα για
δέκα μήνες , προτού τα δημοσιεύσει;
Οπότε, συμβουλεύτηκα τις σοβιετικές
αρχές. Ο Τόμας Ουόκερ βρέθηκε μόνο μια
φορά στη Σοβιετική Ένωση. Πήρα μια βίζα
τράνζιτ από το Σοβιετικό προξενείο στο
Λονδίνο , στις 29 Σεπτέμβρη του 1934. Μπήκε
στην Ε.Σ.Σ.Δ. από την Πολωνία με τρένο
στο Νεγκορέλογε στις 12 Οκτώβρη του 1934.
Όχι την άνοιξη, όπως λέει.Στις 13 ήταν
στη Μόσχα. Παρέμεινε στη Μόσχα από το
Σάββατο 13 ως τη Πέμπτη 18 και στη συνέχεια
πήρε τον Υπερσιβηρικό που τον μετέφερε
στα σύνορα μεταξύ Σοβιετικής Ένωσης
και Μαντζουρίας στις 25 Οκτώβρη 1934...Θα
ήταν αδύνατο για τον κ.Ουόκερ στις πέντε
μέρες μεταξύ 13 και 18 Οκτώβρη να διέσχισε
το ένα τρίτο των σημείων που περιγράφει
μέσα από την προσωπική του εμπειρία.
Υποθέτω πως έμεινε αρκετά στη Μόσχα,
ώστε να σχηματίσει με τη βοήθεια των
πικραμένων ξένων μια ιδέα για το ''τοπικό
χρώμα'' της Ουκρανίας που χρειαζόταν
για να προσδώσει στα άρθρα του την
κάλπικη φιλαλήθεια που διαθέτουν''.Ο
Φίσερ έχει έναν φίλο , επίσης Αμερικανό
, τον Λίντσεϊ Πάροτ, που βρέθηκε στην
Ουκρανία στις αρχές του 1934. Δεν παρατήρησε
καμία από τις επιπτώσεις του λιμού για
τις οποίες κάνει λόγο ο τύπος του Χερστ.
Αντίθετα, η σοδειά του 1933 ήταν άφθονη .
Ο Φίσερ συμπεραίνει:'' Ο εκδοτικός
οργανισμός του Χερστ και οι ναζί ξεκινούν
μια όλο και πιο στενή συνεργασία. Δεν
είδα ο τύπος του Χερστ να δημοσιεύσει
τις διηγήσεις του κ.Πάροτ για μια
ευημερούσα σοβιετική Ουκρανία. Ο κ.Πάροτ
είναι ο ανταποκριτής του κ.Χερστ στη
Μόσχα.''</b></i></span></h2>
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<span style="font-size: medium;"><i><b>Κάτω
από μια φωτογραφία δύο σκελετωμένων
παιδιών, ενός αγοριού και ενός κοριτσιού,
ο Ουόκερ γράφει:''Φρικιαστικό!Πάνω από
το Χάρκοβο ένα πολύ ισχνό κορίτσι και
ο αδελφός του δυόμιση ετών. Το παιδί
αυτό σερνόταν καταγής όπως ένας φρύνος
και το δύσμοιρο σωματάκι του ήταν τόσο
παραμορφωμένο από την ασιτία που δεν
έμοιαζε καν με ανθρώπινο ον''. Ο Ντάγκλας
Τολτ, Καναδός συνδικαλιστής και
δημοσιογράφος που αφιέρωσε ένα εξαιρετικά
τεκμηριωμένο βιβλίο στο μύθο της
''ουκρανικής γενοκτονίας'' ανακάλυψε
αυτή τη φωτογραφία του παιδιού φρύνου
που τοποθετείται χρονικά στην Άνοιξη
του 1934, ..σε μια έκδοση του 1922 για το λιμό
στη Ρωσία. Μια άλλη φωτογραφία του Ουόκερ
αναγνωρίστηκε ότι ανήκε σε στρατιώτη
του αυστριακού ιππικού που στεκόταν
δίπλα σε ένα ψόφιο άλογο και ότι είχε
τραβηχτεί κατά τη διάρκεια του Α'
Παγκοσμίου Πολέμου .Αξιοθρήνητος ο
κ.Ουόκερ :το ρεπορτάζ του είναι κάλπικο
οι φωτογραφίες του είναι κάλπικες..ακόμα
και ο ίδιος είναι κάλπικος.Με το πραγματικό
του όνομα ο άνθρωπος λεγόταν Ρόμπερτ
Γκριν.Είχε δραπετεύσει από τη πολιτειακή
φυλακή του Κολοράντο ,όπου είχε εκτίσει
δύο από τα οκτώ χρόνια της ποινής του.
Έπειτα, πήγε να σκαρφιστεί το ρεπορτάζ
του στη Σοβιετική Ένωση.Όταν επέστρεψε
στις Ηνωμένες Πολιτείες συνελήφθη και
παραδέχτηκε μπροστά στο δικαστήριο ότι
δεν πάτησε ποτέ το πόδι του στην Ουκρανία.</b></i></span></h2>
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<span style="font-size: medium;"><i><b>Ο
πολυεκατομμυριούχος Ουίλιαμ Ράντολφ
Χερστ είχε συναντήσει τον Χίτλερ στα
τέλη του καλοκαιριού του 1934 για να
κλείσει μαζί του μια συμφωνία που
προέβλεπε ότι η Γερμανία θα αγόραζε στο
εξής τις διεθνείς ειδήσεις της από την
International News Service μια εταιρεία που ανήκε
στον Χερστ. Την εποχή εκείνη ο ναζιστικό
τύπος είχε ήδη ξεκινήσει μια προπαγανδιστική
εκστρατεία για το ''λιμό στην Ουκρανία
''.Ο Χερστ θα συνεισφέρει στο έργο αυτό
χάρη στη φαντασία του μεγάλου εξερευνητή
του, του κύριου Ουόκερ.''Λούντο Μάρτενς
,Μια Άλλη Ματιά στον Στάλιν, εκδ.Σύγχρονη
Εποχή, σελ.149-151)</b></i>.</span></h2>
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<span style="font-size: medium;"><span style="font-weight: normal;">Όσο
αφορά την άλλη αντικειμενική πηγή του
αρθρογράφου <i>Memories of Surnivors and Witnesses of
thw Ukrainian Genocide of 1932-1933</i></span>, <span style="font-weight: normal;">πρόκειται για
μαρτυρίες που είναι αναρτημένες σε ένα
σάιτ του Ιδρύματος της Ουκρανικής
Γενοκτονίας από Λιμό ( Ukrainian Genocide Famine
Foundation).Το ίδρυμα αυτό, έχει την έδρα του
στο Σικάγο των Η.Π.Α (το κράτος δηλαδή
που η κυβέρνησή του στηρίζει τους
ιδεολογικούς απόγονους των ναζί του
Στέπαν Μπαντέρα)</span>.</span></h2>
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<span style="font-size: medium;">(
<a href="https://solidarityantifascistukraine.wordpress.com/2015/12/02/%CE%B5%CF%80%CE%B9%CF%83%CF%84%CF%81%CE%AD%CF%86%CE%B5%CE%B9-%CE%BF-%CF%80%CF%8C%CE%BB%CE%B5%CE%BC%CE%BF%CF%82-%CF%83%CF%84%CE%B7%CE%BD-%CE%BF%CF%85%CE%BA%CF%81%CE%B1%CE%BD%CE%AF%CE%B1-%CE%BA%CE%B9/">https://solidarityantifascistukraine.wordpress.com/2015/12/02/%CE%B5%CF%80%CE%B9%CF%83%CF%84%CF%81%CE%AD%CF%86%CE%B5%CE%B9-%CE%BF-%CF%80%CF%8C%CE%BB%CE%B5%CE%BC%CE%BF%CF%82-%CF%83%CF%84%CE%B7%CE%BD-%CE%BF%CF%85%CE%BA%CF%81%CE%B1%CE%BD%CE%AF%CE%B1-%CE%BA%CE%B9/</a>)
.<span style="font-weight: normal;">Στο Facebook του ιδρύματος,ο Στάλιν
δαιμονοποιείται , ενώ παράλληλα βλέπουμε
το μίσος των ανθρώπων που είναι φίλοι
του ιδρύματος , προς τη Λαϊκή Δημοκρατία
του Ντομπάς.Το Ίδρυμα, δεν κρύβει τις
πολύ καλές του σχέσεις με την κυβέρνηση
των Η.Π.Α, ενώ δεν διστάζει να δείχνει
το θαυμασμό του προς τον Πρόεδρο Ποροσένκο
(τον άνθρωπο δηλαδή που στις 13/10/15
αναγνώρισε μέσω του νόμου ''για τη
στρατηγική εθνικοπατριωτικής εκπαίδευσης
των παιδιών και της νεολαίας'', τους ναζί
ως ελευθερωτές της Ουκρανίας)</span> (
<a href="http://www.cnn.gr/news/kosmos/story/830/nazistika-symvola-parelaseis-kai-apagoreyseis-stin-oykrania-toy-porosenko">http://www.cnn.gr/news/kosmos/story/830/nazistika-symvola-parelaseis-kai-apagoreyseis-stin-oykrania-toy-porosenko</a>
).</span></h2>
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</h2>
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<br />
</h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-size: medium;"><span style="font-weight: normal;">Τέλος,
η τρίτη φωτογραφία -πήγη που υποτίθεται
ότι δείχνει θύματα από πείνα στο Χάρκοβο,
είναι παρμένη από το πασίγνωστο βιβλίο
<i>''Λιμός στη Σοβιετική Ουκρανία
1932-1933'' το</i></span> <span style="font-weight: normal;">οποίο εκδόθηκε στα 1986 (εποχή
βαθύτατου Ρηγκανικού αντικομμουνισμού</span>-
<a href="https://el.wikipedia.org/wiki/%CE%A1%CF%8C%CE%BD%CE%B1%CE%BB%CE%BD%CF%84_%CE%A1%CE%AE%CE%B3%CE%BA%CE%B1%CE%BD">https://el.wikipedia.org/wiki/%CE%A1%CF%8C%CE%BD%CE%B1%CE%BB%CE%BD%CF%84_%CE%A1%CE%AE%CE%B3%CE%BA%CE%B1%CE%BD</a>
) .<span style="font-weight: normal;">Το βιβλίο εξεδόθη από το Χάρβαρντ , το
Πανεπιστήμιο εκείνο που είχε κατηγορηθεί
για ανεκτικότητα μέχρι και συνεργασία
με τους ναζί</span> (
<a href="http://www.thecrimson.com/article/2004/11/15/historian-harvard-was-tied-to-nazis/">http://www.thecrimson.com/article/2004/11/15/historian-harvard-was-tied-to-nazis/</a>
) .<span style="font-weight: normal;">Ένας από τους συγγραφείς ήταν ο James
Earnest Mace</span> .<i><b>''Το έργο του Μέις περιέχει
44 φωτογραφίες ''από το λιμό-γενοκτονία
του 1932-1933'' Εικοσιτέσσερις είναι παρμένες
από δύο ναζιστικά συγγράμματα του
Λάουμπενχαϊμερ ο οποίος αποδίδει τις
περισσότερες φωτογραφίες του στον
Ντίτλοφ και ξεκινά την παρουσίαση του
με ένα απόσπασμα από το βιβλίο του Χίτλερ
Ο Αγων Μου:''Αν ο Εβραίος χάρη στη
μαρξιστική του πίστη, κατορθώσει να
νικήσει τους άλλους λαούς αυτού του
κόσμου, το στεφάνι του θα είναι το
επικήδειο στεφάνι της ανθρωπότητας και
ο πλανήτης μας θα εξακολουθήσει να
κινείται μέσα στο σύμπαν ,όπως το έκανε
εδώ και εκατομμύρια χρόνια χωρίς
ανθρώπινα όντα''.Όλες οι φωτογραφίες
των Λάουμπενχαϊμερ Ντίλτοφ είναι πλαστές
γιατί είναι από τον Α' Παγκόσμιο Πόλεμο
και από το λιμό του 1921-1922'' (Λούντο Μάρτενς,
Μια Άλλη Ματιά στον Στάλιν,εκδ. Σύγχρονη
Εποχή, σελ.157-158)</b></i>.</span></h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<br />
</h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<b><span style="font-weight: normal;"><span style="font-size: medium;">Έτσι
λοιπόν δείξαμε ότι οι ''αντικειμενικές
πηγές'' του Πόντου, δεν είναι τίποτα άλλο
παρά ναζιστικά, αντικομμουνιστικά
κατασκευάσματα. Όταν χρησιμοποιείς
τέτοιες πηγές για να ξεσηκώσεις τους
αγρότες κατά της ηγεσίας του ΚΚΕ τα
πράγματα γίνονται πολύ επικίνδυνα.</span></span></b></h2>
</div>
skoupidontenekeshttp://www.blogger.com/profile/00038683689422944831noreply@blogger.com1tag:blogger.com,1999:blog-2156273164525953801.post-60765052291772315842015-10-03T09:53:00.003-07:002023-06-16T09:12:10.339-07:00Το ελληνικό μοντέλο για τους πρόσφυγες.<div dir="ltr" style="text-align: left;" trbidi="on">
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<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Η φυγή μεταναστών από την Ανατολή προς τη Δύση ,και συγκεκριμένα προς τη δυτική Ευρώπη, προκάλεσε την έναυση ενός κύκλου συζητήσεων σχετικά με το ρόλο που καλούνται να παίξουν τα έθνη/ κράτη της Ευρώπης μπροστά σε ένα τέτοιο πρόβλημα.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Η Ευρώπη καλείται να τοποθετηθεί σε σχέση με τις ολοένα και αυξανόμενες μεταναστευτικές ροές, που ,ειδικά μετά τον πόλεμο στη Συρία και το Ιράκ ,έγιναν ακόμα πιο μαζικές . Το ερώτημα που ανακύπτει, είναι το πώς πρέπει να συμπεριφερθεί ο ευρωπαϊκός κόσμος .Τί πρέπει να κάνει; Σε μια τέτοια κατάσταση, δύο επιλογές φαίνεται να προκύπτουν για την Ευρώπη : Είτε θα αποτρέψει κάθε είσοδο μεταναστών στο έδαφός της (αυτό μπορεί να το πετύχει με το να δυσκολέψει σε τέτοιο βαθμό τη νομιμοποίηση των μεταναστών ,ώστε θα την καταστήσει σχεδόν απαγορευτική) ,είτε θα αντιμετωπίσει τις μεταναστευτικές ροές με χαλάρωση του ελέγχου των συνόρων και εντατικοποίηση της διαδικασίας αφομοίωσής τους.</span><br />
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<a name='more'></a><span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Υπέρ της πρώτης επιλογής, είναι εμφανές ότι τάσσονται οι αποκαλούμενοι συντηρητικοί πολίτες της Ευρώπης, οι οποίοι υποστηρίζουν ότι μια ανεξέλεγκτη είσοδο μεταναστών στην Ευρώπη, (ειδικά από την Ανατολή ) θα αλλοιώσει τον πολιτιστικό, φυλετικό και κοινωνικό χαρακτήρα της Γηραιάς ηπείρου. Αντίθετα, υπέρ της αποδοχής των μεταναστών φαίνεται ότι βρίσκονται πολλοί Ευρωπαίοι που υποστηρίζουν ότι μια από τις βασικές και θεμελιώδεις αξίες της Ευρωπαϊκής Ένωσης, είναι ο ανθρωπισμός.Οι κοινωνοί της ιδέας του ευρω-ανθρωπισμού, υποστηρίζουν ότι οι άνθρωποι που προσπαθούν να εισέλθουν στην Ευρώπη είναι άνθρωποι καταπιεσμένοι από καθυστερημένα -ανορθολογικά καθεστώτα ,και ως εκ τούτου, οι Ευρωπαίοι είναι υποχρεωμένοι ,σύμφωνα με τους κώδικες του ανθρωπισμού ,να τους προσφέρουν βοήθεια .Οι Ευρω-ανθρωπιστές , πιστεύουν ότι πρέπει να δείξουν στην πράξη την αξία του ευρωανθρωπισμού, προσφέροντάς στους μετανάστες τη βοήθεια που εκείνοι χρειάζονται .Πιστεύουν ότι με τον τρόπο αυτό, λειτουργώντας δηλαδή η ίδια η Ευρώπη ως παράδειγμα , θα οδηγήσουν τους μετανάστες στην ''πολιτιστική τους απελευθέρωση'' από τον ανορθολογισμό από τον οποίο είναι φορείς και ''πάσχουν'' και τελικά θα επιτευχθεί η αποδοχή εκ μέρους τους της ευρωπαϊκής κουλτούρας .Έτσι, υποστηρίζουν ότι ο ευρωανθρωπισμός θα προκαλέσει, όχι την αλλοίωση της Ευρώπης (όπως φοβούνται οι Ευρωπαίοι ακροδεξιοί) , αλλά την ανάδειξή της σε περιφερειακή πολιτιστική δύναμη ( και κατ'επέκταση όχι μόνο πολιτιστική).</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Στο σημείο αυτό, αρχίσουν τα ερωτήματα.Είναι ο ανθρωπισμός η απάντηση στα προβλήματα των μεταναστών;Είναι πράγματι ο ανθρωπισμός η αιτία που τα ευρωπαϊκά κράτη (και ειδικά η Γερμανία) δέχθηκαν τους μετανάστες; Το πρόβλημα είναι ότι οι οπαδοί του Ευρωανθρωπισμού (άθελά τους τις περισσότερες φορές) αναπαράγουν τα αίτια που προκαλούν τον ξεριζωμό αυτών των ανθρώπων.Ο εκθειαζόμενος ευρωπαϊκός πολιτισμός ,που δήθεν ''τοποθετεί τον άνθρωπο πάνω από τα κέρδη'', βυθίζει σε μια φαινομενικότητα -αυταπάτη τους ανθρώπους, που με καλή πρόθεση προσπαθούν να σταθούν αλληλέγγυοι με τους μετανάστες, καθιστώντας τους όμως ταυτόχρονα ανίκανους να αντιμετωπίσουν τα πραγματικά αίτια ξεριζωμού των ανθρώπων αυτών.Οι ευρωανθρωπιστές, έχουν ιδεολογικά αναγάγει την Ευρώπη σε μητέρα του πολιτισμού- ανθρωπισμού, που εξ ορισμού δεν ευθύνεται (όπως π.χ κατηγορούνται οι Η.Π.Α) για τους παγκόσμιους πολέμους . Μια τέτοια αντίληψη των πραγμάτων αποσυνδέει την πολιτική των ευρωπαϊκών εθνών/κρατών από την υπεράσπιση συγκεκριμένων οικονομικών- ταξικών συμφερόντων, και την μετατρέπει σε απότοκο ενός υποτίθεται <i>''αιώνιου πολιτισμού''</i> που δεν ευθύνεται για τους πολέμους και τη φτώχεια στον υπόλοιπο πλανήτη. Με τον τρόπο αυτό, απενοχοποιείται το ίδιο το σύστημα που παράγει φτώχεια και πολέμους ,και καλλιεργείται η εντύπωση ότι ο ανθρωπισμός μπορεί να διαχειριστεί τον καπιταλισμό κάνοντάς τον πιο ''ανθρώπινο'' . Έτσι ,τελικά , αναπαράγεται το ίδιο το σύστημα που γεννά τη μετανάστευση. </span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Το γεγονός ότι ο ανθρωπισμός δίνει άλλοθι πολλές φορές στον καπιταλισμό και στον ιμπεριαλισμό, δεν πρέπει να μας προκαλεί εντύπωση.Μη ξεχνάμε άλλωστε, ότι ο αμερικάνικος ιμπεριαλισμός, στηρίζεται ιδεολογικά από τους υπερασπιστές του , με τον μανδύα του <i>''απελευθερωτή των λαών του κόσμου''</i>.Έτσι, για παράδειγμα, η Γερμανία, που είχε πρωτοστατήσει στην διαδικασία απομάκρυνσης του Άσαντ για καθαρά δικά της ιμπεριαλιστικά συμφέροντα (επέμβαση που έγινε δεκτή από τους ευρωανθρωπιστές ως απελευθερωτική πράξη) ,εμφανίζεται, και γίνεται αντιληπτή από τους ευρωανθρωπιστές , ως το ''ανθρωπιστικό ευρωπαϊκό κράτος που βρίσκεται στο πλευρό των προσφύγων''(δεν έχει περάσει πολύ καιρός από τον Αύγουστο του 2012, όπου ο Γερμανός υπ.εξ. Γκίντο Βεστερβέλε, εν όψει της προεδρίας της Γερμανίας στο Συμβούλιο Ασφαλείας του Ο.Η.Ε, ζητούσε την πλήρη απομόνωση του Άσαντ, και την επιβολή εμπάργκο στο καθεστώς,ευννοώντας με τον τρόπο αυτό τους Τζιχαντιστές) .</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Στο κείμενο αυτό, θα προσπαθήσουμε να δείξουμε ότι η Ε.Ε και συγκεκριμένα η Γερμανία (που φέρουν τεράστιες ευθύνες για τον εμφύλιο πόλεμο στη Συρία αφού προσπάθησαν να επέμβουν ιμπεριαλιστικά) δέχονται τους μετανάστες ,όχι για ''ανθρωπιστικούς λόγους'' , αλλά γιατί η ίδια η αποδοχή των μεταναστατών, είναι ενταγμένη στα σχέδια της γερμανικής αστικής τάξης, για αναδιάρθρωση του γερμανικού καπιταλισμού .</span><br />
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<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;"><b>Η Γερμανία</b>.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Η αποδοχή του μεγαλύτερου μέρους των μεταναστών από το γερμανικό κράτος ,ύστερα από εντολή της Καγκελαρίου Άγκελα Μερκελ να ανοίξουν τα γερμανικά σύνορα , έδωσε σε πολλούς υπέρμαχους του ευρωανθρωπισμού ,το επιχείρημα ότι η χώρα αυτή (σε αντίθεση με τις ''καθυστερημένες ανατολικοευρωπαϊκές χώρες'' όπως π.χ η Ουγγαρία) υπηρετεί επάξια της ''ευρωπαϊκές αξίες'' . Καθόλου τυχαία, η ίδια η γερμανίδα Καγκελάριος δικαιολόγησε την πράξη της αυτή, ανάγοντάς την στις αρχές του ανθρωπισμού:<i><b> ''εάν Ευρώπη αποτύχει στο θέμα των προσφύγων, ο στενός της σύνδεσμος με τα ατομικά δικαιώματα θα έχει διαρραγεί''. ( http://www.protothema.gr/world/article/505341/guardian-i-merkel-suneiditopoiise-pos-mia-anthropistiki-krisi-apeilei-tis-themeliodeis-arhes-tis-ipeirou/</b></i> ).</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Όμως, όπως είπαμε και πριν, η αναφορά στις ''ανθρωπιστικές αξίες'' από χείλη ανθρώπων που είναι εκφραστές ιμπεριαλιστικών συμφερόντων, μόνο εφησυχασμό δεν πρέπει να μας προκαλεί.Είναι παραπάνω από βέβαιο (παρά τις όποιες καλές προθέσεις των ανθρωπιστικών οργανώσεων) ότι η αποδοχή των μεταναστών από το γερμανικό κράτος εφόσον είναι ενταγμένη στα στενά συμφέροντα της γερμανικής αστικής τάξης , θα λειτουργήσει μακροπρόθεσμα αρνητικά , τόσο για τον γερμανικό λαό, όσο και για τους μετανάστες.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Στο σημείο αυτό ανακύπτει το βασικό ερώτημα: <i>γιατί η γερμανική αστική τάξη καθοδήγησε το πολιτικό προσωπικό της Γερμανίας έτσι ώστε να επιτρέψει τη μαζική είσοδο των μεταναστών; Τί συμφέροντα αποσκοπεί μια τέτοια πράξη, όταν μάλιστα προκάλεσε την πτώση της δημοτικότητας της Καγκελαρίου, η οποία μέχρι στιγμής ήταν ο ιδανικός εκφραστής του ιδεολογήματος της ''οργανωμένης λειτουργίας'' του γερμανικού καπιταλισμού ;</i> Η απάντηση στα ερωτήματα αυτά, βρίσκεται στα δύο βασικά προβλήματα που αντιμετωπίζει ο γερμανικός καπιταλισμός :<b>στη μείωση του ντόπιου πληθυσμού, και το ξέσπασμα της καπιταλιστικής κρίσης</b>. Προβλήματα, που στην περίπτωση που η Γερμανία θελήσει να αναλάβει αναβαθμισμένο ρόλο ιμπεριαλιστικής περιφερειακής δύναμης , θα πρέπει να λύσει άμεσα.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;"><br /></span>
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;"><b>α)Μείωση πληθυσμού</b>.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Έχουν γραφτεί άπειρα άρθρα ,μελέτες, βιβλία με σκοπό να εξηγήσουν το φαινόμενο της τάσης μείωσης πληθυσμού που παρατηρείται στις καπιταλιστικά ανεπτυγμένες χώρες.Οι σύγχρονες κοινωνίες του νεωτερικού κόσμου, δείχνουν μια εγκράτεια στην παραγωγή παιδιών, και το γεγονός αυτό, σε συνδυασμό με την αύξηση του μέσου όρου διαβίωσης, καθιστά τις ανεπτυγμένες κοινωνίες γερασμένες και πληθυσμιακά στάσιμες. Αν και οι επιστήμονες δεν έχουν καταλήξει σε ένα ασφαλές συμπέρασμα για το ποιός είναι ο λόγος που οδηγεί τους ανθρώπους στον πρώτο κόσμο να κάνουν ένα ,το πολύ δύο παιδιά, το βέβαιο είναι ότι πρόκειται για ένα γενικό κοινωνικό φαινόμενο του νεωτερικού κόσμου ,άμεσα συνεδεμένου με την καπιταλιστική ολοκλήρωση. </span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Είναι σίγουρο ότι η ελλάτωση των τεκνοποιήσεων είχε αίτια σε μεγάλο βαθμό την αλλαγή παραγωγικού παραδείγματος: <i><b>''Αλλά οι νέες μέθοδοι ελέγχου των γεννήσεων, οφείλονταν κατά πάσα πιθανότητα και στις αλλαγές που είχαν ως αποτέλεσμα αυτήν την περίοδο, τα παιδιά να αποτελούν όλο και μεγαλύτερο βάρος για τους γονείς, καθώς πήγαιναν στο σχολείο ή ήταν μαθητευόμενοι για συνεχώς μεγαλύτερα διαστήματα , κατά τα οποία παρέμεναν οικονομικά εξαρτημένα. Οι απαγορεύσεις της παιδικής εργασίας και η προϊούσα σύνδεση των θέσεων εργασίας με τα αστικά κέντρα μείωναν ή καταργούσαν εντελώς την περιορισμένη οικονομική αξία που είχαν τα παιδιά για τους γονείς, όπως για παράδειγμα στα αγροκτήματα όπου βοηθούσαν σε διάφορες δουλειές.'' (Έρικ Χόμπσμπάουμ, Η Εποχή των Αυτοκρατοριών 1875-1914, εκδ. Μορφωτικό Ίδρυμα Εθνικής Τραπέζης, σελ.302)</b></i>.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Ο σύγχρονος άνθρωπος του ολοκληρωμένου καπιταλισμού, έχει μια θεώρηση για τα παιδιά και την οικογένεια ,τελείως διαφορετική από αυτήν που είχε ο άνθρωπος των προνεωτερικών χρόνων.Στο σύγχρονο κόσμο, το παιδί δεν θεωρείται ως ένας εν δυνάμει βοηθός στις δουλειές της οικογένειας, αφού οι περισσότεροι άνθρωποι, σε συνθήκες ολοκλήρωσης της πρωταρχικής συσσώρευσης του καπιταλισμού , εργάζονται για λογαριασμό των ανθρώπων που κατέχουν το κεφάλαιο , και όχι σε μια οικογενειακή παραγωγική μονάδα (η εξέλιξη αυτή προκάλεσε σε μεγάλο βαθμό και τον αναβαθμισμένο ρόλο της γυναίκας, αφού στις προκαπιταλιστικές κοινωνίες ,η γυναίκα θεωρούταν βάρος γιατί δεν μπορούσε να εργαστεί στα χωράφια ή να κάνει βαριές δουλειές όπως ο άντρας.Η προίκα που έπρεπε να δώσει μια γυναίκα στον άντρα αντιστάθμιζε αυτό το ''μειονέκτημα'' της γυναίκας) .Συνεπώς, το παιδί έχει πάψει πλέον να θεωρείται ένα παραπάνω ''χέρι βοηθείας'' όπως θεωρούταν στις αγροτικές - προκαπιταλιστικές κοινωνίες. Επιπλέον, ακόμα και στις οικογενειακές οικονομικές μονάδες που επιβιώνουν στον καπιταλισμό (π.χ εμπορικά οικογενειακά μαγαζιά, ή ένα αγρόκτημα κ.α) η τεχνολογική ανάπτυξη και η ανάπτυξη της ιατρικής (που έχει μειώσει στο ελάχιστο την παιδική θνησιμότητα), έχει κάνει περιττή την ύπαρξη πολλών εργατικών χεριών .</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Όλα τα παραπάνω, έρχονται να προστεθούν στο γεγονός ότι οι σύγχρονες κοινωνίες θεωρούν ως βάση της οργάνωσής τους το <b>άτομο</b> (είδαμε πως η Καγκελάριος μίλησε για ''ατομικά δικαιώματα'') .Η εύρυθμη λειτουργία μιας κοινωνίας δεν εξαρτάται από τις ισορροπημένες δυνάμεις πολυάριθμων οικογενειών (οικογένειες που πολλές φορές αφορούσαν ολόκληρα χωριά) όπως γινόταν στα προκαπιταλιστικά χρόνια ,αλλά εξαρτάται από την εναρμονισμένη σχέση ανάμεσα στο άτομο και το κράτος.Στις σύγχρονες αστικές πολυάριθμες κοινωνίες ,που όλοι είναι ξένοι μεταξύ τους, το κράτος (και όχι η οικογένεια) αναλαμβάνει το ρόλο του επιθεωρητή της αρμονικής λειτουργίας των κοινωνιών. Οι σύγχρονες φιλελεύθερες -καπιταλιστικά ολοκληρωμένες- κοινωνίες, δεν θεωρούν την δημιουργία μιας οικογένειας ως ένα κοινωνικό γεγονός , αλλά ως ένα ατομικό δικαίωμα.Η οικογένεια στον ανεπτυγμένο κόσμο απαξιώνεται όλο και περισσότερο και στη θέση της μπαίνει το άτομο. Έτσι, αν μέχρι και λίγα χρόνια πριν ακούγαμε κάποιους να λένε ότι <i>''σκοπός του ανθρώπου είναι η δημιουργία οικογένειας και η αύξηση του πληθυσμού ''</i>, σήμερα ακούμε όλο και πιο συχνά να λέγεται ότι η οικογένεια είναι ''ατομικό δικαίωμα''. Η αντίληψη των προκαπιταλιστικών χρόνων, ότι η γέννηση ενός παιδιού και γενικότερα η αύξηση του πληθυσμού είναι ευλογία για την κοινωνία,πράγμα που οδηγούσε πολλές φορές στο γεγονός να εκλαμβάνεται η ανατροφή ενός παιδιού ως κάτι που αφορά ολόκληρη την κοινωνία (είναι χαρακτηριστικό ότι σε πολλές πρωτόγονες κοινωνίες κανείς δεν γνώριζε τους γονείς του) , έχει αντικατασταθεί στις καπιταλιστικές συνθήκες από την αντίληψη ότι κάθε άτομο έχει δικαίωμα ιδιοκτησίας πάνω στον απόγονό του και συνεπώς έχει κάθε δικαίωμα να επενδύσει πάνω του κάθε προσδοκία (το πρόβλημα με την έκτρωση στις εξατομικευμένες κοινωνίες , δεν είναι τόσο το ηθικό κομμάτι, όσο το γεγονός ότι ο άνθρωπος που προβαίνει σε αυτήν , θεωρεί ότι το παιδί του ανήκει). Το παιδί, στη σύγχρονη εξατομικευμένη (και κατ' επέκταση ανταγωνιστική ) κοινωνία ,δεν θεωρείται κεφάλαιο εργασίας και ένα παραπάνω χέρι βοηθείας στην οικογενειακή κοινότητα , αλλά κεφάλαιο ατομικών προσδοκιών των γονιών του.Αν στα προκαπιταλιστικά χρόνια ο αρχηγός μιας οικογένειας έδειχνε τη δύναμή του (ή την κοινωνική του καταξίωση) μέσα από έναν πολυάριθμο οικογενειακό πληθυσμό στρατιωτών και εργατών (είναι γνωστή τα παλαιότερα χρόνια η περήφανη αυτοπαρουσιάση κάποιων ανθρώπων ως συγγενείς της ''οικογένειας τάδε'') ,στα σύγχρονα χρόνια, το άτομο μπορεί να επιδείξει την ικανότητά του μέσα από την υψηλή ιεραρχική θέση που κατέχει ο απόγονός του στην καπιταλιστική οργάνωση της κοινωνίας.Έτσι, όσο κυνικό και αν ακούγεται αυτό, στις νεωτερικές κοινωνίες ,οι γονείς προτιμούν να κάνουν ''ένα ,αλλά καλό'', παρά να κάνουν πολλά παιδιά ,τα οποία θα αποκτήσουν μοιρασμένες (άρα μειωμένες) ευκαιρίες για μόρφωση ,υγεία και εμπειρίες που θα εκμεταλλευτούν για μια οικονομικοκοινωνική ανέλιξη. Άλλωστε, ο καπιταλισμός προσφέρει ευκαιρίες για οικονομικοκοινωνική ανέλιξη (ή έστω το όνειρο για αυτή) , πράγμα που στα προκαπιταλιστικά χρόνια ήταν απαγορευμένο.Και αν κάποιος δεν καταφέρει να ανελιχθεί, πάντα μπορεί να ελπίζει (και να επενδύει) για τον απόγονό του.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Έτσι, αν στα προκαπιταλιστικά χρόνια μια οικογένεια θεωρούνταν (και πραγματικά ήταν) πετυχημένη αν ήταν πολυάριθμη , σήμερα αρκεί ένα ή δύο παιδιά για να κάνουν περήφανους τους γονείς.Αν στα προκαπιταλιστικά χρόνια μια οικογένεια όσα περισσότερα χέρια είχε, τόσο περισσότερα παρήγαγε και τόσο περισσότερο προστάτευε τον εαυτό της, σήμερα συμβαίνει το ανάποδο: όσο λιγότερα παιδιά , τόσο περισσότερες ευκαιρίες για ανέλιξη αυτά έχουν.Οι σημερινοί γονείς ξοδεύουν πολλά χρήματα για την ανατροφή και την εκπαίδευση των παιδιών τους, ούτως ώστε να μπορούν να επενδύσουν επάνω τους τις προσδοκίες τους.Υπό αυτήν την έννοια, ένα ή το πολύ δύο παιδιά, φτάνουν και περισσεύουν.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Κάτω από αυτήν την αντίληψη για την οικογένεια και τα παιδιά, το σύγχρονο άτομο δεν υποχρεούται να κάνει οικογένεια ώστε να αποκτήσει ένα παιδί.Είναι ολοένα και αυξημένος ο αριθμός των ανθρώπων που επιθυμούν να αποκτήσουν μόνοι τους κάποιο απόγονο τον οποίο θα ''πλάσουν'' και θα αναθρέψουν με τέτοιο τρόπο ώστε να ικανοποιήσει τις ατομικές προσδοκίες τους, χωρίς να είναι αναγκασμένοι να μοιραστούν την ανατροφή αυτή με κάποιον άλλο, που θα επιδιώξει από την μεριά του την εκπλήρωση των δικών του επιδιώξεων.Σε αυτές τις συνθήκες ένα παιδί αρκεί.Οι νεωτερικές κοινωνίες θεωρούν απόλυτα φυσιολογικό να υπάρχουν μονογονεϊκές οικογένειες , όχι ως αποτέλεσμα μιας δυσάρεστης κατάστασης, αλλά ως επιλογή ενός ανθρώπου ,που πιστεύει ότι το να αποκτήσει απόγονο είναι ατομικό του δικαίωμα (όπως θεωρείται ατομικό δικαίωμα οι επενδύσεις και η κατοχή μέσων παραγωγής) .Στο ίδιο κλίμα σκέψης κινούνται και τα ομοφυλόφιλα ζευγάρια τα οποία αρκούνται στην υιοθεσία ενός ή δύο παιδιών.Καθόλου τυχαία, ομοφυλόφιλα ζευγάρια, μονογονεϊκές οικογένειες, διαζευγμένοι ,μπορούν ,κάτω από αυτό το πρίσμα να αποκτήσουν τον πολυπόθητο απόγονό τους, χωρίς να ''δίνουν λογαριασμό'' στην υπόλοιπη κοινωνία για τον τρόπο που απέκτησαν και ανέθρεψαν το παιδί τους (άλλωστε, σύμφωνα με τους φιλελεύθερους οπαδούς του ατομικισμού, δεν υπάρχει κοινωνία ,αλλά άτομα που μπορούν να ακολουθήσουν την ατομική τους ηθική-πράγμα που είναι προϊόν του γεγονότος ότι όπως είπαμε και πιο πάνω, την εύρυθμη λειτουργία μιας κοινωνίας, τη ρυθμίζει η σχέση ατόμου-κράτους). Οι καπιταλιστικά ανεπτυγμένες φιλελεύθερες κοινωνίες, ενθαρρύνουν την απόκτηση απογόνων από τις παραπάνω ομάδες.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Αφού η απόκτηση παιδιού εντάσσεται στις προσπάθειες επένδυσης ατομικών προσδοκιών, τότε ο <i>τρόπος αναπαραγωγής</i> μπορεί να γίνει ένα τεχνικό αποτέλεσμα (αρεστό στον υποψήφιο γονέα) και όχι προϊόν κοινωνικής σύνδεσης.Στη σύγχρονη κοινωνία που τοποθετεί το άτομο ως υπέρτατη αξία της , η απόκτηση απογόνου αποσυνδέεται από τις κοινωνικές ευθύνες που προκύπτουν από την ένωση δύο ανθρώπων.Οι νεωτερικές κοινωνίες απαξιώνουν τη βαθύτερη σχέση ανάμεσα σε δύο άτομα ,αφού για να υπάρξει μια τέτοια σχέση πρέπει το άτομο να πάψει να προβάλλει το Εγώ του.Ένα Εγώ , το οποίο οι εξατομικευμένες κοινωνίες έχουν φροντίσει να φουσκώσουν τόσο πολύ, ώστε δεν χωρά άλλος (είναι ενδεικτικό ότι όταν ρωτιούνται ζευγάρια που άντεξαν στον χρόνο και απέκτησαν πολλά παιδιά ποιο είναι το ''μυστικό της επιτυχίας τους'', η απάντηση είναι ''η βαθμιαία υποχώρηση του εγωισμού'').</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Αν και το σεξ είναι απελευθερωμένο, ο έρωτας , οι σχέσεις και ο γάμος ,που πολλές φορές προκύπτει από αυτά, θεωρούνται σήμερα στις ανεπτυγμένες καπιταλιστικά χώρες ''ξεπερασμένα- ντεμοντέ '' κ.α. αφού υποτίθεται ότι καταπιέζουν την ατομικότητα.Οι σύγχρονες κοινωνίες μοιάζουν να επιβεβαιώνουν το στίχο του ποιητή :<i>''χρησιμοποιούμε το σεξ για να αποφύγουμε τις σχέσεις''</i>. Ο σύγχρονος άνθρωπος θέλει να αποφεύγει τις κοινωνικές ευθύνες που τον φορτώνει μια σταθερή σχέση, αλλά επιθυμεί να μπορεί να κάνει σεξ, χωρίς ηθικές (δηλαδή κοινωνικές) αναστολές. </span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Η πεποίθηση πολλών νέων ανθρώπων ότι ανεξάρτητα από την οικονομική βάση της κοινωνίας, σε συνθήκες ατομικής ιδιοκτησίας και καπιταλισμού, μπορούν να απελευθερωθούν από την ηθική της κοινωνίας αυτής (την οικογένεια, την τεκνοποιία, τις σχέσεις) ,είναι ένα <b>αστισμός</b> ο οποίος είναι προϊόν και δημιουργός της καπιταλιστικής κοινωνίας .Ένας αστισμός που το μόνο που κάνει είναι να αναπαράγει τη φιλελεύθερη ιδεολογία του ατομισμού που λειτουργεί ανεξάρτητα από την υπόλοιπη κοινωνία .Αυτός είναι και ο λόγος που οι κομμουνιστές εχθρεύονταν όλους εκείνους που θεωρούσαν πρόοδο την διάλυση της οικογένειας και την ακατάσχετη σεξουαλική ικανοποίηση ,αποσυνεδεμένες από τον κοινωνικό τους χαρακτήρα και την οικονομική τους βάση :<i><b>'' Στον έρωτα έχουν θέση μόνο δύο πρόσωπα και έπειτα βγαίνει ένα τρίτο,μια νέα ύπαρξη. Η πραγματικότητα αυτή περικλείει ένα κοινωνικό συμφέρον ,ένα καθήκον προς την ολότητα''( Κλάρα Τσέτκιν, Ο Λένιν για την Γυναίκα, εκδ.Μνήμη, σελ.28)</b></i>.Οι κομμουνιστές ποτέ δεν είδαν την απόκτηση ενός παιδιού ως ''ατομικό δικαίωμα''. </span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Σε μια τέτοια εξατομικευμένη κατάσταση ,οι νεωτερικές κοινωνίες δεν είναι μακριά από την εποχή που το κάθε άτομο θα μπορεί, αποδεσμευμένο από τις κοινωνικές επιταγές,την οικογένεια και τις σχέσεις, να παράγει σε εργαστήριο (μέσω κλωνοποίησης) τον ατομικό-μοναδικό απόγονό του που θα τον πλάσει έτσι ώστε να εκπληρώσει τα σχέδια που έχει επενδύσει πάνω του.Πρόκειται όμως για κοινωνίες που αριθμητικά φθίνουν και θα φθίνουν όλο και περισσότερο.</span><span face=""arial" , "helvetica" , sans-serif" style="font-size: large;"> <i><b>''Το
αποτέλεσμα του σεξ χωρίς αναπαραγωγή, είναι η αναπαραγωγή χωρίς σεξ''
(Timothy Taylor,Η Προϊστορία του Σεξ, εκδ.Αιώρα, σελ.345)</b></i>.</span><br />
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<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;"> <i>Ο Άλντους Χάξλεϋ είχε ήδη προβλέψει από το 1932 την απαξίωση της οικογένειας και των σταθερών σχέσεων στις σύγχρονες κοινωνίες.Στο περίφημο βιβλίο του ''Θαυμαστός Καινούργιος Κόσμος'' ,αναφέρει στην εισαγωγή:<b>''Επίσης και η σεξουαλική ελευθεριότητα του Θαυμαστού Καινούργιου Κόσμου δεν φαίνεται πολύ μακρινή.Σε ορισμένες αμερικάνικες πόλεις, ο αριθμός των διαζυγίων είναι ίδιος με τον αριθμό των γάμων.Σε λίγα χρόνια οι άδειες γάμου θα πουλιούνται όπως οι άδειες για τα σκυλιά, με δωδεκάμηνη ισχύ και δικαίωμα αλλαγής σκύλου ή αγοράς και δεύτερου'' (εκδ. Μέδουσα, Το Βήμα, σελ. 35)</b>.Στο μέλλον του Χάξλεϋ, λέξεις όπως ''μαμά, μπαμπάς, γέννα, σχέση έρωτας, παιδιά , αγάπη, κ.α'' είναι σχεδόν απαγορευμένες.Το σεξ είναι ελεύθερο αρκεί να μην δεσμεύει δύο ανθρώπους -δύο ατομικότητες- και να μην είναι μέσο παραγωγής παιδιών. Τα παιδιά παράγονται σε εργαστήριο. Οι άνθρωποι των προνεωτερικών χρόνων, όπως λέει ένας από τους πρωταγωνιστές, ήταν πρωτόγονοι :<b>''Τα ανθρώπινα όντα κάποτε τεκνοποιούσαν'' (σελ.65)</b></i>.</span><br />
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<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Έτσι λοιπόν, αν και ξεφύγαμε λίγο από το θέμα, παρουσιάσαμε την κυρίαρχη ατομικιστική αντίληψη ,η οποία οδηγεί τις σύγχρονες καπιταλιστικά ολοκληρωμένες κοινωνίες ,ανεξάρτητα από το αν βρίσκονται ή όχι σε οικονομική κρίση, στην παραγωγή όλο και λιγότερων παιδιών.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Οι σύγχρονες φιλελεύθερες κοινωνίες, οδηγούνται σε αριθμητική μείωση. Μια μείωση, που αν συνδυαστεί με το γεγονός της αύξησης του προσδόκιμου μέσου όρου ζωής, τις μετατρέπει σε ''κοινωνίες γέρων''.Μια τέτοια εξέλιξη ,ειδικά για τα καπιταλιστικά κράτη που στηρίζονται στις εξαγωγές (όπως η Γερμανία) είναι αρκετά δυσοίωνη.</span><br />
<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Όσο αφορά τη Γερμανία (μια χώρα ,αντιπροσωπευτικότατο παράδειγμα καπιταλιστικά ολοκληρωμένης κοινωνίας που φθίνει αριθμητικά και στην οποία ο φιλελευθερισμός είναι η κυρίαρχη ιδεολογία) το πρόβλημα που αντιμετωπίζει είναι η μείωση του ενεργά οικονομικού πληθυσμού. Αυτό σημαίνει ότι όλο και περισσότεροι εργαζόμενοι δουλεύουν ώστε να συντηρούν τον γερασμένο πληθυσμό, δεδομένου ότι οι κεφαλαιοκράτες, όχι μόνο δεν μειώνουν το ποσοστό καπιταλιστικής εκμετάλλευσης, αλλά αντίθετα το εντατικοποιούν και δεν δέχονται να αναλάβουν τη συντήρηση του γερασμένου πληθυσμού.</span><br />
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<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Στον πίνακα , (πηγή Eurostat <i><b>http://ec.europa.eu/eurostat/statisticsexplained/index.php/Population_statistics_at_regional_level/el</b></i> ) βλέπουμε τον δείκτη εξάρτησης ηλικιωμένων.Ο δείκτης αυτός μετρά τη σχέση ανάμεσα στους ηλικιωμένους και τον ενεργό πληθυσμό.Όσο μεγαλύτερο είναι το ποσοστό, τόσο πιο ''γερασμένη'' είναι η κοινωνία αυτή.Στον πίνακα φαίνεται καθαρά ότι η Γερμανία είναι μια γερασμένη κοινωνία αφού ο δείκτης ξεπερνά το 30-35%.</span><br />
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<span face=""arial" , "helvetica" , sans-serif"> <span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;">Στον πίνακα αυτό, βλέπουμε το ποσοστό γεννήσεων ανά 1.000 κατοίκους. Στη Γερμανία, το ποσοστό αυτό είναι κάτω από 8.0 ,πράγμα που δείχνει το πόσο μεγάλο είναι το πρόβλημα ανανέωσης πληθυσμού .Η τάση μείωσης του πληθυσμού λόγω μείωσης των γεννήσεων στην ανεπτυγμένη Ευρώπη , ήταν αυτό που έκανε τον κορυφαίο Γάλλο οικονομολόγο Τομά Πικετί , να δηλώσει ότι <i><b>''η ήπειρός μας μπορεί και οφείλει να γίνει τον 21ο αιώνα μια μεγάλη γη μετανάστευσης'' (Έθνος 15/9/2015)</b></i>.</span></span></span></span></h2>
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<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;">Εννοείται ότι η αστική τάξη σε μια τέτοια κατάσταση, δεν προτάσσει την τεκνοποιία ως κοινωνικό καθήκον.Αντίθετα, ενθαρρύνει τον αστισμό, τον ατομισμό μέσω της κουλτούρας, υιοθετεί και αναπαράγει το ιδεολόγημα ότι η απόκτηση απογόνων είναι ατομικό δικαίωμα, αλλά προσπαθεί να λύσει το πρόβλημα της μείωσης του πληθυσμού που προκαλεί η επικράτηση της εξατομίκευσης , με την εισαγωγή πληθυσμού από άλλες ''καθυστερημένες κοινωνίες'' ,όπου η οικογένεια και η απόκτηση παιδιών θεωρούνται ακόμα ευλογία.Η είσοδος μεταναστών στο έδαφος της Γερμανίας, λύνει έστω και προσωρινά το πρόβλημα της μείωσης του οικονομικά ενεργού πληθυσμού.Σαν από μηχανής Θεός μόνο τον Αύγουστο του ΄15 εισήλθαν στη Γερμανία 104.460 αιτούντες άσυλο, ενώ οι προβλέψεις μιλούν για 800.000 μέχρι το τέλος του έτους.Η μετανάστευση ως ευλογία για τη γερμανική οικονομία είναι κάτι που δεν κρύβει η ίδια η γερμανική άρχουσα τάξη .Ο
πρόεδρος του γερμανικού συνδέσμου
εργοδοτών , ´Ινγκο Κράμερ, είπε
χαρακτηριστικά:<b><i>'' Τα επόμενα 20 χρόνια
χρειαζόμαστε πολύ περισσότερο εργατικό
δυναμικό από αυτό που μπορεί να παράξει
η χώρα'' (Huffpost, 4/9/2015)</i></b>. Μίλησε για
500.000 κενές θέσεις εργασίας, ενώ ο Φρανγκ
Γιούργκεν (διευθυντής της Ομοσπονδιακής
Υπηρεσίας για την Εργασία) δήλωσε ότι
χωρίς τους μετανάστες η Γερμανία θα
χάσει ως το 2025 πάνω από 6,5 εκατομμύρια
εργαζόμενους οι οποίοι θα συνταξιοδοτηθούν
και θα πρέπει να αντικατασταθούν.Οι εκπρόσωποι
της Daimler, Siemens, BASF , δήλωσαν ότι θέλουν να
απασχολήσουν μετανάστες, ενώ ο εκπρόσωπος
του ασφαλιστικού κολοσσού της Daimler
προέτρεψε το γερμανικό κράτος να
εκμηδενίσει τη γραφειοκρατία που
εμποδίζει την είσοδο των μεταναστών
στην εργασία.Ο διευθυντής του Βιομηχανικού
και Εμπορικού Επιμελητηρίου (DIHK) ζήτησε
να μην απελαύνονται νέοι άνθρωποι μετά
τη μαθητεία διάρκειας τριών χρόνων και
ο επικεφαλής του χημικού μονοπωλίου
Evonik, ζήτησε και αυτός την απλοποίηση
του νόμου ώστε να εντάσσονται πιο εύκολα
οι μετανάστες.Ο πρόεδρος του Συνδέσμου
Γερμανικών Βιομηχανιών, Ούρλιχ Γκρίλο
ζήτησε κάτι παρόμοιο, και ο Γενικός
Γραμματέας του Κεντρικού Συνδέσμου
Γερμανών Βιοτεχνών επιβεβαίωσε τη
θέληση των Γερμανών βιοτεχνών να
απασχολήσουν μετανάστες ( 902 gr, 8/9/2015).Τα
παραδείγματα είναι πολλά, αυτό όμως που
μπορούμε να καταλάβουμε αμέσως, είναι
ότι η γερμανική αστική τάξη, ήταν αυτή
που οδήγησε το πολιτικό προσωπικό της
στην αποδοχή και ένταξη των μεταναστών.Το
γεγονός ότι η αποδοχή αυτή έγινε κατόπιν
εντολής της αστικής τάξης και όχι κάτω
από την επιρροή του ανθρωπισμού των
Γερμανών πολιτών, αποδεικνύεται από το
ότι η ίδια η Καγκελάριος έχει πτωτική
πορεία όσο αφορά την δημοφιλία της.Η
γερμανίδα αρχηγός του κράτους, θυσίασε
τη δημοφιλία της (πράγμα που μας δείχνει
ότι οι Γερμανοί σε μεγάλο ποσοστό δεν
ήθελαν τους μετανάστες) προς χάρη της
ικανοποίησης των εντολών της γερμανικής
αστικής τάξης. </span></span></span></h2>
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<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;"><b>β)
Καπιταλιστική Κρίση</b>.Ακόμα
μεγαλύτερη ευλογία για τον γερμανικό
καπιταλισμό, είναι η χρονική στιγμή που
έτυχε να αυξηθούν ραγδαία οι μεταναστευτικές
μάζες προς τη Γερμανία.Η Γερμανία, λίγο
πριν το καλοκαίρι, έδειχνε καταδικασμένη
να περάσει σε επιβράδυνση της οικονομίας
της.Λίγο
καιρό πριν (Μάρτης 2015), ο αμερικανικός
επενδυτικός οίκος Goldman Sachs, προέβλεψε
επιβράδυνση για τη γερμανική οικονομία
,και ότι το Α.Ε.Π της θα επιβραδυνθεί στο
1% το 2015 από 1,3 το 2014 (<i><b>BankinNews 15/3/2015</b></i>).Η
επιβεβαίωση ήρθε μόλις δύο μήνες μετά
(Μάης 2015) όταν η έκθεση του Ο.Ο.Σ.Α για το
πρώτο τρίμηνο του 2015 έκανε αναφορά για
την επιβράδυνση της γερμανικής αλλά
και της αμερικάνικης οικονομίας .Η
έκθεση λέει ότι το πραγματικό Α.Ε.Π
αυξήθηκε κατά μόλις 0,3% το πρώτο τρίμηνο
,από ανάπτυξη 0,7% τους τελευταίους μήνες
του 2014 (<i><b>Καθημερινή 25/9/2015</b></i>).Μέσα στο
καλοκαίρι, οι προβλέψεις του Δ.Ν.Τ ήταν
επίσης δυσοίωνες για τη γερμανική
οικονομία .Στην τελευταία έκθεσή του
προέβλεπε ανάπτυξη της οικονομίας 1,6%
για το 2015 δηλαδή χαμηλότερα από το 1,8%
που εκτιμούσε η γερμανική κυβέρνηση
(<i><b>Το Βήμα 14/8/2015, Ριζοσπάστης 1/8/2015</b></i>).Το
ενδιαφέρον στα νούμερα αυτά, δεν είναι
τόσο στην απόδειξη επιβράδυνσης της
γερμανικής οικονομίας, όσο στο γεγονός
ότι για πρώτη φορά γίνεται δημόσια
αναφορά για την πραγματική αιτία της
κρίσης.Και αυτή δεν είναι άλλη, παρά από
το γεγονός ότι ο γερμανικός καπιταλισμός
παράγει προϊόντα που δεν μπορεί να
πουλήσει.Πρόκειται για τη θεμελιώδη
αντίφαση του καπιταλισμού. Καπιταλιστική
εκμετάλλευση σημαίνει να παίρνουν οι
εργάτες τέτοια αμοιβή ,που οι ίδιοι να
μην μπορούν να αγοράσουν τον πλούτο
που παράγουν (οι εκθέσεις αυτές έβαλαν
τέλος και σε όλους αυτούς του Έλληνες
''αναλυτές'' που έλεγαν ότι η γερμανική
οικονομία επιβραδύνεται εξαιτίας
του...ελληνικού προβλήματος).Το
πρόβλημα του γερμανικού καπιταλισμού,
είναι ότι στηρίζεται βασικά στις εξαγωγές.Αν
μειώνονται οι εισαγωγές των άλλων κρατών,
τότε μειώνονται και οι εξαγωγές της
Γερμανίας.Στην Ευρωζώνη η στασιμότητα,
και στις Η.Π.Α και Κίνα η επιβράδυνση
,λειτουργούν αποτρεπτικά για μεγάλους
ρυθμούς ανάπτυξης της γερμανικής
οικονομίας (για παράδειγμα, η Volkswagen
εξάγει το ένα τρίτο της παραγωγής της
στην Κίνα.Οι χαμηλοί ρυθμοί ανάπτυξης
της Κίνας καθώς και η υποτίμηση του
κινέζικου Γουάν κάνει τα κινεζικά
προϊόντα πιο ανταγωνιστικά σε παγκόσμιο
επίπεδο, και παράλληλα απαγορευτική
σχεδόν την πώληση αυτοκινήτων στην
Κίνα) .Από την άλλη μεριά, ο γερμανικός
καπιταλισμός, δεν μπορεί να στηριχτεί
στο υποτιμημένο Ευρώ και το φτηνό
πετρέλαιο.Το φτηνό πετρέλαιο σχεδόν
ποτέ δεν επιδρά στις τιμές των εμπορευμάτων
, αφού οι επιχειρηματίες οικειοποιούνται
τη διαφορά για να μεγιστοποιήσουν το
κέρδος τους (δεν φθηναίνουν δηλαδή τα
προϊόντα ώστε να αυξηθεί η κατανάλωση
και κατ'επέκταση η παραγωγή).Από την
άλλη μεριά το υποτιμημένο Ευρώ , κίνηση
που δεν φαίνεται να προβαίνει η Ε.Ε, θα
υποτιμήσει μαζί με τις τιμές των
εξαγώγιμων προϊόντων και τους μισθούς
των Γερμανών εργαζομένων, με αποτέλεσμα
να εξακολουθεί η γερμανική οικονομία
να εξαρτάται από τις εξαγωγές.Πρόκειται
δηλαδή για θεμελιώδεις αντιφάσεις του
γερμανικού καπιταλισμού, που δεν μπορεί
να λύσει το ίδιο το σύστημα που τις
γέννησε.Γίνεται
εμφανές για τον γερμανικό καπιταλισμό,
ότι δύο προοπτικές ανοίγονται για να
αυξηθεί η παραγωγή:η μία προοπτική,
προβλέπει αύξηση των πραγματικών μισθών
των Γερμανών εργαζομένων , με στόχο να
τονωθεί η εσωτερική κατανάλωση και σε
τελικό επίπεδο να αυξηθεί η παραγωγή.Μόνο
που ,εδώ και χρόνια, ο γερμανικός
καπιταλισμός, λειτουργεί πάνω στην
εντατική εκμετάλλευση των Γερμανών
εργαζομένων και από ό,τι φαίνεται
σκοπεύει να συνεχίσει στην ίδια
ρότα.Μάλιστα, όπως είπαμε, η μείωση της
πραγματικής αγοραστικής δύναμης των Γερμανών
εργαζομένων είναι και η βασική αιτία
που η Γερμανία πέρασε στην επιβράδυνση
της οικονομίας της .Μπορεί
η ανεργία να μειώθηκε στις αρχές του
2015 στο χαμηλότερο επίπεδο των τελευταίων
δύο δεκαετιών,αλλά σύμφωνα με ρεπορτάζ
του Reuters <b><i>''ποτέ άλλοτε η φτώχεια δεν
ήταν τόσο διευρυμένη στη Γερμανία'' (
Ριζοσπάστης 22/3/2015)</i></b>.Η φτώχεια , σύμφωνα
με την έκθεση της Paritatische Gesamtverband
(Ομοσπονδίας που συμμετέχουν 10.000
οργανώσεις κοινωνικής αρωγής και του
τομέα Υγείας)αυξήθηκε από το 15% του 2012
,σε 15,5 το 2013.Το 43% των μονογονεϊκών
οικογενειών, και σχεδόν το 60% των ανέργων
,ζουν κάτω από τα όρια της φτώχειας, ενώ
1,3 εκατομμύρια άνθρωποι ,αν και εργάζονται,
χρήζουν πρόσθετη οικονομική
στήριξη.Υπολογίζονται σε 2,5 εκατομμύρια
τα παιδιά που πηγαίνουν σχολείο χωρίς
να έχουν πάρει πρωϊνό, ενώ υπάρχουν
συνταξιούχοι με μισθό 180 ευρώ το μήνα.Οι
άστεγοι αυξάνονται, ενώ η έκθεση
επισημαίνει την ''πλήρη αποσύνδεση''
ανάμεσα στα θετικά οικονομικά αποτελέσματα
που καταγράφει η Γερμανία ,και στην
άνοδο της φτώχειας.Η ανεργία μειώθηκε,
αλλά αυτό είναι αποτέλεσμα της ραγδαίας
αύξησης των ελαστικών μορφών εργασίας
,και όχι στην πραγματική αύξηση των
συνολικών ωρών εργασίας, οι οποίες στην
πραγματικότητα μειώθηκαν.Πάνω από 7,5
εκατομμύρια εργαζόμενοι εργάζονται σε
δουλειές ημιαπασχόλησης με μισθό περίπου
400 ευρώ το μήνα.Οι άνθρωποι αυτοί δεν
θεωρούνται άνεργοι,αλλά λαμβάνουν
τέτοιους μισθούς που δεν μπορούν να
καταναλώσουν τα πλούτη που παράγει ο
γερμανικός καπιταλισμός . Μια μικρή
αύξηση κατά 1,8% που δόθηκε στους κατώτατους
μισθούς δεν καλύπτει το κενό, αφού από
τα τέλη της δεκαετίας του 1990 και ως το
2009 οι Γερμανοί εργοδότες είχαν καταφέρει
το πάγωμα των αυξήσεων. Μάλιστα, οι
πραγματικοί μισθοί σε πολλές περιπτώσεις
μειώθηκαν, κάτι που αποδεικνύεται και
από την υποχώρηση της εγχώριας ζήτησης
2% από τον Αύγουστο του 2014 και μετά
(μπροστά σε αυτό το καταστρεπτικό για
τον γερμανικό καπιταλισμό γεγονός, η
κυβέρνηση συμφώνησε σε κάποιες αυξήσεις
με τους εργοδότες, με αποτέλεσμα να
παρατηρηθεί μια μικρή ανάκαμψη της
κατανάλωσης. Όμως το πρόβλημα παραμένει).Το
γερμανικό κράτος προσπαθεί να μοιράσει
κάποια κοινωνικά επιδόματα με στόχο να
αυξηθεί η εσωτερική κατανάλωση και
κατ'επέκταση η παραγωγή, όμως η κίνηση
αυτή δεν φέρνει τα επιθυμητά αποτελέσματα,
αφού το ίδιο το κράτος λαμβάνει τα
χρήματά που μοιράζει από τους ίδιους
τους Γερμανούς εργαζόμενους.Έτσι λοιπόν,
η προοπτική της αύξησης των μισθών με
στόχο να μειωθεί το κενό ανάμεσα σε αυτά
που παράγει ο γερμανικός καπιταλισμός
και σε αυτά που καταναλώνουν οι Γερμανοί
εργαζόμενοι,(να αυξηθεί δηλαδή η εσωτερική
κατανάλωση) δεν είναι κάτι που σκέπτεται
η γερμανική αστική τάξη (και από ό,τι φαίνεται η γερμανική εργατική τάξη, δεν φαίνεται διατεθειμένη να την αναγκάσει να το σκεφτεί) . Παραμένει η Γερμανία μια
κατά βάση εξαγωγική οικονομία.Έτσι,
ο γερμανικός καπιταλισμός, στράφηκε
στη δεύτερη προοπτική , που είναι η ακόμα
μεγαλύτερη καπιταλιστική εκμετάλλευση,
με στόχο την ακόμα μεγαλύτερη μείωση
του εργατικού κόστους.Η γερμανική αστική
τάξη μπροστά στον ενδεχόμενο επιβράδυνσης
της γερμανικής οικονομίας αντέδρασε
με τον μοναδικό τρόπο που μπορούσε να
αντιδράσει μια αστική τάξη:<b>αναπαράγοντας
σε ακόμα μεγαλύτερο βαθμό τα αίτια που
προκάλεσαν την κρίση</b>. Προσανατολίζεται
σε μια ακόμα μεγαλύτερη εντατικοποίηση
της καπιταλιστικής εκμετάλλευσης.Η
αστική τάξη, γνωρίζει πολύ καλά ,ότι το
μόνο που μπορεί από τη φύση της να κάνει
για να ξεπεράσει την καπιταλιστική
κρίση, είναι η ακόμα μεγαλύτερη
εκμετάλλευση της εργατικής δύναμης.Άλλωστε, πρόκειται για μια προσχεδιασμένη πολιτική των ευρωπαϊκών καπιταλιστικών κρατών, ήδη από την εποχή πριν την κρίση .
<b><i>''Η εκδήλωση της
κρίσης αξιοποιείται από το κεφάλαιο
για επέκταση των ελαστικών εργασιακών
σχέσεων, κατάργηση των συλλογικών
συμβάσεων ,αποδιοργάνωση του εργάσιμου
χρόνου. Στη σύνοδο κορυφής της Ε.Ε. στην
Πράγα (2009) για την απασχόληση προτάθηκαν
και πάλι η επέκταση των ευέλικτων μορφών
εργασίας, η ημιαπασχόληση , η ''προσαρμογή
των ωρών του εργάσιμου χρόνου'' δηλαδή
η επέκταση της 4ήμερης εργασίας , με
μειωμένες αποδοχές και η ''μείωση του
μη μισθολογικού κόστους'' για τον
εργοδότη, δηλαδή η ουσιαστική απαλλαγή
του από τις ασφαλιστικές εισφορές.Δόθηκε
επίσης , έμφαση στη διευκόλυνση της
κινητικότητας των εργαζομένων από τη
μια θέση εργασίας στην άλλη και από το
κράτος σε κράτος στο εσωτερικό της
Ε.Ε.'' (Η Διεθνής Οικονομική Κρίση και η
Θέση της Ελλάδας .Οι Θέσεις του ΚΚΕ.εκδ.
Σύγχρονη Εποχή, σελ.42)</i></b>.Και,
ποιός είναι πιο ιδανικός εκμεταλλευόμενος
από τον μετανάστη που μόλις γλίτωσε από
βομβαρδισμούς, και πρόθυμα θα εργαστεί
για ένα κομμάτι ψωμί;Η γερμανική αστική
τάξη, αφού δεν διατίθεται να δώσει
αυξήσεις ώστε να τονώσει την εσωτερική
αγορά, αξιοποιεί την κρίση για μια ακόμα
μεγαλύτερη εκμετάλλευση .Έτσι
λοιπόν είδαμε ότι η αποδοχή των μεταναστών
από το γερμανικό κράτος, έγινε πάνω στην
ώρα της προοπτικής επιβράδυνσης της
γερμανικής οικονομίας.Οι μετανάστες
θα αναλάβουν το ρόλο της φθηνής εργατικής
δύναμης, ούτως ώστε να μπορέσει ο
γερμανικός καπιταλισμός να πουλά πιο
φθηνά τα προϊόντα του και έτσι να μπορεί
να συναγωνιστεί οικονομίες εξαγωγικές
που οι μισθοί παραμένουν σε πολύ χαμηλά
επίπεδα (π.χ Κίνα).</span></span></span></h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;">Το
γερμανικό κράτος δέχτηκε τους μετανάστες
για καθαρά οικονομικούς λόγους.Με την
είσοδο των μεταναστών πετυχαίνει ''με
ένα σμπάρο δύο τρυγόνια'' :λύνει ταυτόχρονα
το πρόβλημα της τάσης μείωσης του
πληθυσμού, και δέχεται φθηνό εργατικό
προσωπικό. </span></span></span></h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<style type="text/css">p { margin-bottom: 0.1in; line-height: 120%; }a:link { }</style><span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;"><b>Το
ελληνικό μοντέλο</b>.Η
αντιμετώπιση της άφιξης των προσφύγων
ως ελπίδα για μια οικονομία ώστε να
λύσει τα προβλήματα που αυτή αντιμετωπίζει
(πληθυσμιακό και καπιταλιστικής
εκμετάλλευσης ) ,δεν είναι γερμανική
πρωτοτυπία. Ο ελληνικός καπιταλισμός
έλυσε, χάρη στους πρόσφυγες του 1922
,παρόμοια προβλήματα. Η Ελλάδα, πύκνωσε
τον πληθυσμό της σε περιοχές που
κατοικούνταν από αλλόφυλους (π.χ
Μακεδονία) και ταυτόχρονα, ο προσφυγικός
πληθυσμός λειτούργησε ως φθηνό εργατικό
δυναμικό, με αποτέλεσμα η ελληνική
οικονομία να καταγράψει σημαντική
ανάπτυξη (από τον Αύγουστο του 1922, μέχρι
τη συμφωνία για την υποχρεωτική ανταλλαγή
των πληθυσμών ανάμεσα σε Τουρκία και
Ελλάδα, είχαν ήδη φθάσει 900.000 πρόσφυγες
στην Ελλάδα από τη Μικρά Ασία και την
ανατολική Θράκη).</span></span></span></h2>
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</span></span></span></h2>
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<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;">Οι
αλλεπάλληλες κρίσεις του διεθνούς
συστήματος (1920-22,1924, 1927,1929) έδρασαν πάνω
στην ελληνική οικονομία με τρόπο διαρκή
και σωρευτικό. Η απομόνωση της , λόγω
του παγκόσμιου πολέμου, βοήθησε την
ανάπτυξη της εγχώριας παραγωγής. Όμως,
η βασική αιτία ανάπτυξης του ελληνικού
καπιταλισμού, ήταν η φθηνή εργατική
δύναμη των προσφύγων.<b> <i>''Ένα μεγάλο
μέρος των προσφύγων εμφανίστηκε σαν
μια αξιόλογη και ειδικευμένη φθηνή
εργατική δύναμη ,πράγμα που αποτέλεσε
ένα επιπλέον κίνητρο για τη δημιουργία
νέων παραγωγικών μονάδων (Ιστορία του
Ελληνικού Έθνους, εκδοτική Αθηνών, τόμος
35,σελ.63)</i></b>.Η παγκόσμια καπιταλιστική
κρίση, οδήγησε τους ξένους επενδυτές
στην αναζήτηση αγορών , και η Ελλάδα
άρχισε να θεωρείται μια καλή περίπτωση.
Μπορεί ,σύμφωνα με τις στατιστικές της
Κοινωνίας των Εθνών, κατά την περίοδο
1928-1938 να σημείωσε την υψηλότερη αύξηση
της βιομηχανικής παραγωγής στον κόσμο
(65%) μετά την Σοβιετική Ένωση (877%) και την
Ιαπωνία (73%) ,όμως η ανάπτυξη αυτή
στηρίχθηκε στην εντατική εκμετάλλευση
των εργατών. Ο Ζολώτας έλεγε χαρακτηριστικά
το 1925:<i> <b>''σήμερον ο εργάτης αμείβεται
ολιγώτερον ή προ του πολέμου'' (Ιστορία
του Ελληνικού Έθνους ,εκδοτική Αθηνών,τόμος
35, σελ.39)</b></i>.Ανάπτυξη και καπιταλιστική
εκμετάλλευση πορεύτηκαν παράλληλα στην
Ελλάδα μετά την Μικρασιατική Καταστροφή
και την έλευση των προσφύγων .<b><i>''ο
προσφυγικός πληθυσμός αντιπροσώπευε
ένα μεγάλο ''εφεδρικό στρατό'' εργασίας,
χωρίς άλλη διέξοδο, μια και η μετανάστευση
είχε αποκλειστεί, πράγμα που επέτρεψε
στην ελληνική βιομηχανία να εξακολουθεί
να στηρίζεται, σχεδόν κατ'αποκλειστικότητα,
στο φθηνό ημερομίσθιο.Οι πρόσφυγες ,
και κυρίως οι γυναίκες ,αποτέλεσαν
σημαντικό μέρος του βιομηχανικού
εργατικού δυναμικού στον Μεσοπόλεμο,
ενισχύοντας μάλιστα την κινητικότητά
του, καθώς τα πρώτα χρόνια εγκατάστασης
, οι πρόσφυγες μετακινούνταν αναζητώντας
καλύτερες συνθήκες βιοπορισμού:''οι
πρόσφυγες'' έγραφε το 1928 ο Επιθεωρητής
Εργασίας Ι.Αναπλιώτης, ''ως εκ της ανάγκης
εις ην ευρέθησαν ..δέχονται να εργάζωνται
με τα προσφερόμενα υπό των εργοδοτών
ημερομίσθια ...αποχωρούν όμως εις πρώτην
παρουσιαζόμενην ευκαιρία ..''.Με δεδομένη
την άνοδο του τιμάριθμου, το πραγματικό
ημερομίσθιο μειώθηκε στη δεκαετία του
1920 (σε δείκτες και με βάση 100 το 1914, το
πραγματικό μέσο ανδρικό ημερομίσθιο
έπεσε από 81,5 το 1919 σε 76,3 το 1928 σε μια
μεγάλη κλωστοϋφαντουργία του
Πειραιά).(Ιστορία του Νέου Ελληνισμού,
εκδόσεις Ελληνικά Γράμματα, τόμος 7,
σελ.128)</i></b>.Τα ελάχιστα εργατικά δικαιώματα
των εργατών καταπατούνταν, και ο
τιμάριθμος αναλάμβανε με έμμεσο τρόπο
την απαξίωση της εργατικής δύναμης.Η
Ελλάδα έγινε επενδυτικός παράδεισος
και η εξαγωγές της αυξήθηκαν. </span></span></span>
</h2>
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</span></span></span></h2>
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<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;">Κάτι
τέτοιο ελπίζει η αστική τάξη της Γερμανίας
για τον γερμανικό καπιταλισμό.Η
Γερμανία, ελπίζει ότι θα μετατραπεί σε μια καθαρά
εξαγωγική χώρα στηριζόμενη στην εντατική
εκμετάλλευση των μεταναστών , με σχεδόν
μηδενική εσωτερική κατανάλωση, ικανή
να συναγωνιστεί τις χαμηλές τιμές των
κινεζικών εξαγωγικών προϊόντων
(χαμηλές τιμές που είναι αποτέλεσμα της
εντατικής εκμετάλλευσης των Κινέζων
εργατών από τον κινεζικό καπιταλισμό).Όσο
αφορά εκείνους που ισχυρίζονται ότι το
εξαγωγικό μοντέλο της Γερμανίας
στηρίζεται στην <i>''ποιότητα των
εμπορευμάτων </i><i>,την τεχνολογία και
την ειδίκευση </i><i>''</i> και όχι στην
υπερεκμετάλλευση των εργατών, αρκεί να
τους θυμίσουμε ότι τα γερμανικά προϊόντα
δεν ήταν πάντα συνώνυμα με την ποιότητα και τίποτα δεν εγγυάται ότι θα εξακολουθούν να είναι.
Η γερμανική οικονομία πέρασε (όπως τώρα
περνά η Κίνα) την περίοδο της φθηνής και
ποιοτικά κατωτέρου παραγωγού, και δεν
υπάρχει τίποτα που να εμποδίζει μια
επιστροφή σε μια τέτοια μορφή στην
περίπτωση που η γερμανική αστική τάξη
το επιλέξει .<span lang="el-GR"> </span><b><span lang="el-GR"><i>''Εξαίσια
ανοησία που είναι το πιο χαρακτηριστικό
και μαζικό προϊόν της πνευματικής
βιομηχανίας της Γερμανίας ,φτηνό πράμα
αλλά κακής ποιότητας,ακριβώς όπως και
άλλα βιομηχανικά προϊόντα της Γερμανίας
,μόνο που δυστυχώς δεν αντιπροσωπεύτηκε
πλάι τους στην έκθεση της Φιλαδέλφειας''
(Στις 10 Μαϊου 1876 στα 100 χρόνια από την
ίδρυση των Η.Π.Α στη Φιλαδέλφεια
εγκαινιάσθηκε η έκτη παγκόσμια βιομηχανική
έκθεση.Ανάμεσα σε 40 χώρες που έπαιρναν
μέρος ήταν και η Γερμανία .Ο πρόεδρος
όμως των γερμανών κριτών που διορίσθηκε
από τη γερμανική κυβέρνηση ,ο διευθυντής
της Βιομηχανικής Ακαδημίας του Βερολίνου
καθηγητής Φ.Ριέλο αναγκάσθηκε να
αναγνωρίσει ότι η γερμανική βιομηχανία
καθυστερούσε σημαντικά σε σύγκριση
με τη βιομηχανία των άλλων χωρών και
ότι κατασκευάζει φτηνά πράγματα αλλά
κακής ποιότητας .Αυτή η δήλωση προκάλεσε
πολλές αντιδράσεις στον τύπο .Η εφημερίδα
''</i></span><span lang="en-US"><i>Volksstaat'' </i></span><span lang="el-GR"><i>ειδικότερα
δημοσίευσε τον Ιουλίο-Σεπτέμβριο μια
σειρά άρθρα αφιερωμένα σε αυτό το
σκανδαλώδες γεγονός''(Ενγκελς ,Διαλεκτική
της Φύσης, εκδ. Σύγχρονη Εποχή,σελ.24 )</i></span></b><span lang="el-GR">.</span></span></span></span></h2>
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</span></span></span></h2>
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<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;">Όμως
, κάθε σύγκριση της Ελλάδας του 1922 με τη
Γερμανία του 2015 σταματά σε αυτό το
σημείο.Ο γερμανικός καπιταλισμός
καλείται να αντιμετωπίσει προβλήματα,
που δεν είναι σίγουρο ότι η εντατική
εκμετάλλευση των προσφύγων θα λύσει.</span></span></span></h2>
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</span></span></span></h2>
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<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;">Πρώτα
από όλα, οι πρόσφυγες του 1922 αντέδρασαν
έντονα στην εκμετάλλευσή τους.Οι
πρόσφυγες Μικρασιάτες εργάτες , αν και
αρχικά ,κάτω από την πίεση της καταστροφής,
δέχτηκαν να δουλέψουν για χαμηλά
μεροκάματα (φουντώντας τον ρατσισμό
των ντόπιων Ελλαδιτών) στη συνέχεια αντιστάθηκαν
με πείσμα ενάντια στην υπερεκμετάλλευσή
τους. Συνδικάτα δημιουργήθηκαν, οι
απεργίες δυνάμωσαν, ενώ δεν πρέπει να
θεωρείται καθόλου άσχετο το γεγονός
ότι το Κ.Κ.Ε ενισχύθηκε κοινωνικά και
εκλογικά στις περιοχές που κατά βάση
διέμεναν οι πρόσφυγες (είναι αρκετά
ενδεικτικό ότι ακόμα και σήμερα, περιοχές
με προσφυγική παράδοση, Καισαριανή,
Βύρωνας, Ν.Ιωνία, Κορυδαλλός,Nίκαια,
κ.α.,ενισχύουν το Κ.Κ.Ε ). Αυτοί οι εργατικοί
αγώνες, αν και δεν κάλυψαν το κενό ανάμεσα
σε αυτά που παρήγαγε ο ελληνικός
καπιταλισμός και σε αυτά που καταναλώνονταν
από τους εργάτες, εντούτοις, καλυτέρεψαν
τη ζωή τους. Όσο περίεργο και αν ακούγεται
αυτό, η αύξηση της κατανάλωσης που
προήλθε χάρη στους αγώνες , προκάλεσε
την διεύρυνση της εγχώριας -εσωτερικής
κατανάλωσης, με αποτέλεσμα ο ελληνικός
καπιταλισμός να μην παρουσιάσει τα
προβλήματα που καλείται να λύσει σήμερα
ο γερμανικός καπιταλισμός. Όσο αφορά
τη Γερμανία , το ζήτημα που τίθεται
είναι κατά πόσο οι πρόσφυγες (που θα
αποτελέσουν τον εργατικό πληθυσμό της
Γερμανίας) θα καταφέρουν να νικήσουν
τον αυξανόμενο ρατσισμό των Γερμανών
και να διεκδικήσουν τον πλούτο που
παράγουν . Θα καταφέρουν να ξεπεράσουν
οι ίδιοι τα στερεότυπα στα οποία θα
θελήσει να τους εντάξει ο γερμανικός
καπιταλισμός; Σε αντίθεση με τους
Μικρασιάτες πρόσφυγες που ανήκαν στο
ίδιο έθνος με τους εκμεταλλευτές
τους(πράγμα που διευκόλυνε την ταξική
τους συνειδητοποίηση) , οι Σύροι και
Αφγανοί πρόσφυγες θα κλιθούν να
αντιμετωπίσουν στερεότυπα που θα
δυσκολεύουν την ταξική πάλη και την
συνείδησή του γεγονότος ότι προορίζονται
για φθηνή πρώτη ύλη των γερμανικών
εργοστασίων (είναι ενδεικτικό ότι
πολλοί μετανάστες περνούσαν τα σύνορα
της Γερμανίας φωνάζοντας ρυθμικά το
όνομα της Καγκελαρίου, αποδίδοντας στον
κυριότερο εκπρόσωπο του πολιτικού
προσωπικού της γερμανικής αστικής
τάξης, ''ανθρωπιστικά ιδεώδη'' ) .Ήδη σε
μεγάλο βαθμό, στη Γερμανία (αλλά και σε
άλλες καπιταλιστικά ανεπτυγμένες χώρες)
έχει αρχίσει να δημιουργείται μια
διαστρωμάτωση -τύπου κάστας- που
στηρίζεται στο ρατσισμό και συνδέει
τις εθνικότητες με τις τάξεις.Οι
ολιγάριθμοι πλούσιοι ή ευκατάστατοι
Γερμανοί, που έχουν περισσότερες
ευκαιρίες για μόρφωση και κοινωνική
καταξίωση ,καταλαμβάνουν την κορυφή
της πυραμίδας. Ακριβώς από κάτω τους,
στο ενδιάμεσο στρώμα, βρίσκονται οι
φτωχοί Γερμανοί καθώς και οι μετανάστες
που ζουν από καιρό στη Γερμανία και
θεωρούνται <i>''κοινωνοί του γερμανικού
πολιτισμού ''</i>. Οι μετανάστες αυτοί
αναλαμβάνουν για χάρη του γερμανικού
καπιταλισμού την οργάνωση της εκμετάλλευσης
του προσφυγικού -μεταναστευτικού
εργατικού δυναμικού.Τέλος, στο χαμηλότερο
στρώμα, κατατάσσονται οι μετανάστες
που καταφθάνουν χωρίς καν να γνωρίζουν
τη γλώσσα, και είναι ικανοί μόνο για να
πουλήσουν φθηνά την εργατική τους
δύναμη.Το φτωχό αυτό στρώμα, αν δεν
αποκτήσει ταξική συνείδηση ,θα ταυτιστεί
με την ''πολιτιστική καθυστέρηση''
(ταύτιση που κάνουν όχι μόνο οι Γερμανοί
πολιτικοί ,αλλά οι ευρωανθρωπιστές)
και μοιραία θα συνδεθεί με την ανέχεια
και με ό,τι αυτή συνοδεύεται (παρανομία,
εγκληματικότητα, ''έλλειψη πολιτισμού'').Το
στρώμα αυτό ,αν δεν αποδόσει στον εαυτό
του ταξική ταυτότητα (αν δηλαδή αποδεχθεί
τον χαρακτηρισμό του <i>''αναξιοπαθούντα
καθυστερημένου μουσουλμάνου''</i> που
προσπαθούν να του αποδόσουν ευρωανθρωπιστές
και Γερμανοί καπιταλιστές) είναι
καταδικασμένο να εγκατασταθεί σε
''φυλετικά γκέτο'' που αναπαράγουν τη
φτώχεια ,καθώς και τα ρατσιστικά
στερεότυπα που καλύπτουν ιδεολογικά
την απαξίωση και άρα την υπερεκμετάλλευση της εργατικής δύναμης των
προσφύγων.Με λίγα λόγια, υπάρχει ο
κίνδυνος για τους μετανάστες που
πηγαίνουν στη Γερμανία, τα προϊόντα της
φτώχειας τους (εγκληματικότητα, έλλειψη
μόρφωσης) , να μην αποδοθούν στην ταξική
διάρθρωση της γερμανικής οικονομίας
,αλλά σε φυλετικούς παράγοντες,φουντώνοντας
ακόμα περισσότερο τον ρατσισμό.Ο ρατσισμός , θα λειτουργήσει
με τη σειρά του έτσι ώστε να διατηρηθεί
φθηνή η εργατική δύναμη , και με τον
τρόπο αυτόν να διατηρηθεί η φτώχεια των
μεταναστών.Μια φτώχεια που πάλι με τη
σειρά της θα ενισχύσει τα ρατσιστικά
στερεότυπα κ.ο.κ Πρόκειται δηλαδή για
έναν φαύλο κύκλο, που οι μετανάστες θα
σπάσουν με μεγάλη δυσκολία .Τα γκέτο
που θα δημιουργηθούν (ο φυσικός χώρος
δηλαδή που ανακυκλώνει το στερεότυπο
<i>μειονότητας-φτώχειας-ρατσισμού</i>) , θα
αποδοθούν ,όχι στην καπιταλιστική
εκμετάλλευση, αλλά στην <i>''φυσική ροπή
των αλλοδαπών για εγκληματικότητα</i><i>'</i><i>'
</i>.Όλο και πιο συχνά θα ακούμε τους
ρατσιστές να λένε , ότι οι μετανάστες
έφτιαξαν γκέτο (όπου ανθεί η εγκληματικότητα
και η έλλειψη μόρφωσης) ,όχι επειδή είναι
φτωχοί, αλλά γιατί είναι <i>''απολίτιστοι
τριτοκοσμικοί''</i>. Μια τέτοια οπτική
των πραγμάτων , αν επικρατήσει, θα
ευννοήσει ,όχι ταξικές, αλλά ''πολιτιστικές
συγκρούσεις'' ανάμεσα σε φτωχά στρώματα
διαφορετικών πολιτισμών. Ασφαλώς μια
τέτοια κατάσταση, ικανοποιεί τη γερμανική
αστική τάξη και τους συμμάχους της (
στην Ελλάδα, αν και στις φτωχές προσφυγικές
συνοικίες αναπτύχθηκε η εγκληματικότητα,
πράγμα που αντανάκλασε η κουλτούρα
του ρεμπέτικου, η εγκληματικότητα αυτή
δεν συνδυάστηκε γενικά με τους Ελληνες-δεν
θα μπορούσε, αφού οι Μικρασιάτες ανήκαν στο ίδιο έθνος με την ντόπια αστική τάξη . Το γεγονός αυτό βοήθησε
την ταξική συνειδητοποίηση των προσφύγων).
Για να καταλάβει κανείς το πως η σύνδεση
ρατσισμού - καπιταλιστικής εκμετάλλευσης
έχει δημιουργήσει φυλετικά γκέτο που
αναπαράγουν τη σχέση αυτή , δεν έχει
παρά να ρίξει μια ματιά στα γκέτο των
νέγρων (της βασικής δηλαδή εργατικής
δύναμης) των Η.Π.Α. Δεν είναι καθόλου
παράξενο ,αλλά τέτοιου είδους γκέτο
μειονοτήτων μεταναστών, έχουν ήδη
αρχίσει να εμφανίζονται και στη Γερμανία
(αλλά και στη Σουηδία, Αγγλία κ.α) .</span></span></span></h2>
<h2 style="text-align: left;">
<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span></span></h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;">Ο
δεύτερος λόγος που δεν μπορούμε να
ταυτίσουμε τη Γερμανία του 2015, και την
Ελλάδα του 1922, είναι η κατάσταση του
παγκόσμιου καπιταλισμού. Η ελληνική
οικονομία , ως μια μικρή αναπτυσσόμενη
οικονομία, ευννοήθηκε από την παγκόσμια
καπιταλιστική κρίση, αφού έγινε ιδανικός
τόπος εισαγωγής επενδυτικών κεφαλαίων
που λόγω κρίσης είχαν αποσυρθεί από τα άλλα μέρη της γης. Το παγκόσμιο
επενδυτικό κεφάλαιο επένδυσε στην
Ελλάδα, αφού η άφιξη φθηνού εργατικού
δυναμικού, έκανε τις επενδύσεις αυτές
σχετικά ασφαλείς.Το ίδιο πράγμα δεν
συμβαίνει στη Γερμανία.Η Γερμανία είναι
ήδη μια μεγάλη οικονομία, και η ενδεχόμενη
μείωση της εσωτερικής αγοράς (λόγω της
επερχόμενης υπερεκμετάλλευσης των
μεταναστών) δεν κάνει ευνοϊκή κάθε
είδους επένδυση.Ο Μάρσελ Φράτσερ του
οικονομικού ινστιτούτου DIW της Γερμανίας
εκτιμά ότι η Γερμανία ήδη στερείται
ετησίως επενδύσεις 80 δις ευρώ εξαιτίας
της υποχώρησης των δαπανών σε υποδομή
και τεχνολογικό εξοπλισμό από τον
δημόσιο και ιδιωτικό τομέα κατά τις
τελευταίες δεκαετίες (<i><b>Καθημερινή
10/10/2014</b></i>). Το γερμανικό κράτος , προσπαθεί
μέσω κάποιων επιδομάτων να τονώσει την
εσωτερική κατανάλωση (και κατ'επέκταση
τις επενδύσεις) αλλά ο γερμανικός
καπιταλισμός παράγει πολύ περισσότερα
από αυτά που καταναλώνονται .Άλλωστε,
η κεντρική γερμανική πολιτική στρέφεται
σε μια ολοένα και μεγαλύτερη μείωση των
κοινωνικών επιδομάτων.</span></span></span></h2>
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</span></span></span></h2>
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<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: "times" , "times new roman" , serif;">Η
μόνη λύση για τον γερμανικό καπιταλισμό
(μια λύση πρόσκαιρη και εφήμερη μέχρι
την επόμενη κρίση) θα ήταν να αναπτυχθεί
σε τέτοιο βαθμό η ταξική πάλη στη
Γερμανία, ώστε να αυξηθεί η κατανάλωση
και να μειωθεί η κρίση συσσώρευσης
κεφαλαίου. Όμως, όπως έχει σωστά επισημανθεί
από χρόνια πριν, η ίδια η εκμετάλλευση
των εργατών που δημιουργεί τις κρίσεις,
είναι στην ίδια τη φύση του συστήματος
αυτού.Κανένας καπιταλισμός δεν μπορεί
να λύσει μόνος του τα προβλήματα που
αυτός δημιουργεί. Συνεπώς, η όξυνση της
κρίσης και η ακόμα μεγαλύτερη επιβράδυνση
(και στη συνέχεια μείωση) της γερμανικής
παραγωγής ,θα πρέπει να θεωρείται
δεδομένη. Ακόμα και αν (ή μάλλον ακριβώς επειδή) οι μετανάστες δουλέψουν σαν δούλοι...</span></span></span></h2>
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skoupidontenekeshttp://www.blogger.com/profile/00038683689422944831noreply@blogger.com0tag:blogger.com,1999:blog-2156273164525953801.post-53743009892692420742015-05-31T08:39:00.001-07:002015-09-09T09:10:17.818-07:00Η μικροαστική επανάσταση.<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><br /></span>
</h2>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><br /></span>
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<span style="font-family: Times New Roman, serif; font-size: large;"><b>Η
ΜΙΚΡΟΑΣΤΙΚΗ ΕΠΑΝΑΣΤΑΣΗ.</b></span></h2>
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</h2>
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<span style="font-family: Times New Roman, serif; font-size: large;">(μια
ανάρτηση ανάμεσα στις εκλογές του
Γενάρη 2015 και την ψήφιση νέων ''μνημονιακών''
μέτρων, ή την έξοδο της χώρας από την Ευρωζώνη).</span></h2>
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<span style="font-size: large;"><br /></span>
</h2>
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</h2>
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<span style="font-size: large; font-weight: normal;"><span style="font-family: Times New Roman, serif;">Τα
τελευταία χρόνια γίνεται μια μεγάλη
κουβέντα, σχετικά με τα αίτια της ανόδου
του φασισμού στην Ελλάδα.Πολλά
γράφονται,πιο λίγα λέγονται και ακόμα
λιγότερα γίνονται.Η ελληνική κοινωνία
φαίνεται να μην μπορεί να αντέξει το
γεγονός ότι ένα μεγάλο μέρος της έχει
κάνει στροφή στο φασισμό.</span></span></h2>
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</h2>
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</h2>
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<span style="font-size: large; font-weight: normal;"><span style="font-family: Times New Roman, serif;">Οι
αιτίες που αποδίδονται στη φασιστική
άνοδο, είναι τόσες όσες και η κοινωνική
προέλευση των ανθρώπων που τις διατυπώνουν.</span></span></h2>
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</h2>
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<span style="font-size: large; font-weight: normal;"><a name='more'></a><br /></span>
</h2>
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</h2>
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<span style="font-size: large; font-weight: normal;"><span style="font-family: Georgia, serif;"><span style="font-family: Times New Roman, serif;">Κάποιο</span><span style="font-family: Times New Roman, serif;">ι</span><span style="font-family: Times New Roman, serif;">
</span><span style="font-family: Times New Roman, serif;">υποστηρίζουν
</span><span style="font-family: Times New Roman, serif;">
ότι η στροφή των Ελλήνων στο φασισμό
,είναι αποτέλεσμα της </span><span style="font-family: Times New Roman, serif;">διαφθοράς
των πολιτικών</span><span style="font-family: Times New Roman, serif;">.</span><span style="font-family: Times New Roman, serif;">Αυτό,είναι
κατά κάποιο τρόπο σωστό,αλλά είναι
μερικά σωστό. Η ελληνική κοινωνία
χαρακτηρίζεται από το διεφθαρμένο
πολιτικό της προσωπικό, από την εποχή
της ίδρυσης του ελληνικού κράτους.Δεν
χρειάζεται εδώ να αναφέρουμε τα
''σκάνδαλα'' που έγιναν γνωστά.Κάποιος
άνθρωπος που γεννήθηκε πρόσφατα,το 1980
για παράδειγμα, ήδη έχει ζήσει αρκετά
από αυτά.Όμως, η δημοσιοποίηση των
σκανδάλων ,το μόνο που κατάφερνε ήταν
η ευκαιριακή αγανάκτηση των Ελλήνων
εναντίον του κόμματος που φερόταν ως
εμπλεκόμενο στο σκάνδαλο.Το εκλογικό
σώμα , στην πλειοψηφία του ,εξέφραζε την
υποκριτική οργή του για την πολιτική
διαφθορά και το μόνο που έκανε για
αυτό,ήταν ότι απαιτούσε ένα κομμάτι των
''κλεμμένων'' να ''γλιστρήσει'' και στα
πιο χαμηλά στρώματα.Ακόμα και αν δεν
γινόταν αυτό το ''μοίρασμα'' άμεσα (οι
διεφθαρμένοι δεν πετούσαν τα κλεμμένα
χρήματα από τα μπαλκόνια) , οι εκλογείς
δικαιολογούσαν ηθικά τη διαφθορά ,
αφού με τη διαφθορά πίστευαν,λανθασμένα
όπως αποδείχτηκε, ότι θα επιβίωναν και
θα καλυτέρευαν τις συνθήκες διαβίωσής
τους σε μια κατά τα άλλα καπιταλιστική
κοινωνία. Με αυτόν τον μικροαστικό
τρόπο αντίληψης της πραγματικότητας ,κάθε
φορά που ξέσπαγε ένα σκάνδαλο, το μόνο
που γινόταν ήταν να δωθεί άφεση αμαρτιών
στο πολιτικό σύστημα. Το πολιτικό
σύστημα από τη μεριά του,επέτρεπε τη
διάχυση της διαφθοράς σε όλη την
κοινωνία.Αν υπήρχε η αίσθηση στις μάζες
ότι δεν γινόταν αυτός ο ''εκδημοκρατισμός''
της διαφθοράς, τότε, η εντολή κυβέρνησης
δινόταν στο κόμμα που βρισκόταν στην
αξιωματική αντιπολίτευση, το οποίο,
όσο καιρό περίμενε στον ''πάγκο'', υποσχόταν
ότι θα μοιράσει πλούτη στο εκλογικό
σώμα που η υπάρχουσα κυβέρνηση αρνείται
να δώσει.Φυσικά, ούτε λόγος δεν γινόταν
για πάταξη της διαφθοράς (κανένα κόμμα
δεν κέρδισε με αυτό το σύνθημα τις
εκλογές) ,αφού αυτό ήταν κάτι που
εκλαμβανόταν ως απειλή από τα μεσαία
στρώματα (ή τουλάχιστον αυτά που
αισθάνονταν ως τέτοια) και τα οποία
αποτελούσαν το target group της κάθε υποψήφιας
κυβέρνησης.Έτσι μοιράστηκε η εξουσία
ανάμεσα σε Πα.σο.κ και Νέα Δημοκρατία
τα τελευταία χρόνια.Στα χρόνια αυτά ,η
ναζιστική Χρυσή Αυγή ,που αυτοπαρουσιάζεται
ως το ''αδιάφθορο κόμμα'' ελάμβανε
χαμηλότατα ποσοστά.Στις εκλογές του
2009 (την χρονιά πριν την κρίση) η Χρυσή
Αυγή,έλαβε 19.624 ψήφους, το ποσοστό 0,29%
του συνόλου (
<a href="http://ekloges-prev.singularlogic.eu/v2009/pages/index.html">http://ekloges-prev.singularlogic.eu/v2009/pages/index.html</a>
) .Μόλις 0,1 μονάδα πάνω από τις εθνικές
εκλογές του 2000 και 0,4 μονάδες λιγότερες
από τις ευρωεκλογές του 1999.Αξίζει να
σημειωθεί ότι στα προηγούμενα δύο χρόνια
είχαν αποκαλυφθεί τεράστια σκάνδαλα
(δομημένα ομόλογα, siemens ,σκάνδαλο
Βατοπεδίου, σκάνδαλο Βουλαγαράκη
κ.α).Όμως η αποκάλυψη όλων αυτών των
σκανδάλων δεν ήταν ικανή για την εκλογική
εκτίναξη της Χρυσής Αυγής. Έτσι λοιπόν,
μπορούμε με σιγουριά να πούμε ότι </span><span style="font-family: Times New Roman, serif;">η
ελληνική κοινωνία ζούσε σε μια διεφθερμένη
κοινωνία χωρίς να διαμαρτύρεται για
αυτό, χρόνια πριν αυξήθει η εκλογική
και κοινωνική δύναμη της Χρυσής
Αυγής</span><span style="font-family: Times New Roman, serif;">.Συνεπώς,
δεν ήταν η διαφθορά από μόνη της αυτή
που εκτόξευσε την ισχύ των φασιστών.</span></span></span></h2>
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</h2>
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<span style="font-size: large; font-weight: normal;"><span style="font-family: Georgia, serif;"><span style="font-family: Times New Roman, serif;">Σε
παράλληλη αφαίρεση ,προχωρούν όσοι
αποδίδουν την ενίσχυση των ναζί, στην
</span><span style="font-family: Times New Roman, serif;">αύξηση
της εγκληματικότητας και της εισόδου
των μεταναστών</span><span style="font-family: Times New Roman, serif;">.Ό</span><span style="font-family: Times New Roman, serif;">μως
,όπως και η διαφθορά ,η εγκληματικότητα
και οι μετανάστες (που στη ρητορική της
Χρυσής Αυγής αυτά τα δύο αυθαίρετα
ταυτίζονται) υπήρχαν πολύ πριν την
ισχυροποίηση των ναζί.Για παράδειγμα,
το 2009 ,που η Χρυσή Αυγή πήρε στις εκλογές
μόλις το 0,29% των ψήφων, η εγκληματικότητα
,σύμφωνα με τα στοιχεία της αστυνομίας
(<a href="http://www.astynomia.gr/index.php">http://www.astynomia.gr/index.php</a>
),ήταν:</span></span></span></h2>
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</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-size: large;"><span style="font-weight: normal;"><span style="font-family: Times New Roman, serif;">Τελέστηκαν:
143 ανθρωποκτονίες (οι ημεδαποί δράστες
ήταν διπλάσιοι των αλλοδαπών),</span><span style="font-family: Times New Roman, serif;">4708
ληστείες (οι δράστες ήταν μισοί
ημεδαποί,μίσοι αλλοδαποί)</span><span style="font-family: Times New Roman, serif;">
,214 βιασμοί (οι δράστες ημεδαποί και
αλλοδαποί ήταν ίσοι ) ,</span></span><span style="font-family: Times New Roman, serif;"> <span style="font-weight: normal;">72658
κλοπές και διαρήξεις (οι αλλοδαποί ήταν
λίγο παραπάνω από τους ημεδαπούς)
, επαιτείες 1263 (οι αλλοδαποί ήταν
δεκαπλάσιοι από τους ημεδαπούς)</span>
. <span style="font-weight: normal;">Αντίστοιχα, το 2012 ,που η Χρυσή Αυγή
εκτοξεύτηκε εκλογικά (πήρε σχεδόν
440.000 ψήφους </span>
. </span><b><span style="font-family: Times New Roman, serif;"><a href="http://www.ypes.gr/el/Elections/NationalElections/Results/">http://www.ypes.gr/el/Elections/NationalElections/Results/</a>
) ,</span></b><span style="font-family: Times New Roman, serif;"> </span><span style="font-family: Times New Roman, serif;">η εγκλήματικότητα είχε ως εξής</span><span style="font-family: Times New Roman, serif;"> :
</span><span style="font-family: Times New Roman, serif;">τελέστηκαν 165 ανθρωποκτονίες (οι ημεδαποί
δράστες ήταν 100 παραπάνω από τους
αλλοδαπούς )</span><span style="font-family: Times New Roman, serif;"> </span><span style="font-family: Times New Roman, serif;">, </span><span style="font-family: Times New Roman, serif;">5.992 ληστείες (οι ημεδαποί
δράστες ήταν 300 παραπάνω) ,167 βιασμοί (οι
ημεδαποί ήταν πολύ περισσότεροι), 87.912
κλοπές και διαρύξεις (όπου οι ημεδαποί
ήταν δύο χιλιάδες παραπάνω,</span><span style="font-family: Times New Roman, serif;">πράγμα
που σημαίνει ότι σε συνθήκες κρίσης και
φτώχειας κάποιοι ημεδαποί εγκλημάτισαν
</span><span style="font-family: Times New Roman, serif;">),επαιτείες
961 (όπου οι αλλοδαποί αποτελούσαν τη
συντριπτική πλειοψηφία).Κάνοντας μια
ανάλυση της πορείας της εγκληματικότητας,</span><span style="font-family: Times New Roman, serif;">όλων
των προηγούμενων χρόνων (από το 1990) </span><span style="font-family: Times New Roman, serif;">
κατανοεί κανείς ότι η διακύμανση αυτή
δεν μπορεί να εξηγήσει την ισχυροποίηση
του φασισμού.</span><span style="font-family: Times New Roman, serif;">Για
παράδειγμα ,το 1997 ήταν μια χρονιά που η
εγκληματικότητα ήταν πολύ υψηλά,αλλά
η Χρυσή Αυγή ελάμβανε πολυ χαμηλά
εκλογικά ποσοστά</span><span style="font-family: Times New Roman, serif;">. </span><b><span style="font-family: Times New Roman, serif;"> </span><span style="font-family: Times New Roman, serif;">Άλλωστε ,
σύμφωνα πάντα με τα στοιχεία της Ελληνικής
Αστυνομίας, το 2012</span><span style="font-family: Times New Roman, serif;"> </span><span style="font-family: Times New Roman, serif;">: '' </span><span style="font-family: Times New Roman, serif;"><i>Το
περασμένο έτος (2012) καταγράφηκαν στην
επικράτεια οι λιγότερες ανθρωποκτονίες,
ληστείες και κλοπές – διαρρήξεις της
τελευταίας τριετίας (2010 – 2012) . Σε σύγκριση
με το 2011, καταγράφηκαν (19) λιγότερες
ανθρωποκτονίες, (644) λιγότερες ληστείες,
(9.013) λιγότερες κλοπές – διαρρήξεις και
(1.076) λιγότερες κλοπές τροχοφόρων </i></span><span style="font-family: Times New Roman, serif;"><i>.</i></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Δηλαδή
, η ενδυνάμωση της Χρυσής Αυγής, ήταν
αντιστρόφως ανάλογη με την αύξηση της
εγκληματικότητας.</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Και
να φανταστεί κανείς ότι τη χρονιά του
2012 υπήρξε αύξηση κατά 30% της επιστροφής
μη νόμιμων μεταναστών.</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Οι
Έλληνες έζησαν για χρόνια με αυτό που
οι ίδιοι αντιλαμβανόντουσαν ως ''υψηλή
εγκληματικότητα'' αλλά δεν προέβησαν
στην υποστήριξη ενός κόμματος που
υποσχόταν πογκρόμ κατά των μεταναστών.Η
έλλειψη αυτής της υποστήριξης προέκυπτε
,όχι από αγάπη για τους μετανάστες, αλλά
γιατί τα ''αρνητικά της εγκληματικότητας
των μεταναστών'' ,υπερκαλύπτονταν από
τα θετικά που αποκόμιζε η ελληνική
μεσαία τάξη ,η οποία μπορούσε εύκολα να
εκμεταλλεύεται τους φοβισμέν</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">ου</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">ς
λαθρομετανάστες.Συνεπώς, </span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><b>ούτε
η εγκληματικότητα ,ούτε και οι μετανάστες
συνέβαλαν καθοριστικά στην ισχυροποίηση
των φασιστών</b></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></b></span></h2>
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<span style="font-size: large;"><br /></span>
</h2>
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</h2>
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<span style="font-size: large;"><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Θα
μπορούσε να πει κάποιος ότι η υποστήριξη
προς τη Χρυσή Αυγή είναι αποτέλεσμα της
πεποίθησης ότι η οργάνωση αυτή είναι
μια πατριωτική οργάνωση.Όμως, παράλληλα
με τη Χρυσή Αυγή, υπάρχουν άπειρες
οργανώσεις και κόμματα που αυτοπροβάλλονται
ως ''γνήσια πατριωτικές'' .Επιπλέον, η
σύνδεση της Χρυσής Αυγής με το ναζισμό,
λειτουργεί αναμφίβολα αποτρεπτικά από
το να<b> </b>υιοθετηθεί
από το εκλογικό σώμα ως η οργάνωση των
''γνήσιων πατριωτών''.</span></span></span></b></span></h2>
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</h2>
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<span style="font-size: large;"><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Οι
Έλληνες δεν ''ξύπνησαν'' </span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">ένα
</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">πρωί
και αποφάσισαν να γίνουν πατριώτες.</span></span></span></b></span></h2>
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</h2>
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<span style="font-size: large;"><br /></span>
</h2>
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</h2>
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<span style="font-size: large;"><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Έτσι
λοιπόν ,δείξαμε ότι η ενδυνάμωση της
Χρυσής Αυγής και γενικά του φασισμού,δεν
</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">οφείλεται
στην πολιτική διαφθορά ,ούτε στην
εγκληματικότητα και τη λαθρομετανάστευση.</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Τότε,
ποιά είναι η αιτία αυτού του κοινωνικού
φαινομένου; Γιατί ενισχύθηκαν οι
φασιστές;Ποιό ήταν το καταλυτικό εκείνο
γεγονός;</span></span></span></b></span></h2>
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</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-size: large;"><br /></span>
</h2>
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</h2>
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<span style="font-size: large;"><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Αναμφισβήτητα
</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><b>η
βασική αιτία της φασιστικής επέλασης
είναι η οικονομική κρίση και η φτωχοποίηση
ενός μεγάλο μέρους του πληθυσμού</b></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Ήταν
το ξέσπασμα της καπιταλιστικής κρίσης
το 2010 </span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">ο
παράγοντας που ενίσχυσε τους ναζί.</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Αιτία,που
έχει ιστορικ</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">ά</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">
αποδειχθεί και στο παρελθόν ως ο κύριος
λόγος ενίσχυσης του φασισμού.</span></span></span></b></span></h2>
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<span style="font-size: large;"><br /></span>
</h2>
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</h2>
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<span style="font-size: large;"><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Γιατί
όμως η οικονομική κρίση οδηγεί ένα
μεγάλο μέρος του πληθυσμού στον
φασισμό;Γιατί τα οικονομικά κατεστραμμένα
στρώματα φασιστικοποιούνται;Για να
δώσουμε μια σοβαρή απάντηση θα πρέπει
πρώτα ,πριν τη στροφή των κοινωνιών στο
φασισμό, να δούμε τον τρόπο σκέψης και
συμπεριφοράς της ελληνικής κοινωνίας
πριν την κρίση.</span></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><b>Ο
φασισμός δεν έρχεται από το μέλλον</b></span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></b></span></h2>
<h2 style="text-align: left;">
</h2>
<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-size: large;"><br /></span>
</h2>
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</h2>
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<span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-weight: normal;">Είναι
γνωστό ότι η ελληνική κοινωνία ,μέχρι
το πρόσφατο παρελθόν της μαστιζόταν
από οικονομική και πολιτική αστάθεια.Η
Ελλάδα εξήλθε από τον Δεύτερο Παγκόσμιο
πόλεμο μια, σχεδόν κατεστραμμένη χώρα,
ενώ ο εμφύλιος που ακολούθησε ,ενέτεινε
την πολιτική αβεβαιότητα.Ο ελληνικός
λαός, βγήκε από τον πόλεμο διψασμένος
για πολιτικές ελευθερίες και οικονομική
ευμάρεια, πράγμα στο οποίο αντιδρούσε
το μέχρι τότε πολιτικό -οικονομικό
κατεστημένο,αφού αισθανόταν ότι κάθε
υποχώρηση θα οδηγούσε σε αμφισβήτηση
της εξουσίας του.Οι αγώνες του ελληνικού
λαού για πολιτικές ελευθερίες και
εξάλειψη της φτώχειας, συνεχίστηκαν
καθ'όλα τα μεταπολεμικά χρόνια ,με
αποτέλεσμα την ταραχώδη περίοδο της
δεκαετίας του '60.Το πολιτικό- οικονομικό
κατεστημένο απάντησε στους αγώνες
αυτούς με μια δικτατορία (21/4/67) η οποία
όμως δεν κατάφερε να τους σταματήσει.Αντίθετα,
οι αγώνες εντάθηκαν κατά της διάρκεια
της δικτατορίας.Καθόλου τυχαία, το
σύνθημα που κυριάρχησε στην πάλη κατά
της χούντας ήταν <i>Ψωμί, Παιδεία,
Ελευθερία</i>.Οι αγώνες εντάθηκαν σε
τέτοιο βαθμό, ώστε ένα μεγάλο μέρος
αυτών που συμμετείχαν, υιοθέτησαν την
πλήρη ρήξη με το ίδιο το σύστημα (η
ενίσχυση της κομμουνιστικής αριστεράς
της εποχή αυτή είναι ενδεικτικό της
ριζοσπαστικοποίησης του ελληνικού
λαού).Ήταν παραπάνω από εμφανές στην
οικονομική και πολιτική ελίτ της χώρας
ότι η καταστολή δεν θα μπορούσε να
''συνετίσει'' τον ελληνικό λαό.Η ιθύνουσα
και άρχουσα τάξη συνειδητοποίησε ότι
θα έπρεπε να προσφέρει κάποια
''ανταλλάγματα'' στην ελληνική κοινωνία
,ώστε να μπορέσει η ίδια να αναπαράξει
την εξουσία της.Άμεσος στόχος της
ελληνικής αστικής τάξης έγινε
η δημιουργία μιας μεσαίας τάξης
(μικροαστική τάξη) η οποία θα λειτουργούσε
από μόνη της υποστηρικτικά προς το
καπιταλιστικό σύστημα ,αφού θα τις
δινόταν η ελπίδα ότι το σύστημα αυτό (
ο καπιταλισμός δηλαδή) μπορεί να τη
βοηθήσει στην κοινωνική/ οικονομική
της ανέλιξη.Μια κοινωνική/ οικονομική
ανέλιξη που στις προηγούμενες συνθήκες
απολυταρχίας , φάνταζε -και πραγματικά
ήταν- αδύνατη, με αποτέλεσμα ένα μεγάλο
μέρος του λαού να καταλήγει να αμφισβητεί
δομικά το ίδιο το καπιταλιστικό σύστημα.Η
''συνταγή'' αυτή που προσπάθησε να
εκτελέσει η ελληνική αστική τάξη, δεν
ήταν δική της πρωτοτυπία.Κάθε αστική
τάξη που έχει εδραιώσει σταθερά την
εξουσία της, στηρίζεται σε μια πολυπληθή
μικροαστική τάξη.Σε όλες τις χώρες που
ο καπιταλισμός λειτουργεί χωρίς πολιτικές
κρίσεις, υπάρχει μια εύρωστη μεσαία
τάξη, η οποία επειδή θεωρεί ότι σε
συνθήκες καπιταλισμού μπορεί να ανέλθει
η ίδια οικονομικά, στηρίζει το σύστημα
στο οποίο η ιθύνουσα ελίτ είναι η αστική
τάξη.Για να το καταλάβουμε αυτό,αρκεί
να δούμε το παράδειγμα της Σοβιετικής
επανάστασης.Η φτωχοποίηση του ρωσικού
πληθυσμού στις αρχές του 20ου αιώνα,οδήγησε
ένα μεγάλο μέρος του στην πολιτική
αμφισβήτηση του ίδιου του τσαρισμού.Η
ενίσχυση της ρωσικής αριστεράς είναι
ένδειξη αυτής της ριζοσπαστικοποίησης
του λαού.Ο τσαρισμός το μόνο που μπορούσε
να κάνει ,ήταν η στήριξή του στην
καταστολή,πράγμα που όχι μόνο δεν έλυνε
το πρόβλημα αλλά το διόγκωνε.Η κομμουνιστική
αριστερά εμφανιζόταν ως η δύναμη που
θα ανατρέψει τον Τσάρο.Ανάμεσα σε αυτούς
που, από το πολιτικό προσωπικό, προσπάθησαν
να αποτρέψουν αυτό το ενδεχόμενο ,ένας,ο
Στολύπιν, συνειδητοποίησε ότι για να
πάψει ο ρωσικός λαός να αγωνίζεται, θα
έπρεπε να δημιουργηθεί μια εύρωστη
μεσαία τάξη, που θα αποτελέσει την
πολιτική στήριξη του καπιταλισμού.Ο
Στολύπιν ως πρωθυπουργός προσπάθησε
να δημιουργήσει μια μεσαία τάξη,αλλά
οι προσπάθειές του απέτυχαν.Απέτυχαν
,όχι τόσο γιατί ο ίδιος εκτελέστηκε από
κάποιους ναρόντνικους, αλλά γιατί ο
ίδιος ο Τσάρος δεν μπορούσε και δεν
ήθελε να οπισθοχωρήσει μπροστά στο
ενδεχόμενο ισχυροποίησης μιας αστικής
δημοκρατίας.Τελικά, νίκησε ο κομμουνισμός.Το
ρωσικό παράδειγμα έδρασε καταλυτικά
για τις αστικές τάξεις σε όλο τον
καπιταλιστικό κόσμο.Το μάθημα πάρθηκε:μια
ισχυρή αστική τάξη, χρειάζεται μια
εύρωστη μεσαία τάξη</span>.<span style="font-weight: normal;">Αυτό έκανε και
στην Ελλάδα η αστική τάξη .Προσανατολίστηκε
στη δημιουργία μιας μεσαίας τάξης και
στον σταδιακό εκδημοκρατισμό του
κράτους.Από την μεριά του, ο ελληνικός
λαός δέχτηκε με ανακούφιση αυτή την
αναδιάρθρωση του πολιτικού και οικονομικού
συστήματος.Ήταν πολύ κουρασμένος και
όχι σίγουρος για το αν αξίζει να συνεχίσει
έναν ταξικό πόλεμο. Μια τέτοια συναίνεση
όμως, δεν πρέπει να μας προκαλεί
εντύπωση.Μπορεί τώρα να ακούμε διάφορους
''υπερεπαναστάτες'' να κρίνουν αρνητικά
τον ελληνικό λαό για τη συμβιβαστική
του στάση, όμως ,όπως είπαμε ,ο ελληνικός
λαός είχε ζήσει σε τρομερά δύσκολες
συνθήκες ,και συνεπώς, μια τάση προς τον
κομφορμισμό δεν είναι παράξενη.Κάτι
αντίστοιχο συνέβη και σε άλλες χώρες
μεταπολεμικά</span>.''<i><b>Αλλά και στη δυτική
Ευρώπη βλέπουμε πως οι κοινωνικές και
ψυχολογικές συνέπειες των χρόνων του
πολέμου αποτέλεσαν τα θεμέλια μιας
κοινωνικής συναίνεσης προσανατολισμένης
στην επιδίωξη της ευημερίας ,της μαζικής
κατανάλωσης και της ανασύστασης της
οικογένειας ''(Μαρκ Μαζάουερ ,Σκοτεινή
Ηπειρός τόμος 2 ,σελ.26 Καθημερινή).</b></i></span></h2>
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<span style="font-family: Times New Roman, serif; font-size: large;">Στην
Ελλάδα η <b>εθνική ενότητα- συμφιλίωση</b>,
που επιτεύχθηκε μετά την απομάκρυνση
της χούντας (1973) έγινε πραγματικότητα
χάρη στο <b>''Κοινωνικό Συμβόλαιο''</b> που
ονομάστηκε κωδικά <i><b>Μεταπολίτευση</b></i>.Στον
πυρήνα της λειτουργίας του ελληνικού
μεταπολιτευτικού κράτους βρέθηκε η
δημιουργία και η σταθεροποίηση μιας
μεσαίας τάξης .Η<b> μεσαία τάξη</b>
(μικροαστική τάξη) έγινε αυτό που συχνά
αρέσκονται οι πολιτικοί να επαναλαμβάνουν:η
<b>ραχοκοκκαλιά της ελληνικής κοινωνίας</b>.Η
διόγκωση και ευρωστεία της μεσαίας
τάξης που έλαβε χώρα μεταπολιτευτικά
,ήταν τέτοια ,που ,αν και αυτή δεν αποτέλεσε
την πλειοψηφία του ελληνικού πληθυσμού
(οι εργάτες ήταν περισσότεροι) ,η ιδεολογία
της (ο μικροαστισμός δηλαδή) κυριάρχησε
στο σύνολο σχεδόν των Ελλήνων.Ο
μικροαστισμός (η πίστη δηλαδή ότι σε
συνθήκες καπιταλισμού όλοι έχουν
δυνατότητες και αναφαίρετο δικαίωμα
να γίνουν αστοί ) έγινε η κυρίαρχη
ιδεολογία της μεταπολιτευτικής ελληνικής
κοινωνίας.Σε τέτοιες συνθήκες το
αστικοδημοκρατικό κράτος και ο
καπιταλισμός ενισχύθηκαν.Ενισχύθηκαν
ηθικά,πολιτικά, ιδεολογικά . Ενώ πριν
τη χούντα το ελληνικό κράτος εκλαμβανόταν
από την πλειοψηφία των Ελλήνων ως ένας
μηχανισμός που προστάτευε τα συμφέροντα
μιας οικονομικής ελίτ,και επομένως
προκαλούσε την αντίδραση του λαού, τώρα,
μεταπολιτευτικά ,το ελληνικό κράτος
μετατράπηκε (στη συνείδηση των Ελλήνων)
σε έναν μηχανισμό που εγγυάται τη
δυνατότητα σε κάθε έναν να πετύχει την
κοινωνική κινητικότητα.Για το διογκώμενο
σώμα των δημοσίων υπαλλήλων το κράτος
έγινε ο εργοδότης πάτρωνας.Για τους
ελεύθερους επαγγελματίες το κράτος
έγινε ο θεσμός που θα τους προστατέψει
από τον αθέμιτο ανταγωνισμό των ''μεγάλων
καπιταλιστών''( μονοπώλια,τράπεζες κ.α)
.Για τους ιδιωτικούς υπάλληλους το
κράτος έγινε ο σύμμαχός τους (μέσω
επιδοτήσεων ,εκπαίδευσης κ.α) που θα
τους βοηθούσε να <i>''ανοίξουν τη δική
τους δουλειά και να γίνουν αφεντικά του
εαυτού τους''</i>.</span></h2>
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<span style="font-family: Times New Roman, serif; font-size: large;"><b>Την
τήρηση του Κοινωνικού Συμβολαίου ανέλαβε
πολιτικά η σοσιαλδημοκρατία</b> ,αφού η
σοσιαλδημοκρατία είναι η πολιτική
έκφραση της μικροαστικής ιδεολογίας
σε ομαλές συνθήκες λειτουργίας του
καπιταλισμού.Χάρη στη σοσιαλδημοκρατία,
οι μεσαίες τάξεις μπορούν και απαιτούν
από τον καπιταλισμό να μοιράσει τα
πλούτη που παράγει μια κοινωνία.Έτσι,
η σοσιαλδημοκρατία υπήρξε η κυρίαρχη
πολιτική δύναμη σε όλη την μεταπολιτευτική
περίοδο.Οι σοσιαλδημοκράτες πολιτικοί
εκδήλωναν (και εκδηλώνουν ακόμα) την
εκτίμησή τους στη μεσαία τάξη και
υπόσχονταν ότι το καπιταλιστικό σύστημα
μπορεί να ''μοιράσει'' τα οφέλη της
οικονομικής ανάπτυξης σε όλους τους
Έλληνες αρκεί να υπάρχει η κατάλληλη
(δηλαδή σοσιαλδημοκρατική) πολιτική
διαχείριση.Ήταν τέτοια η ισχύς της
σοσιαλδημοκρατίας καθ´ολη την
μεταπολίτευση , που ακόμα και το δεξιό
κόμμα ( η Νέα Δημοκρατία- Ν.Δ) δεν έκανε
τίποτα άλλο παρά από το να ακολουθεί
ασθμαίνοντας την πολιτική της κυρίαρχης
σοσιαλδημοκρατικής δύναμης που εκφράστηκε
από το Πα.σο.κ.Υπό αυτήν την έννοια, και
η Ν.Δ ήταν ένα καθαρά σοσιαλδημοκρατικό
-μικροαστικό κόμμα.Είναι ενδεικτικό
ότι μια στροφή της Ν.Δ προς τον
φιλελευθερισμό (κυβέρνηση Μητσοτάκη
1990-1993) απορρίφθηκε με μανία από την ίδια
την εκλογική βάση του κόμματος ,η οποία
προτίμησε σαφώς τον καθορισμο της Νέας
Δημοκρατίας ως ένα Λαϊκό Κόμμα (ακόμα
και σήμερα η σοσιαλδημοκρατική υφή της
Ν.Δ είναι τέτοια, που μπορεί να στοιχίσει
την αρχηγία του κόμματος στην κόρη του
Κ.Μητσοτάκη). Όπως και να'χει πάντως, η
κυριαρχία του Πα.σο.κ στην μεταπολιτευτική
περίοδο και η προσαρμογή της Ν.Δ στα
σοσιαλδημοκρατικά κελεύσματα (διόγκωση
του δημοσίου, στήριξη στους ελεύθερους
επαγγελματίες κ.α), αποδεικνύει την
ηγεμονία της σοσιαλδημοκρατίας στην
μεταπολιτευτική Ελλάδα. </span>
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<span style="font-family: Times New Roman, serif; font-size: large;">Έτσι
λειτουγούσε ο καπιταλισμός στην Ελλάδα
από το 1974 μέχρι το 2010.Σε αυτά τα χρόνια
το μικροαστικό κράτος υπό τη
σοσιαλδημοκρατική μορφή γινόταν
αντιληπτό ως ο θεσμός που εγγυάται την
προστασία της μεσαίας τάξης
(μικροεπιχειρηματίες , εργολάβοι,
έμποροι, μαγαζάτορες, ελεύθεροι
επαγγελματίες, δημόσιοι υπάλληλοι,
κ.α) από τους ''μεγάλους'' (μονοπώλια,
τράπεζες, κ.α).Το κράτος έπρεπε να εγγυάται
την οικονομική επιβίωση της μεσαίας
τάξης (επιτρέποντας τη φοροδιαφυγή,
προστατεύοντας τα λεγόμενα ''κλειστά
επαγγέλματα'' ,επιτρέποντας την
εκμετάλλευση της ντόπιας και ξένης
εργατικής τάξης σε ακόμα μεγαλύτερη
ένταση κάποιες φορές από ό,τι έκαναν οι
''μεγάλοι'' κ.α).Με την υιοθέτηση της
μικροαστικής ιδεολογίας το ελληνικό
κράτος σταθεροποίησε την εξουσία του
και απαλείφθηκε ο κομμουνιστικός-
εργατικός κίνδυνος.Είναι ενδεικτικό
ότι στα χρόνια 1974-2009 τα μικροαστικά
κόμματα (Ν.Δ -Πα.σο.κ) βρέθηκαν εναλλάξ
στην εξουσία με συνολικά ποσοστά που
έφταναν μέχρι το 80% του συνόλου<i><b>
</b></i><i><b>(Ιστορία του Νέου Ελληνισμού,
1770-2000,εκδ. Ελληνικά Γράμματα ,</b></i><i><b>τόμος
10ος</b></i><i><b>)</b></i>.Το φαινόμενο αυτό
ονομάστηκε <b>δικομματισμός</b> και δεν
ήταν τίποτα άλλο από την ιδεολογική
ηγεμονία του μικροαστισμού υπό την
πολιτική μορφή της σοσιαλδημοκρατίας
μοιρασμένη σε δύο κόμματα (δεν χρειάζονταν
παραπάνω).</span></h2>
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<span style="font-family: Times New Roman, serif; font-size: large;">Όμως,
ο ''μήνας του μέλιτος'' δεν κράτησε πολύ.Ο
καπιταλισμός στα 2008-2010 έδειξε τις
πραγματικές του διαστάσεις, που δεν
είναι άλλες παρά το γεγονός ότι οι
οικονομικές κρίσεις είναι δομικό του
στοιχείο.Με το ξέσπασμα της κρίσης, το
ελληνικό κράτος ''σπάει'' το Κοινωνικό
Συμβόλαιο και πλέον στρέφεται στην
προστασία των συμφερόντων των ''μεγάλων''
που όπως είπαμε δεν είναι άλλοι παρά οι
τράπεζες και τα μονοπώλια.Για να προσφέρει
αυτήν την προστασία, το κράτος, αφαιρεί
από τα εισοδήματα της μεσαίας
τάξης.Επιχειρήσεις καταστρέφονται,
άνθρωποι (που μέχρι χθες πίστευαν στον
''λαϊκό καπιταλισμό'' ) μένουν στο
δρόμο,δημόσιοι υπάλληλοι απολύονται.
Όμως, όλοι αυτοί οι άνθρωποι δεν βλέπουν
την κρίση ως μια καπιταλιστική
λειτουργία.Ακόμα και αν πολλοί ξεπέφτουν
από τη μεσαία τάξη,αυτό δεν σημαίνει
ότι αλλάζουν εύκολα την ιδεολογία τους.
Εξακολουθούν να είναι ιδεολογικά
μικροαστοί και να υποστηρίζουν τον
καπιταλισμό.Συνεπώς, αποδίδουν τις
ευθύνες της κρίσης στην κακή διαχείριση
του καπιταλισμού,δηλαδή στο κράτος.
Θεωρούν ότι το κράτος, εντελώς αυθαίρετα
,έπαψε να λειτουργεί ως εγγυητής της
μικροαστικής ευδαιμονίας.Ο μικροαστισμός
,που όπως είπαμε κυριάρχησε ιδεολογικά
όλα τα προηγούμενα χρόνια,δεν τους
αφήνει να δουν ότι η καπιταλιστική κρίση
είναι δομικό στοιχείο αυτού του
συστήματος.Η αδυναμία τους να κατανοήσουν
τη λειτουργία του καπιταλισμού ,δεν
είναι προϊόν κάποιας ''νοητικής υστέρησης''
ή ''παραπλάνησης''. Είναι προϊόν της
οντολογίας τους ως μικροαστών.<b>Οι
μικροαστοί ,ακόμα και μέσα στην κρίση,είναι
υποχρεωμένοι να βλέπουν τον καπιταλισμό
</b><b>μόνο υπό τη μορφή </b><b>όπως τον
γνώρισαν στα χρόνια της πιστωτικής
οικονομικής ευδαιμονίας γιατί ελπίζουν
ότι μπορεί να επιστρέψει σε αυτήν </b><b>την
κατάσταση </b><b>κάτω από την κατάλληλη
πολιτική διαχείριση</b>.Δεν βλέπουν,
γιατί δεν θέλουν να δουν ,την κρίση ως
ένα φυσικό φαινόμενο του καπιταλισμού,
γιατί αν το κάνουν αυτό θα πρέπει να
στραφούν συστημικά εναντίον του, και
έτσι να διαγράψουν κάθε ελπίδα να
επιστρέψουν στην εποχή που ο καπιταλισμός
μοίραζε την υπόσχεση ότι <i>όλα τα
βατράχια της λίμνης θα γίνουν
πρίγκηπες</i>.Συνεπώς καταλήγουν να
πιστεύουν ότι η οικονομική κρίση είναι
αποτέλεσμα λανθασμένων πολιτικών
χειρισμών.Για τους μικροαστούς ,δεν
ήταν ο καπιταλισμός που δημιούργησε
την κρίση,αλλά η κρίση προήλθε από το
''σπάσιμο'' του Κοινωνικού Συμβολαίου
της μεταπολίτευσης από τους πολιτικούς,
πράγμα που έγινε πραγματικότητα από
την υπογραφή του <b>μνημονίου</b>.Με λίγα
λόγια ,για τους μικροαστούς, η κρίση
ήταν αποτέλεσμα της υπογραφής του
μνημονίου, και όχι το αντίθετο.</span></h2>
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<span style="font-family: Times New Roman, serif; font-size: large;">Η
στροφή του κράτους στην υπεράσπιση των
''μεγάλων'' προκαλεί σε πρώτη φάση την
<b>αγανάκτιση</b> των μικροαστικών
στρωμάτων.Πιστεύουν ότι με πίεση προς
το πολιτικό προσωπικό και αντικατάσταση
όσων πολιτικών επιμένουν στη διάλυση
του Κοινωνικού Συμβολαίου, ο καπιταλισμός
θα λειτουργήσει και πάλι προς όφελός
τους.Αυτό που ενώνει τους προδομένους
μικροαστούς είναι η αγανάκτηση τους
για το συγκεκριμένο πολιτικό προσωπικό
που διαχειρίστηκε την κρίση -αυτό είναι
δείγμα της μικροαστικής τους αντίληψης.Τα
ξεπεσμένα μέλη της μεσαίας τάξης
εξέφρασαν την οργή τους για το πολιτικό
προσωπικό της χώρας στον πρώτο χρόνο
της κρίσης (2011) μέσω του κινήματος της
μόδας των <b>αγανακτησμένων</b>.Έλπιζαν
ότι με μια φαινομενική και αόριστη
επαναστατικότητα (μούνζτες ,βρισιές,
παράσταση έξω από τη βουλή ,κ.α) θα
ανάγκαζαν το κράτος να ξαναϋπογράψει
το Κοινωνικό Συμβόλαιο.<i><b>''Για τους
μαρξιστές θεωρητικά είναι πέρα για πέρα
διαπιστωμένο -και η πείρα όλων των
ευρωπαϊκών επαναστάσεων και επαναστατικών
κινημάτων το έχει επιβεβαιώσει απόλυτα-ότι
ο μικροϊδιοκτήτης ,ο μικρονυκοκύρης (ο
κοινωνικός τύπος που σε πολλές ευρωπαϊκές
χώρες αντιπροσωπεύεται πολύ πλατιά και
μαζικά) που στον καπιταλισμό υφίσταται
μια μόνιμη καταπίεση και πολύ συχνά
δοκιμάζει μια αφάνταστα απότομη και
γρήγορη χειροτέρευση της ζωής του και
καταστροφή, περνά εύκολα σε άκρα
επαναστατικότητα ,δεν είναι όμως ικανός
να δείξει αντοχή, οργανωτικό πνεύμα
,πειθαρχία και σταθερότητα.Ο ''μανιασμένος''</b></i>
(λίγο ακόμα και ο Λένιν θα προέβλεπε το
κίνημα των αγανακτισμένων έναν αιώνα
πριν!)<i><b> από τις φρικωδίες του καπιταλισμού
μικροαστός είναι ένα κοινωνικό φαινόμενο
που όπως ο αναρχισμός χαρακτηρίζει όλες
τις καπιταλιστικές χώρες.Η αστάθεια
μιας τέτοιας επαναστατικότητας ,η
στειρότητά της ,η ιδιότητά της να
μετατρέπεται γρήγορα σε υποταγή,σε
απάθεια ,σε φαντασιοπληξία ,ακόμα και
σε ''μανιασμένο'' ενθουσιασμό για το ένα
ή το άλλο αστικό ρεύμα της ''μόδας'' -όλα
αυτά είναι πασίγνωστα''.(Λένιν ,Ο
''αριστερισμός'' ,Παιδική ασθένεια του
Κομμουνισμού, εκδ.Σύγχρονη Εποχή,
σελ.16)</b></i>.Όμως, οι ''αγανακτισμένοι''
,παρά τη μαζικότητά τους, δεν πρότειναν
κάποια συγκεκριμένη πολιτική.Μάλιστα
,το ένα ήταν προϊόν του άλλου. Η μαζικότητά
τους ήταν αποτέλεσμα της apolitique κατάστασης
τους, αφού μια άρνηση πολιτικής θέσης
μπορούσε να χωρέσει τους πάντες, αρκεί
να συμφωνούσαν ότι για την κρίση φταίνε
''οι πολιτικοί''(όχι κόμματα φώναζαν με
μίσος οι ''αγανακτισμένοι'' σε κάθε
εκπρόσωπο κόμματος έκανε γνωστή την
παρουσία του) .Η μόνη πρόταση των
''αγανακτισμένων'' ήταν να φύγουν οι
πολιτικοί που ,επι των ημερών της δικής
τους εξουσίας ,ξέσπασε η καπιταλιστική
κρίση.Αποτέλεσμα όλων αυτών, ήταν ότι
όταν πράγματι έφυγαν οι πολιτικοί που
είχαν στοχοποιηθεί ως υπεύθυνοι για
την κρίση (Γ.Α.Παπανδρέου, Παπαδήμος
κ.α) οι αγανακτισμένοι δεν είχαν τίποτα
άλλο να πουν.Πολύ φυσικά διαλύθηκαν και
δεν επέστρεψαν ξανά.</span></h2>
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" 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<h2 style="line-height: 100%; margin-bottom: 0in; text-align: left;">
<span style="font-weight: normal;"><span style="font-family: Times New Roman, serif; font-size: large;"><i>Η
κορυφαία στιγμή των αγανακτισμένων
,ήταν η παρουσία τους έξω από τη βουλή,
τον Οκτώβρη 2011, όπου βασικός στόχος τους
φαίνεται να ήταν το κάψιμο της βουλής,
ώστε να ''τιμωρηθεί το προδοτικό πολιτικό
προσωπικό'' και έτσι ,όπως οι ίδιοι
φαίνεται να πίστευαν ,να ξεπεραστεί η
καπιταλιστική κρίση.Η apolitique αυτή
θέση(apolitique γιατί στοχοποιούσε πρόσωπα
που χειρίστηκαν πολιτικές ,και δεν
συνέδεε την πολιτική με το οικονομικό
σύστημα που εκπροσωπεί) αγκάλιασε
φασίστες, αναρχικούς, οικολόγους,
''αριστερούς'', ''ανένταχτους''</i></span><span style="font-family: Times New Roman, serif; font-size: large;">
</span></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><span style="font-weight: normal;">καλλιτέχνες,
σοσιαλδημοκράτες , hipster νεολαίους,
χούλιγκαν των γηπέδων, διάφορα κινήματα,
εκπροσώπους ΜΚΟ ,νοσταλγούς της χούντας
κ.α.Όλοι τους ετεροπροσδιορίστηκαν με
το να στοχοποιούν τους πολιτικούς για
την καπιταλιστική κρίση .Απέναντί τους
βρήκαν το Κ.Κ.Ε και την περιφρούρηση του
, το οποίο ,εκφράζοντας την εργατική
ιδεολογία ,θεωρούσε ότι η κρίση είναι
δομικό στοιχείο του καπιταλισμού και
ως εκ τούτου χρειάζεται σοβαρή ταξική
πάλη και όχι μια ανοήτη στρατιωτική
σύγκρουση με τα Μ.ΑΤ για να συντριβεί ο
καπιταλισμός.Για το ΚΚΕ δεν ήταν το
κοινοβούλιο η αιτία της οικονομικής
κρίσης και ο λόγος φτωχοποίησης του
λαού,αλλά αιτία ήταν ο ιδιος ο
καπιταλισμός.Συνεπώς,για το ΚΚΕ ήταν
παραπλανητική κάθε στοχοποίηση των
πολιτικών.Η γ.γ του ,Αλέκα Παπαρήγα,
</span>έλεγε τότε:</i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>''Ο
αγώνας αλλού θα κριθεί .Στα εργοστάσια,
στα γραφεία, στους τόπους δουλειάς, στις
γειτονιές ,εκεί θα κριθεί''(Ριζοσπάστης
,21/10/2011)</i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>.<span style="font-weight: normal;">Η
θέση του ΚΚΕ για την κρίση είναι η
συστημική κριτική</span>: </i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>''Το
αναπόφευκτο των κρίσεων βρίσκεται στο
DNA του καπιταλισμού:Βρίσκεται στον
αντιφατικό εμπορευματικό χαρακτήρα
της καπιταλιστικής παραγωγής, στην
αναρχία και ανισομετρία της,στην τάση
να εξασφαλίζεται αρχικά πρόσθετο
καπιταλιστικό κέρδος με την εισαγωγή
νέων μηχανημάτων πιο παραγωγικών ,αλλά
και με την εξαγωγή βιομηχανικού κεφαλαίου
σε χώρες με φθηνότερη εργατική δύναμη
,παράγοντες που οξύνουν την αντίθεση
κεφαλαίου- εργατικής δύναμης, την
αντίθεση ανάμεσα στον κοινωνικό χαρακτήρα
της παραγωγής και την ατομική ιδιοποίηση
των αποτελεσμάτων της ,λόγω της ατομικής
ιδιοκτησίας στα μέσα παραγωγής .Το ίδιο
κυνήγι του πρόσθετου κέρδους διαμορφώνει
την τάση μείωσης του μέσου ποσοστού
κέρδους''(Υλικά της ημερίδας της Κ.Ε του
ΚΚΕ 14/5/2009, εκδ.Σύχγρονη Εποχή, σελ.7-8)</i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>. <span style="font-weight: normal;">Έτσι,
όταν το ΚΚΕ αποφάσισε να προστατέψει
τη μαζικότατη ταξική του πορεία (το ΠΑΜΕ
,σε αντίθεση με τους υπόλοιπους
''αγανακτισμένους'', είχε συμμετάσχει
μαζικότατα στην 48ωρη απεργία 19-20 Οκτώβρη),
μοιραία συγκρούστηκε με τους αγανακτισμένους
μικροαστούς που ήθελαν να ''καεί το
μπουρδέλο η βουλή''</span></i></span><i><span style="font-weight: normal;"><span style="font-family: Times New Roman, serif; font-size: large;">.</span></span><span style="font-weight: normal;"><span style="font-family: Times New Roman, serif; font-size: large;">Το
ΚΚΕ είχε έναν εργάτη οικοδόμο νεκρό,
τον Δημήτρη Κοτζαρίδη ,από αυτήν τη
σύγκρουση.Το ότι το κάψιμο της βουλής
ήταν το μικροαστικό διακύβευμα της
στάσης των αγανακτισμένων της
20/11/2011,φαίνεται από την ετερόκλητη
συμμαχία που δημιούργησε</span></span><span style="font-family: Times New Roman, serif; font-size: large;">.</span></i><span style="font-family: Times New Roman, serif; font-size: large;"> <i>Η μικροαστική
συμμαχία ,που μίλησε για ''περιφρούρηση
της βουλής από το Π.Α.Μ.Ε'', περιελάμβανε
ανθρώπους όπως</i></span><b><i><span style="font-weight: normal;"><span style="font-family: Times New Roman, serif; font-size: large;">
</span></span><span style="font-family: Times New Roman, serif; font-size: large;">τον
αρχισυντάκτη της Καθημερινής και
μετέπειτα αναπληρωτή υπ.πολιτισμού του
Συ.ριζ.α,Νίκο Ξυδάκη (ο οποίος δήλωνε
στον</span></i><span style="font-family: Times New Roman, serif; font-size: large;"> </span></b><i><span style="font-family: Times New Roman, serif; font-size: large;">.</span></i><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-weight: normal;">Σκάι
,20/11/2011</span></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>,
ότι πρόκειται για μια εμφύλια σύγκρουση
αναρχικών-κομμουνιστών ,κερδίζοντας
βέβαια αρκετές ψήφους των κουκουλοφόρων
που λίγο καιρό πριν είχαν κάψει την
Μαρφίν) μέχρι τη Χρυσή Αυγή ,η οποία
μιλούσε για<b><span style="font-weight: normal;"> </span></b>: </i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>''την
περιφρούρηση της βουλής από τα ΚΝΑΤ,
όταν χιλιάδες </i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><u>αγανακτισμένοι</u></i></span><span style="font-family: Times New Roman, serif; font-size: large;">
</span><span style="font-family: Times New Roman, serif; font-size: large;"><i>Έλληνες
που αντιστέκονταν στο μνημόνιο
αντιμετώπισαν τις ένοπλες ορδές του
ΚΚΕ''</i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>.</i></span><span style="border: medium none; display: inline-block; font-size: large; padding: 0in;"><span style="text-decoration: none;"><span style="font-family: Times New Roman, serif;"><span style="background: rgb(255, 255, 255) none repeat scroll 0% 0%;"><span style="color: black;">
</span></span></span></span><span style="text-decoration: none;"><span style="font-family: Times New Roman, serif;"><i><span style="background: rgb(255, 255, 255) none repeat scroll 0% 0%;"><span style="color: black;">(
</span></span></i></span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><a href="http://www.xryshaygh.com/enimerosi/view/apokalupsh-architrampoukos-tou-kke-to-dhthen...-thuma-ths-chrushs-aughs">http://www.xryshaygh.com/enimerosi/view/apokalupsh-architrampoukos-tou-kke-to-dhthen...-thuma-ths-chrushs-aughs</a>
).<span style="font-weight: normal;">Ίσως την καλύτερη τοποθέτηση για τα
βαθύτερα (μικροαστικά) αίτια που συνδέουν
το Συ.ριζ.α με τους κουκουλοφόρους
(φασίστες και αναρχικούς) που ήθελαν το
κάψιμο της βουλής, την έκανε την επομένη
η γ.γ Αλέκα Παπρήγα</span>:</i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>''Αυτό
που τον τραβάει</i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>
(<span style="font-weight: normal;">εννοεί το Συ.ριζ.α</span>)</i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>σε
μια τέτοια κατεύθυνση είναι η ιδεολογική
αντίληψη ότι με ένα ντου σήμερα, μπορεί
να γίνει μια εκλογική μάχη.Και με ένα
ντου και μια εκλογική μάχη</i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>
(<span style="font-weight: normal;">δηλ.αλλαγή πολιτικού προσωπικού</span> ) </i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>όλα
τα πράγματα είναι καλά στην
Ελλάδα''.(Ριζοσπάστης 21/10/2011).</i></span></h2>
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<span style="font-family: Times New Roman, serif; font-size: large;">Όταν
η πολιτική διαχείριση της κρίσης ,που
προέβλεπε φτωχοποίηση του πληθυσμού,
συνεχίστηκε στο ίδιο μοτίβο ακόμα και
μετά την αλλαγή του πολιτικού προσωπικού
(ο Γ.Α.Παπανδρέου απομακρύνθηκε το
Νοέμβρη 2011), έγινε εμφανές ότι οι
''αγανακτισμένοι'' , δεν είχαν τίποτα
άλλο να πουν.Πολύ φυσικά διαλύθηκαν.Έγινε
φανερά αναγκαίο στη μεσαία τάξη να
προτείνει μια πολιτική διαχείριση της
κρίσης.</span></h2>
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<span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Σε
τέτοιες καταστάσεις, η πολιτική ταυτότητα
των μικροαστών διασπάται.</span></span><span style="font-style: normal;"><span style="font-weight: normal;">Η
σοσιαλδημοκρατία </span></span><span style="font-style: normal;"><span style="font-weight: normal;">που
μεσουρανούσε στις ομαλές καπιταλιστικές
συνθήκες πεθαίνει ,και </span></span><span style="font-style: normal;"><span style="font-weight: normal;">γεννά
δύο τάσεις.Η μια </span></span><span style="font-style: normal;"><span style="font-weight: normal;">τάση,
επιμένει και </span></span><span style="font-style: normal;"><span style="font-weight: normal;">προσπαθεί
να ενισχύσει τη σοσιαλδημοκρατία,
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">δίνοντάς
της ακόμα πιο ''αριστερό'' πρόσημο ,ενώ
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">η
άλλη στρέφεται στον φασισμό </span></span><span style="font-style: normal;"><span style="font-weight: normal;">και
αμφισβητεί την ίδια την
σοσιαλδημοκρατία.</span></span><span style="font-style: normal;"><span style="font-weight: normal;">Εννοείται
ότι ο μικροαστισμός είναι η βάση και
των δύο </span></span><span style="font-style: normal;"><span style="font-weight: normal;">τάσεων
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">,αφού
και οι δύο αρνούνται να αποδόσουν την
οικονομική κρίση ως </span></span><span style="font-style: normal;"><span style="font-weight: normal;">συστατικό
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">στοιχείο
του καπιταλισμού και ψάχνουν για τη
</span></span><i><span style="font-weight: normal;">''κατάλληλη
πολιτική διαχείριση του καπιταλισμού
που δεν θα προκαλεί κρίσεις''</span></i><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span><span style="font-style: normal;"><span style="font-weight: normal;">Κύρια
χαρακτηριστικά αυτής της πολιτικής
στροφής , είναι το μίσος για τις τράπεζες
οι οποίες εκλαμβάνονται ως απειλή από
τους μικροαστούς για το γκρέμισμα της
ελπίδας της κοινωνικής τους ανέλιξης
(πολλοί από αυτούς είναι επαγγελματίες
,έμποροι που χρωστούν σε τράπεζες </span></span><span style="font-style: normal;"><span style="font-weight: normal;">και
κινδυνεύουν να χάσουν το μαγαζί τους ή
το σπίτι τους</span></span><span style="font-style: normal;"><span style="font-weight: normal;">),
το μίσος για το ξένο κεφάλαιο (το οποίο
υποτίθεται ότι εκβιάζει τους ντόπιους
πολιτικούς να πάρουν αντιλαϊκά μέτρα),το
μίσος για τους πολιτικούς (οι οποίοι
έσπασαν το Κοινωνικό Συμβόλαιο).</span></span><span style="font-style: normal;"><span style="font-weight: normal;">Σε
καμία περίπτωση πάντως η κριτική δεν
πέφτει πάνω στο ίδιο τον καπιταλισμό.</span></span></span></h2>
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<span style="font-family: Georgia, serif; font-size: large;"><span style="font-weight: normal;"><span style="font-family: Times New Roman, serif;">Ένα
μέρος των ''αγανακτισμένων'', στήριξε
τον </span><span style="font-family: Times New Roman, serif;">Συ.ριζ.α</span><span style="font-family: Times New Roman, serif;">
και </span><span style="font-family: Times New Roman, serif;">προκάλεσε
</span><span style="font-family: Times New Roman, serif;">την
μετατροπή αυτού του μικρού κόμματος
(στις εκλογές του </span><span style="font-family: Times New Roman, serif;">2009
είχε λάβει 5,ο4% ) </span><span style="font-family: Times New Roman, serif;">σε
κόμμα εξουσίας.</span></span><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">Όπως
και στη Χρυσή Αυγή, η ραγδαία διόγκωση
του Συ.ριζ.α οφείλεται στην -εύπεπτη και εύηχη για
τους μικροαστούς- ανάλυση της κρίσης που τους πρόσφερε το κόμμα αυτό .Για
τους μικροαστούς που ψήφισαν τον Συ.ριζ.α
η κρίση είναι προϊόν των ''προδοτών
πολιτικών'' που υπό συνθήκες εκβιασμού
ξένων κέντρων (π.χ siemens, λίστα Λανγκάρντ,
κ.α) υπέβαλλαν την ελληνική οικονομία
σε κρίση μέσω μιας πολιτικής απόφασης
όπως ήταν η υπογραφή του μνημονίου.Η
κρίση του καπιταλισμού ως δομικό του
στοιχείο προσπερνιέται .Ο Συ.ριζ.α
στοχοποίησε όλα τα χρόνια που βρισκόταν
στην αντιπολίτευση την πολιτική λιτότητας
της Γερμανίας ,και συγκεκριμένα την
καγκελάριο Άνγκελα Μέρκελ.Υποτίθεται,
ότι η Ευρώπη βρίσκεται μπροστά σε ένα
σταυροδρόμι:αυτό του Συ.ριζ.α (ανάπτυξης)
και αυτό της Μέρκελ (λιτότητα) ,πράγμα
που σημαίνει ότι η καπιταλιστική Ε.Ε
έχει την δυνατότητα να αλλάξει το ''μίγμα
πολιτικής'' και έτσι να ξεπεραστεί η
οικονομική κρίση.(
<a href="http://www.avgi.gr/article/2282442/al-tsipras-i-me-ton-suriza-i-me-ti-merkel">http://www.avgi.gr/article/2282442/al-tsipras-i-me-ton-suriza-i-me-ti-merkel</a></span>
).<span style="font-weight: normal;">Για τον Συ.ριζ.α η φτωχοποίηση του
πληθυσμού ,ήταν αποτέλεσμα της πολιτικής
του μνημονίου , πράγμα που σημαίνει ότι
αν το μνημόνιο ''σχιστεί'' από αποφασισμένους
πολιτικούς,η χώρα θα επιστρέψει στην
πιστωτική ευδαιμονία των προηγούμενων
χρόνων.Εννοείται ότι η ευθύνη για την
κρίση, σύμφωνα με τη ρητορική αυτή,βαραίνει
τις τράπεζες και το ''ξένο διεθνές
κεφάλαιο''.Η κρίση χαρακτηρίζεται
δημοσιονομική και χρηματοπιστωτική
και όχι κρίση συσσώρευσης κεφαλαίου (δηλαδή καπιταλιστική κρίση) .Η
εφημερίδα Αυγή ,το επίσημο όργανο του
Συ.ριζ.α, στο βιβλιαράκι που κυκλοφόρησε
για τα αίτια της κρίσης αναφαίρει ήδη
στον πρόλογο</span>:</span><span style="font-family: Times New Roman, serif;"><i><b>''Μετά
την παγκόσμια χρηματοπιστωτική κρίση
που προκάλεσαν τα αμερικάνικα subprimes το
2008 η οποία συντάραξε την παγκόσμια
οικονομία, η Ευρώπη δεν κατάφερε να βρει
τον βηματισμό της και η ευρωζώνη οδηγήθηκε
από την έρπουσα δημοσιονομική κρίση ,η
οποία είχε προηγηθεί της κρίσης χρέους
,προκάλεσε μια αναμενόμενη αντίδραση
από τους εταίρους της ,η οποία δεν άλλαξε
πορεία ακόμα κι όταν στο χορό προστέθηκαν
η Ιρλανδία ,η Πορτογαλία, και η Ισπανία...η
κρίση στην Ευρωζώνη οφείλεται στην
ελλειματική αρχιτεκτονική δομή της
Νομισματικής Ένωσης, και στην ασύδοτη
κερδοσκοπική δραστηριότητα των Ευρωπαϊκών
Τραπεζών''(Le Monde Diplomatique, Σειρά Λεξικό
Ιδεών,Η Αυγή, σελ.7-8)</b></i></span><span style="font-family: Times New Roman, serif;">.<span style="font-weight: normal;">Έτσι
ο Συ.ριζ.α αφαίρεσε κάθε ριζοσπαστική
κριτική προς τον καπιταλισμό που έκανε
όταν ήταν ένα κόμμα του 3%, αλλά κατάφερε
με αυτήν τη στροφή να κερδίσει τις ψήφους
της μεσαίας τάξης.Είναι τουλάχιστον ανόητοι όσοι υποστηρίζουν ότι η κυβέρνηση Συ.ριζ.α είναι μια ''ακροριστερή'' κυβέρνηση.Το κόμμα αυτό, είχε απωλέσει κάθε επαναστατική ρητορική εναντίον του καπιταλισμού προκειμένου να κερδίσει την ''καρδιά'' (και τις ψήφους) των συντηρητικών μικροαστών . Η στήριξη προς τον
Συ.ριζ.α είναι μια απέλπιδα προσπάθεια
των μικροαστών να ανανεωθεί η σοσιαλδημοκρατία υπό
την πολιτική εξουσία της ''αριστεράς''
,η οποία αντικατέστησε το Πα.σο.κ στη
σοσιαλδημοκρατική ηγεμονία.Καθόλου
τυχαία, ο Συ.ριζ.α αντέγραψε συνθήματα,
τσιτάτα, την αισθητική ,ακόμα και την
ορθοφωνία του Πα.σο.κ της χρυσής εποχής
της μεταπολίτευσης ,ώστε να συγκινήσει
τις μικροαστικές μάζες που έμειναν
πιστές στη σοσιαλδημοκρατία και το
μεταπολιτευτικό Κοινωνικό Συμβόλαιο.Όμως,ο
καπιταλισμός δεν μπορεί να αλλάξει
πρόσωπο όσα πρόσωπα και αν αλλάξει το
πολιτικό προσωπικό που τον διαχειρίζεται.Αν
κάποτε ,όπως είδαμε, το 1974,ο καπιταλισμός
ήταν αναγκασμένος λόγω κοινωνικών
ταραχών που αμφισβητούσαν τον ίδιο ως
σύστημα ,να κάνει κάποιες παραχωρήσεις, τώρα
τα πράγματα είναι τελείως διαφορετικά.Και
ο βασικός λόγος που τα πράγματα είναι
τελείως διαφορετικά είναι ότι τώρα
υπάρχει μια ογκώδης μικροαστική τάξη
που δεν αμφισβητεί συστημικά τον
καπιταλισμό.Η μοιραία στροφή του Συ.ριζ.α
προς τον ρεαλισμό ,(δηλαδή τη διαπίστωση
εκ μέρους του ότι ο καπιταλισμός δεν
αλλάζει με -εκ των άνω- αλλαγή του
μίγματος πολιτικής) ,είναι σχεδόν βέβαιο
ότι θα φέρει νέα μέτρα υπέρ της διατήρησης
του κέρδους του κεφαλαίου και θα ευνοήσει
το άλλο ''παιδί'' της θνήσκουσας
σοσιαλδημοκρατίας:το φασισμό</span>.</span></span></h2>
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<span style="font-weight: normal;"><span style="font-family: Times New Roman, serif; font-size: large;">Ένα
</span><span style="font-family: Times New Roman, serif; font-size: large;">άλλο
</span><span style="font-family: Times New Roman, serif; font-size: large;">μέρος
των ''αγανακτισμένων'' στράφηκε στους
φασίστες της Χρυσής Αυγής.Ο απροσδιόριστος
πολιτικός χαρακτήρας των ''αγανακτισμένων''
, (ετεροπροσδιοριζόντουσαν από το μίσος
τους για το ''διεφθερμένο πολιτικό
προσωπικό'') ήταν το λίπασμα ανάπτυξης
των apolitique φασιστικών αντιλήψεων.</span><span style="font-family: Times New Roman, serif; font-size: large;">Η Χρυσή Αυγή είναι η επιτομή της apolitique πολιτικής δύναμης.Όμως , αυτό ακριβώς είναι ο φασισμός. Είναι
εξαιρετικά αξιοσημείωτο ότι ο ίδιος ο
ιταλικός φασισμός προήλθε από την
μικροαστική πολιτική απροσδιοριστία.</span><span style="font-family: Times New Roman, serif; font-size: large;">Ο
φασισμός είναι η πολιτικοποίηση του
apolitique.</span><span style="font-family: Times New Roman, serif; font-size: large;">Καθόλου
τυχαία, απολιτίκ στρώματα της κοινωνίας
(από ''σκυλάδες'' μέχρι χούλιγκαν των
γηπέδων) μετατράπηκαν εν μια νυκτί σε
ένθερμους οπαδούς του φασισμού (''και της πατρίδας'') , αφού
αυτός δίνει εύπεπτες εξηγήσεις για τα
αίτια της κρίσης και τι πρέπει να
γίνει.</span><span style="font-family: Times New Roman, serif; font-size: large;">Κάθε
φασίστας κάνει γνωστή την παρουσία του
όταν τον ακούμε να μιλάει για τους
''προδότες πολιτικούς και τα κόμματα''
</span><span style="font-family: Times New Roman, serif; font-size: large;">γενικά
και αόριστα </span><span style="font-family: Times New Roman, serif; font-size: large;">.</span></span><span style="font-family: Times New Roman, serif; font-size: large;"> <span style="font-weight: normal;">Ο
Μουσολίνι έλεγε</span> :</span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><i><b>''τη
στιγμή που δημιουργήθηκε το Φασιστικό Επαναστατικό Κόμμα,το Γενάρη του 1915 δεν
είχα κανένα συγκεκριμένο δόγμα στο
μυαλό μου''(Ρατζάνι Πάλμε Ντατ,Φασισμός
και Κοινωνική Επανάσταση , εκδ . Σύγχρονη
Εποχή,σελ.125).</b></i></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Είναι
η περίπτωση που η σοσιαλδημοκρατία
γεννά τον φασισμό.</span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><i><b>''Ωστόσο,η
ιδεολογία της σοσιαλδημοκρατίας
αποτέλεσε πραγματικά το έδαφος που
ανάθρεψε το φασισμό στην μεταπολεμική
περίοδο.Η σοσιαλδημοκρατία βγήκε από
τον πόλεμο </b></i><span style="font-weight: normal;">(εννοεί τον Π</span>ρώτο Παγκόσμιο) <i><b>με δύο σαφή χαρακτηριστικά:πρώτον
,τη συμπαράταξη του κάθε κόμματος με το
δικό του ''εθνικό''-δηλαδή ιμπεριαλιστικό
κράτος και την άρνηση κάθε διεθνισμού
εκτός από τον πιο τυπικό </b></i>(<span style="font-weight: normal;">η ''Ελλάδα ανήκει στους Έλληνες'' έλεγε το Πα.σο.κ ,και ο χρυσαυγίτης βουλευτής Στ.Μπούκουρας ,που τότε ήταν μέλος του, ένιωθε ρίγη συγκίνησης http://tvxs.gr/news/ellada/mpoykoyras-ego-pasok-imoyn )</span><i> <b>.Δεύτερον ,την
ταξική συνεργασία με τη μορφή της
συμμαχίας με την κυβέρνηση και της
συναίνεσης των συνδικάτων ,προκειμένου
να βοηθήσει στην οικοδόμηση της
καπιταλιστικής ευημερίας της εργατικής
τάξης ( </b></i><span style="font-weight: normal;">είναι γνωστή η επιρροή του Πα.σο.κ στη Γ.Σ.Ε.Ε</span><i><b> ) .Θα φανεί ότι αυτές οι βασικές
αρχές ήδη προσεγγίζουν τις βασικές
αρχές του ''εθνικοσοσιαλισμού'' .Μετά
τον πόλεμο η σοσιαλδημοκρατία
,αντιμετώπισε δύο καθήκοντα:Πρώτον να
νικήσει την επανάσταση της εργατικής
τάξης ( </b></i><b><span style="font-weight: normal;">οι διώξεις των κομμουνιστών από το κεντρώο -σοσιαλδημοκρατικό κράτος ήταν μεταπολεμικά περισσότερες από αυτές που άσκησε το ''δεξιό'' κράτος</span></b><i><b>) ,δεύτερον να βοηθήσει στην
ανοικοδόμηση της κατεστραμμένης δομής
του καπιταλισμού</b></i><b> ( ακόμα και τώρα για εθνική παραγωγική ανασυγκρότηση μιλούν, πάντα σε καπιταλιστικά πλαίσια ).</b><i><b>Το πρώτο καθήκον έφερε
τη σοσιαλδημοκρατική ηγεσία σε στενή
συμμαχία με τους αντιδραστικούς
μιλιταριστικούς κύκλους της Λευκής
φρουράς και την εκπαίδευσε στο να
αναλάβει κυβερνητική ευθύνη στην
εξολόθρευση των αγωνιστών εργατών . Το
δεύτερο καθήκον της καπιταλιστικής
ανοικοδόμησης μετά την περίοδο του
άμεσου εμφυλίου πολέμου,απαιτούσε πιο
στενή συνεργασία της σοσιαλδημοκρατίας
και των συνδικάτων με τον μονοπωλιακό
καπιταλισμό''(Ραντζανί Πάλμε
Ντούτ, Σοσιαλδημοκρατία και Φασισμός
,Κομμουνιστική Επιθεώρηση τεύχος
6,2009,σελ120-121).</b></i></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Μην
ξεχνάμε ότι στη Γερμανία συνέβη κάτι
αντίστοιχο.Ο Χίτλερ στηρίχτηκε σε μεγάλο
βαθμό στους πολυάριθμους πεπτ</span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">ωκό</span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">τες
μικροαστούς της κρίσης του 1929,</span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">οι
οποίοι είχαν δημιουργηθεί </span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">
κατά τη διάρκεια της οικονομικής
</span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">ανάπτυξης
</span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">
του γερμανικού καπιταλισμού </span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">την
περίοδο </span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">
1923-1929 και οι οποίοι όλα τα -προηγούμενα της κρίσης -χρόνια στήριζαν τη σοσιαλδημοκρατία .</span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Ήταν
τέτοια η εισροή των πρώην σοσιαλδημοκρατών
στο κόμμα των ναζί, που ,όταν κάποτε οι
ναζί σύντροφοι του Χίτλερ τον κατηγόρησαν
για ''σοσιαλδημοκρατικοποίηση'' του
κόμματος των ναζί, εκείνος, για να
υποστηρίξει την πολιτική της ένταξης
αυτής ,είπε το περίφημο: </span></span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span lang="el-GR"><i><b>'Όλοι
ήταν κάποτε Σοσιαλδημοκράτες''(</b></i></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span lang="en-US"><i><b>Ian
Kershaw, Hitler, </b></i></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span lang="el-GR"><i><b>εκδ.</b></i></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span lang="en-US"><i><b>Allen
Lane,</b></i></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span lang="el-GR"><i><b>σελ.69</b></i></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">).</span></span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">Η
γέννηση του φασισμού από τη μικροαστική
σοσιαλδημοκρατία ,δεν πρέπει να μας
προκαλεί εντύπωση.Όπως έχουμε ήδη πει
αρκετές φορές, η σοσιαλδημοκρατία είναι
η πολιτική έκφανση του μικροαστισμού
σε συνθήκες σταθερής ανάπτυξης του
καπιταλισμού.Οι μικροαστικές μάζες
συνδιαλλέγονται μέσω της σοσιαλδημοκρατίας
με το κράτος ,και αποσπούν κάποια προνόμια
και παροχές.Κατά το ξέσπασμα όμως της
καπιταλιστικής κρίσης ,μεγάλο μέρος
των μικροαστών παύουν να ελπίζουν στη
σοσιαλδημοκρατία και απαιτούν κάτι πιο
δραστικό </span></span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">ώστε
να διεκδικήσουν αυτά που οι ίδιοι
αντιλαμβάνονται ως δικά τους</span></span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">.Στρέφονται
στο φασισμό για να απαιτήσουν από το
κράτος τα ''κλεμμένα''.Ένα από αυτά που
ζητούν είναι η τιμωρία του πολιτικού
προσωπικού το οποίο θεωρούν υπεύθυνο
για την κρίση.Έτσι ,ψηφίσουν το κόμμα
εκείνο που μιλά με το μεγαλύτερο μίσος
για τους πολιτικούς.</span></span></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span lang="el-GR"><i><b>''Στην
αρχή της πολιτικής του καριέρας, ο Χίτλερ
ξεχώρισε ίσως μόνο επειδή είχε ισχυρότερο
ταμπεραμέντο, δυνατότερη φωνή, μεγαλύτερη
αυτοπεποίθηση για τις διανοητικές του
δυνατότητες. Δεν πρόσφερε στο κίνημα
κανένα άλλο πρόγραμμα εκτός από τη δίψα
για εκδίκηση ενός προσβεβλημένου
στρατιώτη. Ο Χίτλερ άρχισε με γκρίνιες
και καταγγελίες ενάντια στη Συνθήκη
των Βερσαλλιών, στην ακρίβεια της ζωής,
στην έλλειψη σεβασμού στους γενναίους
υπαξιωματικούς, στις μηχανορραφίες των
δημοσιογράφων και των τραπεζιτών της
θρησκείας του Μωϋσή. Στη χώρα υπήρχαν
πολλοί άνθρωποι καταστραμμένοι,
ναυαγισμένοι, με ουλές, με πρόσφατες
μελανιές. Καθένας τους ήθελε να χτυπήσει
τη γροθιά του στο τραπέζι. Ο Χίτλερ ήξερε
να το κάνει καλύτερα από τους άλλους.
Είναι αλήθεια πως δεν ήξερε πώς θα
θεραπεύσει το κακό. Αλλά οι στομφώδεις
λόγοι του αντηχούσαν άλλοτε σαν διαταγή
κι άλλοτε σαν προσευχή που απευθυνόταν
στη σκληρή μοίρα. Οπως οι καταδικασμένοι
να πεθάνουν άρρωστοι, έτσι και οι
καταδικασμένες τάξεις, δεν κουράζονται
να βγάζουν στεναγμούς, ούτε να ακούνε
παρηγοριές. Ολοι οι λόγοι του Χίτλερ
είναι δομημένοι σ’ αυτό τον τόνο. Ο
άμορφος συναισθηματισμός, η έλλειψη
μιας πειθαρχίας της σκέψης, η άγνοια
συνδυασμένη με την φανφαρόνικη πολυμάθεια
, όλα αυτά τα “πλην ” μετασχηματίζονταν
σε “συν". Εδιναν στον Χίτλερ τη
δυνατότητα να χώσει στον κουρελόσακο
του Εθνικοσοσιαλισμού όλα τα είδη της</b></i></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span lang="el-GR"><i><b>
</b></i></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span lang="el-GR"><i><b>δυσαρέσκειας
και να οδηγήσει τη μάζα εκεί όπου αυτή
τον ωθούσε. Από τους αρχικούς αυτοσχεδιασμούς
δεν έμεινε στη μνήμη του δημαγωγού παρά
ό,τι συναντούσε την επιδοκιμασία. Οι
πολιτικές του σκέψεις υπήρξαν καρπός
της ρητορικής ακουστικής. Ετσι
πραγματοποιήθηκε η επιλογή των συνθημάτων.
Ετσι διαμορφώθηκε το πρόγραμμα . Ετσι,
από την ακατέργαστη ύλη σχηματίστηκε
ο αρχηγός' ' (Λεον Τρότκσυ, Η Πάλη ενάντια
στο Φασισμό στη Γερμανια , εκδ. Μαρξιστική
Βιβλιοθήκη, σελ.263- 264)</b></i></span></span></span><span style="color: black; font-size: large;"><span style="font-family: Times New Roman, serif;"><span lang="el-GR"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Για
τους μικροαστούς που ,</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">κατά
τη διάρκεια της ελληνικής καπιταλιστικής
κρίσης </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">ψήφισαν
Χρυσή Αυγή ,η κρίση είναι αποτέλεσμα
των </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><span style="font-weight: normal;">''εθνοπροδοτών
πολιτικών που κάτω από την επίδραση των
διεθνών τοκογλύφων (βλέπε Εβραίοι)
προκάλεσαν την κρίση''</span></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Αφού
λοιπόν ,</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">λένε,
</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">πολιτικά
είναι τα αίτια της κρίσης, πολιτική
</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">(διαχειριστική
δηλαδή) </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">θα
είναι και η λύση.</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Συνεπώς,
η πολιτική οργάνωση του κράτους πρέπει
να στηριχτεί </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">στο
φασισμό </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">και
αυτό θα είναι αρκετό για να ξεπεραστεί
η κρίση</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Το
Κοινωνικό Συμβόλαιο της μεταπολίτευσης
σχίζεται.Το μεταπολιτευτικό
</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">σοσιαλδημοκρατικό
</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">κράτος
</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">θεωρείται
</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">από
αυτούς τους ανθρώπους </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">(σε
αντίθεση με αυτούς που ψήφισαν Συ.ριζ.α)
</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">ότι
</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">δεν
μπορεί να εγγυηθεί την προστασία των
μικροαστών.</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Πρέπει
να καταστραφεί.</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Στις
πολιτικές της θέσεις η Χρυσή Αυγή
προτείνει την επιστροφή στον καπιταλισμό υπό τον έλεγχο ,όχι της σοσιαλδημοκρατίας, αλλά του εθνικισμού :</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>''</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>Πρ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>έ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>πει
πρωτ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ίστως
</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
η Ελλ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>άς</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
να ξαναγ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ί</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>νει
Κρ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>άτος</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
ελεύθερο και κυρ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ί</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>αρχο
και να π</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ά</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ψει
να αποτελε</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ί
</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>έ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>να
θλιβερό προτεκτορ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ά</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>το
ξ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>έ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>νων
δυν</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ά</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>μεων.
Να απαλλαγούμε </b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>άμεσα
</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
από του</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ς</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
πρ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>άκτορες
</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
και του</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ς</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
υπηρ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>έτες
</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
ξ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>έ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>νων
</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>σ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>υμφερόντων
που </b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>σ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>υναποτελούν
το </b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>σ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ύ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>σ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>τημα
εξου</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>σίας
</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
τη</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ς</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
μεταπολ</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>ίτευσης''
</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><a href="http://www.xryshaygh.com/assets/files/politikes-theseis.pdf">http://
www. Xryshaygh. Com/ assets/files/politikes-theseis.pdf</a>
).</span><span style="font-weight: normal;"><span style="font-family: Times New Roman, serif; font-size: large;">Εννοείται
ότι στις πολιτικές θέσεις της Χρυσής
Αυγής, ούτε μια αναφορά δεν γίνεται για
την κρίση ως δομικό στοιχείο του
καπιταλισμού.</span><span style="font-family: Times New Roman, serif; font-size: large;">Τα
πυρά της ναζιστικής οργάνωσης στρέφονται
κατά </span><span style="font-family: Times New Roman, serif; font-size: large;"><i>''μιας
δράκας πλουτοκρατών και των τραστ''</i></span><span style="font-family: Times New Roman, serif; font-size: large;">
</span></span><span style="font-family: Times New Roman, serif; font-size: large;">πράγμα
πολύ ευχάριστο για τα αυτιά των μικροαστών
</span><span style="font-family: Times New Roman, serif; font-size: large;">.</span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Είναι
ενδεικτικό ότι η ενίσχυση της Χρυσής
Αυγής </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">έφερε
στην </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">επιφάνεια
το παραμύθι της ''αδιάφθορης χούντας''
που κάτω από την διακυβέρνησή της
,υποτίθεται ότι ο καπιταλισμός λειτούργησε
χωρίς κρίση. Αφήνοντας κατά μέρος το
γεγονός ότι η οικονομική κρίση των αρχών
της δεκαετίας του '70 ανάγκασε τη χούντα
να εμπλακεί στην Κύπρο και τελικά να
καταρρεύσει, (κάθε εξουσία που αισθάνεται
ότι θα αμφισβητηθεί λόγω οικονομικής κρίσης οργανώνει έναν
πόλεμο για αποπροσανατολισμό ) ,</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">μπορούμε
να καταλάβουμε ότι </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">το παραμύθι αυτό είναι </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">αντιπροσωπευτικό
</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">
του τρόπου με τον οποίο οι μικροαστοί
βλέπουν την καπιταλιστική κρίση.Με την
ανάδειξη της χούντας ως τη κυβέρνησή
που υπό την εξουσία της ο καπιταλισμός
δεν εμφανίζει κρίση ,</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">ο
ίδιος ο καπιταλισμός γίνεται ένα σύστημα
με εν δυνάμει ''ανθρώπινο </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">(δηλαδή
μικροαστικό)</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">
πρόσωπο''.</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Η
Χρυσή Αυγή ,όπως όλοι οι φασίστες (αλλά και οι σοσιαλδημοκράτες) , στις πολιτικές της θέσεις
,χωρίζει τον καπιταλισμό σε ''κακό''
-διεθνιστικό -</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">τραπεζικό
,</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">και
''καλό'' -</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">παραγωγικό
-</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">εντόπιο.Η
καπιταλιστική κρίση, σύμφωνα με τους
Έλληνες φασίστες, δεν είναι προϊόν του
καπιταλισμού,αλλά προϊόν του
<i>παγκοσμιοποιημένου </i></span></span></span><i><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;"><i>τραπεζικού</i>
</span></span></span></i><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;"><i>καπιταλισμού</i>
. Έτσι ,πιστοί στην μικροαστική αντίληψη
των πραγμάτων, προτείνουν την εθνικοποίηση
και όχι την καταστροφή του </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">συστήματος
του </span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">καπιταλισμού
.</span></span></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>''</b></i></span><span style="font-size: large;"><b><span style="font-family: Times New Roman, serif;"><i><b>Αναδιάταξη
της εθνικής μας οικονομίας και επανεκκίνηση
της πρωτογενούς παραγωγής σημαίνει
δυνατότητα παραγωγικής εργασίας στον
ελληνικό λαό</b></i></span></b><b><span style="font-family: Times New Roman, serif;"><i><b>''</b></i></span></b><b><span style="font-family: Times New Roman, serif;">.</span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">Αυτό
είναι το μόνο που προτείνει η Χρυσή Αυγή
στις πολιτικές της θέσεις.Εννοείται
ότι το κράτος </span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">σε
αυτήν την αναδιάρθρωση </span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">θα
είναι απλά μέτοχος στις ιδιωτικές
</span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">καπιταλιστικές
</span></span></b><b><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">εταιρείες
που θα αναλαμβάνουν μεγάλα έργα.</span></span></b><b><span style="font-family: Times New Roman, serif;"><i><b>''</b></i></span></b><span style="font-family: Times New Roman, serif;"><i><b>Όπου
δεν υπάρχει επαρκής τεχνογνωσία για
εξορύξεις, το Ελληνικό Δημόσιο θα γίνεται
μέτοχος των κοινοπραξιών που θα
πλειοδοτούν στους σχετικούς διαγωνισμούς</b></i></span><span style="font-family: Times New Roman, serif;"><i><b>''
</b></i></span><span style="font-family: Times New Roman, serif;">.
</span><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">Καθόλου
τυχαία, ο ίδιος ο Χίτλερ ,</span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">που
φώναζε για να τον ακούσουν οι μικροαστοί,
</span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">δεν
είχε στραφεί κατά της καπιταλιστικής
ελεύθερης οικονομίας γενικά,</span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">αλλά
εναντίον του ''ξένου </span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">διεθνούς
</span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">μεγάλου
</span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">κεφαλαίου''</span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">:''</span></span></span><span style="font-family: Times New Roman, serif;"><i><b>ο
αγώνας ενάντια στο διεθνιστικό κεφάλαιο
είναι πια ο μοναδικός σκοπός της πάλης
του γερμανικού έθνους για την ανεξαρτησία
του και την ελευθερία της οικονομίας
του''(</b></i></span><span style="font-family: Times New Roman, serif;"><i><b>Αδόλφου
Χίτλερ, Ο Αγων Μου, </b></i></span><span style="font-family: Times New Roman, serif;"><i><b>τόμος
1 ,εκδ. Δαρέμας ,σελ.285)</b></i></span><span style="font-family: Times New Roman, serif;">.</span><span style="font-family: Times New Roman, serif;"> </span></span></h2>
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<span style="font-size: large;"><span style="font-family: Times New Roman, serif;"> .<span style="font-weight: normal;"> Έτσι
λοιπόν, σε συνθήκες καπιταλιστικής
κρίσης , τα ξεπεσμένα μικροαστικά
στρώματα στρέφονται στους φασίστες οι
οποίοι λένε αυτά που θέλουν να ακούσουν </span>:</span><span style="font-weight: normal;"><span style="font-family: Times New Roman, serif;"><i>Ναι
στον </i></span><span style="font-family: Times New Roman, serif;"><i>εθνικό
</i></span><span style="font-family: Times New Roman, serif;"><i>
καπιταλισμό, όχι στους ''μεγάλους'' του
καπιταλισμού ,</i></span><span style="font-family: Times New Roman, serif;"><i>ναι
στην </i></span><span style="font-family: Times New Roman, serif;"><i>
</i></span><span style="font-family: Times New Roman, serif;"><i>κρατική
</i></span><span style="font-family: Times New Roman, serif;"><i>προστασία
των ''μικρών'' από τους ''μεγάλους''</i></span></span><span style="font-family: Times New Roman, serif;"> .</span></span></h2>
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qvmThC0laFdKcAOx9Z8z9Cz0ZX0Dc9rWqiGbr6vS5rTBd46s2ukiGuJBNrRt9nrUKzU35wCl08zYEkSMSabxJEaSmkkgSSBJIJ9kltFealUx5RKagSWV9clYklQ3iWaXUkbshLs7q1iSO9SZyoSiKadLn53pK70VIlrqLIlnka1K6rSUs5H4kpvPTkjLyCdKS+jSFkzkpbikmNESHqD0sd4A0p0bXpVFniUqhPSvKWJIGJIZ2tSw6h0lnv8A/8QALRAAAgICAQMEAQQDAAMBAAAAAQIAAwQREhATIQUgIjEyFCMzQSQwNBVCQ0T/2gAIAQEAAQUCA8j7zv4+mJ/By8b30+3HljZO4eQsncMqchr0FmDE/O36Fs49uBOU/OWfABO3BX3CF5Th2YKQgA/UFuTD/mg+lbnG8kDQ9P8A48n4MMulcWz1kkL6+YPWaTLfVqzKfULBc2WUetOyKlGY4sX1EteO4XHpyeq1/vLis8XEtj4rrByWbaYaqXoPj3fUMOkXItNlnUnUNohcTc3K3s4+m29AoE/9eYigbEzv4+ldmsVW+IPON+J/E+FYeetbaOId0mJ+TfivDQ3s7BQASxdymqyGsiaHFZry6/Lfjtz+18Q/aLoYK8j2lox/VMRa5sdKMa3IOirU891MnL9xbWJcu/crrtFaUE4q5FIykC9iUtUtWTkVF31uqruNVjqqU2cCr8lSwWhbQ57gLFxyHiDp6jbwpab6ExjN+AhZuIWbM2xmPk2U202rdUbI7fs8xP0+oPrO/iGppZWoOP8AkQ/hn1G8Ajalvl1QecAeblKXJ+b/AIijc33YD2oicYR3Zz7c7hDuNWMOZYkLz7TDzE+JytreF7QanjE3lChmx3fNRxbdTkUvgPtfTbmbCxFxcXPwmGUmHkBKUXIrFhaAnEsYfpx4Ipb9UMZzZVdjLcMn0z5J6cwluMSaKQDjrKaeVm3a5uSlwUVvig8LWG49M+3uXNvoYdzjAqwtqb4wPBS7yutEi3skTL1LMlbKy775WSp+Uzf4umOf2P8A2JKxX8s2zzJ9nBuNYPJH4TKvW+1fys/jXub18U0YnLd3xKadeI5ZHxuPyjr+2oETcJJOejtj0/FSjKeTb8BfuNtB+oImJmsJb6q1Q/V/qplNxx3/AH15B66WGPADjGxWawn9ZMG9HrDGWOtaoPhb4OhKN7VS6DQi6pg1TNCuaG189GOltsJZrJ3DN7m4XnImLVY8TEERUr9oncCzgIFAmUher9PZP09kprdVLHnY8J8Q/Z6YuM19/qFxqiIbGeiykLdZyH5N/GlmmKmmdvuQN3DcDTKl2nKZdWpVUQvBbGfF3dW3y/iNrc8RCrrVzvtLmXaChlAc8gFlLbP/AKNWazZfzh/xIyrWicbgjmyFmFr/AAgIUKdqV7lt6FQyvyTwuONllPFU4oiaCqYAd68/3M5eeJ2XaNiNpMFjBgoIMHHi4NCxcSsy7DInAq2/Z9Sx7uDUZTnrrow+Nn5E76+NSmrkfTtfqLf3bMaoCZw/Zxxt0/Ip+0e2SnxjbBXhxvY6xi+ipL5Qfs45Okp1MhWNjcYnxWhOQuJK+exyKi+4pBbzXlufc8Bee4FaxDYrqjfpAEONOHeY/wCfOfOBv0jLUayF7YbdjWKFjDbJ4mL4tn4z66fc++t/8MX5EsFZgLIlZQj7SNMrTRyQf1XBhlKZiVPmrV6bUpa5FY5ej7s2vt2/+vUfdSHjht28mwfCoaF1dRxQoWL+R/hevZ598LZ2IlUyH7y05TKWzLVttvtsQA3GvLsUta9dlibgL5MqyXrJsBrB3V3lrUcbDqtWVPLUERl8AaFe0qelCFr5BSxJ5C1xsVenWZFOP6Sir266KyW7iv8AKztGMtQnhJ6Y3fy2OpuATfj7m99X8qxIeg6lainHryO+a6/h2/K/RltfnJ1rtNbYmJxXEc4d7P8AG4+eB37s2gvcafDUGdk6rxrLDTgCqONAeI1pMrWZJ/yP7H3y/Ys5dxmBVWGqrH3dOHJaU0F5h7AeR12kbUWtuWQjg81NdFfcj8qGuXk3HylLGU4/xZQFvpHFQQ1J+FjcSLWEa1bUQca/TsDHoBMWXfSr+/YvIWQ2aFrMZ6VR2cWz634SPZWgtvXil7BUvasU5SWmepUmu+h/k3zpoxSFHwm/O5uWGXJzYAVSuout9Y3jOWx2O7d79+PQLFOAjQ4FOjh1RaFrDeTbHMrHlW1GbnZ/f973W7cJ/DDp5W/cZv2ylPZA/fnPnAO3Ex9yynuW9phVceyBUoHpqy/HS5b8eymJSWOLiisWPqE7jfiR4qfTZVdeRUjB1I8g+UueuYHqi2C+zgjDcNaoWEsxts+MFFXpz3XU5tT3tMjJrxw+ZZbASSlGxdaKycgyrIKX/cy6e/Rjr+6F8OzaTxD1eOuhZtn79tVNGIb6DWtFKxV8e0ShONUaa1L7dRPMvb5Pd8q75Sv7I+5/Y/jcfBYynkeGhrigZmesAMPhjkzfj1AWMcNvjfR8+BF+MgruO46lgoVWPIxzWhNiQ6mgCgCGrW8n0xXhwskLwPQNxbHvsya662SqxeVSHaNK6uTZNooo7Lcu9/jWWNbbylTTn+xe+2LTnqVnlVbn4tJpVDYIy7i1Kjbm+jS5oXVHUixqK+xj5bcal/irHx9rNwlHqSQEMJY2hfbu0eK8g6rifkB/ij7n9r/HcndXh3gH4wL+ljKbpj2i1fxe7jWlDm51a0PkB+3VxJy7rLZyMwPye2pZ364bIStddr2MVqTaLwB/Hh3cevQWu5BGtrqU25uSGx8/VmMdY9xqsrcWVyvwSJddEpayJjT1Vu3jxfJUQ+K7K3YnFsliqgSzj6fdW3fpXVcMMLTnOUd5a8pqCylg+W3457aG/wBuhd1exm1GOyy+Ey7cU43qleQMq6VA233ft1uvOqvBvumN6S4ss/jH5H7/ALrUfp7fibJ4KV73ZyD09sReHJhU72hqrkv/AG7G5g/Gc409O8i5O2z89411rvkh61AstP6ZeS1GfQqPjsdyjTY9eOoyLNhQAGnbUrm4RSej5PJDG8W3vpacfkQoHT1VgcklIjqILotm59wY6GZOTiVQZdt1ZG5RnPUyWJaphjRjqdyNZuKoZiq8BoWn+LKrtsn6VzKqQtfX6jHyDP78bsq8rmNPTwJmtMesFFAUf1Z+I/I/Y+6/+Z/jD/jk192eLxvtQVnFPE2RH85FoqvABTur23aGUVNdbVUmNWAtgvx7N42N2ZnpyioruuOUh+yIv3TaVvbW+2izs+RPM3L6zi31WLbXYJw7jga6+pXk5htad6yfqbRFzrRE9Ss3Y2TkFraqpSS1O9BrAq1XGtqvUUebDBo0aFTOfbiPbkNTinHP6osXymYtc0HqOh1MPTfRpZUCKMm7Dc+opacZg2PP6f8AEfmfuVecV/ktfmNyVyFCNplrZo7W92wfBVHBEdGdl5E9PT0K1K3Ip5AUJK3FmVlOoRv24tosrfzHlcpBNv6fKtn/AIt4uJkVNszxNx9MvpNpSx/JVdDrlLzPbs127SezbDTaJ8i3buyImNXX0+o/zh2p7kqyyhX1I6/U1tDaI94EN6z0/KxzTe+yD+2sY/HeupMLdDD0HynHcdAZ2vOFr9JP6f8AH/6GD7o/5rvlC36oC3tAKamtHdHP9UBuidrtQr+oLN8IYo5trhXU3wqRhVdZpMYKJkW2AkuzUPpCdzW5XX3b661rXrbSLIwKtCZexpvqdbF6t4Rv4z4gi1kQssCqJvoYYw5Dzppw8bZZzmzCxPSmwUqt4cd08OEZfBVermbm/YDqdwRwLAPvFv7Z6P8AX/1MH3R/y2fFnAAPFkqY7ZZxTS1bTTAqqML2+UM9OQNkOZj+WVB28lSjfKy5uSr2/IrKRXDA2hR6dimmr22ViwPyrIdrC1JsTGpFFHXIOsffwf7x7BXLP1NrasSK6t0LewiNqNCd+xElnhEsNZryQwFpQbFg0eh+mMJ670fvpvU7zCNctkraYluxH+v/AKnpj/8ALY/Gf8orAeWL3Cz9iY+P235coRseMafZPT04fAmen0csiZmN30Wt6rTh92HDROllnFvTvT+PQnUs9Rxq5b64SW9VzjP/ACecsxfWu7YypkJfbdQ735tR9OyRlYmpqcRM4suF9ztciAoHEwhZYiNNsk2rQ73GYCPkQsTNmaPRV5FagIzBI9hbrXbwAyzFzVIatljmHrufQ3NzfQpyAdqmrs4lWDo/0f5OmP8A8tmmSv5DmVvdgwazlEd0jvZYxb9uhuJysB0leNc9dmPYkwzqjjzNFXar6eopuotYoawRrWY+m+mhF6esqGxqcCtQKkWFVnZDLdhqZjZluFZyXKx7WycV/ROI9nqbBcBfiARBCZyn3ChjVxxasZ7J99NQCbM877rCG1j7RqMuuljDt2vs8uhM+gTN9Nzc5ETmtox2IODZtH+uJa6ysp0x/wDlvHmxv1QC/uUsiOXrJTlcFXtU10pZHHG2vMINK/DQmVWFOLj8fYyh1/QiWel1vKcCikdCdB7Tn5m9TlOUEuTYvrBGDlth3OqZdGFvE9Q6+qOrHXmEzkSxPjnqfS+WjeJYnKcJxmuh8QmffXXs88dS/JJoYzc357nlTtfv3EStjzx7NMTtKSBk5Z2f7x2H6VpY3Fre1XSzlmJ5HFugtZgxKzkHVePJPqZPymMloT/QTPVr+xgY47dXLxNQWoI9jAMFtW+vc9OyeK3UjISl+dXIT1HO7A/dsIXjGOo34gaTxxVtWk7hOhlPAdoZ5mpqFRPE8RuhB1130s+m6D7f+b8VT8TNzc30Bn1MezUx33UnjKvbmf7xaDwve2p1u4NkP3elaGx/0dlTAAgLYS1bBKj+4vTt8n/0r8j65bzyleJ8g9i1w8mAm9q47buRag/ZuxVeV+Gvs7aN87CQIjFhx+Rs+Rb4N/Dvah5lNtT9J/H/AEZynKFpym4T0Zfj7bFrWEwwkgk7exvNf4N8ofb/AEDo4dnhjq8wz9VasbJtclySlpQs3KVngWzHIFjmU3EF7EaL8chPpvAq/wBNjcm+hl2971VTEfSf/X+txDHUOo+7E7ielZj88hwhy8jm7WzfhbxxDrGSsr+B34U6dPvK+605sx8/08372Hw9rl9EwtN6Jm9lOh9oTl0xm+JP7suPEezXTg2l8Sy7cr8hsdxdV+Nh80/aur++5yldNTLZadIW3lj8gf3/AP6f0ftDG+nXuxvKemqP1HqV27ieRP0uhWzcoNxbyJ4ZH+EHlxMk/uLeFHcRorbjtym/ex2ntoJ4tD7FOm+h01CNdAdTRsmP+Q8weJkHb6M0TEqn7URU4lF7lz6gmjuuvTVslko/De3r+K+jjb+6wbaZh1j7+a/mp2zfmn1Z9r97+LDRUq8xrGxmctYzvFT9t35EjbYyLScqnzVbxlhFs2QyN5Y7ZE3G4LB9P+Xu/uz3Y8eH2j5A+zRglTTh23q0RZ4i4rWEVvTA+iXexXw2hxL6B5jEGKdSoggWBSw3dQ/+JWmxk7T0/wBHPvdv3Zl/w2LwsoO6k+zK/q0RYPqwTR234vZyiKACGtBBWUMkOyRoTIp7bK54OvFkPynM6qqa0tQ9B4EztQVLOxCvGWhQ8Xy1vux/zaGH2I2uupucpqVqWav08PjVYZFN9bJYRYa1+jaqH9SO33LOFRsJzV1ZUNzfF+J47mPuVkjGQyo7rCKG9pWcbGyeREu+dWanHJxWn048pT+Ng3Pog+CRrxHfmwA4/wAr6r7b17F1JqlNvcH92WUrShlvUSu56rLsmy99mcjBY6lsy6xFYtZZ+UX8rD59tH5ND7k+S/UOzNRK2sNPprGV0pTEfUpZZkYCXLZQ1Na44sbIpFboAbPkS2QKZ+rR53V7l/EnyQiKbKWRXB5VKfGN/D71/ImGeo4ndWo8LLPypO5VHhgn9Psz41rZYWmHwSZGIa5xdE47WxDRa2TpGYuyuolzoU6630PsB0SdmL+TeW9uP+bRvch0zeJ9yqgucegVLDPqI8bJtxLK8mjKXJw1BzMW4PWNTmaTcRdPwgXc2JjorYqqohYLKH5YvLxjjVHvX8m6Msz8Kb5V1NxdPt43TlHKBSNwz/8ANTvFx8xGdcYC1c81opg+2++oELdD1E/v/Tj/AJtH9+5ipXYK6wIIYRD0IFtdncpsGXYVXKMZarxlVOo3qE7iPxATcpZla0JLE4DAfeOj7lX8Xv4aPGcZwjVeMnBekt4OO3OpoYPtl+FVDqxDRyJi31JXcxvanIrxhbnw+0jU0ZxMVRr4Q8Jtdbg+z7GcsPbjx43sA3Px61WtU+NkC5QZuGHop83KHS3GGt6gsi5JIfDS2NWyMqCcuI+Li1tmw/H05v32Jpsp/h925yMDGeZucm2RPUcStxgnReNueZdkBG/VT9QsLo0ZEnAz6m/cDqbm/MJh6r9nqPs+Pdj/AI2Q9NQJoFvbRcaXpuWxA3TXVWluJ3JfRaC+1HIxLdQWpaqel0XKPRiqH0nKWH03MWD0+xqUpai01Lk1KNJ7tdWPhrPJdp5aMssq42ERyI3KZCAHiBOInEQrNHaYeTdG9PyVDIye7fvH2/sIYr7Avik/CyzfRVG+QBLFvfiZHasVtwdNQnU5jddmoLAwyMGu4XYrVHXlD5Swg1ZwgcMORnNpy3KKd/628htLPuGEeHWKq8bs7HSW5zNK2LvBVN1LKqbb2xvTa6QSNN5llCvL/TJZTZWfbxnGFR7G6iE+PZgV7xw2k6b6fX+jEyuMB8cpyhPlws2ILAIuRo867lyPTtDtlCDoCyJcUK5sW9Gi5AVq/UHe3/RuG2fcbyfrofMP1bUro2KnLIq4PQCX/GP9YGEbilaUqW9hXwaFYW+kVPLfSchI9NlZmoOjexvr/R6Wn+GfA6am+ujNTXtwsmAbGjOPl+Ms1PM2RFuKyrLlldWQLsFkmmWAwOJ3NAWT05u5ne9m1GeVpvofvqYfMbwMyrVdY431YHKJhYyTkJvp/U1NTjNTjGqVpb6Zj2y30ZxLMe2kmHqZ/wCnvX79KX/Cc/L7mgk3voNTkonOb9wOjgZqtHKAFxHOoT5304wDUrs1A8danD4imPQw6+jec73GN5nCDwv9ufl1J6fZZe5a5+eNk9yjvzuznOU5Tc3037NTUZFYZnpqkMCp6H6H4Tj+x2/Io37F/L0tNYABYkhB01uCudsCH/R9QZlvFbXadyFpym5ucpzi3xbgZsGbnYptn/jUaYGKmHO8J3l9u5rofoGO3mb9hn9ZlXCyq96iM3cTJ3BdBfBeILRBdO9Bb57sD7gboelg8Z+JzHXfwnI6UnTgrX1rG7MRe3is+hNRa4EAjWAQsW/10OiUEMzGq5Zym5ym5ynOB4t0W2KSYMhliZLGd14Q9gxc5qHB2DDGgsgbc8Tflvv2b63VCxbENbwGV2mC2cgZszuNBaYLTA8FsV4rbm+jRhqeoYvFoz8oa2CcT0RWK5D7PRce168asjKH4ikwVQViM4WNYW6cTNHpqa9+D6apxDh8I+MvG3Hq5NhmGmxZub6jcDERLyJ3PK2ai3PP1TiO5uPpj7wiehhEJIgNjwKQWTzr36mfjkibitKrhXDY1pfA1VlVtiL+rrn6tIMpYuQsXJSVXrEtR40MYS1eQyqOzaCoVWbm7HcS1lQlbg9TJB94Z5Tign/kQs89GMK7grE5KJ3BO5Oc37wNn9Ya6TdYZ5MZWMsrcRgRD1DTuTuQHfTlFeFvj5mAyJh9xYWncnMTamcEgUCO43uEibhdRDcsbMrWN6msTNd7wwtTMp7N0qTm6olS99d4wDU57C3OFYYEaPTZnNhPRPlgtGjfR+8yjnVUwrsezbt0H4g6ld0NVca1iRdYsGUddCs0BG+U4ThNf6cb/ouXdaHmmozTRaZXGb9ytxi2AzxB0R/NaoaGx6zGxtT/ACFhsyIbboFyN87lhu8d9417KG9QsMOVaZ8nnHZ0EhmNlgDPuW0yjnyTHmvl+5+jFZSDw11ex7PQb+MMtE1tCPFjDWZWEtm/bs6x3rS7MONffZjPW0JhaFobJynKbm5v34n/AEalB4MW8Ks4+Mqzk/t1OBnEa56mNyvutqappiepUikZFT9dTgs4LNTJsqQW5sdnt6BdwaVeYVT5mp99cOjs1duwyulaasb8PWMNKOlR3L6SjdEXbY+QasvkCL7VVa8pWAyAb8iz93K23tH30RGsbH9CZgvouMojRnm9zU1NTX+mjxdG+OUT5ReIy8jwfaDo829npFfm5eQNU7AnYIn+Ss7+aIc/NSf+XyZ/5jIjepZRjO9hpq5tcNdN6hYkirwdCfcPjp6PhJkW8FEzs2nHazJsuswb0ur9d/50PmfzVWYdiFcQ2L5Q43pVuQp40U3lrbXQ1Ko4oPm2TVqnrWOTdfRVU39yd8RjHMIE1BCf9df8kyvCING5yqFjv/V6aNYNkb2f1lHoohEUealAqv8AzmpXWsyD5iQ/c9LZv1nbWurmbHSUiZ1tlkYnmPINrKzZFjV1/hYzX3+h3uBmuSMNQK3PcyM86npnyt9R+ug+6f5G/LpjWtVe+RZruMZ//8QAJREAAgIBBAICAwEBAAAAAAAAAAECERASICExAzBBURMyQCJh/9oACAEDAQE/AUMvcuiGaNJpFGyqxHgf/DUzWyLd5miSaFYoNlFelYvDK3IhsWPHfweRNd41Gs4KFHZRSJRpbGP3w8d8s8keaGiGXi+CHEjy8x2oWbE/ookzUXlKxQs0UUfjsfjaNLK2tFCiIliGWIs5HJ9CxGJOAhTo1ocyyHWPK+CxSs4xERP/AJhFWcdHk4423lui8QwiTojOxsssh0aELglyKP8Ao8kUnxs8bLpWeSepiytyZNk3zscixc4mIXRHM8Mf64h0JkhIl9k+Xsi+Sc74Etrkak81iY7NOG8p0KWURyzTibsR4/rCwyx1lkVvQp/YpIslL6H6VhEdnBKdYQnRqGiyT2v2saw3uWELH6u7JTTI/Z5eTQ8pl/ZKWIws/Gh+P6Osv2UaSO9YTHNdMnGJ0ahW3iWbzGNLMleL969CQ0vkkl8CHZ0QxPvauxZZNbKy9r9iY8Nl4i+ceT9tq7ELM+srK3P1pC4G3jUfF4qhdD72xFs8kvjFfxqDYvGkUSiOP1hL7OhsuyHQ+9qIuxZnyxfyQleZRGq2og/87LypUQleJypfzWQerMo2OGaERlXoToU+CbvHJGH2fjHFr+KMtInqV5ZKI45Uq9KZ2j8Yo1saQ4FfwRlQvIjWXmkaDSyh+iLoTWKK2uP8DE2KZqRe2a9MWajWLyI1otDzKO2y/TLKxYpYsntoo0Gmt9iy1tr0vK2whcbH47PxM/GyihQ+WJF/WGi6OdqRWJ97Ix4NPpeFuh+uZ9EcS6x8EcS3Rx8k9nhx/8QAJREAAgIBBQACAgMBAAAAAAAAAAECERADEiAhMTBBE1EiQGEy/9oACAECAQE/AWQ8HymTw2bqRvs3DZeV/ptNqJJVhmmRdjSNyQ5dm5G5C7FGxdcGrJwp5ZDznIn7hmoQabrDEIUDadlknwRbES9zE087s1Y9OJtwp0bxZlITL6NQvGoujT6lixEesoY87SqwkONCWEKVH5Gb2WLVaFqJm9D1P0W+EX0WOSWESZqCGdP02xLxWWyMhj00x6bFHE/cQRts2V4bJFNL4IcVmKw/SYsRQ4lFCiS9NwxYjLNUTRXZCPWUS7RHt84ecIaf2xwH1iJIZqCxHMFciqJ/9FEcIrFnqGiEUuxy4w0aRKDjm8IXheNOH2ysONjiPD9NQWEXjSjtVknRLvgiColGDwmL0bw+CZJjgn4ODKYo4SKEJcZqnhmoLEWdkIW8ajEiqEUJffFPrLKKrhReKE19lfrEI98pK8M1BDpoiqGaMkujcmS7lwSxCFn40OH6HEWEKOKHH9F8Oi8KTN41XOaK6J9iVEFZtF2UIjxQlSzONjWIR4y9+GXvN9ov6En9Ci/vDv6HcfBeYh5xiLhJCWN8kR1Lw/BLq/6MvSPmLN2Ff1iC/jxiLgyqxKSR/qIyJPo7r+haJR/kS6Eb2L94fWF5woQuDH0fkJd9oT5X8bmkPUf0KQuyUe7xt7z6P0XJcGTwvaKH/Q1I1mMi7Kw8Ia75p0J4botE1ZR0v6c47XmMxSxWGjb3fJZUiU0yh0iU/wBH5BST+OubVjVcEy81xrj4x6y+iU280JsUy/6DjZ+MrhYpF8FykhxO8WWXlS538Mf9Gos/GzayuKF8DKNpsNjNrFmL4pG1/DBFLDHisx42WVhj+a38MPMWNlFZWlcSMGja8WWKP2xRL/WGhxNqXF5jwlI3fDDDwsSELzMvBYl5hf8AJH3EuUsLwhw1Mf/EADoQAAEDAgMGAwcEAgIBBQAAAAEAAhEhMQMQEiAiMkFRYRMwcSMzQlKBkaEEFEBiQ7FywSRjkqLC8f/aAAgBAQAGPwLhCbsSq59guy7qVOQTcVt25hFilalCharqYWmF6o4oQ5ELwyKIc5WrLSguKNK8fDh7fiaP9rxdQ0hSwaYW9hrnPoqSVqNW/Ki+pnryTv1UzzhD9QTBHJHCdLWtNF+yg6Yq5YeDhguLj9kzS2BCOk2VjCvOV0A77nyaIuKLjtXzjUjhHKc+JN2AqqlGBQFpCLR9do4fVudUeq37Ldsu6qFUKgX9lvrsh4agqtV2VAqXW8sVnzCigXCZjYdNRqFfI+GwmFHNWTvEiLKf8XJA/p+DnCLMCmLzQw3e+5Kf1JkkqRQrQ6hQnEZP/JHS8fRXyjmhqNAKlauS1MqEQzldFjeIXWj4lBvnp+byuiBFUHhSM5lNyqrpsWChaRZQEcpGyO6e3vmXStNlpK1oEIDLV1y05SmiJlaNGnUgvGn6IdQgS5sdFp0mU7CxAQFuODggIWgX5olo4k5x3QAg3h0o/pncPVBjKg814mFUnkv3H+Xp1Qf+ooW2UxEGIyoc5yxC7gPJBjR7GL9UxmCBo+I9FGABM1R8MDxFy1oeJxZxybRWzurq5UMVV1Kl9Au63TCrVABUw1zQ2PqipVUFGxq0nT1hBAgWWoXtkEYst263uJQ7hQ0WVVai/qqFd1v3yEJmIY1WC9qteId08DeZWgbo6NTjWVAJCvJyrWPmUPZe0IdjKnqh4HK6OE33vVeHiiXFeJiVaV+4Huxy6Jpw6R+U9nNuWo3UouUjJzaiV4TeX4Qw2rqXFHEqSV4hvCDsieiJ2qBc1vFbo2oLlbKAuFcKIIhdl22mM5OKP6fBEYLWx6qAtRdHogGvOQRYVN1rlaOajqhVaeaGXRXRZl6VXi4nw2HVOxsQ9hK0tQbplCWaVBvaiutJ9EG4kOUtTcE8JFUBg1nmvFw+PoteL7xFuOIC0f4f9oft7c1qw/ec8hPAEXYXNb4UILdXdVqVvXRLipNl2yf91WFdqq4Bb2Iforkn1XB91wBey+y3hGzVexwnO7gKThYk+m0U7YrlJRPQJ4KlD1U9MgiPiXtOFezsqcS3/oqLuqiqgrUho+qj417RO1CiIAoChH1QpdQbXUtNETkHc16oQvAs/qtGJUlHGcZaV+4bQDkgG7un8o/pvpK8LiJTfD3nONkGuMnmtIOkdVP7hy96SqpnkuzLMPD1uFybBU3Tz6bMLd/KhwXNE4ZAjqpxXaz+Fpby+y4m7cD12pIhTyiEXQMneIJd8KpkIWuarSaLTdeJK9FpAQog4xpU2heH+VJqSvGF1U6SEcPkiFanRancfJOLjVU3czKhPAvEheJhwHuEhf8AkcQ5otxvdr2XuUP2t/ihTHhv+Yr258RyOhgCaBc1K0uELeW6FJTn/C0UQVc6bBCLTyVLok+pTmsZDBzVdiVZUGU/C66Lh0QHWp8gEdMqZUCl189KCI6ZhEjhW4t7iUGy3VucS9pdb3AvZWVPeKMZTO6m+F9VH+QK0qHA9kHSq2VDIzK3rLTyWGOgUFeHiW7Lw2uBaVLXjEcqKqhfRTFVVUVUCbursb7gERgkz1UC/VXH1Wmd/pl4nJ2RCg8KA5bYdkW9EXeQSV0Kq1cKoNpzswtHXLUoWnqvEmVK8NQFqBQ10hf1VLo4k1RRHPkrKy1O+ypRc0Rk0Qi5rIxWDlzUTbOWuIKGHi0d1Q9cg76KildUC6jAnfp7FtB3y3qnk1X0joMpKgZYb+jsnA+oz0g6e6gv1bMqAtLYKGI/EMlHSnFX2wNmdguN07MIzde0st3hXs+Je0uqii9mpA31GIoATNN0GPNVqcRpV91OGqaKglVw1utM+i3iGD8qgL3dSt99eioZC7LWpBuvE/T0f8ql2H9irZjAn0TWzMIhDM6eKwWsXXiOuLovdc5zKObD2WnExmjstbOE2zLhswomqDJqUGdMidvutOLu91LTIzjJ5yCHonZhahSFptCOEg6ZXiStNo5qJWtpQdzVW0XiN5ckHuWlpjD6ZE9FDnQqGVAcUTzXZbz6q8jIwoNlDarxcWpU4WExjOrlveDiDouAsd8p/wCk09CmvHPJzehy0NU5NaOZ2IVGFb276qNWo9kx/wD6anqU308k4jrpnqioQ2qGMrrceR25LS/cxPwchk5EsZTutWMRA5BQE7MIRbmpwVUe0XtbLc4FuX5qHWUNWnDpF0NS7bD044uo9IWpmE+EGFpUlVst2VXLT1UYUyDUFEuEFVqxn/yKuuH7rSWCF4rKgXRwHXFRkO6gLU7NjeTQrKwXJXV1LvytI0uPpK08OHyEZAYtWrUx0jyW6BWVVcPNNBICA8irZUsp2WnEWtQqqBkU7MIM5FSvEC0cwvDK13larIBbougZRBvmGN//ABaG1PM5Q007ITxIUWixUmIVswyFDm0UN0j8Kb7Df1OFYXCa9tigeirbYxOxjYsFwhe2doZ8qhg1O6rU65yJ5rU10O/CjE3XdeSkGdrSxqD3wT0WmBRUCuo0eVb6rdt0W+wgprm2zKdmF/YL2tlucK1M4lv8SIxeFDQfZr2Z9ovbXUvduLctm5/zGic5QpmUTPDRXqvF+IFBw2C5jS70VYYOi96ry3sui65FpsVifpH/AA1btYjv7FTGVlwqgqENZ0hdT3zjPceW/wCl7Rv1Co5XyqgGbp5zliu+nnd8mAcsynZhawbKLELw3LXK1jkvDtC0XXiLVaFp5ZhouUGfKEVryfiPNXWVK91vFU+2Ywh9VpaI2O6g54f6htxQoObY7BPZHOyi6ttVrs32KOlaCaKZ8u+VL9VW6g8OZTswh8pupwlJ41GLZbtl7LiW8Krf4UdK09M9R+ESitPdaUWlNw200riwvqIV2fRTM5Uqei1v43bXdHxKQqBaXiJ5puGDMc9jEP8AUoZE+D4jvh6BS+vpZS7CMK+3XbhSFWhQNwpHkdSq7HR2XhnlbN2YWg81N5Wo3TWkQtHVa5uiLFQ6yMfRSc8Q5F/IZS3jCMjfPJbz4VHnLSwS4oY+PV/IdMqoziD6L2GESvdgKXQR6LRjDR0Kh8divCbhb3ZanAgIOsRQ7GLz3UFWihsK65rouoVKHOpUNVTsRn2ztKtC3rqo2YH324Nk17UHDnk7Y/sF7eygcCo+oUEVUlBzFHxL21u6OL+kMs+Tog7TUreYVHdQLoN588w4XBugaqpWlgQxcQS45icQgzbqpIVGhWREIxQrRiSWf6VHXs4Itxhqb+CscMO6ajYxa3HkVC3X0VSdqysPttyLZEuAIA57Ec9ui0mjkWFHD6WycAq5jEaaBACkLSU5r6Kj1p10Wroi44gCqZhbqGTS0R6LxDfYLXWKgO3e64iFRucla/8AEw02ZIotLrcnLwn8KiRPwlaXN0TQ9NhmHcrln2GUCpUm/wDDI67BHkyg8clKfnEqOSjCRefeKSuijoiwuplSnVNA67AOI+eg8p0XduhAZ9AqbxWrkpZ9WrT/AO0oBxQjjbVpTTz55eHh+8P4UuKuq7EcsxBQPlTP8OctPRORy1gr1Ult1bINCuFaqIhbqZ65t8rV9lg4PIVzrxdFLvtsaX35OQ8SxQh0tRHWqLuQRe6pKqp0qSfvsT0QQCH8H2Zdp6O5ZyFOVfJan5w15AQLnTCklSrLWqKZW8KI/CmxafMGGMnu7wig0XOzC0OujhHiFkMLSSmE03oWnVuBUXdQZCvK/sVGRaoQU8kAPKG1v4bWnq2xz7Zxt0zPkzCCAC6oFvDKCAyOlwMdNvdvyRc4zKJRP9sh22qcY/K1fE26OIOYQYLCpyKk2yooK1cl2RKByjSu6r5I2iPNoiYqigdiynEoFzQ02U8lpyBUg0RbMOCCKLzYBY+Ibk7bcneinugiduHUPVYkhSblaGfdVsqWCog9+ktPNHFYIaVBso2e6jr5I2nbY2t5UWrkVGUuOlUIcFRt1Vm6gWVBU8lM5WRBV1rYVPPJ8STCxutNtjeuRTm9Cp52RQO2AUWtUmy3RuhQaKKav9rTTQeRXa3otTeE9VA2ICgXW9dclxBcRPoF7p31VQ0Bbsx3yG2fTzKUygBEPO+VJ4gYQPJa+SrlAF0FvOJ7IQMyc2DrkEXBok7XRa9VGmMij3UeTpFhco8gg0WQAqAhqqP9LU2rVBvz7rr/APYIh1ZtkNjxMMxC1PP2zkOMrfdKrmP4FM4aFLzC3RkZsVu/ZeFpUc1VdlSyAiq4VZbi7KHWRHJYcZDyHf8ALOW8QQlSo2e60zAy7KcQSDRa8GrCg53F0UOF7r/S7qSgobU/z7K1dn5sI8lEg9ipa6CtUah1XfIEKFKqn03uS3qHLDI65N8h3rsHGwx6hAobWkuUgzkyOq9s76dF4rDLURFU3C1asQdOXkQP4B8qVTaLCjQiFBdI6Ff9L5HLeH12dMqHOqpmU5vymcm+nkHZJY06D+MmnYMXWrEFcq0KE6ZB5rUcZkeq3scOb8rRKI/Ts8MG55+TKvlbbA2nbffPU1Tt2nsicP7LvlWoPIrVgGHfI7/paXCDlSynmougAtJsVBTPTybK2XD+VUBa2QHD8p2GfXKiuoDpyurhbp8u6j+AdmSqbMhBw29eC7S7ovaMqqZ6cYah15hey/UH6hFvitK3Sw/Ve6J9ESWua4cimlAc+RQHQeZdXyGILhTQKgJXT0Xc7NFIw3FVwit5pH8KYptxnPkQeE+RWqltCjqGVVIMKMT7qQZGdWg/RSRp7eWc4z1O5dVAOs9lutDVvGct6iiJKhjAFqxN9+dQpw6Leb/F+vnaHW27q6h4WrDqFXOWmFvCcpbfumYRbvE1I8s7UOsmhrQE6LZUXQImNLeq0sG1BEqW7pW7vBbzCP4X1QzqqeVodfyu63ajOypk2eVfKlHb7pnUoKXnT6KdGo/2VPKqJXBB6hezdPqt9hG0PJHrn1OxbyJC0Yl1KptxlZS07A/4+WfInkEexTTNfPgiQtWFQ9FB2m1aJV1cbLFRQ2/XZqfKiVPmdCqPTjOpxyrTyT5BWvkVuqv8DWy+xpRUKYMdV02AFhtPRaWW2aeZBuVuNKqw+VTYiV4GPbk5SNs+SQi07FlfzfFYKc8hQCEHYjhMUbzVjlugkKM9bWyEzUPiQ/hYbiGaiJlcQ+jVvYro7lWW65VHl3Ups3G1eFXytYFtioMrdwj6puIzE9Z5IF72GbQcrq6urriCgGdnsv78lq1Gequco5Bb1+q7dct36IHEgu7qI/gwsPCq02BaVxu+6uuMqrnebKaC4Saq6oVbYvs3yq4LcaSt4wOWXY5ABb0Bbqg2WJpMsbQLvsXXEVPOdnupc3UOiJbQHlm7KCtbXeoKuR6LiKuf4LUSLiqBHPY3R5lUz0VluvcPqqYk+q4Wrhb+VQ/lb2r6L3hHq1XJUuMDLiVXEqi75aXUTQ2sZbgqtWM7UUIbRP8AB49NFDhvc8tQ2XYBud4bMKnPbhNOI2Wpv7ak35LTLT6HybeQMn4fQ5S5S6jeipbyLqiGGOagqUGPdDgqPCvtVhezClx2KX2pdxOVMM/WiL8aNSC/cNcd51W5aTsBB46/hCFXIjkqIHyNLboHFdCjeP8ABYe+TD81FAupN1pG3fYxMToI2N1xCpjOXvSqvVwrBcceilziSuyjYk7LsR5938K5N9Fpbv4n+kHPdPZCDXosMd1pygNlysjoMvHw9VBoVh4jSC0oDoFAqqla8jsRsEnllf8AgtyaejsjCPlj18ymzGy1ocQHUMIuAqBzRc41JnMMe8kNtkEACqlBHWZPVYmF8IrkX/EmtdZQLBV2Qjm0sOV1/8QAKBABAAICAgIBBQADAQEBAAAAAQARITFBURBhcSCBkaGxMMHR8OHx/9oACAEBAAE/IWpgm5NEJcdTLWi1+Bj6f/kczd/vZdXjuCXnLx7ipyy9L1FDj1DI7K5I6mqZZo9oRBzuFvhS4VPvsY1IbXPUbLQmoq4/ARL0QXvycvBUaW++XRisEpxupzWyWcRYn/8ADU1fWjd9VGSDw5ZQqz3NihcMBU0+JZN5oYdqoOCAJky5Siv/AIQULX7RCOhPG+pRxVZwjd0l9x3IpbiWs0OohhfZNOj7y9pB8EyqQsp9G45xPU4BLBhmdVi1ivZX8S5fhMnMt0XNGPnctH5laq4lfIJUtwZi5MQauDO/0zjsp7GW/mHuJEMsaby9SrjRamCG2NmPNRbBb1AUpNMrqlwMFVHrMYbkyyHvsi7XSJZpfrFNae4owkM2u6lFrmAtbida9YgYnuUUU6SiTTzcyHRlQYL/AGSqepxX3Hlfx4HKlb6igsBqWaEm82KrU7f9VS6wGsX4OWRLC5vmpws9eVZ8J5Y40XPDNw1a0l6i8RuQA0wofmyijaeqoZAzzbOUDvuI5d6XFyzX8EEL5l44ioJcaZfFAXP8RtY/c0zB6ghBcOYgwA8G5uWB5C4FyMkfU3mYQx4eJwm4xZ5jfufbPMBTLwrsbIcve2BxdJa2uoxHGj3HzO8szEr6CTcoVYZJkU0fMOKS7+FGnmJS3RcrZ1MlUEFQ5jZ0Zm8VbEYm6nSTFHys6G4z4AQoaGRHCt3qG3jywsdXRFChsZWPSS1aRiA0mU9z4WTEi7fUpXkW+2Xah3NyrZjt/wCnzFQocR2w+B36+yW5Z/Yg/wAg07Xd/Esrh9TBzepc41NFyS1v7Nv6labpy9RAXm2t1NuJg/SaHd8DmXsll559swlszF8sKyHnD34SsVgTGhaZNkTwhLYrtcI8E0KiUFrPuZLzLN0uHvszdIlvCA6RNzqj3C3lEBTJ4Tw1wfhDHwQiHzUbNxG+cHcfIqCjeiMLi46YTpE51S3uavmUs9eC2wZkKlXVgKPmIy1zOb8sdTcZhqIn8Z/LzW1qJhyfqWmR+dzMEGfcx4Nh/wDNS2ofZD5eZnFhhz+42PXXiUtndniKNiHUO3X4JXuIyeJci6wII+q5nDRw7ZjzQj4TCIFs49y0tZIIAV3IJ7/ugiooAixOrSC4qhyRQ4pROMK8+4+NplIFWtcwFi/2kbEQ6ka8Ewpj1N5l/wCKLO07cVxaT7niXGHU1nX3HP8ATBAOP8wChlrlZdS/cxL8RxiPjaglALYUbT25R6bgpaaYFJzLVmFIMX3x40vyH1DRLsHKUzzAYgtZRtpRLfm4L+KUC+8RrswdDQ6j3cHmAjyQ1SK7w4y2wm3dQo7x3Gq469zPeOYlDuyDbtZCk8Y9qVoufheoxQ9YjQpXae44JbqXKFFD/tKc/rC9DGa8PcMmhfcREXIRqsHfpEh28/8AcPGhiO0ToeImB/wiTVnucQSe2v7hi+pejyvuWGDscMt1LnxXEo5OsLi+o2LPZiZXLmEFVphrhevUVnYcQFt4bXop9pWGke2ZSWTO+J+mAiMRnAV7jRGfEMyohrkilS7jKZjJRjTvixS4vbzXgBLsfEx+aJ8PICy+03D4PqCk29T1GX+4i0mYnSsCafmA4rxMB1N7h+6ULk+IGnCE4ske1QJRO8g6hYam6uo67HCaCVOn+0zAeNSj1wIq0awuCYzZ0CPbsPaGpaYTkjjd3HkYmctcotlOMiKStHUYg/ilIfGInwil7QFb1iBkIBGmsvef/hRG61UQxqZrwx4ndxpW+413zIHBXMJeVjup+kwrnuDtU2RMeW4i8RW6SAEC2AF3JC9SlgbjOMyiSpr4b3Ep2kbjGZrL7QxGqkkw804/CVjx9gh0U+vB4PIccx/H0asX4UqNuSiody1cpYAWlbTACj1NfzL3LiEuIcTvY5gD90ta+1TQFTwQRWbPqVehxDQbxiawxaFoBcnBtI8cBJ9yJgxTLfuFksMnaUOe2HUYVHwxwC1YTTLcYFZqE/YSqHGY8O5aBiC3OLjunogqcO9Qgo/CE3khSd2ZOv0S6VZjERyZZGtZEIY3O0Y0WxehUXlA6ih3ZKZSzJSqQdQTXgCPOIDNPtBN5VxGxtcvucgsXyxeFsgBHTMIFwtMfCjUNEHEx1wQS1q0TkqgomzfghK8ED6wyijKl2x9pt3nqGxZz1HCyhV3MA0ufEuFoBOUxPzElvUXZWZgPPgIcnJE/MYLAn18LPEypiNu9XMvzaPUIjRukIy1Ml5qBYFN35lF2tyHEGopC4TgopFARiGJ3Ml1zasJcPSsyvfTM/C29oWhmrLXB7wThFsCGVrHcUuhqselghRqx6mGFwxVHBVBkPmCpc0q6lI9Msy7fIwSmgwyxoxaING5QL/3mHTEK4sqYr+w7i+Doj4DGKL6IEYjA0zDBxGPm1X6iW5V4IpX4IQ8gZvBDBuHZhzH4q/Mw5JTASoVKGoDIr0RW9rLgcJYVzOUYQ7uAK4rMqdajEUFz6AVWk4lc2C9y/dc7M6lbVtImVnSUjkofcmyELqOACmUcppbeCGdLi/O8QbqFHanKXZON3KpteKhJLj1ymrPB3NyUYMaCj3AQCxTTLJdWC5cuah3lLztEV7fUQcoSNi33BqX7OK9Q3UB7OjbMcyuJOXmPYteNbLbh4ch+JgDKcajhFaixyUwr5ry4guWy8XGtblYH1xBADK9sTXogOfgQh4FzsrcrwCLYRqOitQV9Ez8zNXMFIyMT9xjuEWZWUfRhRr8so0yEa+1TjvW4WPjyxfeQ5QzS3A1+CkpC15OpWUaczI/gIoJ6iGnKUSZruTZon2IhNtoHefwn8HhnQVwmbcRKsyiZd0eo1MWT8zxfiY2Pgf1KXMU8kckmRH24it4lz4RxLJ6l4l6YmBFsMBFtWx9wrXoMPcaXJMMblCMqdgieAW+yZP2X9REr9rYqz5FVWTSAKSGhljFIs9JipuYo33AbZ6JazaZiL2XBXYZ0fBCEJXw1/MXQ266g8qaRiEBZsktDuuo5Ykqmbn9yO/At9amRPRDbWh/wblrYTj6tkyJSBe4mclmyG0AcMdMWY+0XioMxZGeub8stwsyQ6QEspnr7OWtMMUTbYhppTvLxcWg6kBnusx40jco7QNXEixe41E474lgR0ZbMs+xqfJTxPyhBww1Im5vEEAt9RQtoiliGVcHH39RM1cDC8Al6FsyQfacADtVKk/URhXAP5GbU/FBIGhArwWJQzeoY7lBuEDTmPht9w4U9CfrSwXFEt+2MC9+CEImHtVA3ZjZFviX3uFtDFXR/CUiDALeZT2TPITtuFVcIAcxdwAgoCp+94CALXEzYyguCxzKZRhiXUL85gA/CYHJpK9/tOBfvUrrRaR0JSkMjMVHOOCOdOp6s3/qECtY0Vn2cwoLpY3H4l9dLfcBsl6mHbErBGFXAqHZE/0I8R6X3M/rudf8JmH1xomSSnfOK9r6Ge04eZfD+LBmzywhpRlBKjMzo+3w4Uk4B9opzSB3zmT3Fx8Lg5dh0ILwUnM6u2w1BAG68V4pBTmdyZE3MUw4Thb2VEcNVcytQBLV68EJYMxlNxLi1aDTV8o18gYBva5eIpo3fMygjtNkpBQeS/f8hll4lwjelh7lwAJQZmkxJyFvFw3ejxG4W9XLOAO5WdDNw91ibGBxLmKfJgsbJGeyZ+b7h9y4gOS24oBhOHaHN7ocy9lRM0xFQGXHD6mJeemBbTeCLpYU16lDWXuWNoRPNM2NkEasbISJtYh6hAFHlLNfoSziVaqDOJyzB0X/ALPyZlTVM5Q6ufEdbcohfSH1eqDj+4RoEOyHEy3Deo7mBz3CyliN8eFnCFsoQktW3rqcg1zfgl1mO441GMrM3dzFsouDvk9Mt3oWSbsHZ5frQfnhg3CWOoBbegnAdsLEAMfdhqLC1xjXRdxvqlwu29zAK+LENhfgnx1M0XMdpVB8Iqnc0n2haku2anjh8xXhBwFlrM0YJM3qem5kW4qI83VJXz9lHbS/iG1mNlB7Mq9/tKQAGCpy6M/U0CBV9FU7s/cKdB1G6auC6EDtjEsOiNpUlfMzYe+FrUW1jFhGFuDDMzZPcUBfOvi+GcQVANwOVfqZBTTkwQB4in2KM5zMkinXg8V+CLbuIqKXiEwNzFRuWuK/ufai+AHy/Uh++b+CzRA0rczuYTE+yvFylbDxOCdo5H5O5cga7ZEBNuEW7MPNdoKJQ7pn5qE1r/UuKZiQap0+nW1SxOyuPujcjq/EWz1uQYQdfRltf3FRUxWMTbefITMkFn0P0Slru5iCZ4CFW4xpTL+TLHguOJ3NQ0zOgkLqL+U1LSNibsvzBqWBbLbWLzMyx86gTtNuyDcMIW7FOnxxOGPgWblQOD7QVzdy04HhElRXKJZZb9TZZOJ+tP6zfwHJC1bYLV32ko/s4vW94xbNzPljMzGHQjanUtJ+U48XJf7ksIF/eBWmKqcJWpTiDNWBmb1AqyfZXME+JliJcBbg7M9gd9fTZ3OvjTDp39ombjjEfoP4PcoRPyeLCDep6f8A4RxPjx5mU7NJ7gQVuBAPiAEAbRuH4ZMmUs7PIxKZiv8AcGCzOrlhS4m30fmlLkurAgvSwclvFyrXPTG/w68PJBxMs1Ag27d+jUxVfydU4FPzMElUyU7mWc/onEWcf3+HM/WhD7djeb0E72RLEGvcpWzDbU1mQWjiNfXyY1tXZcZZsrcEThjCzGC/EyRn/fhzpNPv1DxBKtGykVv2CIDi6O4Q+sI/zB+AC1R2y5IDlSnC9uPErQupDABuhwsA3IfDUpio8EN4xCmaX7nyZSZrMPqI5hYnD7m46XDbfdB90PUqU2mOq/DL9XKzl6GUXqOWD2QTBT92c+QbDmO6vCUop2wbZcwF9vN/j8oTJZ6gWCeU+0qxK1uMviL2/MGgjD47hZjPcLfdS0GszQELlLzjnMXM5mn4hub1TX06WNz0NTeP9E56GmP8RENo2wlXkq81iMotl5fCa1DU4Jd1AAcq4LZLEAz5Pfmn35wIkWiYYvbfxLFrZuzIvzgsUL4k5aYVAjh+I0SZVh6ZZqzzBRUU9acVVb0dku2jBPHr6LCA0HuYNyndXFZdSgwy0p5zkEZdBw9Tar7SxU1u2ZT1LRCdJOYo/Eqa3uANxV39DGEmBseB2pFRYpi5pLmauO3UKAPCxePBjd2jRvQzggl5OcvhNsNjLi5PMoFeppJs9xDdoCz5IhvoxKUVzKx2/qL9qqWjrouA2HyuLTLipk3aXLDJBpw9xa+g6LxJEqx+gWkUx2vcNlzysqijwDpQZYyy/IzBRGMmPJUP7wHE39WqWdz1KwwPh/8AkHXzcuk8rUAFBa+pTS0o7/ELuiC1N90pFlXzMNHRUtvIvZKYvMHaLrAB6lDiHqTmV5QA3LOEfFqusfR26JlzMR+FkzQgzMac3lmTvUsyI/MuX3F6ipzGc8yh5Etp7fEKrpLgol5ggV4NwLrUpWPsQRxPLF9incs3cK0IoGtcGZ5LiN5bOpnkiLZ7AnrxcUNJGh4f4TQcszNr+5DO6z4N7hhcGK/0JlABwFxXW3/+xNpsz/ohM1aTqNz/APRJfpVKHTOK45LY2vSZLc9y1cUxW49uIUbV1xNIrgwAcwL2iW4zm7Ge2YqNRG5mu4HmWLqUuJhCM5hsH48k29R3FVbc9wCRxOrXPg2nqO7y8tNvBZwuoiwNncs0y+b6fEX3UwjR4cvPmU5pOhAyx4Rw1XxsAYANkcaTlEIn/IhvwY8E0TOcXn/CtFszOOord5ZOLqXvmAy4CO044MwYYLFsGh0xgVfjPuKkKw2d9wBEIbx/4YSod0WzL8QVYoRnUTp31qG04gLqJaxQHcYa8zMmmAO3cwpNxhtlIjjzLXqJ4wda3HefoEgpfWbL+xmaOXexKBTS9SpZRLvjwcbj6l+L0mamUfiNS7jiq2FvoydIEiewsq4H5mVylfbWpWsPcNo4ezRguUdh2jMhFEc9f4eZDuYrOJnCwq+0qhNdrhlq29s95tMMQPDxM3j7RxvI4FFfGOIg2dl+5dFq4ztgGIGt3AAVEfel4YRvEFeYTP0Z1FMCn48BLGkpKwkEhhEdS4+N+KziY7mO/p/8MBvwURzNrcxfUaix2W4lmib4iTUa48MOfqIjTuUoOJc/cS9S19/SJ0eOQVMa4jUlVMVEDsYBnITP4p+zRaTZpU20/XdKXatLFzlPhye43FrPgBUMP5hmcJS4KsQcsIGhWsfwg9dY+mLqnZ28R/RKFDk5gE1f1GeWeyQimyYn/wCEujtywZSK6NjLQdEC6psDXtNzQzFXRLdy5bLly5zKLYYjv6XWsE2jjuX4rGc7zKxGZbfIR2qZsCnJzFg9TL6IxzGS4sGoaiYGbJ7p+cU2fKAYLhaDVSzNYxF3RuPJxgxfamU4j55Gf/rIZ+uhuhvxbztCBl8Fz5wgqcs4KvHgRDXbGs1Fb7Cvb5hK1hR0xm67GZuXnpDFerZZUGGoiECoCIGPafENRHdIDwrDCqXWJme4yLCOSEaMynDBChx9ZpDw6+pXSuPC0fodh48G598y0xBtEFaAQPUmuzF2OOor0EW5zuYno8FQx2xEtKWnuf8AzUS39uphaxmhyy0BZn2oZRXnXinUFsQMqxcHPBnMBo8l9YHMt4Ai6Sp7UCfA0VChslnHNMHLLv8A3KPcWqEaIXUqJoNpGLUJZ6NEWy/KXmvT16TCFaA09epuBT5FvrCMEzHKdqe42TN5lEO50CcpU1mcJcu/yh3P7x7VjqQDSfjApdvVswGPAKGoqqvqdB34dvpWc6ZcdwdWkRzVdEslYIC85hS08BMEAxXEpCil1P3YwiG4rttfcu/MpRoKS66Zhm/hNABOJboMzOKjnlEtqKlTmQCIBiWOCgbkN/VZpV6jcr0BXiXDLvVGUxP3wzk/BYI3J0z732xuGWYF8w3/APMYgmcMtwPrCuOAf7gmGPfMK3Wc9QEy8XTv5lp7T/17na9Pl9epaaxqpeklQa8VvMJWelxtlvSie6eyHzBrMuV0wMBWjXLxTJqZR9W/4mseZf0/iS+C3tnIYDmZSZoF6Nw6j+YkWB8d1cWgKeemLw697mM6habj3MgzDWBZ1L0v/Eyr/OGjUviV9a7WYpftDn3krHtQwbbBFI5Hv/A5i5jxLU+U9zjjOYKhXexMCpWvUzcRxCVeneZVW6IjWhoiYuu3xGbnqZqIxGChwdQzH3HKHozzjh7Io3sDLZTnEPI/Br6BfCVX0BdRLjZHufGiKx+rZ8QQ/VRdSm7C1iBSMM+TxtLjgYNR7LifP02EA3zXD/8AY0a5enzKNJScS4d4nOKXS3izJL23/RD6XywzJeYXAEQAK3PsG/rZz/EjLuIRoOLj3P0SWx1cfCez4GG4BK5j4FzLwk+EBpG1KRrHUj3r5xMwGspA2P8Ap4DC4hw+i7LrwGi5bnztE+g3t+oZPU2+tVS125gkGeSBgKgAgjTSDU62MQWqViGHd5NRV9oQQ+HTAWAdcGWWGK8ywO4AvcWio8RtoBpgUs0TnqUOs/Xf4LprbHxt46iruIxNdBcXqcMO3zpmOZZyxaRnDwxGVxavMvWSzUhg1eIQ9KMajm2dxP6f3/yft3L+hVSUz1TvKgbGLsr8QUu1nEz9y/GPFt9F4sBVfVuvU2i+hNJQMw58Ak/+wKHPJ9CKXKYuSe6jWqf/AHEsKWK/nuMCu9oYV8uv6loIbGJLXUMwXADOJG3Q1cC2aO4ZwmpRbeoldw1+pYuPhIbQsiuFyBTH+9xeoWoXH26TeoO6FHMXA0xXUz3cG2iBZb5jNJ94jxfxNsng/VMgisO0VLiypl50zfyLBBavq2/cwLit8X/MGxgGDN/QP1ckVGxgdxzqNCW3KZW5i27ZwZkAdgmAg08QQZuoL6L/ALks4nkhmMdNVC0Jnck9hnCPI3EnvcVmN+ieqw+tioPqKYR8BnezmVUBzAH0mfcCrIRX51wRekDFGeAKCYNRc1A4lO2F07tJZvsItSHs+oZqX9Wv6QQLHf0m2lD+Zdpg8IGYo7cBGLX62uOyABHDETCStzUjhXLRmUyg9xdTMKoO41qccx8FUvWRyR1Z/Un24xnUw7o6PkbSmGHA/wANTU56p9xC3bHiniClS1Q9tCZGdMr4j9xY6HMpWguNvB+5rPvrgu+9FsPfcNENQ168Wt2+4Cv2EpTHv6KlXxPhKdQBgj45+jTbLAdcfSN6G8dg7jlmpfiAriY9nz8fSqH9GO2HEPeae5y5auVZWoJjwxg4jLj4TmLta6ueonql0L6glHsJBrGWqK64Qp5XVj6nykh3RDCc2aQOWZPXioXe9XKJR3DFqYoDqFGhnuBc3+jHxV2zcJUu3liMbYkQqDD8Y9zbrdS1aeqUL5olQRBEzMJicxJkPjzx9JuWh94fsL8mNqiPEUefVLdTDf02F+GomCVOmdrD3zMmIlMPiJbiBTLegLmZ6DXT8xy6nMtCgfhLzJN13YfU+KUZGI7xKodS1rm5fHHgYnFDrPSUwM2YNnVxK1TxtExe6riBWB6jlPvKh3NZrCKykGQR7J/rEy/TPWEpXueJ2gtiErMtUcp9CV9Gmfl0sdagKoyx2K6eCKVrfhcycCFdRb9S3FJGL64PcrKOe03LuWxlMMpfgKxRsXkmfG4VhPUScYlsyHuP4C+hlwbYsS6hbcpURynqZFE35x1DUrZCsaZSelYOpCn5h3YF5ge4H7QF7lLhaWEMJslwq5tGHQ+hjD+PYlCk4jqpRBH9fGkEWe2KwozOtq4N/RqmobzKwMzZjn5C0isS3Cl41/gFVmGZLcIZtUFy34TCfPx+UJcKuYyVsMOGycwjy0jD6G60T1w/7EsSyMY2amR41E4SmnqBrB8bWMJpDHujKDJmKFYdkTRUPlHTDOBmhcc3cLuUYLtA3uAoVyxgxufM6EtDx2dxUaZcvEEWHuFWGGzxBW3WsOYxcr3v6Ki2tSnFJAaDk8vgbEZkXExOUYzK/wAQY7zVLWA6gl0/iC+IeL38CkTuMO5cQy3TGavPhlZlhNiPwINxY+CibxKGmByjhuVD9Sv0Fz5LiME4nAxBlGRg3DGd/hONAOmV+LoxwLbjEfcRYg+SXjuUSAm5eZTTxRJUVjmGZLtU/wBRt/0TEuxBzKAWG8+bxfTClRBhmPwRZmUuYAzNPPREpeJRxGzJKepfqUNv1G4sdlBcoa/iJdvoKI9e2yGzd6hC0Haxrh8L9zPcya8aTiKbQzdWzbWA4tBqo9xeCBFGCyP4NCpFL3fMQfhUceOI+HO5vG2gy9VEGZJiMBANLPpEWKWiIAfaMj9p1Q9CN0Zb5RhX9Sqf0jSNm4MaloVZgoOpdBvqNWmj8JfVd6biErr2+O4K8TgziZuS+A1KUvUAGnQ4mEyaRTKwrJ1DLU4zA7g5M2HBHlkeOI6j0It+tjG3EyiQKJfpm5/Jjyxpi+ItavvNtmHOpdy5TxL9QPJNwZaQpAqBFBpqFgZltR4I9pBdocx4dnM7GS4qU5PAQ8+GHmpH3gsK/gg8HgE4fcvwOQ8JvTBt2r7y0AuUYtFJCB0XswjBjMPi0nsQ1g+83eb7efB1DtAq6ZddNQScNqVwImdM4Z/NEVjMHG8OpUCAZ/0onQjxhOYz2w+l6lBHWJbuc2GnqJXGI00xR/h+TmL1QTqMmG4ZDLcERpUOXuOP1Kp6tmRBTFXUTCCahK8Tgx8SxbPpRD0+iMvZT7JGiVe7hlvsRw/3pu2TiDx/aVH9YmPACdO+IUX98i8Cc6NsQ7qRYLbPi3eOohmdMslWX4moLar7gSotg8M3JVh9NB9QDKDwQF3Mg2yx6Z+Mgs8DUW+vHMYlaacwExjYpcsbnXZKlR4OaJxLsYO8T/gCNsO0uPuPhmZ3CS6Kf+0QXH9S3BPTXzDIfxh3n5nLTl1P3Ijqap4zM2ybyQyrxFtkr1iJDuP6iDr7kSzvUTPiDK5naFLKFMsYSBbRFrOavUe0uYOAUYzgn6UCpMSa+SY2QB3aiBNTnMqviU7i4y9WSL5yLjVU3aghecY9+JGC/SqtUct+DI2pRlvECpTuOIqLZQxcWl5eYcyv8CkHcfUm87JA2N/xMxdRW2/SlxFv+It7l1NyxvRh5ZsziYdS1fxLDd+bL2GgNg/adqfaWFR0v20+cpMXIYQMUrMB4SQlUAXBpOZdAsV39w1H9yUHpM5x8pZEDZwJgCO+ZF2b1+0pT+0tG+Yr8YrqY9YYWH2X6S3ghhHibg4+oc11S16l0SmRW7gde5o3aymO68kGwcfRkhRZEnMbZSKuZSlLgIkV8X/gf5PBo9jUFq5zcaFxFsu/8YINquGyGmUQI48EqvAMAgMDqbiWCVZeGrjBGqm2AqK1CA3CBsmcpDyja5ePzMoQiWJyM5SEO5aN5itMotV1HVGuoao3u44VmOzLaDiXxN8lN/lG2AxSYAwQdnMIOuvpl+x5qyNxl7IAtj//2gAMAwEAAgADAAAAELm+lVimGpU+qkXR0vF611M5zO8ZVd1qQ0Nf3whz08P7gE0E/wCDsBDs/FO/MprEZ6TlTD3i0DwmknvzEi2mgLPGxI43YYkXdGGEV6buDEVxERpxxFoVnWTICKLoGuB88LKKHZS5KAKzNe0sn7lU8f8AYQA5Ld3qIgtVctdXIs5BGWBk5lNSiXKJG4FpUpq3bo0DY1N3xqRI5dJBhVspmNuT40TPjDXAQ0/HfR+Is8gvzAXSdqyqvfxG9nHAzjlDl2LIm2VXtsJV7b1zXBReeN+nx3tA2pJtcs+H3huGT80ixpalYTypa3FEPD5PMvezEqKa8N1c62oMjyFo+TSMei+sFdA7SN8bOkFl9FaoGrTSnqASb8RbPJZTTiYAP/fJe/Ok+1ountZ812usMqd7VO5YbAF1UXc5PCb7vGwNk0obMzZ2mqnkxqnK3888h32PDg1CTHCRT2p+xElSLxeWq+XLD7lXLqw9RKK8880oUsfcUWvpVTq5wiWGJAAAPLAFU4EBa2dQ7XMoy88R4AH5Eal7+bMQNyOiBrTAAACpAAXqD0GPWLtHh/j88yHuVjFy9HDGX1ABjoDIXAAAfwAWckh40Dh67kRqn89lqvG5ZMP5SyOQWKrrWAzAAM31JiOuZKN1qqj2F808LaWeqc7/AKWyAWSKV5z7qJwBPPzQuliNrdxkD1DJdlEYIeYGgQTFGwtTUcl12CpBQBv/ANiV3IBDsczY8GkrAYMEJSEGtERDc/dWGeAeZz8CBIxE/wCNCOAAKlootC4EoWlaYWE32Wg34KQBLjjBWHCz+BUsgz7gAA/TVUQGpbs4nfBZtw0JeXoLetOZH9HjN5MDu6z3HgAAmybMb3+syXkW5ZFtpUDSBtflTVXo1poWTB/CcB+AAAB8igCBhjcg9fgfCjdciB9fj8AiAj+hDAAB/8QAIREBAQEBAQACAwEAAwAAAAAAAQARITEQQSBRYXEwgZH/2gAIAQMBAT8Q9XKJCeMueSsvxrNZ1pJ3IN4SVIMlz+S65KXTl1clr+SxXq7Tn5KEpB2VDIDy19L0OFsLVjJkuEuutjBsgf7HPZaQhtmB3yKoQzuykpPvxn7sB/I+zisE+zR75Gr5yK09RQCUDsreQo29gpi8gHk8SHIdLv0u2ZBwnUn+T5Lt4kg2z9ShLvkKNrmWMFhuyGSo2/GaAwPCwcJyIsfA9gEZocbH9iRWSCRJiZ93GT2GwG7bm/a1m7Pmv1CTCVaywjsP0k/SBuZIeHJmffIfrafv55Pu2v1Os8MZCsAm/cOsvY32SPLW62rUvb0mKiydy3dfIg0kbKu9Ib2TOSk1hzkr5lhh9YQ6SercdZRcGR5cGfWyFyB2WMnGyImlMs58N+luEbmtg7IekGlxs9WHLdoWzEsXJZ0km6x+0o7EiAhJgSyETHsKNqsmZJ0S/wAYjCHCTWIJYnSFwYRMs2HGSc84yPVz92231Efvf2lNCapaL9E8W4rEFP5CCRV0kC21Xs15tnG64SbBEFvTPhBjjljhlePPhOcL+2d0hdNhU/UA5ByAZ6hD2fdglc+CWXCXLdlXGN6+y67fceS6wCuwYQEyXvIwAt2HkFclkOjn1LmtvOy3WBura+e2SaTw/tj1vOEeQcgI77JaOns4R33Izds+RKasr8PCVXfjc+Dyel93m4bFW7J0P3AuD5EEztux+70WEM+5fdthjYmHsfLDXYSUyDmRyElvSSFPgUl2CnJDy1iTj+Db9Sy3ZYZcuXI1+g3ED/uwIGGjvtn1ORw78IJjZiLy/rZdgPYoisbRsIYNrLCjD9sdsnMhkWDPhC9szU67bN58PIeS0yFHIh1kv7LNhKgDySnPqW2zCfflaZBBrkQkgSPpZtPZMZBKv+X+R+2P58GgLL2SECGXPh7diAY3pNyCCyHG063kik1BLZw8keLemyWB5+C3lJyHS9j9Tjsq8ssGUEDB0kbl9XWDPY/cvPjLLuZZ8JyNLfkgnrKWJ5DfJBZDjsdyRwfh6zieX2h7JvsRW39lgvZ0cZHYdkF4dgyz4y9H4j8Mn3bssj2W1+5W6xp2WGMdhBy+yehju/ncty9y4MfueMmk648h3hHMPMk0jds7Z+oH7sbFeseSan4HrHy958Z0HrJzhMOwvV2RDJN/SA6+r7Qvqlz/AJPV8qlkkdjHJ6Ty3mzFTyHeXhJppDyDnyPx958Z3f8AhMZ9kjsbbEy8sH2AnEyRzInl6v1LrvwsiU+GWkIt5eX9zuxxuXflUjWxsvv8/PgM+BDpCP7ZkdjEx5IjjINj2AOpAEzj8rPsD7bDMtIUWT/LewJwtYlOPzjaW2z6Px9/OP5otIwmH1eHYCdIWUeWp7DYEzvxpLEq/I5IQKB7CXWKblvLZXcv0ss9IYZ7+O/Lln4K+Rj+2HjBZRJDeS3pOfJK2fUOfgRbFu7KgHy3kuRkS8nsaaWJOZPlr+C5btn5a+ocK48hPGR8HIR9vfIh0l+Se/BEpB3ly59SPb+tr9wDpPvY5ZdJjpKjv1HfJy42bY3e332As/BY5a/u2S+QsL9yD20TYQZPht7ZtkDatsPNkDvsCMezsPWG2Efct7D92CZlioxw+Ax0l16WYsblp+PuTvINchh89hS6D2UYyXkj3LcMblBrr5CXByQ39t/7T5fcK633POEP03U5MZsEOzh57HNfv434NDmtv4+5v1+PufPmezHx4/5Hx6Xq+/h+ovtn29T9R7P1fce30j7nxfX4+/jx8f/EACMRAQEBAQEBAQADAAIDAQAAAAEAESExEEEgUWFxgcHh8LH/2gAIAQIBAT8Q8MeoEQR8MhiMsRhMEsDYOiy/HkM5KYkFP9tDpCr/ALAcF2xgRtewbI/3/wB3jT/7/ZA6+/3AuwQx7JcDsR178GFryNEQAWy5CvpYMutHtjIz2fUu/DYPoU28NjgS5LMfyzCAsgcmbBXCP9bPsoOQh8leX4//AJ/5s3/73/IHZYaMabsleyFR2B2OZYXYSXLBCvkH9yBjIdLMLkwwhrjDbPmLhc2/Rn0Y0S6Wuz2WePsqsp43DABBlsjGSPJK+f8AVzP/AD/4kN8/9Qnw/wDcpYkZ7bLkq6W8EQNlWDOHts9ZT3bkvS7nkmdY1z4iWPdtBAjLVdhpLuHl6IOGwYAwToIdIGXBFgOMvgQ5GSLnwBo9hdIz2DXCXYwCe2jv5IOMhpFFAjuFurDqwPr8fIU8u5rHXX4Onw1eQQns4sjZh2ewnLxKZloJtj0bJ2GnZ0MJJBJk1iiLaIswYwj4yCZYz22dtuCP3KhIvVlhySkGkB5K7DPY7A5DJseQRYQD5FWJA5MDsh8l2WBJwl5ZkUjM6y4DsEcgEWGjDmsoHszGHnLx7DGXtAkLr2/El4TCftgmEyf2yXSZUjcL4WMmBLMeQL+EDLMiHSc4FrcfyPPgNDJOSvk3OXGWnT9j0etmbfUdMZD8kdi3AqQCj2eOTDD/AKW7z5/T5uwL5GANs5+TGrI/5BPlt1IDcyD+rMVQiAItjPJBZV/2PLlGHBlyf8sRZR1M2Y3efOoRp0hJ2QnlhdLLqVXfibYkHH78PcvUNOFr0RmSX/MhNIR7PWMGzOCed8fHOzz4MNuNukZ/2BDGGt4LyWSZ2b1bREgNEMzYPC/MkExLHw8jDWXbHrAwz8khnLbpIXrBhhITGz7FHpKsaSdhB32WmfCHPL/hEuGMNt7eQyo2Lp4yOv2KADtgJOk5ZOwE49lgko836AO/BqEYBBdGwae2dit+rDctC0zbPBZefE2CDYctJqlMthvbZbXMjw/Zca7+L1Y2NOW3I90T3b+24Wsb/AI92Ww7Mm3pbuygclEPDL4z7mUrZtmDI/20tlHsuWw7JsnIgxsjIhqUJYcIa4Eh+wOi5PCbp/h4f83F4hmLsYAjhrEdkEjUx9sMH7D6PJbW1tY7/A8k+DjHw90n/uldH7aAMM1YwRhh/acUWOdLehLx9J0EOXQR5Hb9ljyR0y9d8gQYZ4yqWqdlLT+oAeS6x/A8n6PPgO/oT72Z+uzoT5Yp1gA/qQ6sEo8YeSGGfSHkOMxOQiRLI3SbmLPUHyaQEbC8+B+z5/D8/geT8y9kWnkIl5ZOQB2SlmWEy1Hvljcjefbzn0FuhdXk6jY8jHYw42DLsxgDnsq/A20LeWx8F/h+WLcLVskExk/wYdhyye2vtxNJO7IP5f0uMrCfoQ5LsM+DjsIasjhB/qAKxjgh70vMfuNlkHw+5t5kvzJPhnGdowwa8hTxnIL7YMkF6/MizWCWfXpkIWxeT2Xlm2RB/uwfpBT347Hv8D25Z8BlS3fpHGUXNjGkL5CPG09s9tI9gEhhe/wbQnHkg9LUg/sGAx0+ZON7J2/bD4e2rFgyX8LH9ss+4O+Jjkp0JL0hF5azsctpDLLP6n2yZnrCdlheS/6n+ix/LQ4xMqYx1n2wT/ZMtu/DMkn/ACVlf4EnbPwk5APYH9SH9SXyRLOx27blspsiT+Ss0JEO+w5suRm+wcg+YP5JiybDjsOgy783TsKePyZctd5dlf4MhiSvy3Y12cyB7cYNP21Gw/JE9LEl8J0/CBdfIbwSd71+CPGPN7HvzP0hBmLyVWD2en0e2Dl/zn4TP8PL88zeZvV6vOPYva9x7eN+fL0n2/F+z7fsTeovW8Pz8+ez5//EACgQAQACAgICAQQDAAMBAAAAAAEAESExQVFhcYEQkaGxIMHRMOHw8f/aAAgBAQABPxAz7JkY1sN1qG0yIkQQN8y/AoKAPPURnAC63cBIu0rynjol0KlSiuEZWMHLjo9RnloVrV/9wkuTZXB/kUyXTZUdUhogGVBtLjwUANLcNcJZ5OLfJLi4s4zDS6zxCsANGY5OqoIQMkFt8fEVoishdCRjKoUpxCW1Q0PfuWkNaAzuXvezbB8RJETQ1m4q2CLELKlJqbd0luDGBCk/3zCdqId78eJgAJYoEPcIWbLDx6hAFBgU37hnaLpTZmMAFYPcC5egTWebTTLtiaqt+U5M2cw+WJbH7i74meMw0T88HqZ/rQUH2kNs8rQv2Q0KFGQXCiyUAAjqr0+YgBGrVFQawkaKQ2RC6DxcwoCulAzg7/cuYmbpY1adJwwmRhjIwpnjn3K5IgWAZV7b/cWHCWqpVVcvzDZsgaB4vuOZXEtqfiLBoLQYkfn21UCmN01P7mbqpeg+NStoAFAOKNMCrZWbZVtujREvnRBVWqzKwDVbgAA089TmRNF6PMVdimtdEVO4A6GgPUBVBVdsGDWbcARVul+0FQQbuiJSXXgsj6IEy3iDTKJoGwhZYW+SPkbwVQOg/uUqcDeiWbA4mkcCu2rt8wxzVDmNqcSlm7EF3KF9KBDj7/uO/oxRbaAYCouS0lvIOU8RmBQqjY4PmMM1Vn9QmCy7OHL74jWg2k4698RKFQFPfEKqwmz6DSMc6NuLaCU4qinIqbjv8KfaOqnmAhsK1XiIlM2nkj8QGrYEgDcNoaldxZbrMIYYNDwxTgSVZULIjnGv+ooYGNBzMyLoXgkeBtuE0kYQG/MevEKMKUPPzKYXbRLrPERKF3d+4eBkwP3CcXuPb1GSGMMKjBoRE40vsuC3wqh238y4RUN2igOFpiBu2tiO3qW5kUKAdsBJeQmRGkjHddarSsUl7U1I3t2zLAm2L+6d7uG7l0Vby+oCMqMNTks5jZjbCycC+LzUwx+XtkuDgITwjZcI8J1p8R1lDTN3N8417iwPSvBopbjytgVY/aBNAtuqbhgAKWrRUGhz23jiKEGG0Ac+5SmOmBDdt8VLqloHjBpTxj5gYS9XIbB5qNzoigsbkF7eoIDbZlTVvzruohihvS+YEpY9yq38SwAS2t0/q6l4gy2q1GlEXuyE3ZTyxVeGH0UOFjBSNUWsdJarlTUANkeLh6oDQVDFOZW9wCr9KNc5gqoMhlcjKDKFRfHxL7BcFWq8Qis3BMIWjVwCq5KgatGy4nIF6IWAp+IoBkJ29woUFrR0RhoLA7Dn5hsAiCjFuJd1AiVlc/mKRAZlzRxHbgtB6NAfEVVVVXb9c3aEb4jOVjC7qsRzQNT0tn4jtYccKoywRcxWrzuCQ4Cw6haAO7ZapRvLUNItyVlJW0QKKYI6bgpOKeYbEC0HDWo+AwqjTUVFvApsZvNpQftiCK2CnTF6AKsFjCuMGFFOLH3FRPcc+4SlkCbr0dQ3EQoyE8/7MfkXpnFWYH5jguKqvN3QwJWAoQZBWkYNiZw4X2bH7w6BQAf7QIGsYzyh+iPjQN4FXNP9SkJh3taNAZVlArSjqzt7RFCcwqaR6/ZHwr3VYXhPiDyc0FW7dviGHgWWpLQdSohzdEo7M94hl0M7NhsPSQ86BTbiEo6VAtr8cROwE33klxo8RvEdtS7GlfErWJVbNpAFq4SxQKt6yXNcSmiZp8APvcQa3iBQGAee+KgQ9VbAdtUbc683BjI4dWcYPB+KgUa8WCRgazVvxGaMzCgejxLpYpgYtiygny5tX2xoCOF4Y0W6uUEojy6juVSzXZxFX4aJxv7Rz6uGWhYXa+2FBl5BR0BS0AYOgrcDF8I4XwH+w0TvPf2NEJwgqho+0Uqr4bxHWIoXDjFQDGTp2YcXsLGOlNlkIwB4lF8faCMOYI0VbGUjK0PMrQS2jdnuKVarSu/M32uoXV9sNWGI24gpxrh7+lRWoUKQ9LVEJwWFthiDuIBN4PUIiZFQUG63cw4HwiTBQFxlw0W16hGxtaDm4/ErofxGt5aheS5zmsBirhaFBxA90Y8JWQUWF4KgcTNtb1FILFt3BUXo77vxLiuWwhiiGCvGzkN/aKSbYFICh8YahEp6PJ6jQoAZRXdcdl+IEPoIAN9xd21AEnBnNtq2NdEIFYUSIOWt/Nxn2W1lfs4jxugtQTydvhl3CKArpw35jOzdRX3l4k1iUr1cPoCB4g5X7QUOzVSGRK47mvagzAmy+6xfDL8Wk8pZhltWRbs8BxjiIhEFwA5993L7BvT7vmG3GBNWNp2DiVBdPLE2EUKZXq46m9Wkos1CZZrlTxBziixOYTloNfaMu+DGkc09JhhDaqUVkYrzWYCkJy0HKvasV0dttqrKrwB/kTRQsBVdAdB+IngaUVoM0Hb+ZYiurL6Hh8wewOmG4ootGi+YyBBxe6h6C3muYOAqPJmIKAr0Q1lpWMmIyFKOczFRsFqCJQGrnQ+WBFabCyeLf6JZGQ2l/nbFqAUwJgl1Y3B7UX+IoLFfPcuS6H5YnQmxYMUjRs1F7EXojddmAl4thxUvcQcamC8sZqgGm2JdRDSnPcAIoVV5viUFqOA8EJRWsXUrGQZC4O4FkoEkFGuT9riMchFJjL2bebhwFmrWglZhBe7q+IbzYFVbDnN5qG0irr5imSrBbqOcAqBIOUFijioafspsZgRiAcMbXXW7S5rRCxNwZTLXT3BK65lbDmpXswWdjD94wHAw/Q1tiYH9wAKhUr8xjkVghZnuW0I8DaJuj1DipHC3g+Db4jD02WgdAVQGAwQn6NWIAL329Ew3yS1XQvrzEl9BvdDZedFzGYB6sbSke7Y3kFN/qJ0oShyVW/cUAQuXs4DkZfVtedXiVqGuJd8X8bm/wqLMMmOYoR1hmlMo6HNRWlMs4VNH9Rei7JW1CeY7OxQpYm1evHiOzJctRoP9hmqlCDClq5fEffIS+LIy0Ln0jRANo01U8HEITPbbVf5CMxo36PEM82oJ4hkOsI7HKeYsGGNZm+15iZunJZv/ACCAcXreAOAhlLKOgcHuGqQMaB5gIphgrb3M4Rx13AGIbweVZ7PETeNYpeewMMbQIZyJ/wDZVsHI2CKUboIvtbxFTLLtw9UVHhbLKLcqQg8EfvH6LFqLfhh5QYBN+b5gaRxdQeFr0MDY4fTBEx65gEkAzll53VYS+EM/GI1iMqX4qG89QCqb+0A2U1UA8HuZWA8SvFlZVZiGNtV3gTiIK2WwcDMjLbmeR4G/mKq1X2wgOLjkwQYLYZuqjtt2nOVVdwlC1oiGdQKz4ZeNKKeLcH9wKRVVxMHVVqFCCaF2Ri02Ad94hF2hYbKjgAiuc3MmhGzpZRgVXZ36jyxeq1/4hleAsLvP+R+9WYFz8SuAhaGx9wdkQo6afHUTQEA8vvzAICjkFkxipVng7qcNfMYrWLwAp8biemqzgq0dtfaXRmizRor93zBQWII4N5E9XHPEtZBcPojGxSqhWQw1BVZs2lVbANhZRhOrOTzHR24LvW6eO46OpRlbyXD4UhUu5xcMHaNV2JV26loKtayrkK9RXxUYoG6PO4x96gaPZ89RtKxgggch4vD3HA4NrsCUfO4adT2W12vAH6hgTtFCZr4l+ChILTol+RsAxPtUdX7sBbC799LWftGUrQL2VmW0iPXBFG4VZ9MqhtspCBpGahFVKWr8cwdAMF8wbaDBzHCAY5gMsuJ4jjg3V3p8QXjIBumHD26lOsbYQs1NbPCy1EF7MiR4MDvVwDZM1mVFahEpG1NzM9C1nn0RYMhdiJ9mGOOcH/eAN0hol8gZqYUBio/Z+WPbQ2i1eACvtG7edLqf4QZ3fMDO4L0ZgZ8wBEUpKY2dXRe7dyqRm1euU5i2z5lywwlegu48tuWCZrzFYhd1aY/MNIJpM0ul9zGML+IPZCKxG8tG8XuPpS45Pcx4QEQzoPzFeU2hxcUyaJwYaahKN2K7QNriGYQaqmWFxCsLzCCHRQaDzCTE1LVSVpkFGBxz5j0tHLB8RcBoiGA7YZZADbVepV2ChcJ0xcWhSvoykfDKSnLdeZQmGqvLZfayq5ar4YoDxH+EI+EvNeZUkTL34nxHYCK202PkhIEZahdQRdAUzgV5gKlXRq7NJ/cHqjZ7M2PqHscKEjIvGZSjBqRNYBOJX9uQpUNN9x0QgVyFd3/6oNICh550fmGjgKFtxS0ZXzKUA2IQPlzBVxMDd8Zcx+htuVn/ANYc2raYZbhq4FxcdahapaI6vKLpdQd2Vbi3bGD0tJ4iigR5r9xrAOYOpQE0OrgZBQ01ynEMsgLrzLlEsJYUMtIov3EuiZEaa1GLDII6axKoEeSrLmNQ6dpwniVtKCqziZn0iKQX4BWZtxqQUNbm5Kr0Uy4OXSrdRRRda5h4pIMwbw/ENFSBvYmI4lh+QNH7hqEcBJybCskJfXqHQ1mAr/OIFasgLOon+poXVOI9XlFAzjiWVpq6EbNQXLKYcQLtIgUmXSXUJQF3gCWyKNkFKgzTK144hJbBi4bihxeDFv7ihU3ZHtur6j5kVPxDhqsnFVDBTctDNwdSIMXHZo2qvNMbUZkqYSGqRuiDruGgzKyZuoKDG9BWK/8AkXHW6mX/AOR8AQFDRbXPmXOCqdLusVHhGKhweXuGyUFWXx6j4JUWudHMZoaJDyG7zqHl6xGF4MYmcC1ahQGQirNj48x3AIUuSYaEOeHm4eBdI24i9KRRMgmrjpalV8GNlR3rRNWgiZ6hvEKY6y0wcUas+R0nZBjUSVATV9krX5fpB3rVR2dBUL6TvyykwrFDg9sXNgt6PBFcPCp3HOFoHi48T0Jn4jVU2rdQ2WjSlR3DeA6vom+GVmc6lLN4tiGuXxfMdptXY3uMgCU2F+DMEBig2h2l0rDZaUpVvuoxG3K3VfKMAAAVtsNo8x0WMtFxWTHYNUTJ9qYwbUazj4lc9u3ApuO0tVfylS2dAumdQ1UYvcbcwAWWOrzGgjZV7jeEbwVBSKhALsjkYq2I2SjacrcEXhJgZQMH6jiy34l5Kx5ZtwQaheS+4CmXcCkal85onUZlTaAj7GPIKlhUR8S+DNWLX5ihqDFEvAGtx0pt3e4LWz0OobaFvLyQGjaW+iCpT7DjivxLWuziVtou4XeBCswiVXAQxmVynFTQQ4gMhywrh0Dcyrgq1xmI7QsA6vuOQk5VddSsshQe8RytEu1srqZtdNr3cfcwC0JL4iIg2Vz6mToSrLr3GLOW+3OGpv8AAy8pCrFKZR4g1gtXg+vEV7JVpbfBLdKKRr7x0oEy2Y+I5NV200feEsIIN+o4DE0vUHNdgbb5Y66SFQexNWbHnUE56QKByeT1BAkR1jcZhDpGovqMIh9WZjXWAdWaU4fOoNTLHQXL9oYHIhSN2Spwja6tyP7mQIrCdxfyimwkeAFcAVTKghg7o6j52VI6jY0mcPUrjO5bhFbdHK8HmNI3yYwPLt/Ee3WVZtfbtgBYFosdKAGU5iKLLi2O2bU1aaT7LLSGEE+YAop0ZEM/eEAywTqVuyjFf3GE9FY4+IwKPVpj0EarlrolvGu4qpW+rjjhWBQMZjEC27OIeJBQ4Q9cwmsqloB13F1UFahUPEdVKEGNKwi0PVTn4OJsAf8AcJZx4nQgN/8AsRGAKqVDYKRbHLEBEpRtlGC0+0aBBcSveBzBEKsc8ypaJaFQ0lRYvWI8psJPHENE/wDpmay6qMpiwZVhBrHuY2ACwzXFR2KJw/hFKGl2arph8VHfn483LKHS7rNw6VissVH4UlVupjr43tr9xSo2i9kZW/zvMfhJnCMOpAULKdMEPiW3gHuNjS4CgPncLKKmAiWr5GyFFIFYQH5YkGAc2KHguGsEYao+GsQ8K4IZ9MHyxqrS3IegYI+x2YUweY0hAqKQydelHnuXrgL3ufdQyVKir1AXxcwu5Xw+HELHuXYT8Gx8AxrlsaRIiUgnDhjDAuIyUlFvI5LeK1F34gth1fRDxd5JzSZP1DxIoE6SGiAvqKrQ2uiXxAIEsU2njcrQFK5yu/vK6m7psnHtjr2y5wHAeAglRcsPMZ0bG41UKqBsl/LVqvcdN0xyBchu/NzJIvh8hgy2Uqx8AsZ9epSTw5IbQkZgRxmV89rbiZV1BsrrWI6Y0xLdKTTWJffXlwT0ohyHUfmCNIK+UqKJIqml2yyKLvvwS8aESnkgUtKLllc+Ic2MOb0cwYOCBUDNuKlQgCIVb7QF0aAVfs2fkhsOsZE8JCFoMflCjlglRS0QrUcmAPzGZtxGdLEo9sMgKoU+4YDClelqXq3Tt+Y1dmitysLxnYyvUgFPEbGBFDVvXqVqCcrzGaEEVWnfEfKLUL/cdTWLt0HUFFIqm2sX6iNUE28jzDeZxvvMHsYGpP8AYfuznGD1CMLSyN9/iFUosC3ndRYqFxden+iVhVmL5fEYzKoWtg/+YaBDFNpBqaxkYJ7juOFw68fBBarIuUxjcK2a0q256l8mtgXb8x0K6wun3K5NlatfEMbDQpgp58QqNZEwoW1CRLtdBAyRVuwW0Bw+dwU8Lqxwgi/iPYQW01OiwT4SMCiDYunbpfVxeUdLwiOv6juCU1xZr4YoFbrJBo6Uo8LZ+5ebacvAdy/HlppfLX6gtAPK3f3jaJRxULoyadF/a0iVIc8nUMFYE3AsAuNS+CwrBuOhpawoe0oWjB94/AmKKj5cfaXGURXK1Av3LXB9rlS5H/Yf4p0awES3cbVZSUvJiXOf8gKZUi3wQ0Xt5hMiMZRyRxZWC4eS6iNPiE5NWq/u8RBcYsVDQYon5gTtAqLaviA8KqDq8GIKN3zDdJ1BeB1H1AqlS3xfEzMjKu3J23uEoneto9WqI78Ca+cQuVmE2nadPhjMlG6YN7Td8EdcBrWPUx8Uoq9TEAoEAusXuJiS208L4g/KcHAGCGum/wC4aaa6hUY5gpCoXHENjoYmgjwptZNr/kURhgeWXD1sJwZjcJ30TzE+FXE67xGgBM2aTEdW2KQ5VL1qdPmrr1mMAKBbW3zG5NLwHEcLS9E8EYSK3DyRCqCJYnczSKrK+WzMyaxAWzghYwJzeGDMtBmEWj5jq7Vr28R0tGY0jo6IgR0VlYnN8EPZL5LcPxG7miUDzFU1NzVJm4Ri7mAGKtP9xiCBTxfBnWN/ExW7aV2bawDgge8DBAdAXiXrlpl+B1GSgyAp4Tp8kuxcAFs4UNpy87lBKGdyvZ8OfmNRMjFaQAovaZP7hs2XCnL1KytLYPMJAA1iA4Km1MW2FLz8B945ABxQtTerqy6hk8dRxCtK4oC4zMfjEuK6loDR7dRFBmkMD00V+YOdEMAhkAM0Q2sqwxy0wB78nlhcou3aeE4mJhwwshfzOaP4i6ZDqNcaX26imqHniHkqPcODArRB8AFJlW4kdWRPML3BK0AMER5BELXP4l9KjLRDLy4LlArUOZnskMH+znSVuoB8qbdxkChm8S8BOENleYYYsAKB6eIsIAozPg9kTgIwG5S2q9cQlTOB045hs+sBQeiPCob4cMWKuf7lhLvqW27jLQBJfEJA3nY/0RTSlWhoIbAVg3EqRYCyritdApmrxHkqgiNq6Y8pphwnghsuylBO4OW1LV28vm5XXLbbdNXUB+VS2WMha+Lhq8nhhwiNpaByviDHabjKNY4OiWGgsFcj5j94qCKo8Af7BFUZF2gce+4WltbRruVtQlEwteIVI3Bt07GJAVwCViXC0O7JQzVukOb4jtEUnBN+owCLhLPSaj5UW1K3wcxBR0qJ2a5YdF5l/RHMynLFCIHDXUGqjpGAcODhMVAPDseTXs1MPBWnL1HJtbl7YZAAKIEUCEquSdAA/qMsB5vOY3TRxTGVGPYypCh2NwS8NAqngDljhcMhoDtBz7WYy4BnD0ajflCAyGjHxDYyBmtkQKQwuXpeomBIo1XhJVOxRbJ74l+FMIJ9yGJW+jUdkZY8MNoqTm9y+XHjMw5UeeYyXNKGA7XRBg1wWg9r/kbQWIW8aJXVi5VWu423WxiHiOVOrthVl4wfSA2yGjtihtbdvUpsMnd6jAuziXjVpzbiCDCXpWggCsJC0/UcC3yF09PiOLi1df8AJ8kOUHVKx8O4+Ko20N3mAeoipvHMqhdi8SrRY9e5uFZxMWBedkMknhxFpAEZzXD7gs68br94xleEDFXuNabZWSMXAiKXCvEt7GUqABqn+5f+goKb7JfACFgMPLXcq8YR0u60R/8AcwODiviVQUQVW7fFx1KjKaZySnmZO05a8XHEu2FvBxDS1DlXw/8Acf5TL68BwQXkAL7dl9B+YOWIoNvqEMs1VCXkrzG/Ka1w9QijkbrbCU5FijhgwRVZeRqOR4Cy15dBA04esj3VtxWy8trfuEJNtUqHVOYVGBsxXj3C4rV5U1ECgDxUtwOQuG/0xhkXRZW5Dxp+WJ6zB7dwmN8vbMVHBKuAzFr8lq/UcErmy3F5XYVaNRVFYuh3HWKHEAlisRkTTcGJFTbfof7M0QO6vRohK6CchVSyVa25W4DdAbWsXWiNYVcKcRGqxxW7h9s2kq8UxJAvJh8pG+EvLTFCitd3uOAtZvqONwZBlYsgQsl8hfHph7LLVf8A6/iOtqw7IqwNslw8IBHBKBprlIrY+pmj/wDIBYoAW9S9ZiOo4d8QgAB7YY068MbhRqGJUMjFrgPFbmZUGkTA6SIql54aU+5qPbFDS3m4YOpZY4nO4XEaBdN/W465R3SsRJ0ULi7GGra5uMZBaKx8ytBqMLIe2eXxHRx2XGt1AAWzBo+XiITWxVuaKhpSrYLarxBVioSB394Nc4reU/qChblPGom10wpLCByrUxaSgmMhn82y8FpHmEepbSsj0/ePRhRqPOs5EUOTvMdAOcqgPBq/Mq8xtFafiG9QoUceyO623m9Q61S2kkPRUFODpTuAYoKAW/H1qAVxZEwex/cZGDp0+fUddBfmMU1fIKDB/QQnop+LIowW13V5fziHP1rrkfYWNMVSvlVv+47kqgN4I2thXRFjgFqmE7zG58KmD5czGi1tQqoktG+O4twPOuyKjmy8hCORXUFjqU4iKMjl3XjuKUBM2OEYyyhSwgSpslXhgFYXWWsxcAZqtKghFGqjV0tvEEpjIhtt5+ILTBkFl55IrIelkfMqzr0jePUOBRXNG4lbPNwM661BROgjOKnL5hhWbv7xtdiVtuCFj4Vjdjed9xSYsXFsaoRC21v+R0oDTV39peQzDk8JuOnG4OnyQ0BfE5PJBASxLE0kLsXBiV2l4fP4guAKvEII1gz8Qy3SmjzGyEo5D6gdAJhNZitEHDhWY4lXsNJ5gyApxKU8x1yRprNxiPnqsV3HBUBOVw6CBzOV4fUGmLs5iyg/fmWYhgJi2D9x7DlEv3HrbTK+ZRxe48VUv/RZdnD9oAFQNYF5K8xhD0g2l71efcedtttj4tqN3iItWfVQxQINi0idkNIoCLU0B7iYRb1nR/DW2JbG+5SWga9eHsiqLeL10R5I9JXAQ17JVEsUXeF8l25OV9QbCO4hBFoTsbmbKtX8pm4KojL22R0UKUeQW8esxsruFToX+XMvZ8iij03Lkw5pP2MR3oGj5jOCgWqIIqK3v3M1avipfKYd0wm4cZA1XuHGOiFfkjWJDJWRPDyR4XYaJebJcBcGViNYbQKuurozlwXEhhSkSxPMNMGHQ+l/UOo2k0R+IHsUy1I9QaEL8TnHROe+YVubDKvPmMpH1UYduXmrgoBS+Ym6BxdB7eIQDfGI/HPzFIAUcCiNihE1UrWKDQtjwt1A4H08S/IDryS+sFaXfI+ItLqEOuKeJVUcLqpUNZgonlwyrZSYNzGanXX4hSwt9x5WN3WlhoPErYa21XtG0EIrkOIqDcoG23himO0KlfltDsjf6pbsvtlri0lza5uKFUpwmY2aL4ZWoSXZLYhlyXTEhXnJh4H9/TsAK0HlPHhiRmZA0bU5PMWaRLQC16jh8PEvmDBsEVbP9mpEm1p7gBbASYDynbAAicplqAB5WGh+2FF6Kcsq1l7w9cQGxvCin2uJwMcNgfI3CDACZ0FdQiXMs2DxfZEp1l3VrSJsfxHSZjmzp4SAGWhbAaTwiM3sqrV4gHBFEC3KS44gjlwllXje4KCLa1UUYVyvL8EZkDGeVmveQYw9sryDv2aqGIY8IJ9twSrLNc1C+AMuNv1/kIlQeskYlOOYq4Atyy94nR+iJi1NF4PiE2IrHiELKnr6AsC5XohJbDK6IjQBihywt3EpRd+Zn6Ui/d23BMazbV4fhxGpCMLUqOuKaP2YYso6fENyXWFq1sXULNLXio9SANFmno8+ZTMYyq3cULV+I+y68xV5+5EqNt9uIswVxyGECoceHh68TOMoFa8nzH9Eger4hQ1w3GA6HUdFtXKBnHfcYmNdo+KGQuvcyHpMcKbwZlTqMRwl79wslYREX5R2IsCuyHETODoI3JQUwp8S2UYUDi/MP0swF3fFcwhDMLdm0Ozxsh7IBSIj03+oWpw7XD5Ij1Nc9gV+IWFYAN3cDIaWHPL6cyv8CUMgRz1DDQ1FiLeY4Lxdg19RqOVLWjvxETJqNocLf3qAAVr6GrIuxXCIbQzbgphz3BpL/ErQqOiGovioPBkssNxwAm7NX6YYW6U1fIXjxLVzawVph8nZE/uoZI5OLI0IjDNxFeu56lRhrUnUFKYDlhCtFC6M/wDUYAlWL4hoq4xiK1hW2+eosJdtb3FYgc5zdSk5R0VmPbbcOH/pLbohRfvDMB5LqKrSu22DNCg5dNQ1QbrqIBbfOJZwhnH+pXBQUgCnmPhydp/RxEVSrtWU1fH1PVK8hkhld6r2eGZ7jxoIb0cOyDvgoGgeIMQto0QKUmy6jZKhaOH+wiAAYuOFL5jrTdd6i2y0G8VcQY5TGYoZHPmAxb6OSOx8cULFYyrpeOagk1+Z2th6YLpNj+oLq21cLAZ1UwLFx4ADKC0oWe3VQJb8jQL2ylexFLaZXe5ON+Yf5pptW+ISqrYBWGreYPBQBDp5uBK9bDK8TGbbMwHMVWigTgPHmEFYK9pcxAI4pLIADVUAC9oc1CIePGtDy+fotTiAlIq0jL4KKoB0PMCJtYCX7NfqAjtvLV9sAQABQHB9DmDUWgAtZYgKA6Q1YcECIChghnNrvOIKjZ4jiIE4Y0U0t3+XqXpC8qny/wBS8JektgOk8MGFK6FieHtckCHRRq27Hv8AD9Khm2Y2BaWFql6cfaGEm5tjUKgDIA/MoUsy1FuKiIvG7fjuXpwMlsPxgjWsuqyHaxvuoyXgfEQXZK3Ca5wB/UCAN7KKXxAA6MLWK20pytEFLo8RNAq91LpdPmWhH33G/suqNQ04GuLISnM7NY+nMG6Kz4gplNhbmAyAfMelkGg0+NTOtYg1HajQYCAaONttevRDJ05RaotNX1G2onxM21sPOvEbOBk9SwyWuYoiE7gIc7Wcy7WyRvCkfPyKjtbIRW658JHppxrcMjELt16g27ddQoWxZZcdQUO2T0TKWJitez1BDCpToV5jKyu64+CLDgAodpzGoVGByxXANtC06uZ2E3VxUAmErbPcLTsF1vJHXFUD8QabGZ7goTY+JWujRQVWFxuuJX/BVRso/t+ImDMPldn4LYc4NFHKm4WSL/sFdrEfIgOVxG4obbwZhuit8nV6j+ALHC+F0nRAFu5OL8v84YYdsHYxCylAnaZs9PHUV2zlscI/JE2xHphnaI5v0h28dbiHMO1SqvKwQTXd5YbeCoDb8S8BRd7jBChy3F0xWm3EJyKBLruDiCKTkWOFMMqgEt3QotZNajVYUFBvPNx0BLseGKLARQqSvRUsNlvyynQR4YnSo3nEAaAKxiE4C95dQEJpuUpcmjVnqO4YjBvEbAV7VMXWopJRXQ1jjhmNNNZhLaUwXGNUUzj9iLOmhTPsmFlCzmXqELwdw5XQOTMUWqDRMFm3hYpG2p1377iBba32epcyHA58RxYS0peGG5KLbyuPiG3ADWOpGk8sWkOMYqGbVGB08VDxutbHuNzIy0slZVG1Mr4iI5E9kVsHoXULrDKDs6jcoRsXcHiRVxo6uHhEG+YqEo1VpfNkYxVg/UW1viDrxZT43AAoMGA/4DZAAtXiNeE0Hrl+YmQCk8rQvwS8U0YeyPAKLj11Hxxnnw5mi00B5eX8RhIVnQUQEJbPx1BylWTSPUPBcIlIfkPM5LkbBwDyJm4OKwI3xFbFQmrdf0YDIFti14D2y79uq5BwHojpaLoyxaSeaW+d/iHCh3eB4pyfmXCIcK8nZxUBHsorTDBWwVCKdTZDqBUmhYnEe0BgBwv9wmFUW8XqFF0UDLAbyNRAdFe4iUN/Ectix3MIXE1eVTg1G42qLKqvMBX3MuXoUsKy1qU8krOYUFwq1xKGQuZrIBn4hlPZc4V74I5dInncQss5L/ce3AomeLgqLV1j0oODuWCUHAdQhdiGgWK1pt4uHFpr3GzmJTBieRbPDHAAowVJpLi6GOap0SKiKotsC41RuNtlsLiNaRooURsisqzUQ1RsgpIE3Y6OoL1VNDa/5KBX1dtglMHKubgyN1ZKZn5DCORO5YQjvhyRrazR+odK2qBL/EV/wcS0GQfE6lAwAojrpHrAUV9oqJd8MdYGpeDlrmZy3Wva/wDuo0hV4g1F1TuX1tTuOpZlrkTUAlCUFw8PqU6GVbszV9JAzqab03viLqIKsgEV8XUNxdQw5nydS3rFxiCqlaLcEtxylKBrGLqOpuLTRWsAXX5hIGtQVv1oInS31Zp9QLDoWWhs2D1HpIcF2RgVu8C8dypLZahvxGPxFt5wYIYi5umOC2icNRoNM6b3EDhMkaoqPFDBoz+Ypg6qNLlsl0mCuLYCVFmUcLLCG703Lly/o8gDC9h0pT7VNwYvuE6QTu9QcrUy1A4W7WJHvrQDCdlstRRoaODUNISvLcOkcsRaOoEDbyQaezqIlCC3lHQIGkY7JUCBwjcNl0H7kYtVOajGyOBcfpn6XdjXRcpuqccS4UHylEriENoMVKO1bYQkuqqzHFnwAjUa13W/tFApu0VYcVkm+M1qg0iGkeH+aK8SpYK7ToBlIzjYrLuuiV9WE/hiJ0KGijK6lTGnEcMUsPkqYSsYfmXx5xGtaFOSYhaHOYxNZWUITgJQrQDj31F0lgVS8F8kI0KAG3f33HypyjboejPzE4NbYhbULIpp/wBitgMZyuiPlFFQdVG3JAyDYezULuFqzZ5L1GwovFZrDXuFykCwKx37hMUxYnMPglfqBeCAoeYZGAppG/MoXCHBy+pZcFyZeKeDyTQWxqL7nmlr3LBhc7lsQWi9wgRpoXXuGkWNNWa/iu21IKoX11EKL1nDGVRE64iRFsUlXiZjKNCUxFkF1qNbJa5YLVpu+ogYEdZiLxHOoFYDhGpQsCtDHt5jV73cbgTRVIr4jdq1uiBU0Wp1CyIcgpH0YOhZqiGFKtmDLBgGmO+BvWfmElsqnIPcx5c1GgmsXTsIC1pQviGD0WHHxDy9JDWkljLoWmtRv/Kg3g6mC4sXoLfwTag93vJV/f8AmVUUI7ao/bDEVZTgfhiKe8l83cIvKNiZoqCCil78Ea8KFEfcLlFpWJdATPW4wihu1f1CQujRohahzKcx4JdrQSg8vMKAaLsvCPJUfwlv/wC1AXSkreeA8sFhGzuXwdrDJJKLrt8srwBy3g8sv4Fduugd+Ia5XlIX5DYMPKUll4T/AGVSRYg0OxipFtwhojgWD31FQVurXqAmy+WM86Yowe4wW2ga6mwQQlSpX8M8F5MS0oGswNEf41jFoWjzAio/FYIk1biFVXHv684guhTVXzLK03fNQhc+jaxBsLemooyUH3E8q3dBAy7cmX0TAAa7dvEozqKsNXuHWtlfDnUuTKmA7goxkG1cRUMW2mYK4LBl8Ql0/sW6uXxNGhw2gDGdo7E8kS2huRxmdhClcxL3MNkr7BVCYsjuwFWY9xoRsc2bPUVKoQrapCqJTLeYeFTNqlU4DpZayrwSmqS69n8bDeIZ1SRMNAt8FS7zEZpKfZEfzlPF4gMFsR/f9Qg0wpZyk7qQFOycdaPzKEAga8sWWpv8xgAATe32gIVU4vuEkKuIqUist16l0BqNleh/uDiNlr8eVjoLKF1a+eViskGqNJ5jE3HBbJ2h0vDAskhWg+O3nmEEgF3o5Yv2ZeEsRRzycHUsqHHIwD3+YAsIZGpRXpG/tFdvNxA4FU05ZRfgLF9rGISmK4fMFlc5VOZdqzu8B+RBv7StUO1T7MdC5SfaBHQpBAAjzrR9LVckzWo5WNFW7f5Ck1ZXwx0oavKcR0kccpFZs9X9WWJ/gYiqQXdVuZ0Gno3AJNHbl+YdpAcNv3g4JTl5fmMoFPm48xcAtjjSyVh1j2wfazDKnGeLgeEBajT/AJFro1Zmu2MpV10rEB0A6otiXBz1lXmHQguRogFYtCYvmUUGLuDiNOeYBQWFCmmMCwyI0ZlF7cRSC0vBcb1LlXozT9oNFqC0ZdlXVNe4VRANEGS03/Fg59kdfjUqWYMBqttbYgyrcbldKdxSqkPvT+SHZcAgvmo7pq2w7lyB/wCzMZoVVttai1Tg0dRtTGmrSEFsVtuo7jISGbT9QckK1RojOqCE7ej+2PWKq+/B2wZCbR0OVjiWJeCPK8r3xDGNfSrsd/sg9ScEp8GoPaRV9IaHj+Z1zznAc+v9RjF5rIXnsiCaIagNrTZfcDFq0GqUiNTdJOYHZoHBtliJhVd+E5h5FtAHoInh/AZ0U9ARzK2jRgOuMAGvNRxDFpec1O0gr6O00CWm5eSkSta/k6qM3zLirJzDcil3HJMfwJZLQECrx4iSphwFSvbOdDQQigar7wI5rgCPA1q89OrlPJ5Za+2MAuOod4qFIfJ4sm7V1M3YmR9QpK6gbp4dJ+YWwKg3VPqMElZW2IbEk4R1Be5YVleVmQKbQKpKawVxsgLI2NM1CroWzmIPSqoOJdAPLskB4SlFCcMeWCKbwhioNKAeTklsxW9vf8nWJeJv6TI+SVqFShA2JqNbrphpyR0BBQOEHCTHa4SHs20vsjLSobKiwJ2p5g1azji4YAguiOYqoug1GpiDVt8DxBxgC0G1hgJarwB77iL8i6KZb6uocdAg7X0Y2eYketNq4xd4+CGipKVoTgP/ABBAwGx64ZspagqB5uB5I1wtbRRfqNwtibJZ1yRe4RVIeF/QgoOd7j+qHPBEoAOoaxzGuPoco2PDqE8SWRFXb0VCGxvmXhy/yQblWVUNUpteeJW53uP8bQ3ZpIwK6cg8/EeNacZI/mjymviHExGUZiWXVeYeELhVviiHaliUjzHcstW3vT/TiDLpMCk9OT2WQs5LulPQuPRzGAQxmfRx7MQ7uJasRKAIEXEOpGd9/MXgm83GbkVkiQtvg8zEAkXlGpkGnkxtQGgm67j841tef7hIlRYuU9RBu272qw/kEXcIcBLcYibJecWXqUbUpxDae1m26HXcpb2hbnWIrhALL4dxhhUdXoIQUsa0bgtaKDFxNRsNWczGSPm6Jd7lVssfENgixd7OoVwIOcZjyC0wMriNCrFm0PBzfZoj6axVunZXH6jpVNkW29J4g4eruDwPJ7DUBsys6oGYrbV2/wABdgDcOgSjk5l1oy8JGm6Z1HcqB12Z1My2tup9/oKIjScwqwcu6x/JUF0Z/Mpc2nmo0UxnNx3/AABWiNYuV0RS4rtbg4E0NsYfNdhKwKpzBqjb5gBoGCsi3mXrLxmHjlycjDIYWFKvSPT4h943ZQTkvmDaBVC2H+QwwIjRbyf2R+UVC36k/UH7CmoQVoomdnhCQsJYdMXIymmL4h4QCJhX+oVUEA7tirqgByJTHKYQpYaC/U+P5pcQTA0TNke9RvioISnPiAIgIiWJyRXew5JynrqX4IdlJMo1azhMfqoS1Fvr/YEybwVqItFhHpq260DWK83AHGaope14GGdDWaCoYJYbcD8xG7LWh5I2eFGIHQP/AJgqUWoR1hQD7y2vullg7B0HonJbU2ptfmLXLLf6+gXNXwNWOH1BC706xB2kIc4io6ALzKhYuqgNy3ADVe4ivUcokqC3RErdqO+Y7tn6kRqr8ApzR/I5WqH5iBAZeeY6hVdEd/VSh8xwQVo68xKtbfosERycDphegFNseoQVXzMxBVjsVc6h2pbUuljmKS4TzuU8QYtidjx8Rf5FryL0v6ZVIAUjZTGY2gBS4+Ye+ug+o4+IzClrUt8u/TnzGquw6T3FaUFoAWwTATSmrhMBOUd+4CSqgmfMSmqqLAvX2j7AtN88R24ErcDnZCQsdKqsH8WUE3Cg9y9i0jiszlWJXDi0oiTd2cDiPrNAtR+CNl52rp8MZOQRgHQGnzCISIJk4f6itpoMB3DWJXtCGsgu6z+pc1i1Ut2wtUFvYTE+1GVQN3b/AGK2s8ISX6AnLs/ERQYTYlMxCiqit/hqKlobxniY1Rsu+viODSYXfDMyNDkvcr8QIrKN5r6rF3iFBfqO/p5oQmpImEdifwNxhrGtBb6jUFpcPzd/QQNDoO3zB5iywupjEBzW4qlVV2v8GnWxnwn+wQAB8j0kRS4LxGttRzLpznWYAwHOoNamsixzKJpPEetvKOf1FSQE1XzZhlFYFU43cMlg6Q4Vop2eSASDBNerkeHEU1xR6nsGIDds6P5jdneqP5CID26s+zM+gho5f5LFhILKLHIx8QqGFr/OyO82oIbQC/4XF6jTiZsfMK7CKYLHqMr031Fp6m2BHB6dxHaZu2ErtDV7ZTySpgDsYRPORen3uK1ZnIMqoJdD+4/WD4y9spgDXzAEoeXHcvlftH5Fd1ApFxsQbJyxu7T8seVhsQv2GZjlVMTP0z9BRshKKrjZugl3MsprWPpmKleyAGjhjv6G4qwiNCmsMfqQ3S75qXe8bnxGoQeDlgWl4GX4q22QVBR8IOZqC4OCUhbjr6BcSt7+hASrgC4HuHsQsTkgCxd3hmALaxJoHjEeyAEy9Q6Bad6h1Bl7icWFIBhJVNBh+I7C7AHJ4iqiCG2PmCIlV5cMHL4pa1x5hlZJRQz5Lgsyabj56iIP2GMaUXoWGxUtASvxiZEaJaXynBDBX8H6MM7lXiNFajUgyozmN0FdqrMOSBemIjEO66hg6CWsWJkjzVVLUBqhxGkEsAsv3qNh3gauE4ISK0+Ool2i8G4kyrsC6ev9iwbxGZfAYPlhhJaEDy6JTzUONv0HMqWAwAoPQSqoMniX4fggM+pmMUpuL/UVUfphPcr6Bdz5QNaAm/MLG1+4BV2F7hei3lbqEUAK7CKBQE0XpIbtrdNvMRPoao2Gi6uU6oJQLRdfwC0l7u6FPBGOq7/iJzbl0pCziJCJLKlaCrwRMDXIcEu3MDOYof2/jmxmmcj0sNDWWVqMGQ9RIEVX4htCo9sHQHdHcsiBeBZfF1q4thc6YvHiraxHXjZroeIXsrQcvHiGyKhunIsVpW2XSY+8ckwCGxi9jUE0h2nMrYqrpwn3jYUnHkpjMK3e5UXZizEv+DE1jcGyma9Q9t1H2srUQpyjZ4ibTbbcEsYdrfeMwVR1DdgzW42UzhYL5rcU3LIG08sDhsgw2TDFXVwkWvbMr34IlHYyuPD4I/Rwpj4F7h8SFUZO1jtKifmJ9uXgl4Bu+osiXXcSFLv8RmUKQXHFNRey+6Y6EnKp+zGj0aVa++oXHDdzOODVwLGy+YVKy7xzEPhvZWnqUnBTUc5c7lVJqKypaH8Rb+lUMmeI74/gbAbuYsW+PwSk8tnzNRblRuer2+j+4VORd5fbMwF0QQsU47XFcB4vMa4v6ijjcfWSm8nUt1281WpiGytmiUSsV2QBWVMroidEX7hrU44YvrLes7gBUA/eGEsUEXEMha6AN+YWiAUAXiXR4l3SvtGaEzQJdQ+DaU21XqO1TCqBPcOwKG7FKi5SSWkoG7YfW4t/QNMBM5lIvGMx/ZQ4uM0ptDeBdsMraojerV7bjS0UEJuuiEoCyGLYhKGRZXgobmW4ihMaSvUwhCx1lwfmEEJG67OacfiCzCwAoD1HbWZ1EUbR2kqBxacv5hMiqCsQ3ZtiWi4l6YsPzAhKOwigKAsZHMILClq2sj7GIbYqzMrodRa6MCLXzphAAVXUJ82tcQxncs0KbgBG6ISwqhGvEdwLdxbfEoDY3/AWXmKvW/64XFGj1DIqNAbYXRSeXt7YwUu2G4AzL4YXFFTmK0A4jbmvBLV/hmFUIsRyQMEgEcRjcWWVzH1yzW4hVY9N3GzXu/EGKHHNMXQGcRQK58wq0j8xgGnF3qGEjmHOI5TPaGY/pmbYj8LKwr9MRAREapal6SIGk4lkBpbfDQfXmpiMWcxaFupUqmFNS/hiHGACIIMbxwA27Zbs16gVlzFo3jmOoOK6lBK4lBRYZzDQilLMXURrDK1VNkK2BG8gKhOCD3Hg63h3GIuD0x20PbMdQNVLwKd3DocrsgBCv3cECLd1uKAKXxAiZEGmFJG3qVbKhBMIJ3HiYpERPmHYFa2+A6Y7d9K2JGoRlgFZyxrGytwKGmhHiOFiM4wkFuBdgfaFrVylxrVhd7k63EpfrdMxbMpWT91TPpsvAdrwRQwxXX4Ooqqra7ZmPUI3kT4jBVHGpkZo0v8AM3DLoNiNIylcarXNRkEBpeB6jw4kNzdHEMCPPMzfumJbdkCA2t5iAIgHL3CSb5viH2QNW7jZCFTHaupNzGFTaf1C/dayRJowEFOz5f1EsDXpSNasNWioFIIliOEmRD4cRrfbMSA7YBRiQaAhEBblVhXrxGqitts2v9xdYcmsR5iSvdzIzvyx0www3XYq4zq1ic8MwM4E0/4ynGVUhmVtuiqviEGw8McBLDgYpQCs4Zlg4wrBALFc3xBZaAeeZoqgwriPQUe7hpEvZncY1c7YOtTOLGChMiKtlnpiLWw7vNxy8BT4G/mOgRGkdjC+XnEbMFXkl5JbZUA9EqAGxpeHuCYWd1AGqA08L78QtXEUCAezhSZ+rFFCA5WYxtsYnJ5Hb2v9fRsAcx0sc+MSk0O9QZoXjUvCa4DUwLftHf8AwDxFZJUC2uPUfJjoLcWVItboEKoijdkdcLRu8RQUKtRwvpgjZFUzg6gijK8wQUg3d5ZVFHtxCLJa9zTg7j5JOLjoXV9u4K0mcARWxU3eIDYFpnR0PiFyAwjiYC3GFIEKajyT7BrUKTQjaVq6phtAzLquXmpbV5S4OXuprL7lg7viKuX4lyA/MMU3hZDyS1i8nENS9RasE5GHBU6eZXtoYsX+ohb7eLpuZrCUVCvZYNNx62K63qIALnDTCJEfcJXIt6l4DYmZXknXiUgR7RiVKYaapl2OGtw0Qiv2lpFlka8n9y0TxCy7pKLu7fPGJnRKxTgoGDwsa33NptkRI9AxqOHCgXVyjKC2i9CdkzKi0OQVC55raeSCk5TRG+RmB8f1ACq8Qw2fJLsAOLhiEWOJbwBB+Er4mVbvvqXAlnRM1Wv1BenuIeTxGv4kQLi4BhNkqchVhqUlBcU8fLbDN5ynD4Qoh2NFU+Xz6mf183FT5g5waQH2uElCzpuIc2XEBgX5YDMJ8EQGTUMDO7megU54lztrlihoTBeFg1trmhwRsDDmOLYWKZYGMhSttDg+0pOY4g2ywI7UuwX3HoqHGYXYBK84jw8qxYo/qXHOr3qOq34ipmtwHLFRg4v3CmwxGXYQwQO5JqGzn7SojgNQ1l33DnGRVqVGyLRYO/MH/NYxJhszV4mTMdkRyMuvMKKCNbRIwwMtu4dS3y1CBQHmypQBEwXtG4DtQStnAxul49xTkIUoqMuMFrQQWhZSJiIBR18eyOZAqvA5srLKRJbM5d3ER5au29vcc2wYMXyqbeXuFr0FbXpOf3EbJHkL549M5DkXW6iebgBUB3XbBVKaaKazv7ymcBaFI2aAEELC18Rw5dbiti31BFIGVYdRf4zCdjVVuPV3fEdcJ7gaLh4irv8AkA9qA7XEBgbYCDIZDGR8MLp5ptP1Ubg69pf7WXxi6LgfgigddqtH7MWwD2t/uMJsF4HiOxcn5liJiDxAWqMvcPZKhhPmJMOY6FUjMlWFQgrolEY00R9eI3BXBmrxG6UeREftCMk90FpGlWPLUQ0hfZBKO/MFpUexqMmk6WwjKwgoS4ug8TLpDwxG0AdscpGN5grSobXBHL6syX4IwseBX/shYt0wThXdyoLfhOFmJY6+B5D5+maxMXyxlIZLSmCfhQusFsImsWYSPj2rdA5D5vPMRiqcaYLWRr6Gop8wL/Rn44mSo0Ib5Vat3GAgWR2ZxuM1j3DRRDGNRL4IW6yJqN4lB4XzAXEQGaO9YfURQvJmG7pI8aKJSuG8f3Lch8MzKUKcqPUvQzJVW8ufUa4FjIDgo8RITkBUfhhE9U6gEAzVtHMuYLVq3UUqsvBKQLJmh3AUR6A4ji1OrjpBaijjBzGzZ9K8fyI2hQoOrjcW5W8ma+Sz5gtRBX3zAlQHMLQoeuYatXtc2emA1Kq2heCEoFbecxRdV6l+4uvEv6XQWuSDAp0MrASc7ZHLCpxcICq2kjYJAsPEOab51+pjjNUv7i4YNfktDD065P1mN1DwBPzDJau0LLFbgmkUPhgpWNX1fkaiFDb4f7Q3gLy2vg7Ym8OKuvIRj9cIj49aLqOxEGoARDTL1EO7eGVePktD5HuH7uomC6xMwjN6Qae2OqPlSofEEtBVaAXvG5QrOLqVHC4vrzLHD1abMj5lgugOpk2otTkiI1/A0QNb1pPkzGWgS+WV7kHmN6+T7w0EpdcxZpQbGPTUq5qnkr7fRJtBWGozPwImm470K1QH0z77opfUICKndl5gTho3G/AvVWxnRQAQ35maI3jN4jEBfcMLVCrhjlQ7uGSzRqiqihW28uYiYMu4ZiyeIlx90UlUHXiKrb/JzRgUHlqXl0bMkzgVx+Yr7x0hcMDHuMOOV8Byx3SZZakcX16hMEABVBXBLtiTMq5TdQXa+hgpaBV5BcAKjdULSPiyNWhJAVsaAWrLfCHA3AANWOoEwYs0UQPLjBcUxSOkbnRRPUp5D3iYBfVQ1CvEbAgrTmK1SOWhZbS9CKP9YAVTWgHglVIjMYhIWRnMaRmU9EbVW3Kw9T1HbQeiZmohAqtAGWCqdSIqcCjmOjV0QH5z+I+K4W6OgvbDVrw/U0VMVhRVNmrR+JSBLEsb3Gx2Cg/qCA3bHshjgjYNNoS9KF31LW3CuANV8kXUIFrsyXD9iFlpK08ksHgo54YYWiWdZ4ix2ijnVn1OfpXUKavRHZ2VhXMfiygISKop3XqEwG7GWNvWOpcJ+YzUWrhY9S0Ms19pgtEPUzBgvVxKpV+CKHT8/wDA95RS/S1LlBEc4jq4ShqzJ+5eCXxQ/lhoBZM4Xj/ZWaQZpuOyKrb9CVKxMeVqslkPpQdCoqyV8twaEUfEvnvvuKIqhU5ctfB+ZWyILd7IIgVmz1F2NldwTRcLmfiNw4O2n5jXUHYf5Klo5Tf4hcWx3CjlvNNxtvLwR+W46dm1Zh5TYsrw0TPXmVLyTE76AgbEJp4l8AKSwQAChdxLFVM/eAKU6T0VH0CNgH5MP5FBajq3fNGYoYUWK3Qce9yuMQM0nOOTzBX4Kpq2lTngv8wXjhtpSnUCwoGxHqOTigmynaLvyQQhlDd17SF6htAV1fChxdwVwkBFaRGKSm24KuRYIQo7CKFbc1Me8hrA8xXSQyDz1G4tzPDDd4uNwCBSwpmzMfobXyMXWrVZqniIijv6Zg9igJdpqb2icLAZAermNg11KOrI66ZqWLEMtHE6R9opbeIrUU7/AOBqL0a+8tTPULDLl1YwsORZbW+4DgRVjxLgFEbnM4hDU6jgjqP0CDPS67wQEs3VwEog2zqDTCArqDaaLhiKrPE5m4IBgh0TFzEojLHAuKh/cd6/vLoa8sRShgEeWZSsxkO7m3zAZKipgumFHJaskOY95jtKbgELtcx3RRKCPuH2AoClhhazMgqu4tAtC5R0oRGb9xIQm5lDekelzd7uMyCYgAMW1l8sF7GkWp6ZRVhfCkANmpfNR7rLYYvMqewIaxDd+TKHAXx8Tj6a/n9RVT3DRnf9/W+jkcXZLSu8EugVn//Z" 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<span style="font-family: Times New Roman, serif; font-size: large;"><i>Ο
φασίστας ,μέλος της Χρυσής Αυγής, Γιώργος
Ρουπακιάς που δολοφόνησε τον αντιφασίστα
καλλιτέχνη Π.Φύσσα.Ξεπεσμένο ταξικό
στοιχείο, άνεργος και χαμηλού μορφωτικού
επιπέδου,εισήλθε στη ναζιστική οργάνωση,
είτε για να κερδίσει κάποιο εισόδημα
ως μπράβος της, είτε για να επανανοηματοδοτήσει
τη ζωή του.Πολλά ξεπεσμένα μικροαστικά
στοιχεία στήριξαν </i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>για
αυτούς τους λόγους </i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>
το φασισμό. (</i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>
<a href="http://www.ethnos.gr/article.asp">http://www.ethnos.gr/article.asp</a>
<a href="http://www.ethnos.gr/article.asp?catid=22945&subid=2&pubid=63890417">catid
=22945 &subid =2&pubid =63890417</a></i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i>
) .Ο Ρουπακιάς είναι αντιπροσωπευτικότατο
παράδειγμα αυτού που ήταν ήδη γνωστό
από την εποχή ανόδου του φασισμού:</i></span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>
''Ο φασισμός δημιουργεί και θέτει στην
υπηρεσία του τρομοκρατικές συμμορίες
,τις οποίες σχηματίζει από ταξικά
ξεπεσμένα στοιχεία''(Σοβιετική
Εγκυκλοπαίδεια, στο λήμμα φασισμός
,τόμος 10, εκδ.Παρθενών)</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;">.</span></h2>
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<span style="font-family: Times New Roman, serif; font-size: large;">Πρόκειται
για την <b>επανάσταση των μικροαστών</b>
.Η Χρυσή Αυγή είναι το κόμμα που γιγαντώθηκε
εκφράζοντας καλύτερα από όλους την
μικροαστική αγανάκτηση.Το γεγονός ότι
στοχοποίησε για την κρίση το πολιτικό
προσωπικό (και ειδικά τον ''Εβραίο'' Γ.Παπανδρέου) ,άγγιξε τις καρδιές των
μικροαστών και αυτό ήταν το καταλυτικό
στοιχείο υπέρ της ανόδου της.Η προέλευση
των ψηφοφόρων της Χρυσής Αυγής είναι
ενδεικτική .Πρόκειται στην πλειοψηφία
τους για ανθρώπους που στηρίζουν στη
βάση του τον καπιταλισμό, αντιδρούν
όμως στη φιλελεύθερη -διεθνή μορφή του.Όπως
όλοι οι μικροαστοί ,δεν έχουν πρόβλημα
με την ελεύθερη οικονομία (αφού από
αυτήν ελπίζουν να ευνοηθούν) αρκεί αυτή
να ελέγχεται από ένα έθνος/ κράτος που θα
προστατεύει τους ''μικρούς'' από τους
''μεγάλους'' καπιταλιστές.</span></h2>
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<span style="font-size: large;"><span style="font-weight: normal;">Παρ'όλα
αυτά,όμως, τους ναζί δεν στήριξαν μόνο
οι μικροαστοί ,αλλά και ένα μέρος της
αστικής τάξης.Η μικροαστική προέλευση
των ψηφοφόρων της Χρυσής Αυγής και η
ανάδειξή της σε μια οργάνωση που θέλει
,όχι να καταστρέψει,αλλά να ''εξυγιάνει''
τον καπιταλισμό (μέσω συντριβής των
κομμουνιστών, της διάλυσης των πολιτικών,
των συνδικαλιστών κ.α) αναδεικνύει τη
ναζιστική οργάνωση όχι μόνο ως το
αγαπημένο κόμμα των ξεπεσμένων ταξικών
στρωμάτων και των υπό κατάρευση
μικροαστών, αλλά και των επιχειρηματιών
που φοβούνται ,είτε μια ριζοσπαστικοποίηση
των εργαζομένων προς τον κομμουνισμό,
είτε φοβούνται ότι θα ξεπέσουν και οι
ίδιοι<span style="font-family: Times New Roman, serif;">.Η στήριξη μέρους της αστικής τάξης προς το φασισμό είναι λογική.</span></span><span style="font-family: Times New Roman, serif;">Ο φασισμός δεν είναι δομικά αντικαπιταλιστικός. <span style="font-weight: normal;">Ο
φασισμός δεν στρέφεται ενάντια στην ατομική ιδιοκτησία στα μέσα
παραγωγής και την ελεύθερη οικονομία(όπως κάνει ο κομμουνισμός).Υποστηρίζει ότι δεν
θέλει να καταστρέψει ,αλλά να ''ελέγξει'' τον καπιταλισμό, πράγμα που
υποτίθεται ότι μπορεί να κάνει ένα εθνικιστικό κράτος.Υποστηρίζει έναν υποτίθεται υγιή καπιταλισμό σε εθνικά πλαίσια. Έτσι, για τους
φασίστες δεν υπάρχει κανένα πρόβλημα αν η εργατική τάξη παράγει υπεραξία
και είναι υπό εκμετάλλευση από έναν ''πατριώτη '' καπιταλιστή, αφού η εθνική
ταυτότητα -και των εργατών και των εργοδοτών-σύμφωνα με τους φασίστες, υπερισχύει της οικονομικής
ανισότητας και εκμετάλλευσης . Έτσι, σύμφωνα με αυτήν τη λογική, οι εργάτες που
διεκδικούν αυξήσεις από έναν εργοδότη που ανήκει στο ίδιο έθνος με αυτούς, θέτουν εμπόδια στην ''εθνική οικονομία''.Εργάτες και εργοδότες πρέπει να συνεργάζονται υπέρ της ''εθνικής οικονομίας''.Ο ιδεολογικός πάτρωνας των κρυπτοναζί της Χρυσής Αυγής έλεγε επί τούτου:<b><i>''Εργάτες και εργοδότες ναζιστές είναι και οι δύο μαζί εκπρόσωποι και εντολοδόχοι του συνόλου της λαϊκής κοινωνίας'' (Αδόλφου Χίτλερ, Ο Αγων Μου, εκδ. Δαρέμας ,τόμος 2, σελ.233),</i></b></span></span></span><span style="font-size: large;"><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;"><b><i>
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<i><b>''Τα
σωματεία δεν έχουν καμμία σχέση με τον
''ταξικό αγώνα'' .Μόνο ο μαρξισμός τα
χρησιμοποιεί για την πάλη των τάξεων
και τα έκανε όργανό του.Δημιούργησε
απ'αυτά το οικονομικό όπλο που ο διεθνής
ιουδαϊσμός το χρησιμοποιεί για την
υπονόμευση των οικονομικών βάσεων των
ελεύθερων και ανεξάρτητων εθνικιστικών
κρατών ,για την εκμηδένιση της εθνικής
παραγωγής και του εθνικού εμπορίου ,και
τέλος χάρη σ'αυτά όλα για την υποδούλωση
των ελεύθερων λαών στην υπηρεσία του
διεθνιστικού εβραϊκού κεφαλαίου.Κάθε
ναζιστικό σωματείο πρέπει ύστερα από
όλα τα παραπάνω ,χάρη στον συγκεντρωτισμό
που οργανώθηκε από ορισμένες ομάδες
παραγόντων της εθνικής οικονομίας ,να
αυξήσει την ασφάλεια της εθνικής αυτής
οικονομίας ,να ενισχύσει την δύναμη της
παραμερίζοντας κάθε εμπόδιο που θα
επιδρούσε καταστρεπτικά πάνω στο λαό
επιδυναμώνοντας έτσι την ανάγκη επιβίωσης
της λαϊκής μάζας ,ώσπου τα εμπόδια αυτά
να πάψουν να ζημιώνουν το κράτος και να
επιβαρύνουν την εθνική του οικονομία..Ο
ναζιστής εργάτης πρέπει να ξέρει ότι
αύξηση της εθνικής οικονομίας σημαίνει
πάντα και δική του επάρκεια αγαθών και
υλική ευτυχία'' (Αδόλφος Χίτλερ,Ο Αγών
Μου,εκδ.Δαρέμας,τόμος 2,σελ.234).</b></i>
<span style="font-weight: normal;"><b> </b>Η ιδεολογία που υποστηρίζει την ύπαρξη μιας κοινωνίας στην οποία δεν θα υπάρχουν εργοδότες και εργάτες, ο κομμουνισμός δηλαδή, είναι μια εχθρική ιδεολογία για τους φασίστες. Σε ένα εθνικιστικό κράτος , η καπιταλιστική ανισότητα όχι μόνο υπάρχει και θεωρείται δεδομένη, αλλά ενισχύεται, αφού οι καπιταλιστές, υπό τον μανδύα της ''εθνικής οικονομίας'' ,απαιτούν από το κράτος και γενικά την κοινωνία την υποταγή των συνδικάτων και την αποδοχή ,εκ μέρους των εργατών ,της ταξικής κοινωνίας.Στην ουσία του αυτό είναι <b>ο φασισμός:συνεργασία εργατών και εργοδοτών προς όφελος της υποτιθέμενης ''εθνικής ενότητας'' , χωρίς όμως την καταστροφή του καπιταλισμού,αλλά της υποτιθέμεν<i>ης </i>εθνικής αναδιάρθρωσής του</b>.Πράγμα<i><b> </b></i>που στην ουσία του σημαίνει ότι μοναδικός κερδισμένος είναι οι ίδιοι οι καπιταλιστές . Χωρίς να κρύβεται η Χρυσή Αυγή, υποστηρίζει ότι είναι το κόμμα εκείνο που εκπροσωπεί την ιδεολογία της μεταξικής δικτατορίας . Όμως ,είναι γνωστό ότι το μεταξικό καθεστώς δήλωνε ότι δεν ήρθε για να ξεριζώσει τον καπιταλισμό, αλλά να τον αναδιαρθρώσει σε <i>''πιο εθνικά πλαίσια''</i>.Βασικός στόχος του ήταν η δίωξη των κομμουνιστών και των συνδικαλισμένων εργατών .Η Εθνική Εταιρεία, που είχε αναλάβει την προπαγάνδιση της κυβέρνησης Μεταξά έγραφε επί τούτου την εποχή της μεταξικής δικτατορίας:<i><b> ''Η ιδέα του κομμουνισμού συνίσταται :Στην πλήρη κατάργησι της ατομικής πρωτοβουλίας επί του επιπέδου της οικονομίας.Δεν πιστεύει στη δημιουργική της σημασία...Αυτή η στρεβλή και καταστρεπτική αντίληψις ημπορεί να αποκρουσθή μόνο δια της μελέτης και με την πείραν των αμείλικτων γεγονότων'' (Εθνική Εταιρεία, Ο Κομμουνισμός Στην Ελλάδα, εκδ.Αθήνα 1937, σελ.15) </b></i>.Ο Μεταξάς σύμφωνα με την Εθνική Εταιρεία, κατάφερε και ένωσε<i><b> </b></i>τον ελληνικό λαό, σε μια υποτιθέμενη υπερταξική ενότητα <i><b>''η μεγάλη διαύγεια της σκέψεώς του , </b></i>(εννοεί τον Μεταξά) <i><b>η βαθύτατη και απέραντος επιστημονική του μόρφωση η διορατικότητά ενός πνεύματος ικανού να αναμετρήσει την πραγματικότητα και να εξαγάγει τα εξ αυτής συμπεράσματα ,αποτελούν ασφαλή εγγύηση ότι θα δώσει σε όλα τα προβλήματα -κοινωνικά ,πολιτικά, και μορφωτικά- λύσεις ,όχι υπέρ μιας μόνο κοινωνικής τάξεως αλλά υπέρ του συνόλου του Λαου και του Έθνους'' (Εθνική Εταιρεία, Ο Κομμουνισμός στην Ελλάδα, εκδ. Αθήνα 1937, σελ.206)</b></i>.Την ώρα που γράφονταν αυτά ,το 1937, η Ελλάδα παρέμενε μια βαθύτατα ταξική -καπιταλιστική κοινωνία.Όσο αφορά τη<i><b> </b></i>χούντα, που τόσο εκτιμά η Χρυσή Αυγή ,εκείνη στάθηκε υποστηρικτής της ''ελεύθερης <i>ατομικής πρωτοβουλίας στην οικονομία''.</i>Το οικονομικό πρόγραμμα της στρατιωτικής δικτατορίας των Συνταγματαρχών, καταρτισμένο από τον οικονομολόγο της Χούντας, Νικόλαο Μακαρέζο, κάνει σαφές ότι στον πυρήνα της ιδεολογίας της ,τοποθετεί την ελεύθερη οικονομία.<i><b> </b></i></span></div>
</i></b></span></span></span></h2>
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<span style="font-family: Times New Roman, serif; font-size: large;">Έτσι λοιπόν, <b>η Χρυσή Αυγή, όχι μόνο δεν είναι αντικαπιταλιστική , αλλά αυτοπροβάλλεται,και αυτό είναι πολύ σημαντικό να το έχουμε στο νου μας, ως ένα κόμμα που μπορεί να αναδιαρθρώσει και να δώσει ώθηση σε έναν ''εθνικό καπιταλισμό''</b> .Αυτό είναι κάτι που εκτός από τους μικροαστούς, μπορεί να προσελκύσει και ένα κομμάτι της αστικής τάξης.Δεν είναι τυχαίο ότι στις
τελευταίες εκλογές ( 25/1/2015 ) επιχειρηματίες
και περιοχές που θεωρούνται ''ευκατάστατες''
στήριξαν την Χρυσή Αυγή, διαλύοντας το
μύθο περί αποκλειστικής εργατικής
προέλευσης του φασισμού.Έτσι, ενω η
Χρυσή Αυγή στις τελευταίες εκλογές
έλαβε το 6,28% του συνόλου των ψήφων, στους
επιχειρηματίες έλαβε το 9,2% ,δηλαδή το
μεγαλύτερο ποσοστό με διαφορά, ανάμεσα
στις υπόλοιπες επαγγελματικές ομάδες
(έρευνα της <b>Κάπα Research, Το
Βήμα,1/2/15</b>).Αντίθετα, είναι εξαιρετικά
αξιοσημείωτο ,ότι το ΚΚΕ που εκπροσωπεί
μια αντικαπιταλιστική ιδεολογία και
πολιτική, σε αύτον τον επαγγελματικό
χώρο απέσπασε μόλις το 3,1% του συνόλου
των ψήφων του,ενώ στις εκλογές πήρε
5,47%.Είναι
παραπάνω από σίγουρο ,ότι ένα κομμάτι της αστικής τάξης, ειδικά αυτό
που ασχολείται με τις εξαγωγές, επιθυμεί την έξοδο της Ελλάδας από το
σύστημα της ευρωζώνης.Το ''ντόπιο'' αυτό εξαγωγικό κεφάλαιο ,σε αντίθεση
με το ''διεθνές'' τραπεζικό κεφάλαιο (το οποίο ,όσο αφορά την
Ελλάδα τουλάχιστον, έχει αποτύχει) , έλκεται από την ρητορική της Χρυσής Αυγής για
έναν ''εθνικό καπιταλισμό'' και από την πιθανότητα η Χρυσή Αυγή να αποτελέσει
το πολιτικό εκείνο σώμα που θα αναδιαρθρώσει σε ''εθνικά πλαίσια'' τον
ελληνικό καπιταλισμό. Μην μας φανεί καθόλου παράξενο ,αν το αίτημα για
μια καπιταλιστική Ελλάδα εκτός ευρώ, συγκεντρώσει την υποστήριξη ,τόσο
των μικροαστών (που θεωρούν ότι για την κρίση φταίει η Ε.Ε),όσο των φασιστών, όσο και αυτού του κομματιού της αστικής τάξης που πιστεύει ότι σε συνθήκες εθνικού νομίσματος (δραχμή) θα μπορεί να εκμεταλλεύεται την εργατική δύναμη όσο επιθυμεί για να αυξήσει τις εξαγωγές της (μέσω της υποτίμησης του νομίσματος και επομένως της πραγματικής μείωσης των μισθών) .Από εκεί και πέρα, το κομμάτι αυτό της εγχώριας αστικής τάξης γνωρίζει ότι η Χρυσή Αυγή ,αν γίνει εξουσία, θα μπορέσει να εφαρμόσει την φασιστική θεωρία περί ''εργατικής υποταγής στην εθνική οικονομία'' ,και να εξοντώσει κάθε εργατική αντίσταση (ήδη η Χρυσή Αυγή έχει δείξει δείγματα επί τούτου.Η επίθεση των φασιστών στα στελέχη του Π.Α.ΜΕ στο Πέραμα, είχε την ιδεολογική κάλυψη ότι έγινε για να ''ξαναπάρει μπροστά η εθνική οικονομία'' ,κάτι που το ΚΚΕ υποτίθεται ότι εμποδίζει).Το ιδεολόγημα των φασιστών (από τον Χίτλερ μέχρι τη Χρυσή Αυγή) που μιλά για υποταγή των συνδικάτων και των εργατών στα κελεύσματα της εθνικής οικονομίας, μέσα σε συνθήκες πάντα καπιταλισμού, θα μπορεί να συνδυαστεί άνετα με την υιοθέτηση ενός εθνικού νομίσματος.Έτσι μην μας φανεί καθόλου παράξενο, αν η Χρυσή Αυγή, στην προσπάθειά της να προσεταιριστεί το κομμάτι εκείνο της αστικής τάξης που επιθυμεί ''αναδιάρθρωση του ελληνικού καπιταλισμού'' στραφεί στην υποστήριξη της ''δραχμής''. Για να γίνει όμως αυτό, δηλαδή για να γίνει η Χρυσή Αυγή μια δύναμη που θα μπορέσει να αναδιαρθρώσει τον καπιταλισμό σε εθνική βάση, θα πρέπει οι φασίστες να αποδιώξουν το συμμορίτικο πρόσωπό τους.</span></h2>
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</h2>
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<span style="font-family: Times New Roman, serif; font-size: large;">Η
στήριξη </span><span style="font-family: Times New Roman, serif; font-size: large;">προς
τη Χρυσή Αυγή ,</span><span style="font-family: Times New Roman, serif; font-size: large;">όχι
μόνο </span><span style="font-family: Times New Roman, serif; font-size: large;">από
τους μικροαστούς ,</span><span style="font-family: Times New Roman, serif; font-size: large;">
αλλά και </span><span style="font-family: Times New Roman, serif; font-size: large;">από
</span><span style="font-family: Times New Roman, serif; font-size: large;">
μέρος </span><span style="font-family: Times New Roman, serif; font-size: large;">της
αστικής τάξης ,είναι το </span><span style="font-family: Times New Roman, serif; font-size: large;">κλειδί
</span><span style="font-family: Times New Roman, serif; font-size: large;">που
θα δώσει πιθανόν την εξουσία στους
ναζί.Αυτήν τη στιγμή η ελληνική κοινωνία
,βαθύτατα επηρεασμένη επαναλαμβάνουμε
από τον μικροαστισμό, βρίσκεται θα
μπορούσαμε να πούμε στο μεταίχμιο εκείνο
ανάμεσα στην τελευταία ευκαιρία της
σοσιαλδημοκρατίας (της αριστερά του Συ.ριζ.α δηλαδή) ,και στο φασισμό.</span><span style="font-family: Times New Roman, serif; font-size: large;">Η
σίγουρη έλευση νέων αντιλαϊκών μέτρων
από την κυβέρνηση Συ.ριζ.α ,είναι παραπάνω
από </span><span style="font-family: Times New Roman, serif; font-size: large;">βέβαιο
</span><span style="font-family: Times New Roman, serif; font-size: large;">
ότι θα προκαλέσει την απογοήτευση των
μικροαστών που θέλησαν μια αναζωπύρωση
της σοσιαλδημοκρατίας ,και πιθανόν </span><span style="font-family: Times New Roman, serif; font-size: large;">τη
στροφή τους προς τους φασίστες.</span><span style="font-family: Times New Roman, serif; font-size: large;">Το
ζήτημα που θα τεθεί </span><span style="font-family: Times New Roman, serif; font-size: large;">από
εκεί και πέρα, </span><span style="font-family: Times New Roman, serif; font-size: large;">είναι
τι θα κάνει η αστική τάξη και οι ναζί .Τ</span><span style="font-family: Times New Roman, serif; font-size: large;">ο
</span><span style="font-family: Times New Roman, serif; font-size: large;">πιθανότερο
</span><span style="font-family: Times New Roman, serif; font-size: large;">
</span><span style="font-family: Times New Roman, serif; font-size: large;">είναι
</span><span style="font-family: Times New Roman, serif; font-size: large;">,
</span><span style="font-family: Times New Roman, serif; font-size: large;">ότι
</span><span style="font-family: Times New Roman, serif; font-size: large;">όσο
αδυνατίζει ο Συ.ριζ.α ,τόσο η Χρυσή Αυγή
θα επιλέγει τη δημόσια αποκήρυξη του
ναζισμού, και την άμβλυνση του </span><span style="font-family: Times New Roman, serif; font-size: large;">δημόσιου
</span><span style="font-family: Times New Roman, serif; font-size: large;">λόγου
και των πράξεών της </span><span style="font-family: Times New Roman, serif; font-size: large;">ώστε
να μετατραπεί σε μια ''σοβαρή πολιτική
δύναμη''</span><span style="font-family: Times New Roman, serif; font-size: large;">.Είναι
παραπάνω από ενδεικτικό ότι στο
ευρωκοινοβούλιο ,η φασιστική οργάνωση
έστειλε </span><span style="font-family: Times New Roman, serif; font-size: large;">ως
βουλευτές της ,</span><span style="font-family: Times New Roman, serif; font-size: large;">τον
πατέρα ενός δολοφονημένου μέλους
της(ώστε να μπορεί να ισχυρίζεται δημόσια
ότι είναι θύμα και όχι θύτης της βίας)
και </span><span style="font-family: Times New Roman, serif; font-size: large;">
</span><span style="font-family: Times New Roman, serif; font-size: large;">δύο
στρατηγούς (δηλαδή ό,τι πιο
συντηρητικό-</span><span style="font-family: Times New Roman, serif; font-size: large;">συστημικό
</span><span style="font-family: Times New Roman, serif; font-size: large;">
υπάρχει σε μια κοινωνία).</span><span style="font-family: Times New Roman, serif; font-size: large;">Στόχος
της είναι </span><span style="font-family: Times New Roman, serif; font-size: large;">
</span><span style="font-family: Times New Roman, serif; font-size: large;">να
κερδίσει τις ψήφους όλων εκείνων των
υποκριτών μικροαστών </span><span style="font-family: Times New Roman, serif; font-size: large;">και
αστών</span><span style="font-family: Times New Roman, serif; font-size: large;">,που
από τη μια θέλουν να </span><span style="font-family: Times New Roman, serif; font-size: large;">ψηφίσουν
</span><span style="font-family: Times New Roman, serif; font-size: large;">
τους φασίστες για να ''χτυπήσουν το
πολιτικό κατεστημένο </span><span style="font-family: Times New Roman, serif; font-size: large;">και
να εξυγιάνουν τον καπιταλισμό</span><span style="font-family: Times New Roman, serif; font-size: large;">'',
αλλά από την άλλη ντρέπονται να παραδεχτούν
δημόσια ότι στηρίζουν τους </span><span style="font-family: Times New Roman, serif; font-size: large;">εγκληματίες
</span><span style="font-family: Times New Roman, serif; font-size: large;">φασίστες.</span><span style="font-family: Times New Roman, serif; font-size: large;">Ο
''εκπολιτισμός'' αυτός της Χρυσής Αυγής,
τον οποί</span><span style="font-family: Times New Roman, serif; font-size: large;">ο</span><span style="font-family: Times New Roman, serif; font-size: large;">
είχε προβλέψει η γ.γ του ΚΚΕ Αλέκα Παπαρήγα ,</span><span style="font-family: Times New Roman, serif; font-size: large;">δεν
πρέπει να μας προκαλεί εντύπωση.Όσο οι
φασίστες ξέρου</span><span style="font-family: Times New Roman, serif; font-size: large;">ν</span><span style="font-family: Times New Roman, serif; font-size: large;">
(ή ελπίζουν βάσιμα) ότι πλησιάζουν προς
την εξουσία, τόσο θα θέλουν να απαλλαχθούν
από τις φυγόκεντρες δυνάμεις του κόμματος
τους που πιθανόν να δράσουν ανεξέλεγκτα
</span><span style="font-family: Times New Roman, serif; font-size: large;">και
που πιθανόν να προκαλούν τη δυσαρέσκεια
της αστικής τάξης (της οποίας χωρίς την
έγκριση η Χρυσή Αυγή ξέρει ότι δεν μπορεί
να γίνει εξουσία)</span><span style="font-family: Times New Roman, serif; font-size: large;">.Είναι
γνωστή η στροφή των φασισ</span><span style="font-family: Times New Roman, serif; font-size: large;">τ</span><span style="font-family: Times New Roman, serif; font-size: large;">ών
προς τη ''σοβαρότητα'' και σε άλλες
</span><span style="font-family: Times New Roman, serif; font-size: large;">ιστορικές
</span><span style="font-family: Times New Roman, serif; font-size: large;">περιπτώσει</span><span style="font-family: Times New Roman, serif; font-size: large;">ς</span><span style="font-family: Times New Roman, serif; font-size: large;">,
και είναι κάτι που πόλυ πιθανόν αποτελεί
ένδειξη της έλευσής τους προς την
εξουσία.</span><span style="font-family: Times New Roman, serif; font-size: large;">Για
παράδειγμα, όταν ο Χίτλερ κατάλαβε ότι
έχει έρθει η ώρα του για να αναλάβει την
εξουσία, αποφάσισε να απαλλαγεί από
τους ''Ρουπακιάδες'' που είχαν στηρίξει
τους ναζί όλα τα προηγούμενα χρόνια αλλά πλέον μετατράπηκαν σε βαρίδια:
</span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>''Αλλά
το χειρότερο από όλα ήταν πως με τη
δημαγωγία του Ραιμ </b></i></span><span style="font-family: Times New Roman, serif; font-size: large;">(σκληροπυρηνικός
ναζί </span><span style="font-family: Times New Roman, serif; font-size: large;">)</span><span style="font-family: Times New Roman, serif; font-size: large;">
</span><span style="font-family: Times New Roman, serif; font-size: large;"><i><b>αναστατώθηκαν
τα πραγματικά στηρίγματα του Χίτλερ –
η άρχουσα τάξη της Γερμανίας και ο
στρατός.Είδαν ξαφνικά πως η κατάσταση
έπαιρνε μια τροπή που οδηγούσε αναπόφευκτα
στην καταστροφή.Γιατί οι Φαιοχίτωνες
,ο ιδιωτικός στρατός που είχε οργανώσει
το ναζιστικό κόμμα από το ξεκίνημά του
για να βοηθήσουν στην προαγωγή και
ανάπτυξη του κινήματος με την κραυγαλέα
και θεατρική προπαγάνδα και με τη
συστηματική κατατρομοκράτιση των
αντιπάλων, δεν ήταν παρά μια δράκα
αλήτες''(Τα φοβερά Ντοκουμέντα, Η Νύχτα
των Μεγάλων Μαχαιριών, εκδ. Φυτράκης,
σελ. 39)</b></i></span><span style="font-family: Times New Roman, serif; font-size: large;">.</span><span style="font-family: Times New Roman, serif; font-size: large;">Έτσι,
ο ίδιος ο Χίτλερ αποφάσισε να απαλλαγεί
από τα βαρίδια των συμμοριτών των
Ταγμάτων Εφόδου για να του επιτραπεί
από την αστική τάξη η εξουσία.Υπό αυτή
την έννοια, μην εκπλαγούμε αν δούμε έναν
αντίστοιχο ''εμφύλιο'' των φασιστών της
Χρυσής Αυγής (ίσως </span><span style="font-family: Times New Roman, serif; font-size: large;">ο
σκληροπυρηνικός </span><span style="font-family: Times New Roman, serif; font-size: large;">
Κασιδιάρης εναντίον Μιχαλολιάκου;) που
το αποτέλεσμά του θα κρίνει το αν θα
γίνει εξουσία η Χρυσή Αυγή.</span><span style="font-family: Times New Roman, serif; font-size: large;">Ήδη
η αστική τάξη πιέζει την Χρυσή Αυγή να
''σοβαρευτεί'' ώστε να γίνει μια </span><span style="font-family: Times New Roman, serif; font-size: large;">υπεύθυνη
</span><span style="font-family: Times New Roman, serif; font-size: large;">πολιτική
δύναμη που θα αντικαταστήσει το Συ.ριζ.α
</span><span style="font-family: Times New Roman, serif; font-size: large;">και
θα διαχειριστεί προς το δεξιότερο την
κρίση </span><span style="font-family: Times New Roman, serif; font-size: large;">(ενδεχ</span><span style="font-family: Times New Roman, serif; font-size: large;">ο</span><span style="font-family: Times New Roman, serif; font-size: large;">μέν</span><span style="font-family: Times New Roman, serif; font-size: large;">ω</span><span style="font-family: Times New Roman, serif; font-size: large;">ς,
η </span><span style="font-family: Times New Roman, serif; font-size: large;">πίεση
αυτή να ασκείται </span><span style="font-family: Times New Roman, serif; font-size: large;">και
μέσω της δίκης της Χρυσής Αυγής).</span><span style="font-family: Times New Roman, serif; font-size: large;">Τα
κελεύσματα της αστικής τάξης προς τη
Χρυσή Αυγή ώστε να γίνει πιο ''σοβαρή''
</span><span style="font-family: Times New Roman, serif; font-size: large;">(
<a href="http://tvxs.gr/news/ellada/akrodeksies-protaseis-gia-syntiritiki-symmaxia-apo-ton-mpampi-papadimitrioy">http://tvxs.gr/news/ellada/akrodeksies-protaseis-gia-syntiritiki-symmaxia-apo-ton-mpampi-papadimitrioy</a>
) ,δεν είναι αποτέλεσμα κάποιου
</span><span style="font-family: Times New Roman, serif; font-size: large;">''</span><span style="font-family: Times New Roman, serif; font-size: large;">ανθρωπισμού</span><span style="font-family: Times New Roman, serif; font-size: large;">''</span><span style="font-family: Times New Roman, serif; font-size: large;">
της αστικής τάξης.</span><span style="font-family: Times New Roman, serif; font-size: large;">Είναι
ζήτημα τακτικής </span><span style="font-family: Times New Roman, serif; font-size: large;">και
αποτελεσματικότητας </span><span style="font-family: Times New Roman, serif; font-size: large;">.
Η αστική τάξη, από την εποχή δημιουργίας
της, γνωρίζει </span><span style="font-family: Times New Roman, serif; font-size: large;">πολύ
σωστά, </span><span style="font-family: Times New Roman, serif; font-size: large;">ότι
είναι πολύ πιο αποτελεσματική μια
εφαρμογή μια πολιτικής μέσω θεσμών,
παρά </span><span style="font-family: Times New Roman, serif; font-size: large;">η
εφαρμογή της </span><span style="font-family: Times New Roman, serif; font-size: large;">από
ανεξέλεγκτες συμμορίες που </span><span style="font-family: Times New Roman, serif; font-size: large;">δρουν
τη νύχτα.</span><span style="font-family: Times New Roman, serif; font-size: large;">Ήδη
έγινε φανερό ότι τα Τάγματα Εφόδου
μπορούν να δημιουργήσουν προβλήματα
στη φασιστική οργάνωση (δες υπόθεση
Παύλου Φύσσα) ,ενώ επιπλέον την ίδια
ακριβώς δουλειά μπορ</span><span style="font-family: Times New Roman, serif; font-size: large;">εί
</span><span style="font-family: Times New Roman, serif; font-size: large;">
να κάνει η αστική τάξη χρησιμοποιώντας
τους θεσμούς.Για παράδειγμα, αν η </span><span style="font-family: Times New Roman, serif; font-size: large;">Χ</span><span style="font-family: Times New Roman, serif; font-size: large;">ρυσή
Αυγή ήταν στην εξουσία, δεν θα χρειάζονταν
συμμορίες φασιστών για να χτυπήσουν </span><span style="font-family: Times New Roman, serif; font-size: large;">τα
</span><span style="font-family: Times New Roman, serif; font-size: large;">μέλη
του ΚΚΕ στο Πέραμα.Το ίδιο το κράτος θα
μπορούσε να το κάνει αυτό χρησιμοποιώντας
την αστυνομία (η οποία άλλωστε φαίνεται
να δείχνει μια προτίμηση στους
φασίστες) και πάντα στα πλαίσια της προστασίας της ''εθνικής ενότητας και οικονομίας'' .</span><span style="font-family: Times New Roman, serif; font-size: large;">Εννοείται
ότι η αποτελεσματικότητα της θεσμικής
</span><span style="font-family: Times New Roman, serif; font-size: large;">ένταξη</span><span style="font-family: Times New Roman, serif; font-size: large;">ς
</span><span style="font-family: Times New Roman, serif; font-size: large;">
του φασισμού, φαίνεται από το γεγονός
της εξόντωσης των Εβραίων . Μια δράκα
συμμοριτών </span><span style="font-family: Times New Roman, serif; font-size: large;">(σαν
αυτές που ηγούταν ο Ραιμ) </span><span style="font-family: Times New Roman, serif; font-size: large;">
δεν θα μπορούσε να εξοντώσει 6 εκατομμύρια
Εβραίους . Ένα </span><span style="font-family: Times New Roman, serif; font-size: large;">φασιστικό
</span><span style="font-family: Times New Roman, serif; font-size: large;">κράτος
μπορεί.</span></h2>
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<span style="font-size: large;"><br /></span>
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<span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Τ</span></span><span style="font-style: normal;"><span style="font-weight: normal;">ελικά,
ο συντονισμός του μικροαστικού
ριζοσπαστικού φασισμού με την</span></span><span style="font-style: normal;"><span style="font-weight: normal;">(</span></span><span style="font-style: normal;"><span style="font-weight: normal;">από
μέρους τ</span></span><span style="font-style: normal;"><span style="font-weight: normal;">ων
μικροαστών</span></span><span style="font-style: normal;"><span style="font-weight: normal;">)</span></span><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">αναγνώριση
της ηγεμονίας της αστικής τάξης, </span></span><span style="font-style: normal;"><span style="font-weight: normal;">υπό
την ομπρέλλα </span></span><span style="font-style: normal;"><span style="font-weight: normal;">και
των δύο </span></span><span style="font-style: normal;"><span style="font-weight: normal;">του
φασισμού, </span></span><span style="font-style: normal;"><span style="font-weight: normal;">θα
προκαλέσει την </span></span><span style="font-style: normal;"><span style="font-weight: normal;">μετατροπή
της Χρυσής Αυγής σε ένα αμιγώς
αντικομουνιστικ</span></span><span style="font-style: normal;"><span style="font-weight: normal;">ό</span></span><span style="font-style: normal;"><span style="font-weight: normal;">
κόμμα, πράγμα που θα </span></span><span style="font-style: normal;"><span style="font-weight: normal;">ενταχθεί
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">
στα άμεσα σχέδια της αστικής τάξη</span></span><span style="font-style: normal;"><span style="font-weight: normal;">ς</span></span><span style="font-style: normal;"><span style="font-weight: normal;">
στην περίπτωση ανόδου του εργατικού
κινήματος.Ήδη η αστική τάξη έχει δείξει
την προτίμησή της στους ναζί </span></span><span style="font-style: normal;"><span style="font-weight: normal;">(είδαμε
την προτίμηση αυτή στους επιχειρηματίες)
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">
και δεν θα διστάσει να τους οδηγήσει
στην εξουσία (ώστε να συντρίψουν τους
κομμουνιστές) σε περίπτωση που η εργατική
τάξη εν μέσω κρίσης, ριζοσπαστικοποιηθεί προς τον
κομμουνισμό (ή σε περίπτωση που η έξοδος προς το εθνικό νόμισμα αυξήσει τις πιθανότητες για ριζοσπαστικοποίηση του κόσμου) . </span></span><span style="font-style: normal;"><span style="font-weight: normal;">Έτσι
,για παράδειγμα, για να κατανοήσουμε την πόλωση αυτή, αν δούμε τις τελευταίες
εκλογές (Γενάρης 2015) θα καταλάβουμε ότι οι
αστικές (''ευκατάστατες'') περιοχές
,έδειξαν σαφώς μια προτίμηση στη Χρυσή
Αυγή παρά στο ΚΚΕ.Αν η επιχείρηση
''σοβαρότητας'' της Χρυσής Αυγής πετύχει,
μην εκπλαγούμε καθόλου αν η προτίμηση
αυτή ενισχυθεί </span></span><span style="font-style: normal;"><span style="font-weight: normal;">και
η ψαλίδα με το ΚΚΕ </span></span><span style="font-style: normal;"><span style="font-weight: normal;">να
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">ανοίξει</span></span><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span><span style="font-style: normal;"><span style="font-weight: normal;">Έχει
ενδιαφέρον να δούμε αυτούς τους δήμους
της Αθήνας (εκλογικά αποτελέσματα
</span></span><span style="font-style: normal;"><b>Ριζοσπάστης
26/1/2015</b></span><span style="font-style: normal;"><span style="font-weight: normal;">):</span></span><span style="font-style: normal;"><b>Γλυφάδα</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ-4,54 , Χ.Α-5,22. </span></span><span style="font-style: normal;"><b>Παπάγου
Χολαργού</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:ΚΚΕ-4,14
, Χ.Α-5,73. </span></span><span style="font-style: normal;"><b>Φιλοθέης
Ψυχικού</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:ΚΚΕ-
3,35 ,Χ.Α- 4,22. </span></span><span style="font-style: normal;"><b>Κηφισιάς</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ-4,14 Χ.Α-4,41. </span></span><span style="font-style: normal;"><b>Βάρης
Βούλας Βουλιαγμένης </b></span><span style="font-style: normal;"><span style="font-weight: normal;">:ΚΚΕ
-2,94 , Χ.Α-5,84. </span></span><span style="font-style: normal;"><span style="font-weight: normal;">Καθόλου
παράξενα, η Χ.Α έλαβε υψηλά ποσοστά σε
γνήσια μικροαστικές περιοχές που
αναπτύχθηκαν ταχύτατα τα τελευταία
χρόνια( π.χ Μεσόγεια) </span></span><span style="font-style: normal;"><span style="font-weight: normal;">και
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">καλά
ποσοστά </span></span><span style="font-style: normal;"><span style="font-weight: normal;">στις
λεγόμενες ''πλούσιες περιοχές''</span></span><span style="font-style: normal;"><span style="font-weight: normal;">.</span></span><span style="font-style: normal;"><span style="font-weight: normal;">Είναι
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">επίσης
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">εξαιρετικά
αξιοσημείωτο το γεγονός ότι στους δήμους
με έντονη την ύπαρξη συνειδητοποιημένης
εργατικής τάξης και παράδοσης της αριστεράς, το ΚΚΕ έλαβε ποσοστά
μεγαλύτερα από αυτά που πήρε ως μέσο
όρο, και περισσότερες ψήφους από την
φασιστική οργάνωση: </span></span><span style="font-style: normal;"><b>Αιγάλεω</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ-8,36 , Χ.Α-6,68, </span></span><span style="font-style: normal;"><b>Βύρωνος</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ-8,23, Χ.Α- 5,5, </span></span><span style="font-style: normal;"><b>Δάφνης
Υμμητού:</b></span><span style="font-style: normal;"><span style="font-weight: normal;">ΚΚΕ-7,82,
Χ.Α-5,47, </span></span><span style="font-style: normal;"><b>Ίλιον</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:ΚΚΕ
-7,7, Χ.Α-6,47, </span></span><span style="font-style: normal;"><b>Καισαριανής</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ-11,87, Χ.Α-5,88, </span></span><span style="font-style: normal;"><b>Καλλιθέας</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:ΚΚΕ
-7,69, Χ.Α.-6,73, </span></span><span style="font-style: normal;"><b>Μεταμόρφωση</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:ΚΚΕ-7,66,
Χ.Α.-6,12, </span></span><span style="font-style: normal;"><b>Μοσχάτου
Ταύρου</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:ΚΚΕ
-7,78, Χ.Α.- 6,94,</span></span></span></h2>
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<span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><b>Ν.Ηράκλειο</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:ΚΚΕ
-7,02, Χ.Α.-5,49, </span></span><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span><span style="font-style: normal;"><b>Νέας Ιωνίας</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ -10,00 ,Χ.Α.-5,2, </span></span><span style="font-style: normal;"><b>Περιστερίου</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:ΚΚΕ-8,8
,Χ.Α.-6,41, </span></span><span style="font-style: normal;"><b>Πετρουπόλεως</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ-9,66, Χ.Α.-6,31, </span></span><span style="font-style: normal;"><b>Φιλαδέλφειας
Χαλκηδόνας</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ-7,65, Χ.Α.-6,33, </span></span><span style="font-style: normal;"><b>Κερατσινίου
Δραπετσώνας</b></span><span style="font-style: normal;"><span style="font-weight: normal;">
:ΚΚΕ -8,58, Χ.Α.-7,24, </span></span><span style="font-style: normal;"><b>Κορυδαλλού</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ-8,59, Χ.Α-6,41, </span></span><span style="font-style: normal;"><b>Νίκαιας
Αγίου Ιωάννου Ρέντη</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ-9,59, Χ.Α.-7,20, </span></span><span style="font-style: normal;"><b>Περάματος</b></span><span style="font-style: normal;"><span style="font-weight: normal;">:
ΚΚΕ-7,92, Χ.Α.-8,88.</span></span></span></h2>
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<span style="font-family: Times New Roman, serif; font-size: large;"><span style="font-style: normal;"><span style="font-weight: normal;">Α</span></span><span style="font-style: normal;"><span style="font-weight: normal;">υτό
λοιπόν που φαίνεται σε πρώτη ανάλυση
είναι ότι η ελληνική κοινωνία, ίσως
περνάει σε μια πρώτη φάση της επανάστασης
των μικροαστών.Μια επανάσταση που θα
φέρει την αστική τάξη στην απόλυτη
εξουσία </span></span><span style="font-style: normal;"><span style="font-weight: normal;">μέσω
ενός φασιστικού κράτους (πιθανόν οργανωτή της αναδιάρθρωσης μέσω εθνικού νομίσματος) , </span></span><span style="font-style: normal;"><span style="font-weight: normal;">και
την αναπόφευκτη σύγκρουση με την ενίσχυση
των εργατικών αγώνων που η ένταση της
καπιταλιστικής κρίσης θα φέρει.Η ανάλυση
των εκλογικών αποτελεσμάτων δείχνει
ήδη μια πόλωση ανάμεσα στην εργατική
τάξη από τη μια και την μικροαστική και
αστική </span></span><span style="font-style: normal;"><span style="font-weight: normal;">τάξη
</span></span><span style="font-style: normal;"><span style="font-weight: normal;">από
την άλλη.</span></span><span style="font-style: normal;"><span style="font-weight: normal;">Συνεπώς,
το μόνο εμπόδιο στην άνοδο του φασισμού
θα είναι η ύπαρξη μιας οργανωμένης και
συνειδητοποιημένης εργατικής τάξης,
και η ικανότητά της να ηγηθεί του
επαναστατικού μετασχηματισμού της
κοινωνίας . Εννοείται ότι σε μια τέτοια
εξέλιξη, οι ''ουδέτεροι'' δεν θα χωρέσουν (όπως δεν χωρούν αυτήν τη στιγμή στην Ουκρανία)
.<b>Όλοι</b> θα αναγκαστούν να πάρουν θέση.Το
ζήτημα είναι το πόσο γρήγορα θα κατανοήσουν
το ποια θέση αρμόζει να πάρουν...</span></span></span></h2>
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skoupidontenekeshttp://www.blogger.com/profile/00038683689422944831noreply@blogger.com1tag:blogger.com,1999:blog-2156273164525953801.post-15461952587034295922013-07-10T09:36:00.001-07:002013-12-15T06:54:41.041-08:00Συνωμοσίες κατά Ελλήνων<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><b>Εθνικισμός
και θεωρίες συνωμοσίας.Δύο αδερφάκια
του σύγχρονου (καπιταλιστικού) κόσμου</b>.</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;">Ένα
θέμα που αποδεικνύει περίτρανα τη
μανιακή λατρεία των νεοελλήνων στις
θεωρίες συνωμοσίας και καταδίωξης
,είναι η περίπτωση της αναζήτησης του
τάφου του Αλεξάνδρου.</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;">Στο
ίντερνετ είναι αρκετά δημοφιλής μια
ανάρτηση στο <span lang="en-US">Youtube </span><span lang="el-GR">του
2011,όπου η αρχαιολόγος Λιάνα Σουλβατζή
μας περιγράφει σε μια συνέντευξη τον
τρόπο που</span><span lang="el-GR"><i> ''σκοτεινές
δυνάμεις''</i></span><span lang="el-GR"> έπαυσαν το
έργο της ανασκαφής του τάφου του
Αλεξάνδρου(</span></span><a href="http://www.youtube.com/watch?v=xBWLDFLU8jc">http://www.youtube.com/watch? v=xBWLDFLU8jc</a><span style="font-size: 13pt;"><a href="http://www.youtube.com/watch?v=JBVcgBzaoko">v=JBVcgBzaoko</a> </span><a href="http://www.dailymotion.com/video/xipk7z_%CF%83%CE%BF%CF%85%CE%B2%CE%B1%CE%BB%CF%84%CE%B6%CE%AE-%CE%B3%CE%B9%CE%B1-%CF%84%CE%BF-%CF%84%CE%AC%CF%86%CE%BF-%CF%84%CE%BF%CF%85-%CE%BC%CE%B5%CE%B3%CE%AC%CE%BB%CE%BF%CF%85-%CE%B1%CE%BB%CE%B5%CE%BE%CE%AC%CE%BD%CE%B4%CF%81%CE%BF%CF%85_creation">http://www.dailymotion.com/video/xipk7z_%CF%83%CE%BF%CF%85%CE%B2%CE%B1%CE%BB%CF%84%CE%B6%CE%AE-%CE%B3%CE%B9%CE%B1-%CF%84%CE%BF-%CF%84%CE%AC%CF%86%CE%BF-%CF%84%CE%BF%CF%85-%CE%BC%CE%B5%CE%B3%CE%AC%CE%BB%CE%BF%CF%85-%CE%B1%CE%BB%CE%B5%CE%BE%CE%AC%CE%BD%CE%B4%CF%81%CE%BF%CF%85_creation</a><span style="font-size: 13pt;">).</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Ας
δούμε όμως τι λέει στη συνέντευξη αυτή.Η
ίδια ισχυρίζεται ότι η ανασκαφή στην
όαση Σίβα ,ξεκίνησε το 1989 με σκοπό την
ανεύρεση του τάφου του Αλεξάνδρου.Η
αρχαιολόγος πίστευε ότι ο στρατηλάτης
είχε ταφεί στην Αίγυπτο.Γνωστοποιεί με
εμμονή το γεγονός ότι η ανασκαφή ξεκίνησε
με άδεια από το αιγυπτιακό κράτος και
επαναλαμβάνει συνέχεια ότι το ελληνικό
κράτος δεν είχε καμμία ανάμειξη(εμείς
αναρωτιόμαστε αν μπορούσε να δώσει
άδεια το ελληνικό κράτος).Όσο αφορά τη
χρηματοδότηση λέει ότι έγινε με </span><span lang="el-GR"><i>''δικά
τους χρήματα''</i></span><span lang="el-GR">!!Ο
δημοσιογράφος δεν επιμένει και δεν
ξαναρωτά.Όμως είναι γνωστό ότι μια
ανασκαφή(ειδικά η συγκεκριμένη που
θεωρείται Η ανασκαφή)μπορεί να κοστίσει
εκατομμύρια ,ακόμα και αν πραγματοποιείται
σε χώρες με φτηνό εργατικό δυναμικό.</span></span><br />
<a name='more'></a></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Η
κ.Σουλβατζή ισχυρίζεται ότι ο τάφος
βρέθηκε το 1995(όταν έγινε η πρώτη δημόσια
αναγγελία στα κανάλια)και το 1996 βρέθηκαν
πολύ κοντά στο να βρεθεί η ίδια η σορός
του Αλεξάνδρου.Τότε,σύμφωνα με την
ίδια,πάνω στην αποκορύφωση της
ανακάλυψης,</span><span lang="el-GR"><i>''σκοτεινές
δυνάμεις'' </i></span><span lang="el-GR">που </span><span lang="el-GR"><i>''έπαιξαν
πάρα πολλά παιχνίδια''</i></span><span lang="el-GR">
ορμώμενες από Αθήνα,έβαλαν τέλος στην
ανασκαφή.Σύμφωνα με την αρχαιολόγο ,η
ελληνική κυβέρνηση(Σημίτη)ζήτησε από
την αιγυπτιακή κυβέρνηση να άρει την
άδεια ανασκαφής και η Αίγυπτος
πειθάρχησε.Μάλιστα,ισχυρίζεται ότι η
''ίδια η αιγυπτιακή πλευρά'' ομολόγησε
σε εκείνη ,ότι η ελληνική κυβέρνηση
ζήτησε την παύση των ερευνών.Ομολογία
λίγο παράξενη όταν γίνεται από
κυβερνητικούς υπαλλήλους που βρίσκονται
μπροστά σε ένα τέτοιο κρίσιμο(και
αποτέλεσμα συνωμοσίας)ζήτημα.</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Αν
και η ίδια παραδέχεται ότι'</span><span lang="el-GR"><i>'δεν
είναι πολιτικός'' </i></span><span lang="el-GR">κάνει
μια ανάλυση προσπαθώντας να εξηγήσει
το λόγο διακοπής της ανασκαφής(στο
σημείο αυτό βρίσκεται όλη η ουσία για
εμάς της υπόθεσης).Συσχετίζει την εντολή
διακοπής με το ''μακεδονικό''.Σύμφωνα με
την άποψή της,η ανακάλυψη αυτή έφερε
αναστάτωση στους κυβερνώντες και '</span><span lang="el-GR"><i>'σε
άλλους που δεν ξέρει''</i></span><span lang="el-GR">.Η
μόνη σίγουρη αναστάτωση ,όπως η ίδια
παραδέχεται ,ήταν η συγκίνηση εκατομμυρίων
Ελλήνων που προκαλούσε η ανακάλυψη του
τάφου,ο οποίος υποτίθεται ότι αποδείκνυε
την ελληνικότητα του μεγάλου στρατηλάτη.Η
ανακάλυψη αυτή,αν ποτέ ερχόταν στο
φως,και αν πολύ περισσότερο έδειχνε ότι
ο Αλέξανδρος ήταν Έλληνας,θα δρούσε
ενισχυτικά προς ένα λαό που λίγο
πριν(καθόλου τυχαία)διαδήλωνε κατά
εκατομμύρια φωνάζοντας </span><span lang="el-GR"><i>''Η
Μακεδονία είναι ελληνική''</i></span><span lang="el-GR">.Άλλωστε,η
κ.Σουλβατζή επιμένει να χαρακτηρίζει
τον τάφο ελληνικό(</span><a href="http://www.youtube.com/watch?v=Jjf2SKCeC3E">http://www.youtube.com/watch?v=Jjf2SKCeC3E</a><span lang="el-GR">)
δίνοντας πιστοποιητικό ελληνικότητας
στον Αλέξανδρο.</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Αυτός
ήταν ο λόγος που υποτίθεται ότι το κράτος
ζήτησε την παύση των εργασιών:να μην
ερεθιστεί ο εθνικισμός των Ελλήνων.Τελικά,η
αρχαιολόγος αφήνει να εννοηθεί ότι όπως
πάντα,οι </span><span lang="el-GR"><i>''Εβραίοι φταίνε
για όλα''</i></span><span lang="el-GR">,γιατί πολύ
απλά...τρέμουν το ξύπνημα του ελληνικού
εθνικισμού(υποθέτουμε εμείς).</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Όπως
και να'χει,το ενδιαφέρον δεν είναι τόσο
στην ίδια τη φιλική συνέντευξη,όσο στα
σχόλια των νεοελλήνων πάνω σε αυτή τη
συνέντευξη.Η συντριπτική πλειοψηφία
υιοθετεί τη θεωρία συνωμοσίας,όπου
σύμφωνα με αυτή,</span><span lang="el-GR"><i>''σκοτεινές
δυνάμεις''</i></span><span lang="el-GR">(πιθανόν
Εβραίοι)που ελέγχουν το ελληνικό
κράτος,έδωσαν εντολή στην κυβέρνηση να
διατάξει την αιγυπτιακή κυβέρνηση να
σταματήσει την ανασκαφή.Αρκεί,σύμφωνα με
αυτό το σχήμα(όπως η ίδια η αρχαιολόγος
λέει)μια διπλωματική νότα της ελληνικής
κυβέρνησης,προς την αιγυπτιακή,που να
λέει απλά ότι στηρίζουν ηθικά(;!) την
ανασκαφή,ώστε να έρθει στο φως η μεγαλύτερη
αρχαιολογική ανακάλυψη όλων των
εποχών.Τόσο απλά θα γινόταν η ανακάλυψη
αυτή,και τόσο απλά δεν έγινε.</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Εμείς,θα
τοποθετηθούμε λέγοντας ότι δεν υπάρχει
περίπτωση η Αίγυπτος,ή οι Η.Π.Α να
γνώριζαν(ή να είχαν την υποψία)ότι στο
σημείο αυτό βρίσκεται ο τάφος του
Αλέξανδρου και να μην το εκμεταλλεύονταν.Απλά
θα παρέκαμπταν την ελληνική κυβέρνηση.Μη
ξεχνάμε ότι οι Η.Π.Α στήριζαν τότε την
κυβέρνηση Μουμπάρακ και ειδικά τον
αιγυπτιακό στρατό.Ακόμα και τώρα που
γράφονται αυτές οι γραμμές,η αιγυπτιακή
κυβέρνηση ,όσο κυβερνά στην ουσία ο
στρατός,στηρίζεται ακόμα από τις Η.Π.Α
με 1,8 δις $ το χρόνο</span><span lang="el-GR"><i><b>(εφημερίδα
των Συντακτών,9/7/13)</b></i></span><span lang="el-GR">.Η
Αίγυπτος ήταν σύμμαχος των Η.Π.Α και άρα
του Ισραήλ.Μια ανακάλυψη του τάφου του
Αλεξάνδρου στην Αίγυπτο θα ισχυροποιούσε
τη χώρα,αλλά παράλληλα θα την έδενε
ακόμα πιο γερά στο δυτικό
στρατόπεδο(οικονομικά,πολιτιστικά
κ.α.).Αυτός είναι και ο λόγος που οι αιγυπτιακές αρχές,αν και δεν δήλωσαν επίσημα ότι εκεί είναι ο τάφος,άφησαν να εννοηθεί κάτι τέτοιο για τουριστικούς λόγους,συγκεντρώνοντας εκτός από τα χρήματα πολλών τουριστών,και την κριτική πολλών αρχαιολόγων.Οι Η.Π.Α είχαν κάθε λόγο να στηρίζουν
μια τέτοια ανακάλυψη.Αλλωστε,πολλές
σημαντικές αιγυπτιακές ανασκαφές έχουν
γίνει με βοήθεια αμερικανών
αρχαιολόγων.Επομένως,το θεώρημα που
λέει ότι η Αίγυπτος υποχώρησε ύστερα
από πίεση των </span><span lang="el-GR"><i>''κακών
Εβραίων''</i></span><span lang="el-GR"> και των Η.Π.Α
,δεν βγάζει νόημα.Η εξήγηση της υποχώρησης
είναι ότι οι αρχαιολόγοι των κρατών
αυτών γνώριζαν και γνωρίζουν ότι ο τάφος
αυτός δεν είναι του Αλεξάνδρου.</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Το
θέμα είναι ότι και οι Έλληνες αρχαιολόγοι
απέρριψαν την εκδοχή της κ.Σουλβατζή.Στις
3/2/95 κλιμάκιο του Υπουργείου Πολιτισμού
μετέβη στην ανασκαφή.Εκεί </span><span lang="el-GR"><i>''παίχτηκαν
πράγματι πολλά παιχνίδια''</i></span><span lang="el-GR">.Από
τον τύπο της εποχής και συγκεκριμένα
τον ριζοσπάστη
(</span></span><a href="http://www1.rizospastis.gr/wwwengine/story.do?id=3688334&publDate=3/2/1995">http://www1.rizospastis.gr/wwwengine/story.do?id=3688334&publDate=3/2/1995</a><span lang="el-GR" style="font-size: 13pt;">) (</span><a href="http://www1.rizospastis.gr/wwwengine/story.do?id=3688392&publDate=4/2/1995">http://www1.rizospastis.gr/wwwengine/story.do?id=3688392&publDate=4/2/1995</a>)<span lang="el-GR" style="font-size: 13pt;">μαθαίνουμε ότι η ανασκαφή χρηματοδοτείται
από ...τον Δήμο Άνω Λιοσίων στα πλαίσια ερευνών του τμήματος Γεωφυσικής του Πανεπιστημίου Αθηνών,την εποχή που
δήμαρχος είναι ο Νίκος Παπαδήμας.Πρόκειται
για έναν υποψήφιο του Πασοκ που εκλέχτηκε
για πρώτη φορά το 1990(ήταν δήμαρχος μέχρι
το 2005).Κάποτε κατηγορήθηκε και για
ρατσισμό
(</span><a href="http://www.tovima.gr/relatedarticles/article/?aid=168586).%CE%9F" style="font-size: 13pt;">http://www.tovima.gr/relatedarticles/article/?aid=168586)</a>. Ο <span lang="el-GR" style="font-size: 13pt;">δήμαρχος είχε ανοίξει μεγάλες δουλειές
,πότε με σκουπίδια,πότε με τον Ακράτητο
και τον Ψωμιάδη,πότε με ''περίεργες''
διαδρομές χρήματος(μια επιταγή αξίας
10 εκατομμυρίων έφτασε στα ταμεία του
Δήμου μέσω Ελβετίας).Ο Δήμος,ακόμα και
τώρα,αν και λαμβάνει πολλά χρήματα από
τον προϋπολογισμό του κράτους λόγω
χωματερής ,είναι χρεωμένος.Θα λέγαμε
πάντως ότι ο δήμαρχος είναι αναπόσπαστο
μέρος της ελληνικής πολιτικής σκηνής.Πάντως,πριν αποδειχτεί ότι εκεί βρίσκεται ο τάφος του Αλεξάνδρου,η κ.Σουλβατζή μέσω του ιδιωτικού Ινστιτούτου Ελληνικών Σπουδών που ίδρυσε(σε αυτό βοήθησε σίγουρα και ο σύζυγός της που είναι ο νομικός της σύμβουλος της ανασκαφής,</span><a href="http://www.souvaltzi.gr/anaskafes.htm">http://www.souvaltzi.gr/anaskafes.htm</a>)<span style="font-size: 13pt;">οργάνωνε εκδηλώσεις και εκδρομές στον συγκεκριμένο χώρο ώστε να συγκεντρωθούν χρήματα για την ανασκαφή.</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Για
να γυρίσουμε στην ανασκαφή,σύμφωνα πάλι
με τον τύπο της εποχής,</span><span lang="el-GR"><i><b>''ο
υπουργός Πολιτισμού ,Θάνος Μικρούτσικος
έστειλε επιστολή στον Αιγύπτιο συνάδελφό
του Φαρούκ Χόσνι ,με την οποία ζητάει
να παρασχεθεί κάθε δυνατή βοήθεια στην
ελληνική
αποστολή''</b></i></span><span lang="el-GR">(</span></span><a href="http://www1.rizospastis.gr/wwwengine/story.do?id=3688471&publDate=7/2/1995">http://www1.rizospastis.gr/wwwengine/story.do?id=3688471&publDate=7/2/1995</a><span lang="el-GR" style="font-size: 13pt;">).Όμως,επίσημα
οι Αιγύπτιοι δεν επιβεβαιώνουν τη
κ.Σουλβατζή </span><span lang="el-GR" style="font-size: 13pt;"><i><b>''Συμφωνούμε
ότι είναι ενδιαφέρουσα ανακάλυψη.Δεν
μπορούμε όμως,να συμπεράνουμε πριν
μεταβούμε επί τόπου'',δηλώνει ο γενικός
γραμματέας του Ανώτατου Συμβουλίου των
Αιγυπτιακών Αρχαιοτήτων ,Αμπντέλ Χαλίμ
Νουρ Εντίν.Έτσι,την ερχόμενη εβδομάδα
θα μεταβεί στην όαση της Σίβα κλιμάκιο
Αιγύπτιων αρχαιολόγων ,για να εκτιμήσουν
και χρονολογήσουν τα ευρήματα της
ανασκαφής και να ερευνήσουν αν υπάρχουν
κι άλλες επιγραφές ή ενδιαφέρουσες
ενδείξεις στην περιοχή.Παρ'όλα αυτά,η
Λιάνα Σουλβατζή για ''κρυμμένα χαρτιά''
της που τεκμηριώνουν την ύπαρξη τάφου</b></i></span><span lang="el-GR" style="font-size: 13pt;">
(</span><a href="http://www1.rizospastis.gr/wwwengine/story.do?id=3688689&publDate=11/">http://www1.rizospastis.gr/wwwengine/story.do?id=3688689&publDate=11/</a><span style="font-size: 13pt;">).</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Όσο
αφορά το κλιμάκιο του υπ.πο που πήγε
στην όαση,ανέφερε:</span><span lang="el-GR"><i><b>''Στην
θέση της είπε ο διευθυντής Προϊστορικών
και Κλασσικών Αρχαιοτήτων ,Γιάννης
Τζεδάκις,''Θα ήμουν πιο προσεκτικός..''.Από
τις εκτιμήσεις του ειδικού στις
επιγραφές,Χαράλαμπου Κριτζά,που μετείχε
στην αποστολή,οι τρεις λεγόμενες
''επιγραφές'' ,είναι κομμάτια μίας
οικοδομικής επιγραφής ,σε ελληνική
γραφή,που χρονολογείται περίπου το 2ο
αιώνα μ.Χ δηλαδή στους ρωμαϊκούς
χρόνους.Όσο για το περιεχόμενό της,οι
Έλληνες αρχαιολόγοι ούτε για Αλέξανδρο
και Πτολεμαίο διάβασαν,ούτε για
δηλητήριο.Ακόμα και ο τίτλος ''έπαρχος''
δεν αναφέρεται στον Πτολεμαίο Α.Επίσης,τα
κομμάτια της επιγραφής βρέθηκαν
,τουλάχιστον 40 μέτρα μακρύτερα από τον
λεγόμενο τάφο.Όπως είπε η αρχαιολόγος
,Μαρία Τσιμπίδου-Αυλωνίτου,η εικόνα της
ανασκαφής δε μας επιτρέπει να μιλήσουμε
όχι μόνο για μακεδονικό τάφο,αλλά ούτε
καν για τάφο.Επίσης υπάρχουν αρκετά
αιγυπτιακά αρχιτεκτονικά και διακοσμητικά
στοιχεία ,ενώ το δάπεδο και η ανωδομή
δεν έχουν βρεθεί ακόμα.</b></i></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR"><i><b>Πάντως,το
υπ.πο καλεί την Λιάνα Σουλβατζή να προβεί
σύντομα σε επιστημονικές ανακοινώσεις.Παρ'όλα
αυτά,η ίδια λόγω ''ανειλημμένων
υποχρεώσεων''(!)δεν μπόρεσε να συνοδέψει
στη Σίβα τους Έλληνες αρχαιολόγους ενώ
στη συνέντευξη Τύπου που δόθηκε στην
Αίγυπτο,δε δέχτηκε ερωτήσεις.Το υπ.πο
σύμφωνα με τον υπουργό πολιτισμού,θα
ενισχύσει τις ανασκαφές και θα προσπαθήσει
να υλοποιήσει την ίδρυση Ελληνικού
Αρχαιολογικού Ινστιτούτου στην
Αίγυπτο,στα πλαίσια της μορφωτικής
συμφωνίας Ελλάδας-Αιγύπτου(υπογράφηκε
το 1994).Αξίζει να σημειωθεί πως τότε ο
διευθυντής Αρχαιοτήτων Αιγύπτου,είχε
ζητήσει από τον Θ.Μικρούτσικο,τη
συνεργασία του υπ.πο για ανασκαφές στην
Αλεξάνδρεια,προκειμένου να εντοπισθεί
ο τάφος του Μ.ΑΛεξάνδρου.Τώρα,ο τάφος
αναζητείται στα πλαίσια γαλλο-πολωνικής
ανασκαφής .Ύστερα από όλα αυτά τα διεθνή
πρακτορεία ειδήσεων μιλούν για
''πλάνη'',ενώ η Λιάνα Σουλβατζή...επιμένει
στους ισχυρισμούς
της</b></i></span><span lang="el-GR">(</span><a href="http://www1.rizospastis.gr/wwwengine/story.do?id=3688471">http://www1.rizospastis.gr/wwwengine/story.do?id=3688471</a><span lang="el-GR">).</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Όμως,ούτε
οι ξένοι αρχαιολόγοι δέχτηκαν ποτέ ότι
η ανασκαφή της κ.Σουλβατζή είναι ο τάφος
του Αλέξανδρου.Κάθε άλλο.Διαβάζοντας
το έγκυρο περιοδικό αρχαιολογίας
</span><span lang="en-US">Archaeology </span><span lang="el-GR">στην
ηλεκτρονική του
έκδοση(</span><a href="http://archive.archaeology.org/online/features/alexander/tomb.html">http://archive.archaeology.org/online/features/alexander/tomb.html</a><span lang="el-GR">)
καταλαβαίνουμε ότι η ''ανακάλυψη'' της
κ.Σουλβατζή έχει υπερτιμηθεί στην
Ελλάδα.Μαθαίνουμε ότι υπήρξαν κατά
καιρούς πολλοί άλλοι αρχαιολόγοι που
βιάστηκαν να αναγγείλουν μια ''ανακάλυψη''
τάφου του Αλεξάνδρου.Παράλληλα,μαθαίνουμε
ότι η κ.Σουλβατζή δέχτηκε υποστήριξη
από ένα ζευγάρι Ελβετών ,οι οποίοι είχαν
κάθε συμφέρον να στηρίξουν την
αρχαιολόγο.Παράξενες συμπτώσεις.Όπως
και να'χει,το περιοδικό ισχυρίζεται ότι
η αρχαιολόγος βρήκε ένα ναό,τον οποίο
βιάστηκε να αναγορεύσει ως τον τάφο του
Αλεξάνδρου.Σύμφωνα με το περιοδικό ,η
κ.Σουλβατζή έδωσε μεγάλη βαρύτητα στη
δημοσιοποίηση της ''ανακάλυψης'' και όχι
στην παράθεση επιστημονικών
ευρημάτων.Πιθανόν να ήταν η δημοσιοποίηση
ο αυτοσκοπός της.Τελικά,η κ.Σουλβατζή
χαρακτηρίζεται εθνικίστρια από το
περιοδικό,και λέγεται ότι ισχυρίζεται
ότι βρήκε τον τάφο ύστερα από...μυστική
καθοδήγηση από φίδια(!),και ότι επιθυμεί
την ανακάλυψη του τάφου του Αλεξάνδρου
γιατί </span><span lang="el-GR"><i>''όποιος κατέχει
τον τάφο αυτό,κατέχει ένα υπερόπλο που
θα μπορούσε να διαλύσει τα Σκόπια που
απειλούν τη Μακεδονία''</i></span><span lang="el-GR">.</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Όπως
και να'χει,άσχετα από το τι αληθεύει,τα
μόνα σίγουρα είναι ότι ο τάφος αυτός
δεν είναι του Αλεξάνδρου,η κ.Σουλβατζή
βιάστηκε να δημοσιεύσει την </span><span lang="el-GR"><i>''ανακάλυψη'</i></span><span lang="el-GR">'
(σαν να ήταν αυτός ο σκοπός)και ότι η
ανασκαφή ήταν χρηματοδοτούμενη-το
πιθανότερο από το ελληνικό κράτος μέσα
από υπόγειες διαδρομές.Η κατάσταση
αναμονής που επικρατεί τώρα,καθώς και
η </span><span lang="el-GR"><i>''επερχόμενη καταστροφή''
</i></span><span lang="el-GR">της ανασκαφής ,σαφέστατα
βολεύει όλους όσοι έστησαν την ανακάλυψη.</span></span></div>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: 13pt;"><span lang="el-GR">Εμείς
,τη θεωρία συνωμοσίας που ισχυρίζεται
ότι η κ.Σουλβατζή και η ανασκαφή της
ήταν θύμα </span><span lang="el-GR"><i>''σκοτεινών
δυνάμεων'' </i></span><span lang="el-GR">με στόχο να
μην ερεθιστεί το εθνικό συναίσθημα των
Ελλήνων,την γυρνάμε ανάποδα:Το ελληνικό
εθνικιστικό συναίσθημα είχε ανάγκη μια
''ανακάλυψη'' τέτοιου είδους ,ώστε να
λάβει ακόμα μεγαλύτερη έκταση.Η ανασκαφή
αυτή ποτέ δεν έδειξε ότι κρύβει μέσα
της τον τάφο του Αλεξάνδρου,αλλά η
αρχαιολόγος μιλούσε συνέχεια για
ελληνομακεδονικό τάφο.Το ελληνικό
κράτος όντας ιμπεριαλιστικό είχε ανάγκη
την μαζική εκδήλωση εθνικού φρονήματος.Όλα
αυτά πρέπει να έχουμε στο νου μας ,ότι
συνέβησαν την εποχή που το ίδιο το
ελληνικό κράτος οργανώνει-προωθεί-χρηματοδοτεί
</span><span lang="el-GR"><i>''μακεδονικά συλλαλητήρια'' </i>στα </span><span lang="el-GR">οποία
ο ελληνικός λαός εκδηλώνεται σαν μια
γροθιά έτοιμος να εισβάλει στους
</span><span lang="el-GR"><i>''γυφτοσκοπιανούς''</i></span><span lang="el-GR">
,μια εποχή στην οποία το ελληνικό κράτος είναι ο μεγαλύτερος επενδυτής της
Μακεδονίας</span><span lang="el-GR"><i><b>(Εξελίξεις
,τάσεις,προοπτικές της ελληνικής
οικονομίας.Κ.Ε του Κ.Κ.Ε εκδ.Σύ' Εποχή
1999 σελ.27)</b></i></span><span lang="el-GR">,στέλνει
στρατό στα σύνορα με σκοπό να εισβάλει
στη Μακεδονία ,ενώ στηρίζει του Σέρβους
σφαγείς αμάχων ,με τους οποίους σχεδιάζει
να μοιραστεί τα Σκόπια</span><span lang="el-GR"><i><b>(δες
Ελληνοσερβική φιλία,1991-1995,εκδόσεις
Αντισχολείο,σειρά </b></i></span><span lang="en-US"><i><b>anti-imp)</b></i></span><span lang="en-US">.To
</span><span lang="el-GR">ελληνικό
κράτος λοιπόν έχει κάθε συμφέρον να
ερεθίσει τον(ήδη εκδηλωμένο)ελληνικό
εθνικισμό.Με αυτόν τον τρόπο θα προστατέψει
τον ελληνικό καπιταλισμό που μόλις έχει
ανοίξει δουλειές στα Βαλκάνια.Πάντα έτσι γινόταν.Trade follows the flag(το εμπόριο ακολουθεί τη σημαία)έλεγαν οι Βρετανοί αποικιοκράτες.Έτσι,το ελληνικό κράτος,χρηματοδοτεί
μια στημένη ανασκαφή που λειτουργεί
περισσότερο σαν τροφοδότης εθνικισμού
όταν δεν βγάζει μια ανακάλυψη,παρά αν
θα έβγαζε.Ακόμα και όταν οι ίδιοι οι
Έλληνες αρχαιολόγοι ,και το υπ.πο καθαρά λόγω
επαγγελματικού εγωισμού(σε αυτό η
κ.Σουλβατζή έχει ένα δίκιο)και εσωτερικών ανταγωνισμών εντός του κράτους,αρνούνται
να συμμετάσχουν(πράγμα που έκανε την
κ.Σουλβατζή να αισθάνεται προδομένη
από την κυβέρνηση που δεν τους πειθάρχησε)το
γεγονός αυτό λειτουργεί υπέρ της θεωρίας
συνωμοσίας.Το ελληνικό κράτος έπαιξε
το έργο αυτό σε '</span><span lang="el-GR"><i>'προετοιμασμένο
κοινό''</i></span><span lang="el-GR">.Από
κάτω του είχε έναν λαό ποτισμένο στον
εθνικισμό και έτοιμο να πιστέψει κάθε
θεωρία συνωμοσίας.Δεν ήταν η επιστημονική
έρευνα αυτό που έπεισε τους Έλληνες ότι
ο τάφος είναι του Αλεξάνδρου,αλλά η
μανία καταδίωξης τους και η προσκόλλησή
τους σε θεωρίες συνωμοσίας.Η αποτυχία
ανεύρεσης του τάφου,λειτούργησε υπέρ
του φουσκώματος του εθνικισμού.Υπό
αυτήν την έννοια ,η επιτυχία του κράτους
υπήρξε τεράστια.Χωρίς να έχει μια
ανακάλυψη στα χέρια του,το ελληνικό
κράτος πέτυχε την έξαρση του εθνικισμού
σε μεγαλύτερο βαθμό από ό,τι αν πράγματι
έβρισκε τον Αλέξανδρο.Κατά τη γνώμη μας
αυτό ήταν από την αρχή το σχέδιο του
ελληνικού κράτους:πρώτα θα ερχόταν η
ανακοίνωση της ανακάλυψης του τάφου
του Αλεξάνδρου,έπειτα,όταν το γεγονός
θα ελάμβανε διαστάσεις ,θα ερχόταν η
παύση της ανασκαφής με παράλληλη διασπορά
εκ μέρους της αρχαιολόγου ,υπονοούμενων
που θα δρούσαν στην ενίσχυση της μανίας
των Ελλήνων.Η πλειοψηφία των Ελλήνων
,πείστηκε (ακόμα μια φορά)ότι το ελληνικό
έθνος είναι κατατρεγμένο από προδότες
πολιτικούς,από Εβραίους,από
ιλλουμινάτι,από...από ...από..</span></span><br />
<span style="font-size: 13pt;"><span lang="el-GR">Αλλωστε,για όσους έχουν όρεξη να το ψάξουν ,θα διαπιστώσουν ότι εκτός της ''ανακάλυψης'' του τάφου του Μ.Αλεξάνδρου,υπάρχουν και άλλες υποψήφιες σπουδαίες ανακαλύψεις ,τις οποίες υποτίθεται ότι εμπόδισαν οι εκάστοτε κρατικές υπηρεσίες προς όφελος της <i>''παγκόσμιας εξουσιαστικής ελίτ''</i>.Από τις ανακαλύψεις τάφων γιγάντων,μέχρι την δημοσιοποίηση του σημείου συντριβής UFO,οι εραστές των θεωριών συνωμοσίας βλέπουν παντού μυστικές υπηρεσίες που εμπόδισαν την <i>αποκάλυψη της αλήθειας στον λαό</i>.Η ''ανακάλυψη'' του τάφου του Αλεξάνδρου είναι μια από τις πολλές αυτές περιπτώσεις.</span></span></div>
</div>
skoupidontenekeshttp://www.blogger.com/profile/00038683689422944831noreply@blogger.com0tag:blogger.com,1999:blog-2156273164525953801.post-5662642941419561222013-06-29T08:42:00.004-07:002023-02-18T21:56:17.676-08:00space race<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="margin-bottom: 0cm;">
<i><u><b> <span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">Ο
Ψυχρός πόλεμος,η ''κατάκτηση του
διαστήματος''και το ερώτημα αν οι Η.Π.Α
πήγαν πράγματι στο φεγγάρι</span></span></b></u></i><b><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">(</span></span><span lang="el-GR" style="font-family: "times new roman" , serif; font-size: 17px;"><i>με αφορμή τον θάνατο του Ν.Άρμστρογκ)</i></span></b><span lang="el-GR" style="font-family: "times new roman" , serif; font-size: 17px;">.</span><br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">Νοέμβρης
1985.Η μαύρη λιμουζίνα συνοδευόμενη από
κουστωδία αστυνομικών και συμβούλων
σταματά.Από μέσα βγαίνει ο Γκορμπατσόφ.Τον
υποδέχεται εγκάρδια ο πρόεδρος των
Η.Π.Α ,Ρόναλντ Ρήγκαν.Ο Σοβιετικός και ο Αμερικανός ηγέτης συναντήθηκαν για πρώτη φορά,τον
Νοέμβρη του 1985 στην Γενεύη στην Ελβετία.Ο
Ρήγκαν έχει καθοδηγηθεί από τους image
makers που τον συμβουλεύουν, να μην φορέσει βαριά ρούχα παρά το
γεγονός ότι ήταν μια μέρα με πολύ κρύο,όπως ο ίδιος ο σύμβουλός του, </span><span style="color: black;"><span lang="el-GR">Kuhn
Jim</span></span><span lang="el-GR"> παραδέχεται
στο βιβλίο που εξέδωσε για τον Ρήγκαν(</span><span style="color: black;">Ronald
Reagan in private : a memoir of my years in the White House.Δες
επίσης:</span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">.</span></span></span><a href="http://www.youtube.com/watch?v=XIHyOb9IVnc"><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="en-US">http://www.youtube.com/watch?v=XIHyOb9IVnc</span></span></span></a><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">
</span></span></span><span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">)</span></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">.Ο
συμβολισμός ισχυρός σε μια κοινωνία
του θεάματος:ο πραγματικά πιο γέρος
Ρήγκαν,βοηθά τον (κατά 20 χρόνια!)πιο νέο
Γκορμπατσόφ.Η εικόνα στους τηλεοπτικούς
δέκτες είναι ανεστραμμένη.Ο Γκορμπατσόφ
είναι ο γέρος που φοράει παλτό και κασκόλ
και ο Ρήγκαν, που φορά μόνο το κοστούμι,είναι
ο νέος.Η αμερικάνικη κοινωνία,βαθιά
εξαρτημένη από την τηλεοπτική εικόνα
λαμβάνει το μήνυμα του θνήσκοντος
γερασμένου σοσιαλισμού,σε αντιδιαστολή
με τον νέο-γεμάτο ενέργεια καπιταλισμό.Πολλοί
μάλιστα θεώρησαν ότι η εικόνα αυτή
,έβλαψε αρκετά την γενικότερη εικόνα
του σοσιαλισμού...</span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><i><br /></i></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><i><br /></i></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdUC2Pzjt7YrnPmj2XvVXKkepuzq64BG7IbUaCjTEoRDibqZSeA1xVS4BkcN5um-g5aUko-CZzT7ZTOhIUorKhsIhIIjc3SJgWLuOaxx5uyBbe4L59nUvIr_qyOxvUyVHHfghBo7wK38c/s277/images.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdUC2Pzjt7YrnPmj2XvVXKkepuzq64BG7IbUaCjTEoRDibqZSeA1xVS4BkcN5um-g5aUko-CZzT7ZTOhIUorKhsIhIIjc3SJgWLuOaxx5uyBbe4L59nUvIr_qyOxvUyVHHfghBo7wK38c/s277/images.jpg" /></a></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><i><br /></i></span></span></div>
<div style="margin-bottom: 0cm;">
<i style="font-family: "Times New Roman", serif; font-size: 13pt;">Ο-ντυμένος
μόνο με κοστούμι-Ρήγκαν ,συναντά τον-
ντυμένο σαν κρεμμύδι -Κορμπατσόφ</i><span style="font-family: "times new roman" , serif; font-size: 13pt;">.</span><br />
<a name='more'></a></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">Τώρα,τι
σχέση έχει αυτό θα μπορούσε να πει κανείς με τον αγώνα για την
κατάκτηση του διαστήματος(<span lang="en-US">space
race)</span><span lang="el-GR">και με το αν πράγματι πήγαν οι
Αμερικάνοι στο φεγγάρι;Έχει και
παραέχει,γιατί σε μια κοινωνία του θεάματος (όπως οι Η.Π.Α του Ρήγκαν) </span><span lang="el-GR"><b>η
δημοσιοποίηση του αγώνα αυτού,ήταν
ενταγμένη καθαρά στις ανάγκες που
επέβαλε το θέαμα</b></span><span lang="el-GR">.</span></span></span></div>
<div lang="el-GR" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">Οι
περισσότεροι άνθρωποι πιστεύουν ότι
οι Η.Π.Α κατάφεραν και προσελήνωσαν
όχημα<span lang="en-US">(</span>σε αντίθεση με τους
Σοβιετικούς<span lang="en-US">)</span>γιατί ήταν
κάτοχοι υψηλότερης τεχνολογίας.Μάλιστα,κάποιοι
θεωρούν ότι ο θάνατος του Σοβιετικού
υπεύθυνου διαστημικού
προγράμματος,Κορόλεβ,καθυστέρησε την
επίτευξη του στόχου από μεριάς Ε.Σ.Σ.Δ ,και οδήγησε σε
αποτυχημένες προσπάθειες οι οποίες
έγιναν γνωστές μετά την πτώση του
καθεστώτος.Για αυτό το λόγο υποτίθεται ότι η Ε.Σ.Σ.Δ εγκατέλειψε
την προσπάθεια να στείλει ανθρώπους
στο διάστημα.</span></span></div>
<div lang="el-GR" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">Αντίθετα
από την Σοβιετική Ένωση,σύμφωνα πάντα
με την πλειοψηφική άποψη,οι Ηνωμένες
Πολιτείες είχαν διαθέσιμα έμψυχο υλικό και
χρήματα,και κατάφεραν να πετύχουν σε
μια προσελήνωση.</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">Ανεξάρτητα
με το αν η άποψη αυτή είναι η αλήθεια,η
επιτυχία αυτή για τις Η.Π.Α δεν επιτεύχθηκε
εύκολα.Η</span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR"><b>
πρόθεση </b></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">όμως,ήταν</span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR"><b>
διαφορετική</b></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">.Όσες
αποτυχημένες προσπάθειες και αν είχαν
οι Η.Π.Α ,ο στόχος </span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR"><b>έπρεπε</b></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">
να επιτευχθεί.Η στοχοπροσήλωση αυτή,δεν
ήταν μια προσωπική επιλογή των υπευθύνων
της ΝΑΣΑ,αλλά εντολή, κατ'ουσία, του
ίδιου του προέδρου Κέννεντυ.Ο πρόεδρος
των Η.Π.Α ,Τζων Κέννεντυ,στην ομιλία του
στο πανεπιστήμιο του Ράις,τον Σεπτέμβρη
του 1962(.</span></span></span><a href="http://en.wikipedia.org/wiki/Space_Race"><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">http://en.wikipedia.org/wiki/Space_Race</span></span></a><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">
),ήταν σαφής:οι Η.Π.Α </span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR"><b>είχαν
ήδη αποφασίσει να πάνε στο φεγγάρ</b></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">ι,</span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR"><b>ακριβώς
επειδή είναι ένα δύσκολο εγχείρημα,ή
τουλάχιστον φαινόταν ως τέτοιο</b></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">.Ο
Σοβιετικός πρόεδρος,ουδέποτε έκανε
τέτοια δήλωση...</span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">Η
επιμονή των Η.Π.Α να πάνε στο
φεγγάρι,'</span><span lang="el-GR"><i>'ανεξαρτήτου
κόστους'</i></span><span lang="el-GR">',δεν έχει καμμία
σχέση με την βελτίωση της στρατιωτικής
τους ισχύος όπως πιστεύουν πολλοί .Η Σοβιετική Ένωση,που δεν έστειλε άνθρωπο στο φεγγάρι,σε
καμμία περίπτωση δεν θεωρήθηκε(ακόμα
και από τους ίδιους τους Αμερικανούς)ως
υποδεέστερος αντίπαλος στον ''διαστημικό
πόλεμο''.Πολλοί μάλιστα ισχυρίσθηκαν
ακριβώς το αντίθετο.Δηλαδή, ότι η
Σοβιετική Ένωση,έστω και αν δεν κατάφερε
να στείλει άνθρωπο στην
σελήνη,στρατιωτικά-πυρηνικά ήταν πιο
εξελιγμένη.Άλλωστε, η Ε.Σ.Σ.Δ είχε ήδη καταφέρει να στείλει δορυφόρο γύρω από τη γη, πράγμα που σημαίνει ότι δεν υπήρχε κάποιο στρατιωτικό πλεονέκτημα στην αποστολή ανθρώπου στη σελήνη. Ο οποιοσδήποτε στρατιωτικός σκοπός (π.χ διηπειρωτικός πύραυλος ) θα μπορούσε να επιτευχθεί και από την Ε.Σ.Σ.Δ. αφού την ίδια ακριβώς δουλειά έκανε και ένας δορυφόρος που μπήκε σε τροχιά γύρω από τη γη. </span></span></span><br />
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">Είναι γεγονός , ότι σε κάθε περίπτωση σε στρατιωτικό επίπεδο </span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">η Ε.Σ.Σ.Δ</span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">''απολάμβανε'' σεβασμού ακόμα και μετά την αμερικάνικη επιτυχία.Όπως
και να'χει,ο λόγος που οι Η.Π.Α ήθελαν
πάση θυσία να προσεληνώσουν άνθρωπο,δεν
ήταν στρατιωτικός. </span><span lang="el-GR"><b>Ήταν
καθαρά επικοινωνιακός</b></span><span lang="el-GR">.Μια προσπάθεια ενταγμένη πλήρως στο θέαμα. </span></span></span></div>
<div lang="el-GR" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">Σύμφωνα
με τους ίδιους τους Σοβιετικούς,δεν
υπήρχε επιθυμία σε τόσο μεγάλο βαθμό
να σταλεί άνθρωπος στη σελήνη,ώστε να
κινδυνέψουν άνθρωποι.Οποιαδήποτε
επιστημονική ανακάλυψη ή στρατιωτική
υπεροχή έδινε μια προσελήνωση,αυτή
μπορούσε να επιτευχθεί από μη επανδρωμένα
οχήματα.Για τους Σοβιετικούς,η αποστολή
επανδρωμένου αεροσκάφους,εκτός από
επικίνδυνη ,ήταν ανώφελη.Για τους
Σοβιετικούς μια τέτοια αποστολή
αποτελούσε(και εν πολλοίς ήταν) μόνο
σόου.</span></span></div>
<div lang="el-GR" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">Βέβαια, η
αλήθεια είναι ότι το σοβιετικό
καθεστώς χρησιμοποίησε και αυτό επικοινωνιακά
τις επιτυχίες του στην ''κούρσα του
διαστήματος''.Για παράδειγμα,ο βασικότερος
λόγος που στάλθηκε η κοσμοναύτρια-πολίτης
Β.Τερέσκοβα στο διάστημα,ήταν η διαφήμιση
εκ μέρους του καθεστώτος,μιας σοσιαλιστικής
κοινωνίας που δίνει τον πρώτο λόγο στους
πολίτες και ειδικά στις γυναίκες.Την εποχή
αυτή ,η Ε.Σ.Σ.Δ,προσπαθούσε να επέμβει σε
κοινωνίες(σε Ασία και Αφρική)που επεδίωκαν
να διώξουν την αποικιοκρατία και να
εκσυγχρονιστούν.Η εικόνα μιας γυναίκας που μπορεί να γίνει αστροναύτης, λειτουργούσε καταλυτικά στα μυαλά όλων εκείνων των προοδευτικών δυνάμεων που ήθελαν να απαλλαγούν από την καθυστέρηση που τους είχε καταδικάσει η αποικιοκρατία. Άλλωστε, είναι γνωστές
οι εικόνες των Σοβιετικών ηγετών που
παραλαμβάνουν τους κοσμοναύτες ,ανάμεσα
σε πλήθη ανθρώπων,από το αεροδρόμιο.Από
την άλλη μεριά,ούτε το σοβιετικό καθεστώς
λυπήθηκε έμψυχο υλικό ώστε να σταματήσει
κάποιο στρατιωτικό πρόγραμμα.Πολλές
φορές αποτυχημένες εκτοξεύσεις προκάλεσαν
τον θάνατο κοσμοναυτών,κάτι που έγινε
γνωστό με την πτώση του καθεστώτος.Αυτό
όμως που ήθελε το καθεστώς,ήταν <b>να μην
ξοδευτούν άνθρωποι και χρήματα για ένα
σόου,το οποίο στις σοβιετικές κοινωνικές
συνθήκες θα ήταν άχρηστο</b>,και δεν θα
λειτουργούσε στο επίπεδο που λειτούργησε
στις Η.Π.Α.Με λίγα λόγια,αν η Σοβιετική
Ένωση έκρινε ότι μια προσελήνωση
ανθρώπων '<i>'ζωντανά μεταδιδόμενη''</i>
θα βοηθούσε την αναπαραγωγή του
καθεστώτος,όπως βοήθησε στις Ή.Π.Α,δεν
θα ''τσιγγουνευόταν'' τίποτα.</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">Την
εποχή που οι Η.Π.Α αποφάσισαν να στείλουν
ανθρώπους στο διάστημα,οι Ηνωμένες
Πολιτείες ήταν ήδη μια ώριμη κοινωνία
του θεάματος.Σύμφωνα με τα </span><span lang="el-GR"><i>''Στατιστικά
πάνω στο Ράδιο και την Τηλεόραση το
1950-1960''</i></span><span lang="el-GR">της </span><span lang="en-US">Unesco</span><span lang="el-GR">(έκδοση</span><span lang="en-US"><b>
</b></span><span lang="en-US">Workshops
of the </span></span></span>
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">United
Nations Educational, Scientific and Cultural Organization, </span></span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="en-US">Place
de Fontenoy,Paris 1963</span><span lang="en-US">)</span><span lang="el-GR">310
κάτοικοι των Η.Π.Α είχαν δική τους
τηλεόραση για κάθε 1000 άτομα πληθυσμό,αντί
μόλις 19 της Σοβιετικής Ένωσης.Η συντριπτική
πλειοψηφία των Αμερικανών που θυμόντουσαν
την προσελήνωση,είχαν δεί ''ζωντανά''
από τους τηλεοπτικούς τους δέκτες το
όλο εγχείρημα.Την ίδια ώρα ,το 1955(σύμφωνα
πάλι με τα στοιχεία της </span><span lang="en-US">Unesco)</span><span lang="el-GR">στην
Ε.Σ.Σ.Δ εκδόθηκαν 54.732 βιβλία αντί 12.589
στις Η.Π.Α.Σχεδόν είκοσι χρόνια μετά(1978)
η κατάσταση δεν είχε αλλάξει:Η Ε.Σ.Σ.Δ
ήταν από τους μεγαλύτερους εξαγωγούς
βιβλίων.Για κάθε ένα εκατομμύριο
κατοίκους,η Ε.Σ.Σ.Δ εξήγαγε 328 τίτλους
βιβλίων,αντί 220 της Αμερικής,και 600 της
Ευρώπης.Για κάθε χίλιους κατοίκους στην
Ε.Σ.Σ.Δ εκδίδονταν 394 εφημερίδες και στην
Αμερική 158 (BOOKS AND THE MASS MEDIA: MODES OF
INTERACTION I N THE U. S .S .R. </span><span lang="en-US">UNESCO,</span></span></span></div>
<div lang="el-GR" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">by
V. D. S t e l m a k h). </span></span>
</div>
<div lang="el-GR" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;">Η
σύγκριση του οπτικοποιημένου θεάματος
βγάζει ηττημένη σίγουρα την Ε.Σ.Σ.Δ.Για
πολλούς μάλιστα(και για να επιστρέψουμε
στην αρχή του άρθρου)η αδυναμία της
σοβιετικής εξουσίας να πειθαρχήσει μέσω εικόνας την σοβιετική κοινωνία (όπως συνέβαινε στις Η.Π.Α την ίδια εποχή) ,αποτελεί την βασική αιτία
που η ίδια η εξουσία αποφάσισε να
κατεδαφίσει τον δυσκίνητο αυτό μόρφωμα.Δεν
είναι ό,τι πιο εύκολο για ένα καθεστώς
να αυτοαναπαραχθεί,όταν οι υπήκοοί του
διαβάζουν λογοτεχνία(έστω και συστημική)από
ό,τι ένα καθεστώς που μιλά μέσω της
εικόνας .Μην ξεχνάμε ότι το σοβιετικό
καθεστώς στα πλαίσια της ιδεολογικής
του αυτοαναπαραγωγής,διαφήμιζε ως
επιτυχίες πράγματα πολύ διαφορετικά
από αυτά των Η.Π.Α(π.χ επένδυε στην παιδεία και
την αυτομόρφωση αντί στην κατανάλωση ,ζητούσε τη συμμετοχή
σε μαζικές εκδηλώσεις αντί να εξιδανικεύει την εξατομικευμένη
διασκέδαση,μαζική χρήση των ΜΜΜ αντί τα ιδιωτικά αυτοκίνητα κ.α.).Είναι σαφές ότι η αναπαραγωγή της Σοβιετικής κοινωνίας δεν στηριζόταν στην εξατομικευμένη κατανάλωση μιας εικονικής πραγματικότητας . Όμως,μια τέτοια κοινωνία , μια κοινωνία δηλαδή που θέτει στον πυρήνα της ιδεολογικής της θεμελίωσης κοινωνικές αξίες, είναι πιο πιθανό να παρουσιάσει
αντιφάσεις και αναντιστοιχίες,με
αποτέλεσμα να τρίξουν τα θεμέλιά
της(είναι δύσκολο πράγμα να είσαι μια διεφθαρμένη εξουσία ,όπως ήταν η σοβιετική εξουσία από το 50 και έπειτα, την ίδια ώρα να ζητάς από
τους υπηκόους σου να διαβάσουν όλο τον
Λένιν,και εσύ ο ίδιος να ζείς στην
χλιδή,χωρίς αυτό να προκαλέσει τριγμούς).Συνεπώς, θα μπορούσαμε να πούμε ότι η εικόνα μιας προσελήνωσης ανθρώπου πιθανόν να άφηνε αδιάφορη την σοβιετική κοινωνία<span style="font-size: medium;">.</span></span></span><span style="font-family: "times new roman", serif; font-size: medium;"><span>Ο
Σεργκέι Χρούτσεφ, γιός του τότε αρχηγού
της Σοβιετικής Ένωσης,το είπε με απλά
λόγια :<i><b>''ο ρωσικός λαός είχε προβλήματα
με τα ζητήματα της καθημερινής ζωής,
δεν τους ενδιέφερε ο πρώτος άνθρωπος
στο φεγγάρι''</b></i></span></span><span style="font-family: "times new roman", serif; font-size: medium;"><span><i><b> <a href="https://www.scientificamerican.com/article/apollo-moon-khrushchev/">https://www.scientificamerican.com/article/apollo-moon-khrushchev/</a></b></i>
.</span></span><span style="font-family: "times new roman", serif; font-size: medium;"><span>.Την ίδια ώρα που ο
Κέννεντυ υποσχόταν δημόσια ότι οι Η.Π.Α
θα στείλουν άνθρωπο στη σελήνη, την ίδια
ώρα ο Χρούτσεφ υποσχόταν δημόσια στους
Σοβιετικούς ότι θα φτάσουν και θα
ξεπεράσουν τις Η.Π.Α στην παραγωγή
τροφίμων, σπιτιών κ.α</span></span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">Όσον αφορά τις κοινωνίες ώριμου θεάματος (όπως ήταν οι Η.Π.Α τη δεκαετία του '60) η επιτυχία αυτή θα λειτουργούσε διαφορετικά για την πλειοψηφία του πληθυσμού, και ειδικά για την αμερικάνικη εργατική τάξη.Το
ζήτημα είναι ότι η εργατική τάξη στις θεαματικές κοινωνίες είναι
δύο φορές αλλοτριώμενη(μία ως παραγωγός
του πλούτου και μία ως καταναλωτής του ).Ως αλλοτριωμένη,όχι
μόνο αδυνατεί να επιβάλει σε μια κοινωνία
την κατασκευή τέτοιων ''τεχνολογικών
θαυμάτων'' που θα της επέτρεπαν να
διαβιώσει καλύτερα,αλλά υποστηρίζει
και τεχνολογίες που το μόνο σκοπό που
έχουν(όπως είπαμε και πιο πάνω)είναι να
αφήσουν </span><span lang="el-GR"><b>εντυπώσεις </b></span><span lang="el-GR">με
σκοπό την αναπαραγωγή του καπιταλιστικού
συστήματος.Στις Ηνωμένες Πολιτείες η
επίδειξη ενός τέτοιου τεχνολογικού
''θαύματος'',(η ''κατάκτηση του διαστήματος '' δηλαδή) ήταν εύκολη μέσω
τηλεόρασης.Γενικά, η οπτικοποίηση αυτού
του θεάματος βοηθούσε στην ιδεολογική
επιβολή-αποδοχή του χωρισμού της εργασίας σε
πνευματική και σωματική, πράγμα απαραίτητο
στην επιβίωση του καπιταλισμού ως σχέση
εργασίας.Η αμερικάνικη εργατική τάξη(η
οποία ήταν αρκετά διεκδικητική την
εποχή αυτή )πείστηκε ως καταναλωτής της
εικόνας,για την πνευματική της
''ανεπάρκεια''. Το γεγονός ότι μια προσελήνωση ήταν τελείως άχρηστη ''επιτυχία'' για την καλυτέρευση των συνθηκών ζωής της εργατική τάξης , κρύφτηκε πολύ καλά πίσω από το γεγονός ότι η ''επιτυχία'' αυτή παρουσιάστηκε ως ένα τεχνολογικό θαύμα το οποίο μόνο μια καπιταλιστική κοινωνία στην οποία κυριαρχεί η διαίρεση της εργασίας σε πνευματική και σωματική μπορεί να πετύχει .Το ότι διάφορα (άχρηστα ή χρήσιμα) τεχνολογικά επιτεύγματα μιας καπιταλιστικής κοινωνίας λειτουργούν ενισχυτικά σε ιδεολογικό επίπεδο για την επιβολή και αποδοχή του χωρισμού της διανοητικής με τη σωματική εργασία (της πεμπτουσίας δηλαδή του καπιταλισμού) είναι κάτι που δεν θα πρέπει να μας φαίνεται παράξενο.Είναι αρκετά ενδεικτικό, ότι στα εκατομμύρια των μεταναστών από τις φτωχές χώρες προς τις Η.Π.Α,οι οποίοι προορίζονταν να γίνουν η εργατική τάξη της χώρας, η θέαση και μόνο των ουρανοξυστών λειτούργησε καταλυτικά στο να αποδεχτούν την ''παντοδυναμία'' του κεφαλαίου . </span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">Αισθανόμενη
δέος η αμερικάνικη εργατική τάξη μπροστά στο τεχνολογικό
επίτευγμα της προσελήνωσης ,συνειδητοποίησε πόσο ανίκανη
είναι η ίδια από μόνη της να δημιουργήσει
τέτοιο ''θαύμα'' και πόσο απαραίτητη
είναι επιστημονική διανόηση(και ως εκ
τούτου πόσο δικαιολογημένος είναι ο
χωρισμός σωματικής-πνευματικής
εργασίας).Η άρρητη αποδοχή εκ μέρους
της εργατικής τάξης της αδυναμίας της
να δημιουργήσει μόνη της(χωρίς την
τεχνική/επιστημονική διανόηση)διαστημόπλοια
που ταξιδεύουν στο φεγγάρι,πιθανόν να
δημιουργούσε ένα αίσθημα ήττας στην
τάξη αυτή.Το αίσθημα αυτό,''γλύκαινε''
κάπως με το γεγονός ότι η τάξη που
μπορούσε να ηγηθεί της προσπάθειας(η αστική τάξη και η γραφειοκρατία της δηλαδή),ανήκε
στο ίδιο έθνος με εκείνη την τάξη(την
εργατική)που εκτελούσε εντολές ή παθητικά
στήριζε την όλη προσπάθεια(π.χ πληρώνοντας
φόρους ή,ακόμα πιο σημαντικό δεχόμενη
να αμβλύνει την ταξική πάλη για χάρη
της επίτευξης του στόχου).Η εργατική
τάξη,από την βάση της κοινωνικής πυραμίδας
στήριζε (ή έπρεπε να στηρίξει)την όλη
προσπάθεια.Ως εκ τούτου,η ανάδειξη του
εθνικού χαρακτήρα της προσπάθειας ήταν
απαραίτητη και υπό την έννοια αυτή, η τηλεοπτική μετάδοση της προσελήνωσης αφορούσε περισσότερο το εσωτερικό των Η.Π.Α παρά το εξωτερικό.Το κάρφωμα της αμερικάνικης
σημαίας στην σελήνη και το αίσθημα της
''εθνικής υπερηφάνειας'',ισοφάριζε κατά
κάποιο τρόπο το αίσθημα κατωτερότητας
της εργατικής τάξης.Σε αυτήν την
περίπτωση, η ανάδειξη του εθνικού
σκοπού(όπως γίνεται με κάθε σκοπό που
''στηρίζεται'' στο έθνος,από τον αθλητισμό
μέχρι την εκμάθηση του ''ένδοξου
παρελθόντος'') ζημίωσε την ταξική
πάλη.Έτσι,σημασία δεν έχει αν οι Η.Π.Α
πήγαν στο φεγγάρι,ή αν απέδειξε κάτι
αυτή η επιτυχία.</span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">Άλλωστε,για να
έχουν την τεχνολογία να κατασκευάσουν
μια εικονική προσελήνωση εκείνη την
εποχή,πιθανόν σημαίνει ότι μπορούσαν και
να την κάνουν πράξη.Το θέμα είναι μόνο
τι αντίχτυπο είχε η επιτυχία αυτή
ανεξάρτητα από την χρηστική της αξία.</span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: 13pt;"><span lang="el-GR">Σημασία έχει το θέαμα
και εικόνα αυτού του επιτεύγματος.Σημασία
έχει ότι η ίδια ακριβώς εικόνα είχε
διαφορετική σημασία και βαρύτητα για
τα δύο καθεστώτα(Ε.Σ.Σ.Δ-Η.Π.Α),με αποτέλεσμα
ο ένας από τους δύο να την θέλει πιο
πολύ,και να κάνει τα πάντα για να την
πετύχει.</span></span></span></div>
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skoupidontenekeshttp://www.blogger.com/profile/00038683689422944831noreply@blogger.com0