tag:blogger.com,1999:blog-31866256155344533792024-03-04T20:20:18.732-08:00Ιστορία γράφουν οι παρέεςGroup Therapy γι'αγανακτησμένα παιδιά...Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.comBlogger150125tag:blogger.com,1999:blog-3186625615534453379.post-21193780522090776682023-03-02T11:50:00.010-08:002023-03-02T11:52:09.019-08:00Μπαλόνια πάρτυ αξίας $1 εκατ.<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span class="rynqvb">Για πρώτη φορά μεταφράζω δημοσίευση ενός
ατόμου που παρακολουθώ κι εκτιμώ αφάνταστα, της </span><a href="https://caitlinjohnstone.com/" target="_blank"><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">Caitlin</span><span lang="EN-US"> </span></span></a><span class="rynqvb"><a href="https://caitlinjohnstone.com/" target="_blank"><span lang="EN-US" style="mso-ansi-language: EN-US;">Johnstone</span></a>,
για ένα θέμα που το έπαιξαν πρόσφατα τα μίντια ακατάπαυστα. Πρόκειται για τα
τρία υποτιθέμενα κατασκοπευτικά μπαλόνια/αερόστατα της Κίνας που κατέρριψαν με
πυραύλους αέρος-αέρος οι ΗΠΑ. Αποφάσισα να το κάνω γιατί με την αδιάσειστη
τεκμηρίωση που δίνουν οι παραπομπές-υπερσυνδέσεις της </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">Caitlin</span>, αποκαλύπτεται
όλη η απάτη και την ίδια στιγμή αποτυπώνεται μια ακόμη κλασική περίπτωση<span style="mso-spacerun: yes;"> </span>αμερικάνικης προπαγάνδας. Ως </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">case</span><span lang="EN-US"> </span></span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">study</span><span lang="EN-US"> </span>της προπαγάνδας των ΗΠΑ μου
προκάλεσε το ενδιαφέρον, στα πλαίσια του τρίπτυχου που με στοίχειωσε τα
τελευταία χρόνια «Προπαγάνδα - Φόβος - Έλεγχος του Νου» ή κοινωνικός έλεγχος.</span></p>
<p class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span class="rynqvb"> Κι όλα αυτά σε μια περίοδο, που<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><span class="rynqvb"> </span></p><p class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span class="rynqvb">- γινόταν ένα άνοιγμα
φιλίας προς την Κίνα με την προγραμματισμένη επίσκεψη του υπουργού εξωτερικών των ΗΠΑ στην
Κίνα (η οποία τελικά ακυρώθηκε) </span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span class="rynqvb"><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><span class="rynqvb">συνέβη <a href="https://www.thefp.com/p/we-dont-know-what-we-are-breathing?utm_source=post-email-title&publication_id=260347&post_id=104555846&isFreemail=true&utm_medium=email">ένα
από τα σοβαρότερα περιβαλλοντικά ατυχήματα στο Οχάιο με τον εκτροχιασμό αριθμού
βαγονιών</a> με επικίνδυνα χημικά, η ανάφλεξη των οποίων δημιούργησε ανεξέλεγκτη ακόμη και σήμερα μόλυνση,</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span class="rynqvb"><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><span class="rynqvb">ο πολυβραβευμένος και
σήμερα ανεξάρτητος ερευνητής δημοσιογράφος </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;"><a href="https://geopoliticaleconomy.substack.com/p/nord-stream-pipelines-seymour-hersh?utm_source=post-email-title&publication_id=457596&post_id=102273390&isFreemail=true&utm_medium=email">Seymour<span style="mso-ansi-language: EL;"> </span>Hers<span lang="EL" style="mso-ansi-language: EL;">h δημοσιεύει έκθεση</span></a></span> με την οποία καταδεικνύει τις ΗΠΑ ως
υπεύθυνες της ανατίναξης των πετρελαιαγωγών </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">Nordstream</span> 1 </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">kai</span> 2</span></p>
<p class="MsoNormal"><span class="rynqvb"><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><span class="rynqvb">είχαν ανακοινωθεί οι πρώτες
μετά τον πόλεμο του Ιράκ αντιπολεμικές διαδηλώσεις για την Ουκρανία, τόσο στην
Ευρώπη όσο και στην ίδια την Αμερική,</span></p><p class="MsoNormal"><span class="rynqvb">Τρείς ημέρες αφότου εντοπίστηκε το αερόστατο/μπαλόνι και αφού διέπλευσε όλη την χώρα, οι
Αμερικάνοι σήκωσαν αεροπλάνο και το κατέρριψαν. Τις επόμενες ημέρες έκαναν το
ίδιο με άλλα δύο μικρότερα μπαλόνια. Μέχρι και σήμερα, και μετά την ακύρωση
της επίσκεψης Μπλίνκεν στην Κίνα, τα μέσα μαζικής ενημέρωσης στις ΗΠΑ έχουν
ανεβάσει τους ψυχροπολεμικούς τόνους για την κινέζικη κατασκοπεία, έχοντας ‘πνίξει’
εντελώς άλλα, πολύ ενοχλητικά, θέματα της επικαιρότητας.</span></p>
<p class="MsoNormal"><span class="rynqvb"> </span></p><p class="MsoNormal"><span class="rynqvb"> -------</span></p><p></p><h1 class="entry-title eltd-post-title" itemprop="name"><a href="https://caitlinjohnstone.com/2023/02/18/what-we-know-about-the-us-air-forces-balloon-party-so-far/">What We Know About The US Air Force’s Balloon Party So Far</a></h1><p></p><p class="MsoNormal"><span class="rynqvb">Ξέρετε, αυτό που λέγεται συνέχεια, <span style="mso-spacerun: yes;"> </span>ότι δηλ. ο στρατός των ΗΠΑ χρησιμοποιείται
μόνο για να σκοτώνει με σκοπό τον έλεγχο πλουτοπαραγωγικών πόρων και την δημιουργία κερδών
για το στρατιωτικό-βιομηχανικό συγκρότημα, δεν είναι απολύτως αλήθεια.</span><span class="hwtze"> </span><span class="rynqvb">Αποδεικνύεται ότι ο αμερικανικός στρατός
χρησιμοποιείται επίσης για κατάρριψη μπαλονιών …πάρτυ. </span></p>
<p class="MsoNormal"><span class="rynqvb">Σε ένα άρθρο με τίτλο «</span><a href="https://www.theguardian.com/us-news/2023/feb/17/object-us-military-shot-down-amateur-hobbyists-balloon">Το
αντικείμενο που καταρρίφθηκε από αμερικανικό πύραυλο μπορεί να ήταν μπαλόνι των
12 δολαρίων ερασιτεχνών χομπίστων</a><span class="rynqvb">», ο Richard Luscombe <b style="mso-bidi-font-weight: normal;">στον Guardian</b> αναφέρει τα εξής: <span style="mso-spacerun: yes;"> </span>Μια ομάδα χομπιστών, η «North Illinois
Bottlecap Balloon Brigade» λέει, ότι ένα από τα σκάφη της χάθηκε πάνω από την
Αλάσκα στις 11 Φεβρουαρίου, την ίδια ημέρα που ένα αμερικανικό αεροσκάφος F-22
κατέρριψε ένα άγνωστο αερομεταφερόμενο αντικείμενο όχι πολύ μακριά πάνω από την
επικράτεια Yukon του Καναδά. </span></p>
<p class="MsoNormal"><span class="rynqvb">Στην ανάρτηση της η ομάδα δεν συνέδεσε τα
δύο γεγονότα της κατάρριψης και της απώλειας του μπαλονιού.</span><span class="hwtze"> </span><span class="rynqvb">Αλλά η τροχιά του μπαλονιού της ομάδας πριν
από το τελευταίο καταγεγραμμένο ηλεκτρονικό του check-in στις 12.48 π.μ.
εκείνης της ημέρας, υποδηλώνει μια σύνδεση – καθώς και μια φλεγόμενη κατάρρευση
εξ αιτίας ενός πυραύλου sidewinder, την 124η ημέρα του ταξιδιού του, τρεις
μέρες πριν</span><span class="hwtze"> </span><span class="rynqvb">ολοκληρώσει τον
έβδομο περίπλου της γης. </span></p>
<p class="MsoNormal"><span class="rynqvb">Εάν όντως συνέβη αυτό, θα σήμαινε ότι <b style="mso-bidi-font-weight: normal;">ο αμερικανικός στρατός ξόδεψε έναν πύραυλο
κόστους 439.000$ για να ρίξει ένα αβλαβές μπαλόνι αξίας περίπου 12$.</b> </span></p>
<p class="MsoNormal"><span class="rynqvb">«Οι περιγραφές και των τριών αγνώστων
αντικειμένων που καταρρίφθηκαν στις 10-12 Φεβρουαρίου ταιριάζουν με τα σχήματα,
τα υψόμετρα και τα ωφέλιμα φορτία των μικρών μπαλονιών, τα οποία συνήθως
μπορούν να αγοραστούν για 12-180 $ το καθένα, ανάλογα με τον τύπο», γράφει ο
Steve Trimble για την </span><a href="https://aviationweek.com/defense-space/aircraft-propulsion/hobby-clubs-missing-balloon-feared-shot-down-usaf"><span lang="EN-US" style="mso-ansi-language: EN-US;">Aviation</span><span lang="EN-US"> </span>Week</a><span class="rynqvb">, ο οποίος πρώτος δημοσίευσε την ιστορία των χομπιστών της ομάδας
Bottlecap Balloon Brigade. </span></p>
<p class="MsoNormal"><span class="rynqvb">Αυτή η πληροφορία θα προκαλούσε μια μικρή
ανατροπή στους ισχυρισμούς του ηγέτη της πλειοψηφίας της Γερουσίας </span><a href="https://www.theguardian.com/us-news/2023/feb/12/schumer-chinese-humiliated-flying-objects-shot-down">Τσακ
Σούμερ στο ABC's</a><span class="rynqvb"> This Week την Κυριακή, ότι και τα τρία
μπαλόνια που καταρρίφθηκαν το Σαββατοκύριακο ήταν κινεζικές συσκευές
παρακολούθησης και ότι «οι Κινέζοι ταπεινώθηκαν» από τις ΗΠΑ που τους «έπιασαν»
</span><span class="hwtze"><span style="mso-spacerun: yes;"> </span></span><span class="rynqvb">στην απαίσια κατασκοπευτική τους δράση.</span><span class="hwtze"> </span><span class="rynqvb">Διότι, αν η αμερικανική αεροπορία ξόδευσε στην πραγματικότητα
εκατομμύρια δολάρια για να καταρρίψει τρία απλά μπαλόνια, δεν θα ήταν οι
Κινέζοι που ταπεινώθηκαν. </span></p>
<p class="MsoNormal"><span class="rynqvb">Και φαίνεται ότι όντως αυτό συνέβη.</span><span class="hwtze"> </span><span class="rynqvb">Την Τρίτη, ο </span><a href="https://edition.cnn.com/2023/02/14/politics/conspiracy-theories-objects-white-house/index.html">Τζον
Κίρμπι του Εθνικού Συμβουλίου Ασφαλείας είπε</a><span class="rynqvb"> ότι η
«κύρια εξήγηση» για τα τρία άγνωστα ιπτάμενα αντικείμενα που καταρρίφθηκαν
είναι ότι <b style="mso-bidi-font-weight: normal;">ήταν «μπαλόνια που σχετίζονταν
με κάποιον εμπορικό ή καλοήθη σκοπό».</b></span><span class="hwtze"> </span><span class="rynqvb">Την Πέμπτη, ο Πρόεδρος Μπάιντεν είπε στον Τύπο ότι «η τρέχουσα
εκτίμηση είναι ότι αυτά τα τρία αντικείμενα ήταν <b style="mso-bidi-font-weight: normal;">πιθανότατα μπαλόνια σχετιζόμενα με ιδιωτικές εταιρείες, αναψυχή ή
ερευνητικά ιδρύματα που μελετούν τον καιρό ή διεξάγουν άλλη επιστημονική έρευνα</b>».
</span></p>
<p class="MsoNormal"><span class="rynqvb">Οι αρχές των ΗΠΑ και του Καναδά </span><a href="https://archive.is/JFC2O">φέρεται να έχουν σταματήσει</a><span class="rynqvb"> να αναζητούν τα συντρίμμια από δύο από τα μπαλόνια που
καταρρίφθηκαν, κάτι που θα ήταν λογικό δεδομένου ότι δεν θα περίμενε κανείς να
βρει πολλά συντρίμμια από ένα μικρό μπαλόνι που εξερράγη από βλήμα αέρος-αέρος,</span><span class="hwtze"> </span><span class="rynqvb">σχεδιασμένο για να καταστρέφει μαχητικά
αεροπλάνα. </span></p>
<p class="MsoNormal"><span class="rynqvb">Και όλα αυτά αποκαλύπτονται αφότου </span><a href="https://caitlinjohnstone.substack.com/p/us-officials-now-say-chinese-spy">Αμερικανοί
αξιωματούχοι είπαν στην <b style="mso-bidi-font-weight: normal;">Washington Post</b></a><span class="rynqvb"> ότι το «κινεζικό κατασκοπευτικό μπαλόνι» που ξεκίνησε αυτή την πολυήμερη,
άνευ προηγουμένου ιστορικά, φρενίτιδα εναέριου πολέμου στη Βόρεια Αμερική, <b style="mso-bidi-font-weight: normal;">πιθανότατα δεν προοριζόταν ποτέ για παρακολούθηση
των Ηνωμένων Πολιτειών</b>.</span><span class="hwtze"> </span><span class="rynqvb">Οι
ειδικοί, προσπαθώντας να συμβιβάσουν την αφήγηση τους με τους αντιφατικούς
ισχυρισμούς της αμερικανικής κυβέρνησης για σκόπιμη κινεζική κατασκοπεία,
δήλωσαν ότι το μπαλόνι εκτοξεύτηκε πάνω από την αμερικανική ήπειρο εντελώς
τυχαία, δηλώνοντας ότι οι Κινέζοι ίσως είχαν σκοπό το μπαλόνι τους να κατασκοπεύσει
τις αμερικανικές στρατιωτικές δυνάμεις</span><span class="hwtze"> σ</span><span class="rynqvb">τον Ειρηνικό ή κάπου αλλού. </span></p>
<p class="MsoNormal"><span class="rynqvb">Έτσι, για να ανακεφαλαιώσουμε, η
αμερικανική αεροπορία κατέρριψε ένα κινεζικό αερόστατο, που Αμερικανοί
αξιωματούχοι στη συνέχεια παραδέχθηκαν ότι πέταξε πάνω από τις ΗΠΑ εντελώς
τυχαία, και στη συνέχεια ξεφάντωσε πυροβολώντας πράγματα από τον ουρανό, τα
οποία αποδείχθηκε ότι ήταν πιθανώς πολιτικά αερόστατα «πάρτυ».</span><span class="hwtze"> </span><span class="rynqvb">Ολόκληρη <b style="mso-bidi-font-weight: normal;">η αμερικανική πολιτική τάξη και τα μέσα ενημέρωσης πέρασαν τον Φεβρουάριο
ζητώντας μανιωδώς περισσότερη στρατιωτικοποήση και περισσότερες κλιμακώσεις
ψυχρού πολέμου εξαιτίας τεσσάρων ακίνδυνων μπαλονιών. </b></span></p>
<p class="MsoNormal"><span class="rynqvb">Και αυτό που είναι πραγματικά τρελό είναι
ότι </span><a href="https://caitlinjohnstone.com/2023/02/13/whatever-they-decide-these-ufos-are-the-answer-will-be-more-us-militarism/">πιθανότατα
θα τα καταφέρουν με αυτές τις αυξήσεις</a><span class="rynqvb"> στους εξοπλισμούς
και στην κλιμάκωση του ψυχρού πολέμου που επεδίωξαν, παρά την δυστυχία που προκαλείται
κυρίως από την υπερδραστήρια φαντασία των ηγετών της αυτοκρατορίας των ΗΠΑ.</span><span class="hwtze"> </span><span class="rynqvb">Ο υστερικός ηχηρός πανικός σχετικά με τα
«κινεζικά κατασκοπευτικά μπαλόνια», έχει αποσιωπήσει τις αποκαλύψεις που
έρχονται σε αντίθεση με αυτήν την αφήγηση, ενώ <b style="mso-bidi-font-weight: normal;">τα αντι-Κίνα γεράκια χρησιμοποίησαν την ευκαιρία για να ζητήσουν </b></span><a href="https://thehill.com/homenews/senate/3853482-chinese-spy-balloon-has-gop-saying-no-cuts-to-defense/"><b style="mso-bidi-font-weight: normal;">αυξήσεις στις στρατιωτικές δαπάνες</b></a><span class="rynqvb">.</span><span class="hwtze"> </span><span class="rynqvb">Ο </span><a href="https://archive.is/lqJHR">Richard Fontaine του Atlantic</a><span class="rynqvb"> ενθουσιάστηκε τόσο με την υπόθεση, που έγραψε ένα ολόκληρο άρθρο
για το πώς η απειλή των κινεζικών κατασκοπευτικών μπαλονιών μπορεί να
χρησιμοποιηθεί «για να συσπειρωθεί η δημόσια ανησυχία και <b style="mso-bidi-font-weight: normal;">να οικοδομηθεί διεθνής αλληλεγγύη» εναντίον της Κίνας</b>. </span></p>
<p class="MsoNormal"><span class="rynqvb">Αυτοί είναι οι άνθρωποι που κυβερνούν τον
κόσμο μας.</span><span class="hwtze"> </span><span class="rynqvb">Δεν είναι σοφοί.</span><span class="hwtze"> </span><span class="rynqvb">Δεν είναι διορατικοί.</span><span class="hwtze"> </span><span class="rynqvb">Δεν είναι καν ιδιαίτερα έξυπνοι.</span><span class="hwtze"> </span><span class="rynqvb">Η αυτοκρατορία των ΗΠΑ είναι ένας
χαρακτήρας κινουμένων σχεδίων του Yosemite Sam που ανά πάσα στιγμή μπορεί απλά
να ξεφύγει και να αρχίσει να εκτοξεύει πυραύλους Sidewinder σε τυχαία αντικείμενα
στον ουρανό, ουρλιάζοντας «Θα σου τινάξω την κεφάλα σου μακριά!».</span><span class="hwtze"> </span><span class="rynqvb">Αν η πολεμική μηχανή των ΗΠΑ ήταν ένας κοινός
θνητός, στην οικογένειά του θα μιλούσαν σιωπηλά μεταξύ τους για το ενδεχόμενο εγκλεισμού
του σε κάποιο ίδρυμα. </span></p>
<p class="MsoNormal"><span class="rynqvb">Αυτοί είναι οι τελευταίοι άνθρωποι στον
κόσμο που θα έπρεπε να διευθύνουν τα πράγματα και είναι κι οι τελευταίοι που θα
έπρεπε να είναι οπλισμένοι με πυρηνικά όπλα.</span><span class="hwtze"> </span><span class="rynqvb">Κι εδώ ακριβώς βρισκόμαστε κι εμείς, σ’αυτή την παράξενη «φέτα»
του χωροχρόνου.</span><span class="hwtze"> Βοήθεια μας. </span></p>
<p></p>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-89096706531385897012023-03-02T11:05:00.015-08:002023-03-02T12:12:19.832-08:00Η ζωή μετά (...τον πόλεμο στην Ουκρανία)<p> Εν είδει διαλόγου, για το πώς προβλέπεται ο κόσμος μετά τον πόλεμο στην Ουκρανία, δύο αναλύσεις: αυτή του πολλά βαρύ ευρωπαικού Carnegie και ως αντίλογος μια ανάλυση από το southfront.org<br /></p><h1 class="headline">After Russia's War Against Ukraine: What Kind of World Order? </h1><h1 class="headline"><span style="color: #2b00fe; font-size: small; font-weight: normal;">https://carnegieeurope.eu/2023/02/28/after-russia-s-war-against-ukraine-what-kind-of-world-order-pub-89130</span></h1><div class="related-media cols no-gutters"><span style="font-family: arial; font-size: large; font-weight: normal;">There is a growing
perception that the liberal world order is coming to an end. While the
current multilateral system may be weakened by the return of
geopolitics, economic interdependence and transnational ties will
prevent a complete lapse into anarchy. </span><span style="font-family: arial; font-size: large;">The Russian war
against Ukraine and the growing U.S.-China rivalry will have a profound
effect on the future of the world’s political organization. The West’s
hope for an international system based on democracy, rule of law, and
multilateral cooperation—which had already lost plausibility in recent
years—now looks wholly unrealistic.</span><div class="article-body">
<p class="selectionShareable">Current trends and recent strategic
documents point toward a further ramping up of geopolitical competition,
increasing economic protectionism and fragmentation, and a loosening of
the structures of the international order. However, economic
interdependence and transnational ties will likely remain strong enough
to prevent a complete lapse into anarchy and unrestrained competition.
Even so, there is a great risk that the capacity for meeting global
challenges, such as climate change, world poverty, and global health
threats, will be badly damaged.</p>
<h3>The End of an Era</h3>
<p class="selectionShareable">In an <a href="https://www.nytimes.com/2022/10/17/world/europe/eu-ukraine-josep-borrell-fontelles.html" target="_blank">October 2022 speech</a>
to students, the European Union’s foreign affairs chief, Josep Borrell,
compared Europe to a garden, calling the region “the best combination
of political freedom, economic prosperity and social cohesion that
humankind has been able to build.” He contrasted Europe with the rest of
the world, saying, “Most of the world is a jungle and the jungle could
invade the garden.” The remarks <a href="https://www.nytimes.com/2022/10/17/world/europe/eu-ukraine-josep-borrell-fontelles.html" target="_blank">triggered protests</a>,
particularly from officials and pundits in the Global South who accused
Borrell of racism and “neocolonialist” arrogance. Borrell <a href="https://www.eeas.europa.eu/eeas/metaphors-and-geo-politics_en" target="_blank">later apologized</a>
and said that his comments were not intended to have racial, cultural,
or geographic connotations. He had merely wished to juxtapose an
international order based on principles accepted by all with an
international order based on the will of the strongest, or “the law of
the jungle.”</p>
<p class="selectionShareable">Borrell also pointed out that the term
“jungle” had been used by other authors, including U.S.
neoconservatives. This was likely a reference to Robert Kagan’s 2018
book, <a href="https://www.amazon.de/Jungle-Grows-Back-America-Imperiled/dp/0525521658" target="_blank"><i>The Jungle Grows Back: America and Our Imperiled World</i></a>.
Kagan’s book, which was written during the Donald Trump administration,
amounts to a stark warning about the consequences of a U.S. retreat
from its global responsibilities. Kagan writes that without determined
American leadership, nations would revert to traditional patterns of
behavior and the world would relapse into disorder, darkness, and chaos.</p>
<p class="selectionShareable">Both Borrell’s speech and Kagan’s book are
examples of a spreading perception that the end of the post–Cold War
order is approaching and that the achievements of a relatively peaceful
and orderly historical period are at grave risk.</p>
<h3>Challenges to the Liberal and Rules-Based Order</h3>
<p class="selectionShareable">Up until around 2008, the mantra of
Western discourse about international politics was a liberal and
rules-based world order grounded in market economics, democracy, and
multilateral diplomacy. The United States and the EU saw themselves as
the main promoters of such an order, which they hoped would eventually
include most of the world. Since then, faith in this vision has
diminished dramatically.</p>
<p class="selectionShareable">The U.S. appetite for global leadership
waned, partly for domestic political reasons and partly in response to
the wars in Afghanistan and Iraq. Meanwhile, China continued its
economic and political rise and became a leading technological and
commercial power. Expectations that China’s increased prosperity would
result in political liberalization proved mistaken. On the contrary, the
Chinese leadership became more authoritarian, intolerant of dissent,
and obsessed with the absolute dominance of the Communist Party. An
assertive foreign policy, fueled by nationalist propaganda and sustained
military buildup, now underlines China’s ambition to become the
dominant power in Asia.</p>
<p class="selectionShareable">At the same time, Russia turned into an
aggressive revisionist power. As demonstrated by Russia’s war in Georgia
in 2008, its annexation of Crimea and intervention in the Donbas in
2014, and its invasion of Ukraine in 2022, the leadership in Moscow is
determined to reverse some of the losses of the 1990s, increase Russia’s
territory, and establish robust zones of influence.</p>
<p class="selectionShareable">The drawing down of Washington’s
international engagement expanded the maneuvering space of stronger
states in the Global South—among them Egypt, India, Iran, Pakistan,
Saudi Arabia, and Turkey—which became increasingly assertive players in
international politics. They forged new coalitions, enhanced their
political and economic influence, and built up their military clout.
Sometimes this resulted in regional struggles for hegemony, forcing
weaker countries to do what they have always done: seek security either
by allying with bigger powers or balancing between them.</p>
<p class="selectionShareable">Geopolitics, however, is not the only
challenge to an orderly world. International nongovernmental
organizations have documented more than fifteen years of <a href="https://www.idea.int/news-media/news/global-democracy-weakens-2022" target="_blank">democratic decline</a>. According to Freedom House, about <a href="https://freedomhouse.org/sites/default/files/2022-02/FIW_2022_PDF_Booklet_Digital_Final_Web.pdf" target="_blank">38 percent</a>
of the global population currently lives in “not free” countries and
only 20 percent lives in “free” countries. Globalization is running out
of steam, as reshoring and decoupling are the slogans of the day and
protectionism rises in many parts of the world. The internet massively
expands opportunities to disseminate propaganda, disinformation, and
fake news. Information is increasingly weaponized in the service of
geopolitics, undermining democratic processes and manipulating public
opinion. Storms, fires, floods, droughts, and other manifestations of
the climate crisis—which is worsening from year to year—disrupt the
lives of millions and threaten stability in many regions.</p>
<p class="selectionShareable">In the face of these challenges, the
multilateral system is under severe strain and risks losing legitimacy
and effectiveness in tackling transnational challenges. The latest <a href="https://unstats.un.org/sdgs/report/2022/The-Sustainable-Development-Goals-Report-2022.pdf" target="_blank">UN development report</a>
notes that cascading and intersecting crises and growing inequalities
are putting the Sustainable Development Goals in jeopardy.</p>
<h3> </h3><h3>What the Strategic Documents Say</h3>
<p class="selectionShareable">Recent strategic documents present the
return of geopolitics as the decisive factor in the fading of the vision
for a liberal and rules-based world order.</p>
<h4>The EU’s Strategic Compass for Security and Defense</h4>
<p class="selectionShareable">The <a href="https://www.eeas.europa.eu/sites/default/files/documents/strategic_compass_en3_web.pdf" target="_blank">EU’s Strategic Compass</a>,
finalized in March 2022 amid the Russian invasion of Ukraine, paints
the darkest picture: “We live in a world shaped by raw power politics,
where everything is weaponized and where we face a fierce battle of
narratives.” The document enumerates several symptoms of a
disintegrating order, including “the instrumentalization of migrants,
the privatization of armies, the politicization of the control of
sensitive technologies . . . the dynamics of state failure, the retreat
of democratic freedoms as well as attacks on the ‘global commons’ of
cyber space, the high seas and outer space.” The document notes a severe
deterioration of the security environment, calling for a “quantum leap”
in the EU’s capacity as a security provider. The contrast with the <a href="https://data.consilium.europa.eu/doc/document/ST-15895-2003-INIT/en/pdf" target="_blank">EU’s first security strategy</a>
of 2003 is stark: that document began, “Europe has never been so
prosperous, so secure nor so free. The violence of the first half of the
20th Century has given way to a period of peace and stability
unprecedented in European history.”</p>
<h4>The U.S. National Security Strategy</h4>
<p class="selectionShareable">In introducing the <a href="https://www.whitehouse.gov/wp-content/uploads/2022/10/Biden-Harris-Administrations-National-Security-Strategy-10.2022.pdf" target="_blank">U.S. National Security Strategy</a>,
adopted in October 2022, U.S. President Joe Biden also speaks of a
“significant inflection point in world history,” but the document is
less pessimistic than its European counterpart. It not only highlights
similar concerns about the heating up of geopolitical competition, but
it also expresses confidence in the enduring strength of the United
States as the world’s most powerful nation. Although the National
Security Strategy sharply condemns Russian aggression, it unsurprisingly
focuses more on China, calling the country the United States’ “only
competitor with both the intent to reshape the international order and,
increasingly, the economic, military, and technological power to advance
that objective.”</p>
<h4>The China-Russia Joint Statement</h4>
<p class="selectionShareable">In February 2022, days before Russia invaded Ukraine, China and Russia adopted a <a href="http://en.kremlin.ru/supplement/5770" target="_blank">lengthy statement</a>
that amounts to a comprehensive reckoning with the Western approach to
the world order. The statement condemns “some actors representing but a
minority on the international scales” for advocating for unilateral
approaches, resorting to force, interfering in the internal affairs of
others, and generally hampering the development and progress of mankind.
Committing themselves to a “friendship without limits,” the two
countries contrast their own good intentions with the nefarious
practices of “certain states” in areas including trade policy and outer
space.</p>
<p class="selectionShareable">The document notes an ongoing
transformation of the world order and a trend toward a redistribution of
power. Yet, despite their mistrust and hostility toward the West, China
and Russia do not question the multilateral system that evolved under
U.S. leadership since World War II. They position themselves not as
revolutionary founders of an alternative system but rather as committed
members of an established order, which still is strongly influenced by
malign forces. Their pronouncements on the future of global governance
are deeply conservative. They emphasize the centrality of the United
Nations, the principles of the UN Charter, and international law in
general. They pledge to “advance multipolarity and promote the
democratization of the international system,” but creating an
alternative system does not seem to be on their agenda.</p>
<p class="selectionShareable">China and Russia have, of course, engaged
in some international institution building. This includes the Shanghai
Cooperation Organization, the Eurasian Economic Union, the Collective
Security Treaty Organization, the Asian Infrastructure Investment Bank,
and the New Development Bank (formerly known as the BRICS Development
Bank). But these initiatives have limited scope and ambition. Through
these institutions, Russia mainly aims to cement a sphere of influence
in the post-Soviet space, while China aims to project economic power.</p>
<p class="selectionShareable">Globally, Beijing’s and Moscow’s
priorities are to reduce Western influence and strengthen their own
positions within the existing multilateral system. However, their
declared commitments to the existing order are increasingly at odds with
their aggressive power politics. Russia’s invasion of Ukraine and
China’s threatening behavior toward Taiwan and in the South China Sea
challenge fundamental principles of that very order.</p>
<h3>Order or Anarchy?</h3>
<p class="selectionShareable">Although the current order is clearly
weakening, it seems unlikely that there will be a fundamental
restructuring of the international system. It would likely take another
global disaster for there to be a fresh start similar to when the United
Nations was created after World War II. At the same time, a complete
relapse into a Hobbesian world of unrestrained and selfish competition
is also quite unlikely; Borrell’s “jungle” metaphor seems wildly
overblown.</p>
<p class="selectionShareable">Modernization and decades of liberal
economics have brought about a dense network of ties and multiple
interdependencies among states, ties that can only be abandoned at huge
cost (as demonstrated by North Korea). The vast majority of governments
understand that international cooperation remains vital for the future
well-being of their countries and that this cooperation requires an
institutional and legal framework.</p>
<p class="selectionShareable">Some kind of political order will therefore survive. UN Secretary-General António Guterres recently submitted his report, “<a href="https://www.un.org/en/content/common-agenda-report/assets/pdf/Common_Agenda_Report_English.pdf" target="_blank">Our Common Agenda</a>,”
which includes proposals for a “stronger, more networked and inclusive
multilateral system, anchored within the United Nations.” He will also
host a Summit for the Future in September 2024 that aims to forge a new
global consensus on the future world order. Unfortunately, in light of
current geopolitical rivalries, chances for agreement on major
institutional innovations are limited.</p>
<p class="selectionShareable">The future multilateral system will
therefore look similar to the existing one, at least on the surface. But
it is likely to be undermined by a growing emphasis on national
sovereignty and identity politics in many parts of the world and by the
fragmentation of the global economy and the rise of protectionism.</p>
<p class="selectionShareable">Current economic and political trends seem
to point in the direction of a looser international system, leaving
more room for power politics and transactional arrangements between
states that insist on preserving their national sovereignty. Whether
such an order will be capable of dealing effectively with great
transnational challenges is doubtful. In particular, these dynamics will
make it harder to confront the climate crisis, which is the most urgent
and consequential challenge of the coming years.</p>
<h3>Multipolar or Bipolar?</h3>
<p class="selectionShareable">The future international system could have
several power centers. But one current division could shape
international politics for several years: the coming together of the
“non-geographic” West on the one hand and the deepening partnership
between China and Russia on the other.</p>
<p class="selectionShareable">China and Russia see themselves as the
vanguard in the struggle against Western global predominance, and they
are eager to bring others on board. At the last summit meeting of the
BRICS countries (Brazil, Russia, India, China, and South Africa) in June
2022, both Chinese President Xi Jinping and Russian President Vladimir
Putin argued in favor of <a href="https://www.swp-berlin.org/publikation/von-brics-zu-brics-suche-nach-allianzen-und-neuer-identitaet" target="_blank">expanding the group</a>
into BRICS+. Beijing seemed particularly interested in developing the
forum into a counterweight to the Group of Seven (G7). Argentina, Iran,
and Saudi Arabia have already applied for membership to BRICS+, and
several other countries appear interested. However, it has been
difficult to establish a consensus on expansion among the current BRICS
members.</p>
<p class="selectionShareable">The story of BRICS enlargement shows that
as much as China and Russia preach multipolarity, they are actually
working toward a bipolar constellation of forces in which they would
lead a broad alliance of countries in countering the preponderance of
the West. The war in Ukraine has reinforced these tendencies. Weakened
by military setbacks and Western sanctions, Russia will likely become
increasingly dependent on China and, to some extent, will be forced to
align with the strategic interests of its partner. And facing a
worsening rivalry with the United States, China will have every
incentive to keep Russia on its side, even if that entails further
deepening its estrangement from the West.</p>
<p class="selectionShareable">The war has also significantly
strengthened Western unity, revived the North Atlantic Treaty
Organization (NATO), and turned the G7 into an effective mechanism for
coordinating the West’s response to Russian aggression. The Strategic
Compass calls the United States Europe’s “staunchest and most important
partner and a global power contributing to peace, security, stability
and democracy on our continent.” The U.S. leadership role in the current
crisis could also help Washington persuade European countries to
support its policies toward China.</p>
<p class="selectionShareable">A closer partnership between China and
Russia and a more effective Western grouping pose a difficult dilemma
for countries from the Global South. Votes in the UN General Assembly on
the Russian invasion illustrate this. A majority of UN members (141)
supported the <a href="https://www.eeas.europa.eu/sites/default/files/a_es-11_l.1_e.pdf" target="_blank">initial resolution</a>
condemning the invasion. Only 5 countries voted against the resolution,
35 abstained, and 12 did not participate. In 2023, on the anniversary
of the invasion, a similar <a href="https://news.un.org/en/story/2023/02/1133847" target="_blank">resolution</a>
obtained an almost identical result. This broad support was not
surprising because Russia had violated two of the core principles of the
UN Charter: nonuse of force and territorial integrity of states. But an
<a href="https://news.un.org/en/story/2022/04/1115782">initiative</a>
to suspend Russia from the UN Human Rights Council passed much more
narrowly in April 2022, as many developing countries did not vote in
favor of it.</p>
<p class="selectionShareable">The fact that only about fifty countries have <a href="https://www.reuters.com/graphics/UKRAINE-CRISIS/SANCTIONS/byvrjenzmve/" target="_blank">implemented sanctions against Russia</a>
also shows the unwillingness of the Global South to confront Russia.
Apart from a few small states traditionally aligned with Western
countries, the great majority of developing nations do not wish to
sanction Russia. The Russian narrative that the United States and NATO
bear major responsibility for the conflict found open ears in many
developing countries. Anti-Western sentiments, partly fueled by the
legacy of colonialism and resentment against Western double standards,
played a role. A strong wish to stay outside a conflict between big
powers was also an important factor.</p>
<p class="selectionShareable">Many developing countries will likely
continue to strive to stay out of the fight between China and Russia and
the West. India, which is overtaking China in terms of population and
will likely become the <a href="https://www.voanews.com/a/forecasts-show-india-may-become-world-s-third-largest-economy-by-2030/6875735.html" target="_blank">world’s third largest economy</a> before the end of the decade, will probably be a strong force in favor of such a multipolar world.</p>
<p class="selectionShareable">In practical politics, bipolar or
multipolar structures are not stark alternatives. There are many shades
of polarity, and the situation varies from sector to sector. Today, for
instance, the West still enjoys a dominant position in the global
financial system, whereas the rapidly developing high-tech sector has
already assumed a bipolar configuration, with the United States and
China rapidly decoupling from each other. In geopolitical terms, a
bipolar constellation seems a likely but not the only conceivable
scenario for the coming years. An escalation of the war in Ukraine or a
catastrophic Russian defeat could lead to estrangement between China and
Russia. China’s deep integration into the global economy could act as a
powerful mitigating factor in its competition with the United States.
Finally, domestic U.S. developments, such as the presidential elections
in 2024, could disrupt the transatlantic relationship and result in a
more independent European policy.</p>
<h3>Liberal or Just Rules-Based?</h3>
<p class="selectionShareable">References to a “liberal world order” in
international relations speeches and articles have become rarer, whereas
the phrase “rules-based order” has been used more frequently. With
democracy in decline across the world, “rules-based” appears more
realistic and inclusive.</p>
<p class="selectionShareable">The U.S. National Security Strategy offers
an interesting hierarchy of states that share some of the American
vision: the hierarchy “includes our democratic allies in Europe and the
Indo-Pacific as well as key democratic partners around the world that
share much of our vision for regional and international order even if
they do not agree with us on all issues, and countries that do not
embrace democratic institutions but nevertheless depend upon and support
a rules-based international system.” Commitment to a rules-based order
is presented as the key criteria of constructive state behavior, whereas
a lack of democracy can be excused.</p>
<p class="selectionShareable">Despite this apparent de-emphasis of
democracy, the Biden administration still assigns considerable
importance to the promotion of democracy and human rights. In December
2021, fulfilling a campaign promise, Biden convened a Summit for
Democracy. More than one hundred countries participated, and numerous
pledges and proposals for developing democratic governance were made. A
follow-up summit cohosted by the United States, Costa Rica, the
Netherlands, South Korea, and Zambia is planned for March 2023.</p>
<p class="selectionShareable">The Biden administration has made the case
for democracy not in terms of a shared aspiration for a future world
order but rather as a competition between democracies and autocracies.
The rationale for this framing becomes clear when the National Security
Strategy states that the most pressing challenge to the U.S. vision is
“from powers that layer authoritarian governance with a revisionist
foreign policy.” It goes on to state that these powers’ behaviors
threaten international peace, particularly their “waging or preparing
for wars of aggression, actively undermining the democratic political
processes of other countries, leveraging technology and supply chains
for coercion and repression, and exporting an illiberal model of
international order. Many non-democracies join the world’s democracies
in forswearing these behaviors. Unfortunately, Russia and [China] do
not.”</p>
<p class="selectionShareable">However, the United States has placed
itself in an awkward position by conflating its promotion of democratic
governance with its geopolitical rivalry with China and Russia. The <a href="https://www.politico.com/news/magazine/2021/12/05/bidens-democracy-summit-never-good-idea-523718" target="_blank">invitation list for the Summit for Democracy </a>left
out Hungary and Türkiye, but it included India, the Philippines, and
Poland, which have problematic records on democracy but are important
potential partners in meeting the China-Russia challenge. U.S. efforts
to promote democracy would have better chances of success if they
remained separate from geopolitical competition.</p>
<p class="selectionShareable">Looking more broadly, it is evident that
one of the fundamental assumptions underlying the vision of the liberal
and rules-based world order has proved overoptimistic. It was held that
liberal economic policies would speed up economic development across the
world and that greater prosperity would in turn create an irrepressible
<a href="https://www.bruegel.org/blog-post/are-economic-and-political-freedoms-interrelated" target="_blank">demand for political freedom</a>.
In fact, globalization lifted many millions of people out of poverty,
but it also severely disrupted the economic prospects for many regions
of the world. And, as China’s recent history shows, rising prosperity
can go together with a strengthening of central control.</p>
<p class="selectionShareable">Unfortunately, the converse
assumption—that economic setbacks can weaken democratic governance—is
closer to the truth. Democratic backsliding in recent years can partly
be attributed to the societal stress resulting from multiple crises,
including economic downturns, war, the pandemic, and climate change. And
this situation is unlikely to change soon.</p>
<p class="selectionShareable">However, these dark clouds have a silver
lining. It is encouraging that the validity of the normative commitments
of the UN Charter, the Declaration of Human Rights, and the many
conventions on human rights elaborated within the UN system or on the
regional level are not challenged by any relevant government. This will
not provide much comfort to individuals and groups suffering from
discrimination or repression, but it offers state and civil society
actors a good basis for promoting democracy and human rights and for
holding accountable governments that breach their commitments.</p>
<h3>Conclusion</h3>
<p class="selectionShareable">As the post–Cold War era draws to a close,
achieving a liberal and rules-based world order looks more like a dream
than a realistic aspiration. However, there is great uncertainty as to
what will replace it. China and Russia, the most powerful challengers of
the status quo, do not propose an alternative model but rather aim at
expanding their influence in the existing system.</p>
<p class="selectionShareable">As geopolitical rivalries intensify, the
structures of the existing multilateral system are weakening.
Geopolitical rivalries, stronger emphasis on national sovereignty, and
increased economic protectionism are undermining cooperative regimes
that have been painstakingly put together over decades. Hopes for a
global proliferation of democracy and the rule of law have been dashed.
But a lapse into international anarchy remains wholly unlikely.
Globalization has slowed but will not be completely reversed. Economic
interdependence and international communication will continue to require
a considerable amount of institutionalized cooperation. The current
multilateral system inherited from the postwar period will therefore
survive. But the commitment to its rules will continue to diminish, and
power politics and transactional dealmaking will often prevail.</p>
<p class="selectionShareable">Even if the current centrifugal tendencies
remain limited, they will still severely impede efforts to address
urgent transnational problems, such as climate change, biodiversity
decline, state failure, food insecurity, poverty, and global health
threats. And if the world cannot pull together to effectively respond to
these threats, further disruption and fragmentation will certainly
follow. There is thus an urgent need to reverse the current
disintegrative dynamics and to reenergize and strengthen global
governance. There is no time to lose.</p>
</div></div><div class="col col-20"><div class="related-media cols no-gutters"> </div><div class="related-media cols no-gutters"> </div><div class="related-media cols no-gutters"> </div></div><h1 class="entry-title">The West Severely Miscalculated The Geopolitical Ramifications Of The War In Ukraine <span style="font-weight: normal;"><span style="color: #2b00fe; font-size: small;"> </span></span></h1><h1 class="entry-title"><span style="font-weight: normal;"><span style="color: #2b00fe; font-size: small;">https://southfront.org/the-west-severely-miscalculated-the-geopolitical-ramifications-of-the-war-in-ukraine/</span></span></h1>
<div class="wp-caption aligncenter" id="attachment_29884" style="width: 610px;"><a href="https://s2.cdnstatic.space/wp-content/uploads/2016/11/image.jpg" rel="noopener" target="_blank"><img alt="The West Severely Miscalculated The Geopolitical Ramifications Of The War In Ukraine" aria-describedby="caption-attachment-29884" class="wp-image-29884" height="416" src="https://s4.cdnstatic.space/wp-content/uploads/2016/11/image-432x300.jpg" title="The West Severely Miscalculated The Geopolitical Ramifications Of The War In Ukraine" width="600" /></a><p class="wp-caption-text" id="caption-attachment-29884">Illustrative
Image: Russian President Vladimir Putin gestures as he speaks at the
10th business forum “Business Russia” in 2015. Putin has encouraged
businesses to expand domestically before Western nations lift economic
sanctions</p></div>
<blockquote><p>The EU, and not Russia, has weakened since the start of the special military operation</p></blockquote>
<p><i>Written by <b>Ahmed Adel</b>, Cairo-based geopolitics and political economy researcher</i></p>
<p><b>Although many remember February 24 as the first anniversary
of the war in Ukraine, Russia’s special military operation is actually
the next phase of a wider conflict that began in 2014. This is a key
point often overlooked because the narrative built in the West is that
Russia’s intervention was an unprovoked invasion with the sole purpose
of territorial expansionism. The international community, which the West
incorrectly refers to itself as, has rejected this narrative. To the
disappointment of Western leaders, most of the world has instead
deepened their ties with Russia.</b></p>
<p>However, even this narrative has been exposed in the West as a
fallacy. It is recalled that former German Chancellor Angela Merkel
admitted in December 2022 that “the 2014 Minsk agreement was an attempt
to give time to Ukraine.”</p>
<blockquote><p>“It also used this time to become stronger as can be seen
today. The Ukraine of 2014-2015 is not the modern Ukraine,” she said,
adding that “it was clear to everyone” that the conflict had been put on
hold, “yet this was what gave Ukraine invaluable time.”</p></blockquote>
<p>Merkel’s statement confirmed that the Minsk Accords, a series of
agreements which sought to end the Donbass war, was only intended to
give the Ukrainian state more time to militarily strengthen. It also
proves that the Western party of the Minsk Accords never intended to use
this mechanism to find peace and address the concerns of local
residents.</p>
<p>Therefore, the Russian intervention was not necessarily a surprise,
and perhaps the West were even expecting it when remembering that the US
were issuing warnings only weeks before the special military operation
began.</p>
<p><b>However, what was an absolute surprise for the West was the
geopolitical and economic ramifications – all to the detriment of the
West and to the advancement of Moscow.</b></p>
<p>It cannot be denied that sanctions had an impact on the Russian
economy, but the European Union has demonstrated that it is nothing more
than a political dwarf that has no autonomy from Washington. Sanctions
have a limited effect on Russia given that it is a completely
self-sustainable country, unlike Syria and Iran (which are also heavily
sanctioned but without the capacity for self-sustainability).</p>
<p>Rather, the sanctions have actually accelerated the de-Dollorisation
of the global economy and deepened the economic crisis in Europe.</p>
<p>There was evidently naivety in the West as there was a false belief
that Russia would capitulate to sanctions pressure. Instead, Europe is
experiencing an economic crisis that has crushed the Middle Class
through a cost-of-living crisis. Meanwhile, Russia has greater prospects
for recovery compared to Germany and the UK.</p>
<p>According to a January forecast by the International Monetary Fund,
Russia’s economy will grow faster than Germany’s while Britain’s will
contract. This is a far cry from the eminent collapse of the Russian
economy that was predicted when hundreds of international companies,
such as McDonald’s and Boeing, withdrew from Russia and Russians were
blocked from using Western financial institutions.</p>
<p>It is recalled that in March 2022, US Treasury Secretary Janet
Yellen boasted that “the Russian economy will be devastated.” Eleven
months after Yellen’s statement, the IMF predicts that the Russian
economy will start growing again in 2023, expanding by 0.3% and then
2.1% in 2024. Although 0.3% growth is paltry, it is still surprisingly
higher than Germany’s 0.1%, a phenomenal situation considering that it
is Berlin imposing the sanctions, not Russia on Germany.</p>
<p>The UK is in an even worse situation. Its economy is expected to contract by 0.6%.</p>
<div class="wp-caption aligncenter" id="attachment_179382" style="width: 610px;"><a href="https://s2.cdnstatic.space/wp-content/uploads/2023/02/Russia_India_China.jpg" rel="noopener" target="_blank"><img alt="The West Severely Miscalculated The Geopolitical Ramifications Of The War In Ukraine" aria-describedby="caption-attachment-179382" class="wp-image-179382" height="406" src="https://s4.cdnstatic.space/wp-content/uploads/2023/02/Russia_India_China-444x300.jpg" title="The West Severely Miscalculated The Geopolitical Ramifications Of The War In Ukraine" width="600" /></a><p class="wp-caption-text" id="caption-attachment-179382">Illustrative Image</p></div>
<p><b>India and China are helping Russia alleviate the stress of decoupling from Western financial institutions and trade exchanges.</b>
Many experts believe that the 21st century is the “Asian Century” and
expect the world’s major financial centres to shift from the West to the
East. In this light, Russia’s exclusion from the West has left it with
no choice but to strongly project to the East, something that India,
China and other countries have enthusiastically taken advantage of.</p>
<p>The 20th century was dominated by the bipolar system and a
short-lived unipolar system. Although the 21st century is multipolar in
nature, the overwhelmingly dominant economic and military powers are
expected to be the US and China, with a host of other Great Powers, such
as Russia and India, fully capable of defending their own interests.</p><p> <b>What the West does not realise is that in such a global
system, it is Russia that hugely influences whether the US or China will
triumph</b>. Russia has effectively been given no choice but to
pivot towards China. Future generations in the West will learn that this
was a strategic blunder – and all for the illiberal sake of defending a
neo-Nazi regime in Kiev.</p>
<p>Therefore, the war in Ukraine was expected to be another advancement
of liberalism and Western internationalism. However, what has transpired
instead is the weakening of Western hegemony. The US expected most
countries to fall in line and impose sanctions against Russia, however,
this did not trend in Asia, the Islamic World, Africa, or Latin America.</p>
<p><b>Although the West is persistently and arrogantly defending
the Kiev regime against the reality that Russia will triumph in the war,
it continues to ruin its own reputation in the eyes of the actual
international community by lambasting countries, such as India, for not
following their orders. This will have long-term negative ramification
for the West as its influence is weakening and mistrust is deepening.</b></p>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-62098594343201111122023-03-02T09:38:00.005-08:002023-03-02T09:38:54.790-08:00Η Αμερικανική ηγεμονία και οι κίνδυνοί της: η άποψη της Κίνας<p>Οταν οι Κινέζοι αποφασίζουν να ανοίξουν το στόμα τους, το κάνουν με 9 σελίδες κείμενο και δίνουν τροφή (πιό επίσημη πηγή από το Υπουργείο Εξωτερικών της δεύτερης παγκόσμιας υπερδύναμης δεν υπάρχει!) σε κάθε πικραμένο τριτοκοσμικό που φοβάται να τα βάλει με τις ΗΠΑ. <a href="https://news.cgtn.com/news/2023-02-20/U-S-Hegemony-and-Its-Perils-1hzPTDFI8KI/index.html">Στο επίσημο αυτό κείμενο</a> που δόθηκε στην δημοσιότητα μέσα σε 'πολεμικό' κλίμα (κατάρριψη του μετεωρολογικού μπαλονιού, συνεχείς προκλήσεις στα στενά της Ταιβάν, η "φιλία" των κινέζων με τους επιτιθέμενους στην Ουκρανία Ρώσους, ...) παρατίθεντα <b>ιστορικά και λοιπά πολύ συγκεκριμένα στοιχεία </b>- συχνά αντλημένα από αμερικάνικες πηγές- για </p><p>- την πολιτική ηγεμονία: πραξικοπήματα ανά τον κόσμο, δόγμα Μονρόε στην λατινική Αμερική, πορτοκαλί-και κόκκινες και λοιπές έγχρωμες "επαναστάσεις" στην Ευρασία, αραβική άνοιξη στην Αφρική, κλπ, </p><p>- την στρατιωτική ηγεμονία: με αριθμούς οι εκατοντάδες πόλεμοι ανά τον κόσμο που κήρυξαν οι ΗΠΑ με τις χιλιάδες θύματα, οι στρατιωτικές βάσεις ανά την υφήλίο, κλπ,</p><p>- την οικονομική ηγεμονία: χωρίς καμιά 'κομμουνιστική' ανάλυση εκθέτει την απάτη του δολλαρίου, τον απόλυτο έλεγχο των ΗΠΑ στους διεθνείς οργανισμούς (ΔΝΤ, Παγκόσμια Τράπεζα,..) μέσω των οποίων καταδυναστεύει τις αναπτυσσόμενες χώρες, τις οικονομικές κυρώσεις σε άπειρες χώρες (Κούβα, Ιράκ, Συρία, Ρωσία, Κίνα, ...),<br /></p><p>- την τεχνολογική ηγεμονία: την απαγόρευση συναλλαγών σε τομείς όπως οι ημιαγωγοί όπου οι ΗΠΑ έχουν προβάδισμα, τον έλεγχο του διαδικτύου μέσω του οποίου έχουν γίνει οι μεγαλύτεροι χάκερς παγκοσμίως, κά,<br /></p><p>- την πολιτιστική ηγεμονία: Αξιοποίηση όλων των μέσων (από τις ταινίες του χόλυγουντ, τα παγκόσμια ειδησεογραφικά πρακτορεία, τον άμεσο κι έμμεσο έλεγχο ΜΜΕ σε τρίτες χώρες ) με σκοπό την διαμόρφωση της διεθνούς κοινής γνώμης ώστε να φιλική με τις αμερικανικές ενέργειες καιπρωτοβουλίες,<br /></p><p>για να κλείσουν στα συμπεράσματα με την πρόταση: "<span class="HwtZe" lang="el"><span class="jCAhz ChMk0b"><span class="ryNqvb">Οι Ηνωμένες Πολιτείες πρέπει να κάνουν σοβαρή έρευνα ψυχής.</span></span> <span class="jCAhz ChMk0b"><span class="ryNqvb">Πρέπει να εξετάσουν κριτικά το τι έχουν κάνει, να αφήσουν την αλαζονεία και τις προκαταλήψεις τους και να εγκαταλείψουν τις ηγεμονικές, εξουσιαστικές και εκφοβιστικές πρακτικές τους."</span></span></span></p><p><b><span style="font-size: medium;"> <br /></span></b></p><p><b><span style="font-size: medium;">U.S. Hegemony and Its Perils</span></b> (<span style="font-size: x-small;">February 2023</span>)</p><p><u> </u></p><p><u><span style="font-size: medium;">Contents</span></u></p><div style="text-align: left;">Introduction</div><div style="text-align: left;">I. Political Hegemony – Throwing Its Weight Around</div><div style="text-align: left;">II. Military Hegemony – Wanton Use of Force</div><div style="text-align: left;">III. Economic Hegemony – Looting and Exploitation</div><div style="text-align: left;">IV. Technological Hegemony – Monopoly and Suppression</div><div style="text-align: left;">V. Cultural Hegemony – Spreading False Narratives</div><div style="text-align: left;">Conclusion</div><p> <br /></p><p><span style="font-size: medium;"><b>Introduction</b></span></p><p>Since
becoming the world's most powerful country after the two world wars and
the Cold War, the United States has acted more boldly to interfere in
the internal affairs of other countries, pursue, maintain and abuse
hegemony, advance subversion and infiltration, and willfully wage wars,
bringing harm to the international community.</p><p>The United States
has developed a hegemonic playbook to stage "color revolutions,"
instigate regional disputes and even directly launch wars under the
guise of promoting democracy, freedom and human rights. Clinging to the
Cold War mentality, the United States has ramped up bloc politics and
stoked conflict and confrontation. It has overstretched the concept of
national security, abused export controls and forced unilateral
sanctions upon others. It has taken a selective approach to
international law and rules, utilizing or discarding them as it sees
fit, and has sought to impose rules that serve its own interests in the
name of upholding a "rules-based international order."</p><p>This
report, by presenting the relevant facts, seeks to expose the U.S. abuse
of hegemony in the political, military, economic, financial,
technological and cultural fields and to draw greater international
attention to the perils of the U.S. practices to world peace and
stability and the well-being of all peoples.</p><p> </p><p><span style="font-size: medium;"><b>I. Political Hegemony – Throwing Its Weight Around</b></span></p><p>The
United States has long been attempting to mold other countries and the
world order with its own values and political system in the name of
promoting democracy and human rights.</p><p>◆ Instances of U.S.
interference in other countries' internal affairs abound. In the name of
"promoting democracy," the United States practiced a "Neo-Monroe
Doctrine" in Latin America, instigated "color revolutions" in Eurasia,
and orchestrated the "Arab Spring" in West Asia and North Africa,
bringing chaos and disaster to many countries.</p><p>In 1823, the United
States announced the Monroe Doctrine. While touting an "America for the
Americans," what it truly wanted was an "America for the United
States."</p><p>Since then, the policies of successive U.S. governments
toward Latin America and the Caribbean Region have been riddled with
political interference, military intervention and regime subversion.
From its 61-year hostility toward and blockade of Cuba to its overthrow
of the Allende government of Chile, U.S. policy on this region has been
built on one maxim-those who submit will prosper; those who resist shall
perish.</p><p>The year 2003 marked the beginning of a succession of
"color revolutions" – the "Rose Revolution" in Georgia, the "Orange
Revolution" in Ukraine and the "Tulip Revolution" in Kyrgyzstan. The
U.S. Department of State openly admitted playing a "central role" in
these "regime changes." The United States also interfered in the
internal affairs of the Philippines, ousting President Ferdinand Marcos
Sr. in 1986 and President Joseph Estrada in 2001 through the so-called
"People Power Revolutions."</p><p>In January 2023, former U.S. Secretary
of State Mike Pompeo released his new book Never Give an Inch: Fighting
for the America I Love. He revealed in it that the United States had
plotted to intervene in Venezuela. The plan was to force the Maduro
government to reach an agreement with the opposition, deprive Venezuela
of its ability to sell oil and gold for foreign exchange, exert high
pressure on its economy, and influence the 2018 presidential election.</p><p>◆
The U.S. exercises double standards on international rules. Placing its
self-interest first, the United States has walked away from
international treaties and organizations and put its domestic law above
international law. In April 2017, the Trump administration announced
that it would cut off all U.S. funding to the United Nations Population
Fund (UNFPA) with the excuse that the organization "supports, or
participates in the management of a program of coercive abortion or
involuntary sterilization." The United States quit UNESCO twice in 1984
and 2017. In 2017, it announced leaving the Paris Agreement on climate
change. In 2018, it announced its exit from the UN Human Rights Council,
citing the organization's "bias" against Israel and failure to protect
human rights effectively. In 2019, the United States announced its
withdrawal from the Intermediate-Range Nuclear Forces Treaty to seek the
unfettered development of advanced weapons. In 2020, it announced
pulling out of the Treaty on Open Skies.</p><p>The United States has
also been a stumbling block to biological arms control by opposing
negotiations on a verification protocol for the Biological Weapons
Convention (BWC) and impeding international verification of countries'
activities relating to biological weapons. As the only country in
possession of a chemical weapons stockpile, the United States has
repeatedly delayed the destruction of chemical weapons and remained
reluctant in fulfilling its obligations. It has become the biggest
obstacle to realizing "a world free of chemical weapons."</p><p>◆ The
United States is piecing together small blocs through its alliance
system. It has been forcing an "Indo-Pacific Strategy" onto the
Asia-Pacific region, assembling exclusive clubs like the Five Eyes, the
Quad and AUKUS, and forcing regional countries to take sides. Such
practices are essentially meant to create division in the region, stoke
confrontation and undermine peace.</p><p>◆ The U.S. arbitrarily passes
judgment on democracy in other countries and fabricates a false
narrative of "democracy versus authoritarianism" to incite estrangement,
division, rivalry and confrontation. In December 2021, the United
States hosted the first "Summit for Democracy," which drew criticism and
opposition from many countries for making a mockery of the spirit of
democracy and dividing the world. In March 2023, the United States will
host another "Summit for Democracy," which remains unwelcome and will
again find no support.</p><p> </p><p><b><span style="font-size: medium;">II. Military Hegemony – Wanton Use of Force</span></b></p><p>The
history of the United States is characterized by violence and
expansion. Since it gained independence in 1776, the United States has
constantly sought expansion by force: it slaughtered Indians, invaded
Canada, waged a war against Mexico, instigated the American-Spanish War,
and annexed Hawaii. After World War II, the wars either provoked or
launched by the United States included the Korean War, the Vietnam War,
the Gulf War, the Kosovo War, the War in Afghanistan, the Iraq War, the
Libyan War and the Syrian War, abusing its military hegemony to pave the
way for expansionist objectives. In recent years, the U.S. average
annual military budget has exceeded $700 billion, accounting for 40
percent of the world's total, more than the 15 countries behind it
combined. The United States has about 800 overseas military bases, with
173,000 troops deployed in 159 countries.</p><p>According to the book
America Invades: How We've Invaded or been Militarily Involved with
almost Every Country on Earth, the United States has fought or been
militarily involved with almost all the 190-odd countries recognized by
the United Nations with only three exceptions. The three countries were
"spared" because the United States did not find them on the map.</p><p>◆
As former U.S. President Jimmy Carter put it, the United States is
undoubtedly the most warlike nation in the history of the world.
According to a Tufts University report, "Introducing the Military
Intervention Project: A new Dataset on U.S. Military Interventions,
1776-2019," the United States undertook nearly 400 military
interventions globally between those years, 34 percent of which were in
Latin America and the Caribbean, 23 percent in East Asia and the
Pacific, 14 percent in the Middle East and North Africa, and 13 percent
in Europe. Currently, its military intervention in the Middle East and
North Africa and sub-Saharan Africa is on the rise.</p><p>Alex Lo, a
South China Morning Post columnist, pointed out that the United States
has rarely distinguished between diplomacy and war since its founding.
It overthrew democratically elected governments in many developing
countries in the 20th century and immediately replaced them with
pro-American puppet regimes. Today, in Ukraine, Iraq, Afghanistan,
Libya, Syria, Pakistan and Yemen, the United States is repeating its old
tactics of waging proxy, low-intensity, and drone wars.</p><p>◆ U.S.
military hegemony has caused humanitarian tragedies. Since 2001, the
wars and military operations launched by the United States in the name
of fighting terrorism have claimed over 900,000 lives, with some 335,000
of them civilians, injured millions and displaced tens of millions. The
2003 Iraq War resulted in some 200,000 to 250,000 civilian deaths,
including over 16,000 directly killed by the U.S. military, and left
more than a million homeless.</p><p>The United States has created 37
million refugees around the world. Since 2012, the number of Syrian
refugees alone has increased tenfold. Between 2016 and 2019, 33,584
civilian deaths were documented in the Syrian fighting, including 3,833
killed by U.S.-led coalition bombings, half of them women and children.
The Public Broadcasting Service (PBS) reported on November 9, 2018, that
the air strikes launched by U.S. forces on Raqqa alone killed 1,600
Syrian civilians.</p><p>The two-decade-long war in Afghanistan
devastated the country. A total of 47,000 Afghan civilians and 66,000 to
69,000 Afghan soldiers and police officers unrelated to the September
11 attacks were killed in U.S. military operations, and more than 10
million people were displaced. The war in Afghanistan destroyed the
foundation of economic development there and plunged the Afghan people
into destitution. After the "Kabul debacle" in 2021, the United States
announced that it would freeze some 9.5 billion dollars in assets
belonging to the Afghan central bank, a move considered "pure looting."</p><p>In
September 2022, Turkish Interior Minister Suleyman Soylu commented at a
rally that the United States has waged a proxy war in Syria, turned
Afghanistan into an opium field and heroin factory, thrown Pakistan into
turmoil, and left Libya in incessant civil unrest. The United States
does whatever it takes to rob and enslave the people of any country with
underground resources.</p><p>The United States has also adopted
appalling methods in war. During the Korean War, the Vietnam War, the
Gulf War, the Kosovo War, the War in Afghanistan and the Iraq War, the
United States used massive quantities of chemical and biological weapons
as well as cluster bombs, fuel-air bombs, graphite bombs and depleted
uranium bombs, causing enormous damage on civilian facilities, countless
civilian casualties and lasting environmental pollution.</p><p> </p><p><b><span style="font-size: medium;">III. Economic Hegemony – Looting and Exploitation</span></b></p><p>After
World War II, the United States led efforts to set up the Bretton Woods
System, the International Monetary Fund and the World Bank, which,
together with the Marshall Plan, formed the international monetary
system centered around the U.S. dollar. In addition, the United States
has established institutional hegemony in the international economic and
financial sector by manipulating the weighted voting systems, rules and
arrangements of international organizations, including "approval by 85
percent majority" and its domestic trade laws and regulations. By taking
advantage of the dollar's status as the major international reserve
currency, the United States is basically collecting "seigniorage" from
around the world; and using its control over international
organizations, it coerces other countries into serving America's
political and economic strategy.</p><p>◆ The United States exploits the
world's wealth with the help of "seigniorage." It costs only about 17
cents to produce a $100 bill, but other countries had to pony up $100
worth of actual goods in order to obtain one. It was pointed out more
than half a century ago that the United States enjoyed exorbitant
privilege and deficit without tears created by its dollar and used the
worthless paper note to plunder the resources and factories of other
nations.</p><p>◆ The hegemony of the U.S. dollar is the main source of
instability and uncertainty in the world economy. During the COVID-19
pandemic, the United States abused its global financial hegemony and
injected trillions of dollars into the global market, leaving other
countries, especially emerging economies, to pay the price. In 2022, the
Fed ended its ultra-easy monetary policy and turned to aggressive
interest rate hikes, causing turmoil in the international financial
market and substantial depreciation of other currencies, such as the
euro, many of which dropped to a 20-year low. As a result, a large
number of developing countries were challenged by high inflation,
currency depreciation and capital outflows. This was exactly what
Nixon's secretary of the treasury, John Connally, once remarked, with
self-satisfaction yet sharp precision, "The dollar is our currency, but
it is your problem."</p><p>◆ With its control over international
economic and financial organizations, the United States imposes
additional conditions for assisting other countries. In order to reduce
obstacles to U.S. capital inflow and speculation, the recipient
countries are required to advance financial liberalization and open up
financial markets so that their economic policies would fall in line
with America's strategy. According to the Review of International
Political Economy, along with the 1,550 debt relief programs extended by
the IMF to its 131 member countries from 1985 to 2014, as many as
55,465 additional political conditions had been attached.</p><p>◆ The
United States willfully suppresses its opponents with economic coercion.
In the 1980s, to eliminate the economic threat posed by Japan and
control and use the latter in service of America's strategic goal of
confronting the Soviet Union and dominating the world, the United States
leveraged its hegemonic financial power against Japan and concluded the
Plaza Accord. As a result, the yen was pushed up, and Japan was pressed
to open up its financial market and reform its financial system. The
Plaza Accord dealt a heavy blow to the growth momentum of the Japanese
economy, leaving Japan to what was later called "three lost decades."</p><p>◆
America's economic and financial hegemony has become a geopolitical
weapon. Doubling down on unilateral sanctions and "long-arm
jurisdiction," the United States has enacted such domestic laws as the
International Emergency Economic Powers Act, the Global Magnitsky Human
Rights Accountability Act, and the Countering America's Adversaries
Through Sanctions Act, and introduced a series of executive orders to
sanction specific countries, organizations or individuals. Statistics
show that U.S. sanctions against foreign entities increased by 933
percent from 2000 to 2021. The Trump administration alone has imposed
more than 3,900 sanctions, which means three sanctions per day. So far,
the United States had or has imposed economic sanctions on nearly 40
countries across the world, including Cuba, China, Russia, the DPRK,
Iran and Venezuela, affecting nearly half of the world's population.
"The United States of America" has turned itself into "the United States
of Sanctions." And "long-arm jurisdiction" has been reduced to nothing
but a tool for the United States to use its means of state power to
suppress economic competitors and interfere in normal international
business. This is a serious departure from the principles of a liberal
market economy that the United States has long boasted.</p><p> </p><p><b><span style="font-size: medium;">IV. Technological Hegemony – Monopoly and Suppression</span></b></p><p>The
United States seeks to deter other countries' scientific, technological
and economic development by wielding monopoly power, suppression
measures and technology restrictions in high-tech fields.</p><p>◆ The
United States monopolizes intellectual property in the name of
protection. Taking advantage of the weak position of other countries,
especially developing ones, on intellectual property rights and the
institutional vacancy in relevant fields, the United States reaps
excessive profits through monopoly. In 1994, the United States pushed
forward the Agreement on Trade-Related Aspects of Intellectual Property
Rights (TRIPS), forcing the Americanized process and standards in
intellectual property protection in an attempt to solidify its monopoly
on technology.</p><p>In the 1980s, to contain the development of Japan's
semiconductor industry, the United States launched the "301"
investigation, built bargaining power in bilateral negotiations through
multilateral agreements, threatened to label Japan as conducting unfair
trade, and imposed retaliatory tariffs, forcing Japan to sign the
U.S.-Japan Semiconductor Agreement. As a result, Japanese semiconductor
enterprises were almost completely driven out of global competition, and
their market share dropped from 50 percent to 10 percent. Meanwhile,
with the support of the U.S. government, a large number of U.S.
semiconductor enterprises took the opportunity and grabbed a larger
market share.</p><p>◆ The United States politicizes and weaponizes
technological issues and uses them as ideological tools. Overstretching
the concept of national security, the United States mobilized state
power to suppress and sanction Chinese company Huawei, restricted the
entry of Huawei products into the U.S. market, cut off its supply of
chips and operating systems, and coerced other countries to ban Huawei
from undertaking local 5G network construction. It even talked Canada
into unwarrantedly detaining Huawei's CFO, Meng Wanzhou, for nearly
three years.</p><p>The United States has fabricated a slew of excuses to
clamp down on China's high-tech enterprises with global competitiveness
and has put more than 1,000 Chinese enterprises on sanction lists. In
addition, the United States has also imposed controls on biotechnology,
artificial intelligence and other high-end technologies, reinforced
export restrictions, tightened investment screening, suppressed Chinese
social media apps such as TikTok and WeChat, and lobbied the Netherlands
and Japan to restrict exports of chips and related equipment or
technology to China.</p><p>The United States has also practiced double
standards in its policy on China-related technological professionals. To
sideline and suppress Chinese researchers, since June 2018, visa
validity has been shortened for Chinese students majoring in certain
high-tech-related disciplines, repeated cases have occurred where
Chinese scholars and students going to the United States for exchange
programs and study were unjustifiably denied and harassed, and
large-scale investigation on Chinese scholars working in the United
States was carried out.</p><p>◆ The United States solidifies its
technological monopoly in the name of protecting democracy. By building
small blocs of technology, such as the "chips alliance" and "clean
network," the United States has put "democracy" and "human rights"
labels on high technology and turned technological issues into political
and ideological issues to fabricate excuses for its technological
blockade against other countries. In May 2019, the United States
enlisted 32 countries to the Prague 5G Security Conference in the Czech
Republic and issued the Prague Proposal in an attempt to exclude China's
5G products. In April 2020, then U.S. Secretary of State Mike Pompeo
announced the "5G clean path," a plan designed to build a technological
alliance in the 5G field with partners bonded by their shared ideology
on democracy and the need to protect "cyber security." The measures, in
essence, are the U.S. attempts to maintain its technological hegemony
through technological alliances.</p><p>◆ The United States abuses its
technological hegemony by carrying out cyberattacks and eavesdropping.
The United States has long been notorious as an "empire of hackers,"
blamed for its rampant acts of cyber theft around the world. It has all
kinds of means to enforce pervasive cyberattacks and surveillance,
including using analog base station signals to access mobile phones for
data theft, manipulating mobile apps, infiltrating cloud servers, and
stealing through undersea cables. The list goes on.</p><p>U.S.
surveillance is indiscriminate. All can be targets of its surveillance,
be they rivals or allies, even leaders of allied countries such as
former German Chancellor Angela Merkel and several French Presidents.
Cyber surveillance and attacks launched by the United States, such as
"Prism," "Dirtbox," "Irritant Horn" and "Telescreen Operation," are all
proof that the United States is closely monitoring its allies and
partners. Such eavesdropping on allies and partners has already caused
worldwide outrage. Julian Assange, the founder of Wikileaks, a website
that has exposed U.S. surveillance programs, said, "Do not expect a
global surveillance superpower to act with honor or respect. There is
only one rule: There are no rules."</p><p> </p><p><b><span style="font-size: medium;">V. Cultural Hegemony – Spreading False Narratives</span></b></p><p>The
global expansion of American culture is an important part of its
external strategy. The United States has often used cultural tools to
strengthen and maintain its hegemony in the world.</p><p>◆ The United
States embeds American values in its products, such as movies. American
values and lifestyle are tied to its movies, TV shows, publications,
media content and programs by government-funded non-profit cultural
institutions. It thus shapes a cultural and public opinion space in
which American culture reigns and maintains cultural hegemony. In his
article "The Americanization of the World," John Yemma, an American
scholar, exposed the real weapons in U.S. cultural expansion, Hollywood,
the image design factories on Madison Avenue and the production lines
of Mattel Company and Coca-Cola.</p><p>There are various vehicles the
United States uses to keep its cultural hegemony. American movies are
the most used; they now occupy more than 70 percent of the world's
market share. The United States skillfully exploits its cultural
diversity to appeal to various ethnicities. When Hollywood movies
descend on the world, they scream the American values tied to them.</p><p>◆
American cultural hegemony not only shows itself in "direct
intervention" but also in "media infiltration" and as "a trumpet for the
world." U.S.-dominated Western media has a particularly important role
in shaping global public opinion in favor of U.S. meddling in the
internal affairs of other countries.</p><p>The U.S. government strictly
censors all social media companies and demands their obedience. Twitter
CEO Elon Musk admitted on December 27, 2022, that all social media
platforms work with the U.S. government to censor content, reported Fox
Business Network. Public opinion in the United States is subject to
government intervention to restrict all unfavorable remarks. Google
often makes pages disappear.</p><p>The U.S. Department of Defense
manipulates social media. In December 2022, The Intercept, an
independent U.S. investigative website, revealed that in July 2017, U.S.
Central Command official Nathaniel Kahler instructed Twitter's public
policy team to augment the presence of 52 Arabic-language accounts on a
list he sent, six of which were to be given priority. One of the six was
dedicated to justifying U.S. drone attacks in Yemen, such as by
claiming that the attacks were precise and killed only terrorists, not
civilians. Following Kahler's directive, Twitter put those
Arabic-language accounts on a "white list" to amplify certain messages.</p><p>◆The
United States practices double standards on the freedom of the press.
It brutally suppresses and silences the media of other countries by
various means. The United States and Europe bar mainstream Russian
media, such as Russia Today and Sputnik, from their countries. Platforms
such as Twitter, Facebook and YouTube openly restrict official accounts
of Russia. Netflix, Apple and Google have removed Russian channels and
applications from their services and app stores. Unprecedented draconian
censorship is imposed on Russia-related content.</p><p>◆The United
States abuses its cultural hegemony to instigate "peaceful evolution" in
socialist countries. It sets up news media and cultural outfits
targeting socialist countries. It pours staggering amounts of public
funds into radio and TV networks to support their ideological
infiltration, and these mouthpieces bombard socialist countries in
dozens of languages with inflammatory propaganda day and night.</p><p>The
United States uses misinformation as a spear to attack other countries
and has built an industrial chain around it; there are groups and
individuals making up stories and peddling them worldwide to mislead
public opinion with the support of nearly limitless financial resources.</p><p> </p><p><b><span style="font-size: medium;">Conclusion</span></b></p><p>While
a just cause wins its champion wide support, an unjust one condemns its
pursuer to be an outcast. The hegemonic, domineering, and bullying
practices of using strength to intimidate the weak, taking from others
by force and subterfuge, and playing zero-sum games are exerting grave
harm. The historical trends of peace, development, cooperation and
mutual benefit are unstoppable. The United States has been overriding
truth with its power and trampling justice to serve self-interest. These
unilateral, egoistic and regressive hegemonic practices have drawn
growing, intense criticism and opposition from the international
community.</p><p>Countries need to respect each other and treat each
other as equals. Big countries should behave in a manner befitting their
status and take the lead in pursuing a new model of state-to-state
relations featuring dialogue and partnership, not confrontation or
alliance. China opposes all forms of hegemonism and power politics and
rejects interference in other countries' internal affairs. The United
States must conduct serious soul-searching. It must critically examine
what it has done, let go of its arrogance and prejudice, and quit its
hegemonic, domineering and bullying practices.</p>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-89466397977974130552023-01-29T12:50:00.000-08:002023-01-29T12:50:08.514-08:00Rand Corporation: Avoiding a long war<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><i>Επιτέλους μια ακτίνα φωτός/ελπίδας σ’αυτόν τον πόλεμο!</i></p>
<p class="MsoNormal"><i><span style="mso-spacerun: yes;"> </span>Το
χρηματοδοτούμενο απ’ευθείας από το πεντάγωνο </i><i><span lang="EN-US" style="mso-ansi-language: EN-US;">think</span><span lang="EN-US"> </span></i><i><span lang="EN-US" style="mso-ansi-language: EN-US;">tank</span><span lang="EN-US"> <span style="mso-spacerun: yes;"> </span></span></i><i><span lang="EN-US" style="mso-ansi-language: EN-US;">Rand</span><span lang="EN-US"> </span></i><i><span lang="EN-US" style="mso-ansi-language: EN-US;">Corporation</span>, σε μια πολυσέλιδη
ανάλυση με τίτλο «<em><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"><a href="https://www.rand.org/pubs/perspectives/PEA2510-1.html"><span style="font-style: normal;">Avoiding a long war: US policy and the trajectory of
the Russia-Ukraine conflict</span></a>»</span></em>, αναλύει πέντε παραμέτρους
που θα επηρεάσουν την εξέλιξη του πολέμου στην Ουκρανία: </i></p>
<p class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-bidi-font-style: italic; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><i>την πιθανότητα χρήσης πυρηνικών όπλων από τη
Ρωσία, </i></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-bidi-font-style: italic; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><i>την ενδεχόμενη κλιμάκωση του πολέμου σε σύγκρουση
ΝΑΤΟ-Ρωσίας, </i></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-bidi-font-style: italic; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i>τη διαμόρφωση των εδαφικών κατακτήσεων, </i></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-bidi-font-style: italic; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i>τη διάρκεια του πολέμου, </i></p>
<p class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-bidi-font-style: italic; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><i>τον τρόπο λήξης του πολέμου. </i></p>
<p class="MsoNormal"><i>Η ανάλυση πραγματεύεται τη διερεύνηση των επιπτώσεων για
τα αμερικάνικα συμφέροντα από τα εναλλακτικά σενάρια εξέλιξης του πολέμου.<span style="mso-spacerun: yes;"> </span>Παραθέτω παρακάτω κάποιες σημειώσεις μου από την
30σέλιδη ανάλυση.</i></p>
<p class="MsoNormal">Για την ενδεχόμενη χρήση πυρηνικών όπλων το συμπέρασμα των
αναλυτών είναι ότι «<span class="rynqvb">η κυβέρνηση Μπάιντεν έχει πολλούς λόγους
να καταστήσει την <b style="mso-bidi-font-weight: normal;"><span style="color: red;">πρόληψη χρήσης</span>
πυρηνικών όπλων </b>από τους Ρώσους <b style="mso-bidi-font-weight: normal;">πρωταρχική
προτεραιότητα</b> για τις Ηνωμένες Πολιτείες».</span></p>
<p class="MsoNormal"><span class="rynqvb">Ως προς την ενδεχόμενη κλιμάκωση του
πολέμου με εμπλοκή ευρωπαικών χωρών, παρότι «η έκταση της <b style="mso-bidi-font-weight: normal;">έμμεσης</b> <b style="mso-bidi-font-weight: normal;">εμπλοκής</b> των
συμμάχων του ΝΑΤΟ στον πόλεμο είναι <b style="mso-bidi-font-weight: normal;">εκπληκτική
σε εύρος</b>» η <b style="mso-bidi-font-weight: normal;">στρατηγική επιδίωξη των
ΗΠΑ είναι <span style="color: red;">να περιορισθεί ο πόλεμος </span></b>αποκλειστικά μεταξύ Ρωσίας-Ουκρανίας.</span></p>
<p class="MsoNormal"><span class="rynqvb">Οσον αφορά την παράμετρο των εδαφικών
κατακτήσεων, <span style="mso-spacerun: yes;"> </span>«Ένα τέλος του πολέμου, που
θα άφηνε την Ουκρανία με πλήρη έλεγχο της διεθνώς αναγνωρισμένης επικράτειά της,
θα αποκαταστούσε τον κανόνα εδαφικής ακεραιότητας, <b style="mso-bidi-font-weight: normal;">αποτελεί όμως ένα εξαιρετικά απίθανο αποτέλεσμα</b>». <span style="mso-spacerun: yes;"> </span>Αλλωστε εκτιμούν οι αναλυτές, σε σχέση με την
σημερινή κατάσταση, «τα οφέλη από μεγαλύτερο εδαφικό έλεγχο της Ουκρανίας είναι
μέτρια ή λιγότερο σημαντικά» και ότι «<b style="mso-bidi-font-weight: normal;"><span style="color: red;">ο
εδαφικός έλεγχος</span>, αν και εξαιρετικά σημαντικός για την Ουκρανία, <span style="color: red;">δεν είναι η
πιο σημαντική παράμετρος</span> του πολέμου για τις Ηνωμένες Πολιτείες</b>».</span></p>
<p class="MsoNormal"><span class="rynqvb">Αναλύοντας την παράμετρο της συνέχισης
του πολέμου με σκοπό την αποδυνάμωση της Ρωσίας, οι αναλυτές εκτιμούν ότι «η
Ρωσία έχει ήδη αποδυναμωθεί σημαντικά από τον πόλεμο, επομένως οι Ηνωμένες
Πολιτείες θα έβλεπαν μόνο <b style="mso-bidi-font-weight: normal;">μέτρια οφέλη
από την περαιτέρω αποδυνάμωση του αντιπάλου τους</b>». Γενικά, κατά τους αναλυτές οι κίνδυνοι για τις ΗΠΑ από την παράταση του πολέμου είναι μεγαλύτεροι (έχοντας κατά νου κυρίως τις τρεις προηγούμενες παραμέτρους) από τα όποια οφέλη.</span><span class="rynqvb"></span></p>
<p class="MsoNormal"><span class="rynqvb">Στα συμπεράσματα της ανάλυσης υπενθυμίζεται
η δήλωση του προέδρου Μπάιντεν ότι «αυτός <b style="mso-bidi-font-weight: normal;">ο
πόλεμος θα τελειώσει <span style="color: red;">στο τραπέζι των διαπραγματεύσεων</span>».</b> Οι αναλυτές
παραδέχονται ότι η κυβέρνηση των ΗΠΑ δεν έχει κάνει ακόμη κινήσεις για να
ωθήσει τα μέρη προς συνομιλίες.</span><span class="hwtze"></span> <span><span>Επειδή όμως <span style="mso-spacerun: yes;"> </span>δεν αρκεί</span><span class="rynqvb"> μια αλλαγή στην πολιτική των ΗΠΑ -χωρίς την συναίνεση των άμεσα
εμπόλεμων χωρών- για να πυροδοτήσει τις πολυπόθητες διαπραγματεύσεις,</span><span style="font-family: "Arial","sans-serif";"> </span><span class="rynqvb">οι αναλυτές
υπογραμμίζουν τους τέσσερις άξονες <span style="mso-spacerun: yes;"> </span>για
να κινηθούν οι Ηνωμένες Πολιτείες προκειμένου να προκαλέσουν την ειρηνευτική
διαδικασία: </span></span></p><div class="MsoNormal" style="text-align: left;"><span><span class="rynqvb">«- <b style="mso-bidi-font-weight: normal;">αποσαφήνιση των σχεδίων
τους για μελλοντική υποστήριξη στην Ουκρανία, </b></span></span></div><div class="MsoNormal" style="text-align: left;"><span><span class="rynqvb"><b style="mso-bidi-font-weight: normal;">- ανάληψη δεσμεύσεων για την
ασφάλεια της Ουκρανίας, </b></span></span></div><div class="MsoNormal" style="text-align: left;"><span><span class="rynqvb"><b style="mso-bidi-font-weight: normal;">- έκδοση διαβεβαιώσεων σχετικά με την ουδετερότητα της
χώρας και </b></span></span></div><div class="MsoNormal" style="text-align: left;"><span><span class="rynqvb"><b style="mso-bidi-font-weight: normal;">- καθορισμός όρων για την ελάφρυνση των κυρώσεων για τη Ρωσία</b>».</span></span></div>
<p class="MsoNormal"><span class="rynqvb">Η Ρωσία είναι καιρός τώρα που λέει ότι οι
μόνες ειρηνευτικές διαπραγματεύσεις που θα είχαν νόημα είναι απ’ευθείας με τους
Δυτικούς. Οι «εν κατακλείδι» προτάσεις του </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">Rand</span><span lang="EN-US"> </span>φαίνεται
να αποτελούν μια ικανοποιητικότατη βάση διαπραγματεύσεων για τους Ρώσους. Η αρνητική
εμπειρία από τις πρόσφατες διαπραγματεύσεις με τους δυτικούς, (τόσο όσον αφορά την
προς ανατολάς επέκταση του ΝΑΤΟ, όσο και από τις συμφωνίες του Μίνσκ), δεν πιστεύω ότι μπορεί να ακυρώσει την όποια ειρηνευτική προσπάθεια.</span></p>
<p></p>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-32428167870702805432022-12-24T09:35:00.000-08:002022-12-24T09:35:14.477-08:00Είναι η Ευρώπη αποικία των ΗΠΑ;<p></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span class="rynqvb">Σε συνέχεια της προηγούμενης ανάρτησης με
τίτλο<span style="mso-spacerun: yes;"> </span>«</span><a href="https://mia-parea.blogspot.com/2022/12/blog-post.html">Πυροβολεί η Ευρώπη
τα πόδια της;</a><span class="rynqvb">» και με τον Πούτιν και άλλους να μιλούν
για </span><a href="https://www.aljazeera.com/economy/2022/5/17/putin-europes-russia-sanctions-tantamount-to-economic-suicide">αυτοκτονία
της Ευρώπης</a><span class="rynqvb">, (εξ αιτίας του εμπάργκο στη ρωσική
ενέργεια), συνεχίζουμε την ανάπτυξη μιας<span style="mso-spacerun: yes;">
</span>συλλογιστικής που προσπαθεί να εξηγήσει <u>το …ανεξήγητο</u>: το <b style="mso-bidi-font-weight: normal;">γιατί οι ευρωπαίοι πολιτικοί καταδικάζουν
την ευρωπαϊκή οικονομία και το βιοτικό μας επίπεδο σε μαρασμό, διακινδυνεύοντας
και το άμεσο εκλογικό τους συμφέρον.</b></span></p>
<p class="MsoNormal"><span class="rynqvb"><span style="mso-spacerun: yes;"> </span></span></p>
<h3><a name="_Toc122516212">Είναι η Ευρώπη αποικία των ΗΠΑ;</a></h3>
<p class="MsoNormal"><span class="rynqvb">Η αποικιοκρατία αποτελεί κατά την
πρόσφατη ιστορία προνόμιο <span style="mso-spacerun: yes;"> </span>-κατ’αποκλειστικότητα
σχεδόν- της «πολιτισμένης» Δύσης. Αρχικά εκδηλώθηκε ως <u>ωμή στρατιωτική βία</u>
ευρωπαϊκών χωρών εναντίον λιγότερο αναπτυγμένων τρίτων χωρών, με κύριο στόχο
την εκμετάλλευση-λεηλασία των πόρων τους. Στην πορεία, μετά την ανέλιξη των ΗΠΑ
σε υπερδύναμη, έχουμε την εμφάνιση μιας νέο-αποικιοκρατίας, με την εγκαθίδρυση στις
πρώην αποικίες <u>απόλυτα ελεγχόμενων κυβερνήσεων</u>, δικτατοριών ή μπανανο-δημοκρατιών.
Τέλος, τα τελευταία χρόνια και μετά<span style="mso-spacerun: yes;"> </span>την
επικράτηση των νεοφιλελεύθερων πολιτικών και <span style="mso-spacerun: yes;"> </span>την προώθηση της<span style="mso-spacerun: yes;"> </span>παγκοσμιοποίησης, η εκμετάλλευση και <u>ο
έλεγχος των απανταχού αποικιών έγινε «αόρατος». Περιήλθε στα χέρια του
παγκόσμιου τραπεζικού κεφάλαιου</u> (με έδρα κυρίως στις ΗΠΑ) και κρύφτηκε πίσω
από όρους συμβάσεων και προυποθέσεις που θέτει το Διεθνές Νομισματικό Ταμείο
προκειμένου να εκταμιεύσει ένα δάνειο σε μια χώρα, πίσω από τις
διαπραγματεύσεις του Παγκόσμιου Οργανισμού Εμπορίου ή τα υπερατλαντικά σύμφωνα
επενδύσεων με ισχύ ανώτερη των εθνικών νομοθεσιών.</span></p>
<p class="MsoNormal"><span class="rynqvb">Ερχόμενοι τώρα στην περίπτωση της
Ευρώπης, χρειάζεται να ανατρέξουμε στην απόβαση των ΗΠΑ στην Νορμανδία το 1944
και την προέλαση των Σοβιετικών εξ ανατολών, η Ευρώπη τελούσε υπό πλήρη
γερμανική κατοχή. Η απόβαση των Αμερικανών εκδηλώθηκε σαν μια κούρσα ταχύτητας
στο να προλάβουν τους «Κόκκινους» από το να κατακτήσουν ολόκληρη την
καπιταλιστική Ευρώπη. (</span><span class="rynqvb"><i style="mso-bidi-font-style: normal;"><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Ειρήσθω εν παρόδω ότι</span></i></span><span class="rynqvb"><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> <i style="mso-bidi-font-style: normal;">η απελευθέρωση της Ευρώπης οφείλεται
πρωτευόντως στην αντίσταση και τα 20 εκατ. θύματα του σοβιετικού λαού και
δευτερευόντως στην απόβαση των ΗΠΑ στην Νορμανδία)</i></span></span><span class="rynqvb"><span style="font-size: 8.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">. </span>Το τέλος του πολέμου βρήκε την Ευρώπη διαιρεμένη στο ανατολικό
και στο δυτικό μπλοκ χωρών, με χαρακτηριστικότερη την περίπτωση της ίδιας της
Γερμανίας που διαιρέθηκε σε Ανατολική και Δυτική. </span></p>
<p class="MsoNormal"><span class="rynqvb">Μετά την απελευθέρωση, οι ΗΠΑ εγκαταστάθηκαν
μόνιμα πλέον στην ευρωπαϊκή ήπειρο με την ιδιότητα του <u>εγγυητή της
στρατιωτικής της ασφάλειας</u>. Το 1949 μάλιστα υπογράφεται και η ίδρυση του
ΝΑΤΟ ως αμυντικής στρατιωτικής συμμαχίας η οποία </span><a href="https://el.wikipedia.org/wiki/%CE%9D%CE%91%CE%A4%CE%9F">προκάλεσε ως
αντίδραση την ίδρυση του Συμφώνου της Βαρσοβίας</a><span class="rynqvb"> και την
έναρξη του πολύχρονο ψυχρού πολέμου. Μέσω του ΝΑΤΟ η Αμερική σταδιακά
αναδείχθηκε σε εγγυητή της ασφάλειας των ευρωπαϊκών χωρών από τον εξ ανατολών
«κομμουνιστικό» κίνδυνο. Συνιστά, όμως, <span style="mso-spacerun: yes;"> </span>αυτό κατάκτηση κι έλεγχο της ηπείρου; </span></p>
<p class="MsoNormal"><span class="rynqvb">Την ίδια περίοδο, το 1948,<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span><a href="https://www.telegraph.co.uk/news/worldnews/europe/1356047/Euro-federalists-financed-by-US-spy-chiefs.html">με
βάση αποχαρακτηρισμένα έγγραφα της αμερικάνικης κυβέρνησης</a><span class="rynqvb">,<span style="mso-spacerun: yes;"> </span>συστήνεται η </span><span lang="EN-US" style="mso-ansi-language: EN-US;">American</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Committee</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">for</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">a</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">United</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Europe</span>. Η ενλόγω επιτροπή
συνέβαλλε πολιτικά και οικονομικά στα πρώτα βήματα ίδρυσης της Ευρωπαϊκής <span style="mso-spacerun: yes;"> </span>Ένωσης. Αξίζει να σημειωθεί ότι ακόμα και ο πολλά
τιμώμενος ως συνιδρυτής της Ένωσης <span lang="EN-US" style="mso-ansi-language: EN-US;">Robert</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Schuman</span> ήταν -με βάση τα προαναφερθέντα έγγραφα- μισθωτός των
ΗΠΑ. Σύμφωνα με τα ίδια έγγραφα, το 1958 <span style="mso-spacerun: yes;"> </span>το 53,5% του προϋπολογισμού λειτουργίας του <span lang="EN-US" style="mso-ansi-language: EN-US;">European</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Movement</span><span lang="EN-US"> </span>(που
προώθησε και συντόνισε τα πρώτα στάδια της ίδρυσης της ενιαίας αγοράς) χρηματοδοτούνταν
από τις ΗΠΑ. Αναφέρεται μάλιστα στα ίδια έγγραφα, ότι οι ενλόγω ενέργειες των
ΗΠΑ στην μεταπολεμική Ευρώπη ήταν παρασκηνιακές, ενώ η όλη μεθόδευση λειτούργησε
ως «κρυφή επιχείρηση» (<span lang="EN-US" style="mso-ansi-language: EN-US;">covert</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">operation</span>).
Αυτό που επιδίωκαν οι ΗΠΑ ήταν ο σχηματισμός μιας υπερεθνικής ευρωπαικής
οντότητας μέσω της οποίας θα παρέκαμπταν τις χρονοβόρες διαπραγματεύσεις (δασμολογικές)
με κάθε μεμονομένη ευρωπαική χώρα. Απώτερος στόχος των ΗΠΑ ήταν το άνοιγμα μιας
ενιαίας ευρωπαϊκής αγοράς για τις αμερικανικές επιχειρήσεις. Η <a href="http://isj.org.uk/the-internationalist-case-against-the-european-union/#footnote-263-29">υλοποίηση,
όμως, του σχεδίου της ευρωπαικής ενοποίησης</a>, ούτε άμεση υπήρξε ούτε εύκολη.
Υπήρξε χρονοβόρα, περνώντας από διάφορα στάδια όπως αυτά καθορίζονταν τόσο από
τον ενδοευρωπαικό ανταγωνισμό μεταξύ των οικονομιών των χωρών-μελών, όσο και
κυρίως με τις ίδιες τις ΗΠΑ.<span style="mso-spacerun: yes;"> </span></p>
<p class="MsoNormal">Το σημαντικότερο της Συνθήκης της Ρώμης βάσει της οποίας
ιδρύθηκε η ΕΟΚ για να φτάσουμε σταδιακά στην σημερινή Ευρωπαική Ενωση δεν είναι
το ότι δημιούργησε την ενιαία ευρωπαική αγορά, αλλά το ότι <u>ίδρυσε ένα
υπερεθνικό θεσμικό όργανο,<span style="mso-spacerun: yes;"> </span>με εξουσία να
διαπραγματεύεται όρους εμπορίου και συνεργασίας με τον υπόλοιπο κόσμο</u>. Ε<span class="rynqvb">νας αντιδημοκρατικός, μη αιρετός, υπερεθνικός μηχανισμός εξουσίας,
στον οποίο τα κράτη μέλη εκχώρησαν σημαντικότατα κομμάτια της εθνικής κυριαρχίας
τους. Από την νομισματική, την φορολογική, την δασμολογική πολιτική μέχρι την
αμυντική πολιτική της. Η ίδρυση της Ευρωπαϊκής Ενωσης, μέσα από τα διάφορα
στάδια της εξέλιξης της, λειτούργησε παράλληλα με την Βορειο-Ατλαντική Συμμαχία
(ΝΑΤΟ) ως το δίδυμο θεσμικού ελέγχου των ευρωπαικών χωρών. </span></p>
<h3><a name="_Toc122516213">Το Ευρωπαικό οικοδόμημα</a></h3>
<p class="MsoNormal">Ενώ στην περίπτωση του ΝΑΤΟ ο αμερικάνικος έλεγχος είναι
φανερός και αναμφισβήτητος, στην περίπτωση των οργάνων διοίκησης της Ευρωπαικής
Ενωσης η εικόνα δεν είναι τόσο ξεκάθαρη. Η στελέχωση φαίνεται να γίνεται από
τις ίδιες τις ευρωπαικές χώρες με κάποιους προσυμφωνημένους κανόνες (π.χ. πάντα
Γάλλος ο πρόεδρος της Ευρωπαικής Κεντρικής Τράπεζας, ένα επίτροπος από κάθε
χώρα-μέλος, κλπ). Όταν, όμως, στην εποχή της νεοαποικιοκρατίας οι ΗΠΑ κατορθώνουν
να προωθούν δικούς τους ανθρώπους στις περισσότερες ευρωπαϊκές κυβερνήσεις, δεν
μπορεί παρά να προωθούνται φιλο-αμερικάνοι και στην διοίκηση της ΕΕ.</p>
<p class="MsoNormal">Ενδεικτικό της αποξένωσης της Ευρωπαικής Επιτροπής από τα
κράτη μέλη από τα οποία κατά τα λοιπά διορίζεται, αποτελεί η υφέρπουσα
πολύχρονη κόντρα ανάμεσα στον εκάστοτε πρόεδρο της Επιτροπής και τον επικεφαλής
του Ευρωπαικού Συμβουλίου που εκφράζει την συνισταμένη των απόψεων των αρχηγών
κρατών. Ενδεικτικό είναι <a href="https://www.kathimerini.gr/world/562131169/politico-mia-dysleitoyrgiki-schesi-stin-kardia-tis-e-e/">δημοσίευμα
του <span lang="EN-US" style="mso-ansi-language: EN-US;">Politico</span></a> που <strong><span style="font-family: "Calibri","sans-serif"; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">αποδίδει
τα χρόνια αυτά προβλήματα σε …ασυμφωνία χαρακτήρων και οργανωτικές αδυναμίες.
Επειδή όμως πρόκειται για θεσμούς (εποικοδόμημα) κι όχι για τυχαία συνεύρεση
δύο ανθρώπων, σημασία έχουν οι οικονομικές δυνάμεις που εκπροσωπούν (βάση ) που
στην περίπτωση μας φαίνεται να είναι τα συγκρουόμενα οικονομικά συμφέροντα των
ΗΠΑ και της Ευρώπη. Όπως στην περίπτωση της κωλυσιεργίας της Επιτροπής να
εισηγηθεί στο Συμβούλιο αρχηγών μια πρόταση για το ομόφωνα συμφωνηθέν από το
Συμβούλιο Αρχηγών πλαφόν στην τιμή του εισαγόμενου φυσικού αερίου, με την οποία
δεν συμφωνούσαν οι ΗΠΑ. </span></strong><strong><span style="font-family: "Calibri","sans-serif"; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"></span></strong></p>
<p class="MsoNormal">Ο ανταγωνισμός μεταξύ της Επιτροπής και του Συμβουλίου Αρχηγών
των κρατών-μελών ήταν από καιρό μια πρόκληση, σημειώνεται στο δημοσίευμα, στο
οποίο γίνεται λόγος για τομείς ευθύνης που επικαλύπτονται, με αποτέλεσμα να
επανέρχεται στο προσκήνιο το ερώτημα που αποδίδεται στον Χένρι Κίσινγκερ: «<a href="https://www.politico.eu/article/who-do-i-call-if-i-want-to-call-the-us/">ποιόν
πρέπει να καλέσεις, όταν θες να τηλεφωνήσεις στην Ε.Ε.;</a>». Ή, την πολλάκις
διατυπωθείσα άρνηση τα τελευταία χρόνια του υπουργού εξωτερικών της Ρωσίας
Λαβρόφ, να συναντηθεί με τους εκπροσώπους ΝΑΤΟ και ΕΕ, δηλώνοντας ότι θεωρεί
πιο παραγωγικό να συνδιαλέγεται απ’ευθείας με τους αρχηγούς ευρωπαικών κρατών. </p>
<p class="MsoNormal"><strong><span style="font-family: "Calibri","sans-serif"; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></strong></p>
<h3><a name="_Toc122516214">Το πολιτικό προσωπικό</a></h3>
<p>Σαν να μην έφθανε το ταρακούνημα που προκάλεσε ο 99χρονος(!) Κίσσινγκερ με
το παραπάνω σχόλιο του, <a href="https://www.bloomberg.com/news/articles/2022-07-19/kissinger-warns-biden-against-endless-confrontation-with-china?leadSource=uverify%20wall"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">ανασκοπώντας
τις επιδόσεις των σημερινών Ευρωπαίων ηγετών</span></a><span class="rynqvb"> -<i style="mso-bidi-font-style: normal;">από τον Γάλλο Εμανουέλ Μακρόν μέχρι τον
Γερμανό Όλαφ Σολτς</i>- είπε ότι «τον λυπεί το γεγονός ότι η σημερινή ευρωπαϊκή
ηγεσία<b style="mso-bidi-font-weight: normal;"> δεν έχει την αίσθηση κατεύθυνσης
και αποστολής</b> που είχαν προηγούμενοι αρχηγοί κρατών, όπως ο Αντενάουερ και
ο Ντε Γκωλ».</span><span class="hwtze"> </span><span class="rynqvb"></span></p>
<p>Την δήλωση αυτή του Κίσσινγκερ <a href="https://hosteagle.club/russia/559310-lavrov-european-bright-leaders/?__cpo=aHR0cHM6Ly93d3cucnQuY29t"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">κλήθηκε
να σχολιάσει κι ο υπουργός εξωτερικών της Ρωσίας</span></a> κ.Λαβροφ, ο οποίος
ούτε λίγο ούτε πολύ δήλωσε ότι <b style="mso-bidi-font-weight: normal;">το όποιο
κύρος κι εξουσία έχει η ηγεσία της Ευρωπαικής Επιτροπής, το οφείλει στην «έλλειψη
λαμπρών ηγετών» στα κράτη-μέλη. </b><span lang="EN-US" style="mso-ansi-language: EN-US;">(Lavrov:<em>“The lack of bright leaders is something really convenient.”</em> <em>“To
whom?”</em> Simonyan asked.<em>“To the bureaucrats that make up the European
Commission,”</em> he said).</span></p>
<p class="MsoNormal"><span class="hwtze">Διαβάζοντας τις αρνητικές αυτές διατυπώσεις
για τους ευρωπαίους πολιτικούς από δύο ιστορικές πολιτικές καραβάνες, συνειρμικά
καθαρά οδηγηθήκαμε στην πίεση που δεχόταν η χώρα μας στην αρχή των μνημονίων
για να προχωρήσει σε ανανέωση του πολιτικού προσωπικού της. Στόχος που
επιτεύχθηκε βλέποντας κανείς το νεαρό της ηλικίας και τα βιογραφικά αρκετών 40άρηδων
πολιτικών μας, όχι μόνο στα νέα κόμματα (ΣΥΡΙΖΑ) αλλά και στα παραδοσιακότερα
(ΝΔ,ΠΑΣΟΚ) υψηλόβαθμων κυβερνητικών παραγόντων ευρωπαικών χωρών. </span><span class="rynqvb">Το φαινόμενο της «ανανέωσης» γενικεύθηκε παγκοσμίως, με την
επικράτηση των νεοφιλελεύθερων πολιτικών και αναλύεται λεπτομερώς σε άρθρο με
τίτλο </span><a href="http://mrzine.monthlyreview.org/2009/patnaik220409.html">The
Global Financial Community</a><span class="style1"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 115%;">.</span></i></b></span><span class="rynqvb"> Πρόκειται για τον
διορισμό σε υπουργικές και λοιπές κυβερνητικές θέσεις στελεχών των μεγάλων
αμερικάνικων τραπεζών. Αφορά σε ανθρώπους οι οποίοι, έχοντας κάνει μια υψηλόβαθμη
τραπεζική καριέρα, δεν συμμετείχαν ποτέ σε καμία πολιτική δραστηριότητα, δεν
κέρδισαν ποτέ εκλογές με βάση τη λαϊκή εντολή</span><span class="hwtze"> </span><span class="rynqvb">και κανένας από αυτούς δεν έμεινε ιδιαίτερα πιστός στο πολιτικό
κόμμα που τον πρότεινε.</span><span class="hwtze"> </span><span class="rynqvb">Ωστόσο,
αναδεικνύονται ως οι διαμορφωτές της οικονομικής πολιτικής και προωθούνται
σιγά-σιγά έως και αρχηγοί κόμματος και πρωθυπουργοί </span><span class="hwtze">(βλ.</span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Mario</span><span lang="EN-US" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Draghi</span><span style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">-</span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Goldman</span><span lang="EN-US" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Sachs</span><span class="hwtze">,<span style="mso-spacerun: yes;"> </span></span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Rishi</span><span lang="EN-US" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Sunak</span><span style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">- </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">expert</span><span lang="EN-US" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">in</span><span lang="EN-US" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">hedge</span><span lang="EN-US" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">funds</span><span style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">, </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Emmanuel</span><span lang="EN-US" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Macron</span><span style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">- </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Rothschild</span><span lang="EN-US" style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">bank</span><span style="line-height: 115%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">, Παπαδήμος<span style="mso-spacerun: yes;"> </span>παλαιότερα σε μας, κά). </span></p>
<p class="MsoNormal"><span class="rynqvb">Στις ίδιες τις ΗΠΑ, αρκεί κανείς να δει
με ονοματεπώνυμα </span><a href="http://mrzine.monthlyreview.org/2009/patnaik220409.html">τα μέλη <span style="mso-spacerun: yes;"> </span>της κυβέρνησης <span lang="EN-US" style="mso-ansi-language: EN-US;">Obama</span></a><span class="rynqvb"><span lang="EN-US"> </span>που προέρχονται από τον τραπεζικό χώρο. Αλλά κι αυτού ακόμα
του Τραμπ που ενώ στο προεκλογικό του σποτ ακούγεται να …κατακεραυνώνει την </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">Goldman</span><span lang="EN-US"> </span></span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">Sachs</span>: «Είναι μια παγκόσμια δομή εξουσίας που είναι υπεύθυνη για
τις οικονομικές αποφάσεις που λήστεψαν την εργατική τάξη μας, αφαίρεσαν τη χώρα
μας από τον πλούτο της και έβαλαν αυτά τα χρήματα στις τσέπες μιας χούφτας
μεγάλων εταιρειών και πολιτικών οντοτήτων», </span><a href="https://wallstreetonparade.com/2017/01/heres-how-goldman-sachs-became-the-overlord-of-the-trump-administration/">η
κυβέρνηση του είχε ουκ ολίγα στελέχη της ίδιας τράπεζας</a><span class="rynqvb">!
Μια τράπεζα –που με μια ελαφριά παραφορά του ονόματος της- της κόλλησαν το
παρατσούκλι «Government Sachs».</span></p>
<p class="MsoNormal"><span class="rynqvb"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: #548dd4; mso-themecolor: text2; mso-themetint: 153;">Επίλογος</span></b></p>
<p class="MsoNormal"><span class="rynqvb">Μια τέτοια Ευρώπη, ερειπωμένη μετά την
ήττα της από τους Ναζί, με έναν θεσμικό εξοπλισμό που εξ αρχής ήταν διάτρητος
από </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">made</span><span lang="EN-US"> </span></span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">in</span><span lang="EN-US"> </span>USA κρυφές επιχειρήσεις, κι ένα
πολιτικό προσωπικό με όλο τον κυνισμό της ιδιοτέλειας και των προσωπικών
στρατηγικών, είναι αναμενόμενο να πυροβολεί τα πόδια της και μαζί το βιοτικό
μας επίπεδο. </span></p>
<p class="MsoNormal"><span class="rynqvb"> </span></p>
<p class="MsoNormal"><span class="rynqvb">Ενώ όμως έχω παραθέσει όλες τις παραπάνω
πληροφορίες και συλλογισμούς, δυσκολεύομαι να οδηγηθώ σε μια πειστική, λακωνική
απάντηση του στυλ «οι Ευρωπαίοι πολιτικοί δεν ξέρουν τι τους γίνεται» ή «η
Ευρώπη είναι αποικία και υπακούει στις ΗΠΑ». Ο λόγος που δυσκολεύομαι να απαντήσω
(στο «<i style="mso-bidi-font-style: normal;">γιατί οι ευρωπαίοι πολιτικοί καταδικάζουν
την ευρωπαϊκή οικονομία…)</i> είναι ότι <span style="mso-spacerun: yes;"> </span>αποδίδουμε
εξ αρχής στους πολιτικούς κάποια εξουσία και δύναμη που δεν έχουν. Δεδομένου
ότι τις αποφάσεις δεν τις παίρνει το πολιτικό «προσωπικό» (</span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">political</span><span lang="EN-US"> </span></span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">personnel</span>, όπως το βάφτισαν οι αγγλοσάξωνες), αλλά τα «αφεντικά» τους
που είναι το χρηματιστικό κεφάλαιο και τα κυρίαρχα μονοπώλια. </span></p>
<p class="MsoNormal"><span class="rynqvb">Επί θητείας Μέρκελ ένα τμήμα της Γερμανικής
οικονομίας ποντάρισε στην φθηνή ρωσική ενέργεια και επένδυσε μεγάλα ποσά. Η
πολιτική ηγεσία όμως δεν έπαψε ποτέ να αντιμετωπίζει το ρωσικό κράτος ως εχθρό,
όπως φάνηκε από τις εκ των υστέρων δηλώσεις της Μέρκελ ότι οι συμφωνίες του
Μίνσκ ήταν υποκριτικές, (προκειμένου να κερδίσει χρόνο η Δύση για να εξοπλίσει
και να προετοιμάσει πολεμικά την Ουκρανία). Σήμερα κάποιο άλλο τμήμα του
χρηματιστικού-μονοπωλιακού κεφαλαίου(π.χ. τράπεζες, πράσινη οικονομία, …),
όντας ισχυρότερο, επιβάλλει στο πολιτικό προσωπικό να συνταχθεί με τις
αμερικανικές κυρώσεις, ακόμα κι αν κάποια άλλα μονοπώλια (μεταλλουργία, χημική
βιομηχανία, κά) εγγράφουν τεράστιες ζημίες, είτε λόγω ακύρωσης της
δραστηριοποίησης τους στην Ρωσία, είτε εξ αιτίας του κόστους της ενέργειας λόγω
του εμπάργκο. Το πολιτικό προσωπικό χωρίς έμπνευση και όραμα, όπως το κατηγορεί
ο Κίσσινγκερ, συμμορφώνεται γιατί η επανεκλογή του δεν εξαρτάται από το αν θα
πράξει το σωστό ή από τον πόνο που θα επιφέρει στον λαό. Η διατήρηση της κοινωνικής
τάξης, η κατασκευή συναίνεσης και η προώθηση συγκεκριμένων πολιτικών κομμάτων
και προσώπων σε βάρος άλλων, είναι δουλειά των μέσων μαζικής ενημέρωσης,
ιδιοκτησία και απόλυτα ελεγχόμενα από το ίδιο χρηματιστικό-μονοπωλιακό κεφάλαιο
που αναφέρεται ενίοτε και ως …άρχουσα τάξη. Σ αυτό το πνεύμα θα προσπαθήσουμε σ
ένα τελευταίο κείμενο να προσεγγίσουμε και <span style="mso-spacerun: yes;"> </span>την οικονομική και γεωπολιτική διάσταση των
τεκταινόμενων στην Ουκρανία.</span></p> <br /><p></p>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-41049136152751550812022-12-13T04:46:00.001-08:002022-12-13T04:46:13.880-08:00ΚΑΤΑΡ...,Καταρ..., καταρ...αμένη Καϊλή!<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">Η υπόθεση του «<a href="https://www.tovima.gr/2022/12/12/world/gallika-mme-gia-qatargate-to-megalytero-skandalo-stin-istoria-tis-ee/">μεγαλύτερου
σκανδάλου διαφθοράς</a>» που συντάραξε ποτέ την Ευρωπαϊκή Ένωση, αυτή του <span lang="EN-US" style="mso-ansi-language: EN-US;">Qatargate</span><span lang="EN-US"> </span>(Καϊλή,
κλπ), μου θυμίζει τις στημένες υποθέσεις της Δίωξης Ναρκωτικών: <span style="mso-spacerun: yes;"> </span>το κύκλωμα των ναρκεμπόρων να δίνει στην
αστυνομία από καιρού εις καιρόν –έτσι για ξεκάρφωμα- κάποια μικρά ψάρια, ή και
κάποια μεγαλύτερα. Κι αυτό γιατί ζούμε σε ένα σύστημα στο οποίο ο χρηματισμός
των πολιτικών από κάθε είδους συμφέροντα είναι απόλυτα αποδεκτός (βλ.χρηματοδότηση
πολιτικών στις ΗΠΑ), ενώ στην πρωτεύουσα της Ευρωπαϊκής Ένωσης το πιο
διαδεδομένο επάγγελμα που απασχολεί με συναντήσεις τον περισσότερο χρόνο των
τεχνοκρατών της Επιτροπής, είναι αυτό του λομπίστα (<a href="https://diem25.org/manifesto-kanoniki-ekdochi/">περί τις 10.000 οντότητες</a>).<span style="mso-spacerun: yes;"> </span></p>
<p class="MsoNormal">Μετά την υπόθεση της 12χρονης στον Κολωνό, την υπόθεση των υποκλοπών που
ανεβοκατεβαίνει στο τραπέζι καιρό τώρα, τον πατέρα-Αντώνιο με την Κιβωτό του, τον πυροβολημένο
16χρονο από τα μηχανοκίνητα παλληκάρια μας, … η υπόθεση Καϊλή καλείται να μονοπωλήσει τα δελτία ειδήσεών μας, στην πιο καλο-γρασσαρισμένη μηχανή του
δυτικού «πολιτισμού μας» που είναι η χειραγώγηση της κοινής πόρνης.</p>
<p class="MsoNormal">Για την ώρα, σαν έτοιμοι από καιρό μετά την «λασπολόγηση και
δαιμονοποίηση» του Κατάρ με ευκαιρία το Παγκόσμιο Κύπελλο, καλούμαστε να λουστούμε
κι αυτή την υπόθεση για κάποιες μέρες. Ταυτόχρονα θα σιχαθούμε γι’ ακόμα μια
φορά τους διεφθαρμένους πολιτικούς μας, με το ευρωπαϊκό κοινοβούλιο, το μόνο
αιρετό όργανο της Ε.Ε., να έχει χάσει και το λίγο κύρος που είχε. Βούτυρο στο
ψωμί της ευρωσκεπτικιστικής ακροδεξιάς! Εκτιμώ, ότι μόνο στα ψιλά γράμματα και σε
ανύποπτο χρόνο, ίσως μάθουμε κάποια στιγμή την αλήθεια και γι’ αυτή την υπόθεση.
Κι αυτό από διαρροές, όπως γίνεται συνήθως, στα πλαίσια σύγκρουσης κάποιων μεγάλων
συμφερόντων.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">ΥΓ. Μιλώ για «λασπολόγηση και δαιμονοποίηση» του Κατάρ,
γιατί από όσο γνωρίζω είναι η<span style="mso-spacerun: yes;"> </span>πιο
φιλελεύθερη εκδοχή των μοναρχιών της αραβικής χερσονήσου. <a href="https://www.washingtonpost.com/news/global-opinions/wp/2017/06/22/the-blockade-on-qatar-is-a-smokescreen-heres-whats-behind-it/?utm_campaign=pubexchange_article&utm_medium=referral&utm_source=huffingtonpost.com&utm_term=.5dc2cc1a9252">Υποστήριξε
τα κινήματα</a> της Αραβικής Άνοιξης, των Παλαιστινίων, των Αδελφών
Μουσουλμάνων, των αντί-Ασσαντ, κλπ. Επιπλέον, κατέχει ένα από τα μεγαλύτερα
παγκόσμια ειδησεογραφικά πρακτορεία, το Al Jazeera, που δεν υιοθετεί πάντα την
δυτική γραμμή. Αξίζει να σημειωθεί ότι <a href="Al%20Jazeera">το 2017 όταν η
Σαουδική Αραβία κ.ά. προχώρησαν σε αποκλεισμό του Κατάρ</a>, μεταξύ των
αιτημάτων που είχαν τεθεί στο τραπέζι των διαπραγματεύσεων ήταν το Κατάρ να
κλείσει το Al Jazeera. Καθώς επίσης και να διακόψει τις συνεργασίες του με τις όχι
και τόσο φιλοδυτικές Τουρκία και Ιράν. </p>
<p class="MsoNormal">Το σπουδαιότερο, όμως, είναι ότι σε μια εποχή οξυμένης
ενεργειακής κρίσης, τυγχάνει να είναι και <span lang="EN-US" style="mso-ansi-language: EN-US;">o</span><span lang="EN-US"> </span><a href="https://www.qatargas.com/english">μεγαλύτερος παραγωγός και εξαγωγέας παγκοσμίως</a>
LNG (υγροποιημένου φυσικού αερίου). Η Γερμανία, μάλιστα, αυτές τις ημέρες μόλις
<a href="https://www.reuters.com/business/energy/german-econ-minister-satisfied-with-15-year-lng-deal-with-qatar-2022-11-29/">υπέγραψε
σύμφωνο μακροχρόνιας συνεργασίας με το Κατάρ</a>, η έναρξη ενεργοποίησης του
οποίου όμως θα γίνει το 2026, τη στιγμή που το πρόβλημα αντικατάστασης του
ρώσικου αερίου είναι καυτό για το 2023-24. Υπέγραψαν μόλις για 2 εκατ.κ.μ.
ετησίως, τα οποία αντιπροσωπεύουν το ισχνό 6% του ρώσικου αερίου που κατανάλωσε
η Γερμανία το 2021. Κι αυτό, τη στιγμή που το Κατάρ δέσμευσε διπλάσια ποσότητα
υπογράφοντας με την Κίνα. Καθόλου φιλική συμπεριφορά από χώρα σύμμαχο!. Παρ’όλα
αυτά ο τίτλος του άρθρου του <span lang="EN-US" style="mso-ansi-language: EN-US;">Reuters</span><span lang="EN-US"> </span>από όπου έχουμε την πληροφόρηση …«<a href="https://www.qatargas.com/english">Ικανοποιημένος ο Γερμανός υπουργός με
τη 15ετή συμφωνία LNG του Κατάρ</a><span class="rynqvb">”.</span></p>
<p class="MsoNormal">Η Καϊλή ατύχησε να συλληφθεί “κλέπτουσα οπώρας” και θα
τιμωρηθεί. Ακόμα κι αν τα χρηματικά ποσά που ακούγονται είναι αστεία μπροστά σ
εκείνα του Άκη ή του Τράγκα. Κι εγώ οδηγήθηκα να αφιερώνω άχαρες ώρες ερευνητικής
δουλειάς, μόνο και μόνο για να μην μου καταλογίσει κανείς συνωμοσιολογία! Χαρακτηρισμός
που στην τελική στις μέρες μας ίσως είναι απλά συνώνυμος της όποιας άποψης
διαφοροποιείται από την μία και μοναδική επίσημη αφήγηση-προπαγάνδα.</p>
<p></p>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-78182781609769746582022-12-11T13:47:00.000-08:002022-12-11T13:47:32.580-08:00Πυροβολεί η Ευρώπη τα πόδια της;<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">Με αφορμή κάποια δημοσιεύματα που είχαν τίτλους ότι με τις κυρώσεις
εναντίον της Ρωσίας η Ευρώπη πυροβολεί τα πόδια της, ή ότι αυτοκτονεί, ή
ότι προχωρά σαν υπνοβάτης σε πυρηνικό πόλεμο, μπήκα στον πειρασμό να απαντήσω
κι εγώ με τη σειρά μου σε μια σειρά ερωτήματα μου, όπως </p>
<p></p><ul style="text-align: left;"><li>αν οι ευρωπαίοι πολιτικοί είναι βλάκες και προκαλούν τόσο
κακό στους ψηφοφόρους τους, εξ αιτίας των απόλυτα προβλέψιμων συνεπειών του
εμπάργκο στη Ρωσία, ή </li><li>αν η Ευρώπη είναι αποικία των ΗΠΑ μετά τον 2ο Παγκόσμιο Πόλεμο οπότε
αναγκαστικά συμμορφώνεται <span lang="EN-US" style="mso-ansi-language: EN-US;">στις κυρώσεις που ξεκίνησαν και επέβαλαν οι ΗΠΑ στην Ρωσία,</span> ή</li><li>μήπως οι σημερινοί ευρωπαίοι πολιτικοί είναι υπάκουοι υπάλληλοι κάποιων που δίνουν εντολές (political personnel-πολιτικό προσωπικό, άλλωστε, είναι
ο αγγλοσαξωνικός όρος) .</li></ul><p>
</p><p class="MsoNormal">Θα ξεκινήσω σήμερα με το κείμενο «Ενέργεια και οικονομία» επιδιώκοντας να παραπέμπω μόνο σε πηγές του <span lang="EN-US" style="mso-ansi-language: EN-US;">mainstream</span><span lang="EN-US"> </span>τύπου, οι οποίες συχνά αξίζουν να διαβαστούν περισσότερο από το γραπτό μου. Σταδιακά ελπίζω να
καταφέρω να γραφτούν και να προστεθούν και τα υπόλοιπα κείμενα, που θα έχουν τίτλους
όπως «Είναι η Ευρώπη αποικία των ΗΠΑ;»,<span style="mso-tab-count: 1;"> </span>«Το
Ευρωπαικό οικοδόμημα», «Το πολιτικό προσωπικό», «Γεωπολιτική και Rωσία», «Οικονομική
κρίση», …</p>
<p class="MsoNormal"><span style="mso-tab-count: 1;"> </span></p>
<h3><a name="_Toc121692785">Ενέργεια και οικονομία</a></h3>
<p class="MsoNormal"><span class="rynqvb">Η ενέργεια, από την εποχή της ατμομηχανής,
αποτελεί το Α και το Ω της βιομηχανικής παραγωγής. Η βιομηχανική ανάπτυξη
της<span style="mso-spacerun: yes;"> </span>Γερμανίας τις τελευταίες δεκαετίες βασίστηκε
στην προμήθεια<span style="mso-spacerun: yes;"> </span>φθηνής ρωσικής ενέργειας.
Η επιλογή της ήταν στρατηγική και τόσο στέρεη, που παρά την στρατιωτική εμπλοκή
της Ρωσίας στη Γεωργία και την Ουκρανία, και παρά το αμερικανοκίνητο πραξικόπημα
του 2014 στο Κίεβο, συνέχιζε επί μία δεκαετία να επενδύει από κοινού με την
Ρωσία τεράστια κεφάλαια για την κατασκευή του </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">NordStream</span> 2. Με τον τρόπο
αυτό επεδίωκε να μειώσει την εξάρτηση της από τους μέσω Ουκρανίας αγωγούς,
μεταφέροντας το ρωσικό αέριο, απ’ ευθείας, μέσω της Βαλτικής, σε γερμανικό
έδαφος. </span></p>
<p class="MsoNormal"><span class="rynqvb">Η Γερμανία, βέβαια, βίωνε ανασφάλεια στην
προμήθεια του ρωσικού αέριου για πολλά χρόνια πριν. Μια ανασφάλεια που προέρχονταν
κυρίως από τα προβλήματα που προκαλούσε η Ουκρανία, η οποία ανοιγοκλείνοντας<span style="mso-spacerun: yes;"> </span>τις βάνες επιχειρούσε να λύσει τα όποια διμερή
προβλήματα της με τη Ρωσία. Ετσι, άλλωστε προέκυψε η ανάγκη και σχεδιάστηκε η
κατασκευή της απ ευθείας γραμμής του </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">NordStream</span> 2. <span style="mso-spacerun: yes;"> </span>Βλέποντας το μέγεθος και το κόστος του έργου
αυτού (1.250χλμ μήκος, που κόστισε $10 δις από το 2011, με χρηματοδότηση 50-50
μεταξύ Ρωσίας και Ευρώπης) δεν μπορεί κανείς να πιστέψει ότι η Γερμανία
προχώρησε στην κατασκευή του απερίσκεπτα και χωρίς να σταθμίσει τις
γεωπολιτικές παραμέτρους. Φαίνεται όμως ότι η Ευρώπη ποτέ δεν ανησύχησε όσον
αφορά τον ανταγωνισμό της με τη Ρωσία, χάρι τόσο στην πιο προηγμένη τεχνολογικά
οικονομία της, όσο και στην μεγάλη γοητεία που ασκούσε το καταναλωτικό μοντέλο
της<span style="mso-spacerun: yes;"> </span>στην ρωσική κοινή γνώμη (</span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">hard</span><span lang="EN-US"> </span>και </span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">soft</span><span lang="EN-US"> </span></span><span class="rynqvb"><span lang="EN-US" style="mso-ansi-language: EN-US;">power</span>). </span></p>
<p>Το ερώτημα που χρήζει μιας απάντησης ωστόσο είναι το πώς και το γιατί η
Γερμανία μαζί με όλη την Ευρώπη προχώρησε, ύστερα από κάποιες αρχικές
επιφυλάξεις, στην απόλυτη ρήξη με την Ρωσία. Μια ρήξη που οι ευρωπαϊκές
κυβερνήσεις ανέλαβαν εν πλήρη γνώση των αρνητικών συνεπειών της, όπως:</p>
<p style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>Σοβαρότατη ενεργειακή κρίση λόγω α) έλλειψης διαθέσιμων
υποδομών για την προμήθεια και αποθήκευση υγροποιημένου φυσικού αερίου από ΗΠΑ και
τρίτες χώρες β) εκτόξευση του ενεργειακού κόστους στην Ευρώπη. <span style="mso-spacerun: yes;"> </span><a href="https://www.brusselstimes.com/281868/gas-price-in-europe-now-ten-times-higher-than-in-asia"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Ο
πρωθυπουργός του Βελγίου</span></a><span class="MsoHyperlink"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;"><span style="mso-spacerun: yes;"> </span>καταγγέλοντας</span></span><span class="rynqvb"> στρέβλωση στην διαμόρφωση των τιμών του φυσικού αερίου παγκοσμίως,
είπε: «Σήμερα, βλέπουμε ότι οι τιμές του φυσικού αερίου στην Ασία (150
ευρώ/MWh) είναι οι μισές από αυτές στην Ευρώπη (300 ευρώ/MWh)». "Στις
Ηνωμένες Πολιτείες (€30/MWh), είναι ακόμη και δέκα φορές χαμηλότερα από εδώ."</span></p>
<p style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>οριστικό κλείσιμο ή μείωση παραγωγής εξ αιτίας της
αύξησης του ενεργειακού κόστους, με <a href="https://edition.cnn.com/2022/10/07/energy/german-industry-energy-prices/index.html"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">σημαντικότατη
εξασθένηση</span></a> άλλοτε <a href="https://www.reuters.com/business/energy/how-germanys-industrial-giants-are-preparing-winter-2022-09-27/"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">κραταιών
κλάδων της γερμανικής οικονομίας</span></a> όπως η χημική βιομηχανία, η
μεταλλουργία και το χαρτί. <span lang="EN-US" style="mso-ansi-language: EN-US;">O</span><span lang="EN-US"> </span>Economist μάλιστα μεταξύ άλλων βγαίνει με τίτλους όπως <a href="https://finance.yahoo.com/news/germany-faces-looming-threat-deindustrialisation-190652755.html?guccounter=1&guce_referrer=aHR0cHM6Ly93d3cuZ29vZ2xlLmNvbS8&guce_referrer_sig=AQAAAGq-II_jLLb1j1DAYomcVE8PookDw3UKulG4LEAsNhdpmxM76ibsQJRGElAWG2o5wGdP08nZElVko5s3HKqpgLsaG25xss9WAHGVA-8VgZlLV3YrSK4IkifTBN1zNtYDSRFDcUCAt60x49AQjaWyDxarufeAAJE5vDARJgQSQf4X"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">«Η
Γερμανία μπροστά σε διαφαινόμενη απειλή αποβιομηχάνισης»</span></a>.</p>
<p style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>Διαδηλώσεις και αναταραχές λόγω του υψηλού οικιακού
ενεργειακού κόστους κατά την διάρκεια του χειμώνα, σε συνδυασμό με τις προϋφιστάμενες
πληθωριστικές πιέσεις. </p>
<p style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>….</p>
<p>Κι ενώ οι ενορχηστρωμένες από τις ΗΠΑ μονομερείς κυρώσεις εναντίον της
Ρωσίας ευθύνονται αποκλειστικά για τις βαρύτατες <span style="mso-spacerun: yes;"> </span>συνέπειες της ως άνω ενεργειακής κρίσης για
την ευρωπαϊκή οικονομία και κοινωνία, οι συνέπειες τους για τις ΗΠΑ κάθε άλλο
παρά αρνητικές ήταν. Μόλις πρόσφατα η <span lang="EN-US" style="mso-ansi-language: EN-US;">Politico</span><span lang="EN-US"> </span>τιτλοφορούσε ρεπορτάζ της «<span class="rynqvb"><a href="https://www.politico.eu/article/vladimir-putin-war-europe-ukraine-gas-inflation-reduction-act-ira-joe-biden-rift-west-eu-accuses-us-of-profiting-from-war/"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Η
Ευρώπη κατηγορεί τις ΗΠΑ ότι επωφελούνται από τον πόλεμο</span></a>», αναφέροντας
τόσο τις πωλήσεις υγροποιημένου φυσικού αερίου, όσο και τα υπερκέρδη των
πολεμικών βιομηχανιών. Η κερδοφορία των ΗΠΑ, που πλέον καταγγέλλεται
απροκάλυπτα από υπουργικά χείλη ευρωπαϊκών κυβερνήσεων, έφθασε σε σημείο να
χαρακτηρισθεί <a href="https://www.france24.com/en/live-news/20220803-un-chief-slams-excessive-profits-of-oil-gas-firms-amid-ukraine-war"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">ως
«ανήθικη» από τον ίδιο τον Γ</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">.</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Γ</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">.</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">
του ΟΗΕ Antonio Guterres.</span></a></span> </p>
<p>Τα προβλήματα όμως της Ευρώπης με τις ΗΠΑ δεν σταματούν στο διαφορικό κόστος
ενέργειας που καλούνται να πληρώσουν σε σχέση με την ενεργειακά αυτόνομη και
εξαγωγική Αμερική. Ο ενδο-οικογενειακός (στην δύση) ανταγωνισμός είχε ξεκινήσει
ως εμπορικός πόλεμος επί κυβέρνησης Τράμπ, αλλά πλέον με δύο νομοθετήματα του
08/2022 έχουν οδηγήσει τις υπερατλαντικές σχέσεις σε πρωτόγνωρη όξυνση.
Πρόκειται<span style="mso-ansi-language: EN-US;"> </span>για<span style="mso-ansi-language: EN-US;"> </span>τον<span style="mso-ansi-language: EN-US;">
</span>νόμο<span style="mso-ansi-language: EN-US;"> </span>με<span style="mso-ansi-language: EN-US;"> </span>ψευδεπίγραφο<span style="mso-ansi-language: EN-US;"> </span>τίτλο<span style="mso-ansi-language: EN-US;"> </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="https://www.congress.gov/bill/117th-congress/house-bill/5376" target="_blank"><span lang="EN-US" style="mso-ansi-language: EN-US;">Inflation Reduction
Act (IRA)</span></a></span><span style="mso-ansi-language: EN-US;"> </span>και<span style="mso-ansi-language: EN-US;"> </span>την<span style="mso-ansi-language: EN-US;">
<span lang="EN-US">CHIPS and Science Act. </span></span>Δύο νομοθετήματα που
προβλέπουν από ισχυρότατα κίνητρα για την προσέλκυση βιομηχανικών επενδύσεων σε
τομείς αιχμής (<span lang="EN-US" style="mso-ansi-language: EN-US;">chips</span>, μπαταρίες,
νέα υλικά, κπ), μέχρι και επιδοτήσεις στους καταναλωτές που θα προτιμήσουν να
αγοράσουν ηλεκτροκίνητο αυτοκίνητο, εγχώριας όμως παραγωγής. Το ύψος των ενλόγω
ενισχύσεων είναι τόσο μεγάλο που οι ευρωπαικές χώρες, αδυνατώντας να το
ανταγωνιστούν, <a href="https://www.euronews.com/my-europe/2022/11/07/europe-needs-coordinated-united-and-strong-response-to-massive-us-subsidies-le-maire"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">απειλούν
να προσφύγουν εναντίον των ΗΠΑ <span style="mso-spacerun: yes;"> </span>στον
Παγκόσμιο Οργανισμό Εμπορίου.</span></a></p>
<p>Εν τω μεταξύ και για εσωτερική κατανάλωση, το ευρωπαικό κοινό «γανώνεται» με
το κατόρθωμα του «<em><span style="font-style: normal; mso-bidi-font-style: italic;">αρραγούς
μετώπου της δυτικής συμμαχίας» απέναντι στην Ρωσία, μέσα σε ένα πολεμικό κλίμα
εναντίον ενός υποτιθέμενου εχθρού που βρίσκεται πολλά χιλιόμετρα μακριά. </span></em><span class="rynqvb">Στο πλαίσιο αυτό πολύ εύστοχα επανέρχονται συνεχώς ερωτήματα όπως</span></p>
<p style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span class="rynqvb"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span class="rynqvb">γιατί «</span><a href="https://www.europeanbusinessreview.eu/page.asp?pid=6163"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">η
Ευρώπη πυροβολεί τα πόδια της</span></a><span class="rynqvb">» </span></p>
<p style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span class="rynqvb"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span class="rynqvb">γιατί δεν βλέπει ότι <a href="https://www.reuters.com/world/europe/hungary-pm-orban-says-eu-sanctions-russia-have-backfired-2022-09-26/"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">οι
κυρώσεις της εναντίον της Ρωσίας πλήττουν την ίδια περισσότερο</span></a>, όπως
καταγγέλλει ο πρωθυπουργός της Ουγγαρίας</span></p>
<p style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span class="rynqvb"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span class="rynqvb">γιατί δεν μιλά καθόλου για
ειρήνη όταν <a href="https://iuvmarchive.org/en/article/ukraine-crisis-and-the-economic-suicide-of-europe"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">η
παρούσα κρίση οδηγεί αναπόφευκτα σε κοινωνική και οικονομική αυτοκτονία</span></a>;</span></p>
<p></p>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-23389011927015026642022-03-16T13:50:00.000-07:002022-03-16T13:50:05.548-07:00Πετρο-δολάριο και αμερικανική ηγεμονία<p> <!--[if gte mso 9]><xml>
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Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
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Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-68295030665852215102022-01-03T10:47:00.000-08:002022-01-03T10:47:04.246-08:00 "Κανείς δεν νικά σε πυρηνικό πόλεμο"<p> <!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
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</p><p class="MsoNormal"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #01ffff;"><b>ΕΙΔΗΣΗ ΤΗΣ ΧΡΟΝΙΑΣ:</b> </span>από
την Αυστραλία, μέχρι την Αμερική, την Γαλλία και την Ρωσία,
διασταυρωμένο ! </span></p><p class="MsoNormal"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-size: large;"><b><span style="color: red;">Οι πυρηνικές δυνάμεις, μέλη του Συμβουλίου
Ασφαλείας του ΟΗΕ, συμφώνησαν και ανακοίνωσαν σήμερα ότι δεν θα πατήσει
κανείς πρώτος το κουμπί των πυρηνικών!</span> </b></span>ΗΠΑ, Κίνα, Ρωσία, Γαλλία, Βρετανία. Ας ελπίσουμε ότι δεν είναι άλλο
ένα τερτίπι των Αμερικανών, που μέχρι χθες διεκδικούσαν για τον εαυτό
τους το δικαίωμα του προληπτικού πυρηνικού κτυπήματος. Η προπαγάνδα τους μάλιστα έλεγε ότι μπορεί να υπάρξει και ...πυρηνικός
πόλεμος περιορισμένης εμβέλειας.</span><span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></p>
<p class="MsoNormal"><span lang="EN-US" style="font-size: x-small; mso-ansi-language: EN-US;"><a href="https://www.bloomberg.com/news/articles/2022-01-03/nuclear-war-risk-minimized-in-rare-statement-by-weapon-states">https://www.bloomberg.com/news/articles/2022-01-03/nuclear-war-risk-minimized-in-rare-statement-by-weapon-states</a></span><span style="font-size: medium;"><b><span lang="EN-US" style="mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-font-kerning: 18.0pt;"> Nuclear-War Risk Minimized in
Rare Statement by Weapon States</span></b></span></p>
<p class="MsoNormal"><span lang="EN-US" style="font-size: x-small; mso-ansi-language: EN-US;"><a href="https://www.smh.com.au/world/europe/no-one-can-win-a-nuclear-war-superpowers-release-rare-joint-statement-20220104-p59lmf.html">https://www.smh.com.au/world/europe/no-one-can-win-a-nuclear-war-superpowers-release-rare-joint-statement-20220104-p59lmf.html</a></span><span style="font-size: medium;"><b><span lang="EN-US" style="mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-font-kerning: 18.0pt;"><span style="font-size: x-small;"> </span>‘No one can win a nuclear
war’: Superpowers release rare joint statement</span></b></span></p>
<p class="MsoNormal"><span lang="FR" style="font-size: x-small; mso-ansi-language: FR;"> <a href="https://www.lemonde.fr/international/article/2022/01/03/les-etats-unis-la-russie-la-chine-le-royaume-uni-et-la-france-s-engagent-a-prevenir-la-dissemination-de-l-arme-nucleaire_6108043_3210.html">https://www.lemonde.fr/international/article/2022/01/03/les-etats-unis-la-russie-la-chine-le-royaume-uni-et-la-france-s-engagent-a-prevenir-la-dissemination-de-l-arme-nucleaire_6108043_3210.html</a></span><span style="font-size: medium;"><b><span lang="FR" style="mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-font-kerning: 18.0pt;"><span style="font-size: x-small;"> </span> « Une guerre nucléaire ne doit jamais être
menée » : les cinq pays du Conseil de sécurité s’engagent à prévenir
la dissémination de l’arme nucléaire</span></b></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;"><span lang="EN-US" style="font-size: x-small; mso-ansi-language: EN-US;"> <a href="https://www.rt.com/news/545061-nuclear-statement-atomic-war-race/">https://www.rt.com/news/545061-nuclear-statement-atomic-war-race/</a></span> <b><span lang="EN-US" style="font-size: 24pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-font-kerning: 18.0pt;"><span style="font-size: medium;">Nuclear 5 issue statement on
atomic war & arms race</span><span style="font-size: x-small;">: </span></span></b><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">A nuclear war cannot be won and must never be fought,
global powers agree </span></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;"><span lang="EN-US" style="mso-ansi-language: EN-US;">Για να μην περάσει απαρατήρητη, μια και οι σοβαρές ειδήσεις -καλές ή κακές- περνούν στα ψιλά!</span></p>
Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-8354102044646119842021-12-14T14:28:00.002-08:002021-12-14T23:05:07.453-08:00Μουσικά -και όχι μόνο- ΡΑΠίσματα...<!--[if gte mso 9]><xml>
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<p class="MsoNormal"><span class="style-scope">... από ανθρώπους καλλιτέχνες, που αγνοούσα και την μουσική και τ΄όνομα τους. </span></p>
<p class="MsoNormal"><span class="style-scope">Και ένα είδος μουσικής που νόμιζα ότι
δεν μου πάει, γιατί τάχατες δεν είναι μουσική!<br /></span></p><p class="MsoNormal"><span class="style-scope">Μέχρι που "έφαγα" πάνω από τρείς ώρες ψάχνοντας -κόντρα στον αλγόριθμο του Youtube- το 'σωστό' στίχο. </span></p><p class="MsoNormal"><span class="style-scope">Είχα καιρό να συγκινηθώ τόσο! </span></p><p class="MsoNormal"><span class="style-scope"><br /></span></p>
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<h1>Σταμάτης Μορφονιός - Σάλτα γαμήσου πια, κυρ Παντελή</h1>
<p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/TCfBCQ4vm_Y" width="320" youtube-src-id="TCfBCQ4vm_Y"></iframe></div><br /><span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span><p></p><p><span style="font-size: 14pt;">Φταίνε οι νέοι που είναι αντάρτες</span><br />
<span style="font-size: 14pt;">φταίνε οι γυναίκες για τον βιαστή</span><br />
<span style="font-size: 14pt;">φταίνε οι ξένοι, φταίνε οι πουτάνες</span><br />
<span style="font-size: 14pt;">όλοι μας φταίμε, μα όχι εσύ.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Έκλεψες όνειρα, πάτησες πτώματα </span><br />
<span style="font-size: 14pt;">μέχρι μάς έφερες και τους ναζί.</span><br />
<span style="font-size: 14pt;">Μόνο η ζωούλα σου και το σπιτάκι σου</span><br />
<span style="font-size: 14pt;">και πέρα βρέχει, κυρ Παντελή.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Πολλά ανεχτήκαμε από το σινάφι σου </span><br />
<span style="font-size: 14pt;">φτήνια, μιζέρια, ρουφιανιά και χολή</span><br />
<span style="font-size: 14pt;">σφιξ’ την γραβάτα σου μπας και γλυτώσουμε</span><br />
<span style="font-size: 14pt;">και σάλτα γαμήσου πια κυρ-Παντελή.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Δίπλα σου φόνοι κι εσύ….τουμπεκί</span><br />
<span style="font-size: 14pt;">είσαι μια αγιάτρευτη κρυφή πληγή.</span><br />
<span style="font-size: 14pt;">Σπιτάκι, δουλίτσα, τι-βι και βολή</span><br />
<span style="font-size: 14pt;">η σιωπή σου είναι συνενοχή.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Καίγεται ο κόσμος κι εσύ προσοχή</span><br />
<span style="font-size: 14pt;">δε σταμάτησες όμως εκεί.</span><br />
<span style="font-size: 14pt;">Σκοτώνεις στο ξύλο τον Ζακ και σκουπίζεις τα αίμα του απ’ το μαγαζί. </span><br />
<span style="font-size: 14pt;">Το μαχαίρι στον Παύλο το κρατούσες μαζί με το κάθαρμα εκείνο τον νεοναζί.</span><br />
<span style="font-size: 14pt;">Σφάζεις γυναίκες που δείχνουν πυγμή</span><br />
<span style="font-size: 14pt;">γιατί…”όλοι μας ζούμε για μία τιμή”</span><br />
<span style="font-size: 14pt;">και μετά προσκυνάς την τι-βι.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Καμαρώνεις τους φόνους σου σε χάϊ ντεφινί </span><br />
<span style="font-size: 14pt;">και μετά φαγητό και στον θεό προσευχή</span><br />
<span style="font-size: 14pt;">και νανάκια γλυκά χωρίς καμιά ενοχή</span><br />
<span style="font-size: 14pt;">και το άλλο πρωί, ξανά απ’ την αρχή.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Καίγεται ο κόσμος κι εσύ τουμπεκί</span><br />
<span style="font-size: 14pt;">μαυραγορίτης όπως στην κατοχή</span><br />
<span style="font-size: 14pt;">μια ευκαιρία ζητάς να σου κάτσει η καλή</span><br />
<span style="font-size: 14pt;">κι άμα έρθει η ώρα θα τους δείξεις εσύ.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Ένα όρθιο κουφάρι δίχως ψυχή.</span><br />
<span style="font-size: 14pt;">Σιωπηλέ της ιστορίας πρωταγωνιστή.</span><br />
<span style="font-size: 14pt;">Τα τέρατα όλου του κόσμου που πατήσαν στη γη</span><br />
<span style="font-size: 14pt;">σφάξαν λαούς κι ακόμα σφάζουν με την δική σου ανοχή.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Κι εσύ γερολαδάς θαμμένος μέσα σε μαγαζί</span><br />
<span style="font-size: 14pt;">ταγματασφαλίτης που ζητάει λαιμό κομμουνιστή</span><br />
<span style="font-size: 14pt;">χαφιεδόμουτρο στην χούντα με φτιαξιά βασανιστή</span><br />
<span style="font-size: 14pt;">κι εκαμίτης που ψοφάει για ξύλο και καταστολή.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Κομματόσκυλο υπάκουο στου αρχηγού τη γραμμή</span><br />
<span style="font-size: 14pt;">ικανός για τα πάντα, στην κατάλληλη τιμή</span><br />
<span style="font-size: 14pt;">ανθρωπάκι που ανήκει σε ανθρωποφάγα φυλή</span><br />
<span style="font-size: 14pt;">ένας χέστης δειλός που χαϊδεύει ναζί.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Ρίχνεις φόλες ,καις τα δάση, και αρπάζεις τη γη</span><br />
<span style="font-size: 14pt;">κι όλα καλώς καμωμένα αρκεί κανείς να μην σε δει</span><br />
<span style="font-size: 14pt;">σε αηδιάζει των gay το ερωτευμένο φιλί</span><br />
<span style="font-size: 14pt;">να παν στον διάολο όλοι οι ανώμαλοι και οι διαφορετικοί.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Περιμένεις την κατάλληλη στιγμή </span><br />
<span style="font-size: 14pt;">ακόμα λίγο σιωπηλός, ακόμα λίγο υπομονή</span><br />
<span style="font-size: 14pt;">και που θα πάει… θα έρθει.. δε μπορεί…</span><br />
<span style="font-size: 14pt;">εκείνη η μέρα που ονειρεύεσαι να φέρεις προκοπή.</span><br />
<span style="font-size: 14pt;">–</span><br />
<span style="font-size: 14pt;">Μα είσαι γελασμένος κυρ-Παντελή…</span><br />
<span style="font-size: 14pt;">μα είσαι γελασμένος κυρ-Παντελή…</span><br />
<span style="font-size: 14pt;">έχει σωθεί πια η υπομονή…</span><br />
<span style="font-size: 14pt;">έχει σωθεί πια η υπομονή…</span><br />
<span style="font-size: 14pt;">έχει σωθεί πια η υπομονή γι’ αυτό σάλτα γαμήσου πια κυρ Παντελή..</span></p><span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Και για να θυμηθούμε και τον κυρ Παντελή του Τζαβέλλα <span style="mso-spacerun: yes;"> </span></span><span face=""Calibri","sans-serif"" lang="EN-US" style="font-size: 11pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="https://www.youtube.com/watch?v=8G1bwt3czkg">https<span lang="EL" style="mso-ansi-language: EL;">://</span>www<span lang="EL" style="mso-ansi-language: EL;">.</span>youtube<span lang="EL" style="mso-ansi-language: EL;">.</span>com<span lang="EL" style="mso-ansi-language: EL;">/</span>watch<span lang="EL" style="mso-ansi-language: EL;">?</span>v<span lang="EL" style="mso-ansi-language: EL;">=8</span>G<span lang="EL" style="mso-ansi-language: EL;">1</span>bwt<span lang="EL" style="mso-ansi-language: EL;">3</span>czkg</a></span><h1 class="title style-scope ytd-video-primary-info-renderer"> </h1><h1 class="title style-scope ytd-video-primary-info-renderer">Social Waste - Για να νικήσουν</h1></div><div class="ujudUb u7wWjf" data-mh="-1"><span> </span></div><div class="ujudUb u7wWjf" data-mh="-1"><span><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/Ky8PCbJCfxQ" width="320" youtube-src-id="Ky8PCbJCfxQ"></iframe></div><br /> </span></div><div class="ujudUb u7wWjf" data-mh="-1"><span>Είναι ένα θέμα που σε αφορά</span><br /><span>Τούτος ο κόσμος δυο μάσκες φορά</span><br /><span>Άλλη στο Νότο κι άλλη στο Βορά</span><br /><span>Και δεν είναι όλα μια χαρά</span><br /><span>Γι' αυτό δε μπορώ τους μεγάλους του κόσμου</span><br /><span>Που προσπαθούνε να φτάσουν εντός μου</span><br /><span>Να μου μιλήσουν και να με πείσουν</span><br /><span>Για να νικήσουν</span></div><div class="ujudUb u7wWjf" data-mh="-1"><span> </span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span>Πες πως γεννιέσαι και έχεις λεφτά,</span><br /><span>Σπίτια και κότερα κι εξοχικά</span><br /><span>Και πως ανήκεις στην κατηγορία</span><br /><span>Εκείνη που λέμε 'καλή κοινωνία'</span><br /><span>Πρωτόδες το φως σε κάποια κλινική,</span><br /><span>Μα φυσικά και ιδιωτική</span><br /><span>Πήγες στα νήπια και τα προνήπια</span><br /><span>Και γενικά τα ξεκίνησες ήπια </span><br /><span>Κι ύστερα ήρθε εκείνη η ώρα</span><br /><span>Που για τα σχολεία σου λένε προχώρα</span><br /><span>Για να λάβεις μόρφωση που να 'ναι όσια</span><br /><span>Κι όπως θα μάντεψες όχι δημόσια</span><span> </span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span> </span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span>Για να στο κάνω και συγκεκριμένο</span><br /><span>Πες ότι σου 'γραφε το πεπρωμένο</span><br /><span>Να ζήσεις Αθήνα, Λονδίνο, Παρίσι</span><br /><span>Και γενικότερα κάπου στη Δύση</span><br /><span>Να πας στα καλύτερα πανεπιστήμια</span><br /><span>Να συναναστρέφεσαι την academia</span><br /><span>Και την ελίτ την οικονομική,</span><br /><span>Πολιτική και καλλιτεχνική</span><br /><span>Να 'χεις ζωής μέσο όρο 80 παρά</span><br /><span>Να μη χρειαστεί να στηθείς στην ουρά</span><br /><span>Να σου πάν όλα πρίμα –δε βγαίνει κι η ρίμα</span><br /><span>Μα δε θα σου πω άλλα κλισέ για το χρήμα</span><br /><span> </span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span>Γιατί στην ουσία, για να 'χεις υγεία</span><br /><span>Θα τρέχει για σένα ως κι η τεχνολογία</span><br /><span>Και δε θα σε νοιάζει, γιατί να σε νοιάζει;</span><br /><span>Τι πάει να πει το ταβάνι πως στάζει</span><br /><span> </span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span>Εσύ θα ντυθείς τα επώνυμα ρούχα,</span><br /><span>Θα πιεις τα ακριβά τα ποτά τα αλκοολούχα</span><br /><span>Θα αλλάξεις σελίδα στην εφημερίδα</span><br /><span>Για νέα απ' τον κόσμο μα κι απ' την πατρίδα.</span><br /><span>Θα ανάψεις τσιγάρο και θα σχεδιάσεις</span><br /><span>Το πώς και το πού διακοπές θα περάσεις</span><br /><span>Θα πάρεις αμάξι, θα λες 'είμαι εντάξει'</span><br /><span>Θα θέλεις να μπει η ζωή σου σε τάξη.</span><br /><span> </span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span>Γιατί έτσι λένε σε όλους πως πρέπει</span><br /><span>Εκείνοι που δήθεν είναι καθωσπρέπει</span><br /><span>Και δε θα ζητήσεις να βρεις εξηγήσεις</span><br /><span>Και ύστερα θα 'ρθει η σειρά σου να πείσεις.</span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span> </span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span>Είναι ένα θέμα που σε αφορά</span><br /><span>Τούτος ο κόσμος δυο μάσκες φορά</span><br /><span>Άλλη στο Νότο κι άλλη στο Βορά</span><br /><span>Και δεν είναι όλα μια χαρά</span><br /><span>Γι' αυτό δε μπορώ τους μεγάλους του κόσμου</span><br /><span>Που προσπαθούνε να φτάσουν εντός μου</span><br /><span>Να μου μιλήσουν και να με πείσουν</span><br /><span>Για να νικήσουν.</span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span> </span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span>Και τώρα ξέχνα τα όλα και πες</span><br /><span>Ότι γεννήθηκες στο Μαρακές</span><br /><span>Στη Σιέρα Λεόνε και τη Λιβερία,</span><br /><span>Τη Σενεγάλη, τη Μαυριτανία.</span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span> </span><br /><span>Όχι δεν ήταν σε νοσοκομείο,</span><br /><span>Ούτε και πήγες ποτέ σε σχολείο</span><br /><span>Δεν πήρες παιχνίδια από πολυκατάστημα</span><br /><span>Ούτε θα ζεις για μεγάλο διάστημα.</span><br /><span>50 χρόνια το πολύ-πολύ,</span><br /><span>Αν η ζωή είναι μαζί σου καλή</span><br /><span>Κι αν φυσικά δε σου τύχουν προβλήματα</span><br /><span>Όπως εμφύλιοι και πραξικοπήματα.</span><br /><span>Αν συνηθίσεις σε βίο αυτάρκη</span><br /><span>Κι αν δε σου τύχει να πέσεις σε νάρκη</span><br /><span>Τότε θα είσαι απ' τους τυχερούς</span><br /><span>Και απ' τους οργανισμούς τους γερούς.</span><br /><span>Κι ίσως να μάθεις και κολυβογράμματα,</span><br /><span>Μπορεί –που ξέρεις- να δεις και γεράματα</span><br /><span>Να 'χεις μισθό κάτω από δυο δολλάρια</span><br /><span>Και συνοδεία παντού τη μαλάρια</span><br /><span>Ίσως σε βγάλουν και φωτογραφία,</span><br /><span>Ίσως στα Πούλιτζερ πας τα βραβεία</span><br /><span>Θα χεις ζωή αμφιβόλου ποιότητας</span><br /><span>Και 15 λεπτά δημοσιότητας.</span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span> </span><br /><span>Ή πες πως γεννιέσαι κορίτσι πράμα</span><br /><span>Στο Πακιστάν στη Γη των Φυλών</span><br /><span>Να μη σε πιάνει κανένα θάμα</span><br /><span>Μήτε ανθρώπων μήτε και θεών</span><br /><span>Ή κάπου στην Αίγυπτο παιδί εργάτης</span><br /><span>Στα βαμβακοχώραφα ή και στην Κίνα</span><br /><span>Να φτιάχνεις παπούτσια, φανέλες και μπάλες</span><br /><span>Ή να 'σαι απ' τα παιδιά εκείνα</span><br /><span>Που μοίρα τα μοίρανε ξεχωριστή</span><br /><span>Κι είχαν κυανόκρανο για βιαστή</span><br /><span>Στο Πορτ-ο-Πρένς ή στη Μονρόβια</span><br /><span>Και τους κολλήσανε στάμπα ισόβια.</span></div><div class="ujudUb xpdxpnd" data-mh="-1"><span> </span><br /><span>Γι'αυτό δε μπορώ τους μεγάλους του κόσμου</span><br /><span>Που προσπαθούνε να φτάσουν εντός μου</span><br /><span>Να μου μιλήσουν και να με πείσουν,</span><br /><span>Για να νικήσουν.</span></div><div class="ujudUb WRZytc xpdxpnd" data-mh="-1"><span> </span></div><div class="ujudUb WRZytc xpdxpnd" data-mh="-1"><span>Είναι ένα θέμα που σε αφορά</span><br /><span>Τούτος ο κόσμος δυο μάσκες φορά</span><br /><span>Άλλη στο Νότο κι άλλη στο Βορά</span><br /><span>Και δεν είναι όλα μια χαρά</span><br /><span>Γι' αυτό δε μπορώ τους μεγάλους του κόσμου</span><br /><span>Που προσπαθούνε να φτάσουν εντός μου</span><br /><span>Να μου μιλήσουν και να με πείσουν</span><br /><span>Για να νικήσουν</span></div></div><h1> </h1><h1>12ος Πίθηκος - Eνα Καλύτερο Αύριο<br /></h1>
<p class="MsoNormal"><span class="MsoHyperlink"><a href="https://www.youtube.com/watch?v=cnt9QZ2HPaQ"></a></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.youtube.com/watch?v=cnt9QZ2HPaQ"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/cnt9QZ2HPaQ" width="320" youtube-src-id="cnt9QZ2HPaQ"></iframe></a></div><a href="https://www.youtube.com/watch?v=cnt9QZ2HPaQ"><br /><br /></a><p></p><br /><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Δε μπορώ να αναπνεύσω, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">η αδικία με
πνίγει, φορτίο βαρύ, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">μας τελειώνουν αργά, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">βασανιστικά, αναπνέουμε καταστολή </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Αύριο θα πεινάσει η μάνα σου </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">και ο αδερφός σου στους δρόμους θα βγει, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">με τι θα
πας να τον βρεις, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">με τα πολιτικά σου ή με τη στολή? </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope"> </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Αν ζούσε ο Κλεισθενης να
δει, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">θα σας είχε σιχαθεί.. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Δήμος και κράτος, πολίτης και δύναμη, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">τι από τα δυό
είσαι εσύ? </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Πόσο κάνει μια ζωή? </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Μάλλον για σας είναι φθηνή, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">ποτέ δεν είδατε
ανθρώπους (ζώα) </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">για σας είμαστε αριθμοί. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope"> </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Στη χώρα της ελευθερίας </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">όλοι κουβαλάνε Glock, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">στη χώρα της δημοκρατίας </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">σε πατάνε στο λαιμό, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">κυβερνάνε με γκλομπ. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope"> </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Τα
μέτρα θηλιά στο λαιμό, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">στα όρια της χούντας, της τρέλας, της πείνας. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Ωραία λέξη
είναι το lockdown, αντί να πείτε εγκλεισμός, φυλακή καραντίνας. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Πόσα εκατομμύρια
δώσατε στα βοθροκάναλα για τα σποτάκια? </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Για να σας γλύφουν τον κώλο, σαν καλά
γιουσουφάκια. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Μέσα μαζικού εμετού, αυτοί οι ξεφτίλες τους κάνουνε πλάτες. <br /></span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Δεν
είστε δημοσιογράφοι, βλάκες είστε, ψεύτες, είστε πελάτες. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Ενώ άνθρωποι πηδάνε
από ταράτσες, στις ειδήσεις να δείχνετε σάχλες. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Να προσλάβετε και άλλους
γιατρούς, ρε, όχι άλλους μπάτσους νταβάδες. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope"> </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Ακούς νοικοκύρη, μη βιαστείς να με
κρίνεις, να βάλεις ταμπέλα, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">ούτε δεξιός ούτε αριστερός, με λένε Άκη και δηλώνω
ελεύθερο πνεύμα. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Δηλώνω πολίτης Ελλάδας </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">και από το σύνταγμα έχω δικαιώματα, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">που
καταπατούνται ένα προς ένα </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">μέσα σε αίμα και χώματα. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Ρώτα ένα 20χρονο παιδί, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">τι όνειρα κάνει για τη ζωή, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">σ'αυτό το τόπο τον καταραμένο </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">γίναμε σκλάβοι για το
ψωμί. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope"> </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Ίσως αγαπούσα τη χώρα μου, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">αν μ' αγαπούσε και αυτή, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">δε πάσχω από το
σύνδρομο της Στοκχόλμης, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">σιχαίνομαι το βιαστή. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Βλέπω τα νέα παιδιά, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">σα να' ναι
αδέρφια σα να'ναι παιδιά μου, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">για να μη πούνε ποτέ </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">πως τα εγκατέλειψα εγώ και η
γενιά μου. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope"> (....)</span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Οι προηγούμενες γενιές μας σακάτεψαν, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">τώρα τους πειράζει που
αντιδράμε. <br /></span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Άκου να σου πω κυρ. Παντελή </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">αντε και γαμησου, τίποτα δε σου χρωστάμε. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Βλέπεις είναι και κάποιοι από εμάς </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">που δε κοιτάμε μόνο το συμφέρον μας, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">φάγατε,
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διαπράξει </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">ονομάζεται ελευθερία του λόγου, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">αντε χρεωστε με τώρα βρωμιαρη,
θυμωμενο και επιθετικό, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">φυσικά είστε βολεμένοι </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">που να δείτε το κόσμο όπως βλέπω
εγώ. <br /></span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Δικαιοσύνη μόνο για το πλούσιο, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">ξύλο, γαμήσι για το φτωχό, με διαχωρισμό
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τη κοινωνία, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">δώστε μας μια ευκαιρία, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">όχι από μια διμοιρία </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope"> </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Η φτώχια γεννάει
θηρία, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">στο δρόμο για τη σωτηρία, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">αυτό είναι διαμαρτυρία </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">ΖΗΤΏ Η ΕΛΕΥΘΕΡΙΑ. </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope"> </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Ένα
καλύτερο αύριο, ένα καλύτερο αύριο, ένα καλύτερο αύριο, </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope">Θέλουμε ένα καλύτερο
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καλύτερο αύριο.</span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope"> </span></div><div class="MsoNormal" style="text-align: left;"><span class="style-scope"> </span></div>
Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-90510451816455770952021-11-18T15:25:00.001-08:002021-11-19T10:16:09.702-08:00Τα 14 βασικά χαρακτηριστικά του φασισμού<p><!--[if gte mso 9]><xml>
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<p style="margin-bottom: .0001pt; margin: 0cm;">Το κείμενο που ακολουθεί πρωτο-δημοσιεύτηκε στο περιοδικό <em>Free Inquiry</em>
την Άνοιξη του 2003 από τον <span style="mso-spacerun: yes;"> </span>Lawrence
Britt με τίτλο «Fascism, Anyone?» («<span style="mso-bidi-font-weight: bold;">Άλλος
για φασισμό;»)</span>. Αυτό που μούκανε εντύπωση στο κείμενο
του <span lang="EN-US" style="mso-ansi-language: EN-US;">Britt</span>, (συγκριτικά
με τους σημαντικότατους διανοητές που έχουν εντρυφήσει στο φαινόμενο του
φασισμού, βλ.<span lang="EN-US" style="mso-ansi-language: EN-US;">Wikipedia</span>, <a href="https://el.wikipedia.org/wiki/%CE%9F%CF%81%CE%B9%CF%83%CE%BC%CE%BF%CE%AF_%CF%84%CE%BF%CF%85_%CF%86%CE%B1%CF%83%CE%B9%CF%83%CE%BC%CE%BF%CF%8D#%CE%9F%CF%85%CE%BC%CF%80%CE%AD%CF%81%CF%84%CE%BF_%CE%88%CE%BA%CE%BF)">λήμμα «Ορισμοί του φασισμού»)</a>, είναι </p><p style="margin-bottom: .0001pt; margin: 0cm;"> η σιβυλλική πρόσκλησή <span style="mso-spacerun: yes;"></span>του <span style="color: #38761d;"><u>να αναστοχαστούμε την σύγχρονη Αμερική </u></span></p><u>
</u><p style="margin-bottom: .0001pt; margin: 0cm;"><u><span style="color: #38761d;">μέσα από τον φακό</span> «της εκπληκτικής
σύγκλισης των μεθόδων όλων των φασιστικών καθεστώτων»</u> τα οποία μελέτησε:<em><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;"> </span></em><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;">ναζιστική Γερμανία, φασιστική Ιταλία, Ισπανία
του Φράνκο, Πορτογαλία του Σαλαζάρ, Ελλάδα του Παπαδόπουλου, Χιλή του Πινοτσέτ και Ινδονησία του Σουχάρτο.</b></span><i><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;"></span></i></p>
<p style="margin-bottom: .0001pt; margin: 0cm;"> <span lang="EN-US" style="mso-ansi-language: EN-US;"><br />
././././././.</span></p>
<p style="margin-bottom: .0001pt; margin: 0cm;"><span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></p>
<p style="margin-bottom: .0001pt; margin: 0cm;"><span style="font-size: medium;"><span style="font-family: courier;"><a href="https://secularhumanism.org/2003/03/fascism-anyone/"><b><span lang="EN-US">«Fascism, Anyone?»</span></b></a></span></span></p><span style="font-family: courier;"><b>
</b></span><p style="margin-bottom: .0001pt; margin: 0cm;"><b><span style="font-size: x-small;"><span style="font-family: courier;"><span lang="EN-US">Lawrence W.Britt,<span> </span></span><span lang="EN-US">Free Inquiry, Spring 2003</span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"></span></b></p><b>
</b><p style="margin-bottom: .0001pt; margin: 0cm;"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="mso-spacerun: yes;"><br /></span></span></p>
<p style="margin-bottom: .0001pt; margin: 0cm;"><span lang="EN-US" style="mso-ansi-language: EN-US;"></span></p>
<p style="margin-bottom: .0001pt; margin: 0cm;">Το κλισέ ότι οι άνθρωποι και τα
έθνη διδάσκονται από την ιστορία είναι πολυχρησιμοποιημένο, αλλά και
υπερτιμημένο. Συχνά δεν μαθαίνουμε τίποτε από την ιστορία, ή καταλήγουμε σε
εσφαλμένα συμπεράσματα. Δυστυχώς, <span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;">η
ιστορική αμνησία αποτελεί τον κανόνα</b>.</span><br />
(……..)</p>
<p style="margin-bottom: .0001pt; margin: 0cm;">Η ανάλυση αυτών των επτά καθεστώτων
αποκαλύπτει δεκατέσσερα κοινά νήματα που τα συνδέουν, σχηματίζοντας
αναγνωρίσιμα πρότυπα εθνικής συμπεριφοράς και κατάχρησης εξουσίας. Αυτά τα
θεμελιώδη χαρακτηριστικά είναι περισσότερο κυρίαρχα και έντονα σε κάποια
καθεστώτα και λιγότερο σε άλλα, αλλά σε κάποιο βαθμό υπάρχουν σε όλα.</p><p style="margin-bottom: .0001pt; margin: 0cm;"> </p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">1. Οι ισχυρές και διαρκείς εκφράσεις εθνικισμού.</span></b>
</span>Από τις πολυάριθμες αναρτημένες σημαίες μέχρι τις πανταχού παρούσες κονκάρδες,
ο ζήλος της επίδειξης πατριωτικού εθνικισμού, και από την πλευρά του ίδιου του
καθεστώτος και από την πλευρά των πολιτών που είχαν εμπλακεί ενεργά στη
φρενίτιδά του, ήταν πάντοτε εμφανής. Τα ελκυστικά συνθήματα, η περηφάνεια για
το στρατό και το αίτημα για ενότητα ήταν κοινά μοτίβα στην έκφραση αυτού του
εθνικισμού. Συνήθως συνδυαζόταν με μια καχυποψία απέναντι σε οτιδήποτε ξένο,
που συχνά έφτανε ως την ξενοφοβία.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">2. Η απαξίωση της σπουδαιότητας των ανθρωπίνων
δικαιωμάτων.</span></b></span> Τα ίδια τα καθεστώτα θεωρούσαν τα ανθρώπινα δικαιώματα
μικρής αξίας και τα έβλεπαν ως εμπόδιο στην πραγμάτωση των σκοπών της κυρίαρχης
ελίτ. Μέσω της έξυπνης χρήσης της προπαγάνδας, έκαναν το λαό να αποδέχεται τις
παραβιάσεις των ανθρωπίνων δικαιωμάτων με το να περιθωριοποιούν και να
δαιμονοποιούν αυτούς που επέλεγαν σαν στόχους. Όταν η παραβίαση γινόταν
κατάφωρη, η τακτική τους ήταν η μυστικότητα, η άρνηση και η παραπληροφόρηση.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">3. Η χρήση αποδιοπομπαίων τράγων και η εφεύρεση
εχθρών με στόχο την ενότητα.</span></b> </span>Το πιο σημαντικό κοινό στοιχείο ανάμεσα
σ’ αυτά τα καθεστώτα ήταν η χρήση αποδιοπομπαίων τράγων για να εκτρέψουν την
προσοχή του λαού από άλλα προβλήματα, να ρίξουν εκεί την ευθύνη για δικές τους
αποτυχίες, και να διοχετεύσουν τη γενικότερη απογοήτευση σε ελεγχόμενες
κατευθύνσεις. Συνήθως, οι μέθοδοι που επέλεγαν – ανελέητη προπαγάνδα και
παραπληροφόρηση – ήταν αποτελεσματικές. Συχνά, τα καθεστώτα υποκινούσαν
«αυθόρμητες» πράξεις εναντίον των στόχων τους, που συνήθως ήταν κομμουνιστές,
σοσιαλιστές, φιλελεύθεροι, Εβραίοι, εθνικές και φυλετικές μειονότητες,
παραδοσιακοί εθνικοί εχθροί, μέλη άλλων θρησκειών, αθεϊστές, ομοφυλόφιλοι και
«τρομοκράτες». Όποιος αντιστεκόταν ενεργά εναντίον αυτών των καθεστώτων
χαρακτηριζόταν, αναπόφευκτα, τρομοκράτης, και αντιμετωπιζόταν αναλόγως.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">4. Η υπεροχή του στρατού / ισχυρός μιλιταρισμός.</span></b>
</span>Η κυρίαρχες ελίτ πάντοτε είχαν πολύ στενές σχέσεις με το στρατό και τη
βιομηχανική υποδομή που τον υποστήριζε. Ο στρατός είχε στη διάθεσή του ένα
δυσανάλογα μεγάλο ποσοστό των εθνικών πόρων, ακόμη κι όταν υπήρχαν άλλες,
επείγουσες, ανάγκες στο εσωτερικό της χώρας. Ο στρατός ήταν έκφραση του
εθνικισμού, και χρησιμοποιούνταν, όποτε αυτό ήταν δυνατό, για να διεκδικήσει
εθνικούς στόχους, να εκφοβίσει άλλα έθνη και να αυξήσει την ισχύ και το κύρος
της κυρίαρχης ελίτ.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">5. Ο ευρέως διαδεδομένος σεξισμός.</span></b> </span>Πέρα
από το απλό γεγονός ότι στην πολιτική ελίτ και στην εθνική κουλτούρα
κυριαρχούσαν οι άντρες, αυτά τα καθεστώτα αναπόφευκτα έβλεπαν τις γυναίκες σαν
πολίτες δεύτερης κατηγορίας. Ήταν, επίσης, φανατικά κατά της έκτρωσης, καθώς
και ομοφοβικά. Αυτή η στάση έβρισκε συχνά έκφραση σε δρακόντειους νόμους που
είχαν την αμέριστη συμπαράσταση των θρησκευτικών ηγετών της χώρας, οι οποίοι
έτσι παρείχαν στο καθεστώς κάλυψη για τις καταχρήσεις και τις παραβιάσεις του.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">6. Τα ελεγχόμενα Μ.Μ.Ε..</span></b> </span>Σε κάποια από
αυτά τα καθεστώτα, τα Μ.Μ.Ε. λειτουργούσαν υπό αυστηρό και άμεσο έλεγχο, και
ήταν βέβαιο πως δεν θα παρέκκλιναν ποτέ από τη γραμμή της εξουσίας. Άλλα
καθεστώτα χρησιμοποιούσαν πιο έμμεσους τρόπους για να εξασφαλίσουν την
«ορθοδοξία» των μέσων. Αυτές οι μέθοδοι περιλάμβαναν τον έλεγχο της
αδειοδότησης και της πρόσβασης σε πηγές, οικονομικές πιέσεις, επικλήσεις
πατριωτισμού και συγκαλυμμένες απειλές. Οι επικεφαλής των Μ.Μ.Ε. συχνά είχαν
παρόμοια πολιτική φιλοσοφία με την κυρίαρχη ελίτ. Το αποτέλεσμα ήταν συνήθως να
επιτυγχάνουν να κρατούν το λαό σε άγνοια για τις υπερβάσεις του καθεστώτος.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">7. Η ψύχωση με την εθνική ασφάλεια.</span></b></span>
Αναπόφευκτα, υπήρχε ένας μηχανισμός εθνικής ασφάλειας υπό τον άμεσο έλεγχο της
κυρίαρχης ελίτ. Συνήθως ήταν ένα όργανο καταπίεσης, που λειτουργούσε μυστικά
και χωρίς περιορισμούς. Η δράση του ήταν πάντοτε δικαιολογημένη με την πρόφαση
της προστασίας της «εθνικής ασφάλειας», και κάθε αμφισβήτηση της δραστηριότητάς
του θεωρούνταν μη-πατριωτική, ή ακόμη και πράξη προδοσίας.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">8. Η στενή σχέση θρησκείας και εξουσίας.</span></b></span>
Αντίθετα με τα κομμουνιστικά καθεστώτα, τα φασιστικά και πρωτοφασιστικά
καθεστώτα ποτέ δεν κατηγορήθηκαν από τους αντιπάλους τους για αθεϊσμό. Μάλιστα,
στα περισσότερα, οι εξουσιαστές απέκτησαν στενότατους δεσμούς με την κυρίαρχη
θρησκεία της χώρας, και επέλεξαν να προβληθούν ως μαχητικοί υπερασπιστές της.
Το γεγονός ότι η συμπεριφορά τους ήταν ασύμβατη με τις αρχές αυτής της θρησκείας
έμενε γενικώς στην αφάνεια. Η προπαγάνδα συντηρούσε την ψευδή εντύπωση ότι η
κυρίαρχη ελίτ υπερασπιζόταν την πίστη και αντιμάχονταν τους «άθεους». Και
δημιούργησε την εξίσου ψευδή εντύπωση ότι η αντιπαράθεση με την εξουσία σήμαινε
επίθεση κατά της θρησκείας.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">9. Η προστασία της δύναμης των μεγάλων εταιριών.</span></b>
</span>Η προσωπική ζωή των πολιτών ήταν υπό αυστηρό έλεγχο, αλλά η δυνατότητα των
μεγάλων εταιριών να λειτουργούν με σχετική ελευθερία δεν μειώθηκε καθόλου. Η
κυρίαρχη ελίτ έβλεπε τις μεγάλες εταιρίες ως μέσο εξασφάλισης της στρατιωτικής
παραγωγής (στις ανεπτυγμένες χώρες), αλλά και ως επιπρόσθετο μέσο επιβολής και
κοινωνικού ελέγχου. Τα μέλη της οικονομικής ελίτ προσεγγίζονταν από την
πολιτική ελίτ ώστε να διατηρείται μια αμοιβαιότητα συμφερόντων, ιδίως σε ό,τι
αφορά την καταπίεση των «μη-εχόντων» πολιτών.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">10. Η μείωση ή εξάλειψη της δύναμης της εργατικής
τάξης.</span></b> </span>Εφόσον η οργανωμένη εργατική τάξη ήταν το μοναδικό κέντρο
ισχύος που μπορούσε να προκαλέσει την πολιτική ηγεμονία της κυρίαρχης ελίτ και
των εταιρικών της συμμάχων, ο στόχος ήταν να συντριβεί ή να καταστεί αδύναμη.
Οι φτωχοί αποτελούσαν μια κατώτερη τάξη ανθρώπων, και αντιμετωπίζονταν με
καχυποψία και περιφρόνηση. Σε κάποια καθεστώτα, το να είσαι φτωχός ισοδυναμούσε
με διαστροφή.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">11. Η απαξίωση και καταστολή της διανόησης και της
τέχνης.</span></b></span> Οι διανοούμενοι, επειδή ενσάρκωναν την ελευθερία των ιδεών
και της έκφρασης, αποτελούσαν ανάθεμα για αυτά τα καθεστώτα. Η πνευματική και
ακαδημαϊκή ελευθερία θεωρούνταν ανατρεπτική για την εθνική ασφάλεια και για το
πατριωτικό ιδεώδες. Τα πανεπιστήμια ελέγχονταν ασφυκτικά, και το πολιτικά
αναξιόπιστο διδακτικό προσωπικό παρενοχλούνταν ή εξαλειφόταν. Οι ανορθόδοξες
ιδέες και οι εκφράσεις διαφωνίας δέχονταν σφοδρή επίθεση, αποσιωπούνταν, ή
συντρίβονταν. Γι’ αυτά τα καθεστώτα, η τέχνη και η λογοτεχνία έπρεπε να
εξυπηρετούν τα εθνικά συμφέροντα, αλλιώς δεν είχαν δικαίωμα ύπαρξης.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">12. Η εμμονή με το έγκλημα και την τιμωρία.</span></b>
</span>Τα περισσότερα από αυτά τα καθεστώτα διατηρούσαν ένα δρακόντειο σύστημα
ποινικού δικαίου με τεράστιους αριθμούς φυλακισμένων. Η αστυνομία συχνά
εκθειαζόταν και η εξουσία της ήταν σχεδόν ανεξέλεγκτη, πράγμα που οδηγούσε σε
κατάφωρες παραβιάσεις στοιχειωδών δικαιωμάτων. Το ποινικό και το πολιτικό
έγκλημα συχνά συγχωνεύονταν σε κατασκευασμένα κατηγορητήρια και
χρησιμοποιούνταν εναντίον πολιτικών αντιπάλων του καθεστώτος. Συχνά το κράτος
προωθούσε στους πολίτες το φόβο και το μίσος για τους εγκληματίες και τους
«προδότες» ως πρόφαση για περισσότερη αστυνομική εξουσία.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">13. Η ανεξέλεγκτη ευνοιοκρατία και διαφθορά.</span></b></span>
Όσοι ανήκαν σε επιχειρηματικούς κύκλους και είχαν στενές σχέσεις με την
κυρίαρχη ελίτ συχνά χρησιμοποιούσαν τη θέση τους για να πλουτίσουν. Αυτή η
διαφθορά λειτουργούσε αμφίδρομα: η άρχουσα ελίτ δεχόταν υλικά δώρα και ακίνητα
από την οικονομική ελίτ, η οποία από την πλευρά της απολάμβανε την εύνοια της
κυβέρνησης. Τα μέλη της άρχουσας ελίτ ήταν σε θέση να αποκομίζουν τεράστια
πλούτη και από άλλες πηγές, όπως, για παράδειγμα, την κλοπή εθνικών πόρων. Με
το μηχανισμό εθνικής ασφάλειας υπό έλεγχο, και με τα Μ.Μ.Ε. φιμωμένα, αυτή η
διαφθορά ήταν σχεδόν κάτι το φυσικό, και δεν γινόταν αντιληπτή από το λαό.</p>
<p><span style="color: #cc0000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">14. Η εκλογική νοθεία.</span></b><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;"> </span></span>Οι εκλογές με τη
μορφή δημοψηφισμάτων και δημοσκοπήσεων ήταν συνήθως κίβδηλες. Όταν γίνονταν
κανονικές εκλογές, με υποψηφίους, συνήθως νοθεύονταν από την κυρίαρχη ελίτ ώστε
να προκύψει το επιθυμητό αποτέλεσμα. Οι συνήθεις μέθοδοι περιελάμβαναν τον
έλεγχο του εκλογικού μηχανισμού, τον εκφοβισμό και την αφαίρεση των πολιτικών
δικαιωμάτων των ψηφοφόρων της αντιπολίτευσης, την καταστροφή ή την ακύρωση
ψηφοδελτίων και, σαν ύστατη λύση, την καταφυγή σε ένα εκλογοδικείο που
χρωστούσε τα πάντα στην κυρίαρχη ελίτ.</p>
<p> </p>
<p>Σας φαίνονται οικεία όλα αυτά; Μα και βέβαια όχι. Άλλωστε, εδώ είναι
Αμερική, μια αναγνωρισμένα δημοκρατική χώρα, με νόμους, με σύνταγμα, με
ελευθεροτυπία, με διαφανείς εκλογές, και με ένα λαό καλά ενημερωμένο που
διαρκώς επαγρυπνεί για να φυλάγεται από τέτοια δεινά. Ιστορικές συγκρίσεις σαν
κι αυτή είναι απλώς ασκήσεις λόγου, κάτι σαν γυμναστική του πνεύματος. Ή μήπως
όχι;</p>
<p class="MsoNormal"><br /></p><p class="MsoNormal"><br /></p><p class="MsoNormal">ΥΓ. <span style="font-size: x-small;"><span style="font-family: helvetica;">Το κείμενο "έχασε" την 17 Νοέμβρη για την οποία το προόριζα, αλλά δικαιούται νομίζω ακόμη μία επαναδημοσίευση. Η μετάφραση είναι του <span style="font-size: small;"><b><span style="color: #cc0000;">κ.Γιώργου Κυριαζή</span>,</b></span> πρωτοδημοσιεύτηκε
στο περιοδικό <em>Δέκατα και αντλήθηκε από τον ιστότοπο του μεταφραστή <span style="font-size: small;">«<a href="https://kyklomoires.com/2018/10/07/lawrence-britt-fascism-anyone/"><span style="color: #cc0000;">Κυκλόμοιρες</span></a>» </span></em><em><span>
</span>όπου μπορεί κανείς να βρει και την εισαγωγή <span> </span>του
κειμένου που παραλήφθηκε εδώ. Βρήκα την μετάφραση αυτή τόσο </em>καλή, που "με πόνο ψυχής" διέγραψα αυτή που είχα κάνει εγώ!</span></span><em></em></p>
<p> </p>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-90811070977555762572021-11-16T15:20:00.001-08:002021-11-16T15:20:51.320-08:00...κι ο φόβος του φασισμού<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Προκαλεί ερωτηματικά η εντυπωσιακή ομοιότητα των εφαρμοζόμενων παγκοσμίως
πολιτικών </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Covid</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">από
κράτη με ιστορία, κουλτούρα και πολιτικά συστήματα τόσο διαφορετικά μεταξύ τους!
Οι πολιτικές που εφαρμόστηκαν ήταν εντυπωσιακά ίδιες παντού. Μόνο ως προς το<span style="mso-spacerun: yes;"> </span></span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">timing</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">και
το στυλ διέφεραν! Η απάντηση θα πρέπει να αναζητηθεί προς την κατεύθυνση του
Παγκόσμιου Οργανισμού Υγείας, ο οποίος <span style="mso-spacerun: yes;"> </span>είχε
εγκαίρως ετοιμάσει την σχετική εργαλειοθήκη, μεταφρασμένη σ όλες τις γλώσσες
του κόσμου. Βλέπεις, οι άνθρωποι της εξουσίας, σ’όλα τα </span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">γεωγραφικά μήκη και πλάτη</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> και ανεξαρτήτως πολιτικού συστήματος, <span style="mso-spacerun: yes;"> </span>είναι ίδιοι ως προς <b style="mso-bidi-font-weight: normal;">την βασική τους επιδίωξη: <span style="mso-spacerun: yes;"> </span>την τήρηση της δημόσιας τάξης</b>. Ο κίνδυνος
κατάρρευσης των συστημάτων υγείας από ενδεχόμενη κορύφωση της πανδημίας, σε μια
συγκυρία οξυμμένης κοινωνικής κρίσης (με ανεργία, ανασφάλεια, κοινωνική ανισότητα
και τις επακόλουθες κινητοποιήσεις όπως τα κίτρινα γιλέκα, οι εξεγέρσεις στα
προάστια, επανεμφάνιση μεγάλων απεργιών, κα) οδήγησε τα κράτη στο <u>να εφαρμόσουν
στρατιωτικό νόμο/λοκντάουν, να τελειοποιήσουν τα συστήματα παρακολούθησης
/ιχνηλάτησης των πολιτών, να βγάλουν τον στρατό(...) στο δρόμο για την τήρηση
υγειονομικών οδηγιών! </u></span></em></p>
<p class="MsoNormal"><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Κι επειδή κάποιοι συσχετίζουν τις εντυπωσιακές ομοιότητες των πολιτικών
αυτών με παλαιότερα υποθετικά για την εποχή τους σενάρια, όπως στο<span style="mso-spacerun: yes;"> </span></span></em><span lang="EN-US" style="mso-ansi-language: EN-US;">Scenario</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">For</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">The</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Future</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">of</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Technology</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">And</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">International</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Development</span>
(<span lang="EN-US" style="mso-ansi-language: EN-US;">Rockefeller</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Foundation</span>,
<span lang="EN-US" style="mso-ansi-language: EN-US;">May</span> 2010) <span class="MsoHyperlink"><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><a href="https://issuu.com/dueprocesstv/docs/scenario-for_the-future">https://issuu.com/dueprocesstv/docs/scenario-for_the-future</a>
</span></span><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">ή
την διάλεξη του </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Bill</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Gates</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> του 2015 </span></em><span class="MsoHyperlink"><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><a href="https://www.capital.gr/diethni/3438103/i-profiteia-tou-bill-gates-gia-ton-io-to-2015">https://www.capital.gr/diethni/3438103/i-profiteia-tou-bill-gates-gia-ton-io-to-2015</a></span></span><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span>αξίζει να πούμε το εξής: </span></em></p>
<p class="MsoNormal"><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">όποια κι αν είναι προέλευση του ιού (βιολογικό όπλο ή φυσική μετάλλαξη),
η πανδημία ήρθε την κατάλληλη εποχή της οικονομικής κρίσης του δυτικού
καπιταλισμού, κι <b style="mso-bidi-font-weight: normal;">έφερε την βιαιότερη
μεταπολεμικά κοινωνική καταστολή, </b><span style="mso-bidi-font-weight: normal;">για θεμιτότατους υγειονομικούς σκοπούς</span>! Το
κακό είναι ότι <u>αυτή η <b style="mso-bidi-font-weight: normal;">φασιστικού
τύπου καταστολή</b> «εγγράφεται» στην συλλογική μνήμη του κοινωνικού μας σώματος
ως <b>αποδεκτή πρακτική</b></u>, επειδή ήταν «για καλό σκοπό», για να σωθούν
ανθρώπινες ζωές. Κι αν στην Κίνα η αποδοχή κι εμπιστοσύνη στους αξιωματούχους της
</span></em><em><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; font-style: normal; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">(</span></em><em><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; font-style: normal; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">βλ.</span></em><em><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; font-style: normal; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"><span style="color: #3d85c6;"> <span style="color: #0b5394;"><a href="https://mia-parea.blogspot.com/2021/10/harvard-kennedy-school.html"><span style="mso-bidi-font-style: normal;">https://mia-parea.blogspot.com/2021/10/harvard-kennedy-school.html</span></a></span></span>)
</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">κινείται
σε δυσθεώρητα -για τα δικά μας δεδομένα- ύψη, οι δυτικές αστικές δημοκρατίες <span style="mso-spacerun: yes;"> </span>μας μοιάζουν την περίοδο της πανδημίας περισσότερο
με αυταρχικά καθεστώτα. <span style="mso-spacerun: yes;"> </span>Πράγμα καθόλου
περίεργο βέβαια αν σκεφθεί κανείς ότι η ακροδεξιά (του Τραμπ,
συμπεριλαμβανομένου) σε όλες σχεδόν τις δυτικές χώρες διαμορφώνει την πολιτική
ατζέντα, αντιγράφοντας ψευδεπίγραφα τον θυμό και τον καταγγελτικό λόγο της αριστεράς.
Όπως απέδειξε ο μελετητής του φασισμού </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Laurence</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">W</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">.</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Britt</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">
στο μνημειώδες άρθρο του </span></em><span style="mso-spacerun: yes;"> </span>(<span lang="EN-US" style="font-size: 9.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;"><a href="https://secularhumanism.org/2003/03/fascism-anyone/">https<span lang="EL" style="mso-ansi-language: EL;">://</span>secularhumanism<span lang="EL" style="mso-ansi-language: EL;">.</span>org<span lang="EL" style="mso-ansi-language: EL;">/2003/03/</span>fascism<span lang="EL" style="mso-ansi-language: EL;">-</span>anyone<span lang="EL" style="mso-ansi-language: EL;">/</span></a></span>) με τα 14
χαρακτηριστικά που έχουν κοινά όλα τα φασιστικά καθεστώτα που μελέτησε, οι δυτικές
κοινωνίες μας «φλερτάρουν» επικίνδυνα με τον βαρύ αυτό χαρακτηρισμό. Και το
χειρότερο όπως λέει ο ίδιος «συχνά αποτυγχάνουμε να διδαχθούμε από την ιστορία
ή καταλήγουμε σε λάθος συμπεράσματα. Δυστυχώς, η ιστορική αμνησία είναι ο
κανόνας».<em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"></span></em></p>
<p class="MsoNormal"><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Αυτή η συσχέτιση του προιόντος εκφασισμού των δυτικών κοινωνιών –για τον
οποίο η «πολιτική ορθότητα» απαγορεύει να γίνεται λόγος…- με τις φασιστικού
τύπου πολιτικές </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Covid</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">που
προναφέρθηκαν, είναι ότι πιο ανησυχητικό. <span style="mso-spacerun: yes;"> </span>Βλέπεις ο έντεχνα και καθημερινά καλλιεργούμενος
φόβος του θανάτου και <b style="mso-bidi-font-weight: normal;">οι ακολουθούμενες
πολιτικές της πανδημίας έχουν τόσο βολικά επισκιάσει τα πραγματικά προβλήματα της
οικονομίας-κοινωνίας</b>, που οδηγεί ακόμα και τους ελάχιστα καχύποπτους να δυσπιστούν.
Ειδικά όταν αυτοί –και δεν είναι καθόλου λίγοι- συγκαταλέγονται ανάμεσα στα
θύματα της οικονομικής κρίσης. <span style="mso-spacerun: yes;"> </span>Αλλωστε,
η εργατική τάξη, στριμωγμένη στα μέσα μαζικής μεταφοράς και σε εργασιακούς
χώρους όπου ισχύει μόνο ο νόμος του κέρδους, όταν χρειάστηκε να απεργήσει και
να αγωνιστεί, δεν έδειξε να φοβάται και πολύ την όποια αυξημένη θνησιμότητα </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Covid</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">. </span></em></p><p class="MsoNormal"><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">(<span style="font-size: x-small;">Το μέγεθος της επικινδυνότητας της πανδημίας και της θνησιμότητας ανά χώρα μένει να μελετηθεί μελλοντικά, με σύγκριση των ιστορικών ετήσιων χρονοσειρών των συνολικών θανάτων ανά χώρα, μετά από ενδεχόμενη αναπροσαρμογή τους στη βάση του "πέθανε με covid ή από covid", όπως έγινε πρόσφατα στην Ιταλία (https://archive.md/f0yAi και https://healthfeedback.org/claimreview/italy-didnt-change-its-definition-of-covid-19-deaths-the-disease-killed-more-than-130000-italians/))</span><br /></span></em></p><p class="MsoNormal"><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"><br /></span></em></p>
Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-90030574822439654722021-11-13T12:05:00.004-08:002021-11-13T12:38:19.872-08:00Ο φόβος του θανάτου <p><!--[if gte mso 9]><xml>
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<p class="MsoNormal">Ο πιο αρχέγονος, ο πατέρας όλων των φόβων, ο<span style="mso-spacerun: yes;"> </span>φόβος του θανάτου. </p>
<p class="MsoNormal">Φλέβα χρυσού βρήκαν αυτοί που χρησιμοποιούν τον φόβο για να
κρατούν τους ανθρώπους «μαζεμένους». Μέχρι το 1990, όλη η δύση ζούσε με τον φόβο
της κόκκινης <span style="mso-spacerun: yes;"> </span>κομμουνιστικής αρκούδας! Παράλληλα
και μέχρι και σήμερα, ζούμε τον τρόμο του πυρηνικού όλεθρου, της κλιματικής
αλλαγής, τους μετεωρίτες που έρχονται από μακριά να πέσουν πάνω μας, τους
ισλαμιστές και λοιπούς <span style="mso-spacerun: yes;"> </span>τρομοκράτες, ....
Αλλά ποιος ξεχνά και τις υγειονομικές βόμβες του Ειτζ, του άνθρακα, και τους διάφορους
ιούς κι επιδημίες, από την νόσο των τρελλών αγελάδων μέχρι την νόσο των πτηνών
και πόσα άλλα! Τόσο μακρυνά, αλλά και τόσο έντονα για όσους τα ζήσαμε. Με το Χόλυγουντ
να υφαίνει το <span style="mso-spacerun: yes;"> </span>μακάβριο χαλί του φόβου, με
όλα τα παραπάνω, αλλά κι άλλα τρομακτικά σενάρια, για να χαλά τον ύπνο και του
τελευταίου τηλεθεατή. </p>
<p class="MsoNormal"><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Και τώρα, κοντά δύο χρόνια πανδημία </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Covid</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">_19 και μόλις πρόσφατα ο ΠΟΥ μας δήλωσε ότι «πρέπει να μάθουμε να ζούμε
με τον ιό».</span></em> <em><span style="font-family: "Calibri","sans-serif"; font-size: 8.0pt; font-style: normal; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"><a href="https://www.rt.com/news/539868-who-predicts-covid-pandemic-end/"><span style="mso-bidi-font-style: normal;">https://www.rt.com/news/539868-who-predicts-covid-pandemic-end/</span></a>
<span style="mso-spacerun: yes;"> </span></span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Να το πάρουμε απόφαση ότι θάχουμε
μια ζωή την απειλή των μεταλλάξεων, μια ζωή <span style="mso-spacerun: yes;"> </span>απειλούμενοι από έναν αόρατο εχθρό, ανίσχυροι
στην μοναξιά μας.</span></em></p>
<p class="MsoNormal"><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Χωρισμένοι σε εμβολιαστές και «αντί». Δυο στρατόπεδα, εικονολάτρες και εικονοκλάστες,
σε εμπόλεμη κατάσταση και με την περιφρόνηση, την απαξίωση και το μίσος να
ξεχειλίζει . Οι μεν που κάνουν το εμβόλιο, φοβισμένοι από τον ιό, εξαγριώνονται
με τους <span style="mso-spacerun: yes;"> </span>«άλλους» που δεν εμβολιάζονται γιατί
έτσι <span style="mso-spacerun: yes;"> </span>αυξάνεται ο κίνδυνος για αυτούς. <span style="mso-spacerun: yes;"> </span>Οι άλλοι, πάλι, που δεν κάνουν το εμβόλιο,
φοβούνται και τον ιό, αλλά περισσότερο το εμβόλιο γιατί έχουν τους λόγους τους.
Και χάρι στην κρατική προπαγάνδα και τους <span style="mso-spacerun: yes;"> </span>αλγόριθμους των </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">social</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">media</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">η
αντιπαλότητα να γίνεται μπετόν. Χωρίς κανένας τους να σκέφτεται ότι <b style="mso-bidi-font-weight: normal;">το διαίρει και βασίλευε, η τρομοκρατία κι ο
φόβος που σκοτεινιάζουν την λογική και οι αγώνες για «αδειανά πουκάμισα» είναι
η πετυχημένη συνταγή</b> των εξουσιών για την διατήρηση της Τάξης τους. Ειδικά,
σε περιόδους σαν την τωρινή, της <b style="mso-bidi-font-weight: normal;">οικονομικής
κρίσης και των</b> <b style="mso-bidi-font-weight: normal;">ανακατατάξεων </b>(γεωπολιτικοί
ανταγωνισμοί, </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">the</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Great</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Reset</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> και </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Narrative</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">
του Νταβός, …). <span style="mso-spacerun: yes;"> </span></span></em><span style="mso-bidi-font-style: italic;"></span></p>
<p class="MsoNormal">Χειμώνα καλοκαίρι στο ρυθμό του τρόμου του θανάτου, υπολογίζοντας
αριθμό κρουσμάτων, διασωληνωμένων και νεκρών. Εχοντας εντελώς ξεχάσει ότι -ούτως
ή άλλως- <b>είμαστε</b><b style="mso-bidi-font-weight: normal;"> ευάλωτοι, φθαρτοί κι
εφήμεροι</b>. Ισως επειδή ζούμε σ’έναν πολιτισμό και μια<span style="mso-spacerun: yes;"> </span>εποχή που έχει θεοποιήσει την αιώνια νεότητα,
χρηματοδοτεί έρευνες για την αθανασία κι έχει ταυτίσει τα γηρατειά με ασθένεια.
Από τον φόβο μας για τον ιό, κλεινόμαστε σαν σε σκάφανδρο στον εαυτούλη μας,
εξωθώντας στα άκρα μια μοναξιά κι έναν ατομισμό που ήταν ήδη στο κόκκινο από
πριν. Κι αυτό την στιγμή που η <b>ισόβια οικονομική ανασφάλεια</b>, που για πολλούς
είναι ανέχεια, <span style="mso-spacerun: yes;"> </span>εξουθενώνει τους πάντες. Και
που για να αλλάξει, η <span style="mso-spacerun: yes;"> </span>απάντηση δεν
μπορεί παρά να είναι συλλογική. Τώρα <span style="mso-spacerun: yes;"> </span>που
είναι επιτακτική ανάγκη να εφεύρουμε τρόπους να μιλήσουμε και να έρθουμε κοντά
με τον διπλανό μας, τώρα μας καλλιεργούν παβλοφικά αντανακλαστικά να θεωρούμε
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δυνάμει </span>απειλή. </p>
<p class="MsoNormal"><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Πριν μερικές μέρες ο Σαλονικιός πρόεδρος της </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Pfize</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">r, επ’ ευκαιρία της βράβευσής του από το βαρυσήμαντο </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Atlantic</span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span></em><em><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Council</span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">, μας διαβεβαίωσε ότι </span></em><em><span style="font-family: "Calibri","sans-serif"; font-size: 6.0pt; font-style: normal; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"><a href="https://www.atlanticcouncil.org/blogs/new-atlanticist/pfizers-albert-bourla-on-how-the-pandemic-ends/"><span style="mso-bidi-font-style: normal;">https://www.atlanticcouncil.org/blogs/new-atlanticist/pfizers-albert-bourla-on-how-the-pandemic-ends/</span></a><span style="mso-spacerun: yes;"> </span></span></em><em><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">η ζωή θα ξαναγίνει όπως ήταν
πριν. Μόνη προυπόθεση να έχουν εμβολιαστεί όλοι. Αυτό που κάνει εντύπωση όμως είναι
οι λέξεις που χρησιμοποιεί (και το αφήνω επίτηδες στα αγγλικά, όπως ακριβώς το
είπε): «</span></em><span lang="EN-US" style="mso-ansi-language: EN-US;">The</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">only</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">thing</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">that</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">stands</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">between</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">the</span><span lang="EN-US"> </span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="EN-US" style="mso-ansi-language: EN-US;">new</span><span lang="EN-US"> </span></u></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="EN-US" style="mso-ansi-language: EN-US;">way</span><span lang="EN-US"> </span></u></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="EN-US" style="mso-ansi-language: EN-US;">of</span><span lang="EN-US"> </span></u></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="EN-US" style="mso-ansi-language: EN-US;">life</span></u></i></b><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">and</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">the</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">current</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">way</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">of</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">life</span>,
<span lang="EN-US" style="mso-ansi-language: EN-US;">frankly</span>, <span lang="EN-US" style="mso-ansi-language: EN-US;">is the hesitancy to</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">get</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">vaccinated</span>».
Αρα δεν μιλάμε για επιστροφή σε κάποια<span style="mso-spacerun: yes;">
</span>προ πανδημίας κανονικότητα. Μιλάμε για «νέο τρόπο ζωής». Για τον <em><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">ΘΑΥΜΑΣΤΟ ΚΑΙΝΟΥΡΓΙΟ ΚΟΣΜΟ τους, στον οποίο
σύμφωνα με τα αποτελέσματα πρόσφατης δημοσκόπησης «ο</span></em>ι άνθρωποι στο
γερμανικό κρατίδιο της Έσσης φέρεται να είναι τόσο τρομοκρατημένοι από τον
Covid-19 που πολλοί <u>δεν θα ξαναρχίσουν να αγκαλιάζουν φίλους και μέλη της
οικογένειάς τους - ή ακόμα και να κάνουν χειραψία</u> - μόλις τελειώσει η
πανδημία». <span style="font-size: 8.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><a href="https://www.rt.com/news/539933-germans-covid-hugs-poll/">https://www.rt.com/news/539933-germans-covid-hugs-poll/</a>
<span style="mso-spacerun: yes;"> </span></span>Να τον χέσω τον νέο τρόπο ζωής τους.
Με το Ειτζ κατάφεραν να ανακόψουν εντελώς σχεδόν το ρεύμα της σεξουαλικής
απελευθέρωσης. Με τον τρόμο και τις οδηγίες τους για κοινωνική απόσταση θα μας οδηγήσουν
και στην <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>… ασεξουαλικότητα . <span class="MsoHyperlink"><span style="font-size: 8.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><a href="https://www.bbc.com/worklife/article/20210507-asexuality-the-ascent-of-the-invisible-sexual-orientation">https://www.bbc.com/worklife/article/20210507-asexuality-the-ascent-of-the-invisible-sexual-orientation</a></span></span></p>
<p class="MsoNormal">Όχι άλλος φόβος, καρντάσια! Μεγάλα παιδιά είμαστε, ξέρουμε
να τηρούμε τους στοιχειώδεις κανόνες υγιεινής. Ας αδιαφορήσουμε επιτέλους για τον
αριθμό των <span style="mso-spacerun: yes;"> </span>κρουσμάτων της ημέρας!. Ο
φόβος κάνει τεράστιο κακό στην υγεία μας, λένε οι επιστήμονες. Ισως, λέω εγώ,
περισσότερο από το αθροιζόμενο κακό που κάνουν οι παρενέργειες των αδοκίμαστων
εμβολίων, η αυξημένη επικινδυνότητα του ιού και η απαξίωση των δημοσίων
συστημάτων υγείας από τις νεοφιλελεύθερες πολιτικές των τελευταίων δεκαετιών.<span style="mso-spacerun: yes;"> </span>Γι αυτό ας αγωνιστούμε μαζί με τους γιατρούς
μας για την ενίσχυση του ΕΣΥ, ας αγκαλιάσουμε τους λίγους φίλους που μας έμειναν
<span style="mso-spacerun: yes;"> </span>κι ας βροντοφωνάξουμε όλοι μαζί, πίνοντας ένα τσίπουρο «στην υγειά μας», «δεν θα πεθάνουμε ποτέ
κουφάλα νεκροθάφτη!»</p>
<p> </p>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-559164687933899352021-10-04T11:48:00.002-07:002021-10-04T11:48:54.655-07:00Ο κατά "Harvard Kennedy School" βαθμός αποδοχής του "Κομμουνιστικού Κόμματος Κίνας"<p> <!--[if !mso]>
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
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</p><p class="MsoNormal">Το βρετανικό ινστιτούτο, με το βαρύγδουπο όνομα <span style="font-size: x-small;"><span style="font-size: small;"><span class="markedcontent"><span style="font-family: "Arial", "sans-serif"; line-height: 107%;">Harvard Kennedy School</span></span></span><span id="page76R_mcid1663"><span role="presentation" style="transform: scaleX(0.757969);"><span style="font-size: small;">,
</span><span> </span><span style="font-size: small;">Ash Center for Democratic Governance and
Innovation</span></span></span></span><span id="page76R_mcid1662"><span role="presentation" style="transform: scaleX(0.714);">, </span></span>χρηματοδοτούμενο από το ίδρυμα <span lang="EN-US" style="mso-ansi-language: EN-US;">Ford</span>, πραγματοποίησε επί
σειρά ετών <span style="mso-spacerun: yes;"> </span>(από το 2003 μέχρι το 2016) και
δημοσίευσε τον 7<sup>ο</sup>/2020 τα αποτελέσματα έρευνας του βαθμού
ικανοποίησης της κοινής γνώμης στην Κίνα για διάφορα θέματα. Οι «αγαθές» προθέσεις
του Ινστιτούτου διαφαίνονται από την πρώτη κιόλας παράγραφο της δημοσιευμένης έρευνας:
«η πολιτική Θεωρία των Καθεστώτων έχει υποστηρίξει εδώ και καιρό ότι τα αυταρχικά
συστήματα είναι εγγενώς ασταθή, λόγω της εξάρτησης τους από τον εξαναγκασμό, την
υπερ-συγκέντρωση της λήψης αποφάσεων και την επικράτηση της προσωπικής έναντι
της θεσμικής εξουσίας. Σε βάθος χρόνου αυτές οι αδυναμίες τείνουν να
αποδυναμώσουν τη νομιμότητα της κυβέρνησης, οδηγώντας σε γενικευμένες
αναταραχές και δυσαρέσκεια των πολιτών.».<br /></p>
<p class="MsoNormal">Η έρευνα βασίστηκε σε 31.000 ερωτώμενους επιλεγμένους γεωγραφικά
τόσο από τις αναπτυγμένες παράλιες ζώνες όσο και από την ενδοχώρα, τόσο από κατοίκους
πόλεων όσο και από αγρότες, με τα θέματα να εξετάζουν τον βαθμό ικανοποίησης
τόσο της κεντρικής κυβέρνησης όσο των τοπικών αρχών. Η θεματολογία των ερωτήσεων
αφορούσε τόσο την οικονομική ευημερία, όσο και την διαφθορά και την μόλυνση του
περιβάλλοντος. Ενδεικτικά των αποτελεσμάτων οι παρακάτω πίνακες για τον βαθμό
ικανοποίησης και την διαφθορά (πάνω σε κλίμακα ικανοποίησης από το 1 έως το 4) από
την κεντρική, περιφερειακή, επαρχιακή και δημοτική αρχή. Το 2016 η αποδοχή της κεντρικής κυβέρνησης ανεβαίνει σε 93,1% (!!!), με τις δημοτικής αρχές να σκοράρουν χαμηλότερα (70,2%), αλλά με πολύ μεγάλη βελτίωση σε σχέση με το 2003 (43,6%). Σχετικά με την αξιολόγηση των τοπικών αξιωματούχων ως προς την διαφθορά, μέσα σε 9 χρόνια (και αφού μεσολάβησε η σχετική εκστρατεία του Προέδρου Σι Ζι Πίνγκ) η εκτίμηση των πολιτών ότι οι οι αξιωματούχοι τους είναι "καθαροί" αυξήθηκε από 41,3% του 2007 σε 65,3% το 2016!<br /></p>
<p class="MsoNormal">Αξίζει όμως να ανατρέξει κανείς στην μόλις 18σέλιδη σύνοψη της
έρευνας <a href="https://ash.harvard.edu/files/ash/files/final_policy_brief_7.6.2020.pdf">https://ash.harvard.edu/files/ash/files/final_policy_brief_7.6.2020.pdf</a>
όπου δίνεται και το πολιτικο-οικονομικό περιβάλλον και οι κοινωνικές αλλαγές για το
διάστημα που διεξαγόταν η έρευνα. Και μετά να κάνει σύγκριση με τα αποτελέσματα αντίστοιχων ερευνών του ίδιου ή αδελφών ινστιτούτων για τον βαθμό ικανοποίησης των δυτικών κοινωνιών από τις κυβερνήσεις τους! <br /></p>
<p class="MsoNormal"><span style="mso-fareast-language: EL; mso-no-proof: yes;"><img alt="" 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" /></span></p><p class="MsoNormal"><span style="mso-fareast-language: EL; mso-no-proof: yes;"><br /></span><span lang="EN-US" style="mso-ansi-language: EN-US;"></span></p><p class="MsoNormal"><span style="mso-fareast-language: EL; mso-no-proof: yes;"><img alt="" height="481" 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Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-38909399417932143572021-10-04T03:30:00.000-07:002021-10-04T03:30:00.545-07:00Αντίσταση στην χειραγώγηση<p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;"></span></p>
<p class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">Μας διαφημίζουν τα
προσωπικά δεδομένα ως βασικό ανθρώπινο δικαίωμα. </span></p>
<p class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">Υποβαλλόμαστε σε
απίθανες γραφειοκρατίες και διαδικασίες εν ονόματι της προστασίας των. </span></p>
<p class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">Σήμερα διαδηλώνουμε κατά
της ιχνηλάτησης και της θέσπισης του </span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">green</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">
</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">pass</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">. Χθες ήταν κατά της απαγόρευσης του καπνίσματος!…</span></p>
<p class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">Και ξεχνάμε την πολύχρονη
εφαρμογή (από τις αρχές του 20<sup>ου</sup> αιώνα<span style="mso-spacerun: yes;"> </span>έως σήμερα) της ύπουλης, απάνθρωπης
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διάφορες διαδυκτιακές πλατφόρμες </span></p>
<p class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">Χειραγώγηση που από
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αρένες ανθρώπινων φυλών, φοβισμένων οπαδοποιημένων ομοιωμάτων του εαυτού μας, αυτοναφερόμενων
νάρκισσων που ερωτεύονται και το «πιο κάτω δεν έχει» από ποιότητα ζωής. </span></p>
<p class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">Θάταν περιοριστικό κι
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το τέρας για να ξεδοντιάσουμε, όσα οι τρίχες της κεφαλής του που δεν σταματούν
να ξαναβγαίνουν. Κι επιπλέον, δεν υπάρχει άσπρο-μαύρο! Ούτε στον κινηματογράφο,
ούτε στην πολιτική σκηνή, ούτε στην ενημέρωση κλπ. </span></p>
<p class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">Μπορούμε, όμως, να οπλιστούμε
με τη γνώση των <span style="mso-spacerun: yes;"> </span>βασικών κανόνων της μαρξικής
θεωρίας για το σύστημα αγοράς στο οποίο βιοποριζόμαστε και με την κατανόηση,
συμπάθεια κι ανοχή για τον συνάνθρωπο μας. Μ έναν τέτοιο εξοπλισμό μπορούμε να απολαμβάνουμε
το θαύμα της ζωής και να αποκρούουμε κάθε κακόβουλη επίθεση (από μπάτσους,
διαφημιστές-ψυχολόγους, πολιτικάντηδες κι εργοδότες). </span></p>
<p class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">Και για να ξεκινήσουμε
το "ξεδόντιασμα", ας θυμηθούμε την Χάρτα των Ανθρωπίνων Δικαιωμάτων του ΟΗΕ </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">(<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;"><a href="https://www.ohchr.org/EN/UDHR/Pages/Language.aspx?LangID=grk">https://www.ohchr.org/EN/UDHR/Pages/Language.aspx?LangID=grk</a>)</span> κι
ορισμένα πεζά, τόσο γήινα δικαιώματα όπως η δουλειά, η στέγαση και η υγεία,
παιδεία. Γι αυτά δεν κάνουν φασαρία τα κωλο-κάναλα, ούτε και διαδηλώσαμε ποτέ!</span> <span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;"></span></p>
<h3 style="line-height: normal; margin-top: 0cm;"><span style="font-size: 10.0pt;"> </span></h3>
<h3 style="line-height: normal; margin-top: 0cm;"><span style="font-size: 10.0pt;">ΟΙΚΟΥΜΕΝΙΚΗ
ΔΙΑΚΗΡΥΞΗ ΓΙΑ ΤΑ ΑΝΘΡΩΠΙΝΑ ΔΙΚΑΙΩΜΑΤΑ</span></h3>
<p style="margin-bottom: .0001pt; margin: 0cm;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">10 ΔΕΚΕΜΒΡΙΟΥ 1948</span></p>
<h4 style="line-height: normal; margin-top: 0cm;"><span style="font-size: 10.0pt;"></span>(….)</h4>
<h4 style="line-height: normal; margin-top: 0cm;"><span style="font-size: 10.0pt;">ΑΡΘΡΟ
23</span></h4>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: "Cambria","serif"; font-size: 9.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Cambria","serif"; font-size: 9.0pt; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Καθένας έχει
το δικαίωμα να εργάζεται και να επιλέγει ελεύθερα το επάγγελμά του, να έχει
δίκαιες και ικανοποιητικές συνθήκες δουλειάς και να προστατεύεται από την ανεργία.
(…)</span></p>
<h4 style="line-height: normal; margin-top: 0cm;"><span style="font-size: 9.0pt;"></span>ΑΡΘΡΟ
25</h4>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 9.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: major-latin;">Καθένας έχει
δικαίωμα σε ένα βιοτικό επίπεδο ικανό να εξασφαλίσει στον ίδιο και στην
οικογένεια του υγεία και ευημερία, και ειδικότερα τροφή, ρουχισμό, κατοικία,
ιατρική περίθαλψη όπως και τις απαραίτητες κοινωνικές υπηρεσίες.</span><span style="font-family: "Cambria","serif"; font-size: 9.0pt; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">(…)</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt;"></span></p>
<p> </p>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-65059100273813732692021-09-29T14:58:00.083-07:002021-09-30T07:37:21.953-07:00Youtube-RT.DE: Γερμανo-ρωσικός πόλεμος προπαγάνδας<p> <!--[if !mso]>
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</p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Όπως μ’όλους τους πολέμους, οι
μηχανές της προπαγάνδας ξεκινούν πολύ πριν την κήρυξη τους. </span></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Στον
απόλυτο έλεγχο που ασκούν οι ολιγάρχες της δύσης στο παραδοσιακό (τηλεόραση,
εφημερίδες, κλπ) σύστημα ενημέρωσης των λαών, το διαδίκτυο εμφανίστηκε ως ευκαιρία εκδημοκρατισμού, για να διαπιστωθεί όμως πολύ γρήγορα ότι οι
χρήστες του, με συντριπτική πλειοψηφία, προσέφευγαν για την ειδησεογραφική
ενημέρωση τους στην ηλεκτρονική έκδοση των εντύπων, που μέχρι τότε προτιμούσαν. Οπότε
κανένα πρόβλημα…</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Πριν μερικά χρόνια, ωστόσο, και στα
πλαίσια ενός τεράστιου </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">fake</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">story</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">που ακούει
στο όνομα </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">russia-gate</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">, άρχισαν τα κυρίαρχα μέσα να συνειδητοποιούν ότι
ρωσικά και κινεζικά </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">media</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">έχουν
ανέβει πολύ στις προτιμήσεις ενός κοινού, με ιδιαίτερα ηλικιακά και πολιτικά χαρακτηριστικά,
το οποίο είχε γυρίσει την πλάτη στα «επίσημα» μέσα. Σχετικό είναι το δημοσίευμα
της </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">W</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">all </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">S</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">treet </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">J</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">o</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">u</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">rnal του
2017 </span><span style="font-size: 10pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">(</span><span style="font-size: 10pt; mso-bidi-font-size: 11.0pt;"><a href="https://www.wsj.com/articles/russia-state-news-outlet-rt-thrives-on-youtube-facebook-1508808937"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">https</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">://</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">www</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">.</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">wsj</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">.</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">com</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">/</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">articles</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">/</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">russia</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">-</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">state</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">-</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">news</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">-</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">outlet</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">-</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">rt</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">-</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">thrives</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">-</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">on</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">-</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">youtube</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">-</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">facebook</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">-1508808937</span></a></span><span class="MsoHyperlink"><span style="font-size: 10pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">)</span></span><span style="font-size: 10pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">από το οποίο
προέρχεται και ο παρακάτω πίνακας.</span></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> <img alt="" 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" /></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> Τι μας λέει ο πίνακας αυτός; Το
κύριο αγγλόφωνο κανάλι μιας ρωσικής εταιρείας (που έχει κι άλλα ξενόγλωσσα κανάλια
εννοείται…), το </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">RT</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">–αρχικά
του </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Russia</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Today που ιδρύθηκε μόλις το 2005</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">- έχει αριθμό
συνδρομητών και προβολών των βίντεό του ίδιο σχεδόν με του </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">CNN</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">και
πολύ-πολύ μεγαλύτερο από του </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">FOX</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">! Αθροιστικά
μαζί με τα άλλα κανάλια που διαθέτει το RT, συγκαταλέγεται σύμφωνα με το άρθρο
αυτό μεταξύ των ειδησεογραφικών καναλιών του </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Youtube </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">με την μεγαλύτερη επισκεψιμότητα. Το γεγονός αυτό, πέραν την πολιτικής διάστασης του, συνεπάγεται και την απόδοση σημαντικών εσόδων από διαφημίσεις, τόσο στο Youtube, όσο όμως και για το </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">RT</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Η ιδιοκτήτρια εταιρεία του </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">RT</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">κατηγορήθηκε
ότι ελέγχεται από το ρωσικό κράτος, γεγονός που επέτρεψε στην κυβέρνηση των ΗΠΑ
(με βάση νόμο που ψήφισε για τον σκοπό αυτό) να την χαρακτηρίσει ως «ξένο
πράκτορα», θέτοντας έτσι αυστηρά πλαίσια λειτουργίας της, απαιτώντας ακόμη και γνωστοποίηση των μετακινήσεων των
δημοσιογράφων των καναλιών της. Τα βίντεο των διαφόρων καναλιών της ρώσικης αυτής
εταιρείας, επιτρέπεται να προβληθούν στο </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Youtube</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">έχοντας όμως
ως χαρακτηρισμό ότι είναι στην ουσία «προπαγανδιστικό υλικό ξένης χώρας». Εννοείται ότι
οι Ρώσοι και οι Κινέζοι δεν είναι οι πρώτοι διδάξαντες στην λειτουργία κρατικοδίαιτων
μέσων ενημέρωσης με παγκόσμια εμβέλεια και επιρροή. Το </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">BBC</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> της Βρετανίας, η Deutsche Welle της Γερμανίας ή το </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Radio</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Free</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Europe</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> των ΗΠΑ είναι τα πιο χαρακτηριστικά παραδείγματα μέσων που εκπέμπουν σε πολλές ξένες γλώσσες. Για
να μην αναφερθούμε, επιπρόσθετα, ότι η Ρωσία σε αντίθεση με την Κίνα, δεν έχει αναπτύξει το
δικό της </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Internet</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">, με αποτέλεσμα οι διάφορες πλατφόρμες με τους αλγορίθμους
τους να παρεμβαίνουν κατά το δοκούν (βλ.παρέμβαση σε εκλογικές διαδικασίες, ροζ
επαναστάσεις, καθιέρωση νέων πολιτικών φορέων, κλπ).</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Στην ευρωπαϊκή δημοκρατική Γερμανία
σήμερα γίναμε μάρτυρες της απόλυτης λογοκρισίας. <span style="mso-spacerun: yes;"> </span>Ηδη από τα μέσα Σεπτεμβρίου, παραμονές των
Γερμανικών εκλογών (…), είχε απαγορευθεί το </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">RT</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">DE για
λόγους παραπληροφόρησης </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">COVID</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">! Σήμερα το </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Υoutube</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">μπλόκαρε,
δηλ.εξαφάνισε, τόσο το ίδιο το </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">RT</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">όσο κι ένα άλλο κανάλι ιδίων συμφερόντων </span><i>(το
Der Fehlende Part-DFP)</i><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">, επειδή το τελευταίο δεν σταμάτησε
δήθεν την διάχυση ψευδών ειδήσεων για την …πανδημία. Κι εδώ είναι που ο πιο πρόσφατος εχθρός της Δύσης, η πανδημία, στον οποίο κηρύξαμε τον πόλεμο (όπως αναπαράγουν συνεχώς τα
ειδησεογραφικά μέσα), γίνεται αφορμή κι αιτία να ληφθεί αυτή η απόφαση. Για να
χρησιμοποιηθεί η τόσο ευτελής δικαιολογία της πανδημίας, σημαίνει ότι δεν
υπήρξαν άλλες παραβάσεις δημοσιογραφικής δεοντολογίας που να επιτρέψουν μια
τόσο χοντροκομμένη μορφή λογοκρισίας.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Το θέμα έγινε μεγάλη είδηση σε όλα
τα δυτικά μέσα. </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">T</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">ο Υπουργείο Εξωτερικών της Ρωσίας κατηγόρησε
ευθέως την Γερμανική κυβέρνηση για λογοκρισία και ως υπεύθυνη για την
πρωτοβουλία του </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Youtube</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">, απειλώντας <span style="mso-spacerun: yes;"> </span>ότι θα επιβληθούν αντίστοιχα μέτρα και στα
γερμανικά μέσα ενημέρωσης που δραστηριοποιούνται στη Ρωσία. Επιπλέον, η Ρωσία απείλησε
την ιδιοκτήτρια της </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Youtube</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">εταιρεία </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Google</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">, <span style="mso-spacerun: yes;"> </span>ότι αν το </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Youtube</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">δεν
ανακαλέσει την απόφαση του θα εξοβελιστεί από την ρωσική επικράτεια. Ενώ υπό
εξέταση μπαίνουν και η </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Google</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">και
το </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Facebook</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> για ύποπτες συμπεριφορές στην διάρκεια των πρόσφατων
εκλογών στην Ρωσία, αλλά και για λιγότερο διφορούμενα θέματα όπως η προώθησης της παιδικής πορρνογραφίας ή της σεξουαλικής εκμετάλλευσης γυναικών. <span style="mso-spacerun: yes;"> </span>Το διακύβευμα της ρώσικης
απειλής, βεβαίως, δεν είναι τόσο τα διαφημιστικά έσοδα που εξασφαλίζει αυτή η αγορά,
όσο και η απώλεια της δύναμης πολιτικής παρέμβασης που προσφέρουν στη Δύση οι περίφημοι αλγόριθμοι
τους.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Αξίζει να σημειωθεί ότι με μια
γρήγορη έρευνα στο </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Google</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">συνειδητοποιεί
κανείς ότι οι τριβές/απαγορεύσεις/λογοκρισία των ρωσικών και κινεζικών μέσων
ενημέρωσης είναι γενικευμένο πλέον φαινόμενο τα τελευταία χρόνια σε πολλές δυτικές
χώρες (Βρεττανία, ΗΠΑ, βαλτικές χώρες, …). Μένει να δούμε το πόσο οριστική θα
είναι η απαγόρευση της </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Υoutube</span><span lang="EN-US" style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">και
τι συνέπειες θα έχει αυτή στο μέτωπο του πόλεμου της προπαγάνδας και στην ανέγερση
τοίχους επικοινωνιακής απομόνωσης και για την Ρωσία. </span></p>
Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-54598702073345246522021-09-08T11:59:00.003-07:002021-09-08T11:59:29.273-07:00Οι παπαρούνες του Αφγανιστάν<p> <!--[if !mso]>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
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</p><p class="MsoNormal">Το 2000 οι Ταλιμπάν είχαν απαγορεύσει δια νόμου και …ροπάλου
την καλλιέργεια της παπαρούνας. Αποτέλεσμα, το 2001 οι καλλιεργούμενες εκτάσεις
είχαν σχεδόν μηδενιστεί. Μετά την αμερικανική επέμβαση το 2002 η εξέλιξη των
καλλιεργούμενων εκτάσεων και των παραγόμενων ποσοτήτων οπίου φαίνεται στα
κατωτέρω γραφήματα. </p><p class="MsoNormal">Ηδη από το 2007 η χώρα είχε κατακτήσει (κι ελέγχει ως τις ημέρες
μας) το 90% της παγκόσμιας παραγωγής οπίου, βασικής α' ύλης για την παραγωγή ηρωίνης (μεταξύ άλλων)! </p><p class="MsoNormal">Πιο έγκυρες πηγές για τα στοιχεία μας δεν
θα μπορούσαν να υπάρξουν: στρατιωτική σχολή μεταπτυχιακών σπουδών του αμερικάνικου
ναυτικού και το εξειδικευμένο κέντρο ερευνών της Ε.Ε. (Βλ.Πηγη 2 και 3)</p>
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" /></span></p>
<p class="MsoNormal"><span style="mso-fareast-language: EL; mso-no-proof: yes;"><br /></span></p><p class="MsoNormal"><span style="mso-fareast-language: EL; mso-no-proof: yes;"><img alt="" height="327" 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" width="410" /></span></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Στα θεαματικά πιο πάνω αποτελέσματα βρεθήκαμε χάρι και στην
διάθεση από τις ΗΠΑ στο Αφγανιστάν του …μικροποσού των <span style="mso-spacerun: yes;"></span>$8,62δις στον «πόλεμο» για τον περιορισμό
της καλλιέργειας της παπαρούνας (Βλ.Πηγη 1). <span style="mso-spacerun: yes;"> </span></p>
<p class="MsoNormal"><span style="mso-spacerun: yes;"> </span>Την ίδια στιγμή, στην Αμερική και
από το 1999 μέχρι σήμερα <b>πέθαναν περισσότεροι από 1 εκατ. συνάνθρωποι
μας από υπερβολική δόση</b>, οπιοειδών μόνο (ηρωίνη, βασικά), ναρκωτικών. Τριακόσιες (300!) τόσες
φορές πάνω από τους νεκρούς των δίδυμων πύργων, καμία σχέση με τον αριθμό των θυμάτων
των απανταχού πολέμων των ΗΠΑ και <span style="mso-spacerun: yes;">περισσότεροι </span>ακόμα από τα θύματα του κορωνοϊού. (Βλ.Πηγη 4)</p>
<p class="MsoNormal">Τα παραπάνω ως μια μικρή συνεισφορά στην αντίληψη μας για
την πιο επικίνδυνη υπερδύναμη σήμερα στον κόσμο, η οποία τυχαίνει να ελέγχει το σύνολο σχεδόν των μέσων ενημέρωσης.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><u>Πηγές</u></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="mso-ansi-language: EN-US;"></span></u></b></p>
<p class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> <span style="font-size: small;">1.
</span></span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US;"><a href="https://www.sigar.mil/interactive-reports/counternarcotics/index.html">https://www.sigar.mil/interactive-reports/counternarcotics/index.html</a></span></p><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Special Inspector General for
Afghanistan Reconstruction, </span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><a href="https://www.sigar.mil/pdf/lessonslearned/SIGAR-18-52-LL.pdf" target="sigarCounternarcoticsReport"><span lang="EN-US" style="color: blue; mso-ansi-language: EN-US;">Lessons Learned Report</span></a></span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">, June 2018, </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 24.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-font-kerning: 18.0pt;">Counternarcotics: Lessons from the U.S. Experience
in Afghanistan </span>
<p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";"> <span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US;"><a href="https://nps.edu/web/ccs/poppy-cultivation">https://nps.edu/web/ccs/poppy-cultivation</a>, Naval Postgraduate School provides relevant and unique advance education
and research programs in order to increase the effectiveness of US and Allied
armed forces, diplomacy and enhance the security of the United States. <em>Department
of the Navy <span style="mso-spacerun: yes;"> </span>- Department of Defense</em></span></p>
<p class="MsoListParagraphCxSpMiddle"><em><span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></em><span class="markedcontent"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: 9.5pt; line-height: 107%; mso-ansi-language: EN-US; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font-size: small;">3</span>.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></span><span class="markedcontent"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: 9.5pt; line-height: 107%; mso-ansi-language: EN-US;">European Monitoring Centre for Drugs and Drug Addiction,</span><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: 9.0pt; line-height: 107%; mso-ansi-language: EN-US;">M</span></span><span id="page1R_mcid7"><span role="presentation" style="transform: rotate(2.78057deg);">o</span></span><span id="page1R_mcid8"><span role="presentation" style="transform: rotate(3.74856deg);">n</span></span><span id="page1R_mcid9"><span role="presentation" style="transform: rotate(4.23548deg);">i</span></span><span id="page1R_mcid10"><span role="presentation" style="transform: rotate(4.72526deg);">t</span></span><span id="page1R_mcid11"><span role="presentation" style="transform: rotate(5.7104deg);">o</span></span><span id="page1R_mcid12"><span role="presentation" style="transform: rotate(6.20577deg);">r</span></span><span id="page1R_mcid13"><span role="presentation" style="transform: rotate(6.70359deg);">i</span></span><span id="page1R_mcid14"><span role="presentation" style="transform: rotate(7.20319deg);">n</span></span><span id="page1R_mcid15"><span role="presentation" style="transform: rotate(8.20735deg);">g</span></span><span id="page1R_mcid16"><span role="presentation" style="transform: rotate(8.71262deg);">
</span></span><span id="page1R_mcid17"><span role="presentation" style="transform: rotate(9.21909deg);">t</span></span><span id="page1R_mcid18"><span role="presentation" style="transform: rotate(9.72711deg);">h</span></span><span id="page1R_mcid19"><span role="presentation" style="transform: rotate(10.7473deg);">e</span></span><span id="page1R_mcid20"><span role="presentation" style="transform: rotate(11.2596deg);">
</span></span><span id="page1R_mcid21"><span role="presentation" style="transform: rotate(11.7735deg);">s</span></span><span id="page1R_mcid22"><span role="presentation" style="transform: rotate(12.2884deg);">u</span></span><span id="page1R_mcid23"><span role="presentation" style="transform: rotate(13.3212deg);">p</span></span><span id="page1R_mcid24"><span role="presentation" style="transform: rotate(14.3572deg);">p</span></span><span id="page1R_mcid25"><span role="presentation" style="transform: rotate(14.877deg);">l</span></span><span id="page1R_mcid26"><span role="presentation" style="transform: rotate(15.3973deg);">y</span></span><span id="page1R_mcid27"><span role="presentation" style="transform: rotate(15.9177deg);">
</span></span><span id="page1R_mcid28"><span role="presentation" style="transform: rotate(16.4393deg);">o</span></span><span id="page1R_mcid29"><span role="presentation" style="transform: rotate(16.9611deg);">f</span></span><span id="page1R_mcid30"><span role="presentation" style="transform: rotate(17.4831deg);">
</span></span><span id="page1R_mcid31"><span role="presentation" style="transform: rotate(18.0057deg);">h</span></span><span id="page1R_mcid32"><span role="presentation" style="transform: rotate(18.528deg);">e</span></span><span id="page1R_mcid33"><span role="presentation" style="transform: rotate(19.051deg);">r</span></span><span id="page1R_mcid34"><span role="presentation" style="transform: rotate(19.5733deg);">o</span></span><span id="page1R_mcid35"><span role="presentation" style="transform: rotate(20.0956deg);">i</span></span><span id="page1R_mcid36"><span role="presentation" style="transform: rotate(20.6186deg);">n</span></span><span id="page1R_mcid37"><span role="presentation" style="transform: rotate(21.1404deg);">
</span></span><span id="page1R_mcid38"><span role="presentation" style="transform: rotate(21.6622deg);">t</span></span><span id="page1R_mcid39"><span role="presentation" style="transform: rotate(22.1837deg);">o</span></span><span id="page1R_mcid40"><span role="presentation" style="transform: rotate(22.7044deg);">
</span></span><span id="page1R_mcid41"><span role="presentation" style="transform: rotate(23.225deg);">E</span></span><span id="page1R_mcid42"><span role="presentation" style="transform: rotate(23.7445deg);">u</span></span><span id="page1R_mcid43"><span role="presentation" style="transform: rotate(24.2634deg);">r</span></span><span id="page1R_mcid44"><span role="presentation" style="transform: rotate(24.7814deg);">o</span></span><span id="page1R_mcid45"><span role="presentation" style="transform: rotate(25.8143deg);">p</span></span><span id="page1R_mcid46"></span>e,<span class="markedcontent"><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: 9.5pt; line-height: 107%; mso-ansi-language: EN-US;"> EMCDDA 2008 </span></span></p><span id="page37R_mcid688"><span role="presentation" style="transform: scaleX(0.967798);">
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><sup><span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></sup><span lang="EN-US" style="mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> <span style="font-size: small;"> 4.</span>
</span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US;"><a href="https://www.counterpunch.org/2021/09/07/afghanistan-and-the-purdue-pharma-case-are-reminders-that-the-u-s-is-a-failed-narco-state-too/">https://www.counterpunch.org/2021/09/07/afghanistan-and-the-purdue-pharma-case-are-reminders-that-the-u-s-is-a-failed-narco-state-too/</a></span></p>
<p class="MsoListParagraphCxSpLast"><span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></p>
</span></span>Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-71352637795691568962021-04-08T07:36:00.003-07:002021-04-08T07:41:19.055-07:00Κ.ΚΑΒΑΦΗΣ - ΤΕΙΧΗ [1896, 1897]<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span style="mso-ansi-language: EL;">Κατάπιαμε το χάπι του
φόβου, με περιτύλιγμα αγάπης και σεβασμού για τον Άλλο!<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EL;">Στο μεταξύ, ο
φίλος πλαντάζει μόνος, ο γονιός σβήνει έρημος, αλλά φοράμε την
μάσκα για τον Αλλο, κάνουμε το εμβόλιο για έναν
αόρατο ιό, προσέχουμε … </span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EL;">Υπακούμε, κάνουμε ότι μας διατάζουν. Οι κυβερνώντες, με το καπέλο των επιστημόνων, αφού οι ίδιοι είναι καιρό, πλέον, χωρίς κύρος! Αργήσαμε, ωστόσο, να καταλάβουμε, πότε οι αγαθές προθέσεις μας έγιναν απαγόρευση κυκλοφορίας, </span><span style="mso-ansi-language: EL;">αστυνομική βία, </span><span style="mso-ansi-language: EL;">ανεργία, πείνα, ... Δυστοπία.<br /></span></p><p class="MsoNormal"><span style="mso-ansi-language: EL;"> </span> </p><p class="MsoNormal"><span style="font-size: large;"><span style="font-family: arial;">"Χωρίς περίσκεψιν, χωρίς λύπην, χωρίς αιδώ<br />
μεγάλα κ’ υψηλά τριγύρω μου έκτισαν τείχη.</span></span></p><span style="font-size: large;"><span style="font-family: arial;">
</span></span><p><span style="font-size: large;"><span style="font-family: arial;">Και κάθομαι και απελπίζομαι τώρα εδώ.<br />
Άλλο δεν σκέπτομαι: τον νουν μου τρώγει αυτή η τύχη·</span></span></p><span style="font-size: large;"><span style="font-family: arial;">
</span></span><p><span style="font-size: large;"><span style="font-family: arial;">διότι πράγματα πολλά έξω να κάμω είχον.<br />
A όταν έκτιζαν τα τείχη πώς να μην προσέξω.</span></span></p><span style="font-size: large;"><span style="font-family: arial;">
</span></span><p><span style="font-size: large;"><span style="font-family: arial;">Aλλά δεν άκουσα ποτέ κρότον κτιστών ή ήχον.<br />
Aνεπαισθήτως μ’ έκλεισαν από τον κόσμον έξω."</span></span></p>
Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-2610250841116060342021-03-24T12:55:00.005-07:002021-03-24T13:02:25.049-07:00Κίνα - Αμερική, κατά Thomas L.Friedman<p> </p><p style="text-align: left;"><span style="font-size: small;"><span class="jlqj4b"><span style="font-weight: normal;">Από</span></span><span class="jlqj4b"><span style="font-weight: normal;"> </span></span><span class="jlqj4b"><span style="font-weight: normal;">το</span></span><span class="jlqj4b"><span style="font-weight: normal;"> </span></span><span class="jlqj4b"><span style="font-weight: normal;">άρθρο</span></span><span class="jlqj4b"><span style="font-weight: normal;"> </span></span><span class="jlqj4b"><span style="font-weight: normal;">του</span></span><span class="jlqj4b"><span style="font-weight: normal;"> </span></span><span class="css-1baulvz"><span lang="EN-US" style="font-weight: normal;"><a href="https://www.nytimes.com/by/thomas-l-friedman"><span color="windowtext" style="text-decoration: none; text-underline: none;">Thomas L. Friedman</span></a> τη</span></span><span class="css-1baulvz"><span style="font-weight: normal;">ς</span></span><span class="css-1baulvz"><span style="font-weight: normal;"> <span lang="EN-US">23/03/2021 </span></span></span><span class="css-1baulvz"><span style="font-weight: normal;">με</span></span><span class="css-1baulvz"><span style="font-weight: normal;"> </span></span><span class="css-1baulvz"><span style="font-weight: normal;">τίτλο</span></span><span class="css-1baulvz"><span style="font-weight: normal;"> <span lang="EN-US">«</span></span></span><span lang="EN-US" style="font-weight: normal;">China
Doesn’t Respect Us Anymore — for Good Reason», </span><span lang="EN-US" style="font-weight: normal;"><a href="https://www.nytimes.com/2021/03/23/opinion/china-america.html">https://www.nytimes.com/2021/03/23/opinion/china-america.html</a></span></span></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span style="font-size: small;"><span class="jlqj4b">«Οι ηγέτες της Κίνας είναι σκληροί <span>αλλά </span><b>εύθραυστοι</b>», υποστηρίζει ο James
McGregor (…).</span><span class="viiyi"></span> <span data-language-for-alternatives="el" data-language-to-translate-into="en" data-phrase-index="1"></span><span class="jlqj4b"><span>«Ακριβώς επειδή δεν εκλέχτηκαν, ξυπνούν κάθε μέρα φοβισμένοι από
τους δικούς τους ανθρώπους, και αυτό τους κάνει <b>πολύ επικεντρωμένους στην
απόδοση» - ιδιαίτερα σε ζητήματα απασχόλησης, στέγασης και καθαρού αέρα.</b></span></span></span></p><span style="font-size: small;">
</span><p class="MsoNormal"><span style="font-size: small;"><span class="jlqj4b"> Οι πολιτικοί στις ΗΠΑ <span> </span>θεωρούν τους Κινέζους ομόλογους τους «<b>εύθραυστους</b>».
Και τους περιφρονούν γι’ αυτό.</span></span></p><span style="font-size: small;">
</span><p class="MsoNormal"><span style="font-size: small;"><span class="jlqj4b">
Οι πολίτες στις ΗΠΑ, πολύ θα ...ζήλευαν τους απλούς Κινέζους, αν ήξεραν ότι έχουν πολιτικούς <b>«πολύ
επικεντρωμένους στην απόδοση – ιδιαίτερα σε ζητήματα απασχόλησης, στέγασης και
καθαρού αέρα»!</b></span></span></p>
<h1><span class="jlqj4b"><span style="font-size: 12pt; font-weight: normal; mso-bidi-font-weight: bold;"><br /></span></span><span lang="EN-US" style="font-size: 9pt; font-weight: normal; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;"></span><span lang="EN-US" style="mso-ansi-language: EN-US;"></span></h1>
<p class="MsoNormal"><span lang="EN-US" style="mso-ansi-language: EN-US;">Και για την πιστή μετάφραση: “China’s
leaders are fierce but fragile,” argues </span><a href="https://jamesmcgregor-inc.com/about-me/" target="_blank" title=""><span lang="EN-US" style="mso-ansi-language: EN-US;">James McGregor</span></a><span lang="EN-US" style="mso-ansi-language: EN-US;">, the chairman of the consultancy
APCO Worldwide, Greater China. “Precisely because they were not elected, they
wake up every day scared of their own people, and that makes them very focused
on performance” — particularly around jobs, housing and clean air.</span></p>
Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-66677266919835597282020-05-03T11:17:00.000-07:002020-05-03T11:23:50.449-07:00Covid19 - Η μεγαλύτερη γενοκτονία υπερηλίκων;<div dir="ltr" style="text-align: left;" trbidi="on">
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" /></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Με βάση την ενλόγω κατανομή των θανάτων, τα ποσοστά των <b style="mso-bidi-font-weight: normal;">άνω των 70 ετών, εκπροσωπούν το 77,5% του
συνόλου</b>. Από αυτούς <b style="mso-bidi-font-weight: normal;">το 24,7% ήταν …άνω
των 90 ετών, </b><span style="mso-bidi-font-weight: normal;">ανή</span><span style="mso-bidi-font-weight: normal;">κοντας εννοείται και</span> στην ομάδα των …«πλήρεις ημερών», με την ζηλευτή απ' όλους μας αιτία θανάτου ...«βαθιά
γεράματα».</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Να σημειωθεί, ακόμη, ότι<span style="mso-spacerun: yes;">
</span>η <b style="mso-bidi-font-weight: normal;">μέση ηλικία</b> των αποδιδόμενων
στον κορονοιό νεκρών είναι τα 81 έτη, παρότι η μέση ηλικία των κρουσμάτων είναι
τα 61 έτη. Δηλ. μπορεί να αρρώσταιναν και νεότεροι, αυτοί που πέθαιναν όμως
ήταν γύρω από το προσδόκιμο της ζωής.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Όμως, <b style="mso-bidi-font-weight: normal;">ήταν κατά τα
άλλα υγιείς οι αποθανόντες</b>;Με βάση την προαναφερθείσα έκθεση (στοιχεία
29/04, 3<sup>η</sup> σελ.), όλοι σχεδόν -εκτός από το μικρό ποσοστό του 3,8%-
είχαν ήδη κάποια άλλη πάθηση, ενώ <b style="mso-bidi-font-weight: normal;">το
60,3% από τους αποθανόντες είχε πολύ βεβαρυμμένη υγεία (πάνω από τρείς άλλες
παθήσεις)</b>.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><i><span style="font-size: 11.0pt;">Number of comorbidities</span></i></b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed;">
<tbody>
<tr style="height: 7.1pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; height: 7.1pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 140.1pt;" valign="top" width="187"><div class="Default">
0 comorbidities</div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 58.0pt;" valign="top" width="77"><div class="Default">
<i><span style="font-size: 11.0pt;">90 </span></i><span style="font-size: 11.0pt;"></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.1pt;" valign="top" width="132"><div class="Default">
<i><span style="font-size: 11.0pt;">3.8 </span></i><span style="font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="height: 7.1pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 140.1pt;" valign="top" width="187"><div class="Default">
1 comorbidity</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 58.0pt;" valign="top" width="77"><div class="Default">
<i><span style="font-size: 11.0pt;">340 </span></i><span style="font-size: 11.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.1pt;" valign="top" width="132"><div class="Default">
<i><span style="font-size: 11.0pt;">14.5 </span></i><span style="font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="height: 7.1pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 140.1pt;" valign="top" width="187"><div class="Default">
2 comorbidities</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 58.0pt;" valign="top" width="77"><div class="Default">
<i><span style="font-size: 11.0pt;">504 </span></i><span style="font-size: 11.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.1pt;" valign="top" width="132"><div class="Default">
<i><span style="font-size: 11.0pt;">21.4 </span></i><span style="font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="height: 7.1pt; mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 140.1pt;" valign="top" width="187"><div class="Default">
3 comorbidities and over</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 58.0pt;" valign="top" width="77"><div class="Default">
<i><span style="font-size: 11.0pt;">1417 </span></i><span style="font-size: 11.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.1pt;" valign="top" width="132"><div class="Default">
<i><span style="font-size: 11.0pt;">60.3 </span></i><span style="font-size: 11.0pt;"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Σύμφωνα με ανεπίσημες μαρτυρίες ιατρικού προσωπικού ανά τον
κόσμο, οι οδηγίες που είχαν δοθεί στα νοσοκομεία, ήταν οι θάνατοι να
αποδίδονται στον κορονοιό, εφόσον ο αποβιώσας είχε βγει θετικός στο τεστ ή
ακόμα αν είχε τα συμπτώματα της ασθένειας,<span style="mso-spacerun: yes;">
</span>ανεξαρτήτως σοβαρότητας των προϋφιστάμενων παθήσεωνκαι ηλικίας.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Επίσης, σύμφωνα με τα επίσημα στοιχεία από τιςαρμόδιες
εθνικές αρχές που συγκεντρώνει το <span lang="EN-US" style="mso-ansi-language: EN-US;">LTC</span>, <a href="https://ltccovid.org/2020/04/12/mortality-associated-with-covid-19-outbreaks-in-care-homes-early-international-evidence/">ο
κορονοιός φαίνεται να προτιμά ιδιαίτερα τα γηροκομεία</a>, καθότι:“<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Στις χώρες για τις οποίες διαθέτουμε επίσημα στοιχεία
(Αυστραλία, Βέλγιο, Καναδάς, Γαλλία, Ουγγαρία, Ιρλανδία, Ισραήλ, Νορβηγία,
Πορτογαλία, Σιγκαπούρη και ορισμένες περιοχές της Ισπανίας), το ποσοστό των
θανάτων που σχετίζονται με COVID, σε κέντρα φροντίδας, κυμαίνεται από 19% έως
72% επί του συνόλου των θανάτων </span></i><i style="mso-bidi-font-style: normal;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">COVID</span></i><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">”. Σύμφωνα </span><a href="https://henrytapper.com/2020/04/13/the-elephant-in-the-care-home/"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">με
άλλη πηγή</span></a><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> το ενλόγω ποσοστό για τις κατωτέρω χώρες ήταν 57%.</span></div>
<div class="MsoNormal">
<span style="mso-fareast-language: EL; mso-no-proof: yes;"><img alt="" src="data:image/png;base64,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" /></span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div>
<div class="MsoNormal">
Αντίθετα στις ηλικίες μέχρι 30 έτη, του παραπάνω πίνακα της
Ιταλίας, οι νεκροί αριθμούν μόλις 10 (εννοείται και με άλλα υποκείμενα
νοσήματα). </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Τελικά, μήπως κάτω από την μύτη μας συμβαίνει <b style="mso-bidi-font-weight: normal;">η μεγαλύτερη γενοκτονία υπερηλίκων του
αιώνα</b>; Γιατί δεν αναδείχθηκε η διάσταση αυτή της πανδημίας περισσότερο; Με
τέτοια προτίμηση στις πολύ μεγάλες ηλικίες που έχει δείξει ο ιός και την τόσο
χαμηλή επικινδυνότητα για τις νεαρές ηλικίες, <b style="mso-bidi-font-weight: normal;">η γενικευμένη καραντίνα</b>(αντί της φύλαξης των ηλικιωμένων, μόνο) <b style="mso-bidi-font-weight: normal;">ήταν άραγε η πιο ενδεδειγμένη λύση;</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Η απάντηση για όσους ενδιαφέρονται,θα προκύψει από τα
συγκριτικά στοιχεία χωρών που «αυθαιρέτησαν» (Νότια Κορέα, Ταιβάν, Σιγκαπούρη,
Σουηδία), οι οποίες αρνήθηκαν να κλείσουν τον κόσμο στα σπίτια, βάζοντας τη ζωή
σε <span lang="EN-US" style="mso-ansi-language: EN-US;">pause </span>και την
οικονομία στο <span lang="EN-US" style="mso-ansi-language: EN-US;">off</span>.</div>
<div class="MsoNormal">
<br /></div>
***************<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="mso-outline-level: 1;">
<span style="mso-bidi-font-style: italic;">Όταν η συντριπτική πλειοψηφία του κόσμου έχει αποδεχθεί ότι ο κορονοϊός
είναι πολύ μεταδοτικός, επικίνδυνα θανατηφόρος και ότι με την απομόνωση κι όλα
τα ενδεδειγμένα μέσα (μάσκες, γάντια, αγκώνας, …) επιδεικνύει κοινωνική ευαισθησία
και σεβασμό για την ζωή του άλλου (περιμένοντας, εύλογα, αντίστοιχη συμπεριφορά
σε ανταπόδοση), τότε <u>είναι πολύ δύσκολο για οποιονδήποτε να διαφοροποιηθεί</u>.
Το να συμμορφωθεί κανείς στις τυπικές οδηγίες που προαναφέραμε (μάσκες, …) δεν
συζητιέται, επιβάλλεται -αν μη τι άλλο- από στοιχειώδη ευπρέπεια. Μιλάμε για
τον σεβασμό στην υγεία και τη ζωή του άλλου, εδώ κάτω στη γη κι όχι στα μυθιστορηματικά
σύννεφα, ή σε ηρωικές εποχές, <span style="mso-spacerun: yes;"> </span>όπου ο
ήρωας αψηφά τον θάνατο. </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;">
<br />
<span style="mso-bidi-font-style: italic;">Τι γίνεται όμως
όταν πέφτει κανείς πάνω σε στοιχεία εγκυρότατων πηγών που αμφισβητούν ακριβώς
την ίδια την επικινδυνότητα της ασθένειας και θέτουν εν αμφιβόλω τις τόσο
επώδυνες πολιτικέςτης καραντίνας; Κλείνει κανείς μάτια, αυτιά και υπολογιστή
και περιμένει οδηγίες από την κρατική ιεραρχία; Ή, μιλά κι επικοινωνεί, με
κίνδυνο να χαρακτηριστεί υπερφίαλος, ματαιόδοξος, αποσυνάγωγος, έως κι
επικίνδυνος αναρχικός;</span></div>
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<span style="mso-bidi-font-style: italic;">Η τυφλή υπακοή
και η συμμόρφωση στον μηχανισμό προπαγάνδας των απανταχού κυβερνήσεων, προϋποθέτει
σχέση εμπιστοσύνης, <span style="mso-spacerun: yes;"> </span>που εξ ορισμού δεν
υπάρχει ανάμεσα στον διαφημιστή και τον πολίτη. Κοντεύει ένας αιώνας που στις
αντιπροσωπευτικές δημοκρατίες μας την πολιτική την ασκούν οι διαφημιστές, οι
ειδικοί δημοσίων σχέσεων, οι κοινωνιολόγοι, κ.ά.<span style="mso-spacerun: yes;"> </span>Η αναζήτηση της αλήθειας, μέσα από μια έντιμη
έρευνα και σκέψη, ίσως επιβάλλεται κιόλας. Είναι γνωστή η συνταγή των ΜΜΕ να
βομβαρδίζουν, σε καθημερινή βάση, με πληθώρα αποσπασματικών, έως και
αντιφατικών μεταξύ τους, πληροφοριών, αφήνοντας τον καθένα στην αμηχανία και αδυναμία
να κατανοήσει ή και να καταλήξει σε συμπεράσματα. Ο δημόσιος διάλογος για την
πανδημία επιβάλλεται και δεν χαρίζεται σε κάθε λογής συνωμοσιολογικόακροδεξιό
φυντάνι, που βρήκε ευκαιρία να ψαρέψει, με δόλωμα την ψυχική οδύνη από την
κλεισούρα της καραντίνας, αλλά κυρίως την οικονομική ανασφάλεια και ανέχεια που
χτυπά τόσους πολλούς. </span></div>
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<br />
<span style="mso-bidi-font-style: italic;">Εκτιμώ ότι θα
είχε εξαιρετικό ενδιαφέρον αν μιλούσαμε, με επίσημα στοιχεία, για θέματα όπως</span></div>
<ul style="text-align: left;">
<li><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-bidi-font-style: italic; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-style: italic;">Το
συγκριτικά χαμηλό ποσοστό θνησιμότητας (επιτέλους, να ξε-αγχωθούμε λίγο!)</span></li>
<li><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-bidi-font-style: italic; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-style: italic;">Την
μεγάλη οικονομική κρίση και την απασχόληση (ή την αγορά εργασίας, όπως
συνηθίζουν να την αποκαλούν, αυτοί που θεωρούν τους εργαζόμενους εμπορεύματα,
που αγοράζονται και πουλιούνται)</span></li>
<li><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-bidi-font-style: italic; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-style: italic;">Τον
Παγκόσμιο Οργανισμό Υγείας, την προϊστορία <span style="mso-spacerun: yes;"> </span>και τη σχέση του με τις μεγάλες φαρμακευτικές
εταιρείες</span></li>
<li><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-bidi-font-style: italic; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-style: italic;">Την
μεθοδολογία κλασικής αστυνομοκρατίας, που αδόκιμα ακολουθήθηκε για ένα ζήτημα
υγείας (σχετικά με την εφαρμογή της καραντίνας)</span></li>
<li><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-bidi-font-style: italic; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-style: italic;">Τις
τεχνικές προπαγάνδας, παραπληροφόρησης, χειραγώγησης και κοινωνικής μηχανικής
ενγένει.</span></li>
</ul>
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<br /></div>
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<span style="mso-bidi-font-style: italic;">ΥΓ</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-style: italic;">. <span style="mso-tab-count: 1;"> </span></span><span style="mso-bidi-font-style: italic;">Ασχετο</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-style: italic;">…</span></div>
<div class="MsoNormal" style="mso-outline-level: 1; text-indent: 36.0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-style: italic;">«<i>SocialDistancing
</i></span><i>και</i><i><span style="mso-ansi-language: EN-US;"> </span>βλακείες</i><i><span lang="EN-US" style="mso-ansi-language: EN-US;">! </span></i></div>
<div class="MsoNormal" style="mso-outline-level: 1; text-indent: 36.0pt;">
<i>Πλήρης απομόνωση!
Ο ατομισμός στα άκρα. </i></div>
<div class="MsoNormal" style="mso-outline-level: 1; text-indent: 36.0pt;">
<i>Η ζωή σε </i><i><span lang="EN-US" style="mso-ansi-language: EN-US;">pause</span>. ‘</i><i><span lang="EN-US" style="mso-ansi-language: EN-US;">E</span>τοιμοι για την δυστοπία…</i><span style="mso-bidi-font-style: italic;">»</span></div>
<div class="MsoNormal">
<br /></div>
</div>
Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-87322410594568982242020-04-03T11:23:00.000-07:002020-04-03T11:23:40.825-07:00“It’s the economy, stupid!”<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: left;">
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Οι ΗΠΑ αποφάσισαν να ρίξουν στην αγορά περισσότερα
λεφτά από όσα διαδοχικά έριξαν κατά την παγκόσμια οικονομική κρίση του 2008! Εκείνη
την είχαν βαφτίσει χρηματοοικονομική κρίση (κι έφταιγαν τα ενυπόθηκα στεγαστικά
δάνεια των ανέργων και των μαύρων), την σημερινή την αποδίδουν στην πανδημία
και φταίνε οι Κινέζοι που τρώνε νυχτερίδες… <span style="mso-spacerun: yes;"> </span>Για το 2008 κι εκ των υστέρων είχαν γραφεί άπειρα
βιβλία κι άρθρα και προβληθεί πολλές ταινίες και ντοκιμαντέρ γύρω από το
συστημικό πρόβλημα των τραπεζών και των επενδυτικών εταιρειών της </span><span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Wall</span><span lang="EN-GB" style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span><span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Street</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">. Η ευθύνη τελικά βρέθηκε να εντοπίζεται
κυρίως στην κατάργηση της </span><em><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Glass</span></em><span class="st"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">-</span></span><em><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Steagall
Act</span></em><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"> (το 1993)</span><em><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">, </span></em><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">η οποία απαγόρευε –από το 1933- τις εμπορικές τράπεζες να παίρνουν
μεγάλα χρηματιστηριακά ρίσκα.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Με την ίδια ζέση και πανικό που σήμερα
παίζουν την πανδημία, οι τηλεοράσεις το 2008 έπαιζαν <span style="mso-spacerun: yes;"> </span>για εβδομάδες τα προβλήματα της Αμερικάνικης
και παγκόσμιας οικονομίας. Σήμερα, όμως, που είναι πολλαπλάσια τα κεφάλαια των
‘ενισχύσεων’ (ποσοτική χαλάρωση), δεν ακούμε τίποτε για οικονομία και σύστημα.
Για όλα φταίει η πανδημία. Η αριθμητική επιχειρηματολογία, μάλιστα, είναι τόσο
προφανής που καταλήγει ακλόνητη: αν λόγω των μέτρων πρόληψης μειωθεί η εθνική κατανάλωση/παραγόμενο
προϊόν κατά 30% μηνιαίως, τότε με το σενάριο των δύο μηνών καραντίνας, η ετήσια
μείωση του παραγόμενου προϊόντος εισοδήματος θα ισούται με 2/12 </span><span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">x</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"> 30% = 5%. Πρόκειται για τεράστια μείωση ετησίως, που μεταφράζεται σε
πρωτοφανή ανεργία, κλείσιμο καταστημάτων και μικρών επιχειρήσεων. Είναι αλήθεια
όμως? Φταίει μόνο η πανδημία, ή υπάρχει κάτι που μας διαφεύγει? </span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Είναι αξιοσημείωτο το πόσο βολικά
εξελίσσονται σήμερα τα πράγματα για το μεγάλο κεφάλαιο (τράπεζες, αεροπορικές
εταιρείες, αυτοκινητοβιομηχανία, κ.ά.), με την έννοια ότι η τεράστια ποσοτική
χαλάρωση που αποφασίστηκε να γίνει, δεν χρειάζεται σήμερα καμιά δικαιολόγηση,
όπως το 2008. Τότε ήταν ολοφάνερο ότι οι κυβερνήσεις και οι ασκούμενες
πολιτικές τους επαλήθευαν το σύνθημα «<b style="mso-bidi-font-weight: normal;">ιδιωτικοποίηση
των κερδών, κοινωνικοποίηση των ζημιών</b>». Ατέλειωτες ώρες για να συγκαλυφθεί
αυτό το προφανές που συνέβαινε τότε, να σώζονται τράπεζες και μεγάλες εταιρείες
με κεφάλαια των φορολογούμενων. <span style="mso-spacerun: yes;"> </span>Οι
οποίοι <span style="mso-spacerun: yes;"> </span>τρομοκρατημένοι από το σόου/υπερπαραγωγή
<span style="mso-spacerun: yes;"> </span>των ΜΜΕ<span style="mso-spacerun: yes;">
</span>για τις εκατοντάδες θανάτους ημερησίως και τα ψυχολογικά της καραντίνας,
αδυνατούν να σκεφθούν, πόσο μάλλον να πράξουν και να διεκδικήσουν. Όταν λοιπόν
περνούν, χωρίς ιδιαίτερη συζήτηση και αντιδράσεις, τόσο σοβαρές ενισχύσεις για
το μεγάλο κεφάλαιο, είναι δύσκολο να μη σκεφθεί κανείς ότι αυτό, ως άμεσα
ενδιαφερόμενο, μεθόδευσε την εξέλιξη των πραγμάτων. </span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Αυτή την περίοδο, επίσης, δεν είναι μόνο
τα κεφάλαια που θα πέσουν στην αγορά για να γίνει δυνατή η επανεκκίνηση της
οικονομίας. Φαίνεται ότι βρίσκονται σε μόχλευση ένας μεγάλος αριθμός
οικονομικών, γεωπολιτικών και κοινωνικών θεμάτων, τα οποία
"περιέργως" δεν έχουν την δημοσιότητα και<span style="mso-spacerun: yes;"> </span>προβολή που θα περίμενε κανείς, παρόλο που
αυτά θα διαμορφώσουν τον κόσμο του αύριο. Για τον λόγο αυτό αξίζει νομίζω να ξεχάσουμε
λίγο την ιατρικο-επιστημονική συζήτηση περί του κορωνοϊού για να ανοίξουμε αυτά
θέματα...</span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Ήταν όλα ρόδινα στις δυτικές οικονομίες
πριν την πανδημία? Το γενικό κλίμα φαινόταν καλό! Από τον εμπορικό πόλεμο
Αμερικής-Κίνας και την έξαρση των εθνικισμών, προέκυπτε ότι υπήρχαν θέματα,
αλλά όλα εντάσσονταν στο πλαίσιο ενός σκληρού, αλλά συνήθους ανταγωνισμού.</span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Ωστόσο, λίγο μόλις καιρό πριν την
πανδημία, την 18 Σεπτεμβρίου 2019, στην </span><span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Monde</span><span lang="EN-GB" style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">διαβάζουμε ότι «οι αγορές βρέθηκαν την Τρίτη σε μια "<b style="mso-bidi-font-weight: normal;">τέλεια καταιγίδα</b>", αναγκάζοντας
την Federal Reserve των ΗΠΑ να <b style="mso-bidi-font-weight: normal;">παρέμβει
για πρώτη φορά» μετά την προηγούμενη μεγάλη κρίση χρηματοοικονομική κρίση του
2008</b>. Συγκεκριμένα, δημοσιεύει κύριο άρθρο με τίτλο "<a href="https://www.lemonde.fr/economie/article/2019/09/18/la-fed-injecte-en-catastrophe-53-milliards-de-dollars-de-liquidites-dans-le-systeme-financier_5511659_3234.html"><span style="mso-bidi-font-family: Calibri;">Η </span><span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-bidi-font-family: Calibri;">FED</span><span style="mso-bidi-font-family: Calibri;"> ρίχνει κατεπειγόντως 53 δις δολλάρια σε
ρευστότητα στο χρηματοπιστωτικό σύστημα</span></a>", για να επανέλθει όμως
μόλις τρείς ημέρες αργότερα, την 21η Σεπτεμβρίου, για να θέσει το ερώτημα γιατί
<a href="https://www.lemonde.fr/economie/article/2019/09/20/pourquoi-la-fed-injecte-des-liquidites-sur-les-marches-monetaires_6012374_3234.html"><span style="mso-bidi-font-family: Calibri;">η </span><span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-bidi-font-family: Calibri;">FED</span><span style="mso-bidi-font-family: Calibri;"> έριξε πάνω από 270 δις δολάρια μέσα σε
μία εβδομάδα</span></a>. Δηλ. επί τέσσερις συνεχόμενες ημέρες, η «καταιγίδα»
καλά κρατούσε και το κατεπείγον των 53 δις της </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">FED</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">, έφτασε σε
270 δις! <span style="mso-spacerun: yes;"> </span></span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Την ίδια περίοδο όμως και η <b style="mso-bidi-font-weight: normal;">Ευρώπη</b> έχει θέμα, αναγκάζοντας τον
πρόεδρο της ΕΚΤ κ. Ντράγκι να ανακοινώσει ότι θα προβαίνει σε <span style="mso-bidi-font-weight: normal;"><a href="https://www.forbes.com/sites/isabeltogoh/2019/09/12/what-to-expect-from-the-european-%EF%BC%9Bcentral-bank-decision/#5e256f863df9"><span style="mso-bidi-font-family: Calibri;">αγορές ομολόγων αξίας της τάξης των 20 δις
«για όσο χρειασθεί</span></a></span><b style="mso-bidi-font-weight: normal;">»,</b> με σκοπό «να δοθεί η ευκαιρία στα ευρωπαϊκά
κράτη να δανεισθούν με έκδοση ομολόγων με τις οποίες θα χρηματοδοτήσουν μεγάλα
δημόσια έργα υποδομών». Ότι έκανε κι ο Ρούζβελτ στην δεκαετία του 30, δηλ. για
να βγει από την μεγάλη κρίση του ‘29.</span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Στα τέλη του
2019, ωστόσο, διαβάζουμε και για ένα άλλο περίεργο φαινόμενο, αυτό της μαζικής αντικατάστασης
των διευθυνόντων των μεγαλύτερων πολυεθνικών εταιρειών . Ο αριθμός αυτών που
έφυγαν ξεπέρασε για το ίδιο χρονικό διάστημα εκείνον του 2008. Αρκεί</span><span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> </span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">κανείς</span><span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> </span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">να</span><span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> </span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">δει</span><span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> </span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">πρωτοσέλιδα</span><span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> </span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">του</span><span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> <span lang="EN-US">mainstream
</span></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">τύπου</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">: </span></div>
<span lang="EN-US" style="mso-ansi-language: EN-US;"><a href="https://www.nbcnews.com/business/business-news/why-have-more-1-000-ceos-left-their-post-past-n1076201"><span style="font-size: 11.0pt;">Why have more than 1,300 CEOs left their post in the
past year?</span></a> </span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; font-weight: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-hansi-theme-font: minor-latin;">NBC news, Nov. 6, 2019</span><br />
<span lang="EN-US" style="font-size: 11.0pt; mso-ansi-language: EN-US;"><a href="https://www.businessinsider.com/biggest-ceo-departures-wework-juul-ebay-warner-bros-metlife-2019-10">The
37 most dramatic CEO exits in 2019, a record-breaking year for executive
departures</a>, </span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; font-weight: normal; mso-ansi-language: EN-US; mso-font-kerning: 0pt;">Business Insider, Dec 23, 2019</span><br />
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<span class="MsoHyperlink"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"><a href="https://fortune.com/2020/02/26/the-great-ceo-exodus-of-2020/"><span style="font-family: "Times New Roman","serif"; mso-font-kerning: 18.0pt;">The great
CEO exodus of 2020</span></a>,</span></span><b><span lang="EN-US" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-US; mso-font-kerning: 18.0pt;"> </span></b><span lang="EN-US" style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">FORTUNE,</span><span lang="EN-US" style="mso-ansi-language: EN-US;"> February 26, 2020</span></div>
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-hansi-theme-font: minor-latin;">Οι ίδιοι
διευθύνοντες και μέτοχοι των μεγαλύτερων εισηγμένων εταιρειών περιέργως
πρόβλεψαν την κατάρρευση του χρηματιστηρίου και ξεπούλησαν μεγάλο αριθμό
μετοχών τους. </span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; font-weight: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-hansi-theme-font: minor-latin;">(Βλ.</span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ansi-language: EN-US; mso-fareast-font-family: SimSun;"> </span><span style="font-weight: normal;"><span class="MsoHyperlink"><span lang="EN-US" style="font-size: 11.0pt; mso-ansi-language: EN-US;"><a href="https://www.wsj.com/articles/bezos-other-corporate-executives-sold-shares-just-in-time-11585042204">Amazon’s
Bezos, Other Corporate Executives Sold Shares Just in Time</a></span></span></span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; font-weight: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-hansi-theme-font: minor-latin;">, The Wall Street Journal, March 24, 2020.</span><br />
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Σε μια
περίοδο δηλ. που η οικονομία υποτίθεται ότι πήγαινε καλά και το χρηματιστήριο
επί 10 συναπτά έτη ζούσε ημέρες δόξας, σπάζοντας το ένα ρεκόρ ανόδου μετά το
άλλο, οι καπετάνιοι </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">CEO</span><span lang="EN-US" style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> </span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">καλούνταν να εγκαταλείψουν το πλοίο! </span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Πήγαινε όμως
καλά η παγκόσμια οικονομία, όσο καλά τα χρηματιστήρια της τουλάχιστον; Όχι αν πιστέψουμε
το <a href="https://www.imf.org/en/Publications/WEO"><span style="mso-bidi-font-family: Calibri;">ίδιο το ΔΝΤ</span></a> που στις <b style="mso-bidi-font-weight: normal;"><u>15
Οκτωβρίου 2019</u></b> έγραφε στην έκθεσή του:</span></div>
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«Μετά την <b style="mso-bidi-font-weight: normal;">απότομη
επιβράδυνση τα τελευταία τρία τρίμηνα του 2018, ο ρυθμός της παγκόσμιας
οικονομικής δραστηριότητας παραμένει ασθενής</b>. Η ώθηση στη μεταποιητική
δραστηριότητα, ειδικότερα, <b style="mso-bidi-font-weight: normal;">εξασθένησε</b>
σημαντικά, <b style="mso-bidi-font-weight: normal;">σε επίπεδα που δεν
παρατηρήθηκαν μετά την παγκόσμια οικονομική κρίση</b>. Η άνοδος του εμπορίου
και των γεωπολιτικών εντάσεων έχουν αυξήσει την αβεβαιότητα σχετικά με το
μέλλον του παγκόσμιου εμπορικού συστήματος και τη διεθνή συνεργασία γενικότερα,
με αποτέλεσμα να επιβαρύνουν την εμπιστοσύνη των επιχειρήσεων, τις επενδυτικές
αποφάσεις και το παγκόσμιο εμπόριο. Μια αξιοσημείωτη στροφή προς την αυξημένη πρωτοβουλία
της νομισματικής πολιτικής - τόσο μέσω της δράσης όσο και μέσω της επικοινωνίας
- έχει μετριάσει τον αντίκτυπο αυτών των εντάσεων στο κλίμα και τη
δραστηριότητα των χρηματοπιστωτικών αγορών, ενώ <b style="mso-bidi-font-weight: normal;">ένας γενικά ανθεκτικός τομέας υπηρεσιών υποστήριξε την αύξηση της
απασχόλησης</b>. Τούτου λεχθέντος, οι προοπτικές παραμένουν επισφαλείς.»<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"></span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Ειδικότερα <a href="https://www.alternatives-economiques.fr/zone-euro-depression-va-t-durer/00091655"><span style="mso-bidi-font-family: Calibri;">για την Ευρώπη</span></a>,<span style="mso-spacerun: yes;"> </span>«εξ αιτίας των λίγων επενδύσεων, της παλαιωμένης
βιομηχανίας της και μιας φρεναρισμένης εσωτερικής κατανάλωσης, η ανάπτυξη της ζώνης
Ευρώ επιβραδύνεται. Οι δε εξωτερικές αβεβαιότητες δεν βοηθούν σε τίποτα» . </span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Κι ερχόμαστε
στο σήμερα, να βλέπουμε πρωτοφανή ρεκόρ και να πέφτουν ιδεολογικά ταμπού…</span></div>
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<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Μεγάλο χρηματιστηριακό κραχ</span></li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"> <span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">πακέτα σωτηρίας μεγαλύτερα κι από αυτά της χρηματοοικονομικής κρίσης
του 2008</span></li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">ρεκόρ καταγραφής ανέργων στις ΗΠΑ με εκτιμήσεις για 30% ανεργία το
β΄3μηνο </span></li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">για πρώτη φορά ακούμε υπουργούς ένθερμους μέχρι χθες θιασώτες των
ιδιωτικοποιήσεων, να μιλούν για κρατικοποιήσεις ιδιωτικών επιχειρήσεων</span></li>
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</span></span></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">…</span></li>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Οι ποσοτικές
επιπτώσεις της καραντίνας στα οικονομικά μεγέθη, όπως προαναφέρθηκε, δεν είναι
καθόλου αμελητέες.<span style="mso-spacerun: yes;"> </span>Ήδη, οι <span style="color: red;"><a href="https://www.ieseinsight.com/doc.aspx?id=2291&ar=7&idioma=2&utm_source=sfmc&utm_medium=email&utm_term=&utm_content=41946&utm_id=50180981-ce02-45c4-9b2c-2c4934dc3ff8&sfmc_id=357913732&sfmc_activityid=47f7ceea-864a-44b2-af60-3eaa0c56aadc&utm_source=sfmc&utm_m"><span style="mso-bidi-font-family: Calibri;">προβλέψεις σήμερα</span></a></span> –οι
οποίες το τελευταίο δίμηνο άλλαξαν πολλές φορές επί το χείρον- μιλούν για ύφεση
…..Το χειρότερο όλων όμως, είναι ότι η ζημία της καραντίνας δεν περιορίζεται
χρονικά στο δίμηνο-τρίμηνο που απαιτείται για τον έλεγχο της επιδημίας, αλλά επεκτείνεται
και στο -αβέβαιο πόσο- μέλλον.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEAOXyWCB8y6Uq3_A__bzcO3g3EIY2LLmS3TSCj960-vwAlDKjEMbOMSjUrwZq9xaNrWgSm5l_qImu9ZMpdyOETPibCKdYsRqQko72zXliCKBuFnNZT8XrfuhTQoEl_Z7jOM_j2k8_5AU/s1600/Fernandes_Countries_250320.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="868" data-original-width="1050" height="264" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEAOXyWCB8y6Uq3_A__bzcO3g3EIY2LLmS3TSCj960-vwAlDKjEMbOMSjUrwZq9xaNrWgSm5l_qImu9ZMpdyOETPibCKdYsRqQko72zXliCKBuFnNZT8XrfuhTQoEl_Z7jOM_j2k8_5AU/s320/Fernandes_Countries_250320.jpg" width="320" /></a></div>
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<u><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Σημ.:</span></u><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> <span style="mso-spacerun: yes;"> </span></span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 10.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Οι αυξημένες συγκριτικά επιπτώσεις στις
μεσογειακές χώρες αποδίδονται στο μεγαλύτερο μερίδιο που έχει ο τουρισμός στην
οικονομία αυτών των χωρών.</span></i></b></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Η Κίνα,
τουναντίον και με δεδομένη την εξάρτηση της από τις εξαγωγές προς τις νεκρές
για την ώρα δυτικές καταναλωτικές αγορές, εκτιμάται ότι θα επιτύχει αύξηση του
ΑΕΠ της κατά 2,6%, έστω και με το χαμηλότερο ποσοστό της μετα-Μαοϊκής περιόδου.
Επίσης, η μείωση των ρυθμών ανάπτυξής της κι ο σε εξέλιξη εμπορικός πόλεμος με
τις ΗΠΑ δεν φαίνεται να τρομάζει την <a href="https://www.marketwatch.com/articles/china-stocks-foreign-investors-51574262228?mod=article_inline"><span style="mso-bidi-font-family: Calibri;">εισροή των ξένων επενδυτών στην Κίνα</span></a>.</span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"><br /></span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"><br /></span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"></span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Πρόλογος</span></u></b></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Υφέσεις στην
οικονομική δραστηριότητα και χρηματιστηριακά κραχ υπήρξαν ουκ ολίγα στην
σύγχρονη ιστορία. Το ζητούμενο της παραπάνω πολύ συνοπτικής επιχειρηματολογίας είναι
η τεκμηρίωση της <a href="https://www.blogger.com/null" style="mso-comment-date: 20200403T1137; mso-comment-reference: ΕΓ_2;"><u>διαίσθησής
μου ότι ταυτόχρονα με μία επιδημία ζούμε και μία μεγάλη οικονομική κρίση η
οποία θα έσκαγε ούτως ή άλλως</u></a></span><span class="MsoCommentReference"><span style="font-family: "Calibri","sans-serif"; font-size: 8.0pt; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"><span style="mso-special-character: comment;"></span></span></span><u><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">.</span></u><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> Το 2008 το ανάθεμα έπεσε στο προϊόν που λέγεται
τιτλοποίηση ενυπόθηκων στεγαστικών δανείων. Για τις αιτίες της σημερινής κρίσης
ο ένοχος αναζητείται και πάλι στο ίδιο τραπεζο-χρηματιστηριακό σύστημα, στο
οποίο δεν έγινε καμία διορθωτική επέμβαση για την διόρθωση των αιτιών που μας
είχαν οδηγήσει στην προηγούμενη μεγάλη κρίση. Το πρόβλημα σήμερα εστιάζεται στην
<b style="mso-bidi-font-weight: normal;">υπερδιόγκωση του επιχειρηματικού
δανεισμού στις ΗΠΑ σε συγκεκριμένους τομείς</b> δραστηριότητας, όπως π.χ.
αεροπορικές εταιρείες, λιανικό εμπόριο, σχιστολιθικό πετρέλαιο, αυτοκινητοβιομηχανία.
Η έκθεση του τραπεζικού συστήματος στους κλάδους αυτούς είναι τεράστια και για
αυτό προκρίθηκε να ενισχυθούν ή να κρατικοποιηθούν οι επιχειρήσεις, αντί να
κινδυνεύσει ακόμη μια φορά το τραπεζικό σύστημα .</span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Το δεύτερο
χαρακτηριστικό αυτής της οικονομικής κρίσης είναι ότι <b style="mso-bidi-font-weight: normal;">πλήττει κατά προτίμηση τον τομέα των υπηρεσιών</b>, ο οποίος στην
περίπτωση των ΗΠΑ αντιπροσωπεύει το εντυπωσιακό 77% του εθνικού προϊόντος της.
Η υπερδιόγκωση αυτού του τομέα είναι εντυπωσιακή στην περίπτωση των ΗΠΑ. Μια
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καθοριστική για την επίπτωση της πανδημίας στον οικονομικό τομέα.</span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Κι όλα αυτά
στο πλαίσιο μιας έντονα αλληλεξαρτώμενης παγκόσμιας οικονομίας, με τις <b style="mso-bidi-font-weight: normal;">εφοδιαστικές αλυσίδες</b> της Δύσης να
εξαρτώνται σε μεγάλο βαθμό από την Κίνα και με τους ιμπεριαλιστικούς <a href="https://www.blogger.com/null" style="mso-comment-date: 20200403T1141; mso-comment-reference: ΕΓ_3;"><b style="mso-bidi-font-weight: normal;">ανταγωνισμούς των μεγάλων οικονομιών</b>,
να σημαίνουν όλο και πιό συχνά συναγερμούς πολέμου. Ανταγωνισμοί που αφορούν
είτε την διατήρηση και κατάκτηση ζωνών-χωρών επιρροής (δρόμος του μεταξιού της Κίνας,<span style="mso-spacerun: yes;"> </span>Αφρικανικοί πόλεμοι, …), είτε την <b style="mso-bidi-font-weight: normal;">προώθηση των εθνικών βιομηχανιών</b> (βλ.
την σχιστολιθική ενέργεια, το 5</a></span><span style="mso-comment-continuation: 3;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">G</span></span><span style="mso-comment-continuation: 3;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">, κ.α.), είτε τέλος την αντικατάσταση <b style="mso-bidi-font-weight: normal;">του δολαρίου ως του μοναδικού συναλλακτικού
και αποθεματικού νομίσματος παγκοσμίως</b>, καθώς και του ελέγχου από τις ΗΠΑ
όλων των μεταπολεμικών <b style="mso-bidi-font-weight: normal;">θεσμών της
παγκόσμιας διακυβέρνησης</b> (ΔΝΤ, Παγκόσμια Τράπεζα, ΠΟΕ, κλπ), ...</span></span><span class="MsoCommentReference"><span style="font-family: "Calibri","sans-serif"; font-size: 8.0pt; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"><a class="msocomanchor" href="https://www.blogger.com/blogger.g?blogID=3186625615534453379#_msocom_3" id="_anchor_3" name="_msoanchor_3"></a><span style="mso-special-character: comment;"></span></span></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"></span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Είναι τέτοια
η υπερβολή και οι επιχειρούμενες ανακατατάξεις παγκοσμίως που το Avaaz του </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Soros</span><span lang="EN-US" style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> </span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">ανέβασε
ψηφοφορία για την <b style="mso-bidi-font-weight: normal;">διαγραφή του χρέους
στις αναπτυσσόμενες χώρες</b>, «ώστε όλες οι κυβερνήσεις να έχουν πόρους για να
περιορίσουν γρήγορα τον ιό, να ενισχύσουν τα συστήματα υγείας και να βοηθήσουν
τους πολίτες τους οικονομικά να μείνουν σπίτι."<span style="mso-spacerun: yes;"> </span>Λες κι η ελάφρυνση αυτή από την διαγραφή του
εξωτερικού χρέους θα καταλήξει αυτόματα ως επιδόματα στους πολίτες ή στην
δημιουργία συστήματος υγείας. Εξυγίανση των ισολογισμών των τραπεζών μυρίζει η
συγκεκριμένη πρόταση….</span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Με όσα
προαναφέρθηκαν επιδιώχθηκε να συγκεντρωθεί αποδεικτικό υλικό για το ότι η
πανδημία ήταν μια <u>ιδανική ευκαιρία για τις δυτικές χώρες, να αφήσουν το
δύσκολα διαχειρίσιμο πρόβλημα των οικονομιών τους να σκάσει και να το
αντιμετωπίσουν -με απόλυτα <b style="mso-bidi-font-weight: normal;">θετικό για το
μεγάλο κεφάλαιο πρόσημο</b>- έχοντας τις κοινωνίες «νεκρές» από την 24ωρη και
πολυήμερη κορωνο-τρομολαγνεία</u>. </span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Μέχρι πριν
σκάσει η επιδημία η θεματολογία των αναλύσεων είχε να κάνει με τις επιπτώσεις
στην απασχόληση από την τεχνητή ευφυΐα, την ρομποτική και το 5G, τις νέες
ειδικότητες και την εισαγωγή του ελάχιστου εγγυημένου εισοδήματος για τους περισσευούμενους
της νέας εποχής. Σήμερα ζούμε την ωμή ανεργία, εδώ και τώρα, με το ανάθεμα να
πέφτει, τόσο βολικά, σε έναν αόρατο κορονοϊό. Το σίγουρο είναι ότι και <b style="mso-bidi-font-weight: normal;">η κρίση αυτή θα πλήξει σκληρότερα τους πιο
αδύναμους</b> (ωρομίσθιους, χαμηλά αμειβόμενους), καθώς και </span><span class="MsoHyperlink"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">την <a href="https://mia-parea.blogspot.com/2014/01/davos.html"><span style="mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun;">μεσαία τάξη
στην ανεπτυγμένη δύση</span></a></span></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> (μικρά καταστήματα, επιχειρήσεις).</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
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<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Παράλληλα,
ως εξ ανάγκης σε συνθήκες καραντίνας, προωθούνται σε<b style="mso-bidi-font-weight: normal;">ιρά αλλαγών στον τρόπο ζωής μας</b> (βλ. την προώθηση των
τηλε-συσκέψεων, την αποφυγή των αεροπορικών ταξιδιών για περιβαλλοντικούς
λόγους, την απαγόρευση<span style="mso-spacerun: yes;"> </span>συγκεκριμένων
συναλλαγών στα γκισέ των τραπεζών κι αντικατάσταση τους από το e-banking, κα).
Επίσης, έχουμε και τον Edward Snowden να κτυπά τον κώδωνα του κινδύνου </span><span class="MsoHyperlink"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="https://www.businessinsider.com/edward-snowden-coronavirus-surveillance-new-powers-2020-3"><span style="mso-bidi-font-family: Calibri;">λέγοντας</span></a></span></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> ότι τα <b style="mso-bidi-font-weight: normal;">μέτρα παρακολούθησης</b> του κόσμου, τα οποία εφάρμοσαν οι κυβερνήσεις
για την καταπολέμηση της πανδημίας, (γεωγραφική παρακολούθηση, δείκτες για την
κατάσταση της υγείας, κλπ), είναι πολύ πιθανόν να ήρθαν για να μείνουν μόνιμα.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;"> Νομίζω ότι δεν
μπορούσε να μπει άλλος τίτλος από ‘Πρόλογος’ σε αυτό το τμήμα της ανάρτησης. Τα
θέματα της επικαιρότητας είναι πολλά και η συζήτηση τους δεν έχει ανοίξει ακόμα.
Στην ανάρτηση αυτή δεν έγινε παρά η αναφορά αυτών των θεμάτων, για την
εξειδίκευση των οποίων, όσο ο καιρός είναι μουντός κι η καραντίνα μας κλείνει
μέσα, ίσως συνεχίσουμε σ’ αυτό το πνεύμα…</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<br /></div>
<br />
</div>
Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-51217563739493083982020-04-02T10:05:00.000-07:002020-04-02T10:05:04.995-07:00To ταξικό πρόσημο<div dir="ltr" style="text-align: left;" trbidi="on">
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οικονομία του κόσμου,</span></span></div>
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<br /></div>
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οποία καταγράφηκε το ρεκόρ των 3,3 εκατομμυρίων αιτήσεων για επιδόματα ανεργίας, </span></span></div>
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<br /></div>
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το 1938, άνοδος της χρηματιστηριακής αγοράς. </span></span></div>
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κρίση του κορωνοϊού θα έχει ταξικό πρόσημο;</span></span></div>
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Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-5190514038526716822020-04-01T07:51:00.003-07:002020-04-01T07:51:48.338-07:00Τους νοιάζει η υγεία μας; <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Προφανής κι
εύλογος σκοπός είναι το να μπορέσει να ανταποκριθεί το σύστημα υγείας, με το να
επιτευχθεί η όσο το δυνατόν μεγαλύτερη «πλάτυνση» της καμπύλης εξάπλωσης του ιού. Όχι γιατί νοιάζονται για την υγεία μας.<span style="mso-spacerun: yes;"> </span>Σε όλο τον κόσμο, κι όχι μόνο σε μας, είναι
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Δεν τους
νοιάζει η υγεία μας. </span></div>
<div class="MsoNormal">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Αυτό που τους ενδιαφέρει είναι μην επαναστατήσουμε όταν
αποκαλυφθεί η ακαταλληλότητα και ανεπάρκεια τους στην προστασία του υπέρτατου αγαθού, της ίδιας μας της ζωής. </span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Ανησυχούν μη χάσει το σύστημα της αντιπροσωπευτικής
δημοκρατίας στην σύγκριση του με ανταγωνιστικά συστήματα (βλ. Κίνα, Ρωσία,
Κούβα), στα οποία η πολιτική και ο κρατικός σχεδιασμός μετρά περισσότερο από τις
τράπεζες και τις επιχειρήσεις.<span style="mso-spacerun: yes;"> </span> </span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Γι’ αυτό
κι όλη η έμφαση της προπαγάνδας δίνεται στην <b>ατομική ευθύνη</b>. </span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Γιατί, αν και όταν
δυσκολεύσουν τα πράγματα με εκατόμβες νεκρών, και η τρομο-φοβική προπαγάνδα τους
θα αδυνατεί να συσπειρώσει τον κόσμο -φτωχοί και πλούσιοι μαζί στον πόλεμο με τον
αόρατο εχθρό- όταν ο κόσμος κλείσει την τηλεόραση, στην ατομική ευθύνη θα ρίξουν
το ανάθεμα! Εμείς θα φταίμε που, επί δύο μήνες(;), βγαίναμε …κάθε δεύτερη
ημέρα για ψώνια, μεταδίδοντας ο ένας στον άλλο τον ιό! </span></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: SimSun; mso-hansi-font-family: Calibri;">Οχι οι
νεοφιλελεύθερες πολιτικές τους των τελευταίων δεκαετιών που έφεραν τις υποδομές και
το ανθρώπινο δυναμικό της υγείας σε τόσο χαμηλό επίπεδο!</span></div>
</div>
Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-81279787880409096242020-03-27T11:48:00.003-07:002020-03-28T01:34:34.917-07:00COVID-19. Εργασιακή και οικονομική ανασφάλεια<div dir="ltr" style="text-align: left;" trbidi="on">
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Με βάση <a href="https://www.weforum.org/agenda/2020/03/covid-19-public-perception-economic-health-crisis-coronavirus-pandemic-ipsos/">έρευνα της IPSOS</a>, η οποία διενεργήθηκε μεταξύ 12 και 14 Μαρτίου σε 12 χώρες για λογαριασμό του Παγκόσμιου Οικονομικού Φόρουμ του Davos και την ποία βρήκαμε στο site του <span style="font-size: x-small;"><i>(https://www.weforum.org/agenda/2020/03/covid-19-public-perception-economic-health-crisis-coronavirus-pandemic-ipsos/)</i></span> ο κόσμος θεωρεί την επιδημία σοβαρότερο κίνδυνο για τα οικονομικά τους, παρά για την υγεία τους!<br />
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Με βάση την έρευνα αυτή, (η οποία από το κατωτέρω γράφημα φαίνεται ότι είναι και κυλιόμενη), παρακάτω εμφανίζονται οι απαντήσεις στο ερώτημα "ποιός νομίζετε ότι είναι ο βαθμός απειλής του κορωνοϊού για την εργασία ή την επιχείρηση σας". Εδώ φαίνεται ότι από τα μέσα Φεβρουαρίου και σε ένα μήνα περίπου, ανάλογα με την εξάπλωση της νόσου, αυξήθηκε κατά πολύ η εργασιακή και οικονομική ανασφάλεια. Στην Ιταλία, για παράδειγμα, με την μεγάλη έξαρση της πανδημίας, ο βαθμός ανασφάλειας πέρασε από το 25% περίπου, στο 63%! Ιδιαίτερη σημασία έχει και η εξέλιξη της Γαλλίας (που πέρασε από 10% σε 44%). Το χαμηλό ποσοστό (44%) στην Κίνα στα μέσα Μαρτίου, καταγράφει την αισιοδοξία που επικράτησε από την πετυχημένη αντιμετώπιση της εκεί επιδημίας.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_UbcYwZjI_pFiK7pChqGAvkEZhLQLvRxJy04KxrXst8fJuMd4LwVurzTZ8OiWvsngiRO9kivke8DQdtTlfd2IrPCUGYhuHEYz2FxD0xp1A-EKoNsA0OhvIu2HY_1969y028-oYIyCVBA/s1600/aaa.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="691" data-original-width="1243" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_UbcYwZjI_pFiK7pChqGAvkEZhLQLvRxJy04KxrXst8fJuMd4LwVurzTZ8OiWvsngiRO9kivke8DQdtTlfd2IrPCUGYhuHEYz2FxD0xp1A-EKoNsA0OhvIu2HY_1969y028-oYIyCVBA/s320/aaa.png" width="320" /></a></div>
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Επειδή η αντίληψη που έχει ο καθένας μας για την οικονομία, διαμορφώνεται από την οικονομική του κατάσταση, καθώς και από αυτή των πέντε -το πολύ- κοντινών ανθρώπων (φίλων ή συγγενών), έχουν πολύ μεγάλη σημασία τα λίγα στοιχεία αυτής της έρευνας στα οποία έχουμε πρόσβαση.<br />
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Προβλήματα δεν είναι μόνο τα ψυχολογικά της καραντίνας: στην Κίνα μελισσοκόμος είχε αυτοκτονήσει, γιατί λόγω καραντίνας είχε χάσει όλα τα μελίσια του. Στις ΗΠΑ το 40% του πληθυσμού έχει καταθέσεις κάτω των 400 Ευρώ και οι αιτήσεις επιδομάτων ανεργίας κτυπάνε ήδη ρεκόρ. Οι τουριστικές επιχειρήσεις στη χώρα μας, με τις ακυρώσεις κρατήσεων να συνεχίζονται, προσπαθούν μέρα τη μέρα να διαχειριστούν μια "νεκρή" τουριστική σεζόν.<br />
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Για τον λόγο αυτό, γι' ακόμη μια φορά, κι εφεξής, "it's the economy stupid"!<br />
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Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0tag:blogger.com,1999:blog-3186625615534453379.post-66472655937381519062020-03-26T11:06:00.003-07:002020-03-26T11:06:45.788-07:00Εικονικές βόλτες....<div dir="ltr" style="text-align: left;" trbidi="on">
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Επιμένουμε Ελληνικά, μούγραψε <span style="mso-spacerun: yes;"> </span>ο Δημητρός από την τράπεζα, κοινοποιώντας μου
το <span lang="EN-US" style="mso-ansi-language: EN-US;">link</span> της συλλογής
Γουλανδρή, με 148 πίνακες των γνωστότερων παγκοσμίως ζωγράφων.</div>
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<a href="https://goulandris.gr/el/collection/works-of-art">https://goulandris.gr/el/collection/works-of-art</a></div>
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Εγώ θα πλειοδοτήσω, στο Επιμένουμε Ελληνικά, με την συλλογή
Θεοχαράκη, με έργα από τους γνωστότερους Ελληνες ζωγράφους. </div>
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<span class="MsoHyperlink"><a href="https://create.cliomuseapp.com/tourExperience/336/1/the-human-form-in-greek-painting-20th-century">https://create.cliomuseapp.com/tourExperience/336/1/the-human-form-in-greek-painting-20th-century</a></span></div>
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Κι επειδή, ως γνωστόν δεν έχουμε καμιά σχέση με την επάρατο …δεξιά
(μέχρι χθες ήταν καλή η παγκοσμιοποίηση, τώρα όχι;!) Μητσάρα παρακάτω σούχω </div>
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λίγο Λούβρο</div>
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<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><a href="https://petitegalerie.louvre.fr/visite-virtuelle/saison2/" target="_blank">https://petitegalerie.louvre.fr/visite-virtuelle/saison2/</a> </span></div>
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<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">με το τελευταίο νούμερο να πηγαίνει από το 1 ως το 5
για τις πέντε τελευταίες χρονιές. (Διαφορετικά, <a href="https://www.louvre.fr/en/visites-en-ligne#tabs" target="_blank">https://www.louvre.fr/en/visites-en-ligne#tabs</a>). </span></div>
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Αντε και μια βόλτα στην μητρόπολη, στην Ουάσιγκτον, για το <span lang="EN-US" style="mso-ansi-language: EN-US;">Smithsonian</span><span lang="EN-US"> <span style="mso-spacerun: yes;"> </span></span>National Museum of Natural History <span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><a href="https://naturalhistory.si.edu/visit/virtual-tour" target="_blank"><span lang="EN-US" style="mso-ansi-language: EN-US;">https</span>://<span lang="EN-US" style="mso-ansi-language: EN-US;">naturalhistory</span>.<span lang="EN-US" style="mso-ansi-language: EN-US;">si</span>.<span lang="EN-US" style="mso-ansi-language: EN-US;">edu</span>/<span lang="EN-US" style="mso-ansi-language: EN-US;">visit</span>/<span lang="EN-US" style="mso-ansi-language: EN-US;">virtual</span>-<span lang="EN-US" style="mso-ansi-language: EN-US;">tour</span></a></span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div>
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όπου στο <a href="https://naturalhistory.si.edu/visit/virtual-tour/past-exhibits">https://naturalhistory.si.edu/visit/virtual-tour/past-exhibits</a></div>
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υπάρχει και ειδική έκθεση για την Κύπρο.</div>
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<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Και τέλος, που καταλήγει η Αρχή για κάθε εικονική
εντρύφηση μας στην τέχνη (κάτι σαν το τηλε-</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">sex</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">, βέβαια, αλλά τι να κάνεις με την καραντίνα;!) </span></div>
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<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><a href="https://artsandculture.google.com/partner?hl=en" target="_blank">https://artsandculture.google.com/partner?hl=en</a></span></div>
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<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">με εκθέματα και εικονικές περιηγήσεις από 1.200 μουσεία
και συλλογές.</span></div>
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«Η τέχνη ξεπλένει από την ψυχή τη σκόνη της
καθημερινότητας».</div>
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<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Καλά ταξίδια! </span></div>
Γιάννης Κοσμαράςhttp://www.blogger.com/profile/05065839723638332677noreply@blogger.com0