tag:blogger.com,1999:blog-63741332029546914902012-01-27T23:46:46.405+02:00nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.comBlogger4471100tag:blogger.com,1999:blog-6374133202954691490.post-13900167878493551772012-01-24T00:04:00.002+02:002012-01-24T00:07:08.792+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-7ndulMOnCsM/Tx3Ymg_HliI/AAAAAAAAEWo/7W__wi_mpfw/s1600/thinker.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-7ndulMOnCsM/Tx3Ymg_HliI/AAAAAAAAEWo/7W__wi_mpfw/s320/thinker.png" width="227" /></a></div><br /><br /><br />Υπάρχουν άραγε αληθινά αναπάντητα ερωτήματα;<br /><br />Μεγαλώσαμε με την στέρεα θεώρηση ότι υπάρχουν τα 'μικρά' και τα 'μεγάλα' ερωτήματα...<br />Τα πρώτα είναι αυτά που αφορούν τα 'μικρά' πράγματα... έχουν συγκεκριμένο και σχεδόν ψηλαφητό 'ορίζοντα γεγονότων'... από μια άλλη οπτική&nbsp;είναι ένας 'γεωμετρικός τόπος σημείων' εντός των δυνατοτήτων μας... ακόμα και της βεντάλιας της σκέψης μας...<br /><br />αντίθετα, τα άλλα, τα λεγόμενα 'μεγάλα' ερωτήματα -ας τα πει κανείς υπαρξιακά ή υπαρκτικά - εκφεύγουν της δυνατότητας όχι μόνον να τα&nbsp;απαντήσουμε αλλά ούτε καν να αντιληφθούμε το μέγεθός τους...<br />Προσωπικά, πιστεύω πλέον ότι όλα αυτά είναι λίγο πολύ ............ βάλτε όποια λέξη θέλετε...<br />Η δική μου εσωτερική περιπέτεια, ας την πούμε αναζήτηση, στοχασμό, ψάξιμο,&nbsp;έχει οδηγήσει σε ένα σημείο όπου τα πράγματα είναι απαιτητό να είναι συγκεκριμένα...<br /><br />νομίζω ότι αναπάντητα ερωτήματα δεν υπήρξαν ποτέ<br />με την οριστική, αμετάκλητη έννοια του αδύνατου<br /><br />συμβαίνει όμως το φαινόμενο της... <b>διπλής ανάδυσης</b>...<br /><br />όταν θέτουμε <b>εμείς </b>ένα ερώτημα<br />και όταν διαλογιζόμαστε επί μακρόν πάνω σ'αυτό<br />κάποια στιγμή, μέσα από το φίλτρο του μεγάλου ωκεανού του ασυνειδήτου<br />το ερώτημα αναδύεται στο συνειδητό<br />στην επιφάνεια δηλαδή<br />αναδύεται όπως μια φούσκα... και όταν εξέλθει στην ατμόσφαιρα της εγρήγορσης<br />απλά σπάει<br /><b>το ερώτημα δεν είναι όμως το αρχικό</b><br />είναι ένα άλλο, ελαφρώς μεταλλαγμένο... μοιάζει με το αρχικό αλλά έχει προσλάβει και άλλες ποιότητες<br />που δεν μπορούσαμε να φανταστούμε...<br /><br />τα έχουμε ξαναπεί για το νου<br />ο νους ξέρει μονάχα ό,τι κάθε φορά ορίζει<br />όσα στρέμματα γνώσης του ανήκουν<br />αυτά διαφεντεύει<br />για το τι γίνεται παρακείθε δεν έχει άποψη<br />και μάλιστα<br />δεν αργεί να συκοφαντήσει τους άγνωστους γείτονές του<br />έστω και αν είναι αρχαιότεροι απ'αυτόν (ένστικτο, συναίσθημα, βίωμα, όνειρο, κλπ)<br /><br />δεν τελείωσα όμως με την διπλή ανάδυση<br />η πρώτη ανάδυση λοιπόν<br />είναι αυτή της 'άλλης' ερώτησης<br />της εξαδέλφης αυτής που θέσαμε εμείς εξ αρχής...<br /><br />η δεύτερη ανάδυση αφορά στην απάντηση<br />ναι<br />μαζί με το ερώτημα -γιατί έχει μεταβολιστεί ήδη η ερώτηση σε ερώτημα-<br />αναδύεται, υποχρεωτικά σχεδόν<br />από τα τρίσβαθα του είναι μας<br />και η απάντηση<br /><br />μονάχα που αυτή η δεύτερη φούσκα<br />διαφέρει από την πρώτη<br />δεν είναι εμφανής<br />δεν είναι ορατή<br />και απαιτεί ικανότητες 'αλιέως' για να την γραπώσεις<br />βρίσκεται όμως στην περιοχή της εγρήγορσης<br />και... ανυπομονεί να την καλοδεχτούμε...<br /><br />υποστηρίζω δηλαδή<br />κι αυτό μέσα από τις προσωπικές μου διαδρομές<br />ότι από τα ίδια ακριβώς υλικά που γεννήθηκε το -δεύτερο- ερώτημα<br />από αυτά γεννιέται αμέσως και η απάντηση<br />και έτσι αναδύονται και τα δυο<br /><br />το πως θα τα διαχειριστούμε τώρα<br />αυτό είναι ένα άλλο θέμα<br /><br />όμως...<br />όμως τι γίνεται με τα άλλα ερωτήματα<br />αυτά που δεν έχουμε θέσει εξ αρχής εμείς;<br />και που θεωρούνται μεγάλα και αναπάντητα<br /><br /><b>αυτά, πολύ απλά, δεν μας απασχολούν πραγματικά</b><br />δεν γίνονται μέρος του προσωπικού μας κόσμου<br />δεν τα φιλοξενούμε<br />δεν μας κατοικούν<br />και γι αυτό<br /><b>δεν υπάρχει και καμιά απάντηση</b><br />στην ουσία<br />όλα αυτά τα ερωτήματα<br />με μια έννοια<br /><br />περιμένουν...<br /><br />περιμένουν να γίνουν κι αυτά κομμάτια μας<br />να τα αγκαλιάσουμε<br />να τα υποδεχτούμε<br /><br />αν συμβεί αυτό<br />και μόνο τότε<br />θα έχουμε μετά από καιρό<br />και τις απαντήσεις<br />όσο μεγάλα και φιλοσοφικά και αν είναι<br />όποιο κι αν είναι το μέγεθός τους<br />σημασία έχει να αποκτήσουν τις ορίζουσες του δικού μας είναι<br /><br />και τότε<br /><br />θα ανέλθουν κι αυτά<br />ελαφρώς διαφορετικά ίσως<br />μέσα από κάποιο όνειρο<br />μέσα από την τέχνη<br />ή την προσευχή<br />ή τον έρωτα<br />στον σκληρό ήλιο της εγρήγορσης<br />και θα είναι ορατά, διάφανα και φωτεινά...<br /><br />και οι απαντήσεις τους;<br /><br />κάπου εκεί γύρω, στη γειτονιά είναι κι αυτές<br />είναι βέβαιο<br />και έχουν την μόνη απαίτηση<br /><br /><b>να έχουμε τα κατάλληλα μάτια να τις δούμε...</b></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-1390016787849355177?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com15tag:blogger.com,1999:blog-6374133202954691490.post-62172710967680257822012-01-22T12:59:00.000+02:002012-01-22T12:59:16.132+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-iCwcp4J6eLU/Txvr0h7amvI/AAAAAAAAEWg/XLj5C7-afQM/s1600/vught-blog-3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="http://3.bp.blogspot.com/-iCwcp4J6eLU/Txvr0h7amvI/AAAAAAAAEWg/XLj5C7-afQM/s200/vught-blog-3.jpg" width="200" /></a></div><br /><br />Ωδή στο συρματόπλεγμα<br /><br />Στον τόπο μου<br />σύρματα, σύρματα...<br /><br />Εσύ διατρέχεις<br />τη μακριά<br />γραμμή της Χιλής<br />πουλιά,<br />ερημιές,<br />και στο μάκρος<br />στο πλάτος,<br />χέρσες εκτάσεις,<br />σύρματα, σύρματα...<br /><br />Σ'άλλους τόπους<br />του πλανήτη<br />τα<br />δημητριακά<br />ξεχειλίζουν,<br />τρεμάμενα κύματα<br />σηκώνει<br />ο αγέρας<br />πάνω στο στάρι.<br />Σ'άλλα<br />χώματα<br />στα λιβάδια<br />βελάζουν<br />θρεμένα και δυνατά<br />τα κοπάδια.<br />Εδώ<br />έρμα βουνά,<br />χωράφια,<br />δίχως ανθρώπους,<br />δίχως άλογα,<br />μόνο περιφράγματα,<br />αγκάθια<br />και άδεια<br />γη.<br />Σ'άλλα μέρη<br />ανθίζουν<br />τα κουνουπίδια,<br />τα τυριά,<br />πολλαπλασιάζεται<br />το ψωμί,<br />ο καπνός,<br />προβάλλει<br />το λοφίο του<br />στις στέγες<br />σαν το κεφάλι<br />του ορτυκιού,<br />χωριουδάκια<br />που κρύβουν<br />καθώς η κότα<br />τ'αυγά της<br />μια φωλιά τρακτέρ<br />την ελπίδα.<br />Εδώ<br />χωράφια<br />και χωράφια<br />χωράφια σιωπηλά<br />χωράφια τυφλά<br />χωράφια δίχως καρδιά<br />χωράφια δίχως αυλάκια.<br /><br />Σ'άλλα μέρη ψωμί,<br />ρύζι, μήλα...<br /><br />Στη Χιλή συρματοπλέγματα<br /><br /><i>Πάμπλο Νερούδα</i></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-6217271096768025782?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com12tag:blogger.com,1999:blog-6374133202954691490.post-88337224566130025252012-01-15T21:05:00.001+02:002012-01-15T21:05:09.528+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-sxs5eBoArkk/TxMhuyFqFxI/AAAAAAAAEWI/U9FMFfKDW00/s1600/auramerging.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="235" src="http://4.bp.blogspot.com/-sxs5eBoArkk/TxMhuyFqFxI/AAAAAAAAEWI/U9FMFfKDW00/s320/auramerging.jpg" width="320" /></a></div><br /><br />Δεν θα πρωτοτυπήσω καθόλου αν πω ότι είναι πολλές οι φορές που μένουμε σιωπηλοί όχι επειδή δεν θέλουμε αλλά επειδή, απλά, δεν μπορούμε να πούμε κάτι... κάτι που να "αρμόζει" στην περίσταση, καθώς λένε... κάτι που αν ειπωθεί δεν θα καταστρέψει ό,τι συνέβη ή δεν θα το απομειώσει... μένουμε σιωπηλοί όμως, κάποιες άλλες φορές και δεν είναι λίγες, επειδή έχει επισυμβεί το φαινόμενο, που αποκαλώ 'εγκιβωτισμός της ενέργειας'... τι σόι πράγμα είναι πάλι αυτό;<br />Είναι ένα φαινόμενο που παράγεται μονάχα μετά από την διαλεκτική επαφή... μονάχα μετά από πολλές επαφές, για την ακρίβεια... δεν μπορεί να συμβεί αμέσως, ευτυχώς, ούτε μετά από μισή, μια ή πέντε ώρες... έχει χρόνο... ωοτοκίας κάποιες ημέρες, ίσως και εβδομάδες... εξαρτάται φαντάζομαι από τους ανθρώπους που αποτελούν το ζεύγος της επαφής...<br /><br />Η ενέργεια είναι... ύπουλος παράγοντας... όχι μονάχα είναι αόρατη, ως γνωστόν, αλλά έχει και ιδιότροπες μεταπτώσεις και μεταβαθμίσεις... όσον αφορά δε την ζωτική ενέργεια των όντων, ουδείς γνωρίζει ακόμη επακριβώς πως λειτουργεί, γνωρίζουμε πάντως ότι περίσσειά της καθιστά έναν άνθρωπο 'βιοθεραπευτή'... [μετράται πλέον και από ειδικά μηχανήματα, εδώ και αρκετά χρόνια.... για παράδειγμα, κάποιος που έχει ζεστά άκρα χειμώνα καλοκαίρι, τον χτυπάει συνέχεια ο στατικός ηλεκτρισμός κλπ, είναι πολύ πιθανόν ότι ανήκει στην κατηγορία "υπερ" και έχει 'διαρροή' ενέργειας... γίνεται, αν το θέλει, ένας θαυμάσιος μασέρ και όποτε χαιδέψει ένα ζωντανό πλάσμα έχει ευεργετικές ιδιότητες... επίσης, μπορεί να γίνει ένας καλός βιοθεραπευτής, αν και εδώ οι επιστημονικές κοινότητες ξινίζουν τα μούτρα τους... να πω ακόμη, αν και είναι γνωστά, πως στην ανώτατη βαθμίδα ενεργειακής υπερ-πλήρωσης, είναι σχεδόν ορατή και η περίφημη εκ των αγιογραφιών 'άλως', ή φωτοστέφανο....τέλος πάντων, η μικρά παρένθεσις κλείνει εδώ διότι το θέμα μεγάλο και το αδικώ...]<br /><br />Λέω λοιπόν ότι η ενέργεια είναι ύπουλο πράγμα... στήνει παγίδες, χωρίς να το θέλει και δεν είναι βέβαιο ότι εξαρτάται από τη βούληση του υποκειμένου... Μπορεί να έχω τις καλύτερες των προθέσεων αλλά να είμαι τόσο 'χάλια' ενεργειακά που να προκαλώ πονοκεφάλους στον συνομιλητή μου και να πρέπει να κυκλοφορώ με αποθέματα Ντεπόν.... Δεν είναι όμως τόσο ρηχό το θέμα... δεν έχει να κάνει μονάχα με την εξωτερική στιβάδα αυτού που είναι γνωστό ως Πράνα ή Αύρα... εδώ αναφέρομαι στην βαθύτερη εκείνη και άγνωστη πηγή που εκπέμπει μια ιδιαίτερη μορφή ενέργειας... Ο... ξενιστής της, δηλαδή εμείς, δεν έχουμε ιδέα για την ύπαρξή της... Κάποιοιες βιοχημικές ανισορροπίες είναι μερικές φορές τόσο ισχυρές που και η απλή εμφάνισή μας σε κάποιο χώρο μπορεί να προκαλέσει έκρηξη! Μας έχει συμβεί, δεν είναι ανάγκη να το αναλύσουμε... Τι συμβαίνει όμως όταν τούτο το τρομερό 'εκηβόλο' όπλο χτυπήσει κατάστηθα τον άλλο; Τον ανυποψίαστο; Τον ατυχή συνομιλητή μας;<br /><br />Είπα στην αρχή ότι χρειάζεται χρόνος για να ολοκληρωθεί η διεργασία του 'εγκιβωτισμού' αυτής της ενέργειας... Στην αρχή οι ποσότητες είναι μικρές, κανείς δεν κινδυνεύει... επίσης στην αρχή της επαφής με έναν νέο φίλο, μια νέα γνωριμία μας, είμαστε κλειστοί, δεν διαρρέουμε τόσο, οι 'πύλες' είναι σφαλιστές. Όσο χαλαρώνουμε, κι αυτό πάντα είναι συνάρτηση του χρόνου, οι πύλες ανοίγουν και μεγάλες ποσότητες εκχέονται ή, το χειρότερο, προσλαμβάνουν τη μορφή ακτίνας και εξαπολύονται εναντίον του... αθώου. Ενα από τα πρώτα πιθανά αποτελέσματα, είναι η αλλαγή της διάθεσης εκείνου, 'κάτι τον χάλασε', λέμε, 'κάτι τον στράβωσε'. Και ουδείς γνωρίζει τι. Ένα επόμενο στάδιο είναι η &nbsp;αποστροφή ακόμα και η άρνηση να μας συναναστραφεί ξανά! Και εδώ η σιωπή είναι κάτι περισσότερο και σοβαρότερο. Και φυσικά, δεν ερμηνεύεται μονάχα ενεργειακά. Έχει να κάνει με τη σύνολη προσωπικότητά μας.<br /><br />Η σιωπή που δεν πρέπει να παρεξηγείται λοιπόν, καμιά φορά, είναι μια προσπάθειά μας να... επαναοργανώσουμε τις άμυνές μας... να φτιάξουμε πάλι τα ρηγματωμένα τείχη μας, να πιάσουμε το νήμα απ'την αρχή. Η σιωπή δεν είναι εδώ 'ένοχη'... είναι ένα μπλοκάρισμα, μια στάση, μια προσπάθεια να ανασάνουμε...<br /><br />Και ας μην είμαστε καταδικαστικοί και επικριτικοί για εκείνον που 'ξαφνικά' εσιώπησε και... μας 'περιφρονεί'. Πιθανώς να τον 'πνίξαμε', να τον πλημμυρίσαμε, να τον υπερφορτώσαμε... άθελά μας...<br />Μετά την πλημμυρίδα δεν έρχεται η άμπωτη; Δεν απαιτεί κι αυτή το χρόνο της;<br />Θέλει λοιπόν, απλά το χρόνο του...<br /><br />Δεν τον δικαιούται; &nbsp;<br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-8833722456613002525?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com20tag:blogger.com,1999:blog-6374133202954691490.post-53216215893525913432012-01-14T17:09:00.000+02:002012-01-14T17:09:54.049+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-quk4R6Nq8Uk/TxGZgnVmY3I/AAAAAAAAEVY/NqTGB0WtO0A/s1600/%25CE%2597+%25CE%2592%25CE%25B9%25CE%25BF%25CE%25BC%25CE%25B7%25CF%2587%25CE%25B1%25CE%25BD%25CE%25AF%25CE%25B1+%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CE%25BA%25CE%25B5%25CF%2585%25CE%25AE%25CF%2582+%25CE%25A5%25CF%2580%25CE%25B7%25CE%25BA%25CF%258C%25CF%2589%25CE%25BD2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="137" src="http://2.bp.blogspot.com/-quk4R6Nq8Uk/TxGZgnVmY3I/AAAAAAAAEVY/NqTGB0WtO0A/s400/%25CE%2597+%25CE%2592%25CE%25B9%25CE%25BF%25CE%25BC%25CE%25B7%25CF%2587%25CE%25B1%25CE%25BD%25CE%25AF%25CE%25B1+%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CE%25BA%25CE%25B5%25CF%2585%25CE%25AE%25CF%2582+%25CE%25A5%25CF%2580%25CE%25B7%25CE%25BA%25CF%258C%25CF%2589%25CE%25BD2.jpg" width="400" /></a></div><div style="text-align: center;">&nbsp;<a href="http://3.bp.blogspot.com/-kJ2fDBVn2ok/TxGZj5yB_qI/AAAAAAAAEVg/qBzCEbBIrOs/s1600/%25CE%2597+%25CE%2592%25CE%25B9%25CE%25BF%25CE%25BC%25CE%25B7%25CF%2587%25CE%25B1%25CE%25BD%25CE%25AF%25CE%25B1+%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CE%25BA%25CE%25B5%25CF%2585%25CE%25AE%25CF%2582+%25CE%25A5%25CF%2580%25CE%25B7%25CE%25BA%25CF%258C%25CF%2589%25CE%25BD3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="352" src="http://3.bp.blogspot.com/-kJ2fDBVn2ok/TxGZj5yB_qI/AAAAAAAAEVg/qBzCEbBIrOs/s400/%25CE%2597+%25CE%2592%25CE%25B9%25CE%25BF%25CE%25BC%25CE%25B7%25CF%2587%25CE%25B1%25CE%25BD%25CE%25AF%25CE%25B1+%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CE%25BA%25CE%25B5%25CF%2585%25CE%25AE%25CF%2582+%25CE%25A5%25CF%2580%25CE%25B7%25CE%25BA%25CF%258C%25CF%2589%25CE%25BD3.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; 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margin-right: 1em; text-align: center;"><img border="0" height="333" src="http://4.bp.blogspot.com/-g4snL9gOQfM/TxGZpkmpHAI/AAAAAAAAEVw/xwvznAy0uxw/s400/%25CE%2597+%25CE%2592%25CE%25B9%25CE%25BF%25CE%25BC%25CE%25B7%25CF%2587%25CE%25B1%25CE%25BD%25CE%25AF%25CE%25B1+%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CE%25BA%25CE%25B5%25CF%2585%25CE%25AE%25CF%2582+%25CE%25A5%25CF%2580%25CE%25B7%25CE%25BA%25CF%258C%25CF%2589%25CE%25BD5.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-eYQfwejh2Go/TxGZsxwo5aI/AAAAAAAAEV4/-uSk3n0zI-4/s1600/%25CE%2597+%25CE%2592%25CE%25B9%25CE%25BF%25CE%25BC%25CE%25B7%25CF%2587%25CE%25B1%25CE%25BD%25CE%25AF%25CE%25B1+%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CE%25BA%25CE%25B5%25CF%2585%25CE%25AE%25CF%2582+%25CE%25A5%25CF%2580%25CE%25B7%25CE%25BA%25CF%258C%25CF%2589%25CE%25BD6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="371" src="http://4.bp.blogspot.com/-eYQfwejh2Go/TxGZsxwo5aI/AAAAAAAAEV4/-uSk3n0zI-4/s400/%25CE%2597+%25CE%2592%25CE%25B9%25CE%25BF%25CE%25BC%25CE%25B7%25CF%2587%25CE%25B1%25CE%25BD%25CE%25AF%25CE%25B1+%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CE%25BA%25CE%25B5%25CF%2585%25CE%25AE%25CF%2582+%25CE%25A5%25CF%2580%25CE%25B7%25CE%25BA%25CF%258C%25CF%2589%25CE%25BD6.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-nDg4rr8qORU/TxGZy711nXI/AAAAAAAAEWA/cWiETdPIsvw/s1600/%25CE%2597+%25CE%2592%25CE%25B9%25CE%25BF%25CE%25BC%25CE%25B7%25CF%2587%25CE%25B1%25CE%25BD%25CE%25AF%25CE%25B1+%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CE%25BA%25CE%25B5%25CF%2585%25CE%25AE%25CF%2582+%25CE%25A5%25CF%2580%25CE%25B7%25CE%25BA%25CF%258C%25CF%2589%25CE%25BD7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://4.bp.blogspot.com/-nDg4rr8qORU/TxGZy711nXI/AAAAAAAAEWA/cWiETdPIsvw/s400/%25CE%2597+%25CE%2592%25CE%25B9%25CE%25BF%25CE%25BC%25CE%25B7%25CF%2587%25CE%25B1%25CE%25BD%25CE%25AF%25CE%25B1+%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CE%25BA%25CE%25B5%25CF%2585%25CE%25AE%25CF%2582+%25CE%25A5%25CF%2580%25CE%25B7%25CE%25BA%25CF%258C%25CF%2589%25CE%25BD7.jpg" width="317" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Νόαμ Τσόμσκι, <i>Η βιομηχανία κατασκευής υπηκόων</i></div><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-5321621589352591343?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com6tag:blogger.com,1999:blog-6374133202954691490.post-87946448936627047592012-01-08T18:31:00.000+02:002012-01-08T18:32:47.610+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-sarmZYyysXM/TwnE9-mrVEI/AAAAAAAAEUQ/0Yn-8GkBGY4/s1600/lountemis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-sarmZYyysXM/TwnE9-mrVEI/AAAAAAAAEUQ/0Yn-8GkBGY4/s1600/lountemis.jpg" /></a></div><br /><br /><br /><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><b><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Πίσω δε γυρνώ<o:p></o:p></span></b></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;"><br /></span><br /><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Και τώρα έχετε γεια…<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Και πάω να ξαπλώσω στα καρφιά μου.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Πάω να καώ στις πυραμίδες του χαρτιού<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">που γέμισα με τους θυμούς και τα τραγούδια μου.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Πάω ν’απλώσω τις παλάμες στο σταυρό<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">που φτιάξανε τα χέρια μου τα ίδια.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Και πάλι έχετε γειά:<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Ξυπνήματα, τρυγήματα, τραγούδια.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Μεθύσια, φωσφορίσματα, μετάξια<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">και βραδινά φιλιά.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Εγώ πάω να ξαπλώσω στα καρφιά μου.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Το ξέρω. Πως πίσω μου άφησα,<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">ίσκιους που δεν έδιωξα,<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">τρόμους που δε σκότωσα,<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">φράχτες που δεν γκρέμισα.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Το ξέρω. Πως πίσω μου άφησα,<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">το βιβλίο της αγάπης αξεφύλλιστο,<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">το μήλο της ζωής αδάγκωτο.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Τα ξέρω όλα. Μα πίσω δε γυρνώ.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Όμως… Ήσυχα ήταν όλα πρώτα.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Ήσυχα σαν μέλι, σαν τ’ασάλευτο νερό.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Η ζωή μια γιρλάντα, εξωτική,<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">μια παιδική χαλκομανία.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Κι όλα… όλα… όλα<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">μια πλήξη, μια νάρκη, μια ξεγνοιασιά.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Μα μια πέτρα… Με ξύπνησε απ’τον ύπνο<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">μια πέτρα πού’πεσε απ’τον ώμο ενός εργάτη<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">και με χαστούκισε ο ιδρώτας του.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Και τότε… άφησα πίσω μου τον αιώνα που με χώριζε<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">και δρασκέλισα την αλλέα με το συρματόπλεγμα.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Και το’ξερα. Από την πρώτη στιγμή το’ξερα.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Πως η μέρα μου θα’ταν γεμάτη ραβδισμούς<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">κι η νύχτα μου γεμάτη εφιάλτες.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Πως το τραίνο που’χα πάρει<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">κάνει στάση μόνο στο Γολγοθά.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Τα’ξερα όλα. Μα πίσω δε γυρνώ.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Ήξερα ακόμη… Πως μόλις υψώσω το κεφάλι<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">θα τρέχαν οι κρεμάλες.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Μόλις ύψωνα τα χέρια<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">θα τρέχαν οι χειροπέδες.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Πως μόλις σήκωνα φωνή<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">θα’ταν σαν να σήκωνα το σακκάκι<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">για να μου πετύχουν καλύτερα την καρδιά.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Τα’ξερα όλα… Μα πίσω δε γυρνώ.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Κι ήξερα ακόμη...<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Πως δεν θ’ακούσω ούτε ένα ‘ευχαριστώ’<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Μα εγώ ωστόσο ευχαριστώ.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Ευχαριστώ για το ξύδι και για το μέλι.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Για την χλόη και για το νέκταρ.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Μα προπάντων – ευχαριστώ<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">για το ‘ευχαριστώ’ που δεν άκουσα.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt;"><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;"><br /></span><br /><span style="font-family: BosporosU; font-size: 12pt; line-height: 115%;">Μενέλαος Λουντέμης, <i>Το σπαθίκαι το φιλί<o:p></o:p></i></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-8794644893662704759?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com13tag:blogger.com,1999:blog-6374133202954691490.post-14131253759027269282012-01-07T15:26:00.002+02:002012-01-07T15:28:50.009+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div style="text-align: center;"><img alt="" height="200" 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" width="200" /></div><div class="MsoNormal" style="line-height: 18px;"><br /></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><b><i>Τρία χρόνια λοιπόν…</i></b></div><i></i><br /><div class="MsoNormal" style="line-height: 18px;"><br /></div><i></i><br /><div class="MsoNormal" style="line-height: 18px; text-align: center;"><i>Από τα παράξενα παιχνίδια που σου παίζει ο ‘πανδαμάτωρ’ και</i><i>&nbsp;‘αλάστωρ’είναι κι αυτό που έχει να κάνει με επετείους, γενέθλια, ημέρες μνήμης… ημέρες φορτισμένες κάτι παραπάνω, πάει να πει από όλες τις υπόλοιπες… όχι πως δεν έχεις συνείδηση πως όλες οι μέρες είναι γενέθλιες… - από μια ηλικία και μετά, την έχεις τη ρημάδα τη συνείδηση αυτή- κάθε μέρα άλλωστε είναι η πρώτη της επόμενης ζωής σου, έτσι δεν λένε; Σωστό…</i></div><div></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><br /></div><div style="text-align: center;"></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><i>Σκέφτομαι πόσα έχω ‘ζήσει’ αυτά τα τρία χρόνια που ο Νημερτής, το Μαύρο Ρόδο και η Περιοχή Μ, ταξιδεύουν στο νετ… είναι πολλά… και οφείλονται όλα σε τούτη τη μαγική λεξούλα που είναι ένα σύμπαν από μόνη της:&nbsp;<b>επικοινωνία</b>… Μα η επικοινωνία θα ήταν αδύνατη αν δεν είχα γνωρίσει όλους εσάς που μου έχετε τιμήσει τόσο πολύ με την παρουσία σας όλους αυτούς τους περίπου 36 μήνες που ‘δρω ιντερνετικά’. Είναι τόσοι πολλοί οι αγαπημένοι φίλοι και οι αγαπημένες φίλες που με συντρόφεψαν για λίγο ή πολύ ή και ακόμα τα λέμε… ναι είναι πάρα πολλοί… δεν το πίστευα, εκεί στο δείλι του 2008 και αρχές του 2009, όταν ακολουθώντας τη συμβουλή μιας ξεχωριστής μου φίλης, αποφάσιζα να μπω κι εγώ στη μεγάλη θάλασσα των&nbsp;<span lang="EN-US">bloggers</span>… δεν το πιστεύω ακόμη δηλαδή… με μια έννοια, εκείνες οι πρώτες ημέρες του 09 είναι αληθινά γενέθλιες…</i></div><div style="text-align: center;"></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><br /></div><div style="text-align: center;"></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><i>Σκέφτηκα να αποτολμήσω να σας αναφέρω όλους… έναν προς έναν, μία προς μία… θα σας άξιζε και με το παραπάνω… από την άλλη, τι είστε για να σας τοποθετήσω σε μια λίστα, ένα ψυχρό κατάλογο; Ο κάθε ένας από σας είναι ένα ολόκληρο σύμπαν, μια απόλυτα μοναδική προσωπικότητα, δεν θα σας… ‘μαγαρίσω’ με το να σας αναφέρω σε ένα κατεβατό από ονόματα και&nbsp;<span lang="EN-US">url</span>… το αρνούμαι αυτό…</i></div><div style="text-align: center;"></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><br /></div><div style="text-align: center;"></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><i>Θέλω όμως, από τα τρίσβαθα της ψυχής μου να σας πω ένα μεγάλο, πολύ μεγάλο ΕΥΧΑΡΙΣΤΩ! Ξέρετε εσείς γιατί… Και δεν θα φορτίσω με περισσότερη συγκίνηση τούτες τις λίγες γραμμές… το ένιωσα όμως, ήθελα να το αποτυπώσω…</i></div><div style="text-align: center;"></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><br /></div><div style="text-align: center;"></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><i><b>Έχετε την αγάπη μου, την ευγνωμοσύνη μου, τα ευγενικότερα συναισθήματά μου…</b></i></div><div style="text-align: center;"></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><br /></div><div style="text-align: center;"></div><div class="MsoNormal" style="line-height: 18px; text-align: center;"><i>Και συνεχίζουμε…</i></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-1413125375902726928?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com2tag:blogger.com,1999:blog-6374133202954691490.post-77597187187039219102012-01-04T21:38:00.000+02:002012-01-07T15:29:09.393+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: center;"><img height="212" src="http://3.bp.blogspot.com/-5d5uMmyzqxI/TVpVjX_KLUI/AAAAAAAADJ8/rpkrDsgo04s/s320/Impossible_Machine_by_Shortgreenpigg.jpg" width="320" /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"></div><div align="center" class="MsoNormal"><span lang="EN-US" style="color: #c4bc96; font-family: Andiron, sans-serif;">Welcome,my son, welcome to the machine<br />Where have you been ?<br />It's allright we know where have you been.<br />You've been in the pipeline, filling in time<br />Provided with toys and "Scouting for Boys"<br />You bought a guitar to punish your ma<br />And you didn't like school<br />And you know you're nobody's fool<br />So welcome to the machine<br /><br />Welcome my son, welcome to the machine<br />What did you dream ?<br />It's alright we told you what to dream.<br />You dreamed of a big star<br />He played mean guitar<br />He always ate in the Steak Bar<br />He loved to drive in his Jaguar<br />So welcome to the Machine<br /><br /><span style="font-size: x-small; font-style: italic;">Pink Floyd</span><i><o:p></o:p></i></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-7759718718703921910?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com4tag:blogger.com,1999:blog-6374133202954691490.post-67783278277233752312012-01-01T18:51:00.000+02:002012-01-07T15:29:23.241+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-BH8aIyGRg_Y/TwCOwXJf_uI/AAAAAAAAETc/nVhi4kKmbAk/s1600/%25CF%2583%25CE%25AC%25CF%2581%25CF%2589%25CF%2583%25CE%25B71.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="http://1.bp.blogspot.com/-BH8aIyGRg_Y/TwCOwXJf_uI/AAAAAAAAETc/nVhi4kKmbAk/s640/%25CF%2583%25CE%25AC%25CF%2581%25CF%2589%25CF%2583%25CE%25B71.jpg" width="376" /></a></div><br />περ. Strange, Mαρ2000</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-6778327827723375231?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com8tag:blogger.com,1999:blog-6374133202954691490.post-84867307870291399622011-12-29T22:51:00.001+02:002012-01-07T15:29:39.784+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/_V76rtKuDbEs/TTiT2sFjZYI/AAAAAAAADII/4fy4k2fngP8/s1600/37589.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" src="http://4.bp.blogspot.com/_V76rtKuDbEs/TTiT2sFjZYI/AAAAAAAADII/4fy4k2fngP8/s320/37589.jpg" width="320" /></a></div><br /><div class="MsoNormal"><i>σημειώσεις από το ημερολόγιό μου…<o:p></o:p></i></div><div class="MsoNormal"><br /></div><div class="MsoNormal">…λέω το δέος και όχι ο φόβος… το δέος είναι μια πύλη απ’την οποία για να εισέλθουμε θα πρέπει να έχουμε υπόψη μας τις μυητικές ορίζουσες της ύπαρξης… όταν δεν τις έχουμε καν αντιληφθεί, φοβόμαστε…</div><div class="MsoNormal">Ο άλλος προκαλεί φόβο όχι επειδή είναι άγνωστος αλλά επειδή πολύ γρήγορα γίνεται γνωστός…</div><div class="MsoNormal">…να μην ξεχνάμε πως ο άλλος είναι πρόσωπο… αρνούμαι τον χαρακτηρισμό ‘άτομο’… όταν αποδεχθώ πως είμαι άτομο, την ίδια στιγμή ακυρώνομαι ως πρόσωπο…</div><div class="MsoNormal">…το να δεχθώ τον άλλο, την ετερότητα δηλαδή, σημαίνει πως είμαι ον ευθύνης…</div><div class="MsoNormal">…γιατί λησμονούμε πως είμαστε όντα ευθύνης;</div><div class="MsoNormal">…τι μας ωθεί να υιοθετούμε τους παραδρόμους και να αγνοούμε την κεντρική λεωφόρο; Πιστεύουμε πως έτσι είμαστε αθέατοι; Από ποιον; Από τι;</div><div class="MsoNormal">Μονάχα ως όντα ευθύνης έχουμε το βηματισμό του ανθρώπου… μα όταν ακεραιωθεί ο άνθρωπος, τότε πετάει ακόμα και την ευθύνη… έχει κατανοήσει…</div><div class="MsoNormal">…Όταν κατανοείς δεν χρειάζεται να συγχωρείς…</div><div class="MsoNormal">Κανείς δεν πρόκειται να σε ‘συγωρήσει’ αληθινά ενώ αγνοεί παντελώς τις δράσεις σου… όποιος συγχωρεί πολύ εύκολα σημαίνει πως στην ουσία, θέλει να αποφύγει την ευθύνη να σε κατανοήσει… όποιος δεν μπορεί ποτέ να συγχωρήσει σημαίνει πως είναι απλά εγκλωβισμένος…</div><div class="MsoNormal">…επικίνδυνο είναι μονάχα ό,τι απαιτεί από μένα ολόκληρο το σήμερα με όρους του χτες…</div><div class="MsoNormal">…σχετιζόμαστε με ένα αγχωτικό μεγα-ευατικό σύνδρομο… σχετιζόμαστε ιμπεριαλιστικά, θέλουμε να πλημμυρίσουμε τον άλλο με μας… στην ουσία είμαστε κανίβαλοι… εάν ο άλλος προβάλει το πρόσωπό του τρομάζουμε… εάν ο άλλος προστατεύει το σκοτάδι του, θυμώνουμε… όταν ο άλλος αναδιπλώνεται και αναθεωρεί πιστεύουμε ότι μας προδίδει… είμαστε επεκτατικοί, πλημμυρικοί… έχουμε έναν διαρκή ιδεασμό και επίμονο πως σχετιζόμαστε μονάχα όταν ο άλλος μας αποδέχεται…</div><div class="MsoNormal">…και όταν μας απορρίπτει κάποιος πάλι σχετιζόμαστε… όμως όταν απαιτούμε να ιδρύσουμε το δικό μας κράτος μέσα στον άλλο, δεν σχετιζόμαστε…</div><div class="MsoNormal">Είναι ένα είδος σχέσης που ονοματίζω ‘αναπτυγματικός αυτισμός’…</div><div class="MsoNormal">Απλώνομαι χωρίς να επικοινωνώ…</div><div class="MsoNormal">Έτσι, ικανοποιώ τον επικοινωνιακό μου λιμό και ταυτόχρονα παραμένω αμιγής…</div><div class="MsoNormal">Χωρίς διακινδύνευση πως θα σχετιστώ με οτιδήποτε;</div><div class="MsoNormal">Χωρίς το δέος της ετερότητας, παραμένω κι εγώ ανεξέλικτος…</div><div class="MsoNormal">Παραμένω σταθερός αλλά όχι ευσταθής…</div><div class="MsoNormal"><br /></div><div class="MsoNormal">Έχω ανάγκη τον άλλο;</div><div class="MsoNormal">Έχω ανάγκη την ανάγκη μου;</div><div class="MsoNormal">Έχω ιεροποιήσει το κάθε τι που με αφορά κι έχω χυδαιοποιήσει κάθε τι που αφορά τον άλλο;</div><div class="MsoNormal"><br /></div><div class="MsoNormal">Η αποδοχή της ετερότητας είναι το κλειδί για την έξοδο από τη μόνωση… όχι οριστικά, θέλω να πω, όχι καθοριστικά…</div><div class="MsoNormal">Η αποδοχή της ετερότητας σημαίνει πως αναγνωρίζω στον άλλο το πρόσωπό του…</div><div class="MsoNormal">Και έχω κάνει ένα βήμα αληθινής επικοινωνίας…</div><div class="MsoNormal"><br /></div><div class="MsoNormal"><i>................................</i><br /><br />Η επικοινωνία δεν μπορεί να είναι πρόσχημα... εμφανίζεται όμως μερικές φορές όπως ακριβώς η &nbsp;έκρηξη του θυμού... ο θυμός δεν είναι ποτέ ο πυρήνας μου, δεν είμαι εγώ αυτό... ο θυμός... δεν είμαι ποτέ αυτό... υπάρχει ένα υπέδαφος που όταν ο άλλος το αγνοεί, με ταυτίζει με την έκρηξη... ακόμα κι αν έχω εποπτεία της δράσης του θυμού, δεν ταυτίζομαι μ'αυτόν... απαιτεί ανάλυση βαθύτερη το γιατί ρηγματώνεται η εικόνα του εαυτού και τούτο, λέω, αποτελεί τροφοδότη του θυμού...<br />...όπως θυμώνουμε επειδή ξαφνικά, ρηγματώνεται η εδραία θεώρησή μας για μας τους ίδιους, έτσι πληγωνόμαστε όταν ο άλλος μας 'προδίδει'...<br />...η 'προδοσία' είναι μια άλλη όψη της άρνησης να επικοινωνήσουμε... βαφτίζουμε μια ενέργεια ως προδοσία γιατί αρνούμαστε να δούμε το υπέδαφός της... με μια έννοια, εκείνος που έκανε την εσφαλμένη προβολή πάνω στον άλλο, είναι ήδη 'προδομένος'... απλά, εκκρεμεί η στιγμή της αποκάλυψης, της εκγύμνωσης...<br /><br />....................................<br /><br />ο άλλος παραμένει ένα 'αίνιγμα' όσο αποφορτίζεται η εσωτερική μας 'νοηματοδοτική' φαρέτρα... ο νους επινοεί αλλεπάλληλους ελιγμούς για να μην πέσει στις παγίδες που ο ίδιος στήνει... μπορώ να επινοήσω εκείνο που μου αρέσει κι εκείνο που απεχθάνομαι, μπορώ ακόμα και να κατασκευάσω έναν θυελλώδη ΄μοιραίο' έρωτα αν αυτό εξυπηρετεί βαθύτερες ανάγκες... κάποια στιγμή ο νους θα τα σαρώσει όλα σαν τραπουλόχαρτα...<br />...τι υπήρχε αληθινά από κάτω; ένα άπληστο για ενέργεια εγώ... ο Νάρκισσος δεν μπορεί πάντα να κοιτάζει τον καθρέφτη του, κάποιες φορές εύχεται να μπορούσε να είναι τυφλός...<br />...η ικανότητα επινόησης θαυμαστών ελιγμών περιλαμβάνει και το σύνολο της αξιακής φόρτισης της ίδιας της ζωής... μπορεί να κατασκευαστεί οικοδόμημα, φιλοσοφική σχολή, οτιδήποτε για να εξυπηρετηθούν ανάγκες...<br /><br />...ο κόσμος είναι μαγικός, απλά τον έχουμε συνηθίσει... είπε κάποιος...<br />...ο άλλος δεν είναι ούτε φίλος ούτε εχθρός...<br />είναι πολύ πιο τρομακτικά απλό... είναι...<br /><br />είναι...<br /><br /><i>κι έπεται η συνέχεια...</i><br /><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-8486730787029139962?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com14tag:blogger.com,1999:blog-6374133202954691490.post-42100634978312761382011-12-24T15:07:00.000+02:002011-12-24T15:08:00.526+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-QRzr9vHDM8Q/TvXN3zyovmI/AAAAAAAAENg/hj3TMCP7FxQ/s1600/%25CE%25A0%25CE%25B5%25CE%25B9%25CF%2581%25CE%25B1%25CE%25BC%25CE%25B1%25CF%2584%25CF%258C%25CE%25B6%25CF%2589%25CE%25B1+-+%25CE%2594%25CE%25B5%25CE%25BD+%25CE%25B2%25CE%25BB%25CE%25AD%25CF%2580%25CF%2589+%25CE%25B2%25CE%25B5%25CE%25BB%25CF%2584%25CE%25AF%25CF%2589%25CF%2583%25CE%25B7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="275" src="http://2.bp.blogspot.com/-QRzr9vHDM8Q/TvXN3zyovmI/AAAAAAAAENg/hj3TMCP7FxQ/s400/%25CE%25A0%25CE%25B5%25CE%25B9%25CF%2581%25CE%25B1%25CE%25BC%25CE%25B1%25CF%2584%25CF%258C%25CE%25B6%25CF%2589%25CE%25B1+-+%25CE%2594%25CE%25B5%25CE%25BD+%25CE%25B2%25CE%25BB%25CE%25AD%25CF%2580%25CF%2589+%25CE%25B2%25CE%25B5%25CE%25BB%25CF%2584%25CE%25AF%25CF%2589%25CF%2583%25CE%25B7.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-JOCGoE3rUkY/TvXN56DcHGI/AAAAAAAAENo/fARQahX452A/s1600/%25CE%25A0%25CE%25B5%25CE%25B9%25CF%2581%25CE%25B1%25CE%25BC%25CE%25B1%25CF%2584%25CF%258C%25CE%25B6%25CF%2589%25CE%25B1+-+%25CE%2594%25CE%25B5%25CE%25BD+%25CE%25B2%25CE%25BB%25CE%25AD%25CF%2580%25CF%2589+%25CE%25B2%25CE%25B5%25CE%25BB%25CF%2584%25CE%25AF%25CF%2589%25CF%2583%25CE%25B72.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="268" src="http://2.bp.blogspot.com/-JOCGoE3rUkY/TvXN56DcHGI/AAAAAAAAENo/fARQahX452A/s400/%25CE%25A0%25CE%25B5%25CE%25B9%25CF%2581%25CE%25B1%25CE%25BC%25CE%25B1%25CF%2584%25CF%258C%25CE%25B6%25CF%2589%25CE%25B1+-+%25CE%2594%25CE%25B5%25CE%25BD+%25CE%25B2%25CE%25BB%25CE%25AD%25CF%2580%25CF%2589+%25CE%25B2%25CE%25B5%25CE%25BB%25CF%2584%25CE%25AF%25CF%2589%25CF%2583%25CE%25B72.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-OCgmzR78n7E/TvXN6yN6WYI/AAAAAAAAENw/XB1vmsNwyfU/s1600/Show+Business+-+%25CE%25A4%25CE%25BF+%25CE%25BC%25CE%25B5%25CE%25B3%25CE%25AC%25CE%25BB%25CE%25BF+%25CF%2586%25CE%25B9%25CE%25BD%25CE%25AC%25CE%25BB%25CE%25B5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="268" src="http://4.bp.blogspot.com/-OCgmzR78n7E/TvXN6yN6WYI/AAAAAAAAENw/XB1vmsNwyfU/s400/Show+Business+-+%25CE%25A4%25CE%25BF+%25CE%25BC%25CE%25B5%25CE%25B3%25CE%25AC%25CE%25BB%25CE%25BF+%25CF%2586%25CE%25B9%25CE%25BD%25CE%25AC%25CE%25BB%25CE%25B5.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; 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margin-right: 1em;"><img border="0" height="252" src="http://4.bp.blogspot.com/-iTZkZC_rnec/TvXN9hQ3fYI/AAAAAAAAEOA/l5gDUfgxsqM/s400/%25CE%259C%25CE%25B5%25CF%2584%25CE%25AC+%25CF%2584%25CE%25B7%25CE%25BD+%25CE%25BA%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CF%2584%25CF%2581%25CE%25BF%25CF%2586%25CE%25AE.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-yBRg1d0swmE/TvXN-VfrOnI/AAAAAAAAEOI/LqCRhhQe2Nk/s1600/%25CE%259C%25CE%25B5%25CF%2584%25CE%25AC+%25CF%2584%25CE%25B7%25CE%25BD+%25CE%25BA%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CF%2584%25CF%2581%25CE%25BF%25CF%2586%25CE%25AE2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="253" src="http://2.bp.blogspot.com/-yBRg1d0swmE/TvXN-VfrOnI/AAAAAAAAEOI/LqCRhhQe2Nk/s400/%25CE%259C%25CE%25B5%25CF%2584%25CE%25AC+%25CF%2584%25CE%25B7%25CE%25BD+%25CE%25BA%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CF%2584%25CF%2581%25CE%25BF%25CF%2586%25CE%25AE2.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-iO4uyq3pxSQ/TvXN_BzAuFI/AAAAAAAAEOQ/P7DmHl640xM/s1600/%25CE%259C%25CE%25B5%25CF%2584%25CE%25AC+%25CF%2584%25CE%25B7%25CE%25BD+%25CE%25BA%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CF%2584%25CF%2581%25CE%25BF%25CF%2586%25CE%25AE3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="257" src="http://3.bp.blogspot.com/-iO4uyq3pxSQ/TvXN_BzAuFI/AAAAAAAAEOQ/P7DmHl640xM/s400/%25CE%259C%25CE%25B5%25CF%2584%25CE%25AC+%25CF%2584%25CE%25B7%25CE%25BD+%25CE%25BA%25CE%25B1%25CF%2584%25CE%25B1%25CF%2583%25CF%2584%25CF%2581%25CE%25BF%25CF%2586%25CE%25AE3.jpg" width="400" /></a></div><br />Χριστούγεννα με Αρκά... ό,τι καλύτερο!!</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-4210063497831276138?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com14tag:blogger.com,1999:blog-6374133202954691490.post-91580850768467406892011-12-18T21:53:00.002+02:002011-12-24T15:08:17.658+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-p_NaQYM830A/Tu5EqwVhj1I/AAAAAAAAEKI/A--UccWMRag/s1600/42246.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-p_NaQYM830A/Tu5EqwVhj1I/AAAAAAAAEKI/A--UccWMRag/s1600/42246.jpg" /></a></div><br /><br />τη στιγμή της εσωτερικής 'κρίσης'<br />στη συνειδητοποίηση της ολίσθησης στο μη πέρα<br />την ώρα της καταγραφής μιας ακόμη αδιέξοδης διαδρομής<br />η επιλογή δεν είναι άλλη μια υπερπήδηση των εμποδίων<br />καθώς στο διαρκές κυνηγητό του εαυτού η λύση δεν είναι η επιτάχυνση<br />αλλά η στάση...<br /><br />η στάση, ο στοχασμός, η ανάλυση, η τοποθέτηση νέων συντεταγμένων<br />η επανεκκίνηση...<br /><br />τι σημαίνει 'επιστροφή στα πρωτογενή ερωτήματα';<br />σημαίνει, εντελώς προβοκατόρικα<br />να μην φοβηθείς να γίνεις 'χαζός' για να δώσεις ευφυείς απαντήσεις...<br />σημαίνει<br />να επικαλεστείς την απλότητα<br />για να διεμβολίσεις τον πυρήνα της πολυπλοκότητας<br />σημαίνει<br />να μην φοβηθείς την επιστροφή στην αφετηρία εκείνη που έχει όλη την ενέργεια που έχεις απωλέσει<br />υπερπηδώντας συνεχώς εμπόδια<br />που βάζουν οι άλλοι σε σένα<br />αλλά κυρίως<br />βάζεις εσύ στον εαυτό σου...<br /><br />ξανά, τι σημαίνει 'επιστροφή στα πρωτογενή ερωτήματα';<br />σημαίνει ότι αναλαμβάνεις την ευθύνη της 'αποτυχίας' σου<br />και είσαι έτοιμος να εργαστείς για την ανακάλυψη 'νέων' κοιτασμάτων<br />αυθεντικής<br />ειναιικής<br />πρώτης ύλης...<br /><br />νέων είπα;<br />όχι, είναι τα ίδια, τα γνωστά, αυτά που πάντα είχες<br />αυτά που πάντα λησμονούσες<br />γιατί...<br /><br />κάποιοι σε έπεισαν ότι είσαι άλογο κούρσας<br />και πρέπει συνεχώς να τρέχεις<br />και να υπερπηδάς εμπόδια...<br /><br />μήπως είναι η στιγμή να τους στείλεις όλους στον Αγύριστο;<br /><br />και ξανά<br />τι σημαίνει 'επιστροφή στα πρωτογενή ερωτήματα';<br />σημαίνει ότι θα μιλήσεις στον εαυτό σου<br />ειλικρινά<br />και για μια φορά διάολε<br />απλά<br />θα πεις<br />έχω δυο χέρια<br />έχω δυο πόδια<br />έχω ένα σώμα<br />και πιθανώς<br />γιατί έτσι μου λένε<br />έχω και ψυχή<br /><br />έχω ένα στόμα<br />έχω ένα καρδιακό παλμό<br />που κάποιες νύχτες ακούγεται<br />ως τα πέρατα του κόσμου<br />κι άλλες<br />νομίζω είναι ο πιο ασήμαντος ψίθυρος<br />της δημιουργίας...<br /><br />έχω μια φυσική γεωμετρία<br />καταλαμβάνω χώρο<br />όταν είμαι καλά<br />αναπτύσσομαι αρμονικά<br />τραγουδάω με όλους μου τους πόρους<br />όταν είμαι χάλια<br />συρρικώνομαι<br />σε μια χούφτα θλίψης...<br /><br />κι όμως<br />όλα αυτά δεν είναι ο άλλος<br />είμαι εγώ<br />και οφείλω να τα αγαπήσω<br /><br />ξέρω πως έχω κάνει πράγματα<br />που μπορούν όλοι να δουν<br />αλλά<br />ξέρω πως έχω και όνειρα<br />κι ας μην μπορεί κανείς άλλος να τα δει<br /><br />ξέρω πως έχω εξάρσεις ενθουσιασμού<br />πτήσεις υπεροχες, ποιητικές<br />και Εωσφορικές πτώσεις<br />που έκαναν απίστευτο πάταγο<br />τέτοιο<br />που κλονίστηκαν τα έγκατα του αθέατου εαυτού μου...<br />κι όμως<br /><br />όλα αυτά είμαι εγώ<br />κι οφείλω να με αγαπώ...<br /><br />έχω τη σκοτεινή μου πλευρά<br />αλλά έχω και φως που γεννήθηκε μαζί μου<br />και δεν με εγκατέλειψε ποτέ!<br /><br />τι έφταιγε κι ως τώρα το αγνοούσα<br />τι έφταιγε κι ως τώρα<br />με αγνοούσε κι εκείνο;<br /><br />επιστροφή στα πρωτογενή ερωτήματα λοιπόν<br />ίσως απλά να σημαίνει<br /><br />να ξαναδώ εγώ εμένα<br />χωρίς τα γυαλιά και τους καθρέφτες άλλων<br />γονέων<br />δασκάλων<br />φίλων<br />εχθρών<br /><br />γιατί ποιο χέρι γνωρίζει η ψυχή μου<br />ποιο χέρι θα εμπιστευτώ<br />τελικά<br />για να με σηκώσει<br />αν αυτό δεν είναι το δικό μου;<br /><br />&nbsp;<span class="Apple-style-span" style="background-color: #f6f6f6; color: #555555; font-family: 'Helvetica Neue', sans-serif, Arial, sans-serif; font-weight: bold;"><span class="Apple-style-span" style="font-size: xx-small;">The nightmare</span></span><br /><div class="photoauthor" style="background-color: #f6f6f6; color: #777777; font-family: 'Helvetica Neue', sans-serif, Arial, sans-serif; margin-bottom: 0px; margin-left: 5px; margin-right: 0px; margin-top: 4px;"><span class="Apple-style-span" style="font-size: xx-small;">©&nbsp;<a href="http://1x.com/artist/42261" style="color: #555555; text-decoration: none;">Corneanu Daniel</a></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-9158085076846740689?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com31tag:blogger.com,1999:blog-6374133202954691490.post-52547984432279409302011-12-16T12:06:00.000+02:002011-12-24T15:08:37.454+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/_V76rtKuDbEs/TRYcjDqIAcI/AAAAAAAAC-8/_3bAlJC6o1Q/s1600/skar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/_V76rtKuDbEs/TRYcjDqIAcI/AAAAAAAAC-8/_3bAlJC6o1Q/s1600/skar.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/_V76rtKuDbEs/TRYctEI2hSI/AAAAAAAAC_A/5fE5WyglAME/s1600/Giannis_Skarimpas_-_To_Theio_Tragi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="247" src="http://3.bp.blogspot.com/_V76rtKuDbEs/TRYctEI2hSI/AAAAAAAAC_A/5fE5WyglAME/s400/Giannis_Skarimpas_-_To_Theio_Tragi.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/_V76rtKuDbEs/TRYcvOku15I/AAAAAAAAC_E/qY_Fl-Zbqyc/s1600/Giannis_Skarimpas_-_To_Theio_Tragi2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="http://3.bp.blogspot.com/_V76rtKuDbEs/TRYcvOku15I/AAAAAAAAC_E/qY_Fl-Zbqyc/s640/Giannis_Skarimpas_-_To_Theio_Tragi2.jpg" width="411" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both;">Γιάννη Σκαρίμπα,&nbsp;<i><b>Το θείο τραγί</b>,&nbsp;</i>Αθήνα 1938</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-5254798443227940930?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com10tag:blogger.com,1999:blog-6374133202954691490.post-18041067792932643482011-12-10T17:16:00.000+02:002011-12-10T17:16:59.680+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div class="MsoNormal"><span class="Apple-style-span" style="color: #ffd03b;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-oyIGCsYvWI8/TuN28095gHI/AAAAAAAAEHI/R9EtuGock8M/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-oyIGCsYvWI8/TuN28095gHI/AAAAAAAAEHI/R9EtuGock8M/s1600/images.jpg" /></a></div><div class="MsoNormal"><span class="Apple-style-span" style="color: #ffd03b;"><br /></span></div><div class="MsoNormal"><span class="Apple-style-span" style="color: #ffd03b;"><br /></span></div><div class="MsoNormal"><span style="color: #ffd03b;">…μη διαβάζοντας, ευνοείς την αυτό-υπονόμευση…<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Τρομακτικό το δίλημμα: Κατεβάζοντας βιβλιοθήκες, γίνεσαι ξενιστής επικίνδυνων ανατροπέων και επαναστατών, σαμποτέρ της ισορροπίας σου και χωματερή με αναερόβιες διαδικασίες χώνευσης των ρυπαρών ιδεών. Με δυο λόγια, ένα σάρκινο μίξερ εκατομμυρίων ωφελίμων και βλαβερών ουσιών.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Μη διαβάζοντας, μένεις, απλά ένας μπούφος.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Τι μπορείς να κάμνεις το λοιπόν;<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="color: #ffd03b;">Διαβάζουμε για να μην είμαστε μόνοι και γράφουμε επειδή είμαστε τόσο τραγικά μόνοι, είχε πει ο μέγιστος </span><span lang="EN-US" style="color: #ffd03b; mso-ansi-language: EN-US;">Philip</span><span lang="EN-US" style="color: #ffd03b;"> </span><span lang="EN-US" style="color: #ffd03b; mso-ansi-language: EN-US;">Dick</span><span style="color: #ffd03b;">. Ψέματα… διαβάζουμε γιατί λατρεύουμε την υπονόμευση, την καταδολίευση όλου του περιεχομένου της συνείδησης και δίνουμε και τη ψυχή μας για να παραπλανηθούμε… οι εκδότες,&nbsp; η πιο επικίνδυνη φάρα και η πιο καλά οργανωμένη συντεχνία του κόσμου, από την εποχή του μπαρμπα-Γουτεμβέργη και μετά, προσπαθούν να μας πείσουν ότι ‘το βιβλίο είναι ένα ταξίδεμα’, ‘διάβασε για να ανακαλύψεις νέους κόσμους’ και τα συναφή γλυκανάλατα των Χριστουγέννων. Μπορεί, εν μέρει να συμβαίνουν όλα αυτά, στην ουσία όμως κανείς δεν δίνει δεκάρα για την ‘αναβάθμιση’ του πνευματικού επιπέδου κανενός. Και ας αφήσω τους εκδότες παρά κει. Εμείς γιατί διαβάζουμε τόσο πολύ;<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Η απάντηση δεν είναι απλή. Και δεν με απασχολεί τι γνώμη έχουν ψυχολόγοι, κοινωνιολόγοι και λοιποί. Με ενδιαφέρει πάντα το δικό μου φίλτρο, τι κατεβάζει η γκλάβα μου, για να το πω λαϊκά. Διότι αν περιμένεις μια ζωή να ετεροκαθορίζεσαι και μετά να ψάχνεις για εσωτερικές θεμελιώσεις, χάθηκες αδελφέ μου… χάθηκες στην αγορά του πρόστυχου δι-ιστορικού σεξ στην πνευματική σου σάρκα… και όχι μόνον… έχεις καλοπληρώσει τον νταβατζή σου τον οποίο και θεωρείς μέγα αναμορφωτή και εξαιρετικό ‘στοχαστή’ που σε συγκλόνισε… και ακόμη χειρότερα… διαπιστώνεις ότι τελικά, εκδίδεσαι κι εσύ ο ίδιος… αλλά πάμε παρακάτω…<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Ο πνευματικός μαζοχισμός δεν είναι τωρινό φαινόμενο και δεν θα διεκδικήσω τα ένσημα του Κολόμβου. Υπάρχει μαζί με τον μαζοχισμό –δηλαδή, σερβίρετέ μου ό,τι χειρότερο έχετε και μάλιστα σε σκανδαλώδεις δόσεις γιατί όλα τα χωνεύω και όλα τα αφοδεύω- και μια ευγενής επιδίωξη στην υπερ-κατανάλωση βιβλίων. Η επιδίωξη της οριστικής εσωτερικής υπονόμευσης. Δεν γίνεται συνειδητά, δεν το βγάζει κανείς στα δελτία ειδήσεων, δεν το προπαγανδίζει. Διότι το να διαβάζεις είναι καλό και όλοι το επικροτούν. Αντίθετα, όταν δεν διαβάζεις τίποτα, θεωρείσαι υλικό ξυλόσομπας, άντε με το ζόρι έξω δεξιά σε περιφερειακή ομαδούλα της σειράς.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Πως θα σε λεν διανοούμενο αν δεν έχεις εκατοντάδες τίτλους, χιλιάδες σελίδες πτήσης, αναρίθμητες παραπομπές σε κείνον και τον άλλο και τον δείνα; Μερικά είναι τόσο αυτονόητα σ’αυτή τη ζωή που περιττεύουν και οι αναρτήσεις.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Οφείλεις να αδιαφορήσεις γι’αυτήν την αναχρονιστική συμβουλή – επιβολή του δημοδιδασκάλου μέσα σου. <o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Οφείλεις να αντισταθείς στην θεωρία της πνευματικής χαβούζας.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Οφείλεις να ορθώσεις ανάστημα στη ροπή σου να μασάς σελίδες σαν την κατσίκα, καθώς θα έλεγε και Νίκος Καζαντζάκης.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Οφείλεις να προσέχεις τι εισέρχεται και να μην βαφτίζεις το είναι σου ‘δεξαμενή χώνευσης λυμάτων’ επειδή το τελικό προϊόν είναι λαμπίκος και πίνεται.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Οφείλεις να μην αυτοδηλητηριάζεσαι καταναλώνοντας οτιδήποτε υποτίθεται πως είναι επωφελές δια το πνεύμα ενώ είναι απλά η νεύρωση του κάθε ενός που εκσπερματώνει στο κεφάλι σου.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;"><br /></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Όμως,</span></div><div class="MsoNormal"><span style="color: #ffd03b;">για να μην καταλήξεις ένας μπούφος και μισός, υπάρχει η χρυσή μέση λύση.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;"><br /></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Να διαβάζεις, αν το θες τόσο πολύ.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;"><br /></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Αλλα να μην το μελετάς.<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;"><br /></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Ο έχων την εμπειρία γνωρίζει… μπορείς να διαβάζεις με τις κεραίες σηκωμένες, με την εγρήγορση στο φουλ, με τις πόρτες της συνείδησης κλειστές. <o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">Κι όταν συναντιέσαι με κάτι αληθινά αξιόλογο –και το ξέρεις αυτό, σου μιλάει όλο σου το είναι γι’αυτό, έχεις ήδη μουδιάσει δέκα φορές και το ρίγος δεν λέει ψέματα- τότε επιτρέπεις στον εαυτό σου να αφεθεί… να χαλαρώσει… άρατε τας πύλας και… επιτρέπεις την μεταμορφωτική ιεροπραξία να σε ‘αλλοιώσει’…<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="color: #ffd03b;">Μην νομίζεις ότι είναι δύσκολο να διακρίνεις το καλό από το κακό… το αληθινά αξιόλογο από το </span><span lang="EN-US" style="color: #ffd03b; mso-ansi-language: EN-US;">trash</span><span style="color: #ffd03b;">… τον αδάμαντα από τις πετρούλες του περίπτερου… κι αν δεν είναι πολύ εύκολο, αξίζει ο κόπος… αλλιώς, κινδυνεύεις να φτάσεις σε μια ηλικία που θα αναζητάς μάντρα να ξεφορτώσεις τα μπάζα που σε έχουν πνίξει και το μόνο που θα συναντάς είναι μια ακόμα ‘καλή έκδοση’, ένα ακόμα ‘αξιόλογο βιβλίο του σπουδαίου συγγραφέα’ και… η εξάρτηση θα μιλήσει πάλι για σένα…&nbsp;<o:p></o:p></span></div><div class="MsoNormal"><span style="color: #ffd03b;">εσύ δεν θα έχεις πια φωνή...</span></div><div class="MsoNormal"><span style="color: #ffd03b;">εσύ θα είσαι ένας σελιδοκαταναλωτής... και πολύ σου πέφτει...</span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-1804106779293264348?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com49tag:blogger.com,1999:blog-6374133202954691490.post-3074084588741356722011-12-08T21:06:00.001+02:002011-12-08T21:06:40.386+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-zUhlOSaxUwo/TuEJ1RT38nI/AAAAAAAAEGE/5SC-LqRvvkI/s1600/Cherokees22.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://1.bp.blogspot.com/-zUhlOSaxUwo/TuEJ1RT38nI/AAAAAAAAEGE/5SC-LqRvvkI/s320/Cherokees22.jpg" width="229" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"></div><div class="MsoNormal" style="text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: black; background-image: initial; background-origin: initial;"><span class="Apple-style-span" style="color: white; font-family: 'Trebuchet MS', sans-serif;">Ένα βράδυ ένας γέρος (ινδιάνος) της φυλής Τσερόκι, μίλησε στον εγγονό του για τη μάχη που γίνεται μέσα στην ψυχή των ανθρώπων. Είπε: “Γιέ μου, η μάχη γίνεται μεταξύ δυο ‘λύκων’ που υπάρχουν....μέσα σε όλους μας. Ο ένας είναι το Κακό. – Είναι ο θυμός, η ζήλια, η θλίψη, η απογοήτευση, η απληστία, η αλαζονεία, η αυτολύπηση, η ενοχή, η προσβολή, η κατωτερότητα, τα ψέματα, η ματαιοδοξία, η υπεροψία, και το εγώ. Ο άλλος είναι το Καλό. – Είναι η χαρά, η ειρήνη, η αγάπη, η ελπίδα, η ηρεμία, η ταπεινοφροσύνη, η ευγένεια, ο ανθρωπισμός, η συμπόνια, η γενναιοδωρία, η αλήθεια.”Ο εγγονός το σκέφτηκε για ένα λεπτό και μετά ρώτησε τον παππού του: “Ποιος λύκος νικάει παππού; ”Ο γέρο- Ινδιάνος Τσερόκι απάντησε απλά: “Αυτός που ταΐζεις.”<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal"><i><span style="background-attachment: initial; background-clip: initial; background-color: black; background-image: initial; background-origin: initial;"><span class="Apple-style-span" style="color: white; font-family: 'Trebuchet MS', sans-serif;">(Παλιός ινδιάνικος μύθος)<o:p></o:p></span></span></i></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span class="Apple-style-span" style="background-color: black; color: white; font-family: 'Trebuchet MS', sans-serif;"><i><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial;">Από το </span></i><b><i><span lang="EN-US" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial;">nephilim</span></i></b></span><br /><i><span class="Apple-style-span" style="background-color: black; color: white; font-family: 'Trebuchet MS', sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial;"> (<b>Καταραμένοι Ποιητές</b> </span><a href="http://damnedpoetry.blogspot.com/"><span style="text-decoration: none;">http://damnedpoetry.blogspot.com/</span></a>)</span><o:p></o:p></i></div><br /><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-307408458874135672?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com10tag:blogger.com,1999:blog-6374133202954691490.post-51676886880018818502011-12-06T21:14:00.000+02:002011-12-06T21:14:22.513+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><i>Υπάρχει κι αυτή η όψη...</i></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-7XConhvvQbM/Tt5pLw55r5I/AAAAAAAAEFU/dHIXG38mzmo/s1600/image003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://2.bp.blogspot.com/-7XConhvvQbM/Tt5pLw55r5I/AAAAAAAAEFU/dHIXG38mzmo/s320/image003.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-2voIS2LjVs0/Tt5pM4lf56I/AAAAAAAAEFc/FHSMeuS4Gwc/s1600/image016.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="260" src="http://3.bp.blogspot.com/-2voIS2LjVs0/Tt5pM4lf56I/AAAAAAAAEFc/FHSMeuS4Gwc/s320/image016.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-P7GRBRtBFwk/Tt5pNjS9J6I/AAAAAAAAEFg/CzuBpGkL6mY/s1600/image017.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://3.bp.blogspot.com/-P7GRBRtBFwk/Tt5pNjS9J6I/AAAAAAAAEFg/CzuBpGkL6mY/s320/image017.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-0d4prfhFijs/Tt5pOCOLvFI/AAAAAAAAEFs/jJFbIBG3ye8/s1600/image023.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="269" src="http://2.bp.blogspot.com/-0d4prfhFijs/Tt5pOCOLvFI/AAAAAAAAEFs/jJFbIBG3ye8/s320/image023.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-V0H811jpJy4/Tt5pO2GjdII/AAAAAAAAEFw/CCjF4kwHSw4/s1600/image025.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="http://3.bp.blogspot.com/-V0H811jpJy4/Tt5pO2GjdII/AAAAAAAAEFw/CCjF4kwHSw4/s320/image025.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">...ευτυχώς</div><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-5167688688001881850?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com16tag:blogger.com,1999:blog-6374133202954691490.post-71901639340531559592011-12-04T14:30:00.001+02:002011-12-04T14:31:06.559+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-rG1XNkBbwKA/TttnFoK7SII/AAAAAAAAEFE/YyGi87FX2_4/s1600/sisyphus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="196" src="http://3.bp.blogspot.com/-rG1XNkBbwKA/TttnFoK7SII/AAAAAAAAEFE/YyGi87FX2_4/s200/sisyphus.jpg" width="200" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both;">το 'πρόβλημα' με κείνον που ενεργεί υπό τις ποιητικές ορίζουσες, είναι αυτό ακριβώς... η μεταβλητή της ματαιότητας... θα πει κάποιος, 'ναι, μα αυτό, στην ουσία είναι η κατάρα της κληρονομιάς του ανθρώπου', ίσως. Δεν θα διαφωνήσω. Όμως, εκείνο που σε έναν άνθρωπο της δράσης, της καθαρής δράσης εννοώ -σε έναν αθλητή ας πούμε, σε έναν επιχειρηματία επίσης, από μια άλλη οπτική - λειτουργεί απλώς ως ανάσχεση σε υπερβολικές 'εκτάσεις', στον άνθρωπο της 'πνευματικής ζώνης' έχει πλήρως ανασταλτικό ρόλο. Είναι, θα λέγαμε με όρους Μηχανικής, ένας βαθμός ελευθερίας λιγότερος ή μια δέσμευση περισσότερη... η εξίσωση γίνεται 'αδύνατη' και ο 'φορέας θεωρείται υπερστατικός'... πάει να πει μπλέξαμε...</div><div class="separator" style="clear: both;">κι επειδή προσπαθώ να αποφεύγω τα σχήματα και τις 'ταμπέλες' όπως ο διάολος το λιβάνι, δεν αναφέρομαι ούτε στους 'επαγγελματίες' ποιητές ούτε στους κατ'επάγγελμα 'πωρωμένους' γραφιάδες που, απλά, κάνουν τη δουλειά τους και κάποιοι εξ' αυτών, κάνουν και τις δουλειές των άλλων... μιλώ για τον εντελώς αντίθετο πόλο... μιλώ για έναν ψυχικό κόσμο που αναπνέει νύχτα και μέρα μέσα στην συνείδηση της σχετικότητας και της ματαιότητας όλων... όλων όσων συμβαίνουν, όσων μέλλουν να συμβούν, όσων ακόμη εύχεται να συμβούν...</div><div class="separator" style="clear: both;">...η απόδραση στη στιγμή, είναι θα πεις μια λύση, το γνωστό και κοινότοπο 'ζήσε το σήμερα' κλπ. Ανοησίες ελεεινής βλαχοαμερικανιάς που ουδέποτε είχαν ή θα έχουν εφαρμογή σε τούτες τις μυητικές 'ζώνες ύπαρξης' που αναφέρομαι... δεν χρειάζεται τόσο φτηνές συμβουλές ένας σκεπτόμενος άνθρωπος για 'να ζήσει τη στιγμή'. Αλλά, η απόδραση στη στιγμή που έγραψα, είναι κάτι άλλο. Είναι, ένα άλλο κοίταγμα του αιώνιου... όχι υπό την εσχατολογική του 'βαριά και ασήκωτη' φορεσιά αλλά ακριβώς υπό την ποιητική αντίστοιχή της... είναι σα να λέμε πως θέλεις να ανταπαλαίψεις έναν θηριώδη και ανίκητο εχθρό, όχι με όπλο την φθορά εκείνου αλλά την αλλαγή οπτικής της ίδιας της 'πάλης'... εκεί, εμφυλοχωρεί, βέβαια, ο μεγάλος κίνδυνος, η μεγάλη παγίδα της 'έπαρσης' της μοναδικότητας... δεν πρέπει να το φοβόμαστε όμως ούτε αυτό... γιατί είναι απλό, δεν το σκεπτόμαστε...</div><div class="separator" style="clear: both;">...η μεταβλητή της ματαιότητας έχει να κάνει και με κάτι ακόμα... τον τρόπο που 'κατεβάζουμε', που καταφορτώνουμε -αν είναι δόκιμος ό όρος - το αεί στο νυν... έχει την γοητεία του αυτό το 'στοίχημα' με τον εσωτερικό μας δαίμονα που 'δεν ενθαρρύνει ποτέ αλλά πάντα αποτρέπει'. Εκεί στέκει και ο Πρώτος και ο Εσχατος, εκεί καταργείται, ταυτόχρονα και ο Χρόνος... άρα, χωρίς τον χρόνο στην εξίσωση, αυτή γίνεται ξανά 'δυνατή', ο φορέας ισοστατικός και όλα πάνε καλύτερα... πιο συμβατά με τον άνθρωπο, πιο φιλικά στην προσέγγισή του...</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">Γιατί, τελικά, ο Σίσυφος, δεν είχε να κάνει μονάχα με τον βράχο που πάλευε επί ματαίω να ανεβάσει. Είναι ακριβώς η αφετηρία και το τέλος που του είχαν διαφύγει από το 'πρόβλημα' της προσπάθειάς του. Αν κοιτούσε τα πράγματα 'αλλιώς', ο βράχος είναι ήδη στη θέση του κι εκείνος δεν έχει να παλαίψει παρά μονάχα με 'ορισμούς της αντικεμενικότητας'. Όταν όλα αντί-κεινται, τότε μαζί με τον μόχθο έχεις να τα βάλεις και με την απόγνωση.</div><div class="separator" style="clear: both;">Αλλά ίσως να είναι κι αυτό μέρος της ίδιας 'κληρονομικής' εξίσωσης...</div><br /><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-7190163934053155959?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com11tag:blogger.com,1999:blog-6374133202954691490.post-78368911749427174372011-11-30T23:52:00.002+02:002011-12-02T11:40:04.459+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><span class="Apple-style-span" style="color: #ffd966;"><br /></span><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-pZfdG9wTh0g/TtakWhN333I/AAAAAAAAEDw/ylluT_KuxZA/s1600/0012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span class="Apple-style-span" style="color: #ffd966;"><img border="0" height="320" src="http://2.bp.blogspot.com/-pZfdG9wTh0g/TtakWhN333I/AAAAAAAAEDw/ylluT_KuxZA/s320/0012.jpg" width="214" /></span></a></div><span class="Apple-style-span" style="color: #ffd966;"><br /></span><br /><br /><div class="MsoNormal" style="line-height: 115%; text-align: justify;"></div><div class="MsoNormal"><span class="Apple-style-span" style="color: #ffd966; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">Δεν ήμασταν πολλοί στο υπόγειο θεατράκι της οδού Σπετσοπούλας 9. Ναι, δεν ήμασταν πάνω από είκοσι ψυχές, άντε εικοσιπέντε. Ο χώρος ζεστός, ανθρώπινος, οι ηθοποιοί κοντά σου, δίπλα σου, να ανασαίνουν τις φράσεις τους μαζί σου. Θέλω να πω από την αρχή πως πήγα με κάποια σχετική προκατάληψη στα δυο μονόπρακτα που ανεβαίνουν εκεί, <i>Το Τελευταίο Τρένο</i> της Τούλας Μπούτου και <i>Ο Τελετάρχης</i>, του Βασίλη Ανδρεόπουλου. Και λέω πως πήγα με κάποια σχετική προκατάληψη και επιφυλακτικότητα γιατί παρότι ο Γεωργουσόπουλος έγραψε πολύ καλά πράγματα (<a href="http://aristeaboutou.blogspot.com/">http://aristeaboutou.blogspot.com/</a>) και έχω κάποια άποψη από παλιότερες παραστάσεις με τον Μανώλη Δεστούνη (<i>Τα Ρολόγια της ζωής μου, Αν άλλαζαν όλα, Το όνειρο του κλόουν</i>), δεν ήμουν βέβαιος ότι θα συντελεστεί εκείνη η μαγική, αλχημιστική ‘μεταμόρφωση’ που μονάχα το θέατρο μπορεί να επιτύχει. Την μεταστοιχείωση της αρνητικότητας σε ευεξία και της σκέδασης σε προσοχή και παύση του εσωτερικού διαλόγου. Μεγάλη η τέχνη του ηθοποιού και το ζόρι επίσης να καταφέρει τούτο το Σισύφειο, κάποιες φορές, έργο. Και, σας βεβαιώ, ο Μανώλης Δεστούνης, το κατάφερε… και τον συγχαίρω και μέσα από τούτο το <span lang="EN-US">blog</span><span lang="EN-US"> </span>με όλη μου την καρδιά. Δεν ήταν καθόλου υπερβολικός ο Γεωργουσόπουλος που τον ύμνησε στην κριτική του. Μα καθόλου. Κι επιτέλους, το αξίζουν κάποιοι άνθρωποι που υποτίθεται ότι εκπροσωπούν το ‘χθες’.</span></div><div class="MsoNormal"><span class="Apple-style-span" style="color: #ffd966; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Δεν μετανιώνω καθόλου που πήρα την απόφαση της θεατρικής εξόδου. Και με την μικρή μου συντροφιά μοιραστήκαμε σκέψεις και χαμόγελα. Είχε συμβεί και σε κείνους η ανατροπή αυτή και την υποδέχονταν ως έκπληξη ευχάριστη.</span></div><div class="MsoNormal"><span class="Apple-style-span" style="color: #ffd966; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Το παράπονο του βετεράνου ηθοποιού εύλογο (<i>σήμερα δεν είχαμε πολύ κόσμο…</i>), η λάμψη στα μάτια του όμως και οι θερμές χειραψίες και τα ειλικρινή συγχαρητήρια όλων τον αποζημίωσαν. Πολύ καλή η και η Μαργαρίτα Μίλλερ, η συμπρωταγωνίστριά του στο <i>Τελευταίο Τρένο. </i></span></div><div class="MsoNormal"><span class="Apple-style-span" style="color: #ffd966; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Τα καλά πρέπει να λέγονται. Επιτέλους, η αξία ενός καλλιτέχνη δεν μπορεί να ικετεύει την αναγνώριση αλλά να κερδίζει την δικαίωση. Έστω και μετά από πολλά χρόνια ‘αιματηρών’ μαχών στο σανίδι.</span></div><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-7836891174942717437?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com8tag:blogger.com,1999:blog-6374133202954691490.post-48505278047117134092011-11-29T22:35:00.004+02:002011-11-29T22:48:41.987+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-8PdqU7AQuAc/TtVB_Ot-q2I/AAAAAAAAEDo/gKQJxr1JXUw/s1600/PhotoFunia-1842075.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-8PdqU7AQuAc/TtVB_Ot-q2I/AAAAAAAAEDo/gKQJxr1JXUw/s320/PhotoFunia-1842075.jpg" width="226" /></a></div><div align="center" class="MsoNormal" style="text-align: center;"><br /></div><div align="center" class="MsoNormal" style="text-align: center;"><span class="Apple-style-span" style="color: #ffe599;">Υπό την επήρρεια του… σοκ ακόμη, αναδημοσιεύω από <span lang="EN-US">Eurigena</span></span></div><div align="center" class="MsoNormal" style="text-align: center;"><i><span class="Apple-style-span" style="color: #ffe599;">(Αυτοκαθορισμός <a href="http://aftokathorismos.blogspot.com/"><span style="text-decoration: none;">http://aftokathorismos.blogspot.com/</span></a>)</span><o:p></o:p></i></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b><span style="color: #ffe599; font-size: 12pt; line-height: 150%;"><span style="text-decoration: none;">(Ιστορικές Λεπτομέρειες)...Τι μικρός που ναι ο κόσμος πατέρα !</span><o:p></o:p></span></b></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="text-align: justify;"><b>Κείμενο απολογίας Τσιγαρίδα στην Δίκη για τον ''ΈΛΑ"<o:p></o:p></b></div><div class="MsoNormal" style="text-align: justify;"><b>"Φοιτητής στο Πολυτεχνείο εντάχθηκα στη νεολαία της ΕΔΑ. Με έπεισε ένα από τα πιο σημαντικά στελέχη τότε, με συγκρότηση, με τεράστιες γνώσεις για τη μαρξιστική θεωρία, ταυτισμένο τόσο με τους σκοπούς του Κομμουνιστικού Κόμματος, που δρούσε μέσα και μέσω της ΕΔΑ, σε σημείο που δεν είχε προσωπική ζωή. Είναι ο γνωστός φιλόσοφος Στέλιος Ράμφος. Τον αναφέρω γιατί είναι χαρακτηριστικό παράδειγμα των οβιδιακών μεταμορφώσεων ενός κομμουνιστή. Εξελίχθηκε σε φιλόσοφο της δεξιάς, σε σπόκμαν της Εκκλησίας, σε απολογητή των Αμερικάνων για τον πόλεμο στο Ιράκ, σε ψυχολόγο της επαναστατικής Αριστεράς."<o:p></o:p></b></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><b>Στέλιος Ράμφος, μέλος της&nbsp; αντι-αριστερίστικης "τάσης" της Νεολαίας ΕΔΑ, μέλος του κόμματος (ΕΔΑ), μέλος της Συντακτικής επιτροπής της "Πανσπουδαστικής",&nbsp;<u>διαπρύσιος ιδεολόγος του μαρξισμού-λενινισμού και σκληροπυρηνικός οπαδός της κομματικής πειθαρχίας.</u>&nbsp;Αντίθετα από τον αφελή που έμπλεξε με τα κουμπούρια, εγώ δεν πιστεύω πως ο κύριος που τον στρατολόγησε έχει μεταμορφωθεί. Ο ΙΔΙΟΣ ΕΙΝΑΙ.<o:p></o:p></b></div><div class="MsoNormal"><b>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Στο μέλλον στο παρελθόν στο παρόν<o:p></o:p></b></div><div class="MsoNormal"><b>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Είστε ίδιοι διανοούμενοι της Εξουσίας<o:p></o:p></b></div><div class="MsoNormal"><b>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Του Κόμματος<o:p></o:p></b></div><div class="MsoNormal"><b>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Της Εκκλησίας<o:p></o:p></b></div><div class="MsoNormal"><b>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; και άλλων "θεσμών"...<o:p></o:p></b></div><div class="MsoNormal"><br /><br /></div><div class="MsoNormal">Μάλιστα… τώρα που το ξανασκέφτομαι, δεν θα έπρεπε κι εγώ να είμαι τόσο επιρρεπής στα απανωτά σοκ… 40 χρόνια φούρναρης τέλος πάντων… διότι καλώς σχολιάζει ο Ιωάννης, Ο ΙΔΙΟΣ ΕΙΝΑΙ. Ναι, για τον φιλόσοφο με το αξύριστο πρόσωπο τριών ημερών… ίσως και πέντε...</div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="line-height: 150%;"><span class="Apple-style-span" style="font-size: xx-small;">Ε, ρε Κάρολε Μαρξ, τι είχε φάει ο πατέρας σου το προηγούμενο βράδυ της σύλληψής σου; (τσ, τσ, τσ, το χυδαιοποίησα το θέμα)</span><span class="Apple-style-span" style="font-size: x-small;"><o:p></o:p></span></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-4850527804711713409?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com2tag:blogger.com,1999:blog-6374133202954691490.post-43196161858957595662011-11-25T20:33:00.000+02:002011-11-25T20:33:23.764+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-A1OwFe7ofkQ/Ts_fXS11m4I/AAAAAAAAECQ/_qr4-EwiH0g/s1600/SURGERY_534_355.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="http://4.bp.blogspot.com/-A1OwFe7ofkQ/Ts_fXS11m4I/AAAAAAAAECQ/_qr4-EwiH0g/s320/SURGERY_534_355.jpg" width="320" /></a></div><br /><br /><br /><div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><i>Αυτή χώρα είναι ψυχικά άρρωστη<o:p></o:p></i></div><div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;">Στέλιος Ράμφος</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div><div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Πριν από 45 χρόνια ένας γιατρός, ντυμένος τη στολή συνταγματάρχη –και με μια παράξενη, στριγκή φωνή που σου τρυπούσε τ’αυτιά-, μαζί με κάποιους άλλους αξιότιμους συναδέλφους του, επίσης ιατρούς προφανώς αλλά ντυμένους –παραλλαγή μάλλον – στολές ανωτέρων αξιωματικών, μας έβαλε εις την χειρουργικήν κλίνην και μας πέρασε γύψο από πάνω μέχρι κάτω… το είχαμε ανάγκη είχαν αποφανθεί σε έκτακτο ιατρικό συμβούλιο που, απλά, χρειάστηκε και τη συνδρομή ολίγων αρμάτων μάχης για να μην τους διακόψει κανείς τον οιρμό… το είχαμε ανάγκη διότι έρρεπε η χώρα προς τον Κομμουνισμόν… τσ, τσ, τσ, τι σαίνια αυτοί οι φανταρο-γιατροί, την ψυλλιάστηκαν τη δουλειά και καθώς είχαν ορκιστεί και στον Ιπποκράτη, είπαν να κάνουν το καθήκον τους… ερήμην του ασθενούς, θα πει ο κακότροπος, λεπτομέρειες… όταν είσαι αναίσθητος και ψοφολογάς, δεν ρωτάς τον άνθρωπο που σε σώζει… τι ομάδα είναι… ρωτάς;</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Τώρα, η διάρκεια της αποθεραπείας μας δεν διήρκησε πολύ, ε, μια ψιλο-εφταετία, τζάμπα πράγμα μέσα στον απέραντο ιστορικό χρόνο, αν το καλοσκεφτείς… </div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Και τους κλείσαν και στις φυλακές, επιστήμονες ανθρώπους, να σαπίσουν λες και ήταν κακούργοι και όχι χειρούργοι…</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Απ’ό,τι φαίνεται, το πρόβλημα δεν ήτο εξωτερικόν. Ο πρώτος εκείνος αρχι-χειρουργός, κος Γ. Παπαδόπουλος, με τα μυστήρια ελληνικά του που δεν κατανοούσε κανείς –μάλλον επειδή το <span lang="EN-US">IQ</span><span lang="EN-US"> </span>του ήτο πολύ άνω του μετρίου δικού μας - δεν τελείωσε την δουλειά. Ή μάλλον, δεν έκανε την ορθή διάγνωση. Δεν είχαμε κάταγμα, δεν είχαμε δισκοπάθεια, δεν είχαμε καμιά μετατόπιση σπονδύλου… το πρόβλημα ήτο βαθύτερον… και δε μπόρεσαν να βοηθήσουν αργότερα οι επόμενοι ιατροί που πήραν τη σκυτάλη, Καραμανλής, Παπανδρέου, Μητσοτάκης, μικρός Καραμανλής, μικρός Παπανδρέου… α, ήταν και ο εκ Γερμανίας περίφημος ιατρός κος Σημίτης, τον ξέχασα…</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Τελικά, το θέμα το λύνει ο κος Ράμφος, ο φιλόσοφος. Ιατρο-φιλόσοφος μάλλον, απ’ό,τι φαίνεται. Και βεβαίως συμφωνώ!</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Και όχι μόνον εμείς, δόκτωρ Ζιβάγκο! Και οι Ιταλοί και οι Πορτογάλοι και οι Ισπανοί και οι Βέλγοι και οι Γάλλοι… και σε λίγο ΟΛΟΙ θα έχουμε ανάγκη επειγούσης ψυχικής αρωγής και επιστημονικής βοηθείας.</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">ΟΛΟΙ είναι άρρωστοι πλην των τραπεζιτών, των ‘αγορών’ και των ‘οίκων αξιολόγησης’.</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Συνελόντ’ειπείν… δεν είναι οικονομικό το θέμα… δεν είναι πολιτικό, δεν είναι ούτε καν παθολογοανατομικό… είναι ψυχικό, ψυχιατρικό δηλαδή!</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Εύγε κε Ράμφε… η Ελλάς σου οφείλει! Και πάντοτε η Ελλάς γνωρίζει να αποπληρώνει τα χρέη της! &nbsp;&nbsp;(Ό,τι μου αναλογεί, 100, 200 Ευρώπουλα, πέρνα να στα δώκω άμα θες…).</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-4319616185895759566?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com6tag:blogger.com,1999:blog-6374133202954691490.post-80208664529610874042011-11-23T21:36:00.001+02:002011-11-23T21:41:02.444+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-fcp3UY4kvR4/Ts1K6GU5zcI/AAAAAAAAECA/qfvUpbOQq6w/s1600/Sleeping-Beauty-disney-princess-203546_794_615.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="247" src="http://1.bp.blogspot.com/-fcp3UY4kvR4/Ts1K6GU5zcI/AAAAAAAAECA/qfvUpbOQq6w/s320/Sleeping-Beauty-disney-princess-203546_794_615.jpg" width="320" /></a></div><br /><br /><div style="text-align: justify;">Ακόμα και τώρα... τώρα που δεν είμαστε πια 'προ των πυλών' ούτε καν με την ψευδαίσθηση ότι 'θα την σκαπουλάρουμε'... ακόμα και τώρα που το ΠΑΣΟΚ έχει βυθιστεί δημοσκοπικά, η ΝΔ παλεύει με τα κύματα, ο Καρατζαφύρερ είναι κολλημένος στα ίδια και τα ποσοστά της Αριστεράς έχουν πάρει την ανιούσα, τώρα που και παιδάκι της Πρώτης Δημοτικού θα σου έλεγε ότι 'είναι η καλύτερη ώρα', ακόμα και τώρα οι 'δεινόσαυροι', οι δυσκίνητες χελώνες της κομματικής γραφειοκρατίας του ΚΚΕ αλλά και των άλλων, των 'ρεφορμιστών', κάθονται και παρακολουθούν τις εξελίξεις ωσάν τον Αλή Πασά τον Τεπενενλή όταν χάζευε τις χανούμισες να του χορεύουν... σαν μαστουρωμένοι, αποβλακωμένοι, εντελώς ανίκανοι να πιάσουν την ευκαιρία, την ιστορική συγκυρία -που δεν ξέρει κανείς αν και πότε θα ξανάρθει- από τα μαλλιά και να δημιουργήσουν το μεγάλο, ενιαίο μέτωπο της Ενωμένης Αριστεράς. Ακόμα και τώρα που όλα είναι στο κόκκινο, αυτοί σε πολιτική ακηδία, σε νωχελικότητα και ραστώνη που θα ζήλευαν και οι... Μεξικάνοι των καρτούνς. Έλεος κυρία Παπαρήγα! Δηλώσατε ότι οι άλλοι έφτιαξαν την 'μαύρη συμμαχία'. Πολύ σωστά, μαύρη κι άραχλη είναι και θα το ζήσουμε κι αυτό στο πετσί μας. Εσείς τι κάνετε εκεί στον Περισσό; Που είναι η ανάγνωση των καιρών που τόσο πετυχημένα λέτε και καμαρώνετε ότι κάνετε πάντα στο Κόμμα; Γιατί δεν ρίχνετε τα μούτρα σας να συναντηθείτε με όλες τις δυνάμεις της Αριστεράς και να δημιουργήσετε ένα πανίσχυρο μέτωπο που θα χτυπήσει ένα 25 ή και 30 % στις εκλογές και θα χαλάσει ο κόσμος; Με τους ρεφορμιστές; Ναι, με τους ρεφορμιστές κυρία μου. Με τον Κουβέλη; Ναι, με τον Κουβέλη, τους Πράσινους, τους ροζ, τους λαχανί... Με τον Δημαρά; Ναι, με όλους... Τι περιμένετε άλλο να συμβεί, επιτέλους; Πάρτε εσείς την πρωτοβουλία! Όταν συναντιόντουσαν οι τρεις στο Προεδρικό, εγώ θα περίμενα να συναντηθείτε εσείς κάπου και να ρίξετε γέφυρες επικοινωνίας. Να μπείτε σε μια φάση συνεννόησης, όχι ταύτισης, όχι εξομοίωσης. Για σκεφτείτε, αντί για το χάλι αυτό με τα κομματίδια και τις τάσεις και τα τσιφλίκια, μια μεγάλη, ρωμαλέα, συγκλονιστική Αριστερά που θα πολλαπλασιάσει με τη δυναμική της τις δυνάμεις της και δεν θα είναι απλά το άθροισμα των επιμέρους συνιστωσών... Μια Αριστερά που θα εμπνεύσει, θα έχει το πρόταγμα της ιδεολογικής της υπεροχής αλλά και το σφρίγος της αναφοράς της σε εκατομμύρια ανθρώπους! Αλλά, τι γράφω τόση ώρα και δεν με... σκουντάει κανείς να ξυπνήσω ε;</div><div style="text-align: justify;">θα χαθεί κι αυτή η ευκαιρία, κάποια στιγμή η κρίση θα αρχίσει να 'διευθετείται', διότι θα περάσουν πολλά χρόνια μέχρι να περάσει, αν περάσει δηλαδή αλλά τα μεγάλα αστικά κόμματα θα έχουν βρει τον τρόπο να αναδιπλωθούν και να παρασύρουν ξανά τον κόσμο στις ίδιες απάτες και αυταπάτες. Με όποιον μιλάω, όποιον προοδευτικό, μη οργανωμένο σε κόμματα άνθρωπο συναντώ, την ίδια αγωνία εκφράζει, 'γιατί δεν τα βρίσκουν, έστω μια φορά, γιατί'; Γιατί τόσο μίσος, τόση εμπάθεια,τέτοιος στρουθοκαμηλισμός;</div><div style="text-align: justify;">Μια μεγάλη απογοήτευση είστε όλοι εσείς εκεί στον Περισσό. Και παρότι θα σας ψηφίσω ξανά και πάντα θα ψηφίζω ό,τι είναι πιο κοντά στο δίκιο και στον άνθρωπο, είναι μεγάλη η απογοήτευση από την νανοκρατία που επικρατεί εδώ και πολλά χρόνια και στο ΚΚΕ αλλά και γενικότερα.</div><div style="text-align: justify;">Υπάρχει όμως ακόμη χρόνος... στην παράταση είμαστε βέβαια... σύντομα, το ματς τελειώνει και αν μείνει κανείς στην εξέδρα να σας παρακολουθεί, ή κανένας ηλίθιος θα είναι ή... νεκρός...</div><br />Μ'αυτούς συνεννοείστε πάντα καλύτερα! &nbsp; &nbsp; &nbsp;</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-8020866452961087404?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com6tag:blogger.com,1999:blog-6374133202954691490.post-34717161745577346072011-11-18T13:50:00.000+02:002011-11-18T13:50:13.624+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-toUzRXLA0As/TsZFz3TsJDI/AAAAAAAAD_I/FhpB3RJRzD8/s1600/arab.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /><img border="0" height="40" src="http://4.bp.blogspot.com/-toUzRXLA0As/TsZFz3TsJDI/AAAAAAAAD_I/FhpB3RJRzD8/s320/arab.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"></div><div align="right" class="MsoNormal" style="line-height: 115%; text-align: right; vertical-align: baseline;"><i><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">Αναδημοσιεύω από τον Δ&nbsp; &nbsp;</span></i><i><span style="color: #e36c0a; line-height: 115%; mso-bidi-font-size: 12.0pt; mso-themecolor: accent6; mso-themeshade: 191;"><a href="http://inreparabile.blogspot.com/"><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191; text-decoration: none; text-underline: none;">http://inreparabile.blogspot.com/</span></a><o:p></o:p></span></i></div><div align="right" class="MsoNormal" style="line-height: 115%; text-align: right; vertical-align: baseline;"><br /></div><div class="MsoNormal" style="line-height: 115%; vertical-align: baseline;"><br /></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 115%; vertical-align: baseline;"><b><span style="background-color: #cccccc; color: #1d1b11; font-family: Cambria, serif;">Για το Μέγα ''Σχίσμα''.</span></b><b style="background-color: #f2ede1;"><span style="color: #1d1b11; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 26;"><o:p></o:p></span></b></div><div class="MsoNormal" style="line-height: 115%; vertical-align: baseline;"><br /></div><div class="MsoNormal" style="line-height: 115%; vertical-align: baseline;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; text-align: justify; vertical-align: baseline;"><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;"><o:p>&nbsp;</o:p></span><span style="color: #c4bc96; font-family: Cambria, serif; line-height: 115%;">Ο Έλληνας αντιλαμβανόταν τον εαυτό του όχι σαν τον&nbsp; </span><b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">κύριο</span></b><span style="color: #c4bc96; font-family: Cambria, serif;">,</span><span style="color: #c4bc96; font-family: Cambria, serif; line-height: 115%;">&nbsp; αλλά σαν το&nbsp;</span><b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">θεωρό</span></b><span style="color: #c4bc96; font-family: Cambria, serif; line-height: 115%;">&nbsp;της&nbsp;<b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">οικουμένης</span></b>&nbsp;απ' όπου εμπνεόταν την ομιλία, την ποίηση και την πράξη του και σαν τέτοιος πέθανε.</span></div><div class="MsoNormal" style="line-height: 115%; text-align: justify; vertical-align: baseline;"><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">*</span><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; text-align: justify; vertical-align: baseline;"><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;"><br />Ο λαός που έφερε αυτήν την παράδοση και που αυτή η παράδοση τον έφερε, κατακτήθηκε. Μολοντούτο, η ελληνική παράδοση ζωογονεί τη Ρώμη και την Αυτοκρατορία της. Η Ρώμη δεν διαθέτει ειδικό θεμέλιο, δεν πειραματίζεται με την υπέρβαση.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; text-align: justify; vertical-align: baseline;"><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">Η πληρότητα και οι επιτεύξεις της είναι πραγματιστικές και το κενό της είναι εξίσου πραγματικό. Οι ρωμαϊκοί οφθαλμοί και οι ρωμαϊκές πρακτικές&nbsp;<u><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">θεωρούν το&nbsp;</span></u></span><b><i><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">είναι</span></i></b><u><span style="border: none windowtext 1.0pt; color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191; padding: 0cm;">&nbsp;υπό την οπτική γωνία του</span></u><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp;</span><b><i><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">res</span></i></b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp;<u><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">και τον άνθρωπο υπό την οπτική γωνία ενός πολίτη μιας</span></u>&nbsp;</span><b><i><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">res publica</span></i></b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp;-<u><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">ενός ισχυρού ρεπουμπλικανικού και καισαρικού Κράτους, κατακτητικού και οργανωτικού, ρασιοναλιστικού και αποικιοκρατικού.</span></u>&nbsp;Στο εσωτερικό αυτού&nbsp;<b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">του κράτους</span></b>&nbsp;</span><b><i><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">των πραγμάτων</span></i></b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp;και αυτού&nbsp;<u><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">του&nbsp;</span></u></span><b><u><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">Κ</span></u></b><u><span style="border: none windowtext 1.0pt; color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191; padding: 0cm;">ράτους</span></u><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">, μόνον η στωική φιλοσοφία παρείχε στις δυστυχισμένες συνειδήσεις ένα ταπεινό σύστημα στηρίξεως.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; text-align: justify; vertical-align: baseline;"><u><span style="border: none windowtext 1.0pt; color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191; padding: 0cm;">Οι&nbsp; <b>ρωμαϊκοί</b></span></u><b><span style="border: none windowtext 1.0pt; color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191; padding: 0cm;">&nbsp; </span></b><b><i><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">ratio</span></i></b><b><span style="border: none windowtext 1.0pt; color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191; padding: 0cm;">&nbsp; <u>και&nbsp; </u></span></b><b><i><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">mundus</span></i></b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp; <u><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">κατήγαγαν μια δεύτερη νίκη επί του&nbsp;<b>ελληνικού</b></span></u><b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">&nbsp;</span></b></span><b><i><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">κόσμου</span></i></b><b><span style="border: none windowtext 1.0pt; color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191; padding: 0cm;">&nbsp;<u>και</u>&nbsp;</span></b><b><i><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">λόγου</span></i></b><u><span style="border: none windowtext 1.0pt; color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191; padding: 0cm;">&nbsp;όταν&nbsp;<b>εκλατίνισαν τις κυρίαρχες λέξεις</b>&nbsp;του </span></u><b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">είναι</span></b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp;<u><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">και της</span></u>&nbsp;</span><b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">σκέψης</span></b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp;αποκόβοντας μας έτσι από τη ρίζα μας, για να τις διαδώσουν στον κόσμο.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; text-align: justify; vertical-align: baseline;"><b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">Η ρωμαϊκή συνισταμένη</span></b><u><span style="border: none windowtext 1.0pt; color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191; padding: 0cm;">&nbsp;της ελληνο-ρωμαϊκής παράδοσης&nbsp;<b>υπερίσχυσε μέσα σε μια παράδοση της οποίας οι μεταγλωττίσεις είναι προδοσίες</b></span></u><b><span style="border: none windowtext 1.0pt; color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191; padding: 0cm;">&nbsp;</span></b><b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">της ελληνικής γλώσσας</span></b><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp;<u><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">και κραταιές κατακτητικές και δονητικές καινοτομίες.<o:p></o:p></span></u></span></div><div class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; text-align: justify; vertical-align: baseline;"><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">Γιατί οι γιοί της λύκαινας οδηγήθηκαν στο χαμό τους από τις ίδιες τους τις νίκες.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; vertical-align: baseline;"><i><span style="color: #e36c0a; font-family: &quot;Cambria&quot;,&quot;serif&quot;; font-size: 9.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: accent6; mso-themeshade: 191;">Κώστας Αξελός</span></i><i><span style="color: #e36c0a; font-family: &quot;Cambria&quot;,&quot;serif&quot;; font-size: 9.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: accent6; mso-themeshade: 191;"><o:p></o:p></span></i></div><div class="MsoNormal" style="line-height: 115%;"><br /></div><div class="MsoNormal" style="line-height: 115%;"><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;"><o:p><br /></o:p></span></div><div class="MsoNormal" style="line-height: 115%;"><br /></div><div class="MsoNormal" style="line-height: 115%;"><br /></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 115%; vertical-align: baseline;"><b><span style="background-color: #cccccc; color: #1d1b11; font-family: Cambria, serif;"><a href="http://inreparabile.blogspot.com/2011/11/climax-or-turning-point.html"><span style="color: #1d1b11; text-decoration: none;">Κλίμαξ</span><span style="color: #1d1b11; text-decoration: none;"> </span><span style="color: #1d1b11; text-decoration: none;">ή</span><span style="color: #1d1b11; text-decoration: none;"> </span><span style="color: #1d1b11; text-decoration: none;">κρίσιμη</span><span style="color: #1d1b11; text-decoration: none;"> </span><span style="color: #1d1b11; text-decoration: none;">καμπή</span><span lang="EN-US" style="color: #1d1b11; text-decoration: none;"> - Climax or turning point.</span></a></span></b><b style="background-color: #f2ede1;"><span lang="EN-US" style="color: #1d1b11; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ansi-language: EN-US; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 26;"><o:p></o:p></span></b></div><div class="MsoNormal" style="line-height: 10.35pt; vertical-align: baseline;"><br /></div><div class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="color: #333333; font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: 6.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL;"><br /></span><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">-</span><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp;…βλέπουν ότι με όλον τους τον μεγάλο Ορθολογισμό δεν τα καταφέρνουν πλέον στον σημερινό κόσμο, όταν πρόκειται για την κατανόηση του ως προς την προέλευση της ουσίας του.&nbsp;<b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">Όσο λίγο μπορεί κανείς να μεταφράσει ποιήματα, άλλο τόσο λίγο μπορεί να μεταφράσει έναν στοχασμό.&nbsp;</span></b>Μπορεί, το πολύ, να&nbsp;<b><i><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">παραφράσει</span></i></b>. Μόλις καταπιαστεί με την κατά λέξη μετάφραση, όλα μεταβάλλονται.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; text-align: justify; vertical-align: baseline;"><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;"><br /></span><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">-</span><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp;Δυσάρεστη σκέψη.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; text-align: justify; vertical-align: baseline;"><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;"><br /></span><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">-</span><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">&nbsp;Θα ήταν καλό αυτή τη δυσαρέσκεια να την παίρναμε στα σοβαρά σε μεγάλη κλίμακα και&nbsp;</span><b><u><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;">να αναλογιζόμασταν επιτέλους με ποια επακόλουθα μεταβλήθηκε η Ελληνική Σκέψη μέσω της μετάφρασης της στα&nbsp;λατινικά,</span></u></b><u><span style="border: none windowtext 1.0pt; color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191; padding: 0cm;">&nbsp;<b>ένα συμβάν το οποίο ακόμα και σήμερα μας απαγορεύει να σκεφτούμε επαρκώς τις βασικές λέξεις της Ελληνικής Σκέψης.</b></span></u><span style="color: #c4bc96; font-family: &quot;Cambria&quot;,&quot;serif&quot;; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 6.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: background2; mso-themeshade: 191;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: 115%; vertical-align: baseline;"><i><span style="color: #e36c0a; font-family: &quot;Cambria&quot;,&quot;serif&quot;; font-size: 9.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-fareast-language: EL; mso-hansi-theme-font: major-latin; mso-themecolor: accent6; mso-themeshade: 191;">Martin Heidegger<o:p></o:p></span></i></div><div class="MsoNormal" style="line-height: 115%;"><br /></div><br /><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6374133202954691490-3471716174557734607?l=nimertis.blogspot.com' alt='' /></div>nimertishttp://www.blogger.com/profile/03300624967594485158noreply@blogger.com6tag:blogger.com,1999:blog-6374133202954691490.post-23812651817145411832011-11-16T21:08:00.000+02:002011-11-16T21:08:33.423+02:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-xCHEQvyczDg/TsQJgZ7hLKI/AAAAAAAAD_A/d_Lv-SnGnf4/s1600/tromaktikos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://3.bp.blogspot.com/-xCHEQvyczDg/TsQJgZ7hLKI/AAAAAAAAD_A/d_Lv-SnGnf4/s320/tromaktikos.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;">17 Νοεμβρίου 1973</div><div class="separator" style="clear: both; text-align: center;">17 Νοεμβρίου 2011</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><span class="Apple-style-span" style="font-size: large;">ΨΩΜΙ - ΠΑΙΔΕΙΑ - ΕΛΕΥΘΕΡΙΑ</span></div><span class="Apple-style-span" style="background-color: lightyellow; font-family: 'palatino linotype', athena, tahoma;"><br /></span><br /><div style="text-align: justify;"><span class="Apple-style-span" style="background-color: lightyellow; font-family: 'palatino linotype', athena, tahoma;"><span class="Apple-style-span" style="color: #660000;">Ἐσεῖς, ὦ ἀθάνατοι ψυχαὶ τῶν ἐλευθέρων προγόνων μου! ἐνδυναμώσατε τώρα τὸν ζῆλον μου μὲ τὰ ἡρωϊκά σας ἐντάλματα, διὰ νὰ ἐκφράσω, καθὼς πρέπει, τὰ τῆς ἐλευθερίας κάλλη εἰς τοὺς ἀπογόνους σας...</span></span></div><h1 id="aeaoofnhgocdbnbeljkmbjdmhbcokfdb-mousedown" style="background-color: lightyellow; color: #c00000; font-family: 'palatino linotype', athena, tahoma; font-size: 12pt; margin-bottom: 12px; margin-top: 30px; text-align: center;">ΕΛΛΗΝΙΚΗ&nbsp;ΝΟΜΑΡΧΙΑ<br />Ἤτ