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  <title>λόγος και ποίηση</title>
  <link>http://amioul.pblogs.gr/</link>
  <description>Σε δουλειά να βρισκόμαστε</description>
  <language>el</language>
  <pubDate>Thu, 03 May 2012 15:14:03 +0200</pubDate>
  <lastBuildDate>Thu, 03 May 2012 15:14:03 +0200</lastBuildDate>
  <generator>Phaistos Networks Blog Engine</generator>
  <item>
   <title>Διαλέξτε, κόσμε! Εδώ οι καλοί σωτήρες...!</title>
   <description><![CDATA[<p>Εννιά τον αριθμό, ζωή να 'χουν.</p>

<p>Και το καθένα απ' αυτά, ικανό να βγάλει λαγούς από το καπέλο του, και να συμμαζέψει έτσι εν μία νυκτί τα ασυμμάζευτα! Ακούς τους εκπροσώπους τους να μιλούν με περισσή σιγουριά, για να μην πω και περισσό θράσος, για το πώς <span style="mso-spacerun:yes"> </span>θα κάνουν τη νύχτα μέρα, κι αναρωτιέσαι μήπως τελικά είναι φερμένοι από άλλον πλανήτη.</p>

<p>Θυμήθηκα ένα στιχάκι από το γνωστότατο τραγούδι των <span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">Simon</span> &amp; <span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">Carlfunken</span>, το <span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">Mrs</span>. <span style="mso-ansi-language: EN-US" lang="EN-US" xml:lang="EN-US">Robinson</span>, και πιστεύω ότι ταιριάζει γάντι, και ίσως περισσότερο από ποτέ, στην προεκλογική περιπέτεια που βιώνουμε:</p>

<p style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="font-size:12.0pt;font-family:&quot;Times New Roman&quot;,&quot;serif&quot;; mso-fareast-font-family:&quot;Times New Roman&quot;;mso-ansi-language:EN-US;mso-fareast-language: EL" lang="EN-US" xml:lang="EN-US">Sitting on a sofa on a Sunday afternoon

Going to the candidates debate

Laugh about it, shout about it

When you've got to choose

Ev'ry way you look at it, you lose



</span></p>

<p>Βρε κακομοίρηδες και πτωχοί τω πνεύματι όλοι σας, αφού, όπως μας λέτε, η χώρα βρίσκεται στο χείλος της καταστροφής, τότε γιατί επιμένετε να θέλετε να μας ...; σώσετε ο καθένας σας έτσι εργολαβικά και χώρια<span style="mso-spacerun:yes"> </span> από τους υπόλοιπους, τι κι αν, επί της ουσίας, ευαγγελίζεστε τα ίδια πράγματα;</p>

<p>Με μια πρώτη ματιά, υπάρχουν δυο κύριες τάσεις: η μνημονιακή, και η αντι-μνημονιακή, επομένως, υπ' αυτή την έννοια, και μπροστά στον κίνδυνο, όπως μας λέτε, να πέσει η χώρα στη χαράδρα και να γκρεμοτσακιστεί, γιατί τότε δεν συγκροτείτε δυο βασικά μέτωπα, και δεν κάνετε συμμαχίες ανάγκης μέχρι να μας βγάλετε απ' τα δύσκολα, κι αν και όταν το καταφέρετε, πιάνετε πάλι να επιδίδεστε στο ευγενές σπορ των μαλλιοτραβηγμάτων;</p>

<p>Γιατί δεν διευκολύνετε τον κόσμο, προβάλλοντας δυο βασικές επιλογές, παρά παραλλαγές και διαφορετικών αποχρώσεων εκδοχές αυτών των δυο βασικών επιλογών; Για να υπάρχει ...; ποικιλία, και να μη βαριέται ο μέσος ψηφοφόρος; Μα αφού οι καιροί ου μενετοί, και η κατάσταση είναι τόσο κρίσιμη -μας έχετε κάνει τα αυτιά μαστίχα με το να μας λέτε όλοι σας, και όλη την ώρα πόσο κοντά βρίσκεται ο τόπος στο χείλος της καταστροφής- τότε γιατί δεν ανταποκρινόσαστε κι εσείς με την προσήκουσα σοβαρότητα στην κρισιμότητα των περιστάσεων; <span style="mso-spacerun:yes"> </span>Τελικά τι θέλετε; Να σώσετε τον τόπο, ή να δρέψετε -ο καθένας για λογαριασμό του- δάφνες εθνοσωτήρων;</p>
]]></description>
   <link>http://amioul.pblogs.gr/2012/05/dialexte-kosme-edw-oi-kaloi-swthres.html</link>
   <guid>http://amioul.pblogs.gr/2012/05/dialexte-kosme-edw-oi-kaloi-swthres.html</guid>
   <comments>http://amioul.pblogs.gr/2012/05/dialexte-kosme-edw-oi-kaloi-swthres.html#comments</comments>
   <dc:date>2012-05-03T13:55:38+02:00</dc:date>
   <dc:creator>Αντρέας Μιαούλης</dc:creator>
  </item>
  <item>
   <title>O Γιαννάκης ο Παπαμιχαήλ υποψήφιος με το ΛΑΟΣ! Σωθήκαμε, πατριώτες!!!</title>
   <description><![CDATA[<p style="MARGIN: 0cm 0cm 0pt" class="MsoNormal"><font color="#000000" size="3" face="Times New Roman">Παρακολουθούσα χθες βράδυ την εκπομπή ΑΝΑΤΡΟΠΗ στο <span style="mso-ansi-language: EN-US" lang="EN-US" xml:lang="EN-US">Mega</span>, κι ανάμεσα στους καλεσμένους του Πρετεντέρη, κάπου πήρε το μάτι μου θρονιασμένο και τον υιό της μακαρίτισσας της Βουγιουκλάκη και του επίσης μακαρίτη Παπαμιχαήλ, ο οποίος, λέει, είχε προσκληθεί ως εκπρόσωπος τους ΛΑΟΣ, του κυρίου Καρατζαφέρη- μια παρουσία με ...; ειδικό πολιτικό βάρος, σε σημείο που οι εκπροσωπούντες τα υπόλοιπα κόμματα, όταν δεν τρώγονταν μεταξύ τους, έκαναν συγκαλυμμένη πλάκα στο νεαρό κύριο, αφού, τα ...; βαρύγδουπα και ...; σημαντικά που εκστόμιζε τις ελάχιστες φορές που του δινόταν ο λόγος, δεν άφηναν περιθώρια για διαφορετικού είδους αντιμετώπιση, αν και πολύ αμφιβάλλω κατά πόσο ο ίδιος πήρε πρέφα το παραμικρό.</font></p>

<p style="MARGIN: 0cm 0cm 0pt" class="MsoNormal"><font color="#000000" size="3" face="Times New Roman">Τι δουλειά είχε η αλεπού στο παζάρι; Έλα μου, ντε!</font></p>

<p style="MARGIN: 0cm 0cm 0pt" class="MsoNormal"><font color="#000000" size="3" face="Times New Roman">Ο φιλόδοξος Καρατζαφέρης επί δεκαετίες τώρα αγωνίζεται να το παίξει σημαίνων πολιτικός παράγοντας, όμως δεν ...; του κάθεται. Εκείνο που καταφέρνει ωστόσο είναι να βρίσκεται πάντα στο προσκήνιο, αν και για τους λάθος λόγους. Ξεκίνησε από τη Ν.Δ. (το θυμόσαστε εκείνο το σουξεδάκι με τίτλο, Πάνω Χέρι, Κάτω Χέρι, Τίνος Είν' τα' Απάνω -Απάνω;), με βλέψεις ακόμη και για την προεδρία του Κόμματος, και χρησιμοποιώντας εν πολλοίς αθέμιτα μέσα με την ακατάσχετη προβολή του σε προεκλογικές περιόδους μέσα από τον Ι.Χ. τηλεοπτικό σταθμό του, κι όταν ναυάγησαν τα μεγαλεπήβολα σχέδιά του, αποχώρησε, κι ίδρυσε ένα γιαλαντζί ακροδεξιό Κόμμα, με την προσδοκία ότι θα κατάφερνε να αποσπάσει ικανό αριθμό ψηφοφόρων από τη Ν.Δ., εκβιάζοντας έτσι την επάνοδό του στο ...;«Κόμμα της καρδιάς του» μετά βαΐων και κλάδων.</font></p>

<p style="MARGIN: 0cm 0cm 0pt" class="MsoNormal"><font color="#000000" size="3" face="Times New Roman">Όμως και πάλι δεν του βγήκε η πασιέντζα, κι έτσι βρέθηκε αμανάτι με το υπό-Κομμα, το οποίο ωστόσο, με κάτι από δω, με κάτι από εκεί, κατάφερνε πάντα να διαβαίνει το κατώφλι της Βουλής των Ελλήνων, και με τον Γιώργο τον πονηρό να είναι στα μέσα και στα έξω του πολιτικού μας βίου με την ιδιότητά-του τού αρχηγού και προέδρου του ΛΑΟΣ.</font></p>

<p style="MARGIN: 0cm 0cm 0pt" class="MsoNormal"><font color="#000000" size="3" face="Times New Roman">Τέτοιου είδους χαϊλίκια όμως δεν συντηρούνται χωρίς κόλπα και τερτίπια, έτσι ο Γιωργάρας χρησιμοποίησε κατά κόρον την πατέντα της συμπερίληψης «τρανταχτών» ονομάτων από το χώρο των «τεχνών», των «γραμμάτων» και του αθλητισμού στους συνδυασμούς του Κόμματός του. Και το ίδιο βεβαίως επιχειρεί να κάνει και τώρα, με την προσθήκη του υιού Παπαμιχαήλ και της πάλαι ποτέ καλλιπύγου κυρίας Μπάρμπα στο ψηφοδέλτιο του ΛΑΟΣ. Βεβαίως ποσώς τον ενδιαφέρει τον Καρατζαφέρη κατά πόσο ο Γιαννάκης θα μπορέσει να ταράξει τα λιμνάζοντα ύδατα του πολιτικού μας βίου με τις ρηξικέλευθες ιδέες του, ή κατά πόσο είναι ικανός να μοιράσει δυο γαϊδάρων άχυρα. Εκείνο για το οποίο είναι σίγουρος, ή σχεδόν σίγουρος ο μεγάλος αρχηγός είναι πως ο Γιαννάκης θα του φέρει ψηφαλάκια!! Κι αυτό βεβαίως δεν έχει να κάνει ούτε με τον Καρατζαφέρη, ούτε με τον υιό Παπαμιχαήλ, αλλά μάλλον με την ελαφρομυαλιά και την επιπολαιότητα που χαρακτηρίζει σημαντική μερίδα Ελλήνων ψηφοφόρων, κάθε που καλούνται να επιλέξουν τους ανθρώπους που θα στείλουν να ζεστάνουν τα έδρανα του Ελληνικού Κοινοβουλίου.</font></p>

<p style="MARGIN: 0cm 0cm 0pt" class="MsoNormal"><font color="#000000" size="3" face="Times New Roman">Και δεν είναι βέβαια μόνο ο Καρατζαφέρης που καταφεύγει στη λογική του ψηφαλάκια να ναι, κι ό,τι να ναι! Ουκ έστιν αριθμός των πάσης φύσεως και κατηγορίας εγχώριων σταρ που τα ονοματάκια τους έχουν κοσμήσει κατά καιρούς τα ψηφοδέλτια κυρίως των δυο μεγάλων Κομμάτων. Τι τραγουδιάρηδες και τραγουδιάρισσες, τι ηθοποιοί, τι μπαλαδόροι, τι αθλητές της ενόργανης γυμναστικής και των τσουβαλοδρομιών ...;</font></p>

<p style="MARGIN: 0cm 0cm 0pt" class="MsoNormal"><font color="#000000" size="3" face="Times New Roman">Έχω ακούσει ανθρώπους να λένε, «'Ελα, μώρε, καλύτεροι είναι δηλαδή όλοι αυτοί που μας μοστράρονται ως επαγγελματίες πολιτικοί από τον τάδε τραγουδιστή, ή από την δείνα ηθοποιό;» Α, θα σας γελάσω. Αυτά τα πράγματα συνήθως αποδεικνύονται κατά τη νεκροψία!... Εκείνο που ξέρω είναι ότι, με τέτοιες λογικές και προσεγγίσεις, εμείς οι ίδιοι οι πολίτες-ψηφοφόροι ρίχνουμε τόσο χαμηλά τον πήχη που στο τέλος φτάνει κι ακουμπάει στο χώμα.</font></p>
]]></description>
   <link>http://amioul.pblogs.gr/2012/04/o-giannakhs-o-papamihahl-ypopshfios-me-to-laos-swthhkame-patriwt.html</link>
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   <comments>http://amioul.pblogs.gr/2012/04/o-giannakhs-o-papamihahl-ypopshfios-me-to-laos-swthhkame-patriwt.html#comments</comments>
   <dc:date>2012-04-24T17:59:11+02:00</dc:date>
   <dc:creator>Αντρέας Μιαούλης</dc:creator>
  </item>
  <item>
   <title>Οι Γερμανοί ξανάρχονται (και ξαναχτυπούν μέσω Die Welt!)</title>
   <description><![CDATA[<p>Το μεταφέρω από το κυριακάτικο φύλλο της εφημερίδας ΤΟ ΕΘΝΟΣ, 1/4/12, σελίδα 60:</p>

<p><em style="mso-bidi-font-style: normal">«Στην πρώτη κιόλας σελίδα της σοβαρής συντηρητικής εφημερίδας της Γερμανίας</em> <em style="mso-bidi-font-style: normal"><span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">DIE</span> </em><em style="mso-bidi-font-style:normal"><span style="mso-ansi-language: EN-US" lang="EN-US" xml:lang="EN-US">WELT</span>, ο τίτλος-παρότρυνση προκαλεί σοκ στον κάθε Έλληνα αναγνώστη, και όχι μόνο : &lt;Τούρκοι, αγοράστε την Ελλάδα!!!!&gt; Το δεξιό γερμανικό έντυπο καγχάζει με την κατάντια της χώρας μας. &lt;Εδώ και πολύ καιρό κυκλοφορούσε μόνο ως ανέκδοτο, το πώς θα μπορούσε να λυθεί η αέναη διαμάχη μεταξύ Τούρκων και Ελλήνων γύρω από τα νησιά του Αιγαίου: η μεγάλη, δυναμική και πλούσια Τουρκία απλώς να αγόραζε τα νησιά της μικρής, φτωχής και συρρικνούμενης γειτονικής χώρας&gt;, συνεχίζει η</em> <em style="mso-bidi-font-style:normal"><span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">DIE</span> </em><em style="mso-bidi-font-style:normal"><span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">WELT</span>, σαρκάζοντας και λοιδορώντας το πρόγραμμα ιδιωτικοποιήσεων της κυβέρνησης Παπαδήμου. &lt;Τώρα όμως οι Έλληνες αξιωματούχοι προσπαθούν<span style="mso-spacerun:yes"> </span> να πείσουν τους Τούρκους επενδυτές ακριβώς γι' αυτό ...; Θέλουν (οι Έλληνες αξιωματούχοι), να τους σώσει ο υπ' αριθμόν ένα εχθρός τους. Δεν το κάνουν ακριβώς με τη θέλησή τους. Η Αθήνα υποχρεώθηκε κατά το μάλλον ή το ήττον από την ΕΕ να το κάνει&gt;, καταλήγει η γερμανική εφημερίδα, με εμφανή απόλαυση».</em></p>

<p><em style="mso-bidi-font-style: normal"><span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US"> </span></em></p>

<p>Δεν ξέρω πού αποσκοπούν αυτές οι «επιθέσεις φιλίας» που έχουν ξεκινήσει δια των εντύπων τους οι Γερμαναράδες εναντίον της χώρας μας εδώ και δυο περίπου χρόνια. Μπορεί τα κατά καιρούς δημοσιεύματα να μην απηχούν παρά τις απόψεις των συντακτών τους, μπορεί και όχι. Η πικρή ιστορική εμπειρία όμως διδάσκει πως, όταν σου κουνάει ο Γερμανός απειλητικά την λουκανικοδακτυλάρα του μέσα στα μούτρα, καλύτερα να προσέχεις τα νώτα σου ...;</p>

<p>Υποτίθεται πως είμαστε μέλος μιας ένωσης ευρωπαϊκών κρατών, με κοινούς στόχους και κοινά οράματα. Όταν, λοιπόν, ένας μέλος αυτής της ένωσης επιχαίρει για τα δεινά και τα βάσανα ενός άλλου κράτους-μέλους, τότε το μέλλον αυτής της ένωσης μόνο λαμπρό δεν προοιωνίζεται. Μήπως λοιπόν κατά εκεί αρμενίζει η βάρκα;</p>

<p><em style="mso-bidi-font-style: normal"> </em></p>
]]></description>
   <link>http://amioul.pblogs.gr/2012/04/oi-germanoi-xanarhontai-kai-xanahtypoyn-mesw-die-welt.html</link>
   <guid>http://amioul.pblogs.gr/2012/04/oi-germanoi-xanarhontai-kai-xanahtypoyn-mesw-die-welt.html</guid>
   <comments>http://amioul.pblogs.gr/2012/04/oi-germanoi-xanarhontai-kai-xanahtypoyn-mesw-die-welt.html#comments</comments>
   <dc:date>2012-04-02T17:38:40+02:00</dc:date>
   <dc:creator>Αντρέας Μιαούλης</dc:creator>
  </item>
  <item>
   <title>Τελικά άλλο δε μας μένει από το να αντισταθούμε!...</title>
   <description><![CDATA[<p>Ο κοσμάκης έχει αφεθεί στην τύχη του! Διάβασα σ' ένα κυριακάτικο φύλλο ότι ο Τόμσεν και οι λοιποί γνωστοί κοπρίτες, ετοιμάζονται να μας έρθουν ΞΑΝΆ κατά μήνα Ιούνιου για να γυρέψουν κι άλλες περικοπές, κι άλλα χαράτσια. Και μέσα σε όλα αυτά, διάβασα παραδίπλα ότι έχουν μεγάλη πρεμούρα για το αποτέλεσμα των επικείμενων εκλογών, ένεκα η... επενδυσούλα τους! Τελικά αυτή η απειλή, "Είτε κάνετε σαν καλά παιδάκια, ό,τι σας ζητάμε, είτε σας πετάμε από την Ένωση", να μην είναι παρά μια ωραία πατατούλα. Μπορεί όμως απ' την άλλη αυτά που λένε, να τα εννοούν. Έτσι όμως όπως μας εξωθούν στα άκρα, άλλη επιλογή δε μας αφήνουν, από το να το ρισκάρουμε
</p>Το ξαναλέω: είμαστε αφημένοι στην τύχη μας, γι' αυτό, όσο κι αν τα χρονικά περιθώρια δεν είναι μεγάλα, θα πρέπει να αναπτύξουμε από μόνοι μας τη δικής μας στρατηγική και τη δική μας άμυνα, όπερ μεθερμηνευόμενο να ψηφίσουμε μαζικά κόμματα που είναι κατά των μνημονίων. ΠΟΛΙΤΙΚΟΥΣ ΜΕ ΚΥΡΟΣ ΚΑΙ ΠΥΓΜΗ ΔΕΝ ΕΧΟΥΜΕ, κι όσο πιο γρήγορα το συνειδητοποιήσουμε, τόσο το καλύτερο

Όχι, δεν πιστεύω πως το φάρμακο για την επίλυση των προβλημάτων μας, έστω και μακροπρόθεσμα, το έχει ο Τσίπρας, ή ο Καμμένος, ή η Παπαρήγα, ή ο Θείος μου ο Απόστολος. Μπορούμε όμως υπ' αυτήν την έννοια, με την υπερψήφιση δηλαδή κομμάτων που είναι κατά των μνημονίων,να στείλουμε το μήνυμα σε Βρυξέλλες και Ν. Υόρκη πως το βαρέλι τελικά έχει πάτο!!! ΟΙ ΑΝΘΡΩΠΟΙ ΕΙΝΑΙ ΑΔΙΣΤΑΚΤΟΙ! ΑΣ ΑΝΤΙΣΤΑΘΟΥΜΕ!
]]></description>
   <link>http://amioul.pblogs.gr/2012/04/telika-allo-de-mas-menei-apo-to-na-antistathoyme.html</link>
   <guid>http://amioul.pblogs.gr/2012/04/telika-allo-de-mas-menei-apo-to-na-antistathoyme.html</guid>
   <comments>http://amioul.pblogs.gr/2012/04/telika-allo-de-mas-menei-apo-to-na-antistathoyme.html#comments</comments>
   <dc:date>2012-04-01T16:55:20+02:00</dc:date>
   <dc:creator>Αντρέας Μιαούλης</dc:creator>
  </item>
  <item>
   <title>Τάδε έφη Δαρείος, το 520 π.Χ. ... για την Ελλάδα του 2012 μ.Χ.</title>
   <description><![CDATA[<p style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal;background:white"><em style="mso-bidi-font-style:normal"><u><span style="font-size:12.0pt;font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;mso-fareast-font-family:&quot;Times New Roman&quot;;color:#111111; mso-fareast-language:EL">Ο Δαρείος το 520 π.Χ όταν κατέλαβε τη διοίκηση της Περσίας με πραξικόπημα από τους τότε διοικούντες "Μάγους", το πρώτο βράδυ συζητούσαν τι πολίτευμα θα πρέπει να εφαρμόσουν στη Περσία.


Ο Δαρείος ήταν υπέρ της μοναρχίας. Ένας από τους συνεργάτες, ο Οτάνης του πρότεινε τη δημοκρατία των Αθηναίων και τότε ο Δαρείος απάντησε:

- Η δημοκρατία είναι το δυσκολότερο πολίτευμα για την εφαρμογή του οποίου <span style="mso-bidi-font-weight:bold">απαιτείται ένα υψηλό επίπεδο πολιτών</span> το οποίο δεν διαθέτουν οι Πέρσες σήμερα.

Στη δημοκρατία το επικίνδυνο είναι ότι, όταν η διαφθορά εισχωρήσει στο κράτος, τότε το κράτος καταλύεται!


Ηροδότου Ιστορία

Βιβλίο Γ Θάλεια

Σελίδες 79-85</span></u></em></p>

<p style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal;background:white"><em style="mso-bidi-font-style:normal"><u><span style="font-size:12.0pt;font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;mso-fareast-font-family:&quot;Times New Roman&quot;;mso-fareast-language: EL"> </span></u></em></p>

<p><span style="mso-spacerun:yes"> </span>Μου το πέρασε με <span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">e</span>-<span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">mail</span> ένας καλός φίλος, ο Θάνος, και νομίζω ότι ταιριάζει γάντι στα όσα βιώνουμε σήμερα ως χώρα. Οι ξένοι απλώς είδαν φως και μπήκαν. Πόσο εύκολο είναι αλήθεια να καθαρίσουμε την Κόπρο του Αυγεία; Να πετάξουμε ένα ολόκληρο πολιτικό κατεστημένο εκεί που του πρέπει, στην πιο βαθιά χωματερή;</p>

<p>Και η τραγική ειρωνεία είναι πως οι ίδιοι άνθρωποι που δημιούργησαν όλη αυτή την αλγεινή κατάσταση, έχουν το θράσος να βγαίνουν σήμερα και να ζητούν την ψήφο μας, τη στιγμή που κανονικά θα έπρεπε να τα είχαν μαζέψει και να είχαν πάει στα σπίτια τους!</p>

<p>Κι εμείς, που σε κάνα δυο μήνες θα πάμε να ψηφίσουμε, αυτό ακριβώς θα κληθούμε να κάνουμε, δηλαδή να καθαρίσουμε την Κόπρο του Αυγεία, απαλλαγμένοι όμως απ' αυτήν την άθλια νοοτροπία που μας θέλει άλλα να λέμε στους καφενέδες και να βροντοφωνάζουμε στις διάφορες διαδηλώσεις διαμαρτυρίας, κι άλλα να κάνουμε πίσω απ' το παραβάν. Αν σε τούτες τις εκλογές δεν τους στείλουμε ένα βροντερό, <em style="mso-bidi-font-style: normal"><u><span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">e</span> </u></em><em style="mso-bidi-font-style:normal"><u><span style="mso-ansi-language: EN-US" lang="EN-US" xml:lang="EN-US">basta</span>! Ως εδώ και μη παρέκει! τ</u></em>ότε σίγουρα δεν θα έχουμε να ελπίζουμε σε τίποτα!</p>
]]></description>
   <link>http://amioul.pblogs.gr/2012/03/tade-efh-dareios-to-520-p-h-gia-thn-ellada-toy-2012-m-h.html</link>
   <guid>http://amioul.pblogs.gr/2012/03/tade-efh-dareios-to-520-p-h-gia-thn-ellada-toy-2012-m-h.html</guid>
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   <dc:date>2012-03-29T13:46:59+02:00</dc:date>
   <dc:creator>Αντρέας Μιαούλης</dc:creator>
  </item>
  <item>
   <title>Ο Νταλάρας, ο Λαζόπουλος, και του Μπογιατζή ο Κόπανος!</title>
   <description><![CDATA[<p>Κλασσική περίπτωση <span style="mso-ansi-language: EN-US" lang="EN-US" xml:lang="EN-US">d</span>ι<span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">j</span>ΰ <span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">vu</span> αυτό το παιδί. Εκεί γύρω στα μέσα με τέλη της δεκαετίας του '70, όταν έπαιρνα περιστασιακά μέρος στις δράσεις ενός γκρουπούσκουλου της Εξωκοινοβουλευτικής Αριστεράς, όπως τη λέγαμε τότε (βοηθός βοηθού αφισοκολλητή!) είχαμε μια φτιάξει μια επιτροπή συμπαράστασης στους απεργούς της χαρτοβιομηχανίας Λαδόπουλου,<span style="mso-spacerun:yes"> </span> μαζευόμασταν τ' απογεύματα στα Προπύλαια, και κάποια στιγμή είπαμε να διοργανώσουμε και μια συναυλία για την ενίσχυση των απεργών.</p>

<p><span style="mso-tab-count:1">              </span> Έχουν περάσει τριάντα τόσα χρόνια, κι ίσως να μη θυμάμαι κάποια πράγματα και πολύ καλά, όμως μου φαίνεται πως στη συναυλία θα τραγουδούσαν ο Νικόλας ο Άσημος και ο παλιός αγωνιστής του ΚΚΕ και της Αριστεράς και επίσης καλλιτέχνης Πάνος Τζαβέλας.</p>

<p><span style="mso-tab-count:1">              </span> Και πάνω που ήταν όλα έτοιμα για τη συναυλία, να 'σου από κοντά και ο Νταλάρας με τα κλαπατσίμπαλά του, έτοιμος ν' ανέβει κι αυτός στη σκηνή. Έγινε το έλα να δεις: νεραντζάκια, γιαουρτάκια, βρισιές, γιούχα, μέχρι που τα μάζεψε κι έφυγε κακήν κακώς. Δίκαια ή άδικα, ο Γιώργος Νταλάρας από τότε κιόλας είχε τη φήμη του ανθρώπου που πατούσε σε δυο βάρκες, κι αυτό τον έκανε ιδιαίτερα αντιπαθή, ακόμη και σε μένα, σε σημείο που να με αφήνει παγερά αδιάφορο η όλη καλλιτεχνική του πορεία. Ένα τραγούδι του με είχε συγκινήσει και για κάποιο διάστημα το άκουγα πέντ' έξι φορές την ημέρα, κι αυτό ίσως γιατί εκείνη την περίοδο ήμουν μέχρι αυτοκτονίας ερωτευμένος με μια αλλοδαπή κυρία: το Βαμμένα Κόκκινα Μαλλιά.</p>

<p><span style="mso-tab-count:1">              </span> Αυτή η ξαφνική πρεμούρα του να συμπαρασταθεί με τις συναυλίες του στον σκληρά δοκιμαζόμενο λαό, εύλογα γεννάει ερωτηματικά και απορίες. Πού πας, ρε Καραμήτρο; Σύζυγος μιας κυρίας που ήταν υπουργός της κυβέρνησης η οποία φέρεται ότι ρήμαξε τον τόπο, κι εμφανίζεσαι αίφνης δημόσια ως παρηγορητής κι εμψυχωτής των ρημαγμένων; Δεν είμαι από τους ανθρώπους που βγάζουν εύκολα συμπεράσματα γιατί, μέσα στη γενικότερη άγνοιά μου, εκείνο που ξέρω πολύ καλά είναι πως, προκειμένου να έχεις άποψη, πρέπει προηγουμένως να γνωρίζεις εκ βαθέων τα πράγματα. Έτσι δεν μπορώ να ξέρω κατά πόσο αγνή ή εκ του πονηρού, όπως του καταμαρτυρούν, ήταν η πρόθεση του Γιώργου Νταλάρα να συμπαρασταθεί σε όλους εμάς με μια σειρά συναυλιών.</p>

<p><span style="mso-tab-count:1">              </span> Όμως, απ' όποια μεριά κι αν το δεις, όταν ακούς έναν άνθρωπο που έχει βγάλει εκατομμύρια από τις καλλιτεχνικές του δραστηριότητες, να σου τραγουδάει σε τέτοιους δύσκολους και πονηρούς καιρούς, «Παραπονεμένα Λόγια Έχουν Τα Τραγούδια Μας, Γιατί Το Άδικο Το ζούμε Μέσα Από Την Κούνια Μας», δεν μπορείς στο φινάλε παρά να κρατάς την κοιλιά σου απ' τα γέλια. Δεν ξέρω κατά πόσο τα λεφτά που έχει βγάλει ο Νταλάρας τα έχει αποκτήσει με θεμιτά ή αθέμιτα μέσα, κι εν προκειμένω λίγη σημασία έχει. Το σημαντικό σε τέτοιες περιπτώσεις είναι να έχεις την αίσθηση του γελοίου και της υπερβολής, και να ξέρεις πότε δεν σε «παίρνει» να το παίζεις τραγουδιστής του λαού, κάνοντας στην άκρη και σιωπώντας, όπως έχουν κάνει αρκετοί δημιουργοί και καλλιτέχνες της δικής μου γενιάς, που έχουν επίγνωση του γεγονότος πως έχει παρέλθει η εποχή τους, και πως δεν έχουν πια τίποτε καινούριο να πουν και να δώσουν στον κόσμο. Όλα τα πράγματα σ' αυτήν τη ζωή έχουν ημερομηνία λήξης -τόσο απλό. Δεν ξέρω κατά πόσο, κάτω από τις παρούσες αντίξοες και δραματικές για το λαό μας συνθήκες, θα δημιουργηθεί και θα φουντώσει ένα λαϊκό κίνημα, όμως αν συμβεί κάτι τέτοιο, τότε σίγουρα αυτό το κίνημα, σε επίπεδο<span style="mso-spacerun:yes"> </span> έκφρασής του<span style="mso-spacerun:yes"> </span> μέσα από τις τέχνες και τα γράμματα, θα εκπροσωπηθεί από νέους ανθρώπους, αγνούς κι αμόλευτους, που θα είναι σάρκα εκ της σαρκός του. Έτσι γινόταν πάντα, έτσι θα γίνει και τώρα.</p>

<p><span style="mso-tab-count:1">              </span> Διάβασα όμως ότι ο γνωστός αυτόκλητος προστάτης του λαού κύριος Λαζόπουλος δήλωσε κάπου -ή το είπε μέσα απ' την εκπομπή του- πως δεν εκτιμάει τον Νταλάρα. Τον κατανοώ, γιατί ο Λάκης ό,τι εκτίμηση έχει μέσα του την φυλάει για την αφεντομουτσουνάρα του! Λάκης κερνάει και Λάκης πίνει. Δεν εκτιμάει ο Λάκης τον Νταλάρα για την στάση του, ως ανθρώπου. Ενώ ο Λάκης, ε; «Τζάμι!» Άσπιλος κι αμόλυντος! Το φιλαράκι και κολλητάρι κατά φεγγάρια των κυριών Αγγελοπούλου και Λάτση ...;</p>

<p><span style="mso-tab-count:1">              </span> Ο Λάκης ο λεβέντης μας, που, σε κάποια φάση της ζωής του, πιάστηκε και ταλαιπωρήθηκε από την Αστυνομία! Πού πιάστηκε, όμως; Στη διάρκεια κάποιας μαχητικής διαδήλωσης; Όχι, βέβαια! Πιάστηκε πάνω σ' ένα υπερπολυτελές κότερο που μετέφερε τεκνά και κοκαΐνη! Κατά λάθος, όπως είχε δηλώσει τότε!... Τι είχε συμβεί-κατά τον Λάκη πάντα; Εκεί που περίμενε στη στάση να περάσει το πλοίο της γραμμής, να ' σου αίφνης μπροστά του ο τύπος με την κοτεράρα! «Πού πας, ρε Λάκη, Λαλάκη;» «Εκεί πάω!» του απαντάει ο Λάκης. « Σώπα! Εκεί πάω κι εγώ!» του λέει ο κοτεριούχος. «Σάλτα πάνω, να σε πετάξω!» Τι μα λες, ρε Λάκη; Τι είναι τα πλοία της γραμμής; Αστικά λεωφορεία;</p>

<p><span style="mso-tab-count:1">              </span> Και πού πήγαινε ο Λάκης; Μήπως στις παραλίες της Ελευσίνας να μπανιαριστεί ομού μετά των λοιπών πληβείων; Όχι, βέβαια! Για Μύκονο είχε βάλει πλώρη το καλό μας το αγόρι, εκεί δηλαδή που ως γνωστόν πάει για κολύμπι όλη η φτωχολογιά!</p>

<p><span style="mso-tab-count:1">              </span> Ο Λάκης, ο γνωστός πολέμιος του συστήματος, εκτός φυσικά από τις φορές που το σύστημα -ειδικότερα το τηλεοπτικό κατεστημένο- του κάνει τα χατίρια και τον κανακεύει. Σήμερα στρέφεσαι λάβρος και κάποτε με τρόπο άκομψο εναντίον κυρίως των ανθρώπων του <span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">Mega</span> -όχι πως δεν τους χρειάζεται ένα καλό ξεχέσιμο, αλλά άσε να το κάνει κανένας άλλος, πιο «καθαρός» από σένα, φίλε Λάκη, και με το συμπάθιο για την οικειότητα-, όμως τότε που δούλευες στο μαγαζάκι τους, ήσουν όλο ακκισμούς και αγκαλίτσες μαζί τους, και γλείψιμο μέχρι αφυδάτωσης, γιατί βλέπεις ήσουν δικό τους παιδί, κι έτρωγαν το μισό βραδινό <span style="mso-spacerun:yes"> </span>Δελτίο Ειδήσεων με τζαμπέ διαφήμιση των θεατρικών παραστάσεων που θα ανέβαζες, και των ταινιών που θα γύριζες.</p>

<p><span style="mso-tab-count:1">              </span> Κι ύστερα, Λάκη μου, δεν ήταν αυτό το ίδιο σύστημα που με τις ευλογίες του και με την «αρωγή» του, «καθάρισες» και απαλλάχτηκες των στρατιωτικών σου υποχρεώσεων, βάσει μιας ιατρικής γνωμάτευσης το «δια ταύτα» της οποίας μόνο εσύ κατάλαβες; Κι εκείνη η εικόνα σου έξω από το στρατόπεδο όπου ήταν να παρουσιαστείς- εικόνα ενός αξιοθρήνητου ανθρωπάκου που έτρεμε σύγκορμος, λες και θα τον πήγαιναν στην κρεμάλα- <span style="mso-spacerun:yes"> </span>πού κολλάει με αυτή του Επαναστάτη Ποπολάρου που λανσάρεις σήμερα από το τσαντιράκι σου;</p>

<p><span style="mso-tab-count:1">              </span> Στο προστατευμένο περιβάλλον του τηλεοπτικού πλατό με τους γορίλες και τους μπράβους του καναλιού να σε προσέχουν δίκην πολύτιμου περιουσιακού στοιχείου, είναι εύκολο να παριστάνεις τον λιονταρή και να πλασάρεις <span style="mso-spacerun:yes"> </span>εκ του ασφαλούς το τηλεοπτικό προϊόν σου - ένα ασυνάρτητο κολάζ από «πικάντικα» ανέκδοτα και αστεία, τάχα μου κραξίματα των διαφόρων αστέρων της τηλεοπτικής υποκουλτούρας, λογύδρια με κοινωνικά μηνύματα της κακιάς συμφοράς, και ανοίκειες επιθέσεις εναντίον πολιτικών <span style="mso-spacerun:yes"> </span>και όχι μόνον προσώπων προσεκτικά επιλεγμένων στη βάση των δικών σου εμμονοληψιών <span style="mso-spacerun:yes"> </span>και της δικής σου εμπάθειας. <span style="mso-spacerun:yes"> </span>Γι' αυτό μην επιχαίρεις που γιαούρτωσαν τον Νταλάρα. Εντάξει, έχεις το δικό σου κοινό που πίνει νεράκι στ' όνομά σου, όμως αυτό δεν σημαίνει πως δεν υπάρχουν και άνθρωποι που θα σε γιαούρτωναν ευχαρίστως. Η διαφορά σου ως προς αυτό με τον Νταλάρα είναι πως, επειδή είσαι πονηρούλης -ή να πω καλύτερα, κουτοπονηρούλης;- αν ήταν να κάνεις μια δημόσια εμφάνιση κάπου, και την ψυλλιαζόσουν τη δουλειά πως υπήρχε έστω και η παραμικρή πιθανότητα να σε γιαουρτώσουν ή να σε γιουχάρουν, όχι απλώς δεν θα εμφανιζόσουν, αλλά ούτε τη φωτογραφία σου δεν θα έστελνες. Φυλάς τα ρούχα σου, και καλά κάνεις, όμως αυτό σε καμιά περίπτωση δεν σημαίνει πως χαίρεις γενικότερης αποδοχής κι εκτίμησης. Αλλά αυτό το τελευταίο ενδεχόμενο, δεν θέλεις καν να το σκέπτεσαι, γιατί είσαι αθεράπευτα εγωπαθής, κι ερωτευμένος με την πάρτη σου. Λες πολλά για πολλούς, όμως πολύ αμφιβάλλω αν θα είχες τα κότσια και το σθένος να αντιπαρατεθείς στα ίσια και πρόσωπο με πρόσωπο με κάποιον από τους ανθρώπους που κατακρίνεις. Είσαι ο άνθρωπος των μονολόγων, κι είναι αυτό ακριβώς το στοιχείο που υπονομεύει την όποια αξία της κριτικής σου, και της παρέμβασής σου στα κοινά, με τον τρόπο που την κάνεις. Τον Νταλάρα, λοιπόν, <span style="mso-spacerun:yes"> </span>γιατί δεν τον εκτιμάς; Γιατί -όπως κι εσύ- έχει βρει τρόπο να θησαυρίζει από τη δουλειά του, πουλώντας ενίοτε φύκια για μεταξωτές κορδέλες; <span style="mso-ansi-language:EN-US" lang="EN-US" xml:lang="EN-US">Una raca, una faca,</span> είτε σου αρέσει, είτε όχι!</p>

<p><span style="mso-tab-count:1">              </span> <span style="mso-spacerun:yes"> </span></p>
]]></description>
   <link>http://amioul.pblogs.gr/2012/03/o-ntalaras-o-lazopoylos-kai-toy-mpogiatzh-o-kopanos.html</link>
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   <dc:date>2012-03-18T10:37:08+02:00</dc:date>
   <dc:creator>Αντρέας Μιαούλης</dc:creator>
  </item>
  <item>
   <title>Συν Αθηνά και χείρα κίνει! Αξίζει τον κόπο να το διαβάσετε!...</title>
   <description><![CDATA[<p>Αυτό το κειμενάκι μου το πέρασε ένας φίλος και σκέπτομαι πως, αν δεν έχει πέσει έξω στο μέτρημα - ο ίδιος, ή όποιος ΄τέλος πάντων μπήκε στον κόπο να κάνει τους υπολογισμούς- αξίζει τον κόπο να ξεκινήσει μια σχετική καμπάνια αφού, αν μη τι άλλο, είναι στη σφαίρα του εφικτού.</p>

<p></p>

<p>'Αρχεται</p>

<p></p>

<div>
    <p class="ecxMsoNormal" style="background-image:initial;background-color:white"><font color="black" face="Arial"><span style="font-size:10pt">Για σκεφθείτε το λίγο:</span></font></p>
</div>

<div>
    <p class="ecxMsoNormal" style="background-color: white;"><font color="black" face="Arial"><span style="font-size: 10pt;">"Αν κάθε Έλληνας καταφέρει μέσα στο 2012 να αγοράσει ελληνικά προϊόντα
    
    αξίας 1.000 ευρώ στη θέση ξένων προϊόντων που αγόρασε πέρυσι, τότε θα
    
    προστεθεί στην προβληματική ελληνική οικονομία το αστρονομικό ποσό των
    
    12 δισεκατομμυρίων ευρώ. Ολόκληρο το περιβόητο ΕΣΠΑ που υποτίθεται ότι
    
    θα αναζωογονούσε τη χώρα, είναι 18 δισεκατομμύρια για τέσσερα χρόνια.
    
    Στροφή στο ελληνικό τρόφιμο, στο ελληνικό ποτό, στροφή στον Έλληνα
    
    παραγωγό. Και σιγά-σιγά, στροφή στο ελληνικό ρούχο και το ελληνικό
    
    παπούτσι."</span></font></p>

    <p class="ecxMsoNormal" style="background-color: white;"></p>

    <p class="ecxMsoNormal" style="background-color: white;">Λήγει
    </p>
</div>
]]></description>
   <link>http://amioul.pblogs.gr/2012/02/syn-athhna-kai-heira-kinei-axizei-ton-kopo-na-to-diabasete.html</link>
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   <comments>http://amioul.pblogs.gr/2012/02/syn-athhna-kai-heira-kinei-axizei-ton-kopo-na-to-diabasete.html#comments</comments>
   <dc:date>2012-02-22T23:48:12+02:00</dc:date>
   <dc:creator>Αντρέας Μιαούλης</dc:creator>
  </item>
  <item>
   <title>Πάμε Πακέτο, ή Το Ξεμπρόστιασμα Της Μικροαστικής Υποκρισίας</title>
   <description><![CDATA[<p>Υπάρχουν άνθρωποι που δεν είναι ρατσιστές; Βεβαίως και υπάρχουν: οι πεθαμένοι και οι αγέννητοι! Πώς να το κάνουμε; Ορισμένα πράγματα φαίνεται είναι καταγεγραμμένα στο <span style="mso-ansi-language: EN-US" lang="EN-US" xml:lang="EN-US">DNA</span> μας, κι όσο κι αν πασχίζουμε να απαλλαγούμε από δαύτα προσπαθώντας να τα προσεγγίσουμε<span style="mso-spacerun:yes"> </span> έτσι με πιο επιστημονικό τρόπο, και να τα ξορκίσουμε, στο τέλος πάντα κάτι μένει, που το κουβαλάμε ως τη μέρα που θα μας «φυτέψουνε».</p>

<p><span style="mso-tab-count:1">              </span> Είναι λογικό να είμαι προκατειλημμένος απέναντι στους τσιγγάνους, τους ομοφυλόφιλους, για να μην σας πω και τους Εβραίους; Όχι, δεν είναι, κι όμως κάτι πάντα δεν μου «χτυπάει» καλά με αυτές τις τρεις κατηγορίες συνανθρώπων μας, γιατί ανδρώθηκα σε χρόνια δύσκολα, όπου τέτοιες προκαταλήψεις ήταν ψωμοτύρι, κι όποιος τολμούσε να πάει κόντρα σ' αυτές, τον έτρωγε το σκοτάδι, μέχρι που στο τέλος μου έμεινε το «κουσούρι». Τότε μάλιστα, στα χρόνια της εφηβείας μου, το μενού ήταν πιο πλούσιο, γιατί είχε κι ολίγη από ...; κομμουνιστοσυμμορίτες, και ΕΑΜοβούλγαρους, κι όσο για τους Τούρκους ...; καλά, δεν το συζητάμε, αν και τους τελευταίους, από ιστορική τουλάχιστον άποψη, δεν έχουμε και τόσο άδικο να τους βλέπουμε με μισό μάτι.</p>

<p><span style="mso-tab-count:1">              </span> Μεγαλώνοντας βέβαια προσπαθείς με εργαλείο τη μάθηση και τη σωστή ενημέρωση να διαλύσεις τα σκοτάδια μέσα στα οποία άλλοι σε καταδίκασαν να ζεις σε ό,τι αφορά αυτά τα ζητήματα. Δεν ξέρω πόσο ευτυχής θα ήμουν αν υπήρχε στην οικογένεια κάποιος ομοφυλόφιλος, ή αν ανακάλυπτα πως οι αγνώστου ταυτότητος μέχρι κάποιο σημείο της ζωής μου γονείς μου ήταν ...; αθίγγανοι. Γέρασα, και το μόνο που κατάφερα ως προς αυτό το θέμα του κοινωνικού ή φυλετικού ρατσισμού είναι να μην λέω αηδίες του τύπου, οι αθίγγανοι είναι κακοί, γιατί πούλησαν στους Ρωμαίους τα καρφιά με τα οποία κάρφωσαν στο Σταυρό τον Χριστό, ή πως οι ομοφυλόφιλοι είναι άρρωστοι, που χρήζουν ...; ιατροφαρμακευτικής περίθαλψης! <span style="mso-spacerun:yes"> </span></p>

<p>Παρακολουθούσα μια μέρα στην τηλεόραση την εκπομπή ΠΑΜΕ ΠΑΚΕΤΟ, συγκεκριμένα την περίπτωση μιας κοπέλας της οποίας η άγνωστη μέχρι τότε μάνα αποδείχτηκε ότι ήταν μια πάμπτωχη και ταλαίπωρη τσιγγάνα. Η μικροαστική μικροψυχία σε όλο της το μεγαλείο! Το ενδιαφέρον της υπόθεσης δεν εστιάστηκε στο γεγονός πως η κοπέλα είχε βρει επιτέλους τη μητέρα που δεν γνώριζε, αλλά στο ότι η μητέρα αυτή ήταν τσιγγάνα!</p>

<p>Η καλλίπυγος και κατά τα λοιπά πονόψυχη και πλήρης ευγενικών αισθημάτων παρουσιάστρια της εν λόγω εκπομπής εκεί που σε άλλες περιπτώσεις είναι με το δάκρυ απίκο να κυλήσει αβίαστο στο ροδαλό της μαγουλάκι, εν προκειμένω μπουκάρισε στο πλατό με τα μούτρα ξινισμένα, και ανακοίνωσε στην εξίσου δυσφορούσα (και προφανώς ψυλλιασμένη) με την όλη εξέλιξη της υπόθεσης κοπέλα ότι ...; δεν της είχε ευχάριστα μαντάτα. Η μάνα είχε βρεθεί μεν, όμως τύχη κακή ήθελε αυτή τη μάνα να είναι τσιγγάνα, οπότε πάει η κοτόσουπα, είχε χαλάσει πάνω στο αυγόκομα! Το δια ταύτα της υπόθεσης; Εντάξει, και ευαίσθητοι είμαστε, και πονόψυχοι, και ανθρωπιστές, αρκεί να μην παρεισφρέουν στο εν πολλοίς στημένο σκηνικό της ευαισθησίας και της μακροθυμίας μας στοιχεία αλλότρια προς την μικροαστική ημών τάξη των πραγμάτων. Όλα κι όλα! <span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes">  </span></p>

<p><span style="mso-tab-count:1">              </span> Η παρουσιάστρια ρώτησε μάλιστα την κοπέλα αν ήθελε να προχωρήσουν μέχρι τέλους την εκπομπή κι όποιος άντεχε, ή αν ήθελε να την κόψουν εκεί και τότε, ένεκα που και η ...; μεγαλοψυχία, ο ανθρωπισμός, και η ευαισθησία είχαν τα όριά τους. Η κοπέλα, καλώς ή κακώς -κακώς, κατά την ταπεινή μου γνώμη- ζήτησε, έστω και με βαριά καρδιά, να πάει το πράγμα μέχρι τέλους, όμως δεν κάθισα να δω τη συνέχεια, νιώθοντας έντονη αποστροφή.</p>

<p><span style="mso-tab-count:1">              </span> Το ξαναλέω: μικροαστός του κερατά είμαι -με ό,τι σημαίνει και συνεπάγεται αυτό- όμως τώρα στα γεράματα φροντίζω τουλάχιστον να κρατάω σε λογαριασμό τη μικροαστική μου υποκρισία. Και, το επαναλαμβάνω, μόνο από τη χαρά μου δε θα πέταγα, αν μάθαινα ξαφνικά πως οι γονείς μου ήταν τσιγγάνοι, όμως σε τελική ανάλυση το πρόβλημα θα το είχα εγώ, κι όχι οι τελευταίοι. Κι ούτε καν ξέρω πώς θα αντιμετώπιζα το «πρόβλημα» -αν δεν σου τύχει κάτι, δεν μπορείς, ούτε δικαιούσαι να μιλάς με υποθέσεις. Όμως σίγουρα τέτοιες δύσκολες από κάθε άποψη καταστάσεις δεν προσφέρονται για να γίνονται αντικείμενο προβολής και σχολιασμού στο πλαίσιο εκπομπών «υψηλής κοινωνικής ευαισθησίας». <span style="mso-spacerun:yes"> </span>Ή το κατέχεις το άθλημα, κυρία Τέτοια μου, ή δεν το κατέχεις, οπότε και ασχολείσαι με πραγματάκια που σου είναι πιο προσιτά. Αν εξετέθη κάποιος απ' αυτήν την ασχήμια, είσαι εσύ και κατά δεύτερο λόγο η κοπέλα η οποία, άσχετα με το πόσο «στράβωσε» όταν έμαθε πως η μάνα που έψαχνε δεν ...; κρατούσε από καλή γενιά, θα έπρεπε να χειριστεί το όλο θέμα με μεγαλύτερη ευαισθησία κι άλλη τόση διακριτικότητα, δηλαδή σιωπηρά και μακριά από τα φώτα μιας βλακώδους <span style="mso-spacerun:yes"> </span>δημοσιότητας.</p>
]]></description>
   <link>http://amioul.pblogs.gr/2012/02/pame-paketo-h-to-xemprostiasma-ths-mikroastikhs-ypokrisias.html</link>
   <guid>http://amioul.pblogs.gr/2012/02/pame-paketo-h-to-xemprostiasma-ths-mikroastikhs-ypokrisias.html</guid>
   <comments>http://amioul.pblogs.gr/2012/02/pame-paketo-h-to-xemprostiasma-ths-mikroastikhs-ypokrisias.html#comments</comments>
   <dc:date>2012-02-22T17:24:06+02:00</dc:date>
   <dc:creator>Αντρέας Μιαούλης</dc:creator>
  </item>
  <item>
   <title>Ανέκδοτο (σχετικό με την κρίση, φυσικά!)</title>
   <description><![CDATA[<p>Να πούμε και κανένα ανέκδοτο, μέχρι να μας ξεκάνουν εντελώς οι λογής-λογής αχρείοι, τουλάχιστον να «πάμε»...  με το χαμόγελο στα χείλη.</p>

<p>Συναντιούνται δυο φίλοι στο δρόμο. «Πώς τα πας, ρε μεγάλε;» ρωτάει ο πρώτος.</p>

<p>«Πώς να τα πάω, ρε μεγάλε μου; Χειρότερα δε γίνεται. Μέχρι που σκέφτομαι να δώσω μια να πέσω από καμιά ταράτσα, να βάλω τέλος στα βάσανά μου. Εσύ;»</p>

<p>«Εγώ», απαντάει ο άλλος μέσ' στην καλή χαρά, «τα πάω φίνα! Καλύτερα δε γίνεται!»</p>

<p>«Σώπα, ρε μεγάλε!» του λέει ο δεύετρος. «Πώς κι έτσι; Το λαχείο κέρδισες;»</p>

<p>«Όχι», του απαντάει ο άλλος, «άνοιξα επιχείρηση!»</p>

<p>«Τι λες, ρε θηρίο!» λέει ο άλλος έκπληκτος. «Και τι σόι επιχείρηση άνοιξες;»</p>

<p>«Οίκο ανοχής!» του απαντάει ο δεύτερος.</p>

<p>«Και πάει καλά;»
</p>

<p>«Αν πάει καλά, λέει... Έχω χεστεί στο ευρώ! Τόσο καλά πάει, που σκέφτομαι μάλιστα να προσλάβω και μια πόρνη, γιατί μέχρι τώρα τα έκανα όλα μόνος μου!»
</p>
]]></description>
   <link>http://amioul.pblogs.gr/2012/02/anekdoto-shetiko-me-thn-krish-fysika.html</link>
   <guid>http://amioul.pblogs.gr/2012/02/anekdoto-shetiko-me-thn-krish-fysika.html</guid>
   <comments>http://amioul.pblogs.gr/2012/02/anekdoto-shetiko-me-thn-krish-fysika.html#comments</comments>
   <dc:date>2012-02-12T14:33:28+02:00</dc:date>
   <dc:creator>Αντρέας Μιαούλης</dc:creator>
  </item>
  <item>
   <title>Να δούμε πότε θα κουραστείτε να μας... σώνετε!</title>
   <description><![CDATA[<img src="data:image/png;base64,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" 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]]></description>
   <link>http://amioul.pblogs.gr/2012/02/na-doyme-pote-tha-koyrasteite-na-mas-swnete.html</link>
   <guid>http://amioul.pblogs.gr/2012/02/na-doyme-pote-tha-koyrasteite-na-mas-swnete.html</guid>
   <comments>http://amioul.pblogs.gr/2012/02/na-doyme-pote-tha-koyrasteite-na-mas-swnete.html#comments</comments>
   <dc:date>2012-02-08T20:55:47+02:00</dc:date>
   <dc:creator>Αντρέας Μιαούλης</dc:creator>
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