<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3161247760984778295</id><updated>2026-02-06T01:33:10.305+02:00</updated><category term="doors"/><title type='text'>άλτ τίς εί</title><subtitle type='html'>music video foto jokes movies software everything is here</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>314</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-2921747415299022815</id><published>2025-06-10T21:06:00.000+03:00</published><updated>2025-06-10T21:06:44.781+03:00</updated><title type='text'>Νίκος Πιστικός</title><content type='html'>Λαϊκός καλλιτέχνης από την Καστοριά, κουρέας στο επάγγελμα. Κατασκέυασε με μοναδικό τρόπο και περίσσια αρχιτεκτονική τέχνη όλα τα παλιά αρχοντικά της Καστοριάς, πολλά από τα οποία δεν υπάρχουν σήμερα, σε μακέτες τριών διαστάσεων υπό κλίμακα διατηρώντας τις πραγματικές διαστάσεις σε όλα τα αρχιτεκτονικά στοιχεία των οικημάτων. Πραγματικά απίστευτος καλλιτέχνης.&lt;br /&gt;
Τα έργα του εκτίθενται στο&amp;nbsp; Μουσείο Κέρινων ομοιωμάτων Λαογραφίας και Προϊστορίας του Δημήτρη Παναγιωτίδη στο Μαυροχώρι Καστοριάς.&lt;br /&gt;
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&lt;style&gt;
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	mso-tstyle-rowband-size:0;
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&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;background: rgb(238, 238, 238); line-height: normal; margin-bottom: 0cm; mso-outline-level: 3; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span face=&quot;&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;color: #0f0e0c; font-size: 28pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EL;&quot;&gt;&lt;a href=&quot;http://tsak-giorgis.blogspot.com/2011/09/blog-post_7336.html&quot;&gt;&lt;span style=&quot;color: #990000; text-decoration: none; text-underline: none;&quot;&gt;Προνόμια
βουλευτών&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;background: rgb(238, 238, 238); line-height: normal; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiuE-byiDHtMu71rcJLJnmHuBVT1tCpHjBJ6T2ycc3xh9ogZwF9L69xS6C7MHCOA7R2nw2ZPo74MIT_NW5fyIbmTHwEKTppv8lMjS7bfAtnrV9JsaKuo5L4zLYTIMXT4E0oVdbauH06ph3/s1600/a67e0285-e8e9-4c44-801e-9816d42648d0.jpg&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span face=&quot;&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;color: #990000; font-size: 14pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EL; mso-no-proof: yes; text-decoration: none; text-underline: none;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span face=&quot;&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;color: #0f0e0c; font-size: 14pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EL;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;background: rgb(238, 238, 238); line-height: normal; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: rgb(238, 238, 238); line-height: normal;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span face=&quot;&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;color: #0f0e0c; font-size: 14pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EL;&quot;&gt;Από την ομάδα syllogos-vivliou των Ομάδων Google μας
ήρθε το παρακάτω ηλεκτρονικό μήνυμα που αναφέρεται στα προνόμια των βουλευτών&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
1. Μηνιαίος μισθός 6.100 ευρώ! &lt;br /&gt;
2. Σύνταξη μετά από 4 χρόνια βουλευτικής θητείας. Ποσό σύνταξης μηνιαίως 4.880
ευρώ. &lt;br /&gt;
3. Για συμμετοχή σε επιτροπές, 250 ευρώ την ώρα. &lt;br /&gt;
4. Οι βουλευτές της επαρχίας παίρνουν το μήνα 1.000 ευρώ για ενοίκιο. &lt;br /&gt;
5. Όλοι οι βουλευτές παίρνουν άπαξ 1.500 ευρώ για οργάνωση γραφείου και 1.000
ευρώ τις γιορτές λόγω αυξημένης επικοινωνίας με τους ψηφοφόρους τους. Το δώρο
Χριστουγέννων, Πάσχα και επίδομα αδείας είναι ξεχωριστά! &lt;br /&gt;
6. Δικαιούνται 104 αεροπορικά εισιτήρια ετησίως δωρεάν και απεριόριστες
μετακινήσεις με ΟΣΕ και ΚΤΕΛ. &lt;br /&gt;
7. Πολυτελές αυτοκίνητο, δωρεάν καύσιμα με επίδομα 600 ευρώ το μήνα, ένα
χωροφύλακα για φρουρό, 4 κινητά τηλέφωνα τελευταίας τεχνολογίας και ένα στο
σπίτι, σταθερό, όλα δωρεάν. &lt;br /&gt;
8. Απολαμβάνουν πλήρους ασυλίας για όποιο αδίκημα διαπράξουν κατά τη διάρκεια
της θητείας τους ως βουλευτές. &lt;br /&gt;
9. Δεν πληρώνουν φόρο για ένα μέρος του μισθού ή της σύνταξης. &lt;br /&gt;
10. Δικαιούνται γραμματειακή υποστήριξη για 4 υπαλλήλους και 1 επιστημονικό
συνεργάτη. (Όλους αυτούς τους πληρώνει το Δημόσιο). &lt;br /&gt;
11. Δικαιούνται άτοκα δάνεια ως βουλευτές και ως επαγγελματίες. &lt;br /&gt;
12. Δωρεάν γυμναστήριο, σάουνα, νηπιαγωγείο για τα παιδιά τους. &lt;br /&gt;
13. Τηλεφωνική ατέλεια. &lt;br /&gt;
14. Δωρεάν επισκέψεις σε αρχαιολογικούς και καλλιτεχνικούς χώρους. &lt;br /&gt;
15. Δωρεάν διόδια. &lt;br /&gt;
16. Δωρεάν εισιτήρια, ξενοδοχεία, γεύματα όταν ταξιδεύουν στο εξωτερικό ως μέλη
επιτροπών κ.λπ. &lt;br /&gt;
&lt;br /&gt;
ΑΥΤΕΣ ΕΙΝΑΙ ΟΙ ΑΜΟΙΒΕΣ ΤΟΥΣ ΤΗ ΣΤΙΓΜΗ ΠΟΥ ΟΙ ΠΟΛΙΤΕΣ ΣΤΕΡΟΥΝΤΑΙ ΤΑ ΒΑΣΙΚΑ...&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: red; font-size: 26pt; line-height: 115%;&quot;&gt;Ακόμη πλήρη σύνταξη από την
υπηρεσία στην οποία δούλεψαν…έστω και για λίγα έτη. Η βουλευτική θητεία
προστίθεται στα έτη συνταξιοδότησης…&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/2575098019783208209/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2025/06/v-behaviorurldefaultvml-o.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/2575098019783208209'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/2575098019783208209'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2025/06/v-behaviorurldefaultvml-o.html' title='Προνόμια βουλευτών'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-4249726857488621555</id><published>2024-09-30T16:56:00.004+03:00</published><updated>2024-09-30T17:00:27.448+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="doors"/><title type='text'></title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvm6mRc7JLbpazYKYWH9P6akUVySPBcXtM-bgAzuwjXajUy5EFbcHSKnf4sw_Hjnl86zsTNZX3-LLFXUO250GIgKdchcWzyEDaFQd9pgCT3aIAQDru57ajN7pNBW0xhXRm-SPxKwl4uu6QQvcULnay3kxpVB-ixWCVlUSgEgygqvH3Inwca8Cr3EQSTH6S/s4405/doors%20-%CE%9F%CE%BE%CF%8D%CE%BD%CE%B5%CE%B9%CE%B1(2).jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4405&quot; data-original-width=&quot;2762&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvm6mRc7JLbpazYKYWH9P6akUVySPBcXtM-bgAzuwjXajUy5EFbcHSKnf4sw_Hjnl86zsTNZX3-LLFXUO250GIgKdchcWzyEDaFQd9pgCT3aIAQDru57ajN7pNBW0xhXRm-SPxKwl4uu6QQvcULnay3kxpVB-ixWCVlUSgEgygqvH3Inwca8Cr3EQSTH6S/s320/doors%20-%CE%9F%CE%BE%CF%8D%CE%BD%CE%B5%CE%B9%CE%B1(2).jpg&quot; width=&quot;201&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Οξύνεια Τρικάλων&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1hMiyLoKU5xEDrM5NPQtm0F3I6DcgcLQuaQ65Dl0AL0tmoVbkc-HlQ-2lvhXOjBhsYTVup3fIpq75DsDbfbCSSphM5TM2Vbv93fnTM9eSPkM_XqD3t0V42QfYPtWidvdIVSZ0F21kl1iTM6EKvrVXqpKYqkDIa9bkM0162F0xT5ynU0urLjHCrgnn3xk3/s4402/doors-%CE%9F%CE%BE%CF%8D%CE%BD%CE%B5%CE%B9%CE%B1.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4402&quot; data-original-width=&quot;2087&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1hMiyLoKU5xEDrM5NPQtm0F3I6DcgcLQuaQ65Dl0AL0tmoVbkc-HlQ-2lvhXOjBhsYTVup3fIpq75DsDbfbCSSphM5TM2Vbv93fnTM9eSPkM_XqD3t0V42QfYPtWidvdIVSZ0F21kl1iTM6EKvrVXqpKYqkDIa9bkM0162F0xT5ynU0urLjHCrgnn3xk3/s320/doors-%CE%9F%CE%BE%CF%8D%CE%BD%CE%B5%CE%B9%CE%B1.jpg&quot; width=&quot;152&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Οξύνεια Τρικάλων&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/4249726857488621555/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2024/09/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/4249726857488621555'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/4249726857488621555'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2024/09/blog-post.html' title=''/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvm6mRc7JLbpazYKYWH9P6akUVySPBcXtM-bgAzuwjXajUy5EFbcHSKnf4sw_Hjnl86zsTNZX3-LLFXUO250GIgKdchcWzyEDaFQd9pgCT3aIAQDru57ajN7pNBW0xhXRm-SPxKwl4uu6QQvcULnay3kxpVB-ixWCVlUSgEgygqvH3Inwca8Cr3EQSTH6S/s72-c/doors%20-%CE%9F%CE%BE%CF%8D%CE%BD%CE%B5%CE%B9%CE%B1(2).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-7702867832470436785</id><published>2012-08-18T23:31:00.000+03:00</published><updated>2012-08-18T23:31:26.958+03:00</updated><title type='text'>Turtles mating</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dyQStDHwUKye7HsXDDvIndDvBWxFsQmq5segsu4N2SSlVW2qQnIrZDxsLqLdVNnbggLyGJF9uu119XI-HwFiQ&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/7702867832470436785/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/08/turtles-mating.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/7702867832470436785'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/7702867832470436785'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/08/turtles-mating.html' title='Turtles mating'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-8930451567803168986</id><published>2012-07-25T21:58:00.000+03:00</published><updated>2012-07-25T22:10:06.994+03:00</updated><title type='text'>Ladybug, (Coccinella septempunctata), Πασχαλίτσα</title><content type='html'>&lt;h2&gt;

Eggs of ladybug, (Coccinella septempunctata)&lt;/h2&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRCFg7rAV-Tt7UVZRGaqajZg8h9SupSW2Q-k32sRPhIONnoDEZ2fWHtPAsDWVe1qKxHApCcFFLGtOgQsAkJfJ6NuyQwXxuK_2Tr2g2C42TdWYtjNRPfBrFmHwT-aL8AoYjch019NG4Zo0W/s1600/P1020841+crop.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRCFg7rAV-Tt7UVZRGaqajZg8h9SupSW2Q-k32sRPhIONnoDEZ2fWHtPAsDWVe1qKxHApCcFFLGtOgQsAkJfJ6NuyQwXxuK_2Tr2g2C42TdWYtjNRPfBrFmHwT-aL8AoYjch019NG4Zo0W/s320/P1020841+crop.jpg&quot; width=&quot;267&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;h2&gt;

&lt;/h2&gt;
&lt;h2&gt;
Ladybugs’ babies, (Coccinella&amp;nbsp;septempunctata)&lt;/h2&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoxAXB92UawOhD0o3DREB7rzaqUTAq7D3PS5NXk3f-UJR6t3v48tPy0KWhWgga9RkHrUxqZLDJqI-DGVLm1FRr95BToInUrT_mnubXmtXIQDlZCnQYD31e9jAxNeQuLY0VXZBm_dV9h53T/s1600/P1020843+crop.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoxAXB92UawOhD0o3DREB7rzaqUTAq7D3PS5NXk3f-UJR6t3v48tPy0KWhWgga9RkHrUxqZLDJqI-DGVLm1FRr95BToInUrT_mnubXmtXIQDlZCnQYD31e9jAxNeQuLY0VXZBm_dV9h53T/s320/P1020843+crop.jpg&quot; width=&quot;262&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&lt;/h2&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/8930451567803168986/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/07/ladybug-coccinella-septempunctata.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/8930451567803168986'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/8930451567803168986'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/07/ladybug-coccinella-septempunctata.html' title='Ladybug, (Coccinella septempunctata), Πασχαλίτσα'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRCFg7rAV-Tt7UVZRGaqajZg8h9SupSW2Q-k32sRPhIONnoDEZ2fWHtPAsDWVe1qKxHApCcFFLGtOgQsAkJfJ6NuyQwXxuK_2Tr2g2C42TdWYtjNRPfBrFmHwT-aL8AoYjch019NG4Zo0W/s72-c/P1020841+crop.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-4555975522657490431</id><published>2012-05-08T19:39:00.001+03:00</published><updated>2012-05-08T19:39:33.879+03:00</updated><title type='text'>Αρκάς!</title><content type='html'>&lt;h1 class=&quot;itemTitle&quot;&gt;

    
     Η γελοιογραφία του Αρκά που κάνει το γύρο του διαδικτύου   
      
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    &lt;h2&gt;
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&lt;strong&gt;Τα τελευταία 24ωρα το γύρο του διαδικτύου κάνει ένα &lt;a href=&quot;http://www.newsbomb.gr/tags/itemlist/tag/%CE%A3%CE%9A%CE%99%CE%A4%CE%A3%CE%9F&quot; target=&quot;_blank&quot;&gt;σκίτσο&lt;/a&gt; του διάσημου σκιτσογράφου Αρκά.&lt;/strong&gt;&lt;/div&gt;
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&lt;/div&gt;
&lt;div class=&quot;itemImageBlock&quot;&gt;

    &lt;span class=&quot;itemImage&quot;&gt;
     
      &lt;img alt=&quot;Η γελοιογραφία του Αρκά που κάνει το γύρο του διαδικτύου &quot; height=&quot;136&quot; src=&quot;http://a.media.newsbomb.gr/items/cache/73c2fec389f0d0f7a695c2a764462951_XL.jpg?t=943912800&quot; width=&quot;200&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span class=&quot;itemImage&quot;&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;

    
    
    
   
        
   
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Το συγκεκριμένο έχει λάβει δεκάδες likes …&lt;br /&gt;

&lt;img alt=&quot;arkas2&quot; height=&quot;544&quot; src=&quot;http://c.media.newsbomb.gr/stories/arkas2.jpg&quot; width=&quot;450&quot; /&gt;&lt;br /&gt;
      
    &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/4555975522657490431/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/05/blog-post_08.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/4555975522657490431'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/4555975522657490431'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/05/blog-post_08.html' title='Αρκάς!'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-563303568446009910</id><published>2012-05-02T15:29:00.000+03:00</published><updated>2012-05-02T15:29:12.864+03:00</updated><title type='text'>Εκλογές!</title><content type='html'>&lt;blockquote style=&quot;border-bottom: medium none; border-left: windowtext 1.5pt solid; border-right: medium none; border-top: medium none; margin-bottom: 5pt; margin-left: 3.75pt; margin-top: 5pt; padding-bottom: 0in; padding-left: 4pt; padding-right: 0in; padding-top: 0in;&quot;&gt;

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&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Μια
 μέρα, περπατώντας στο δρόμο, ένας μεγάλος πολιτικός αρχηγός κόμματος 
χτυπήθηκε από ένα φορτηγό και πέθανε. Η ψυχή του ανέβηκε στον παράδεισο 
(μάλλον κατά λάθος) και βρέθηκε μπροστά από τον Άγιο Πέτρο.&lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;- Καλώς ήρθατε στον παράδεισο! είπε ο Άγιος Πέτρος, και συνέχισε: &lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Έχουμε
 ένα πρόβλημα. Βλέπετε, ένας πολιτικός του αναστήματος σας σπάνια 
περνάει από εδώ και δεν ξέραμε τι να κάνουμε με σας. Έτσι σκεφτήκαμε το 
εξής: Θα περάσετε μια μέρα στην κόλαση, και μία στον παράδεισο, και 
εμείς θα σας αφήσουμε να επιλέξετε πού θα περάσετε την αιωνιότητα. &lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Ο
 άνδρας οδηγήθηκε στον ανελκυστήρα, ο οποίος τον κατέβασε στην κόλαση. 
Οι πόρτες άνοιξαν και ο άντρας βρέθηκε ακριβώς στη μέση ενός γηπέδου 
γκολφ, κομψό και πράσινο. &lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Λίγο
 μακρύτερα είδε μια λέσχη και μπροστά πρώην συναδέλφους του κόμματος και
 φίλους του επιχειρηματίες, που είχαν ήδη πεθάνει, ντυμένους κομψά και 
πολύ ευχαριστημένους. Έτρεξαν να τον χαιρετήσουν, τον αγκάλιασαν και 
άρχισαν να θυμούνται τα καλά χρόνια, όταν πλούτιζαν εις βάρος του λαού. 
Έπαιξαν χαρούμενοι μια παρτίδα γκολφ, στη συνέχεια δείπνησαν στον 
σύλλογο, διασκεδάζοντας και τρώγοντας χαβιάρι, και το βράδυ συντροφιά με
 μια όμορφη νεαρή .&lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Συναντήθηκε
 ακόμη και με τον Διάβολο, ο οποίος αποδείχθηκε ότι είναι ένας 
συμπαθητικός τύπος, διασκεδαστικός, είπαν ανέκδοτα και χόρεψαν.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Ήταν
 τόσο καλά που δεν κατάλαβε, όταν ήρθε η ώρα να φύγει. Όλοι τον 
ξεπροβόδησαν. Ανέβηκε μέχρι την πύλη του Παραδείσου, όπου ο Άγιος Πέτρος
 τον περίμενε: &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;- Τώρα είναι η ώρα να πάς στον παράδεισο! &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Ο
 πολιτικός, πέρασε τις επόμενες ώρες πετώντας από το ένα σύννεφο στο 
άλλο, χαϊδεύοντας μια άρπα και τραγουδώντας παιδικά τραγουδάκια. &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Οι 24 ώρες πέταξαν, και ο Άγιος Πέτρος ήρθε: &lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;- Περάσατε μια μέρα στην κόλαση και μία στον παράδεισο, είναι η ώρα να επιλέξετε! &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Ο άνθρωπος το σκέφτηκε για μια στιγμή, και στη συνέχεια είπε: &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;- Ο παράδεισος είναι πολύ όμορφος, αλλά νομίζω ότι θα ένιωθα καλύτερα στην κόλαση. &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Ο
 Άγιος Πέτρος τον συνόδευσε στον ανελκυστήρα και κατέβηκε στην κόλαση. 
Όταν άνοιξε την πόρτα, βρέθηκε στη μέση μιας ερήμου, που καλύπτονταν με 
κάθε λογής σκουπίδια. Είδε τους φίλους του ρακένδυτους κι αξιολύπητους, 
να σκάβουν μέσα στα σκουπίδια για να βρουν κάτι να φάνε. &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Ο Μέγας Διάβολος τον υποδέχτηκε και τον χάιδεψε στον ώμο. &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;-
 Δεν καταλαβαίνω, είπε ο πολιτικός, χθες ήμουν εδώ και ήταν όμορφες 
γυναίκες, γκολφ, έφαγα από όλα τα καλά και διασκέδασα πολύ. Τώρα το μόνο
 που έχετε είναι ένα ξερό μέρος, γεμάτο σκουπίδια, και οι φίλοι μου 
φαίνονται κακομοίρηδες και αξιοθρήνητοι. &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;Ο Μέγας Διάβολος χαμογέλασε και του είπε: &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div&gt;

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&lt;div class=&quot;yiv1829374323MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: navy; font-size: 14pt;&quot;&gt;- Χθες ήταν η προεκλογική εκστρατεία! ΣΗΜΕΡΑ ΨΗΦΙΣΕΣ!!&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/blockquote&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/563303568446009910/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/05/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/563303568446009910'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/563303568446009910'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/05/blog-post.html' title='Εκλογές!'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-2526946368937603995</id><published>2012-04-14T17:40:00.001+03:00</published><updated>2012-04-14T18:45:09.583+03:00</updated><title type='text'>Αγελάδες στην Αθήνα (2004)</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzG-qS5_Ilnyq_fpjpovxeCNNMjwsWSn2Nz0YDyARxMOtffCk_O7ccshH4-tR15GxK76MJR9v3aOSMejPHh92jF526bK1rDI0CwC6Oq9JBKil6NPaWIxzz0BDaTruRoVK2jLiSLWdyMAgE/s1600/DSC00756+copy.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;133&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzG-qS5_Ilnyq_fpjpovxeCNNMjwsWSn2Nz0YDyARxMOtffCk_O7ccshH4-tR15GxK76MJR9v3aOSMejPHh92jF526bK1rDI0CwC6Oq9JBKil6NPaWIxzz0BDaTruRoVK2jLiSLWdyMAgE/s200/DSC00756+copy.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
Από την έκθεση που έγινε στην Αθήνα το 2004&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/2526946368937603995/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/04/2006.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/2526946368937603995'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/2526946368937603995'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/04/2006.html' title='Αγελάδες στην Αθήνα (2004)'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzG-qS5_Ilnyq_fpjpovxeCNNMjwsWSn2Nz0YDyARxMOtffCk_O7ccshH4-tR15GxK76MJR9v3aOSMejPHh92jF526bK1rDI0CwC6Oq9JBKil6NPaWIxzz0BDaTruRoVK2jLiSLWdyMAgE/s72-c/DSC00756+copy.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-6956738255509832228</id><published>2012-04-09T15:43:00.004+03:00</published><updated>2012-04-09T15:43:32.872+03:00</updated><title type='text'>Απίθανα σωστός!</title><content type='html'>&lt;h3 class=&quot;post-title&quot;&gt;

                        
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&lt;span class=&quot;plainbody&quot;&gt;Να πάψουν να πληρώνονται οι Δάσκαλοι από το Κράτος&lt;br /&gt;Γράφει ο Γιώργος Κακαρελίδης&lt;br /&gt;Ένας φίλος από το internet μου ζήτησε να γράψω κάτι σχετικά με τούς μισθούς&lt;br /&gt;των δασκάλων. Όντως τα στοιχεία, πού παρέθεσε, έδειχναν ένα πράγμα: Οι&lt;br /&gt;Δάσκαλοι πληρώνονται υπερβολικά!!!&lt;br /&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Με τους παχυλούς μισθούς τους, βάζουν μέσα το ελληνικό κράτος, δουλεύοντας&lt;br /&gt;μόνο 9 μήνες τον χρόνο, 6 πραγματικές ώρες την μέρα κι&#39; όχι δήθεν 7 ! Ήρθε η&lt;br /&gt;ώρα να βάλουμε τα πράγματα στην σωστή σειρά και να τους πληρώνουμε για αυτό&lt;br /&gt;που πραγματικά κάνουν, το &quot;baby-sitting&quot;. Όχι το κράτος, δηλαδή όλοι,  αλλά&lt;br /&gt;μόνο όποιος είναι (ακόμα) γονιός. Έτσι δεν είναι;&lt;br /&gt;&lt;br /&gt;Ο Έλληνας φορολογούμενος πληρώνει για μια μέση δασκάλα με 2 παιδιά και 15&lt;br /&gt;χρόνια υπηρεσία, 17600 ευρώ τον χρόνο (1400 Χ12 μήνες συν 400 δώρο&lt;br /&gt;Χριστουγέννων συν 400 Πάσχα και άδεια ). Προσοχή όμως : Στην πραγματικότητα&lt;br /&gt;δουλεύει μόνο 9 μήνες δηλαδή πρακτικά 198 ημέρες, 6 ώρες την μέρα, με 25&lt;br /&gt;περίπου παιδιά ανά τάξη. Τεράστια σπατάλη δεν νομίζετε ;&lt;br /&gt;&lt;br /&gt;Ε, λοιπόν δεν προτίθεμαι, ως γονιός, να τους δίνω πάνω από όσα θα έδινα σε&lt;br /&gt;μια μετανάστρια από Βουλγαρία ή Ταϊλάνδη, να φυλάει το παιδί, δηλαδή 400&lt;br /&gt;ευρώ συνολικά για 6 ώρες την μέρα επί 22 μέρες τον μήνα. Για να δούμε. Με&lt;br /&gt;βάση τούς υπολογισμούς αυτό οδηγεί  σε 25 παιδιά Χ 400 ευρώ ανά μήνα Χ 9&lt;br /&gt;μήνες =  90.000 ευρώ (Ωχ, κάποιο λάθος έγινε). Α ναι, εξίσωσα τις ξένες baby&lt;br /&gt;sitters, με τους δασκάλους. Αδιανόητο, θα το διορθώσω αμέσως.&lt;br /&gt;&lt;br /&gt;Πόσο θα πλήρωνα για 3 ταινίες dvd νοίκι (ένα εξάωρο δηλαδή) ή από αγορά&lt;br /&gt;εφημερίδας με δώρο dvd, που να απασχολεί το παιδί, χωρίς βέβαια κάποιον να&lt;br /&gt;το προσέχει; Το πολύ 6 ευρώ τη μέρα. Άρα τόσα θα πρέπει να δίνει ο κάθε&lt;br /&gt;γονιός στο δάσκαλο. Οπότε έχουμε 25 παιδιά Χ 6 ευρώ ανά παιδί την ημέρα επί&lt;br /&gt;198 μέρες συνολικά (9 μήνες) βγαίνει, χμ ....  29,700 ευρώ για 9 μήνες.&lt;br /&gt;&lt;br /&gt;Για περιμένετε ένα λεπτό, κάτι πρέπει να γίνεται λάθος εδώ! Κάτι είναι&lt;br /&gt;σίγουρα λάθος! Για να δούμε: Αν θεωρήσουμε τον δάσκαλο σαν μια, απλά, ξένη&lt;br /&gt;baby sitter, μάς στοιχίζει 1 ευρώ ανά μαθητή την ώρα, αν τον θεωρήσουμε σαν&lt;br /&gt;...DVD  μάς στοιχίζει εεε 3 ευρώ, ενώ αν θεωρήσουμε τον δάσκαλο, όπως&lt;br /&gt;λειτουργεί σήμερα, το κόστος ανά μαθητή είναι μόλις 59 λεπτά την ώρα. Και&lt;br /&gt;βέβαια έχουμε την απαίτηση και να μάθει τα παιδιά γράμματα και να ασχολείται&lt;br /&gt;με ειδικές περιπτώσεις και να τα παιδαγωγεί. Τρομερά φτηνή τιμή για&lt;br /&gt;φροντίδα, φύλαξη και μόρφωση παιδιών.&lt;br /&gt;&lt;br /&gt;Τα ίδια ισχύουν και για τούς καθηγητές της Δευτεροβάθμιας και Τριτοβάθμιας&lt;br /&gt;Παιδείας.
 Ειδικά στην τελευταία δεν μιλάμε για 25 μαθητές αλλά για τριακόσιους 
(!!!). Οπότε ανά φοιτητή το κόστος είναι κάτω από 5 λεπτά.&lt;br /&gt;&lt;br /&gt;Ακούγεται  τρελό εεε; Κι&#39; όμως συμβαίνει. Βρείτε μου οποιονδήποτε, που θα&lt;br /&gt;έπαιρνε
 για οιαδήποτε συγκεκριμένη δουλειά, μισό ευρώ την ώρα το άτομο. Άρα, να
 πάψουν να πληρώνονται οι δάσκαλοι από το Κράτος ή όχι;&lt;br /&gt;&lt;br /&gt;Μάλιστα για το ίδιο θέμα ο σχωρεμένος ο Κέννεντυ είχε πει:  «Καταλαβαίνεις&lt;br /&gt;πόσο κυνικός έχει γίνει ένας λαός, όταν θεωρεί φυσιολογικό, να πληρώνει&lt;br /&gt;περισσότερο αυτόν που ασχολείται με τις αποχετεύσεις του, παρά αυτόν που ασχολείται με τα μυαλά των παιδιών του».&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;--Ο κ. Γ. Κακαρελίδης είναι Καθηγητής Εφαρμογών στην Επιχειρηματική Έρευνα &amp;amp;&lt;br /&gt;Στατιστική, ΤΕΙ Πατρών&lt;br /&gt;&lt;br /&gt;ΥΓ: Η ζωή του δασκάλου είναι σαν το κερί, λιώνει για να φωτίζει τους άλλους!!! &lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/6956738255509832228/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/04/blog-post_09.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/6956738255509832228'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/6956738255509832228'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/04/blog-post_09.html' title='Απίθανα σωστός!'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-7533393108808504901</id><published>2012-04-09T15:17:00.005+03:00</published><updated>2012-04-09T15:21:50.662+03:00</updated><title type='text'>Απίθανα ψυχοτεχνικά test !!</title><content type='html'>&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot;&gt;&lt;span class=&quot;msgtitle&quot;&gt;&lt;/span&gt;&lt;span class=&quot;msgdate&quot; title=&quot;17/01/2012 20:13&quot;&gt;&lt;/span&gt;
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                        &lt;td align=&quot;right&quot;&gt;&lt;span class=&quot;msgkarma&quot;&gt;

                            &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;
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&lt;div style=&quot;display: table; table-layout: fixed; width: 100%;&quot;&gt;
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TEST 1&lt;br /&gt;
&lt;br /&gt;
Είναι η ιστορία μίας νέας κοπέλας.&lt;br /&gt;
Στην κηδεία της μητέρας της, βλέπει έναν νεαρό που δεν γνώριζε. Ήταν γοητευτικότατος, ο άντρας των ονείρων της.&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Τον ερωτεύτηκε τρελά.&lt;br /&gt;
Μερικές μέρες αργότερα η νεαρή κοπέλα σκότωσε την ίδια της την αδελφή..&lt;br /&gt;
&lt;br /&gt;
Ερώτηση:&lt;br /&gt;
Πιο κίνητρο είχε να σκοτώσει την αδελφή της ?&lt;br /&gt;
&lt;br /&gt;
ΜΗΝ ΠΑΤΕ ΑΜΕΣΩΣ ΠΙΟ ΚΑΤΩ ΝΑ ΔΙΑΒΑΣΕΤΕ ΤΗΝ ΑΠΑΝΤΗΣΗ.&lt;br /&gt;
ΣΚΕΦΤΕΙΤΕ ΤΗΝ ΔΙΚΗ ΣΑΣ ΑΠΑΝΤΗΣΗ ΠΡΩΤΑ.&lt;/div&gt;
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&lt;div class=&quot;msgtext&quot;&gt;
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&lt;div class=&quot;msgtext&quot;&gt;
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&lt;div class=&quot;msgtext&quot;&gt;
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Απάντηση:&lt;br /&gt;
&lt;div id=&quot;349458171&quot; style=&quot;cursor: pointer;&quot;&gt;
&lt;img border=&quot;0&quot; id=&quot;349458171_img&quot; src=&quot;http://didymoteicho.net//components/com_kunena/template/default/images/english/emoticons/w00t.png&quot; /&gt; &lt;b&gt;ΠΡΟΣΟΧΗ Spoiler!&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;349458171_details&quot;&gt;
&lt;span class=&quot;fb_quote&quot;&gt;Ήλπιζε, ο νεαρός να ξανά εμφανιστεί στην κηδεία.Εάν απαντήσατε σωστά στην ερώτηση, τότε σκέφτεστε σαν ψυχοπαθή.&lt;br /&gt;
Το τεστ αυτό χρησιμοποιεί ένας διάσημος αμερικανός ψυχολόγος για να εξακριβώσει εάν ένας&lt;br /&gt;
άνθρωπος έχει δολοφονική νοοτροπία.&lt;br /&gt;
Αρκετοί εγκληματίες που έκαναν το τεστ απάντησαν σωστά στην ερώτηση.&lt;br /&gt;
Εάν δεν βρήκατε την σωστή απάντηση.good for you!&lt;br /&gt;
Εάν οι φίλοι σας την βρήκαν. κρατήστε τις αποστάσεις σας!&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
TEST 2&lt;br /&gt;
&lt;br /&gt;
Πάρτε το πολύ 10 δευτερόλεπτα για να το κάνετε, διαφορετικά δεν θα πετύχει.&lt;br /&gt;
Δείτε μετά την απάντηση πιο κάτω&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Μετρήστε πόσα &#39;F&#39; έχει στο παρακάτω κείμενο :&lt;br /&gt;
&lt;br /&gt;
+++++++++++++++++++++++++++&lt;br /&gt;
FINISHED FILES ARE THE RE-&lt;br /&gt;
SULT OF YEARS OF SCIENTIF-&lt;br /&gt;
IC STUDY COMBINED WITH THE&lt;br /&gt;
EXPERIENCE OF YEARS&lt;br /&gt;
+++++++++++++++++++++++++++&lt;br /&gt;
&lt;br /&gt;
Μην πάτε παρακάτω εάν δεν έχετε τελειώσει το μέτρημα&lt;br /&gt;
ΟΚ?&lt;br /&gt;
Πόσα? Τρία?&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;msgtext&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;msgtext&quot;&gt;
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Απάντηση:&lt;br /&gt;
&lt;div id=&quot;357370427&quot; style=&quot;cursor: pointer;&quot;&gt;
&lt;img border=&quot;0&quot; id=&quot;357370427_img&quot; src=&quot;http://didymoteicho.net//components/com_kunena/template/default/images/english/emoticons/w00t.png&quot; /&gt; &lt;b&gt;ΠΡΟΣΟΧΗ Spoiler!&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;357370427_details&quot;&gt;
&lt;span class=&quot;fb_quote&quot;&gt;Λάθος, έξι υπάρχουν - Χωρίς πλάκα!&lt;br /&gt;
Δείτε πιο πάνω και μετρήστε τα!&lt;br /&gt;
Η απάντηση είναι πιο κάτω...&lt;br /&gt;
Το μυαλό δεν μπορεί να επεξεργαστεί το &#39;OF&#39;&lt;br /&gt;
Φοβερό ε;&lt;br /&gt;
Όποιος μέτρησε έξι με την μία είναι ιδιοφυία,&lt;br /&gt;
τέσσερα η πέντε είναι σπάνιο, τρία είναι φυσιολογικός..&lt;br /&gt;
Λιγότερο από τρία αλλάζουμε γυαλιά!&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
TEST 3&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Το παρακάτω τέστ είναι εντυπωσιακό. Παρακαλώ δώστε του σημασία, δεν θέλει χρόνο.&lt;br /&gt;
&lt;br /&gt;
Αναρωτηθήκατε πότε εάν το μυαλό σας είναι φυσιολογικό η εάν είναι διαφορετικό;&lt;br /&gt;
Λοιπόν κάντε σοβαρά την άσκηση συλλογισμού και βρείτε την απάντηση.&lt;br /&gt;
Ακολουθήστε τις οδηγίες και απαντήστε στις ερωτήσεις μία, μία, όσο πιο γρήγορα μπορείτε&lt;br /&gt;
και χωρίς να πάτε στην επόμενη εάν δεν έχετε απαντήσει πρώτα στην προηγούμενη.&lt;br /&gt;
Δεν είναι απαραίτητο να γράφετε τις απαντήσεις σας.&lt;br /&gt;
Θα εκπλαγείτε με το αποτέλεσμα, είναι σίγουρο.&lt;br /&gt;
&lt;br /&gt;
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Πόσο κάνουν;&lt;br /&gt;
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15+6&lt;br /&gt;
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3+56&lt;br /&gt;
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89+2&lt;br /&gt;
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12+53&lt;br /&gt;
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75+26&lt;br /&gt;
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25+52&lt;br /&gt;
&lt;br /&gt;
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63+32&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
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ε ναι , είναι πιο δύσκολοι οι υπολογισμοί αλλά είναι πραγματική άσκηση!&lt;br /&gt;
Κουράγιο λοιπόν&lt;br /&gt;
&lt;br /&gt;
123+5&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
ΓΡΗΓΟΡΑ! ΣΚΕΦΤΕΙΤΕ ΕΝΑ ΕΡΓΑΛΕΙΟ ΚΑΙ ΕΝΑ ΧΡΩΜΑ!&lt;br /&gt;
Κατεβείτε πιο κάτω.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
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Κι άλλο.&lt;br /&gt;
Κι άλλο.&lt;br /&gt;
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&lt;br /&gt;
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Σκεφτήκατε ένα «σφυρί κόκκινο» έτσι δεν είναι?&lt;br /&gt;
Εάν όχι ανήκετε στο 2% του πληθυσμού που το μυαλό είναι αρκετά&lt;br /&gt;
διαφορετικό και σκέφτεται κάτι άλλο.&lt;br /&gt;
98% του πληθυσμού απαντούν &#39;σφυρί κόκκινο&#39; σε αυτή την άσκηση, φοβερό ε?&lt;br /&gt;
&lt;br /&gt;
TEST 4&lt;br /&gt;
&lt;br /&gt;
Test του δεξιού ποδιού&lt;br /&gt;
Δοκιμάστε το, δεν θα το πιστεύετε.. Θα προσπαθείτε συνέχεια να το πετύχετε&lt;br /&gt;
αλλά δεν θα τα καταφέρετε.&lt;br /&gt;
&lt;br /&gt;
1.-Λοιπόν όπως κάθεστε στο γραφείο σας, σηκώστε το δεξί πόδι από το πάτωμα&lt;br /&gt;
&lt;br /&gt;
Και κάντε κύκλους δεξιούς όπως τους δείχτες ενός ρολογιού.&lt;br /&gt;
&lt;br /&gt;
2.-Ενώ κάνετε τους κύκλους με το δεξί πόδι (στην φορά των δειχτών ενός ρολογιού),&lt;br /&gt;
γράψτε τον αριθμό 6 στον αέρα με το δεξί χέρι σας.&lt;br /&gt;
&lt;br /&gt;
Το πόδι σας τότε θα αλλάξει κατεύθυνση.&lt;br /&gt;
&lt;br /&gt;
3.-Πάθατε πλάκα ε; Δεν μπορείτε να το κουμαντάρετε!&lt;br /&gt;
4.-Στείλτε στους φίλους σας το τεστ αυτό δεν θα το πιστεύουν!!&lt;br /&gt;
TEST 5&lt;br /&gt;
Test του γουρουνιού&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Έχει πλάκα!&lt;br /&gt;
&lt;br /&gt;
Πάρε ένα λευκό χαρτί και ζωγράφισε ένα γουρούνι.&lt;br /&gt;
Μην κατεβαίνεις πιο κάτω πριν το ζωγραφίσεις!&lt;br /&gt;
&lt;br /&gt;
Μην κλέβεις!&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Ζωγράφισε!&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Εντάξει; Τέλειωσες;&lt;br /&gt;
&lt;br /&gt;
Το γουρούνι χρησιμοποιείτε για τεστ προσωπικότητας&lt;br /&gt;
&lt;br /&gt;
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Εάν το έχεις ζωγραφίσει:&lt;br /&gt;
&lt;br /&gt;
* Στο πάνω μέρος της σελίδας: είσαι θετικός και αισιόδοξος.&lt;br /&gt;
&lt;br /&gt;
* Προς το κέντρο: είσαι ρεαλιστής.&lt;br /&gt;
&lt;br /&gt;
* Προς το κάτω μέρος της σελίδας: είσαι απαισιόδοξος και λίγο αρνητικός.&lt;br /&gt;
&lt;br /&gt;
* Εάν κοιτάζει προς τα &#39;αριστερά : πιστεύεις στην παράδοση, είσαι φιλικός και θυμάσαι εύκολα ημερομηνίες:&lt;br /&gt;
&lt;br /&gt;
Εορτές, επετείους,...&lt;br /&gt;
&lt;br /&gt;
* Εάν κοιτάζει προς τα δεξιά: είσαι καινοτόμος, δραστήριος αλλά δεν έχεις την αίσθηση τις οικογένειας&lt;br /&gt;
και δεν δίνεις σημασία στις ημερομηνίες.&lt;br /&gt;
&lt;br /&gt;
* Εάν κοιτάζει προς εσένα: είσαι ευθύς, χαίρεσαι να κάνεις τον δικηγόρο του διαβόλου και&lt;br /&gt;
δεν έχεις πρόβλημα να αντιμετωπίσεις καταστάσεις.&lt;br /&gt;
&lt;br /&gt;
* Εάν έχεις προσθέσει λεπτομέρειες : είσαι αναλυτικός, υπομονετικός και δύσπιστος.&lt;br /&gt;
&lt;br /&gt;
* Εάν δεν έχει πολλές λεπτομέρειες: είσαι συναισθηματικός , αφελής, δεν είσαι μεθοδικός και&lt;br /&gt;
παίρνεις ρίσκα.&lt;br /&gt;
&lt;br /&gt;
* Εάν ζωγράφισες λιγότερα από 4 πόδια: είσαι διστακτικός η, ζεις μία περίοδο&lt;br /&gt;
μεγάλων αλλαγών στην ζωή σου.&lt;br /&gt;
&lt;br /&gt;
* Εάν ζωγράφισες 4 πόδια: είσαι σίγουρος, επίμονος και στέκεσαι στις ιδέες σου.&lt;br /&gt;
&lt;br /&gt;
* Εάν ζωγράφισες περισσότερα από 4 πόδια: είσαι ηλίθιος.&lt;br /&gt;
&lt;br /&gt;
*Το μέγεθος των αυτιών δείχνει την ικανότητα να ακούς τους άλλους:&lt;br /&gt;
Όσο μεγαλύτερα τόσο το καλύτερο.&lt;br /&gt;
&lt;br /&gt;
*Το μάκρος της ουράς: δείχνει την ποιότητα των σεξουαλικών σχέσεων.&lt;br /&gt;
Γι &#39;άλλη μια φορά όσο είναι πιο μακριά τόσο το καλύτερο !!!!!!&lt;br /&gt;
&lt;br /&gt;
OK ,&lt;br /&gt;
Ποιος ξέχασε να ζωγραφίσει την ουρά?????.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Όχι, όχι δεν μπορείτε να ξανά κάνετε το τεστ...&lt;br /&gt;
&lt;br /&gt;
Πηγή: himaira.&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/7533393108808504901/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/04/test-1.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/7533393108808504901'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/7533393108808504901'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/04/test-1.html' title='Απίθανα ψυχοτεχνικά test !!'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-4111509200855583279</id><published>2012-04-05T12:52:00.002+03:00</published><updated>2012-04-05T12:52:47.042+03:00</updated><title type='text'>Η ξύλινη γλώσσα</title><content type='html'>&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_WKv67Ar9j1ZR3ueUVxzRoPxJMh04r1YpRuy23coO9Rx9mttgSH96V07rB4H_VEXrTO0ev3ZXNDHn9jk_q2DXDo0PEifrEAVm88q__FHlbrccyFERh60OTKQ8Rg5s2LZdKXnfdpe901w1/s1600/ksiliniglwssa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_WKv67Ar9j1ZR3ueUVxzRoPxJMh04r1YpRuy23coO9Rx9mttgSH96V07rB4H_VEXrTO0ev3ZXNDHn9jk_q2DXDo0PEifrEAVm88q__FHlbrccyFERh60OTKQ8Rg5s2LZdKXnfdpe901w1/s200/ksiliniglwssa.jpg&quot; width=&quot;172&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&amp;nbsp;&lt;span style=&quot;font-size: large;&quot;&gt;Πώς να μιλάτε χωρίς να λέτε τίποτα&lt;/span&gt;&lt;br /&gt;
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&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaGIhzcJVOAV8VNIXA1qtVofDfYiwfwR5rktb_YWPt-tii1Dyf_IlUGt8BRle4P3cCH3Ku70fgCF4G9-y2_zNi-pokDU-8YJSnSNR0Kwum_nDuzQHX1O0BHyn5Nz7mGG5HwF39nWdcA8oi/s1600/ksiliniglwssa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaGIhzcJVOAV8VNIXA1qtVofDfYiwfwR5rktb_YWPt-tii1Dyf_IlUGt8BRle4P3cCH3Ku70fgCF4G9-y2_zNi-pokDU-8YJSnSNR0Kwum_nDuzQHX1O0BHyn5Nz7mGG5HwF39nWdcA8oi/s1600/ksiliniglwssa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaGIhzcJVOAV8VNIXA1qtVofDfYiwfwR5rktb_YWPt-tii1Dyf_IlUGt8BRle4P3cCH3Ku70fgCF4G9-y2_zNi-pokDU-8YJSnSNR0Kwum_nDuzQHX1O0BHyn5Nz7mGG5HwF39nWdcA8oi/s1600/ksiliniglwssa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaGIhzcJVOAV8VNIXA1qtVofDfYiwfwR5rktb_YWPt-tii1Dyf_IlUGt8BRle4P3cCH3Ku70fgCF4G9-y2_zNi-pokDU-8YJSnSNR0Kwum_nDuzQHX1O0BHyn5Nz7mGG5HwF39nWdcA8oi/s1600/ksiliniglwssa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaGIhzcJVOAV8VNIXA1qtVofDfYiwfwR5rktb_YWPt-tii1Dyf_IlUGt8BRle4P3cCH3Ku70fgCF4G9-y2_zNi-pokDU-8YJSnSNR0Kwum_nDuzQHX1O0BHyn5Nz7mGG5HwF39nWdcA8oi/s640/ksiliniglwssa.jpg&quot; width=&quot;548&quot; /&gt;&lt;/a&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/4111509200855583279/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/04/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/4111509200855583279'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/4111509200855583279'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/04/blog-post.html' title='Η ξύλινη γλώσσα'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_WKv67Ar9j1ZR3ueUVxzRoPxJMh04r1YpRuy23coO9Rx9mttgSH96V07rB4H_VEXrTO0ev3ZXNDHn9jk_q2DXDo0PEifrEAVm88q__FHlbrccyFERh60OTKQ8Rg5s2LZdKXnfdpe901w1/s72-c/ksiliniglwssa.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-3985414563153681576</id><published>2012-03-12T22:43:00.000+02:00</published><updated>2012-03-12T23:23:08.362+02:00</updated><title type='text'>Μοτοσυκλέτες</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;122&quot; src=&quot;data:image/png;base64,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&lt;img alt=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; height=&quot;244&quot; src=&quot;http://acidcow.com/pics/20120310/watchbicycles_28.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot; title=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;img alt=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; height=&quot;244&quot; src=&quot;http://acidcow.com/pics/20120310/watchbicycles_29.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot; title=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;img alt=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; height=&quot;244&quot; src=&quot;http://acidcow.com/pics/20120310/watchbicycles_30.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot; title=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;img alt=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; height=&quot;244&quot; src=&quot;http://acidcow.com/pics/20120310/watchbicycles_31.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot; title=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;img alt=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; height=&quot;244&quot; src=&quot;http://acidcow.com/pics/20120310/watchbicycles_32.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot; title=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;img alt=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; height=&quot;244&quot; src=&quot;http://acidcow.com/pics/20120310/watchbicycles_33.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot; title=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;img alt=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; height=&quot;244&quot; src=&quot;http://acidcow.com/pics/20120310/watchbicycles_34.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot; title=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;img alt=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; height=&quot;244&quot; src=&quot;http://acidcow.com/pics/20120310/watchbicycles_35.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot; title=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;img alt=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; height=&quot;244&quot; src=&quot;http://acidcow.com/pics/20120310/watchbicycles_36.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot; title=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;img alt=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; height=&quot;244&quot; src=&quot;http://acidcow.com/pics/20120310/watchbicycles_37.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot; title=&quot;Awesome Bikes Made Out Of Old Watches (37 pics)&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; color: red; font-family: Tahoma; font-size: 16px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;
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Do you like it?&lt;/div&gt;
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&lt;a href=&quot;http://acidcow.com/pics/30072-awesome-bikes-made-out-of-old-watches-37-pics.html&quot;&gt;See the link&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/3985414563153681576/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/03/blog-post_12.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/3985414563153681576'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/3985414563153681576'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/03/blog-post_12.html' title='Μοτοσυκλέτες'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-4405964418276556165</id><published>2012-03-10T17:33:00.003+02:00</published><updated>2012-03-10T17:35:01.702+02:00</updated><title type='text'>ΦΩΤΟΓΡΑΦΙΕΣ ΤΗΣ ΧΡΟΝΙΑΣ…</title><content type='html'>&lt;div class=&quot;p-head&quot;&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Ο Σουηδός φωτογράφος Johan Bavman είναι ο νικητής του φετινού διεθνούς διαγωνισμού για τη Φωτογραφία της Χρονιάς UNICEF&lt;/span&gt;&lt;/h1&gt;
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&lt;img alt=&quot;&quot; height=&quot;140&quot; src=&quot;http://api.ning.com/files/T4ylI78HjcmZyuhGZmpqmhS2sGYDyCbGJoOfzmxVXYI7taLGWb1GxVi4BffQBdEzJ6WmIF79gF0A7ZyIl-YWiJeoeSSDD5i1/n091217a.jpg&quot; width=&quot;163&quot; /&gt;&lt;br /&gt;
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&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;.&lt;img alt=&quot;&quot; height=&quot;270&quot; src=&quot;http://api.ning.com/files/T4ylI78HjcmZyuhGZmpqmhS2sGYDyCbGJoOfzmxVXYI7taLGWb1GxVi4BffQBdEzJ6WmIF79gF0A7ZyIl-YWiJeoeSSDD5i1/n091217a.jpg&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
Δύο μαθήτριες παίζουν στην τάξη του σχολείου τους στη Βόρεια 
Τανζανία. Το πρόβλημα στην όραση που έχει η 10χρονη Mwanaidi δεν 
φαίνεται με την πρώτη ματιά. Η καλύτερη φίλη της, η Selina, ξεχωρίζει 
αμέσως. Υποφέρει από αλφισμό (albinism) – μια πάθηση που κάνει το δέρμα,
 τα μάτια και τα μαλιά να είναι πολύ ανοικτόχρωμα και ευαίσθητα. Το 
σχολείο είναι από τα ελάχιστα μέρη όπου η Selina είναι ασφαλής από 
διακρίσεις και επιθέσεις.&lt;br /&gt;
Ο φωτογράφος στρέφει την προσοχή μας σε μια από τις περισσότερο 
ευάλωτες κοινωνικές ομάδες στην Αφρική. Αυτοί που πάσχουν από αλφισμό 
συχνά εξοστρακίζονται και πέφτουν θύματα βίαιων επιθέσεων. Υπάρχουν 
περίπου 150.000 άνθρωποι με αλφισμό στην Τανζανία. Το σώμα τους δεν 
παράγει αρκετή μελανίνη. Συχνά υποφέρουν από καρκίνο του δέρματος η 
σοβαρά προβλήματα όρασης. Ο μέσος όρος ζωής τους σε μια χώρα όπως η 
Τανζανία είναι τα 30 χρόνια.&lt;br /&gt;
Εξαιτίας του χρώματος του δέρματός τους τα παιδιά αυτά ονομάζονται 
“zeru zeru” – παιδιά του διαβόλου. Το σχολείο-ίδρυμα στο οποίο λήφθηκε 
αυτή η φωτογραφία περικλείεται από ένα φράκτη 2 μέτρα και έχει γίνει 
άσυλο για πάνω από 100 τέτοια παιδιά. Η αστυνομία περιπολεί στην περιοχή
 τα βράδια επειδή τα προηγούμενα χρόνια υπήρξαν θύματα πρωτοφανών βίαιων
 επιθέσεων. Ακρωτηριάζονται και δολοφονούνται επειδή τα μέλη του σώματός
 τους θεωρούνται ως φυλακτά και πωλούνται σε προληπτικούς ανθρώπους που 
ζουν στην περιοχή που πιστεύουν πως μπορούν να τους βοηθήσουν να πιάσουν
 περισσότερα ψάρια στη λίμνη Βικτώρια ή να βρουν χρυσό ή διαμάντια.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;307&quot; src=&quot;http://api.ning.com/files/KLxUkA8D81BpvYyrSOjEPKF9uj9pXlFRRjwgm0NgunV8rBSni7LS22Ed0yV643jjPgSXi-kqk1czH8YuzZM-ya6tppfAFmrg/photoofyear.jpg&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
Μία μητέρα, η οποία από το ένα της στήθος θηλάζει το μικρό της παιδί 
και από το άλλο, ένα νεογέννητο πιθηκάκι. Στη λεζάντα της, η φωτογραφία η
 οποία δημοσιεύθηκε στον ινδικό τύπο αναγράφει: «Μόνον όποιος είναι 
φτωχός και ξέρει τι θα πει πείνα ενεργεί µε τόση γενναιοδωρία…Τι θλιßερό
 που ο άνθρωπος δεν είναι πάντα έτσι»&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;272&quot; src=&quot;http://api.ning.com/files/7-IpEPa-IRVyd1ft8B6AY0gFNp*16GaSWJKar7Sl7fU3TnfKSiV9AEZKvkK8Hwmu47gDWeB7BKdC9S0aol9tIl3f-uFWwMOE/photografies_main350.jpg&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
Ένας αμερικάνος φωτογράφος, ο Άντονι Σουό (Anthony Suau), τιμήθηκε με
 το Παγκόσμιο Βραβείο Φωτορεπορτάζ 2008 (World Press Photo Award 2008) 
για μια φωτογραφία με θέμα την κρίση στην αγορά των ενυπόθηκων δανείων 
υψηλού κινδύνου στις ΗΠΑ, ανακοίνωσαν στο Άμστερνταμ οι οργανωτές του 
σημαντικότερου διαγωνισμού του φωτορεπορτάζ.&lt;br /&gt;
Στην ασπρόμαυρη φωτογραφία που τραβήχτηκε το Μάρτιο του 2008, ένας 
ένοπλος αστυνομικός βεβαιώνεται ότι ένα σπίτι είναι πράγματι άδειο και 
πως δεν υπάρχει κίνδυνος, ανάμεσα σε πράγματα τα οποία εγκατέλειψαν οι 
ιδιοκτήτες που δεν μπορούσαν να αποπληρώσουν το δάνειο που είχαν πάρει 
για την αγορά του σπιτιού.&lt;br /&gt;
“Η δύναμη αυτής της φωτογραφίας είναι στα κοντράστ. Μοιάζει με 
φωτογραφία σύγκρουσης, αλλά πρόκειται απλώς για την έξωση των ενοίκων 
ενός σπιτιού”, δήλωσε η πρόεδρος της επιτροπής του βραβείου ΜεριΑν 
Γκόλον. “Ο πόλεμος μπαίνει τώρα στα σπίτια των ανθρώπων επειδή δεν 
μπορούν να αποπληρώσουν το δάνειό τους”.&lt;br /&gt;
“Είναι μια διφορούμενη φωτογραφία”, δήλωσε ένα άλλο μέλος της 
επιτροπής, ο Ακινμπόντε Ακινμπίγι. “Πρέπει να καταλάβει κανείς περί 
τίνος πρόκειται και τότε οι άνθρωποι παντού στον κόσμο σκέφτονται: ’αυτό
 μπορεί να συμβεί και σ’ εμάς’”.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;268&quot; src=&quot;http://api.ning.com/files/7-IpEPa-IRX4S-Dz4HfrvBITKlI0FjePzgS*RvNKCP7B0nq0nIfp7U*cSHYzFu2Tg2rCn4S5vYOc3Ta3vZA*fGGeKi58*kpp/122230ffotoafganistan0.jpg&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
Εκείνος 40 χρονών, εκείνη 11 και είναι ζευγάρι.Οι γονείς της την πάντρεψαν γιατί δεν είχαν χρήματα.&lt;br /&gt;
Στο Αφγανιστάν πολλά μικρά κορίτσια παντρεύονται χωρίς τη θέλησή τους μεγαλύτερους άντρες.&lt;br /&gt;
Παγκοσμίως υπάρχουν 51.000.000 κορίτσια από 15-19ετών που 
εξαναγκάζονται να παντρευτούν.Στο Ραντζαστάν το 15% όλων των συζύγων δεν
 είναι καν 10χρ. όταν παντρεύονται.&lt;br /&gt;
Οι μικρές νύφες πιέζονται να κάνουν παιδιά αλλά ο κίνδυνος σε ηλικίες
 10-14χρ. να χαθούν στην εγκυμοσύνη είναι πενταπλάσιος απ’ότι στις 
ενήλικες γυναίκες.Κάθε χρόνο 150.000 έφηβες έγκυες πεθαίνουν από 
επιπλοκές στην γέννα.&lt;br /&gt;
Η μικρή Γκούλαμ πρέπει γρήγορα να κάνει παιδιά για τον Μοχάμεντ…..&lt;br /&gt;
Το βλέμμα της λέει πολλά……..&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;300&quot; src=&quot;http://api.ning.com/files/T4ylI78HjcmVrBMxEkoaKBCdZhULFuW7TSzL65ZBJxHXMbCBJ4WvhvSrRf7qDIVo2VR5U0Bh*IoUMJboz9K8hBuRw-6nO2MB/_.jpg&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
Τραβήχτηκε ακριβώς πάνω από τις καμήλες.&lt;br /&gt;
Κοιτάξτε προσεκτικά τις καμήλες, είναι οι λευκές γραμμές, Οι μαύρες είναι η σκιά τους !&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;291&quot; src=&quot;http://api.ning.com/files/uRFNGEBCap8tuJK9CGJBd3MwflTRzwqgT-gqhWiWSoLmDU-gSOE8R2rG9TE2nos-2AU23Bkva6BrugOtjEyZtRdIQKVnTV19/handofhope_med.jpg&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
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“H εικόνα του χεριού ενός εμβρύου, που έχει διαγνωστεί με δισχιδή 
ράχη, αγκαλιάζει το δάχτυλο του χειρουργού αμέσως μετά το πέρας της 
επέμβασης στην ανοικτή μήτρα… Το περιοδικό Τάιμ φωτογράφησε μία 
επέμβαση, που έμελλε να φέρει στον κόσμο την “Εικόνα της Χρονιάς 2003″. 
Το χέρι ενός εμβρύου 20 εβδομάδων με μία ζωή μπροστά του!&lt;/div&gt;
&lt;div&gt;
Πηγή:&lt;a href=&quot;http://tsoumpasphotogallery.ning.com/profiles/blogs/photographies-tes-chronias&quot; target=&quot;_blank&quot;&gt;http://tsoumpasphotogallery.ning.com/profiles/blogs/photographies-tes-chronias&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/4405964418276556165/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/03/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/4405964418276556165'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/4405964418276556165'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/03/blog-post.html' title='ΦΩΤΟΓΡΑΦΙΕΣ ΤΗΣ ΧΡΟΝΙΑΣ…'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-9181599468732245643</id><published>2012-02-22T17:48:00.001+02:00</published><updated>2012-02-22T17:48:12.445+02:00</updated><title type='text'>ΚΟΡΝΗΛΙΟΣ ΚΑΣΤΟΡΙΑΔΗΣ: Θέλουμε να μεγαλώσουμε ως Έλληνες;</title><content type='html'>&lt;h3 class=&quot;post-title entry-title&quot;&gt;
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Μια συνέντευξή του&lt;br /&gt;Δημοσιογράφος:&lt;br /&gt;Συχνά λέγεται ότι η Ελλάδα είναι
 «προβληματική», στην Ελλάδα «όλα γίνονται στον αέρα», «χωρίς 
προγραμματισμό», «χωρίς βάρος». Με τέτοιες διαπιστώσεις συμφωνούν 
πολλοί. Αλλά περιορίζονται συνήθως μόνον στις διαπιστώσεις. Γνωρίζω ότι η
 ελληνική κατάσταση σας απασχολεί βαθειά. Ποια είναι η ερμηνεία σας για 
όσα συμβαίνουν; Γιατί συμβαίνουν έτσι τα πράγματα στην Ελλάδα; Ποιες οι 
βαθύτερες αιτίες;&lt;br /&gt;Καστοριάδης:&lt;br /&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Πρώτον, δεν ξέρω. Δεύτερον, στο 
μέτρο που μπορώ να ξέρω κάτι, είναι ότι η πολιτική ζωή του ελληνικού 
λαού τελειώνει περίπου το 404 π.χ.&lt;br /&gt;Δημοσιογράφος:&lt;br /&gt;Νομίζω ότι θα ενοχλήσει πολύ αυτή η διατύπωσή σας.&lt;br /&gt;Καστοριάδης:&lt;br /&gt;Τι
 να κάνουμε. Μιλώ για την πραγματική πολιτική ζωή του λαού ως αυτόνομου 
παράγοντα. Δεν μιλώ για μάχες, για αυτοκράτορες, για Μεγαλέξανδρους και 
Βασίλειους Βουλγαροκτόνους. Μετά τον πέμπτο π.Χ. αιώνα και την 
αυτοκυβέρνηση του λαού στις δημοκρατικές πόλεις -και πάντως, μετά τον 
περίεργο τέταρτο π.Χ. αιώνα- η ελληνική ελευθερία πεθαίνει. Οι ελληνικές
 πόλεις γίνονται υποχείριες των βασιλέων της Μακεδονίας. Βεβαίως, ο 
Αλέξανδρος και οι διάδοχοί του παίζουν έναν κοσμοϊστορικό ρόλο. 
Κατακτούν την Ασία και την Αίγυπτο. Διαδίδουν την ελληνική γλώσσα και 
παιδεία. Αλλά πολιτική ζωή, πλέον, δεν υπάρχει. Τα βασίλεια των διαδόχων
 του Αλεξάνδρου, ως πολιτική συγκρότηση, είναι ουσιαστικά μοναρχίες. Εξ 
άλλου, καθώς ξέρουμε, ο ίδιος ο Αλέξανδρος αντιμετώπισε στασιασμό των 
Ελλήνων που είχε πάρει μαζί του, διότι ήθελε να τους υποχρεώσει να 
γονυπετούν μπροστά του, όπως οι Πέρσες μπροστά στον Μεγάλο Βασιλέα - 
πράγμα ανθελληνικότατο. Σε όλη τη διάρκεια της ελληνιστικής εποχής οι 
ελληνικές πόλεις, με λίγες περιθωριακές και παροδικές εξαιρέσεις, 
αποτελούν παιχνίδια στα χέρια των ελληνιστικών δυναστειών. Ακολουθεί η 
ρωμαϊκή κατάκτηση, κάτω από την οποία οι ελληνικές πόλεις δεν έχουν παρά
 μόνον κοινοτική ζωή. Κατόπιν, έρχεται η βυζαντινή αυτοκρατορία. Το 
Βυζάντιο είναι μια ανατολική, θεοκρατική μοναρχία. Στο Βυζάντιο η 
πολιτική ζωή περιορίζεται στις ίντριγκες της Κωνσταντινούπολης, του 
αυτοκράτορα, των &quot;δυνατών&quot; και των ευνούχων της αυλής. Και βεβαίως, τα 
σχολικά μας βιβλία δεν αναφέρουν ότι στη βυζαντινή αυλή υπήρχαν 
ευνούχοι, όπως σ&#39; αυτήν του Πεκίνου.&lt;br /&gt;Δημοσιογράφος:&lt;br /&gt;Όλα αυτά 
αφορούν ένα πολύ μακρινό ιστορικό παρελθόν. Η Ελλάδα ως σύγχρονο 
νεοελληνικό κράτος έχει, ήδη, ιστορία εκατόν εβδομήντα ετών. Θα θέλατε 
να επικεντρώσετε σ&#39; αυτήν την περίοδο;&lt;br /&gt;Καστοριάδης:&lt;br /&gt;Μα, αυτή η 
περίοδος είναι ακατανόητη χωρίς τους είκοσι έναν αιώνες ανελευθερίας που
 προηγήθηκαν. Λοιπόν, μετά το Βυζάντιο έρχεται η τουρκοκρατία. Μην 
ανησυχείτε, δεν θα μπω σε λεπτομέρειες. Θα αναφέρω μόνον ότι επί 
τουρκοκρατίας όση εξουσία δεν ασκείται απ&#39; ευθείας από τους Τούρκους, 
ασκείται από τους κοτζαμπάσηδες (τους εντολοδόχους των Τούρκων), οι 
οποίοι κρατούν τους χωριάτες υποχείριους. Συνεπώς, ούτε σ&#39; αυτήν την 
περίοδο μπορούμε να μιλήσουμε για πολιτική ζωή. Όταν αρχίζει η 
Επανάσταση του 1821, διαπιστώνουμε από τη μια μεριά τον ηρωισμό του λαού
 και από την άλλη, σχεδόν αμέσως, την τεράστια αδυναμία να συγκροτηθεί 
μια πολιτική κοινωνία. Την επομένη της πτώσης της Τριπολιτσάς αρχίζουν 
οι εμφύλιοι πόλεμοι.&lt;br /&gt;Δημοσιογράφος:&lt;br /&gt;Πού οφείλεται αυτή η «τεράστια αδυναμία να συγκροτηθεί μια πολιτική κοινωνία»; Ποιοί είναι οι λόγοι;&lt;br /&gt;Καστοριάδης:&lt;br /&gt;Ουδείς
 μπορεί να δώσει απάντηση στην ερώτησή σας για ποιο λόγο, κάποιος, σε 
μιαν ορισμένη στιγμή, δεν δημιούργησε κάτι. Η συγκρότηση ενός λαού σε 
πολιτική κοινωνία δεν είναι δεδομένη, δεν είναι κάτι που χαρίζεται, αλλά
 κάτι που δημιουργείται. Μπορούμε απλώς να διαπιστώσουμε ότι, όταν 
απουσιάζει μια τέτοια δημιουργία, τα χαρακτηριστικά της προηγούμενης 
κατάστασης διατηρούνται ή αλλάζουν μόνο μορφή.&lt;br /&gt;Δημοσιογράφος&lt;br /&gt;Και ποια είναι τα χαρακτηριστικά αυτά στην ελληνική περίπτωση;&lt;br /&gt;Καστοριάδης:&lt;br /&gt;Ορισμένα
 τα εντοπίζουμε, ήδη, στους εμφύλιους πολέμους της Επανάστασης του 1821.
 Βλέπουμε, για παράδειγμα, ότι η νομιμοφροσύνη και η αλληλεγγύη έχουν 
τοπικό ή τοπικιστικό χαρακτήρα, ισχυρότερο συχνά από τον εθνικό. 
Βλέπουμε, επίσης, ότι οι πολιτικές κατατάξεις και διαιρέσεις είναι συχνά
 σχετικές με τα πρόσωπα των «αρχηγών» και όχι με ιδέες, με προγράμματα, 
ούτε καν με &quot;ταξικά&quot; συμφέροντα. Ένα ακόμη χαρακτηριστικό είναι η στάση 
απέναντι στην εξουσία. Στην Ελλάδα, μέχρι και σήμερα, το κράτος 
εξακολουθεί να παίζει τον ρόλο του ντοβλετιού, δηλαδή μιας αρχής ξένης 
και μακρινής, απέναντι στην οποία είμαστε ραγιάδες και όχι πολίτες. Δεν 
υπάρχει κράτος νόμου και κράτος δικαίου, ούτε απρόσωπη διοίκηση που έχει
 μπροστά της κυρίαρχους πολίτες. Το αποτέλεσμα είναι η φαυλοκρατία ως 
μόνιμο χαρακτηριστικό. Η φαυλοκρατία συνεχίζει την αιωνόβια παράδοση της
 αυθαιρεσίας των κυρίαρχων και των «δυνατών»: ελληνιστικοί ηγεμόνες, 
Ρωμαίοι ανθύπατοι, Βυζαντινοί αυτοκράτορες, Τούρκοι πασάδες, 
κοτζαμπάσηδες, Μαυρομιχάληδες, Κωλέττης, Δηλιγιάννης.&lt;br /&gt;Δημοσιογράφος&lt;br /&gt;Εξαιρέσεις δεν βλέπετε να υπάρχουν; Εξαιρέσεις εντοπισμένες κυρίως στον 19ο και στον 20ό αιώνα;&lt;br /&gt;Καστοριάδης:&lt;br /&gt;Κ.Κ.:
 Ε, υπάρχουν δυο-τρεις εξαιρέσεις: ο Τρικούπης, ο Κουμουνδούρος, το 
βενιζελικό κίνημα στην πρώτη περίοδο του. Αλλά τα όποια αποτελέσματά 
τους καταστράφηκαν από τη δικτατορία του Μεταξά, την Κατοχή, τον 
Εμφύλιο, τον ρόλο του παλατιού, τη δικτατορία της 21ης Απριλίου, την 
πασοκοκρατία. Στο μεταξύ, μεσολάβησε ο σταλινισμός που κατόρθωσε να 
διαφθείρει και να καταστρέψει αυτό που πήγαινε να δημιουργηθεί ως 
εργατικό και λαϊκό κίνημα στην Ελλάδα. Τα αποτελέσματα τα πληρώνουμε 
ακόμη. Μου ζητάτε να σας εξηγήσω. Μπορείτε να μου εξηγήσετε εσείς, γιατί
 οι Έλληνες, που σκοτώνονταν εννέα χρόνια, για να απελευθερωθούν από 
τους Τούρκους, θέλησαν αμέσως μετά έναν βασιλιά; Και γιατί, αφού έδιωξαν
 τον Όθωνα, έφεραν τον Γεώργιο; Και γιατί μετά ζητούσαν &quot;ελιά, ελιά και 
Κώτσο βασιλιά&quot;;&lt;br /&gt;Δημοσιογράφος:&lt;br /&gt;Μα, οι δικές σας απαντήσεις 
ενδιαφέρουν ιδίως όταν αφορούν ερωτήματα που εσείς θέτετε. Θα θέλατε, 
λοιπόν, να διατυπώσετε τις απόψεις σας;&lt;br /&gt;Καστοριάδης:&lt;br /&gt;Σύμφωνα με 
την παραδοσιακή «αριστερή» άποψη, όλα αυτά τα επέβαλαν η Δεξιά, οι 
κυρίαρχες τάξεις και η μαύρη αντίδραση. Μπορούμε όμως να πούμε ότι όλα 
αυτά τα επέβαλαν στον ελληνικό λαό ερήμην του ελληνικού λαού; Μπορούμε 
να πούμε ότι ο ελληνικός λαός δεν καταλάβαινε τι έκανε; Δεν ήξερε τι 
ήθελε, τι ψήφιζε, τι ανεχόταν; Σε μιαν τέτοια περίπτωση αυτός ο λαός θα 
ήταν ένα νήπιο. Εάν όμως είναι νήπιο, τότε ας μη μιλάμε για δημοκρατία. 
Εάν ο ελληνικός λαός δεν είναι υπεύθυνος για την ιστορία του, τότε, ας 
του ορίσουμε έναν κηδεμόνα. Εγώ λέω ότι ο ελληνικός λαός -όπως και κάθε 
λαός- είναι υπεύθυνος για την ιστορία του, συνεπώς, είναι υπεύθυνος και 
για την κατάσταση, στην οποία βρίσκεται σήμερα.&lt;br /&gt;Δημοσιογράφος:&lt;br /&gt;Πώς την εννοείτε αυτήν την ευθύνη;&lt;br /&gt;Καστοριάδης:&lt;br /&gt;Δεν
 δικάζουμε κανέναν. Μιλάμε για ιστορική και πολιτική ευθύνη. Ο ελληνικός
 λαός δεν μπόρεσε έως τώρα να δημιουργήσει μια στοιχειώδη πολιτική 
κοινωνία. Μια πολιτική κοινωνία, στην οποία, ως ένα μίνιμουμ, να 
θεσμισθούν και να κατοχυρωθούν στην πράξη τα δημοκρατικά δικαιώματα τόσο
 των ατόμων όσο και των συλλογικοτήτων.&lt;br /&gt;Δημοσιογράφος:&lt;br /&gt;Θέλετε να πείτε ότι -αντιθέτως- σε άλλες χώρες, στη Δυτική Ευρώπη.&lt;br /&gt;Καστοριάδης:&lt;br /&gt;Εκεί,
 αυτό έγινε! Ο μακαρίτης ο Γιώργος Καρτάλης έλεγε κάνοντας μου καζούρα 
στο Παρίσι το 1956:«Κορνήλιε, ξεχνάς ότι στην Ελλάδα δεν έγινε Γαλλική 
Επανάσταση». Πράγματι, στην Ελλάδα δεν έχει υπάρξει εποχή που ο λαός να 
έχει επιβάλει, έστω και στοιχειωδώς, τα δικαιώματα του.&lt;br /&gt;Και η ευθύνη, για την οποία μίλησα, εκφράζεται με την ανευθυνότητα της παροιμιώδους φράσης: «εγώ θα διορθώσω το ρωμέικο;».&lt;br /&gt;-Ναι, κύριε, εσύ θα διορθώσεις το ρωμέικο, στον χώρο και στον τομέα όπου βρίσκεσαι.</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/9181599468732245643/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post_22.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/9181599468732245643'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/9181599468732245643'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post_22.html' title='ΚΟΡΝΗΛΙΟΣ ΚΑΣΤΟΡΙΑΔΗΣ: Θέλουμε να μεγαλώσουμε ως Έλληνες;'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-2349614985726875642</id><published>2012-02-17T19:09:00.001+02:00</published><updated>2012-02-17T22:27:33.161+02:00</updated><title type='text'>ΛΑΜΠΕΣ ΟΙΚΟΝΟΜΙΑΣ</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: small;&quot;&gt;Κάποιος ανέβηκε σε
μια καρέκλα για να αλλάξει μια καμένη λάμπα.&lt;br /&gt;
Η λάμπα ήταν απ αυτές τις καινούριες οικονομίας που έχουν υδράργυρο μέσα (γι΄
αυτό και πρέπει να ανακυκλώνονται &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;όταν καίγονται).&lt;/span&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: small;&quot;&gt;Η λάμπα ήταν ζεστή ακόμα και προφανώς του γλίστρησε και πέφτοντας &lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: small;&quot;&gt;στο πάτωμα
έγινε κομμάτια (κάτι που μπορεί να συμβεί σε όλους μας).&lt;br /&gt;
Κατεβαίνοντας από τη καρεκλά ο τύπος έκανε το λάθος και πάτησε τα γυαλιά ενώ
ήταν ξυπόλητος!!!&lt;br /&gt;
Το αποτέλεσμα ήταν να... δηλητηριαστεί το πόδι του από τον υδράργυρο!&lt;br /&gt;
Πέρασε 2 βδομάδες στην εντατική με το φόβο να του ακρωτηριάσουν το πόδι.&lt;br /&gt;
Προς το παρόν του έχουν βάλει μια αντλία που απορροφά τον νεκρό ιστό του
ποδιού!&lt;br /&gt;
Αν αντέχετε δείτε το τις σχετικές &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;φωτογραφίες!&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;
Γι αυτό πρέπει να δίνετε προσοχή σ΄ αυτές τις λάμπες, κι αν τύχει και σπάσουν,
σε καμιά περίπτωση μη πλησιάσετε και το εισπνεύσετε, ούτε να μαζέψετε τα γυαλιά
με την ηλεκτρική σκούπα!&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;
Περιμένετε 15 λεπτά να κατασταλάξει το αέριο με τη σκόνη της λάμπας και
σκουπίστε το πάτωμα με απλή σκούπα, βαλτέ τα κομμάτια σε πλαστικό σακουλάκι και&lt;/span&gt;&lt;b style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;
ΜΗ&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt; το πετάξατε στα απλά σκουπίδια!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
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    &lt;a href=&quot;http://karakaksa.files.wordpress.com/2012/02/6.jpg&quot; title=&quot;6&quot;&gt;&lt;img alt=&quot;6&quot; class=&quot;attachment-thumbnail&quot; data-attachment-id=&quot;1241&quot; data-liked=&quot;0&quot; data-orig-size=&quot;200,149&quot; height=&quot;296&quot; src=&quot;http://karakaksa.files.wordpress.com/2012/02/6.jpg?w=150&amp;amp;h=111&quot; title=&quot;6&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;
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&lt;/dl&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/2349614985726875642/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post_3440.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/2349614985726875642'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/2349614985726875642'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post_3440.html' title='ΛΑΜΠΕΣ ΟΙΚΟΝΟΜΙΑΣ'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-9013950011484903865</id><published>2012-02-17T18:41:00.000+02:00</published><updated>2012-02-17T18:47:16.050+02:00</updated><title type='text'>ΟΙ ΠΟΥΤΑΝΕΣ ΕΠΙΜΕΝΟΥΜΕ ΟΤΙ ΟΙ ΠΟΛΙΤΙΚΟΙ ΔΕΝ ΕΙΝΑΙ ΠΑΙΔΙΑ ΜΑΣ</title><content type='html'>&lt;div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU6Av_frnkv23fCzrCdfJxGTLD8lUvOQUyuKMw-y6PJvchSrOVT3-V1FrkgEm1KapbIGV-eMAcBlFrY7HwV1gSPg7OilkMQNI6sHRNXoAl0zP9QkoyR97O2mTrKt8E7LqdYO6NLt6LaAyn/s1600/image001.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU6Av_frnkv23fCzrCdfJxGTLD8lUvOQUyuKMw-y6PJvchSrOVT3-V1FrkgEm1KapbIGV-eMAcBlFrY7HwV1gSPg7OilkMQNI6sHRNXoAl0zP9QkoyR97O2mTrKt8E7LqdYO6NLt6LaAyn/s320/image001.jpg&quot; width=&quot;241&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: 18pt;&quot;&gt;&lt;/span&gt;&lt;/b&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/9013950011484903865/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post_7662.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/9013950011484903865'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/9013950011484903865'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post_7662.html' title='ΟΙ ΠΟΥΤΑΝΕΣ ΕΠΙΜΕΝΟΥΜΕ ΟΤΙ ΟΙ ΠΟΛΙΤΙΚΟΙ ΔΕΝ ΕΙΝΑΙ ΠΑΙΔΙΑ ΜΑΣ'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU6Av_frnkv23fCzrCdfJxGTLD8lUvOQUyuKMw-y6PJvchSrOVT3-V1FrkgEm1KapbIGV-eMAcBlFrY7HwV1gSPg7OilkMQNI6sHRNXoAl0zP9QkoyR97O2mTrKt8E7LqdYO6NLt6LaAyn/s72-c/image001.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-5565283814616767340</id><published>2012-02-17T18:26:00.003+02:00</published><updated>2012-02-17T18:26:21.188+02:00</updated><title type='text'>«Η δημοκρατία στην Ελλάδα σήμερα»</title><content type='html'>&lt;h3&gt;
&lt;span style=&quot;font-family: Times New Roman;&quot;&gt;Σκέφτομαι και γράφω:«Η δημοκρατία στην Ελλάδα σήμερα».&lt;br /&gt;
Του μαθητή της 6ης Δημοτικού Πέτρου Σαλ.&lt;/span&gt;&lt;/h3&gt;
&lt;div&gt;

&lt;h3&gt;
&lt;span style=&quot;font-family: Times New Roman;&quot;&gt;Η δημοκρατία γεννήθηκε πρώτη φορά πριν από χιλιάδες χρόνια στην&lt;br /&gt;
Ελλάδα και μετά απλώθηκε σ’ όλο τον κόσμο πολύ γρήγορα, παρόλο που δεν&lt;br /&gt;
υπήρχε Ιντερνετ. Η δημοκρατία είναι το πιο σπουδαίο από τα πολιτεύματα,&lt;br /&gt;
&lt;span id=&quot;more-1219&quot;&gt;&lt;/span&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;είναι πολύ καλό πράγμα. Αν δεν ήταν, θα την είχαμε καταργήσει όπως τα&lt;br /&gt;
θερμόμετρα με τον υδράργυρο.&lt;br /&gt;
Δημοκρατία στην Ελλάδα σήμερα σημαίνει να μπορείς να λες ελεύθερα τη&lt;br /&gt;
γνώμη σου, φτάνει να συμφωνεί μαζί σου ο Πρετεντέρης, η Τρέμη και ο&lt;br /&gt;
Πρωτοσάλτης. Δημοκρατία επίσης είναι να μπορείς να διαδηλώνεις ελεύθερα&lt;br /&gt;
για ό, τι πράγμα θέλεις.&lt;br /&gt;
Υπάρχουν χιλιάδες διαδηλώσεις για να πηγαίνεις κάθε τόσο. Θα ήθελα κι&lt;br /&gt;
εγώ να πάω σε μια διαδήλωση που θα λέει ότι μπορούμε να τρώμε ελεύθερα&lt;br /&gt;
σουβλάκια, τσίζμπουρκερ και άλλα σκατοφαγιά κάθε μέρα κι όχι 1 φορά το&lt;br /&gt;
μήνα, αλλά δεν έχει φτιαχτεί ακόμα τέτοια διαδήλωση. Σ’ αυτές που&lt;br /&gt;
γίνονται σήμερα οι μεγάλοι διαδηλώνουν για το ίδιο πράγμα αλλά&lt;br /&gt;
ξεχωριστά.&lt;br /&gt;
Άμα βρεθούνε όλοι αυτοί που κατεβαίνουν στους δρόμους μαζί, μπορεί&lt;br /&gt;
να τσακωθούνε και να αρχίσουνε τις μπουνιές. Στις διαδηλώσεις περνάς&lt;br /&gt;
ωραία, είναι σκέτη περιπέτεια, αρκεί να φοράς μάσκα, γυαλιά και να&lt;br /&gt;
αντέχεις το ξύλο. Οι μεγάλοι που πηγαίνουν σ’ αυτές καλά θα κάνουν να&lt;br /&gt;
αγοράζουν δικά τους γυαλιά γιατί την τελευταία φορά που πήγε ο μπαμπάς&lt;br /&gt;
μου, μου πήρε τα γυαλιά του κολυμβητηρίου για να μην τον τσούζουν τα&lt;br /&gt;
μάτια του και μου τα έχασε. Εγώ νευρίασα και μετά …τσακώθηκε με τη&lt;br /&gt;
μαμά που τον έλεγε άχρηστο και πως αν ήταν άξιος θα&lt;br /&gt;
έτρωγε κι αυτός μερικά λεφτά από αυτά που τρώγανε και οι άλλοι και&lt;br /&gt;
τώρα δε θα αναγκαζόταν να τρέχει στις διαδηλώσεις, και να τρώει ξύλο,&lt;br /&gt;
40 χρονών άνθρωπος, αλλά δεν πολυκατάλαβα τι εννοούσε.&lt;br /&gt;
Στη Δημοκρατία ψηφίζεις όποιον θέλεις για να γίνει βουλευτής και μετά&lt;br /&gt;
άμα δε σου αρέσει μπορείς να τον βρίσεις, να τον φασκελώσεις ή να του&lt;br /&gt;
πετάξεις αυγό ελεύθερα. Αυτός όμως όσες βρισιές κι αν ακούσει δεν το&lt;br /&gt;
κουνάει από τη θέση του, δεν καταλαβαίνει Χριστό. Οι διαφορετικοί&lt;br /&gt;
βουλευτές μέσα στη Βουλή φωνάζουν, τσακώνονται, κάνουν τους εχθρούς και&lt;br /&gt;
τους μαλωμένους και καμιά φορά βρίζουν ο ένας τον άλλο. Ένας είπε τους&lt;br /&gt;
άλλους γαϊδούρια προκαιρού και μετά αυτοί τον κάνανε Υπουργό. Άρα στη&lt;br /&gt;
Δημοκρατία μπορείς να βρίζεις ελεύθερα άμα&lt;br /&gt;
είσαι μεγάλος. Άμα πάλι είσαι μικρός, μπορεί να σε βάλει η δασκάλα&lt;br /&gt;
τιμωρία γιατί είπες το Θοδωρή, μαλακοπίτουρα.&lt;br /&gt;
Σήμερα στην Ελλάδα έχουμε Δημοκρατία που είναι καλή. Το αντίθετο της&lt;br /&gt;
Δημοκρατίας είναι η Χούντα που είναι κακή. Είναι αυτή που είχε ο&lt;br /&gt;
μπαμπάς όταν ήταν μικρός. Στη Χούντα δεν κάνουν εκλογές και δεν&lt;br /&gt;
κλείνουν τα σχολεία 4 μέρες. Ούτε τώρα κάνουμε εκλογές γιατί θα είναι&lt;br /&gt;
καταστροφή για τον τόπο, λένε όλοι στις τηλεοράσεις, που δε θέλουν να&lt;br /&gt;
χάνουμε μαθήματα και να μείνουμε αγράμματοι. Σήμερα έχουμε για&lt;br /&gt;
πρωθυπουργό έναν πολύ καλό κύριο τον Παπαδήμο που αρέσει πολύ στη&lt;br /&gt;
γιαγιά γιατί είναι σοβαρός, όμορφος, τα λέει ωραία απέξω χωρίς να&lt;br /&gt;
τα διαβάζει σαν τον προηγούμενο, και έχει έρθει απ’ το εξωτερικό. Η&lt;br /&gt;
γιαγιά που έχει Αλσχάιμερ νομίζει ότι είναι ο βασιλιάς και απορεί γιατί&lt;br /&gt;
δε φοράει στολή. Το βασιλιά δεν τον είχε ψηφίσει κανείς για να μας&lt;br /&gt;
κυβερνά, αλλά ούτε και τούτον τον έχει ψηφίσει κανείς, γι αυτό&lt;br /&gt;
μπερδεύεται η γιαγιά.&lt;br /&gt;
Δημοκρατία ακόμα είναι να κάνεις ότι λένε οι πιο πολλοί. Στο σχολείο&lt;br /&gt;
μου δεν έχουμε δημοκρατία γιατί ενώ είμαστε 25 παιδιά στην τάξη,&lt;br /&gt;
κάνουμε πάντα αυτό που θέλει η δασκάλα μας. Στο σπίτι μας πάλι έχουμε&lt;br /&gt;
δημοκρατία. Κάνουμε πάντα αυτό που θέλουμε ο αδερφός μου, η μαμά μου κι&lt;br /&gt;
εγώ. Είμαστε πιο πολλοί απ’ τον μπαμπά μου. Είμαστε ο λαός. Και ο&lt;br /&gt;
μπαμπάς είναι ένας καλός κυβερνήτης που μας ακούει.&lt;br /&gt;
Και στην Ελλάδα έχουμε δημοκρατία και στο σπίτι έχουμε δημοκρατία και&lt;br /&gt;
θα ήμασταν όλοι ευτυχισμένοι αν εκτός από δημοκρατία, ο μπαμπάς είχε&lt;br /&gt;
και δουλειά.&lt;/span&gt;&lt;/h3&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/5565283814616767340/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post_3960.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/5565283814616767340'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/5565283814616767340'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post_3960.html' title='«Η δημοκρατία στην Ελλάδα σήμερα»'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-1057658912403354601</id><published>2012-02-17T18:24:00.004+02:00</published><updated>2012-02-17T18:24:44.313+02:00</updated><title type='text'>Πριν τον γάμο...</title><content type='html'>&lt;div class=&quot;moz-text-html&quot; lang=&quot;el&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot;&gt;Πριν τον γάμο...&lt;/span&gt;&lt;br style=&quot;font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot; /&gt;&lt;span style=&quot;font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot;&gt;Άντρας: Περίμενα πάρα πολύ γι&#39;αυτή τη μέρα!&lt;/span&gt;&lt;/span&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot; /&gt;&lt;span style=&quot;font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot;&gt;Γυναίκα: Θα με αφήσεις να φύγω?&lt;/span&gt;&lt;/span&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot; /&gt;&lt;span style=&quot;font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot;&gt;Άντρας: Όχιιιιι!&lt;/span&gt;&lt;/span&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot; /&gt;&lt;span style=&quot;font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot;&gt;Γυναίκα: Μ&#39;αγαπάς?&lt;/span&gt;&lt;/span&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot; /&gt;&lt;span style=&quot;display: inline; font-family: &#39;lucida grande&#39;,tahoma,verdana,arial,sans-serif; line-height: 14px; text-align: left;&quot;&gt;... Άντρας: Φυσικά!&lt;br /&gt;
Γυναίκα: Θα με εξαπατούσες ποτέ?&lt;br /&gt;Άντρας: Δε θα το έκανα ποτέ!&lt;br /&gt;Γυναίκα: Θα με φιλάς συνέχεια?&lt;br /&gt;Άντρας: Σε κάθε ευκαιρία που θα μου δίνεται!&lt;br /&gt;Γυναίκα: Θα με χτυπάς?&lt;br /&gt;Άντρας: Είσαι τρελή!!!&lt;br /&gt;Γυναίκα: Μπορώ να σε εμπιστευτώ?&lt;br /&gt;

Άντρας: Ναι!!!&lt;br /&gt;Γυναίκα: Μωρό μου!&lt;br /&gt;Τώρα διαβάστε από κάτω προς τα πάνω να δείτε τι συμβαίνει μετά τον γάμο....!!!&lt;/span&gt;&lt;/span&gt;



&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/1057658912403354601/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post_17.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/1057658912403354601'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/1057658912403354601'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post_17.html' title='Πριν τον γάμο...'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-3723724789769678714</id><published>2012-02-01T21:16:00.001+02:00</published><updated>2012-02-01T21:17:17.129+02:00</updated><title type='text'>Μποϋκοτάζ, ας πάψουμε να είμαστε τα κορόιδα</title><content type='html'>&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA24StRfiCaW_z69hPXA0UomcQJWhDtwdJ78NZIEcnhfCMu53E_aI4lWf03-TY8jJXHnwMycinvNEcqNukZrBNcoyrnmZivO3ksUglg_TZf1A8jFsB_6zgVFUQQVmwFMcee7341djxJIRA/s1600/tromaktiko.jpg&quot;&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Α)Μου τι δίνει που γέμισε η Ελλάδα με πανομοιότυπα
κατασκευάσματα (Σουηδικά ή Κινέζικα) και μοιάζουν πλέον όλα τα σπίτια των
απανταχού φοιτητών, εργατών και μεταναστών...&lt;br /&gt;
&lt;br /&gt;
Β)Μου τι δίνει που ο αντιπρόσωπος των ΙΚΕΑ στην Ελλάδα (κ. Φουρλής), αφού
κατέρρευσε το &lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;εργοστάσιό του και μέτρησε μερικούς νεκρούς(στο σεισμό της Αθήνας
το 1999), αντί να είναι υπόδικος ή κατάδικος, πήρε ως έπαθλο την αποκλειστικότητα
των ΙΚΕΑ ε Ελλάδα και Κύπρο!!!&lt;br /&gt;
&lt;br /&gt;
Είμαστε κορόιδα!&lt;br /&gt;
Μέσα στη κρίση και στα σενάρια πτωχεύουμε δεν πτωχεύουμε, κάποιοι κερδοσκοπούν
σε βάρος μας και κερδοσκοπούν αισχρά!&lt;br /&gt;
Δεν μιλάω για μονάδες spread των ελληνικών 10ετών ομολόγων, αλλά για την καθημερινότητα
μας!&lt;br /&gt;
Πρόσφατα πήγα να αγοράσω ένα επιπλάκι από την πολυεθνική IKEA. Είχα αγοράσει
ήδη ένα πριν κανα χρόνο και πήγα να αγοράσω και ένα δεύτερο. Θυμόμουν ότι το
είχα αγοράσει 49 ευρώ. Όταν πήγα να πάρω το δεύτερο η τιμή του ήταν 79 ευρώ!&lt;br /&gt;
&lt;br /&gt;
Δηλαδή 61% ακριβότερα!&lt;br /&gt;
Τρελάθηκα! Δεν ήταν τα 30 ευρώ που με τρέλαναν αλλά αυτό το 61%!&lt;br /&gt;
Σκέφτηκα μεσα σε περίοδο παγκόσμιας κρίσης αυτοί ανεβάζουν τις τιμές τους;
Περίεργο!&lt;br /&gt;
Μπήκα λοιπόν στα sites της IKEA σε όλη την ευρώπη και τι διαπίστωσα;&lt;br /&gt;
Οι τιμές ναι μεν αυξήθηκαν.... ΑΛΛΑ ΜΟΝΟ ΓΙΑ ΤΗΝ ΕΛΛΑΔΑ!&lt;br /&gt;
Δεν φτάνει που έχουμε από τους ποιο χαμηλούς μισθούς στην Ευρώπη, έχουμε και
τις πολυεθνικές (και όχι μόνο) να μας δουλεύουν...&lt;br /&gt;
Λοιπόν για να μην λέτε ότι σας λέω χαζομάρες, έκανα μια μικρή δειγματοληπτική
έρευνα σε προιοντα μαζικής κατάνάλωσης της εν λόγω εταιρείας:&lt;br /&gt;
&lt;br /&gt;
Τα συμπεράσματα δικά σας... &lt;br /&gt;
Τραπεζάκι LACK (200.114.13)&lt;br /&gt;
Ελλάδα: Άσπρο: 9,95 Καρυδιά/Σημύδα: 15,00 (καταλογος 2010 σελ. 66)&lt;br /&gt;
Γαλλία : Όλα 4,95 (Σε μας από 200% - 300% ακριβότερα!)&lt;br /&gt;
Ιταλία: 7.99 (Σε μας από 25% - 50% ακριβότερα!)&lt;br /&gt;
Ιρλανδία: Άσπρο: 5,99 Καρυδιά/Σημύδα: 8,99 (Σε μας από 66% ακριβότερα!)&lt;br /&gt;
Ισπανία: Όλα 4,99 (Σε μας από 200% - 300% ακριβότερα!)&lt;br /&gt;
Πορτογαλία: Όλα 4,99 (Σε μας από 200% - 300% ακριβότερα!)&lt;br /&gt;
Γερμανία: Άσπρο 7,99 Καρυδιά/Σημύδα: 9,99 (Σε μας από 25% - 50% ακριβότερα!) &lt;br /&gt;
&lt;br /&gt;
Καναπές διθέσιος KLIPPAN (180χ88) κάλυμμα Lappmon&lt;br /&gt;
Ελλάδα : 235,00 (καταλογος 2010 σελ. 18)&lt;br /&gt;
Γαλλία, Ιταλία, Γερμανία : 199,00 (Σε μας 18% ακριβότερα)&lt;br /&gt;
Ιρλανδία, Ισπανία, Πορτογαλία : 189,00 (Σε μας 24% ακριβότερα)&lt;br /&gt;
&lt;br /&gt;
Επιπλο Τηλεόρασης Mavas&lt;br /&gt;
Ελλάδα : 79,00 (καταλογος 2010 σελ. 75)&lt;br /&gt;
Γαλλία, Ιταλία, Γερμανία, Ισπανία, Πορτογαλία : 69,00-69.90 (Σε μας 14%
ακριβότερα)&lt;br /&gt;
Ιρλανδία: 59,00 (Σε μας 33% ακριβότερα) &lt;br /&gt;
&lt;br /&gt;
Ραφιέρα EXPEDIT 59x39 Λευκή&lt;br /&gt;
Ελλάδα : 45,00 (καταλογος 2010 σελ. 81)&lt;br /&gt;
Γαλλία, Πορτογαλία, Ισπανία: 19,95 (Σε μας 225% ακριβότερα!) &lt;br /&gt;
&lt;br /&gt;
Συρταριέρα MALM (300.539.21)&lt;br /&gt;
Ελλάδα: 79,00 (καταλογος 2010 σελ. 157)&lt;br /&gt;
Γαλλία, Ιταλία, Ιρλανδία, Ισπανία, Πορτογαλία : 59,00 (Σε μας 33% ακριβότερα!)&lt;br /&gt;
Όλες οι τιμές που σας παραθέτω έχουν και τα αντίστοιχα links στα sites των
άλλων χωρών για να μην πείτε ότι είμαι υπερβολικός!&lt;br /&gt;
&lt;br /&gt;
Και θέτω τα εξής ερωτήματα:&lt;br /&gt;
1. Είναι προφανές ότι υπάρχουν διαφορετικοί τιμοκατάλογοι και εμείς είμαστε
στον πιο ακριβό τουλάχιστον για την ευρώπη γιατί; Μήπως γιατί έχουμε τα
υψηλότερα εισοδήματα; Μήπως μας περισσεύουν; Γιατί οι τιμές που αγοράζουμε
είναι ίδιες με αυτές των Ηνωμένων Αραβικών Εμιράτων (ναι εκεί το τραπεζάκι
κάνει 49ΑΕΔ = 9,5 ευρώ αν και λίγο φτηνότερο) μιας από τις πλουσιότερες χώρες
στον κόσμο; (Στην Αμερική κάνει 7,99$ = 5,65 ευρώ - είναι φτωχοί αυτοί...)&lt;br /&gt;
&lt;br /&gt;
2. Τι τους κάνει να πιστεύουν ότι είμαστε τόσο κορόιδα, ώστε να μας πουλάνε τα
ίδια πράγματα 2 και 3 φορές ακριβότερα; Νομίζουν ότι πουλάνε χάντρες στους
ιθαγενείς;&lt;br /&gt;
&lt;br /&gt;
3. Τι μπορούμε να κάνουμε ως καταναλωτές; Μπορούμε να σταματήσουμε να ψωνίζουμε
από δαύτους κανά τρίμηνο να &quot;στρώσουν χαρακτήρα&quot;; Μπορούμε να τους
στείλουμε καμιά 1.000xxx emails διαμαρτυρίας; Να γράψουμε ένα email και να το
στείλουμε σε όλους τους γνωστούς μας, απλά για να μάθουν τι θα πει σας &quot;πουλάμε
ακόμα φτηνότερα&quot;;&lt;br /&gt;
&lt;br /&gt;
Δεν ξέρω για σας, αλλά εμένα μου την δίνει αφάνταστα να με περνάνε για κορόιδο,
αλλά όταν με περνάνε για ΤΟΟΟΟΣΟ κορόιδο δεν ξέρω καν πως να αντιδράσω!
Αναγνώστης &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/3723724789769678714/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/3723724789769678714'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/3723724789769678714'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/02/blog-post.html' title='Μποϋκοτάζ, ας πάψουμε να είμαστε τα κορόιδα'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-9122983298991130871</id><published>2012-01-15T15:07:00.001+02:00</published><updated>2012-02-09T18:17:54.685+02:00</updated><title type='text'>Kids&#39; corner</title><content type='html'>&lt;a href=&quot;http://www.kidsnumbers.com/&quot;&gt;http://www.kidsnumbers.com/&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.netrover.com/%7Ekingskid/108.html&quot;&gt;http://www.netrover.com/~kingskid/108.html&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.sheppardsoftware.com/&quot;&gt;http://www.sheppardsoftware.com/&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.kidport.com/default.htm&quot;&gt;http://www.kidport.com/default.htm&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.primarygames.com/&quot;&gt;http://www.primarygames.com/&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://bogglesworldesl.com/&quot;&gt;http://bogglesworldesl.com/&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.learningplanet.com/index.asp&quot;&gt;http://www.learningplanet.com/index.asp&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.primaryresources.co.uk/&quot;&gt;http://www.primaryresources.co.uk/&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.ziggityzoom.com/&quot;&gt;http://www.ziggityzoom.com/&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://gcompris.net/-en-&quot;&gt;http://gcompris.net/-en-&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.thekidzpage.com/index.html&quot;&gt;http://www.thekidzpage.com/index.html&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.novelgames.com/&quot;&gt;http://www.novelgames.com &lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/9122983298991130871/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/01/kids-corner.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/9122983298991130871'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/9122983298991130871'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/01/kids-corner.html' title='Kids&#39; corner'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-7297253178674625102</id><published>2012-01-15T12:53:00.003+02:00</published><updated>2012-01-15T12:53:19.021+02:00</updated><title type='text'>Δικαστές, Εισαγγελείς, Βουλευτές, Μέλη του Νομικού Συμβουλίου του Κράτους: Η άσχημη πλευρά του θέματος των αποδοχών τους.</title><content type='html'>Όταν οι κεντρικοί πυλώνες του κράτους δεν υπολογίζουν το κράτος και τους πολίτες, τί να περιμένει κανείς από τον απλό λαό;&lt;br /&gt;Δικαστές, Εισαγγελείς, Βουλευτές, Μέλη του Νομικού Συμβουλίου του Κράτους: Η άσχημη πλευρά του θέματος των αποδοχών τους&lt;br /&gt;&lt;br /&gt;Του Γιάννη Αποστολίδη&lt;br /&gt;π. Δικηγόρου, Τηλ. 6932 916443&lt;br /&gt;&lt;br /&gt;Ο ελληνικός λαός πληροφορήθηκε με οργή ότι οι συνταξιούχοι βουλευτές ζητούν αναδρομικά εκατομμυρίων ευρώ. Αν όμως ξέραμε όλη την αλήθεια για το θέμα, θα εξοργιζόμασταν όχι με τους &lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;βουλευτές αλλά με τον εαυτό μας! Θα λέγαμε, Καλά, γίνονται τόσο φοβερά και τρομερά πράγματα στη δημόσια ζωή και εγώ, ο λαός, κοιμάμαι;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Κοιμόμασταν! Μπροστά στα μάτια μας έγινε το 2006, 2008 το μεγαλύτερο αντικειμενικά σκάνδαλο από καταβολής του ελληνικού κράτους, πήραν εξτρά εντελώς παράνομα, με μία ληστρική απόφαση ενός δικαστηρίου, δύο δισεκατομμύρια ευρώ οι δικαστές (περιλαμβάνονται και οι εισαγγελείς), οι βουλευτές και τα μέλη του Νομικού Συμβουλίου του Κράτους, και ο λαός καμιά αντίδραση! &lt;br /&gt;Διάβασε με προσοχή: &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Υπάρχει στο Σύνταγμα το άρθρο 88 παρ. 2 που λέει: «Οι αποδοχές των δικαστικών λειτουργών είναι ανάλογες με το λειτούργημά τους. Τα σχετικά με τη βαθμολογική και μισθολογική τους εξέλιξη και με την κατάστασή τους γενικά καθορίζονται με ειδικούς νόμους». Τι σημαίνει και πως πρέπει να ερμηνευτεί (αν χρειάζονται ερμηνεία τα αυτονόητα!) αυτή η διάταξη; Ότι κατά τον ειδικό καθορισμό από τον νομοθέτη των αποδοχών των δικαστών, πρέπει να λαμβάνονται υπόψη οι ανάλογες συνθήκες της δουλειάς τους, η υπηρεσιακή κατάστασή τους και η ανάλογη κοινωνική αντίληψη για το υψηλό πράγματι δικαστικό λειτούργημα. Έτσι ακριβώς ερμήνευσε παλιότερα αυτή τη συνταγματική διάταξη το Συμβούλιο της Επικρατείας με την υπ΄αριθμ. 736/1953 απόφασή του. Αυτή η ερμηνεία, που θεωρεί τη διάταξη κατευθυντήριου, αν μη ευκτικού προς τον κοινό νομοθέτη χαρακτήρα, και που δεν αμφισβητήθηκε για 33 ολόκληρα χρόνια, δεν άφηνε βέβαια περιθώριο να αυξήσουν οι ίδιοι οι δικαστές, με δικαστικές αποφάσεις, τις αποδοχές τους. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Αλλά από το 1986 άρχισαν να αξιώνουν εξομοίωση των αποδοχών τους με εκείνες άλλων υψηλότερα αμοιβομένων κατηγοριών λειτουργών και υπαλλήλων, ιδίως με τους βουλευτές, τους διευθυντές γιατρούς του ΕΣΥ και τους καθηγητές πανεπιστημίων. Και το επέβαλαν με τις αποφάσεις του Συμβουλίου της Επικρατείας αριθμ. 1951/1986, 400/1989, 1688/1991 και 4/1992. Πως το πέτυχαν ; Έδωσαν στην παραπάνω συνταγματική διάταξη επιτακτικό χαρακτήρα και την ερμήνευσαν ως εξής: Ότι λέγοντας το άρθρο 88 παρ. 2 του Συντάγματος ότι οι αποδοχές των δικαστών είναι ανάλογες με το λειτούργημα τους, εννοεί ότι δεν επιτρέπεται να παίρνει κανείς, ούτε στο δημόσιο τομέα ούτε στον ιδιωτικό (ναι, ούτε στον ιδιωτικό, ΣτΕ 4/1992!), αποδοχές μεγαλύτερες από τους δικαστές και ότι αν τυχόν κάποια κατηγορία εργαζομένων παίρνει μεγαλύτερες, αυτομάτως δικαιούνται αυτές τις μεγαλύτερες αποδοχές και οι δικαστές και οφείλει κάθε δικαστήριο να τις επιδικάσει! Πρόκειται βέβαια για παράλογη ερμηνεία, που όμως έγινε νομολογία και ανέβασε μισθολογικά τους δικαστές στα ύψη! Και επειδή τρώγοντας έρχεται η όρεξη, φτάσαμε στην εξής απαίσια και καταστρεπτική για τα δημόσια οικονομικά μας δικαστική εξέλιξη:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Πρόσεξε, αναγνώστη, τι έγινε:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Στην κορυφή της μισθολογικής πυραμίδας, δεύτερος μετά τον Πρόεδρο της Δημοκρατίας στον ευρύ δημόσιο τομέα βρισκόταν ήδη από το 2000 ένας μετακλητός κρατικός λειτουργός, ο πρόεδρος της Εθνικής Επιτροπής Τηλεπικοινωνιών και Ταχυδρομίων (ΕΕΤΤ), μιας ανεξάρτητης αρχής, που είχε αποδοχές σχεδόν διπλάσιες από τους Προέδρους των ανωτάτων δικαστηρίων, ως κρατικό golden boy. Πρόσεξε αναγνώστη: Μέχρι το 2006 οι δικαστές, όπως σου είπα, όπου εντόπιζαν κάποια κατηγορία εργαζομένων στο κράτος και γενικά στον δημόσιο τομέα να παίρνει υψηλότερες αποδοχές, αυτοί δίκαζαν οι ίδιοι και με βάση την διεστραμμένη ερμηνεία της παραπάνω συνταγματικής διάταξης ανέβαζαν στο ίδιο ύψος και τις δικές τους αποδοχές.Αυτό έγινε με τις παραπάνω αποφάσεις του Συμβουλίου της Επικρατείας. Το 2006 όμως έγινε το εξής τελείως διαφορετικό: Το Μισθοδικείο, ένα ανώτατο ειδικό δικαστήριο που ιδρύθηκε το 2002 ειδικά για τους δικαστές και συγκροτείται από τρείς ανώτατους δικαστικούς, τρείς καθηγητές πανεπιστημίου και τρείς δικηγόρους, έβγαλε την υπ΄αριθμ. 13/2006 απόφαση που λέει τα εξής: Ο πρόεδρος της Εθνικής Επιτροπής Τηλεπικοινωνιών και Ταχυδρομίων (προσοχή: Ένα άτομο δηλαδή και όχι μια κατηγορία υπαλλήλων, όπως έγινε όλες τις άλλες φορές) παίρνει σχεδόν διπλάσιες αποδοχές από τους Προέδρους των ανωτάτων δικαστηρίων. Αυτό το πράγμα, είπε το Μισθοδικείο, παραβιάζει (τάχα) το Σύνταγμα, το παραπάνω άρθρο 88 παρ. 2, (που λέει ότι οι αποδοχές των δικαστών είναι ανάλογες με το λειτούργημά τους), είναι παράνομο, είναι αντισυνταγματικό, παραβιάζει την ισοτιμία των εξουσιών, πλήττει καίρια την δικαστική ανεξαρτησία! Ας υποθέσουμε κι εμείς οι αφελείς ότι πράγματι δεν είχαμε επί χρόνια ισοτιμία των εξουσιών και ανεξάρτητους δικαστές, δηλαδή δεν είχαμε δημοκρατία, επειδή έτυχε ένας υπάλληλος, αυτό το κρατικό golden boy, ο πρόεδρος της ΕΕΤΤ να παίρνει, καλώς ή κακώς, βασιλικές αποδοχές. Τι έπρεπε να κάνει το Μισθοδικείο; Η λογική και ο νόμος, το άρθρο 38 Κώδικα Ποινικής Δικονομίας, λέει ότι έπρεπε, μετά την κήρυξη ως παράνομων των αποδοχών του υπαλλήλου αυτού κατά το μέρος που υπερβαίνουν τις δικαστικές αποδοχές, να στείλει την υπόθεση στον Εισαγγελέα για να ερευνήσει την παρανομία. Αντί γι΄αυτό τι έκανε λέτε το Μισθοδικείο; Σου εφιστώ, αναγνώστη, απόλυτη προσοχή για να κατανοήσεις πλήρως τη δικαστική ακολασία που διέπραξε το κολασμένο αυτό δικαστήριο, το Μισθοδικείο, σε βάρος σου, σε βάρος όλου του δύσμοιρου λαού μας.&lt;br /&gt;Άκουσε και φρίξε λοιπόν:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Η απόφαση υπ΄αριθμ. 13/2006 του Μισθοδικείου λέει ότι για να αποκατασταθεί η δικαστική ανεξαρτησία, η ισοτιμία των εξουσιών και άλλα ηχηρά παρόμοια, πρέπει αυτές τις παράνομες αποδοχές του golden boy, του προέδρου της Εθνικής Επιτροπής Τηλεπικοινωνιών και Ταχυδρομίων, να τις πάρουν και οι Πρόεδροι των ανωτάτων δικαστηρίων και αναλογικά όλοι οι δικαστές!Δηλαδή αντί το Μισθοδικείο αυτό να κρίνει ότι πρέπει με κάποιον τρόπο να κατέβουν οι παράνομες αυτές αποδοχές του golden boy, τις έδωσε και σε 6000 δικαστές και κατά συνέπεια, με βάση κάποιες άλλες αισχρές συνταγματικές διατάξεις, που τις αναφέρω παρακάτω, στα μέλη του Νομικού Συμβουλίου του Κράτους και τους βουλευτές! Σχεδόν διπλασίασε τις αποδοχές όλων αυτών, τη στιγμή που ήταν ήδη ψηλότερες από τις αποδοχές όλων των άλλων υπαλλήλων και λειτουργών του Κράτους!!! Η απόφαση αυτή πάρθηκε κατά πλειοψηφία. Μειοψήφισαν οι τρείς καθηγητές της Νομικής που μετείχαν στη σύνθεση, των οποίων η γνώμη (και η αγανάκτηση!) καταγράφεται στην απόφαση και λέει προφητικά ότι, αν το δικαστήριο δώσει αυτά τα χρήματα στους δικαστές «...κινδυνεύει να εξουθενώσει τα οικονομικά της χώρας, με συνέπεια την πρακτική αδυναμία του Κράτους να αντεπεξέλθει στις υποχρεώσεις του». Κι αυτό έγινε και το ζούμε σήμερα στο πετσί μας! Πόσα ήταν αυτά τα χρήματα; Βγαίνανε πολύ πάνω από δύο δισεκατομμύρια ευρώ, για 6000 δικαστές, ως αναδρομικά μισθολογικών διαφορών, συν τις συνεπαγόμενες αυξήσεις μέχρι του διπλασίου των ήδη παχυλότατων μισθών τους. Με βάση αυτή την απόφαση αρ. 13/2006 του Μισθοδικείου σε κάθε δικαστή αναλογούσαν μαζί με τους τόκους κατά μέσο όρο κάπου 200.000 ευρώ μόνο από αναδρομικά! Δηλαδή επειδή η πατρίδα μας είχε την στραβή τύχη να παίρνει κάποιο κρατικό golden boy, αντισυνταγματικά και παράνομα, όπως το ίδιο το Μισθοδικείο έκρινε, υψηλότατες αποδοχές, έπρεπε γι΄αυτήν την παρανομία να ...πληρώσει το κράτος στους δικαστές, τους βουλευτές και τα μέλη του ΝΣΚ πάνω από δύο δισεκατομμύρια ευρώ μόνο αναδρομικά για δήθεν μισθολογικές διαφορές και επιπλέον σχεδόν να διπλασιάσει τις ήδη κορυφαίες αποδοχές τους! Και νομίζεις αναγνώστη ότι η φρίκη τελειώνει εδώ; Γελιέσαι! &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Διάβασε και αυτά:&lt;br /&gt;Το Μισθοδικείο με αυτήν την κατάπτυστη, την αισχρή αριθμ. 13/2006 απόφασή του, λέει τα εξής: Ότι αφού ο νομοθέτης (δηλαδή η Βουλή και ο Πρόεδρος της Δημοκρατίας, δι΄εξουσιοδοτήσεως στους υπουργούς Οικονομικών και Μεταφορών - Επικοινωνιών) έδωσε τόσο υψηλές αποδοχές στον πρόεδρο της Εθνικής Επιτροπής Τηλεπικοινωνιών και Ταχυδρομίων, στο κρατικό golden boy, έπρεπε να τις δώσει και στους δικαστές, κατά την αυθαίρετη ερμηνεία του άρθρου 88 παρ. 2 Συντ., για να αποκατασταθεί η ισοτιμία των εξουσιών και η δικαστική ανεξαρτησία (δηλαδή η ίδια η δημοκρατία μας!) και μη δίνοντας αυτή την αύξηση, τα νομοθετικά όργανα του Κράτους, η Βουλή και ο Πρόεδρος της Δημοκρατίας, έχουν υποπέσει σε αδικοπραξία, περίπου εγκλημάτισαν, για να το πούμε απλά, με ζημιωθέντα θύματά τους όχι, όπως θα νόμιζε κανείς, τον λαό (που υποτίθεται ότι μετά το καίριο πλήγμα κατά της δικαστικής ανεξαρτησίας, που κατέφερε ο νομοθέτης καθορίζοντας πανύψηλες τις αποδοχές του προέδρου ΕΕΤΤ, στερήθηκε αυτός ο λαός ένα μέγιστο αγαθό, να δικάζεται δηλαδή από ανεξάρτητους δικαστές), αλλά τους ίδιους του δικαστές, τους οποίους πρέπει το κράτος να τους αποζημιώσει κατά το άρθρο 105 του Αστικού Κώδικα, που λέει ότι το Δημόσιο ευθύνεται για κάθε ζημία που προκαλούν τα όργανά του! Δηλαδή για να καταλάβεις καλύτερα, αναγνώστη (και στο εξηγώ πάλι όχι επειδή δεν έχεις μυαλό να καταλάβεις αλλά επειδή δεν το χωράει ο νούς σου), το Μισθοδικείο είπε τα εξής: Παράνομα και αντισυνταγματικά, κατά παράβαση του άρθρου 82 παρ. 2 Συντ., η Βουλή και ο Πρόεδρος της Δημοκρατίας, τα νομοθετικά όργανα, έδωσαν στον πρόεδρο της Εθνικής Επιτροπής Τηλεπικοινωνιών και Ταχυδρομίων πανύψηλες αποδοχές, διπλάσιες από τις δικαστικές. Και για να εξαλειφθεί αυτή η παρανομία, θα έπρεπε να δώσουν τις ίδιες παράνομες αποδοχές και στους δικαστές!!!, να πολλαπλασιάσουν δηλαδή εκθετικά την παρανομία! Και επειδή δεν το έκαναν αυτό, παρανόμησαν (!) και γι΄αυτή την παρανομία, γι΄αυτήν την αδικοπραξία, οφείλει το Κράτος να αποζημιώσει τους δικαστές με το ισόποσο των μισθολογικών διαφορών τους για όλα τα επίδικα χρόνια, και πρέπει το δικαστήριο να επιδικάσει τις αποζημιώσεις! Όσο και αν σου φαίνεται απίστευτο αναγνώστη, είναι δυστυχώς γεγονός ότι αυτό το διεντέρευμα το περιέχει η απόφαση του Μισθοδικείου ως θεμελιώδη νομική σκέψη του! Φρίκη! Δηλαδή κατά το Μισθοδικείο η χειρότερη μορφή παρανομίας, η αντισυνταγματικότητα, πατάσσεται με την εξάπλωσή της διά δικαστικής αποφάσεως! Τι κι αν το άρθρο 93 του Συντάγματος απαγορεύει την εφαρμογή από κάθε δικαστήριο αντισυνταγματικού νόμου; Το έγραψε στα παλιά της τα παπούτσια η πλειοψηφία του Μισθοδικείου. Ο Άρειος Πάγος σε απόφασή του (αριθ. 1589/2006 που εκδόθηκε λίγο πριν βγεί η φρικτή αυτή απόφαση του Μισθοδικείου) επί άλλου θέματος αλλά για τον ίδιο νομικό λόγο είπε ότι απαγορεύεται η «ισότητα της παρανομίας», δηλαδή είπε ότι αν κάποιος απολαμβάνει κάποιο παράνομο ως αντισυνταγματικό προνόμιο και η υπόθεση φτάσει στα δικαστήρια με αίτημα κάποιου τρίτου να εφαρμοστεί το προνόμιο, για λόγους ισότητας, και σ΄αυτόν, που τελεί στις ίδιες συνθήκες, δεν επιτρέπεται αυτό το αντισυνταγματικό προνόμιο να το εφαρμόσει το δικαστήριο και σε άλλες περιπτώσεις (και προσοχή, αναγνώστη, μην συγχέεις την περίπτωση αντισυνταγματικής παρανομίας με την παρανομία εκείνη που συνίσταται μόνο στην παραβίαση του ίδιου του άρθρου 4 του Συντάγματος περί ισότητος των ελλήνων, όταν δηλαδή ο νόμος καθ΄εαυτόν δεν είναι αντισυνταγματικός αλλά ρυθμίζει άνισα τα δικαιώματα προσώπων που τελούν στις ίδιες συνθήκες, οπότε χωρεί δικαστικό αίτημα για εξίσωση από όποιον υφίσταται την άνιση μεταχείριση).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Αυτή η απόφαση του Αρείου Πάγου (αριθ. 1589/2006) τινάζει και αναδρομικά στον αέρα το σύστημα των δικαστικών και βουλευτικών αποδοχών! Δεν έπρεπε να τη λάβει υπόψη το Μισθοδικείο; Δεν έπρεπε να πει στους ενάγοντες δικαστές ότι, κύριοι, εσείς ζητώντας εξίσωση με τις παράνομες, ως αντισυνταγματικές, αποδοχές του προέδρου ΕΕΤΤ ζητάτε «εξίσωση στην παρανομία»; Το Μισθοδικείο όμως έκανε το εντελώς αντίθετο: Το παράνομο και αντισυνταγματικό, κατά την κρίση αυτού του ιδίου, μισθολογικό υπερπρονόμιο του ανωτέρω κρατικού golden boy το έδωσε και σε όλους τους 6.000 δικαστές! Πάρε όμως αμέσως ένα χαπάκι κατά της ναυτίας, αναγνώστη, γιατί θα ζαλιστείς με τα εξής: Το Μισθοδικείο με την υπ΄αριθμ. 13/2006 απόφασή του διπλασίασε τις ήδη υψηλότατες αποδοχές των δικαστών, και πρώτα πρώτα του Προέδρου του Αρείου Πάγου. Πρόεδρος αυτού του Μισθοδικείου ήταν ο ίδιος ο τότε Πρόεδρος του Αρείου Πάγου! Δικηγόροι του Κράτους σ΄αυτή τη δίκη ήταν κάποια μέλη του Νομικού Συμβουλίου του Κράτους, που είχαν τεράστιο συμφέρον να...χάσει τη δίκη το Κράτος, να κερδίσουν οι δικαστές, διότι σύμφωνα με μια αισχρή διάταξη που μπήκε σαν τσόντα στο Σύνταγμα, το άρθρο 100Α, τα μέλη του Νομικού Συμβουλίου του Κράτους παίρνουν αποδοχές ίδιες με τους δικαστές! Είναι εικόνα δικαιοσύνης αυτή ή θυμίζει ανοιχτοσκέλα, πρόθυμη να κάνει τα γούστα του οποιουδήποτε; &lt;br /&gt;&lt;br /&gt;Γίνονται τέτοια πράγματα σε άλλη χώρα; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Πάρε όμως και άλλο χαπάκι, δύστυχε έλληνα, δύστυχε αναγνώστη, διότι θα ταραχθείς και με τα εξής. Κατά το Σύνταγμα (άρθρο 111 παρ. 2 που διατηρεί την ισχύ του Ζ/1975 ψηφίσματος, το οποίο διατηρεί σε ισχύ την από 22.12.1964 σχετική απόφαση της Ολομέλειας της Βουλής) η βουλευτική αποζημίωση εξισώνεται με τις αποδοχές του Προέδρου του Αρείου Πάγου. Αυτή η ρύθμιση έγινε το 1964 από τον Γεώργιο Παπανδρέου, το Γέρο της Δημοκρατίας…, ο οποίος παράλληλα είχε διπλασιάσει τους δικαστικούς μισθούς- και ας μην αναλογιστούμε γιατί τα έκανε όλα αυτά τα φαύλα ο σχωρεμένος…. Λοιπόν, η κατάπτυστη απόφαση αριθμ. 13/2006 του Μισθοδικείου στηρίχθηκε, όπως προανέφερα, στο σκεπτικό ότι παρανόμησαν οι βουλευτές με το να μην αυξήσουν τις αποδοχές των δικαστών. Αυξάνει, κατόπιν αυτής της παρανομίας, διπλασιάζει τις αποδοχές όλων των δικαστών και πρώτα πρώτα του Προέδρου του Αρείου Πάγου και αυτομάτως διπλασιάζονται, αφού εξισώνονται κατά το Σύνταγμα, και οι αποδοχές αυτών που παρανόμησαν, δηλαδή των βουλευτών!!! Πρόκειται για τα ποσά που είχαν μεταμορφωθεί σε «έκτακτη παροχή» στους δικαστές και σε 80% αύξηση και όπως μάθαμε πρόσφατα ζητούν ως αναδρομικά οι μισθολογικά ωφελούμενοι λόγω εξίσωσης συνταξιούχοι βουλευτές. Δηλαδή η αδικοπραξία - κατά την κρίση του ίδιου του Μισθοδικείου - της Βουλής, των βουλευτών, διπλασίασε τις αποδοχές των ίδιων των βουλευτών!!!!!!!!!!!!!!!!!!!!!! (Βάλε κι άλλα θαυμαστικά, αναγνώστη, και ψάξε να βρείς που πήγε η βασική νομική αρχή που λέει ότι, ο εξ οικείου πταίσματος ζημιούμενος ού δοκεί ζημιούσθαι).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Τώρα σταμάτα, αναγνώστη, να παίρνεις χαπάκια για ν΄αναποφύγεις την ναυτία. Δεν οφελούν, δεν την αποφεύγεις με τίποτε. Διάβαζε αν αντέχεις: Λένε οι βουλευτές, λένε οι δικαστές, λένε οι πάντες, νομίζει και ο ίδιος ο απληροφόρητος λαός (δυστυχώς και η νομική επιστήμη δεν ασχολήθηκε επαρκώς με το θέμα και το μόνο που γράφτηκε ήταν μια στατιστικού και συγκριτικού περισσότερο περιεχομένου μελέτη ενός δικαστή, καθώς επίσης και μια μονογραφία σε νομικό περιοδικό από τον ίδιο τον δικηγόρο εισηγητή της εν θέματι απόφασης, η οποία μονογραφία έχει μεν μεθοδολογική πληρότητα – αν και παραλείπει να πεί το κρίσιμης σημασίας γεγονός ότι από το 1952 μέχρι το 1986 η νομολογία του ΣτΕ θεωρούσε τη διάταξη του άρθρου 82 παρ. 2 Συντ. κατευθυντήρια και όχι επιτακτική και έτσι δεν επέτρεπε δικαστική αυθαιρεσία - αλλά από πλευράς ουσίας είναι απολύτως κενή!) λένε λοιπόν οι πάντες ότι για το θέμα υπάρχει δεδικασμένο, αφού έχουμε αμετάκλητη μάλιστα και όχι απλώς τελεσίδικη δικαστική απόφαση του Μισθοδικείου, που επιβάλλει όλη αυτή τη φρίκη, τις αυξήσεις των δικαστικών αποδοχών και κατά συνέπεια τις αυξήσεις των βουλευτικών αποδοχών. Ψέμα! Χυδαίο ψέμα! Κανένα δεδικασμένο δεν υπάρχει! Ποια είναι η πραγματικότητα;&lt;br /&gt;&lt;br /&gt;Διάβαζε και κοίτα πως σε κοροϊδεύουν, αναγνώστη: &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Κατ΄αρχήν η υπ΄αριθμ. 13/2006 αμετάκλητη απόφαση του Μισθοδικείου που δίνει τα δισεκατομμύρια ευρώ στους δικαστές, κατά συνέπεια και στα μέλη του Νομικού Συμβουλίου του Κράτους και στους βουλευτές, επέλυσε, όπως επέλυσε, νομικό και όχι πραγματικό ζήτημα και επομένως, όπως ξέρουν οι νομικοί, δεν πρόκειται περί κατά κυριολεξία δεδικασμένου. Κατά δεύτερον, η απόφαση αυτή εκδόθηκε, πρόσεξε αναγνώστη, στις 7.11.2006. Αλλά στις 5.12.2006, δηλαδή σ΄ένα μήνα, εκδόθηκε από το ίδιο δικαστήριο, το Μισθοδικείο, αντίθετη αμετάκλητη απόφαση, η αριθμ. 17/2006, που δεν δίνει τσακιστή δεκάρα στους δικαστές! Σ΄αυτή την απόφαση το ίδιο δικαστήριο, με άλλη σύνθεση, αποδέχθηκε κατά πλειοψηφία την δίκαιη και σωστή νομικά και πραγματολογικά άποψη που είχε μειοψηφήσει στην αριθμ. 13/2006 απόφαση! Και επειδή στις σημερινές συνθήκες τυχεροί είναι οι τρελοί, εύχομαι ολόψυχα να τρελαθείς, αναγνώστη, μ΄αυτό που θα διαβάσεις: Σου είπα ότι στις 5.12.2006 εκδόθηκε η αριθμ. 17/2006 απόφαση του Μισθοδικείου που, αντίθετα με την αριθμ. 13/2006 απόφαση, λέει ότι δεν δικαιούνται τα δισεκατομμύρια οι δικαστές. Την ίδια όμως μέρα, 5.12.2006, σε μισή ώρα, εκδόθηκε μια άλλη, η αριθμ. 23/2006 απόφαση του ίδιου του Μισθοδικείου που αντιστρέφει πάλι τα πράγματα, ταυτίζεται με την αριθμ. 13/2006 απόφαση και ξαναδίνει στους δικαστές δισεκατομμύρια!!! Δηλαδή σε μισή ώρα παίχτηκαν και χάθηκαν στο βρωμερό καζίνο ενός ανωτάτου δικαστηρίου, του Μισθοδικείου, στις πλάτες του έλληνα φορολογούμενου δισεκατομμύρια ευρώ! Από την εποχή που οι πρωτόγονοι άνθρωποι μαζεύονταν σε κάποια σπηλιά και ο φύλαρχος «δίκαζε» τους ημιάγριους, από τότε μέχρι τις 5.12.2006 δεν εκδόθηκαν ποτέ και πουθενά την ίδια μέρα για το ίδιο ακριβώς νομικό θέμα δύο αντίθετες αποφάσεις του ίδιου ανώτατου δικαστηρίου! Αυτό έγινε μόνο στις 5.12.2006, στο Μισθοδικείο! Η ελληνική δικαιοσύνη στην πιο ελεεινή στιγμή της ιστορίας της! Ρωτώ: Ποιο δεδικασμένο δημιουργείται, βρε άθλιοι, και ποιο νομικό ζήτημα επιλύεται και ποια νομολογία δημιουργείται από δύο αντιφατικές αμετάκλητες αποφάσεις ανωτάτου δικαστηρίου που εκδίδονται την ίδια μέρα; Η απάντηση είναι : Κανένα! Βάλτε τα αν θέλετε με τον συντακτικό νομοθέτη που δεν πρόβλεψε μηχανισμό άρσης τέτοιας αντίφασης (όπως προβλέπεται από το άρθρο 100 Συντ. στην περίπτωση αντιφατικών αποφάσεων μεταξύ ανωτάτων δικαστηρίων οπότε το λόγο έχει αμετακλήτως το Ανώτατο Ειδικό Δικαστήριο) αλλά μην λέτε στον δύστυχο λαό ότι, τι να κάνουμε, υπάρχει δεδικασμένο και πρέπει να τα σκάσουμε σε δικαστές, βουλευτές και μέλη του ΝΣΚ. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Πάντως η τότε κυβέρνηση τρόμαξε ή έκανε πως τρόμαξε το φανταστικό δεδικασμένο και υποχωρώντας στις ιταμές αξιώσεις των δικαστών, τους έδωσε με Κοινή Υπουργική Απόφαση των Υπουργών Οικονομικών και Δικαιοσύνης (ΚΥΑ 2/1601/022/30.1.2008, υπογραμμένη και δημοσιευμένη στο ΦΕΚ δύο φορές, σε δύο διαφορετικές ημερομηνίες!, απίστευτο, με τον ίδιο αριθμό!, απίστευτο, αλλά με παραλλαγμένο περιεχόμενο!, απίστευτο!!!, ρεζιλίκια πράγματα...) έδωσε, λέω, η Κυβέρνηση στους δικαστές δήθεν ως «έκτακτη παροχή», έτσι την ονόμασε,830.000.000 ευρώ που γράφτηκαν στους προϋπολογισμούς των ετών 2008, 2009, 2010, 2011, ουσιαστικά για να καλυφθούν οι αισχρά επιδικασθείσες αναδρομικές μισθολογικές δήθεν διαφορές τους (αυτό δεν το λέει η ΚΥΑ, το ομολογεί όμως ξεδιάντροπα το Ελεγκτικό Συνέδριο στην υπ΄αριθ. ΟλΕΣ 2078/2010 απόφασή του) και μάλιστα αυτή η ΚΥΑ, λόγω ιδίως της νομοτεχνικής αθλιότητάς της, αφήνει περιθώριο στους δικαστές να διεκδικήσουν και τα αναδρομικά και την «έκτακτη παροχή», σύμφωνα με την νομολογία των αριθ. 890/1956 και 1525/1966 αποφάσεων του Συμβουλίου της Επικρατείας, διότι τους έβαλε μεν η ΚΥΑ τους δικαστές να υπογράψουν υπεύθυνη δήλωση (τι ξεφτίλα!) ότι παραιτούνται από έστω και επιδικασθέντα (!) αναδρομικά, αλλά η νομολογία αυτή του ΣτΕ λέει ότι η παραίτηση αυτή είναι άκυρη! &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Επί πλέον με τροπολογία στο νόμο 3691/2008 για τη νομιμοποίηση μαύρου χρήματος έδωσε η τότε Κυβέρνηση στους δικαστές αύξηση περίπου 80%, και άρα από σπόντα (με το Ζ ψήφισμα και με τα άρθρα 111 παρ. 2 και 100Α του Συντάγματος) ίδια αύξηση στους βουλευτές και τα μέλη του Νομικού Συμβουλίου του Κράτους. «Έκτακτη παροχή» 830.000.000 ευρώ στους δικαστές συν αύξηση 80% των αποδοχών τους με 195.000.000 ευρώ γραμμένα στους ετήσιους προϋπολογισμούς, συν ανάλογες αυξήσεις, κατ΄επίπτωση, των αποδοχών των βουλευτών και των μελών του ΝΣΚ, ίσον το λιγότερο δύο δισεκατομμύρια ευρώ για τα παραπάνω χρόνια, πέρα και πάνω, όπως είπα, από τις ήδη παχυλότατες αποδοχές όλων αυτών! Αίσχος! Και μια σοβαρότατη παρενέργεια: Επειδή η Πολιτεία φοβήθηκε το μάτι της τους δικαστές, ψήφισε με τον ίδιο παραπάνω νόμο 3691/2008, άρθρο 57, ότι στο εξής απαγορεύεται να παίρνει κάποιος στον ευρύ δημόσιο τομέα αποδοχές μεγαλύτερες από του Προέδρου του Αρείου Πάγου, διότι σου λέει θα έρθουν οι δικαστές και θα ζητήσουν νέα εξίσωση! Αυτός ο περιορισμός όμως έχει τη σοβαρότατη συνέπεια να μην μπορεί το Κράτος και όλος ο δημόσιος τομέας να ψωνίσει από τη διεθνή αγορά τις υπηρεσίες ικανών τεχνοκρατών, που φυσικά χρυσοπληρώνονται. Αλλά εδώ θα βάλω εγώ και το εξής προβοκατόρικο ζήτημα: Τι θα γίνει αν παρόλα αυτά δοθούν σε κάποιο πρόεδρο ανεξάρτητης αρχής ή ΔΕΚΟ αποδοχές υψηλότερες από του Προέδρου του Αρείου Πάγου, κατά παράβαση του άρθρου 57 Ν. 3691/2008; Η δική σου λογική απάντηση, αναγνώστη, είναι ότι η αρμόδια Αρχή θα απορρίψει τον σχετικό χρηματικό κατάλογο, δεν θα πληρώσει. Η λογική όμως του Μισθοδικείου λέει ότι αυτή η παρανομία θα συνιστά και παραβίαση του άρθρου 82 παρ. 2 του Συντάγματος, θα πλήττεται έτσι καίρια η δικαστική ανεξαρτησία, η ισοτιμία των εξουσιών, η ίδια η δημοκρατία μας, χαμός, και για την αποκατάσταση της συνταγματικής τάξης θα πρέπει αυτή η παρανομία να… εξαπλωθεί ιλιγγιωδώς, να δοθούν οι ίδιες αποδοχές και στους δικαστές, επομένως και στους βουλευτές και τα μέλη του ΝΣΚ! Και αφού δοθούν, αυτομάτως θα… νομιμοποιηθούν και οι παράνομες αποδοχές του προέδρου της ανεξάρτητης αρχής ή της ΔΕΚΟ, αφού πλέον θα είναι ίσες με εκείνες του Προέδρου του Αρείου Πάγου! Δηλαδή από τον νόμο στην παρανομία και από την παρανομία στον νόμο! Καταλαβαίνεις, αναγνώστη, πόσο τερατώδης και φαυλοκυκλική γίνεται η λογική της αριθ. 13/2006 αποφάσεως του Μισθοδικείου που μοίρασε τα δισεκατομμύρια στους δικαστές, στους βουλευτές και τα μέλη του ΝΣΚ; Με τέτοιες λογικές φτάσαμε στην χρεοκοπία! Τουλάχιστον ας ορθοφρονίσουμε για το μέλλον… Διότι επιτέλους μ΄εμάς ό,τι έγινε έγινε. Ας προσέξουμε τουλάχιστον για την νέα γενιά, γιατί αν εξακολουθήσουμε τέτοια αίσχη θα καταστρέψουμε την ζωή της, και αυτή θα μας καταστρέψει τον θάνατο - θα έρχεται και θα φτύνει στους τάφους μας.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Αναγνώστη, και κατά το Σύνταγμα, άρθρο 25, και κατά το νόμο, άρθρο 281 Αστικού Κώδικα, απαγορεύεται η καταχρηστική άσκηση δικαιώματος. Δηλαδή, δεν μπορείς κάποιο υπαρκτό δικαίωμα σου να το ασκήσεις, αν αυτή η άσκησή του υπερβαίνει προφανώς τα όρια της καλής πίστης, των χρηστών ηθών και τον οικονομικό και κοινωνικό σκοπό του δικαιώματος. Αν γίνουν δεκτά από ένα δικαστήριο, αν αποδειχθούν δηλαδή, γεγονότα που κατά καλόπιστη και ηθική κρίση, προσβλέποντας και στο οικονομικά και κοινωνικά δέον, συνιστούν κατάχρηση δικαιώματος, τότε η αγωγή του δικαιωματούχου απορρίπτεται. Στην προκειμένη περίπτωση δεν υπάρχει τίποτε πιο αντίθετο στην καλή πίστη, τίποτε πιο αντίθετο στα χρηστά ήθη, τίποτε πιο καταστρεπτικό οικονομικά, τίποτε πιο αντικοινωνικό από το να παίρνεις τις παράνομες και αντισυνταγματικές αποδοχές ενός ατόμου, ενός golden boy, και να τις επεκτείνεις σε όλους τους δικαστές, σε όλους τους βουλευτές, σε όλα τα μέλη του Νομικού Συμβουλίου του Κράτους και να διπλασιάζεις τις αποδοχές όλων αυτών, όταν μάλιστα ήδη βρισκότανε όλοι αυτοί στην κορυφή της μισθολογικής πυραμίδας! &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Έπρεπε λοιπόν το Μισθοδικείο, ακόμα και μετά την άθλια και αντιεπιστημονική παραδοχή των δικαιωμάτων των δικαστών, έπρεπε εφαρμόζοντας τα άρθρα 25 Συντ και 281 ΑΚ, αφού συνέτρεχαν όλοι οι παραπάνω όροι, να κρίνει και αυτεπαγγέλτως, αφού γνώριζε τα γεγονότα που επέβαλαν την εφαρμογή, ότι η άσκηση αυτών των δικαιωμάτων είναι καταχρηστική και ν΄απορρίψει τις αγωγές τους. Δεν το έκανε. Και το χειρότερο: Δεν προέβαλε το Δημόσιο τέτοια ένσταση! Φοβερό! Τρομερό! Αν ασκούσε ένσταση καταχρηστικής ασκήσεως δικαιώματος το Δημόσιο και την απέρριπτε το Μισθοδικείο, σίγουρα θα ξέσκιζαν όλοι οι νομικοί τα πτυχία τους, από ντροπή. Γιατί λοιπόν οι δικηγόροι του Δημοσίου, δηλαδή τα μέλη του Νομικού Συμβουλίου του Κράτους, δεν πρόβαλαν στο Μισθοδικείο αυτήν την ένσταση; Δεν ξέρω. Εκείνο που ξέρω είναι ότι είχαν, όπως είπα, τεράστιο συμφέρον να χάσει το Δημόσιο, να κερδίσουν τη δίκη οι δικαστές, να διπλασιαστούν οι αποδοχές τους και κατά συνέπεια, κατά το άρθρο 100 Α Συντ, να διπλασιαστούν και οι αποδοχές των ίδιων των μελών του Νομικού Συμβουλίου του Κράτους.&lt;br /&gt;Από όπου και αν πιάσεις την επίμαχη ληστρική απόφαση του Μισθοδικείου η βρωμιά της είναι ανυπόφορη. Διότι όποιος έμαθε νομικά σε πανεπιστήμιο και όχι σε αχούρι ευλόγως διερωτάται : Το Μισθοδικείο έκρινε (αισχρά) ότι η εξίσωση των αποδοχών των δικαστών προς εκείνες του μοιραίου golden boy, του προέδρου της ΕΕΤΤ, επιβάλλεται (τάχα) ευθέως από το Σύνταγμα, το άρθρο 88 παρ. 2, και άρα, κατά λογική συνέπεια, η καταβολή τους ήταν υπόθεση διατάκτου και όχι νομοθέτου. Γιατί λοιπόν έκρινε ως αδικοπραξία την παράλειψη του νομοθέτου να θέσει κάποιον νόμο περιττό, ίσως απλώς διευθετικό ήδη γεγενημένων (υποτίθεται) δικαιωμάτων; Βέβαια υπάρχει κάποιο δυσάρεστο προηγούμενο που ήθελαν να αποφύγουν οι δικαστές: Διότι κάποιους αυθαίρετους χρηματικούς καταλόγους που συνέταξαν άλλοτε οι δικαστές στη βάση δήθεν ευθέως στο Σύνταγμα εδραζομένου μισθολογικού δικαιώματός τους, απέρριψε εν ψυχρώ ο στιβαρός Αλέκος Παπαδόπουλος, Υπουργός κάποτε Οικονομικών, και δεν υποχώρησε ούτε όταν ο Εισαγγελέας Εφετών διέταξε (άκουσον, άκουσον!) τη σύλληψη της προϊσταμένης Δ.Ο.Υ Πειραιώς που, εκτελώντας εντολή του άξιου Υπουργού, αρνήθηκε να πληρώσει…&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Αναγνώστη, τι έπρεπε να κάνει τότε, το 2006, η αγαθιάρα Κυβέρνηση Καραμανλή μόλις βγήκε αυτή η αισχρή απόφαση του Μισθοδικείου; Να σημειώσω ότι ο ίδιος ο Καραμανλής από τις αρχές ήδη του 2006 είδε τον κίνδυνο από τέτοιες δικαστικές αποφάσεις και μίλησε σχετικά στην Κοινοβουλευτική ομάδα της ΝΔ, αλλά δεν έγινε τίποτε… Τι έπρεπε όμως να γίνει αν η Κυβέρνηση ήξερε και είχε τη θέληση και το σθένος να κυβερνήσει; Έπρεπε αμέσως, αστραπιαία και δυναμικά να εκδοθεί καταλογιστική πράξη κατά του golden boy, του προέδρου της Εθνικής Επιτροπής Τηλεπικοινωνικών και Ταχυδρομίων, στην εξής βάση : Αφού ένα ανώτατο δικαστήριο, το Μισθοδικείο, έκρινε παράνομες και αντισυνταγματικές τις αποδοχές του κατά το ποσό που υπερβαίνουν τις αποδοχές των Προέδρων των ανωτάτων δικαστηρίων, καταλογίζω το υπερβάλον και διατάζω την επιστροφή του, καταλύοντας έτσι τη βάση της απαιτήσεως των δικαστών!Οπότε προκαλώντας το ίδιο το Κράτος παλινδικία (με κατάλληλη χρήση ενδίκων μέσων, όπως αναψηλάφιση των σχετικών δικών καθώς και ανακοπές κατά των απαιτήσεων για οψιγενή λόγο στο στάδιο της εκτέλεσης, κατ΄εφαρμογή και του αξιώματος sublata causa, tollitur effectus, αιρομένης της αιτίας αίρεται το αποτέλεσμα) θα κέρδιζε το Κράτος τις νέες δίκες και οι δικαστές θα έχασκαν περιμένοντας ματαίως τα αισχρώς επιδικασθέντα αρχικά δισεκατομμύρια ευρώ! &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Αντί γι΄αυτό η τότε Κυβέρνηση τα χάρισε τα δισεκατομμύρια στους δικαστές και στους μισθολογικά αρκαντάσηδες αυτών, στα μέλη του Νομικού Συμβουλίου του Κράτους και τους βουλευτές... Και μου έρχεται, ρε παιδιά, στο νού ένα περιστατικό που συνέβη στην αρχαία Αθήνα και το αναφέρει ο Στοβαίος: «Δημοκράτης ιδών κλέπτην υπό των ένδεκα απαγόμενον, Άθλιε, έφη, τι γαρ τα μικρά έκλεπτες αλλ΄ού τα μεγάλα, ίνα και εσύ άλλους απήγες!» Δηλαδή, Κάποιος ονόματι Δημοκράτης βλέποντας έναν κλέφτη να τον πηγαίνουν φυλακή οι έντεκα (δεσμοφύλακες), Ρε μαλάκα, του είπε, γιατί έκλεβες τα «μικρά», ψιλοπράγματα, και όχι «τα μεγάλα», τα δισεκατομμύρια, για να πήγαινες εσύ τους άλλους φυλακή, αφού τότε θα ήσουν εσύ νομοθέτης και δικαστής! &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Νομικά και ουσιαστικά θεμελιώνεται και αποδεικνύεται το εξής απίστευτο: Ότι οι αποδοχές των λειτουργών των δύο τρίτων της κρατικής εξουσίας, της νομοθετικής και της δικαστικής (η άλλη είναι η εκτελεστική) διαμορφώθηκαν με μια ληστρική δικαστική απόφαση που καταλόγισε δήθεν αδικοπραξία στα νομοθετικά όργανα της δημοκρατίας μας: Είναι η αριθμ. 13/2006 απόφαση του δικαστηρίου του άρθρου 88 παρ. 2 του Συντάγματος, του λεγόμενου Μισθοδικείου!...Αυτό είναι τρελό, είναι απίστευτο! Είναι το μεγαλύτερο, το πιο αδιανόητο σκάνδαλο! Και με ζώνουν φίδια, κροταλίες και βόες, ότι σ΄αυτό το σκάνδαλο βρίσκεται η βαθύτερη ρίζα όλων των σκανδάλων, από το Βατοπέδι μέχρι την παρακολούθηση των τηλεφώνων όλης της πολιτικής – και όχι μόνο – ηγεσίας της χώρας μας. Και ότι αυτά τα δισεκατομμύρια, των δικαστών, των βουλευτών, των μελών του ΝΣΚ, λόγω της εγγραφής τους στους πιο κρίσιμους προϋπολογισμούς των ετών 2008 μέχρι 2011, ήταν η μοιραία ποσότητα που έκανε το ποτήρι της χρεοκοπίας να ξεχειλίσει! &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Πρόσεξε και αυτά, αναγνώστη. Το Μισθοδικείο καταλόγισε, όπως προανέφερα, αδικοπραξία (παράλειψη εξομοιώσεις των δικαστικών αποδοχών προς εκείνες του προέδρου της ΕΕΤΤ) στον νομοθέτη, του οποίου η έννοια συγκροτείται, κατά το άρθρο 26 του Συντάγματος, από την Βουλή και τον Πρόεδρο της Δημοκρατίας. Και θα έλεγε κάποιος ανόητος ότι η εν προκειμένω αδικοπραξία έχει τυπικό χαρακτήρα. Αλλά αυτή η «τυπική» αδικοπραξία του Προέδρου της Δημοκρατίας είχε το ουσιαστικότατο αποτέλεσμα ότι διπλασίασε τη χορηγία του, αφού κατά τον Ν. 565/1977 αυτή η χορηγία ανέρχεται στο 5πλάσιο της βουλευτικής αποζημίωσης, που, κατά τ΄ανωτέρω, διπλασιάζεται με τον διπλασιασμό των αποδοχών του Προέδρου του Αρείου Πάγου από το Μισθοδικείο! Καταλαβαίνεις αναγνώστη, πόσο βαριά είναι η προσβολή κατά του προσώπου του σεβαστού Προέδρου, να του καταλογίζεις αδικοπραξία και να τον… αμείβεις γι΄αυτήν με διπλασιασμό των αποδοχών του! Αλλά και οι αποδοχές του Πρωθυπουργού και των Υπουργών έχουν βάση υπολογισμού την (διπλασιασθείσα) βουλευτική αποζημίωση! Δηλαδή, αναγνώστη, το λατρευτό μας Μισθοδικείο, σε καιρό έσχατου δημοσιονομικού κινδύνου της χώρας μας διπλασίασε τις αποδοχές των λειτουργών του συνόλου της εθνικής ηγεσίας μας, του «δίφρου της πολιτείας», όπως έλεγαν σε άλλους καιρούς, και μάλιστα στη βάση μιας δήθεν αδικοπρακτικής συμπεριφοράς που της καταλόγισε.! Και δεν έχει καμιά σημασία αν η ηγεσία αυτή αποδέχθηκε ή αποποιήθηκε την «ευεργεσία», διότι, όπως προανέφερα, η αποποίηση αποδοχών από δημόσιο υπάλληλο ή λειτουργό είναι, κατά το ΣτΕ και τη θεωρία, άκυρη και ανίσχυρη. Καλά λέω εγώ λοιπόν, ότι αν αναλογιστούμε τις διαστάσεις του κακού που προκάλεσε η αριθ. 13/2006 απόφαση του Μισθοδικείου, θα σκεφτούμε ότι τα αναστήματα των καθηγητών της Νομικής που μετείχαν στην σύνθεσή του και που εις μάτην αντέδρασαν, επισημαίνοντας δραματικά τον κίνδυνο δημοσιονομικής καταστροφής της χώρας, θα σταθούν κάποτε δίπλα στις μορφές των Τερτσέτη και Πολυζωίδη… Κάποτε, λέω. Όταν θα βγούμε από την απόλυτη ταραχή, οπότε με νηφιαλότητα θα γραφεί η ιστορία της κρίσης, και είμαι βέβαιος ότι τη σκοτεινότερη σελίδα της θα γεμίζει η αριθμ. 13/2006 επάρατη απόφαση του Μισθοδικείου.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Θα γράψω και κάτι ακόμα και θα το γράψω με πολύ δισταγμό, τρέμοντας, διότι φοβάμαι ότι όπου με βρείς, αναγνώστη, αν δεν με πλακώσεις στο ξύλο, πάντως σίγουρα θα με φτύνεις, θα με λές ψεύτη, απατεώνα, τι είναι αυτά που γράφεις! Διότι θα θεωρήσεις ψέμα μου, είναι αδύνατο να πιστέψεις ότι συνέβη και το εξής: Το Διοικητικό Πρωτοδικείο Αθηνών δικάζοντας την πρώτη αγωγή δικαστή που στηριζόταν στην παραπάνω κατάπτυστη και αισχρή απόφαση του Μισθοδικείου, είπε (αριθμ. απόφασης 1445/2007) ότι αφού παρανόμησαν τα νομοθετικά όργανα του Κράτους, η Βουλή και ο Πρόεδρος της Δημοκρατίας, με το να μη δώσουν και στους δικαστές τις αποδοχές του golden boy, του Προέδρου της Εθνικής Επιτροπής Τηλεπικοινωνιών και Ταχυδρομίων, ανάγκασαν τους καημένους τους δικαστές να κάνουν αγωγές, κατά χιλιάδες, και αυτό προκάλεσε «εντυπώσεις στο ευρύ κοινό που δημιουργήθηκαν από δυσμενείς κρίσεις» κατά των δικαστών από τους δημοσιογράφους. Γι΄αυτά τα δυσμενή σχόλια καταδικάσθηκε το Δημόσιο να πληρώσει στον συγκεκριμένο ενάγοντα δικαστή, πέρα από τα αναδρομικά, χρηματική ικανοποίηση για ηθική βλάβη 5.000 ευρώ, δηλαδή ο λογαριασμός για το σύνολο των 6000 δικαστών βγαίνει 30.000.000 ευρώ! Πλήρωνε λοιπόν, φορολογούμενε αχάριστε λαέ, κόψτε το λαιμό σας και βρέστε να πληρώσετε κι εσείς, κωλόπαιδα άνεργοι και εξτρατσήδες, που ενώ έπρεπε να πανηγυρίζετε για τον διπλασιασμό των δικαστικών αποδοχών και των αποδοχών των βουλευτών και των μελών του Νομικού Συμβουλίου του Κράτους, ενώ έπρεπε να παλαβώσετε από χαρά που οι δικαστές εξανάγκασαν το Κράτος να πληρώσει δισεκατομμύρια ευρώ σ΄αυτούς, στους βουλευτές και στα μέλη του ΝΣΚ και αποκαταστάθηκε μ΄αυτόν τον τρόπο η δικαστική ανεξαρτησία και η ισοτιμία των εξουσιών, δηλαδή η ίδια η δημοκρατία μας, εσείς οι τρισάθλιοι δυσαρεστηθήκατε, σχηματίσατε άσχημες εντυπώσεις εναντίον όλων αυτών! &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Για τον ίδιο ακριβώς νομικό λόγο (μάλλον νομικό παραλογισμό) δικαιούνται και οι βουλευτές από το Δημόσιο (και ας μη μου πεί κάποιος νομικός φωστήρας ότι δεν δικαιούνται, βάσει της ανωτέρω αισχρής νομολογίας) από 5.000 ευρώ (πέρα από τα αναδρομικά τους) χρηματική ικανοποίηση λόγω ηθικής βλάβης ο καθένας, διότι με το να μην αυξήσουν οι ίδιοι στο ύψος των αποδοχών του Προέδρου της ΕΕΤΤ τις αποδοχές των δικαστών, υπέπεσαν - είπε το ληστρικό Μισθοδικείο - σε αδικοπραξία η οποία προκάλεσε την αύξηση των αποδοχών των δικαστών, και άρα, βάσει του Συντάγματος, αυτών των ίδιων, των βουλευτών, που αναγκάστηκαν γι΄αυτό το λόγο να κάνουν αγωγές κατά του δύστροπου Δημοσίου, οι οποίες αγωγές προκάλεσαν επίσης, όπως όλοι γνωρίζουμε, δυσμενείς εντυπώσεις στο ευρύ κοινό και άρα και αυτοί δικαιούνται από το Δημόσιο όπως ακριβώς και οι δικαστές, για τον ίδιο ακριβώς λόγο, την χρηματική ικανοποίηση των 5000 ευρώ, για ηθική βλάβη που προκάλεσαν οι ίδιοι στον εαυτό τους! Τρελά πράγματα! Ώστε βλαμμένοι οι δικαστές, βλαμμένοι οι βουλευτές, βλαμμένα τα μέλη του Νομικού Συμβουλίου του Κράτους…., όλους τους βγάζει ηθικά βλαμμένους η λογική της παραπάνω απόφασης του Διοικητικού Πρωτοδικείου Αθηνών και δικαιολογεί για όλους 5.000 ευρώ στον καθένα για επανόρθωση της ηθικής βλάβης! Είναι δυνατό να πιστέψεις ότι συνέβησαν όλα αυτά, αναγνώστη;Είναι δυνατόν να φανταστείς τόσο τρελή την Δικαιοσύνη μας; Γι΄αυτό σου λέω, πρέπει να κυκλοφορώ καμουφλαρισμένος γιατί αλλιώς όπου με βρίσκεις θα με δέρνεις αλύπητα, θα με φτύνεις και θα με λές ψεύτη, τι είναι αυτά που γράφεις και μας αναστατώνεις! Αλλά δυστυχώς για σένα, αναγνώστη, και για ολόκληρο το λαό δεν είμαι ψεύτης... Να πώ παρεμπιπτόντως (αν αρμόζει) ότι εργασία μου σχετική με όσα διαβάζεις εδώ έθεσα υπόψη διακεκριμένων συνταγματολόγων και άλλων καθηγητών Νομικής, οι οποίοι όλοι συντάχθηκαν απολύτως και με την νομική και με την πραγματολογική επιχειρηματολογία μου. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Αναγνώστη, σε πλήγωσαν, το ξέρω, οι σκληρές αλήθειες που διάβασες. Σφίγγεται η καρδιά σου από πόνο για την αδικημένη Ελλάδα. Δέξου λοιπόν σαν βάλσαμο ένα ποίημα που εμένα πολύ με συγκινεί. Είναι του Πάνου Βίγλαρη.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ο Πόντιος της Εδέσσης&lt;br /&gt;Ο μπάτης άνθινης πνοής, την ώρα πώγερνε στη δύση&lt;br /&gt;ο ήλιος, της εαρινής δροσιάς να μου φυσίση,&lt;br /&gt;στην Έδεσσα υδροχαρής ο μυροφόρος μπάτης,&lt;br /&gt;ήλθ΄απ΄εξώστη ιλαρής αλκής ήλθ’ η χαρά της&lt;br /&gt;λιανό τραγούδι βοσκαράς να ειπή από τη φτέρα,&lt;br /&gt;ο Πόντιος χορευταράς στην ίδια του φλογέρα,&lt;br /&gt;ήλθε να ακούσω τ’ όμορφο τραγούδι με σκοπό&lt;br /&gt;τον δρόμο νάβρω πώψαχνα τις νύχτες να ρωτώ&lt;br /&gt;αν θάβλεπα τον τόπο μου νάχει στον ήλιο μοίρα&lt;br /&gt;κάτω απ΄το βλέμμα του θεού στη φοβερή του γύρα.&lt;br /&gt;Ο Πόντιος χορευταράς! Η φοβερή γύρα της χορευταρούς Ελλάδας μέσα στην Ιστορία! Ας είμαστε αισιόδοξοι…. – προπαντός όμως συνετοί, δυνατοί και δραστήριοι! &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Πρόταση: Πρέπει να μελετήσουμε εντατικά, πολύ συστηματικά τους θεσμούς, να βρούμε τα κακώς κείμενα, έτσι ώστε στην προσεχή αναθεώρηση του Συντάγματος, που πρέπει να είναι σαρωτική, να βάλουμε γερά θεσμικά θεμέλια για μιά Νέα Ελλάδα. Σ΄αυτό αποβλέποντας, πρέπει και να τεθεί σε απόλυτη προτεραιότητα η κατάργηση των βρώμικων διατάξεων των άρθρων 82 παρ. 2, 100 Α και 111 παρ. 4, που αποτέλεσαν το συνταγματικό πρόσχημα για τα καταστροφικά μισθολογικά υπερπρονόμια των δικαστών, των βουλευτών και των μελών του Νομικού Συμβουλίου του Κράτους. Γενικότερα πρέπει οι θεσμοί μας να μην επιτρέψουν ποτέ πιά σε κάποιους να νομίζουν ότι είναι «τη Παναϊας τα κάτας», γάτες, δηλαδή, της Παναγιάς, όπως λέμε οι Πόντιοι για όσους έχουν σκανδαλώδη προνόμια – και αυτοί είναι μυριάδες, σε όλο το κοινωνικό σώμα, από τους χρυσοκάνθαρους νεόπλουτους μέχρι τα πάμπολα τσιμπούρια στις ΔΕΚΟ και μέχρι τους εξουσιαστικούς τόπακες, που όλοι μαζί αυτοί κατάντησαν την γλυκιά Ελλάδα μας από Ευ σε Φευ του κόσμου…&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Και κάτι ακόμα: Είναι χαρακτηριστικό της εθνικής παθογένειας το ότι δεν υπήρξε, εξ όσων τουλάχιστον γνωρίζω, κανείς δικαστής, κανένας βουλευτής (όταν βγήκε στη σύνταξη…), κανένα μέλος του ΝΣΚ που ν΄αποποιήθηκε το αμαρτωλό χρήμα του Μισθοδικείου που όπως είπα παραπάνω μεταμορφώθηκε σε «έκτακτη παροχή» με την ΚΥΑ 2/1601/0022/30.1.2008 και σε αύξηση 80% με τον ν. 3691/2008. Πριν τις οριζόντιες περικοπές σε μισθούς και συντάξεις προηγήθηκε, ως αιτία τους, η ηθική οριζοντίωση των ταγών μας αλλά και της ίδιας της κοινωνίας μας. Χαυνοπολίτες, εγω-πρόβατα πολιτικών τσελιγκάτων, αυτοί ήμασταν… Και αν μας τύχαιναν κάποιες άγρυπνες και ανήσυχες συνειδήσεις, τους απομονώναμε γρήγορα, τους περνούσαμε για ψώνια, κορόϊδα… Πρόσφατα μας παρηγόρησε το Κίνημα των Αγανακτισμένων. Δυστυχώς όμως τα γεγονότα στο Σύνταγμα κατά την ψήφιση του Μεσοπρόθεσμου έδειξαν ότι και αυτοί, λόγω ακριβώς της ανυπαρξίας μιας σφριγηλής κοινωνικής συνείδησης ως υποδομής τους, πάνε – μακάρι να βγώ ψεύτης - να κυριευθούν από αναρχικές δυνάμεις, που οδηγούν στο εσκαμοτάρισμα των κοινωνικών αγώνων – η λέξη εσκαμοτάρισμα χρησιμοποιήθηκε από τον Λένιν για τους Εσέρους, για τον αστόχαστο και αντικειμενικά βλαβερό για την εργατική τάξη υπερεπαναστατικό ζήλο τους. Πάντως οφείλουμε να παραδεχθούμε ότι οι Αγανακτισμένοι ενέταξαν την ατομική πολιτική πράξη στη μαζική δράση και την έβαλαν στην καθημερινότητα. Δείχνει όμως η πορεία του Κινήματος αυτού ότι παράλληλα αν όχι πρωτίστως χρειαζόμαστε υψηλόφρονα στοχασμό των θεσμών, βαθιά, κοπιώδη μελέτη τους, με άγρυπνο ενδιαφέρον για την Δημοκρατία μας και με την επίγνωση ότι πατριωτισμός σημαίνει προπαντός σοβαρότητα – η Ελλάδα δεν υπάρχει για πλάκα! Γι΄αυτό λέω ότι πρέπει να κάνουμε προσωπική μας υπόθεση την αναθεώρηση του Συντάγματος, δηλαδή των θεσμών μας, να συμμετάσχουμε ο καθένας με υψηλής στάθμης πολιτική συνείδηση στη ζύμωση – και τους αγώνες! – ώστε να δημιουργήσουμε ένα ΝΕΟ ΣΥΝΤΑΓΜΑ ΓΙΑ ΜΙΑ ΝΕΑ ΕΛΛΑΔΑ.&lt;br /&gt;Θεσσαλονίκη, Ιούνιος 2011&lt;br /&gt;=========================================================&lt;br /&gt;Επιτρέπεται και είναι επιθυμητή από τον συντάκτη η ελεύθερη διάδοση του παρόντος κειμένου με οποιοδήποτε τρόπο. Για διάλογο μαζί μου ή τυχόν αντιδράσεις τηλεφωνήστε στο 6932 916443.&lt;br /&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/7297253178674625102/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2012/01/blog-post.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/7297253178674625102'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/7297253178674625102'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2012/01/blog-post.html' title='Δικαστές, Εισαγγελείς, Βουλευτές, Μέλη του Νομικού Συμβουλίου του Κράτους: Η άσχημη πλευρά του θέματος των αποδοχών τους.'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-3912353295535883611</id><published>2011-12-07T18:15:00.001+02:00</published><updated>2011-12-07T18:27:58.848+02:00</updated><title type='text'>KAHLIL GIBRAN-Επίκαιρος όσο ποτέ άλλοτε!!!</title><content type='html'>Ο ΚΗΠΟΣ ΤΟΥ ΠΡΟΦΗΤΗ&lt;br /&gt;
................................έμεινε σιωπηλός, και κοίταξε πέρα προς τους λόφους&lt;br /&gt;
και προς τους απέραντους αιθέρες, κι ήταν μια αμάχη στη σιωπή του.&lt;br /&gt;
«Φίλοι μου και συνοδοιπόροι μου, να λυπάστε το έθνος που είναι γεμάτο&lt;br /&gt;
πίστη κι άδειο από θρησκεία.&lt;br /&gt;
Να λυπάστε το έθνος που φορά ένα ρούχο&amp;nbsp; που δεν το έχει υφάνει, που τρώει &lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;ψωμί που&lt;img alt=&quot;&quot; class=&quot;mceWPmore mceItemNoResize&quot; data-mce-src=&quot;http://karakaksa.wordpress.com/wp-includes/js/tinymce/plugins/wordpress/img/trans.gif&quot; src=&quot;http://karakaksa.wordpress.com/wp-includes/js/tinymce/plugins/wordpress/img/trans.gif&quot; title=&quot;Περισσότερα...&quot; /&gt;δεν το έχει θερίσει και πίνει κρασί που δεν έχει τρέξει από το πατητήρι του.&lt;br /&gt;
Να λυπάστε το έθνος που ονομάζει το βίαιο άνθρωπο ήρωα, και βλέπει το&lt;br /&gt;
λαμπροφορεμένο κατακτητή γενναιόδωρο.&lt;br /&gt;
Να λυπάστε το έθνος που περιφρονεί το πάθος στ&#39; όνειρό του, κι ωστόσο&lt;br /&gt;
γίνεται σκλάβος του στον ξύπνιο του.&lt;br /&gt;
Να λυπάστε το έθνος που δεν υψώνει τη φωνή του παρά μόνο σα βρίσκεται&lt;br /&gt;
σε κηδεία, δεν περηφανεύεται παρά μονάχα σα βρίσκεται μέσα στ&#39; αρχαία&lt;br /&gt;
μνημεία του, και δεν ξεσηκώνεται παρά μονάχα όταν ο λαιμός του βρίσκεται&lt;br /&gt;
ανάμεσα στο σπαθί και στην πέτρα.&lt;br /&gt;
Να λυπάστε το έθνος που ο κυβερνήτης του είναι αλεπού, ο φιλόσοφός&lt;br /&gt;
του ταχυδακτυλουργός, και η τέχνη του, τέχνη μπαλώματος και μιμικής.&lt;br /&gt;
Να λυπάστε το έθνος που υποδέχεται τον καινούργιο κυβερνήτη του&lt;br /&gt;
με σαλπίσματα και τον αποχαιρετά με γιουχαίσματα, για να καλωσορίσει&lt;br /&gt;
και πάλι κάποιον άλλο με σαλπίσματα.&lt;br /&gt;
Να λυπάστε το έθνος που οι σοφοί του&amp;nbsp; είναι βουβοί από τα χρόνια και&lt;br /&gt;
που οι δυνατοί του άντρες ακόμα στην κούνια.&lt;br /&gt;
Να λυπάστε το έθνος που είναι χωρισμένο σε κομμάτια, και που κάθε&lt;br /&gt;
κομμάτι θεωρεί τον εαυτό του ένα έθνος».</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/3912353295535883611/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2011/12/kahlil-gibran_07.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/3912353295535883611'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/3912353295535883611'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2011/12/kahlil-gibran_07.html' title='KAHLIL GIBRAN-Επίκαιρος όσο ποτέ άλλοτε!!!'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-7689611967787547129</id><published>2011-12-06T19:56:00.001+02:00</published><updated>2011-12-06T20:05:49.510+02:00</updated><title type='text'>Mural Mosaic</title><content type='html'>&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; font-family: Times New Roman;&quot;&gt;&lt;span style=&quot;color: black; font-weight: bold;&quot;&gt;Στην
 πόλη Cohrane, κοντά στο Κάλγκαρι του Καναδά, έγινε η παρουσίαση αυτής 
της απίστευτης τοιχογραφίας διαστάσεων 3,65m ύψος Χ 5,50m πλάτος. &lt;br /&gt;


Πρόκειται για ένα παζλ από 180 άλλα αυτόνομα έργα διαστάσεων 0,30cm Χ 
0,30cm το καθένα, που ζωγράφισαν 180 διαφορετικοί ζωγράφοι.&lt;br /&gt;Πατώντας 
το παρακάτω link μπορείτε να δείτε κάνοντας κλικ πάνω σε κάθε 
τετραγωνάκι το κάθε έργο χωριστά, τον τίτλο και το δημιουργό του.&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.muralmosaic.com/Cochrane.html&quot;&gt;See Mural Mosaic&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/7689611967787547129/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2011/12/cohrane-365m-550m.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/7689611967787547129'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/7689611967787547129'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2011/12/cohrane-365m-550m.html' title='Mural Mosaic'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-4442283438717061493</id><published>2011-12-06T19:40:00.001+02:00</published><updated>2011-12-06T19:45:14.387+02:00</updated><title type='text'>Ναι, θα έφευγα . . .</title><content type='html'>&lt;div class=&quot;yiv1246512595ecxWordSection1&quot;&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;(της Μάρως Κουρή)&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Όχι επειδή υπάρχει κρίση.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Όχι επειδή οι δουλειές είναι δύσκολες.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;. . . Όχι επειδή με ζορίζει το δάνειο.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Αλλά επειδή ζω σε μια χώρα που οι συμπατριώτες μου μάλλον δεν αγαπούν &lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;τελικά, μιας και αγάπη χωρίς σεβασμό δεν υπάρχει.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Δεν
 μιλώ για τους φοροφυγάδες, τους επαγγελματίες συνδικαλιστές, τα πάσης 
φύσεως λαμόγια. Μιλώ για μια πολύ μεγαλύτερη, φοβάμαι, μάζα.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Που
 κοιτάζει αποκλειστικά και μόνο την πάρτη της, τον παρά της, τον κύκλο 
της, το σπίτι της, αδιαφορώντας παντελώς για ό τι κοινό.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Που
 δεν τηρεί κανέναν κανόνα - ούτε καν τους στοιχειώδεις της καλής 
συμπεριφοράς - και δεν έχει και κανέναν σκοπό να τους τηρήσει ποτέ.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Που
 περιμένει πάντα από κάποιον άλλον, κάποιον αόριστο τρίτο - συνήθως 
αυτός λέγεται κράτος όταν δεν λέγεται μαλάκας - να κάνει τα πάντα
 για λογαριασμό του: απ&#39; το να του βρει δουλειά μέχρι να του καθαρίσει 
τα σκαλιά όταν χιονίσει.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Είναι κακόγουστος, κακότροπος και κακόπιστος.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Δεν λέει καλημέρα, παρακαλώ κι ευχαριστώ.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Πετάει το σκουπίδι του στον δρόμο.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Καπνίζει στο εστιατόριο γιατί έτσι γουστάρει.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Αγνοεί
 επιδεικτικά την ουρά στα τυριά κι αν του το υπενθυμίσει κανείς 
ενοχλείται μεγαλοφώνως. Βγάζει τον σκύλο βόλτα - αν τον βγάλει -
 και δεν διανοείται να μαζέψει τα κουραδάκια του.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Το
 μπαλκόνι του είναι η αποθήκη του και στα παλιά του τα παπούτσια αν εσύ 
πίνεις καφέ με θέα τη σκεβρωμένη σιδερένια ντουλάπα και δυο
 σφουγγαρίστρες.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Κτίζει
 τριόροφο και σε κάθε βεράντα βάζει άλλα κάγκελα - λες και τα πήρε 
ρετάλια από καλάθι. Ακούει πως κάτι καλό έγινε κι αντί να χαρεί,
 ψάχνει να βρει τον λάκκο στη φάβα.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Δεν τον θέλω πια στην καθημερινότητά μου.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Έχει καταστρέψει την πατρίδα μου.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Είναι μίζερος και κινδυνεύω να με πάρει μπάλα η μιζέρια του.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Ναι, λοιπόν.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Αν ήμουν δεκαοκτώ, εικοσιοκτώ, τριανταοκτώ, θα ήμουν κολλημένη σ&#39; ένα
&lt;/span&gt;&lt;span style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;PC&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt; και θα έψαχνα τα
&lt;/span&gt;&lt;span style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;job&lt;/span&gt;&lt;span style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;opportunities&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;
 ανά τον κόσμο. Θα έφευγα όχι για μια καλύτερη δουλειά, όχι για 
περισσότερα λεφτά, αλλά για να ξαναβρώ την ποιότητα της καθημερινότητάς
 μου.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Τις
 αξίες της οργανωμένης κοινωνίας που θα ήθελα να μάθουν τα παιδιά μου - 
της συλλογικής εργασίας, της κοινωνικής προσφοράς, του εθελοντισμού.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Τη
 χαρά του να κυκλοφορώ ελεύθερα στο δρόμο, να παίρνω το λεωφορείο όποτε 
θέλω και να μου λέει καλημέρα η ταμίας στο σουπερμάρκετ. Κι
 ας ήταν γκρίζος ο ουρανός κι ας μην είχε θάλασσα.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Το τίμημα που πληρώνουμε γι&#39; αυτόν τον γαλανό ουρανό είναι τεράστιο.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Δεν είμαι ούτε δεκαοκτώ, ούτε εικοσιοκτώ, ούτε τριανταοκτώ.&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: black; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;yiv1246512595ecxMsoNormal&quot; style=&quot;background: white; margin-bottom: 6pt;&quot;&gt;
&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;Αλλά κοιτάζω πού και πού, λάγνα, τις αγγελίες στο
&lt;/span&gt;&lt;span style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;guardian&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;-&lt;/span&gt;&lt;span style=&quot;color: #0d0d0d; font-size: small;&quot;&gt;jobs&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;color: #0d0d0d; font-size: small;&quot;&gt; και δεν δυσκολεύομαι
 καθόλου να με δω να φεύγω . . .&lt;/span&gt;&lt;span lang=&quot;EL&quot; style=&quot;font-family: &#39;sans-serif&#39;; font-size: 14pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alttisei.blogspot.com/feeds/4442283438717061493/comments/default' title='Σχόλια ανάρτησης'/><link rel='replies' type='text/html' href='http://alttisei.blogspot.com/2011/12/blog-post_06.html#comment-form' title='0 σχόλια'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/4442283438717061493'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3161247760984778295/posts/default/4442283438717061493'/><link rel='alternate' type='text/html' href='http://alttisei.blogspot.com/2011/12/blog-post_06.html' title='Ναι, θα έφευγα . . .'/><author><name>alttisei</name><uri>http://www.blogger.com/profile/04101371228737534579</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3161247760984778295.post-7423893330794741373</id><published>2011-12-05T20:45:00.001+02:00</published><updated>2011-12-05T20:55:14.260+02:00</updated><title type='text'>Ένα πολύ εθιστικό παιχνιδάκι!</title><content type='html'>&lt;div style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Ο σκοπός του παιχνιδιού είναι να κινηθεί το κόκκινο τετραγωνάκι γύρω-γύρω,&lt;br /&gt;χωρίς να χτυπηθεί από τα μπλε τετραγωνάκια ή να ακουμπήσει το μαύρο τοίχο.&lt;br /&gt;Εάν μπορείς να κρατήσεις περισσότερο από 22 δευτερόλεπτα, είσαι φαινόμενο! &lt;br /&gt;
H Πολεμική Αεροπορία των Η.Π.Α. χρησιμοποιεί αυτό το τεστ για τους πιλότους&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background: none repeat scroll 0% 0% white;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt; μαχητικών αεροσκαφών. Πρέπει να πιάσουν τουλάχιστον 2 λεπτά. &lt;br /&gt;&lt;br /&gt;&amp;nbsp;
&lt;a href=&quot;http://members.iinet.net.au/%7Epontipak/redsquare.html&quot;&gt;Play here&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background: white; text-align: center;&quot;&gt;
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