tag:blogger.com,1999:blog-10346633254976763862024-03-12T19:28:55.735-07:00ΠΟΛΙΤΕΣ ΤΗΣ ΒΕΡΟΙΑΣbillphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.comBlogger54125tag:blogger.com,1999:blog-1034663325497676386.post-81469419433872154622013-12-05T11:42:00.002-08:002013-12-05T11:42:47.351-08:00ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ το Σάββατο 14-12-2013<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: 14.0pt; line-height: 115%;">Διάθεση προϊόντων
ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ λίγο πρίν τις γιορτές. </span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">Στις 14 Δεκεμβρίου το Σάββατο, στον γνωστό
χώρο στον Προμηθέα, θα υπάρχει πλήθος προϊόντων όπως κάθε φορά. Η μόνη περίπτωση
να αναβληθεί είναι, ίσως κάποια έντονη κακοκαιρία.</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">Απο τις 8 το πρωί του Σαββάτου λοιπόν 14-12-2013 </span></div>
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billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com1tag:blogger.com,1999:blog-1034663325497676386.post-69771782185504837152013-10-30T05:58:00.001-07:002013-10-30T05:58:44.653-07:00Στις 2 Νοεμβρίου το Σάββατο, θα εχει και λάδι και ρυζι και αλεύρι<div dir="ltr" style="text-align: left;" trbidi="on">
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Το Σάββατο 2 Νοεμβρίου, μεταξύ των άλλων θα υπάρχει,αλεύρι, μέλι Θάσου, λάδι ΕΞΤΡΑ
ΠΑΡΘΕΝΟ από την ορεινή Μεσσηνία, προς 15,50 ΕΥΡΩ το πεντόλιτρο. Ακόμη, ρύζι από
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ΕΥΡΩ</div>
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Ρύζι ΓΛΑΣΣΕ<span style="mso-spacerun: yes;">
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Ρύζι ΝΥΧΑΚΙ<span style="mso-spacerun: yes;">
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billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com1tag:blogger.com,1999:blog-1034663325497676386.post-51439146332146146872013-10-24T07:54:00.000-07:002013-10-24T07:54:01.851-07:00Στις 2 Νοεμβρίου το Σάββατο νέα διάθεση ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ<div dir="ltr" style="text-align: left;" trbidi="on">
Η δεύτερη Φθηνοπωρινή διάθεση ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ, θα γίνει το Σάββατο 2 Νοεμβρίου.<br />
Πάλι στον Προμηθέα και με άλλα πριόντα. Απο τις 8 το πρωί λοιπόν.</div>
billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-31408524652479429142013-09-12T12:24:00.000-07:002013-09-12T12:24:23.581-07:00Αρχίζει η διανομή προϊόντων.<div dir="ltr" style="text-align: left;" trbidi="on">
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{mso-style-name:"Κανονικός πίνακας";
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mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
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<br />
<div class="MsoNormal">
Μπήκαμε στο Φθινόπωρο και ας ευχηθούμε καλή αρχή.</div>
<div class="MsoNormal">
Το Σάββατο 5 Οκτωβρίου, θα γίνει η πρώτη μετά το καλοκαίρι ,
διανομή προϊόντων, χωρίς μεσάζοντες. Όπως πάντα, θα εχει ποικιλία από διάφορα
προϊόντα αναγκαία και καθημερινά. Πάλι στο ίδιο σημείο στον Προμηθέα και από τις
8 το πρωί. </div>
<div class="MsoNormal">
Μη μας τα χαλάσει ο καιρός μόνο. Είναι κάπως παράξενα τώρα.
Τώρα δεν θα είναι μαζί μας να τρέχει παντού, η Μαρία. Η Μαρία μας, που
συνεχίζει με πείσμα τον Γολγοθά που της έτυχε. Και συνεχίζει με πείσμα, γιατί θέλει
ακόμη να δώσει πολλά και γιατί όλοι την έχουμε ανάγκη. Θυμόμαστε πρίν καιρό
αυτό που είπε, μέσα από την εντατική του Ιπποκρατείου. «Τι γίνεται με τις διανομές;
Μη τυχόν και δεν τις κάνετε». Και αυτά τα έλεγε, με την μάσκα οξυγόνου στο
πρόσωπό της. Ίσα που ακουγόταν. Ίσα που καταλάβαινες τι ήθελε να πεί. </div>
</div>
billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-26753282046351804822013-04-23T04:36:00.002-07:002013-04-23T10:15:24.698-07:00Νέα διανομή ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ, το ερχόμενο Σάββατο 27 Απριλίου<div dir="ltr" style="text-align: left;" trbidi="on">
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<w:LidThemeOther>EL</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
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<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpWraEcniTsWaz-mIjR5eXIZOgtKsIkjWdW3jKwqMFwX9xEBsynPjvfbsK5pE55q2iINcW2HYWepvq6-M0CkiDMS-uWTFlgNRjDmAd0qQMgud_BH1AoxY5WT9CGNk1iuITKPDPXcbqpRU/s1600/3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpWraEcniTsWaz-mIjR5eXIZOgtKsIkjWdW3jKwqMFwX9xEBsynPjvfbsK5pE55q2iINcW2HYWepvq6-M0CkiDMS-uWTFlgNRjDmAd0qQMgud_BH1AoxY5WT9CGNk1iuITKPDPXcbqpRU/s1600/3.JPG" /></a></div>
<br />
<br />
<br />
<br />
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;"> Το
ερχόμενο Σάββατο, 27 Απριλίου, θα γίνει νέα διάθεση διάφορων προϊόντων χωρίς
μεσάζοντες. Πάλι στον ίδιο χώρο στον Προμηθέα από τις 8 το πρωί. Αυτή τη φορά,
το λάδι θα είναι από Πελοπόννησο , σε πεντάλιτρα δοχεία, προς 15,80 ΕΥΡΩ. Λίγο
πρίν το Πάσχα, δίνεται η δυνατότητα για οικονομία στις αγορές καθημερινών,
απαραίτητων προϊόντων. </span></div>
billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-11306980390602117182013-03-14T08:56:00.001-07:002013-03-14T08:56:11.917-07:00Νέα διανομή ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ το Σάββατο 16 Μαρτίου<div dir="ltr" style="text-align: left;" trbidi="on">
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<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
</w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" LatentStyleCount="156">
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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Κανονικός πίνακας";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-ansi-language:#0400;
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mso-bidi-language:#0400;}
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<o:shapedefaults v:ext="edit" spidmax="1026"/>
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<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Το Σάββατο 16-3-2013, διάθεση<span style="mso-spacerun: yes;">
</span>προϊόντων, χωρίς μεσάζοντες.</div>
<div class="MsoNormal">
Από τις 8 το πρωί του Σαββάτου, στον ίδιο χώρο στον
Προμηθέα, θα ξεκινήσει η διάθεση προϊόντων ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ. Ότι καιρό και να
κάνει, θα είμαστε εκεί.</div>
<span style="font-family: Calibri; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Θα υπάρχουν: Λάδι, αλεύρι,
πατάτες, όσπρια, μέλι Θάσου, ελιές, τυρί, απορρυπαντικά, χαρτικά υγείας και
κουζίνας και άλλα.</span><br />
<span style="font-family: Calibri; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Ότι καιρό και να κάνει. Μη σταματήσει αυτή η απλή και πρακτική προσπάθεια που βοηθάει πολλούς απο εμάς. Και καταναλωτές και παραγωγούς. </span><br />
<span style="font-family: Calibri; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPt5GYy_AM-2Zo2ZfWxto5lfEApylXJjJlvYHpIDnvx7G8tbcnZyFZV76bSYrDi7O8gvDchxpevKsW5f6um6NR5qyf-T9mstRDQKP_YUGEARUKJ094fh9sLPYYLkw5KT0Z4ObNUXrtt1s/s1600/%CE%B1%CE%BB%CE%B5%CF%85%CF%81%CE%B9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPt5GYy_AM-2Zo2ZfWxto5lfEApylXJjJlvYHpIDnvx7G8tbcnZyFZV76bSYrDi7O8gvDchxpevKsW5f6um6NR5qyf-T9mstRDQKP_YUGEARUKJ094fh9sLPYYLkw5KT0Z4ObNUXrtt1s/s320/%CE%B1%CE%BB%CE%B5%CF%85%CF%81%CE%B9.jpg" width="234" /></a></div>
<span style="font-family: Calibri; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><br /></span></div>
billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-7727350239189259902013-01-26T09:59:00.000-08:002013-01-26T09:59:06.223-08:00Όλα κύλισαν ομαλά και πάλι.<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyPJfzkRnk4JUe1zWCr2M55bJ56vXJxkUPnDYNxR6bMfszT2IKQW121hbigkFmexDW6AZnypjy6VeCqyyBkMbxM1v53V54x7NpEjqiIaaCbCIy3NGtVBklAshVN3dVCyf5PB0GgKwf5sY/s1600/DSC_0023+-+%CE%91%CE%BD%CF%84%CE%AF%CE%B3%CF%81%CE%B1%CF%86%CE%BF.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyPJfzkRnk4JUe1zWCr2M55bJ56vXJxkUPnDYNxR6bMfszT2IKQW121hbigkFmexDW6AZnypjy6VeCqyyBkMbxM1v53V54x7NpEjqiIaaCbCIy3NGtVBklAshVN3dVCyf5PB0GgKwf5sY/s1600/DSC_0023+-+%CE%91%CE%BD%CF%84%CE%AF%CE%B3%CF%81%CE%B1%CF%86%CE%BF.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">Πάλι πήγαν όλα καλά. Ούτε ουρές, ούτε περίμενε. Διαπιστώνουμε
φορά με τη φορά ότι, η καλή διάθεση και συνεργασία των πολιτών που έρχονται να
αγοράσουν προϊόντα, βοηθάει πολύ. Βοηθάει να κυλούν τα πράγματα χωρίς το
παραμικρό πρόβλημα. Σήμερα, εντύπωση μας προκάλεσε η παρουσία του Βουλευτή
Γιαβανόπουλου. Δεν ήρθε με κουστωδία και φωτογράφο. Έπιασε κουβέντα με τους παραγωγούς.
Εμείς τον βγάλαμε μια φωτογραφία, έτσι για να του τη στείλουμε. <span style="mso-spacerun: yes;"> </span></a></div>
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<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglmnD4ja8WrkjVj5knuy0QkWj9yLhfLqGNr4VVv9AN3H6vBuLwoWxHwRjKk7OtQUH7NTbeWRo8K8wTf8viay8BFQlR2uBVMnPBoPRDvD4WDUnl0fTEH_92dIE42f_3dUrDutQJDt4_zmE/s1600/DSC_0003+-+%CE%91%CE%BD%CF%84%CE%AF%CE%B3%CF%81%CE%B1%CF%86%CE%BF.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglmnD4ja8WrkjVj5knuy0QkWj9yLhfLqGNr4VVv9AN3H6vBuLwoWxHwRjKk7OtQUH7NTbeWRo8K8wTf8viay8BFQlR2uBVMnPBoPRDvD4WDUnl0fTEH_92dIE42f_3dUrDutQJDt4_zmE/s320/DSC_0003+-+%CE%91%CE%BD%CF%84%CE%AF%CE%B3%CF%81%CE%B1%CF%86%CE%BF.JPG" width="320" /></a></div>
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billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-27703970942666813142013-01-18T06:37:00.004-08:002013-01-18T06:37:53.813-08:00<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRX-lea6l9ixyaJWPKIx1Og9fnXJebuSOMRdtGOwnDuSLN6qPCWVdBYYPE-b-0f_IBv7p4BFw5xRuhNwwZ0CZ0HmMGlgmWcIm2fPjP7auQ5xndRixLGZ4x0YrBPv5LyKRiLMmSgRD15uE/s1600/3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><b style="mso-bidi-font-weight: normal;"><u>Πολίτες της
Βέροιας. Διάθεση προϊόντων χωρίς μεσάζοντες.</u></b><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRX-lea6l9ixyaJWPKIx1Og9fnXJebuSOMRdtGOwnDuSLN6qPCWVdBYYPE-b-0f_IBv7p4BFw5xRuhNwwZ0CZ0HmMGlgmWcIm2fPjP7auQ5xndRixLGZ4x0YrBPv5LyKRiLMmSgRD15uE/s320/3.JPG" width="320" /></a></div>
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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Στις 26 Ιανουαρίου 2013, ημέρα Σάββατο, Γίνεται νέα διάθεση
προϊόντων ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ. Πάλι στον ίδιο χώρο, στα γηπεδάκια του Προμηθέα,
στο τέλος της Λαϊκής αγοράς. Ερχονται τώρα μεταξύ των άλλων και¨</div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>Απορρυπαντικά, τα ίδια με την προηγούμενη φορά.</div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>Πατάτες</div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>Αλεύρι </div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>Ρύζι </div>
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Ειδικά το ρύζι θα είναι σε
τέσσερις ποιότητες και σε πεντάκιλες συσκευασίες. </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;">
Λάδι επιλέξαμε
να μη φέρουμε λόγω τιμής. Απότομα και παντού, ανέβηκαν οι τιμές για το <span lang="EN-US" style="mso-ansi-language: EN-US;">EXTRA</span><span lang="EN-US"> </span>παρθένο,
σε 19, 20 και 21 ΕΥΡΩ το πεντάλιτρο, που μέχρι πρίν ένα μήνα, το διαθέταμε με
15 ΕΥΡΩ. Όλο αυτό, οφείλεται στην κακή παραγωγή της Ιταλίας και Ισπανίας φέτος
και στους μεσάζοντες. Τους εμπόρους. Θα δούμε πως θα πάει το επόμενο διάστημα,
που μάλλον θα φτάσει στα 20 ΕΥΡΩ και βλέπουμε.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;">
Ρύζι:</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;">
Καρολίνα 5 Ευρω
τα πέντε κιλά</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;">
Γλασσέ<span style="mso-spacerun: yes;"> </span>4,5 Ευρω τα πέντε κιλά</div>
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Κίτρινο<span style="mso-spacerun: yes;"> </span>4,5 Ευρω τα πέντε κιλά</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;">
Νυχάκι<span style="mso-spacerun: yes;"> </span>4<span style="mso-spacerun: yes;">
</span>Ευρω τα πέντε κιλά. </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;">
Στις 26
Ιανουαρίου λοιπόν, το Σάββατο.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;">
ΠΟΛΙΤΕΣ ΤΗΣ
ΒΕΡΟΙΑΣ<span style="mso-spacerun: yes;"> </span></div>
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billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com1tag:blogger.com,1999:blog-1034663325497676386.post-10975269639783891182013-01-11T01:13:00.001-08:002013-01-11T01:16:32.806-08:00Νέα διάθεση προϊόντων για τον καινούριο χρόνο<div dir="ltr" style="text-align: left;" trbidi="on">
Στις 26 Ιανουαρίου 2013, θα γίνει νέα διάθεση προϊόντων, χωρίς μεσάζοντες.<br />
Πάλι εκεί στον Προμηθέα και τις επόμενες ημέρες, θα δούμε αν συμπληρωθούν κι άλλα, καθημερινής κατανάλωσης.<br />
Λεπτομέρειες λοιπόν , τις επόμενες ημέρες.</div>
billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-33532341362442596322012-12-22T12:35:00.000-08:002012-12-22T12:35:35.102-08:00Όλα πήγαν καλά, ακόμη μια φορά.<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
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<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9fJf9-54rN5Xlrg210Kc_H3vX-2UnmA24RYYp53ZS2pF57vFgFmwuoXucWztkXjKZQwtlAfbXN3NzI31S7-ZJTK5Sy8oJYGDgXWnmrTvSqaRpwfg4iw_Kefe7yYbIcN_NEIhPgv3N5rU/s1600/1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
</w:WordDocument>
</xml><![endif]--></a><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" LatentStyleCount="156">
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</xml><![endif]--><!--[if gte mso 10]>
<style>
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table.MsoNormalTable
{mso-style-name:"Κανονικός πίνακας";
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mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
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font-family:"Times New Roman";
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9fJf9-54rN5Xlrg210Kc_H3vX-2UnmA24RYYp53ZS2pF57vFgFmwuoXucWztkXjKZQwtlAfbXN3NzI31S7-ZJTK5Sy8oJYGDgXWnmrTvSqaRpwfg4iw_Kefe7yYbIcN_NEIhPgv3N5rU/s1600/1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><!--[if gte mso 9]><xml>
<w:WordDocument>
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<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
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<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
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<w:DontGrowAutofit/>
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<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
</w:WordDocument>
</xml><![endif]--></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9fJf9-54rN5Xlrg210Kc_H3vX-2UnmA24RYYp53ZS2pF57vFgFmwuoXucWztkXjKZQwtlAfbXN3NzI31S7-ZJTK5Sy8oJYGDgXWnmrTvSqaRpwfg4iw_Kefe7yYbIcN_NEIhPgv3N5rU/s1600/1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" LatentStyleCount="156">
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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Κανονικός πίνακας";
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mso-tstyle-colband-size:0;
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</a></div>
<div class="MsoNormal">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9fJf9-54rN5Xlrg210Kc_H3vX-2UnmA24RYYp53ZS2pF57vFgFmwuoXucWztkXjKZQwtlAfbXN3NzI31S7-ZJTK5Sy8oJYGDgXWnmrTvSqaRpwfg4iw_Kefe7yYbIcN_NEIhPgv3N5rU/s1600/1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">Ήρεμα και ομαλά, χωρίς το παραμικρό πρόβλημα, κύλισαν στην
διάθεση προϊόντων ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ στη Βέροια σήμερα. Πάλι οι ποσότητες όσων
διετέθησαν, ήταν κάποιες δεκάδες τόνοι. Λάδι, είδη καθαριότητας σπιτιού, μέλι,
πατάτες, φασόλια, φακές, μήλα. Κάποια από αυτά, δυστυχώς, τελείωσαν σχετικά
νωρίς. Υπομονή μέχρι την επόμενη προσπάθεια, σε λιγότερο από ένα μήνα. Οι
παραγωγοί των προϊόντων, δεν έμειναν ικανοποιημένοι μόνο από το ότι το προϊόν
τους «έφυγε» αλλά και από την συμπεριφορά των πολιτών. Όλα ομαλά, με τάξη και
ευγένεια. </a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9fJf9-54rN5Xlrg210Kc_H3vX-2UnmA24RYYp53ZS2pF57vFgFmwuoXucWztkXjKZQwtlAfbXN3NzI31S7-ZJTK5Sy8oJYGDgXWnmrTvSqaRpwfg4iw_Kefe7yYbIcN_NEIhPgv3N5rU/s1600/1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">
<div class="MsoNormal">
Να είμαστε καλά τον καινούριο χρόνο , γιατί θα έρθουν τώρα
και ρύζι και αλεύρι, μαζί με τα υπόλοιπα.</div>
<img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9fJf9-54rN5Xlrg210Kc_H3vX-2UnmA24RYYp53ZS2pF57vFgFmwuoXucWztkXjKZQwtlAfbXN3NzI31S7-ZJTK5Sy8oJYGDgXWnmrTvSqaRpwfg4iw_Kefe7yYbIcN_NEIhPgv3N5rU/s320/1.JPG" width="320" /></a><br />
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billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com2tag:blogger.com,1999:blog-1034663325497676386.post-33844108615850825352012-12-16T07:54:00.002-08:002012-12-16T07:54:19.078-08:00Νεα διάθεση προϊόντων το Σάββατο 22-12-2012<div dir="ltr" style="text-align: left;" trbidi="on">
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Διάθεση<span style="mso-spacerun: yes;"> </span>προϊόντων ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ, το Σάββατο
22-12-2012</div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
Αυτή
τη φορά , προστίθενται και είδη καθαριότητας που κοστίζουν πανάκριβα σε κάθε
νοικοκυριό. Πρόκειται ουσιαστικά για τα ίδια προϊόντα με διαφορετικά ονόματα,
σε κάθε<span style="mso-spacerun: yes;"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">SURER</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">MARKET</span>. <span style="mso-spacerun: yes;"> </span>Μόνο που τώρα, είναι σχεδόν στο ένα τρίτο της
τιμής. Πάντα βέβαια, με όλες τις πιστοποιήσεις του χημείου του κράτους. </div>
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Έρχονται
λοιπόν: </div>
<ul type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;">Σκόνη πλυντηρίου (81
μεζούρες) προς 10 € η οποία περιέχει και αποσκληρυντικό και είναι άκρως
φιλική προς το περιβάλλον (περισσότερο από το 90% των συστατικών της είναι
βιοδιασπώμενα)!</li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;">Μαλακτικό ρούχων 4 λίτρων προς 2€</li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;">Υγρό πιάτων 4 λίτρων προς 2 € και</li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;">4 Χλωρίνες (παχύρευστες)
750 ml προς 3 €</li>
</ul>
<div class="MsoNormal" style="margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
Έρχεται μαζί και λάδι από τον Συνεταιρισμό «Χάρακα» της
Κρήτης, το ίδιο με την τελευταία διανομή. </div>
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Το Σάββατο 22-12-2012, στον χώρο της Λαϊκής αγοράς, στη
Βέροια, για ναν εξυπηρετηθούν και όσοι δεν διαθέτουν μεταφορικό μέσον.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="mso-spacerun: yes;">Βέβαια, μέχρι το Σάββατο, είναι βέβαιο ότι θα υπάρχουν κι άλλα προϊόντα. </span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="MsoNormal" style="margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
</div>
billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-24829864306287791972012-12-01T10:50:00.000-08:002012-12-01T10:52:56.122-08:00Το κοινωνικό μας παντοπωλείο.<div class="separator" style="clear: both; text-align: center;">
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnTCesB-awQINqz6OYOMf2gRztXnh1EDr_YIXU01NHIg8YLajIw8eU67hRZsGTPR94eYKuMp2rFe2Z0oM4wqYXEqgu9QW9I460PrMKvs1ZlwxaaSaRUYE9Rntp3MA9kELW-PaJxrmVciM/s1600/DSC_0002.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><!--[if gte mso 9]><xml>
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</a></div>
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<br /></div>
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</a><br />
<div class="MsoNormal">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnTCesB-awQINqz6OYOMf2gRztXnh1EDr_YIXU01NHIg8YLajIw8eU67hRZsGTPR94eYKuMp2rFe2Z0oM4wqYXEqgu9QW9I460PrMKvs1ZlwxaaSaRUYE9Rntp3MA9kELW-PaJxrmVciM/s1600/DSC_0002.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnTCesB-awQINqz6OYOMf2gRztXnh1EDr_YIXU01NHIg8YLajIw8eU67hRZsGTPR94eYKuMp2rFe2Z0oM4wqYXEqgu9QW9I460PrMKvs1ZlwxaaSaRUYE9Rntp3MA9kELW-PaJxrmVciM/s1600/DSC_0002.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">
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<i><span style="color: black;">Εδώ και μήνες, οι «ΠΟΛΙΤΕΣ ΤΗΣ ΒΕΡΟΙΑΣ», λειτουργούν
κοινωνικό παντοπωλείο. Για να είμαστε ακριβείς, πολίτες της πόλης μας, χωρίς
καν συνεννόηση, μπόρεσαν να συνεννοηθούν μπροστά στις ανάγκες. Συμπολίτης μας,
παραχώρησε δωρεάν τον χώρο, άλλος πληρώνει το ρεύμα και πολλοί, έγιναν τακτικοί
«πελάτες». Πελάτες που δεν παίρνουν αλλά, δίνουν. Η προσφορές προϊόντων από
ανώνυμους συμπολίτες μας, δίνει άμεση λύση στην καθημερινότητα, πολλών άλλων
που είναι σε μεγάλα οικονομικά προβλήματα.</span></i></div>
<div class="MsoNormal">
<i><span style="color: black;"><span style="mso-tab-count: 1;"> </span>Στα ΣΟΥΠΕΡ
ΜΑΡΚΕΤ του ΑΡΒΑΝΙΤΙΔΗ, υπάρχουν ξύλινα κουτιά, όπου μπορεί ο καθένας να αφήσει
αυτό που θέλει και μπορεί. Ζάχαρη, όσπρια, λάδι, προϊόντα καθαριότητας. Απο αλλού, έρχονται κηπευτικά και φίλος μας με ιχθυοπωλείο, προσφέρει κάποιες ποσότητες ψαριών.
Άλλοι, τα φέρνουν στο παντοπωλείο μόνοι τους. Αυτά, τακτικά τα μαζεύουν
εθελοντές μας και με δικά μας κάποια κριτήρια, δίνονται δωρεάν. </span></i></div>
<div class="MsoNormal">
<i><span style="color: black;"><span style="mso-tab-count: 1;"> </span>Ακόμη μια
κίνηση πολλών άγνωστων μεταξύ τους πολιτών, πρακτικά δείχνουν αλληλεγγύη. Αυτό
που είναι απαραίτητο. Ειδικά από ρουχισμό (όχι παλιατζούρες), υπάρχει μεγάλη
ποσότητα και για όλες τις ηλικίες. </span></i></div>
<div class="MsoNormal">
<i><span style="color: black;"><span style="mso-tab-count: 1;"> </span>Το
κοινωνικό παντοπωλείο μας, είναι πίσω από την Δημοτική αγορά, κοντά στην Λαϊκή
αγορά.</span></i></div>
<div class="MsoNormal">
<i><span style="color: black;">Καλά δεν είναι όλοι μαζί;<span style="mso-spacerun: yes;">
</span></span></i></div>
<img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnTCesB-awQINqz6OYOMf2gRztXnh1EDr_YIXU01NHIg8YLajIw8eU67hRZsGTPR94eYKuMp2rFe2Z0oM4wqYXEqgu9QW9I460PrMKvs1ZlwxaaSaRUYE9Rntp3MA9kELW-PaJxrmVciM/s1600/DSC_0002.JPG" height="240" width="320" /></a><br />
<br />
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<br />billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-45751900494814369202012-11-04T10:45:00.000-08:002012-11-04T12:26:25.503-08:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><u><span style="color: red; font-family: Arial; font-size: 10.0pt;">Για δεύτερη φορά, κλήθηκε
σε απολογία μέλος των «ΠΟΛΙΤΩΝ ΤΗΣ ΒΕΡΟΙΑΣ», μετά από μήνυση της ΔΕΗ.</span></u></b></div>
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<b><u><span style="color: red; font-family: Arial; font-size: 10.0pt;">Αφορά την συμμετοχή του,
στην επανασύνδεση ρεύματος, όπου το έκοβε η ΔΕΗ. </span></u></b></div>
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<b><u><span style="color: red; font-family: Arial; font-size: 10.0pt;">Προτίμησε να μιλήσει,
γραπτά. Αυτή είναι η «απολογία» του.</span></u></b></div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmS5Zynh7VdFxLsa6_kaykx893w5EfgQYgR1ca78Mu06qH6llvbDOlIFYexN6fbDqj6dC-8P-BKv4VUq39v1zyAZKsnr06x7SnjReC26svXfZ6V481KZlSO9WLlpEUvSv__hfMpk9xjTQ/s1600/%CE%95%CE%B9%CE%BA%CF%8C%CE%BD%CE%B11.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmS5Zynh7VdFxLsa6_kaykx893w5EfgQYgR1ca78Mu06qH6llvbDOlIFYexN6fbDqj6dC-8P-BKv4VUq39v1zyAZKsnr06x7SnjReC26svXfZ6V481KZlSO9WLlpEUvSv__hfMpk9xjTQ/s320/%CE%95%CE%B9%CE%BA%CF%8C%CE%BD%CE%B11.jpg" width="211" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: blue;"><u>Θυμάστε την παλιά διαφήμιση;</u></span></td></tr>
</tbody></table>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Βέροια
27-10-2012</span></div>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Κατάθεση
απόψεων, μετά από μήνυση της ΔΕΗ.</span></div>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Πρόσφατα,
κατέθεσα ενόρκως μετά από κλήση, για την υπόθεση της ΔΕΗ, που απασχολεί κι
αυτήν την αναφορά μου. Και τώρα δηλώνω ότι συμμετέχω ακόμη στην επανασύνδεση
ρεύματος σε μετρητές της ΔΕΗ σε σπίτια, που κόβονται λόγω ανεξόφλητων
λογαριασμών. Και θα συνεχίσω να συμμετέχω, μέχρι να πάψουν οι τωρινές συνθήκες
ζωής, ενός μεγάλου μέρους των συνανθρώπων μας. </span></div>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Παίρνοντας θάρρος και δικαίωμα από
το Σύνταγμα της χώρας μας, βλέπω ότι υπάρχουν πολλές ακόμη υποχρεώσεις όλων
μας, απέναντι στους συμπολίτες μας. Σύνταγμα, που ενώ θα έπρεπε να είναι ένα
κομψό και ζεστό «πανωφόρι» για πιθανούς «χειμώνες», το κατάντησαν πολιτικοί και
διοικητικοί παράγοντες, λινάτσα σε είσοδο χωματερής. Μια πολύ πρόχειρη ανάγνωση
του Συντάγματος, με διαβεβαιώνει διάφορα. Απλές σκέψεις, κάθε καθημερινού
πολίτη και τίποτε παραπάνω. Ας πούμε , τα παρακάτω.<span style="mso-spacerun: yes;"> </span></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Άρθρο 2</span></u></b></div>
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προστασία της αξίας του ανθρώπου αποτελούν την πρωταρχική υποχρέωση της
Πολιτείας.<br />
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</span></u></b></li>
</ol>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ψέματα.
Προφανώς, περίσσεψε το μαύρο, προκλητικό χιούμορ. Ποια αξία του ανθρώπου όταν
δεν έλαβε μέριμνα ώστε να μην γυρίσει η ζωή πολλών, δεκαετίες πίσω, χωρίς
ηλεκτρικό στο σπίτι; Ή υπάρχει καρικατούρα Πολιτείας ή δεν υπάρχει πολιτεία ή
απατεώνες μαφιόζοι, έχουν στα χέρια τους, τα κλειδιά της Πολιτείας.</span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Άρθρο 5</span></u></b></div>
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δικαίωμα να αναπτύσσει ελεύθερα την προσωπικότητά του και να συμμετέχει
στην κοινωνική, οικονομική και πολιτική ζωή της Χώρας,</span></u></b></li>
</ol>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ψέματα.
Ένας άνεργος αλήθεια, πόσο ελεύθερα μπορεί να αναπτύξει την προσωπικότητά του
και να συμμετέχει στα παραπάνω; Ρεύμα δεν έχει στο σπίτι, ελευθερία θα έχει;
Και αναρωτιέμαι, πως θα διαμορφωθεί και η προσωπικότητα των μικρών ή μεγάλων
παιδιών του.<span style="mso-spacerun: yes;"> </span></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Άρθρο 5</span></u></b></div>
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βρίσκονται στην Ελληνική Επικράτεια απολαμβάνουν την απόλυτη προστασία της
ζωής,</span></u></b></li>
</ol>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ψέματα.
Μα δε ντρεπόμαστε λίγο; Έτυχε να συμμετέχω σε επανασύνδεση, σε σπίτι τρώγλη,
κατάκοιτης γιαγιάς, που δεν μπορεί να αυτοεξυπηρετηθεί. Γειτόνισσα την φρόντιζε
στοιχειωδώς, μέχρι να την λυπηθεί ο Θεός και την πάρει κοντά του. Έτυχε ακόμη
σε μονογονεϊκή πολύτεκνη οικογένεια, που είχαν μήνες να πάρουν το επίδομα με το
οποίο ζούσαν. Μοιρασμένα τα μικρά παιδιά σε μάνες, ξαδέλφες και συγγενείς.<span style="mso-spacerun: yes;"> </span></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Άρθρο 7</span></u></b></div>
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οποιαδήποτε σωματική κάκωση, βλάβη υγείας, ή άσκηση ψυχολογικής βίας,
καθώς και κάθε άλλη προσβολή της ανθρώπινης αξιοπρέπειας απαγορεύονται και
τιμωρούνται, όπως νόμος ορίζει.</span></u></b></li>
</ol>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ψέματα. Ένας που ιδιαίτερα αυτές τις εποχές δεν
μπορεί να πληρώσει το ηλεκτρικό, βιάζεται ψυχολογικά βάναυσα. Βασανίζεται
καθημερινά.</span></div>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Πώς να κοιτάξει στα μάτια τα παιδιά του; Έχει
σίγουρα φαγητό καθημερινά; Ένας άρρωστος, κινδυνεύει με επιδείνωση της υγείας
του και ένας υγειής, κινδυνεύει να αρρωστήσει. Χωρίς μπάνιο; Χωρίς ζεστό φαγητό
και σπίτι; Χωρίς ζέστη;<span style="mso-spacerun: yes;"> </span>Και άντε οι
μεγάλοι, πιθανόν να το αντέχουν. Οι ηλικιωμένοι και τα μικρά παιδιά; </span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Άρθρο 21</span></u></b></div>
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<li class="MsoNormal" style="color: black; mso-list: l6 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Η οικογένεια, ως
θεμέλιο της συντήρησης και προαγωγής του Έθνους, καθώς και ο γάμος, η
μητρότητα και η παιδική ηλικία τελούν υπό την προστασία του Κράτους.</span></u></b></li>
<li class="MsoNormal" style="mso-list: l6 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">3.
Το Κράτος μεριμνά για την υγεία των πολιτών και παίρνει ειδικά μέτρα για
την προστασία της νεότητας, του γήρατος, της αναπηρίας και για την
περίθαλψη των απόρων.</span></u></b></li>
</ol>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ψέματα. Καρφί δεν τους καίγεται όσους έχουν τα
κλειδιά της Διοίκησης της χώρας μας. Δεν μπορούν, ούτε το ηλεκτρικό ρεύμα, να
εξασφαλίσουν, για να συντηρηθούν οικογένειες με συνοχή. Με ενδιαφέρον για τη
ζωή και την πρόοδο της κοινωνίας τους, όπου και να δραστηριοποιούνται. Λόγια
του αέρα, φαιδρών καλοταϊσμένων διοικούντων, που διαλύουν οικογένειες και
βασανίζουν παιδιά.<span style="mso-spacerun: yes;"> </span></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Άρθρο 22</span></u></b></div>
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<li class="MsoNormal" style="color: black; mso-list: l5 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Η εργασία
αποτελεί δικαίωμα και προστατεύεται από το Κράτος, που μεριμνά για τη
δημιουργία συνθηκών απασχόλησης όλων των πολιτών και για την ηθική και
υλική εξύψωση του εργαζόμενου αγροτικού και αστικού πληθυσμού.</span></u></b></li>
</ol>
<ol start="4" type="1">
<li class="MsoNormal" style="color: black; mso-list: l8 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Το Κράτος
μεριμνά για την κοινωνική ασφάλιση των εργαζομένων, όπως νόμος ορίζει.<br />
<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></u></b></li>
</ol>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ψέματα. Οι συμπολίτες μας, όλο και γίνονται
περισσότεροι που δεν έχουν δουλειά. Κι όταν δεν έχεις δουλειά, δεν έχεις λεφτά
για φαγητό, για τη ΔΕΗ θα έχεις; Κι όμως. Δεν φτάνει που από μεγάλο μέρος του
πληθυσμού τα πήραν όλα, θέλουν κι άλλα. Και επειδή δεν υπάρχουν κι άλλα,
τιμωρούν κι από πάνω, κόβοντας το ρεύμα. Καταδικάζοντας συμπολίτες μας, σε μια
βάναυση, βασανιστική, δολοφονική καθημερινότητα. Θεσμοθετημένοι, νομικά
καλυμμένοι, δήμιοι. </span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Άρθρο 25</span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">**1. Τα δικαιώματα του ανθρώπου ως ατόμου και ως μέλους του
κοινωνικού συνόλου και η αρχή του κοινωνικού κράτους δικαίου τελούν υπό την
εγγύηση του Κράτους.</span></u></b></div>
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<li class="MsoNormal" style="color: black; mso-list: l1 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Η αναγνώριση και
η προστασία των θεμελιωδών και απαράγραπτων δικαιωμάτων του ανθρώπου από
την Πολιτεία αποβλέπει στην πραγμάτωση της κοινωνικής προόδου μέσα σε
ελευθερία και δικαιοσύνη.</span></u></b></li>
</ol>
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<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ψέματα. Σήμερα, μεγάλο μέρος του πληθυσμού, δεν
έχει απολύτως κανένα δικαίωμα, παρά μόνον υποχρεώσεις. Το υποτιθέμενο κράτος,
δεν μπορεί να εγγυηθεί, ούτε το αναγκαίο ηλεκτρικό ρεύμα, ως αναγκαίο πλέον
αγαθό. Κράτος δικαίου, είναι μόνον στη φαντασία και τα όνειρα των ιδιοτελών και
απάνθρωπων διοικούντων. Ελευθερία και δικαιοσύνη, είναι έννοιες σκουπίδια.
Σήμερα πλέον, δικαιοσύνη και δίκαιο, επιβάλουν αλλοεθνείς υπάλληλοι διάφορων
διεθνών οργανισμών κι όχι ελεύθερα οι εκλεγμένοι εκπρόσωποί μας. Επέβαλαν οι
μεν, επέτρεψαν οι δε, οικονομική και διοικητική, απόλυτη κατοχή. Σαν φοβισμένα
κουνάβια, επικυρώνουν, ότι τους επιβάλουν.<span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt; mso-pagination: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Άρθρο 103</span></u></b></div>
<ol start="1" type="1">
<li class="MsoNormal" style="color: black; mso-list: l2 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Οι δημόσιοι
υπάλληλοι είναι εκτελεστές της θέλησης του Κράτους και υπηρετούν το Λαό</span></u></b></li>
</ol>
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<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ψέματα. Οι Δημόσιοι υπάλληλοι, δεν υπηρετούν το
λαό. Είναι δυνάστες του Λαού. Είναι επί πληρωμή, οι φυσικοί αυτουργοί,
βασανιστηρίων, ψυχολογικής πίεσης, βάναυσης συμπεριφοράς, κατά των πολιτών. Και
αυτή η συμπεριφορά, είναι η θέληση του υποτιθέμενου κράτους. Είναι οι φυσικοί
αυτουργοί κανόνων αλλοεθνών κατακτητών που έκλεψαν, χωρίς αντίσταση, το
σπουδαιότερο από τη χώρα μας. Την αξιοπρέπεια.</span></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Άρθρο 111</span></u></b></div>
<ol start="1" type="1">
<li class="MsoNormal" style="color: black; mso-list: l9 level1 lfo10; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Κάθε διάταξη νόμου
ή διοικητικής πράξης με κανονιστικό χαρακτήρα, που είναι αντίθετη προς το
Σύνταγμα, καταργείται από την έναρξη της ισχύος του.</span></u></b></li>
</ol>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ψέματα. Όχι μόνον δεν καταργείται η αδικία αλλά,
γίνεται χειρότερα. Νόμοι και διευκρινιστικές, τα μπερδεύουν όπως βολεύει στους
δυνάστες και θα φτάσουν σε λίγο, να κόβουν και το νερό από τα σπίτια γιατί δεν
έχουν λεφτά. Με λίγα λόγια, προτρέπουν αυτούς που έχουν τάχα αναφαίρετα
δικαιώματα που προστατεύονται, να ψοφήσουν, ως περισσευούμενοι και άχρηστοι. </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt; mso-pagination: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Άρθρο 120</span></u></b></div>
<div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt; mso-pagination: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">2. Ο σεβασμός στο Σύνταγμα και τους νόμους που
συμφωνούν με αυτό και η αφοσίωση στην Πατρίδα και τη Δημοκρατία αποτελούν
θεμελιώδη υποχρέωση όλων των Ελλήνων.<br />
<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></u></b></div>
<div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt; mso-pagination: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">4. Η τήρηση του Συντάγματος επαφίεται στον
πατριωτισμό των Ελλήνων, που δικαιούνται και υποχρεούνται να αντιστέκονται με
κάθε μέσο εναντίον οποιουδήποτε επιχειρεί να το καταλύσει με τη βία.</span></u></b></div>
<div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt; mso-pagination: none; text-align: justify;">
<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Θα
έπρεπε. Ιδιαίτερα όσοι είχαν και έχουν την Διοίκηση της χώρας μας στα χέρια
τους, Έχουν συνδέσει την αφοσίωση στην Δικαιοσύνη, την Πατρίδα και την
Δημοκρατία, με τους γεννητικούς αδένες τους. Διαφορετικά, δεν θα παρέδιδαν την
Διοίκηση σε αλλοεθνείς δυνάστες. Την βία πλέον, την βιώνει μεγάλο κομμάτι της
κοινωνίας μας. Βίαια θα κόψουν και το ρεύμα. Βία είναι να είσαι χωρίς τα
αναγκαία. Και τι διαφέρει η κατάσταση σήμερα από την περίοδο της Ναζιστικής
κατοχής; Και τότε άρπαζαν τα στοιχειώδη για την επιβίωση με τη βία και τώρα το
ίδιο κάνουν με άλλον τρόπο. </span></div>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Είναι απάνθρωπη και διαλυμένη μια
κοινωνία όταν, επανασυνδέοντας το ρεύμα σε μια οικογένεια, να ακούς από μέσα
στο σπίτι ένα παιδάκι να φωνάζει « μπαμπά έχει φως, έχει φως» και χοροπηδώντας
να έρχεται με γέλιο στην εξώπορτα να μας δει. Είναι ξεφτιλισμένη μια κοινωνία
με τις αρχές της, όταν επανασυνδέεις ρεύμα σε σπίτι μετά από μια βδομάδα
διακοπής, να σου λένε με δάκρυα και τρεμάμενο κάτω χείλος, « Σας ευχαριστώ. Σας
ευχαριστώ». Και σκύβεις το κεφάλι και φεύγεις γρήγορα. Για να μην νοιώθει
αναξιοπρεπής περισσότερα δευτερόλεπτα. </span></div>
<div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt; mso-pagination: none; text-align: justify;">
<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Διοικούντες, που ιδιωτικά δεν θα
έβρισκαν δουλειά ούτε σαν σκιάχτρα σε αμπελώνες, αμειβόμενοι με παχυλούς
μισθούς, απλά στεριώνουν την διάλυση της όποιας κοινωνικής συνοχής. Φροντίζουν
να μεγαλώνει η επόμενη γενιά, με μίσος για τον τόπο μας. Να φεύγουν μετανάστες
νέοι άνθρωποι, γιατί νοιώθουν περσσευούμενοι.<span style="mso-spacerun: yes;">
</span>Διεφθαρμένοι, ατιμώρητοι διοικούντες, που για χρόνια τάϊζαν με σκουπίδια
την τότε νεολαία, μας επιστέφονται τώρα ως εμετός. Απουσία όλων από όλα.
Διοικούντες κακοί κλόουν, που συνεχίζουν ακάθεκτοι να μας πείσουν ότι ο εχθρός
είναι ένας και είναι το υποτιθέμενο κράτος μας. Ένα κράτος βασανιστής, που τα
ζητάει όλα και δεν προσφέρει τίποτε. Κράτος που διαμορφώθηκε και συνεχίζει να
υφίσταται, από τις φασιστικές, κομματικές συμμορίες βίας. Διοίκηση πλήρως
ελεγχόμενη από τις κομματικές παρακρατικές συμμορίες, που υφίστανται αλώβητες
ακόμη, σε κάθε παράμετρο της Διοίκησης. Αυτοί που οδήγησαν τη χώρα στην
αναξιοπρέπεια, οι ίδιοι ακριβώς, αυτοαποκαλούνται σωτήρες.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Η ΔΕΗ βέβαια, θα μιλήσει για διαφυγόντα κέρδη. Κανείς δεν θα
αναφερθεί σε διαφυγόντες ανθρώπους. Εύκολα και χυδαία, βαφτίζονται παράπλευρες
απώλειες.<span style="mso-spacerun: yes;"> </span>Οι συνεχείς αυτοκτονίες, έχουν
ηθικούς, αυτουργούς. Κι εάν η αυτοκτονία είναι το κορυφαίο της απόγνωσης,
υπάρχουν πολλά προηγούμενα στάδια καταπίεσης, σε μεγάλο αριθμό πολιτών.<span style="mso-tab-count: 1;"> </span> Θα συνεχίσω να συμμετέχω όπου μπορώ σε
κοινωνική δράση, ως καθήκον, ως υποχρέωση, ως οτιδήποτε. Αρκεί η δράση μου να
κάνει λίγο καλύτερη την καθημερινότητα συμπολιτών μου. Για λίγο περισσότερη
Δικαιοσύνη. Να λιγοστέψουν οι γηγενείς εχθροί της χώρας μας. Και από ότι
φαίνεται, θα έχουμε πολύ «δουλειά» στο άμεσο μέλλον σε σχέση με τις
επανασυνδέσεις.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt; mso-pagination: none; text-align: justify;">
<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ενημερωτικά
σας λέω ότι μέχρι σήμερα, οι λογαριασμοί που αφορούν την οικογένειά μου,
εξοφλούνται κανονικά.</span></div>
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<br /></div>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Ασλάνογλου
Νίκος του Αλεξάνδρου</span></div>
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<br /></div>
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<span style="color: black; font-family: Arial; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Μέλος
«ΠΟΛΙΤΕΣ ΤΗΣ ΒΕΡΟΙΑΣ»</span></div>
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<br /></div>
</div>
billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-74021257503507931772012-11-03T11:15:00.003-07:002012-11-03T11:21:47.331-07:00Όλα κύλισαν καλά πάλι. Απο όλους.<div dir="ltr" style="text-align: left;" trbidi="on">
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Αργά το μεσημέρι του Σαββάτου, ολοκληρώθηκε η διανομή προϊόντων χωρίς
μεσάζοντες στη Βέροια από τους «ΠΟΛΙΤΕΣ ΤΗΣ ΒΕΡΟΙΑΣ». Τα προϊόντα που
διανεμήθηκαν ήταν, λάδι, αλεύρι, πατάτες, κρεμμύδια, ρεβίθια, φακές, σκόρδα,
μήλα, ακτινίδια και μέλι. </div>
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Ακόμη μια φορά, πολλοί τόνοι αγαθών, προσφέρθηκαν στους
πολίτες σε πολύ ανταγωνιστικές τιμές. </div>
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Όλοι ανεξαιρέτως οι παραγωγοί, διέθεσαν μέρος του προϊόντος
τους, για το κοινωνικό παντοπωλείο των ΠΟΛΙΤΩΝ ΤΗΣ ΒΕΡΟΙΑΣ και τους
ευχαριστούμε πολύ.</div>
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billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com1tag:blogger.com,1999:blog-1034663325497676386.post-47410020373480079212012-11-02T08:35:00.000-07:002012-11-02T08:35:33.808-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;"><u><span style="color: red;">Αύριο Σάββατο3 Νοεμβρίου 2012 η διανομή των προϊόντων χωρίς
μεσάζοντες.</span></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Στις εγκαταστάσεις της ΑΓΡΕΞ, κοντά στον σιδηροδρομικό
σταθμό της Βέροιας.</div>
<div class="MsoNormal">
Προϊόντα που θα υπάρχουν είναι και τα παρακάτω. Φακές και
κρεμμύδια, θα φέρουν δυο παραγωγοί με ακριβότερη τιμή ο ένας. Διαλέγουμε και
παίρνουμε.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><b>Λάδι </b></u>ΕΞΤΡΑ παρθένο από την Κρήτη. Το 5κιλο 15 ΕΥΡΩ.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><b>Αλεύρι</b></u> για όλες τις χρήσεις και κίτρινο, 60 και 65 λεπτα το
κιλό αντίστοιχα, σε δεκάκιλες χάρτινες συσκευασίες.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><b>Φακές</b></u> από την Επανομή, 1,5 ΕΥΡΩ το κιλό.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Κρεμμύδια</u></b> προς 30 λεπτά το κιλό </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><b>Μέλι</b></u> από τη Θάσο, σε τρίκιλα δοχεία , κάτω από 6 ΕΥΡΩ το
κιλό.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><b>Πατάτες,</b></u> προς 38 λεπτά, σε τσουβάλια των 26 κιλών. 10 ΕΥΡΩ το
τσουβάλι.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><b>Ρεβίθια</b></u> από την Πέλλα, σε συσκευασία 2,5 κιλών, προς 5 ΕΥΡΩ. </div>
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<br /></div>
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<u><b>Μήλα</b></u>, τρείς ποικιλίες, προς 90 λεπτά.</div>
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Όλα τα παραπάνω, μέχρι να εξαντληθούν οι ποσότητες.</div>
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Με βεβαιότητα, όσοι έκαναν ηλεκτρονική παραγγελία, θα
εξυπηρετηθούν σε λάδι και αλεύρι.</div>
</div>
billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-41978156634453360132012-10-11T23:32:00.001-07:002012-11-02T08:55:25.210-07:00Αρχίζει η διανομή προϊόντων.<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<br />
Το Σάββατο 3 Νοεμβρίου, αρχίζει η διάθεση προϊόντων ΧΩΡΙΣ ΜΕΣΑΖΟΝΤΕΣ.<br />
Ξεκινάμε με αλεύρι και λάδι.<br />
Το αλεύρι είναι απο Ελληνικά σιτάρια και μόνον, και το λάδι EXTRA παρθένο,
απο την Κρήτη.<br />
Απο τον Συνεταιρισμό του Χάρακα. Πάλι με 3 ΕΥΡΩ το κιλό, σε πεντάκιλη
μεταλλική συσκευασία.<br />
Προς το παρόν, έχουμε τις αναλύσεις για το αλεύρι. Αυτό θα είναι σε
συσκευασία δέκα κιλών και σε δυο ποιότητες. Κίτρινο αλεύρι απο σκληρά σιτάρια,
με <b>0,65 λεπτά</b> το κιλό και αλεύρι για όλες τις χρήσεις με <b>0,60 λεπτά</b>το κιλό. </div>
<a href="http://www.scribd.com/doc/109797068/%CE%9C%CE%9F%CE%9D%CE%9F%CE%A6%CE%A5%CE%9B%CE%9B%CE%9F-%CE%915-%CE%9B%CE%91%CE%A1%CE%99%CE%A3%CE%91" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View ΜΟΝΟΦΥΛΛΟ - Α5 - ΛΑΡΙΣΑ on Scribd">ΜΟΝΟΦΥΛΛΟ - Α5 - ΛΑΡΙΣΑ</a><object data="http://d1.scribdassets.com/ScribdViewer.swf" height="500" id="doc_374604848262907" name="doc_374604848262907" style="outline: none;" type="application/x-shockwave-flash" width="100%"> <param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"> <param name="wmode" value="opaque"> <param name="bgcolor" value="#ffffff"> <param name="allowFullScreen" value="true"> <param name="allowScriptAccess" value="always"> <param name="FlashVars" value="document_id=109797068&access_key=key-22tks53r5az5ey38tbqz&page=1&viewMode=scroll"> <embed id="doc_374604848262907" name="doc_374604848262907" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=109797068&access_key=key-22tks53r5az5ey38tbqz&page=1&viewMode=scroll" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="500" width="100%" wmode="opaque" bgcolor="#ffffff"></embed> </object>
<a href="http://www.scribd.com/doc/109797416/%CE%91%CE%9D%CE%91%CE%A1%CE%A4%CE%97%CE%A3%CE%97-1" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View ΑΝΑΡΤΗΣΗ 1 on Scribd">ΑΝΑΡΤΗΣΗ 1</a><object data="http://d1.scribdassets.com/ScribdViewer.swf" height="500" id="doc_948772076388156" name="doc_948772076388156" style="outline: none;" type="application/x-shockwave-flash" width="100%"> <param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"> <param name="wmode" value="opaque"> <param name="bgcolor" value="#ffffff"> <param name="allowFullScreen" value="true"> <param name="allowScriptAccess" value="always"> <param name="FlashVars" value="document_id=109797416&access_key=key-1wdkagnmeq6tt50olcc3&page=1&viewMode=scroll"> <embed id="doc_948772076388156" name="doc_948772076388156" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=109797416&access_key=key-1wdkagnmeq6tt50olcc3&page=1&viewMode=scroll" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="500" width="100%" wmode="opaque" bgcolor="#ffffff"></embed> </object></div>
billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-90469357459640002462012-10-11T23:27:00.001-07:002012-10-11T23:35:00.900-07:00Αναλύσεις για το αλεύρι για το Σάββατο 3 Νοεμβρίου 2012<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="Section1">
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<tbody>
<tr style="height: 92.15pt; mso-height-rule: exactly; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid windowtext 1.5pt; border: none; height: 92.15pt; mso-height-rule: exactly; padding: 0cm 5.35pt 0cm 5.35pt; width: 184.3pt;" valign="top" width="246"><div class="MsoNormal" style="text-indent: 1.7pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 8.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 10.0pt;">,</span></b></div>
<div class="MsoNormal" style="text-indent: 1.7pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; mso-bidi-font-size: 10.0pt;">ΠΑΝΕΠΙΣΤΗΜΙΟΝ
ΘΕΣΣΑΛΙΑΣ</span></b></div>
<div class="MsoNormal" style="text-indent: 1.7pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; mso-bidi-font-size: 10.0pt;">ΤΜΗΜΑ
ΒΙΟΧΗΜΕΙΑΣ &<span style="mso-spacerun: yes;"> </span>ΒΙΟΤΕΧΝΟΛΟΓΙΑΣ</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 8.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 10.0pt;"></span></b></div>
<div class="MsoNormal" style="text-indent: 1.7pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; mso-bidi-font-size: 10.0pt;">ΠΛΟΥΤΩΝΟΣ 26</span></b></div>
<div class="MsoNormal" style="text-indent: 1.7pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; mso-bidi-font-size: 10.0pt;">41221 ΛΑΡΙΣΑ</span></b></div>
<div class="MsoNormal" style="text-indent: 1.7pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 1.75pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; mso-bidi-font-size: 10.0pt;">ΤΗΛ.<span style="mso-spacerun: yes;"> </span>(2410) 565277</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 8.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 10.0pt;"></span></b></div>
<div class="MsoNormal" style="text-indent: 1.75pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; mso-bidi-font-size: 10.0pt;">ΦΑΞ. (2410)
565293</span></b></div>
<div class="MsoNormal" style="text-indent: 1.75pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 8.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 10.0pt;">Email</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; mso-bidi-font-size: 10.0pt;">: </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 8.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 10.0pt;"><a href="mailto:dkouret@uth.gr">dkouret<span lang="EL" style="mso-ansi-language: EL;">@</span>uth<span lang="EL" style="mso-ansi-language: EL;">.</span>gr</a></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; mso-bidi-font-size: 10.0pt;"></span></b></div>
<div class="MsoNormal" style="text-indent: 1.75pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; mso-bidi-font-size: 10.0pt;">Δημήτρης
Κουρέτας</span></b></div>
<div class="MsoNormal" style="text-indent: 1.75pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; mso-bidi-font-size: 10.0pt;">Αναπληρωτής
Καθηγητής</span></b></div>
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</tbody></table>
</div>
<div class="MsoSignature" style="margin-left: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span></span></b></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Προς
τους Μύλους Κουτσιαρή</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Εργαστηριακή ανάλυση ανίχνευσης και
ποσοτικοποίησης υπολειμμάτων φυτοφαρμάκων στο αλεύρι</span></b></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12.0pt;">Για την ανίχνευση υπολειμμάτων φυτοφαρμάκων σε
δείγματα αλευριού, ακολουθήθηκε τροποποιημένη πειραματική διαδικασία βασισμένη
στην οδηγία </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US;">QuEChERS</span><span style="font-size: 12.0pt;"> με χρήση της τεχνικής της
αέριας χρωματογραφίας-φασματομετρίας μάζας</span><a href="http://www.blogger.com/blogger.g?blogID=1034663325497676386#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">[1]</span></span></span></span></span></a><span style="font-size: 12.0pt;">.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14.0pt;">ΣΤΟΙΧΕΙΑ ΔΕΙΓΜΑΤΟΣ 1</span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Ετικέτα:</span></b><span style="font-size: 12.0pt;"><span style="mso-tab-count: 3;"> </span>ΔΕΙΓΜΑ
Ι </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Ημερομηνία παραλαβής:</span></b><span style="font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>05.10.2012</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Ημερομηνία ανάλυσης:</span></b><span style="font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>08.10.2012</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Παρατηρήσεις:</span></b><span style="font-size: 12.0pt;"><span style="mso-tab-count: 2;"> </span><i style="mso-bidi-font-style: normal;">Σε μη εμπορική συσκευασία.</i></span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14.0pt;">ΑΠΟΤΕΛΕΣΜΑΤΑ ΑΝΑΛΥΣΗΣ 1</span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: -23.75pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 160; width: 444px;">
<tbody>
<tr style="height: 12.75pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 162.85pt;" width="217"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Φυτοφάρμακο</span></b><b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;"></span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">ΔΕΙΓΜΑ</span></b><b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;"></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">C (mg/kg)</span></b></div>
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<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">MRLs<a href="http://www.blogger.com/blogger.g?blogID=1034663325497676386#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-bidi-font-family: Calibri;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">[2]</span></b></span></span></span></span></a></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">C (mg/kg)</span></b></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 1;">
<td style="border: none; height: 12.75pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">1.</span></b></div>
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<td nowrap="" style="border: none; height: 12.75pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Dimethoate</span></i></div>
</td>
<td nowrap="" style="border: none; height: 12.75pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="border: none; height: 12.75pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="border: none; height: 12.75pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 2;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">2.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Monocrotophos</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">NA</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 3;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">3.</span></b></div>
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<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Methidathion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,02</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 4;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">4.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Carbosulfan</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 5;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">5.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Mecarbam</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,0</span></b><b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">3</span></b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 6;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">6.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Ethion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 7;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">7.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Triazophos</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,02</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 8;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">8.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Fenthion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,01</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 9;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">9.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Endosulfan</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 10;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">10.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Atrazin</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,10</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 11;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">11.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Chlorpyrifos</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 12;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">12.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Oxadiazon</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;"></span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 13;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">13.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Hexazinone</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">NA</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 14;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">14.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Parathion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 15;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">15.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Methyl parathion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,02</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 16;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">16.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Dichlorvos</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,01</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 17;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">17.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Phosphamidon</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,01</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 18;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">18.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Malathion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">8,00</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 19;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">19.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Deltamethrin</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">2</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">,00</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;"></span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 20;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">20.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Permethrin</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">,0</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">5</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 21;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">21.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Cypermethrin</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">2</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">,00</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 22;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">22.</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">λ</span></i><i><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">-cyhalothrin</span></i></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">,0</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">5</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;"></span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 23; mso-yfti-lastrow: yes;">
<td colspan="5" style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 333.05pt;" width="444"><div align="right" class="MsoNormal" style="text-align: right;">
<i style="mso-bidi-font-style: normal;"><span lang="EN-US" style="font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">ND: Not Detected, NA: Not
Available</span></i></div>
</td>
</tr>
</tbody></table>
</div>
<div class="MsoNormal">
<br /></div>
<b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Times New Roman"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span></u></b>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14.0pt;">ΣΤΟΙΧΕΙΑ ΔΕΙΓΜΑΤΟΣ 2</span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Ετικέτα:</span></b><span style="font-size: 12.0pt;"><span style="mso-tab-count: 3;"> </span>ΔΕΙΓΜΑ
ΙΙ</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Ημερομηνία παραλαβής:</span></b><span style="font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>05.10.2012</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Ημερομηνία ανάλυσης:</span></b><span style="font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>08.10.2012</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Παρατηρήσεις:</span></b><span style="font-size: 12.0pt;"><span style="mso-tab-count: 2;"> </span><i style="mso-bidi-font-style: normal;">Σε μη εμπορική συσκευασία.</i></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14.0pt;">ΑΠΟΤΕΛΕΣΜΑΤΑ ΑΝΑΛΥΣΗΣ 2</span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: -23.75pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 160; width: 444px;">
<tbody>
<tr style="height: 12.75pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 162.85pt;" width="217"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Φυτοφάρμακο</span></b><b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;"></span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">ΔΕΙΓΜΑ</span></b><b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;"></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">C (mg/kg)</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">MRLs<a href="http://www.blogger.com/blogger.g?blogID=1034663325497676386#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-bidi-font-family: Calibri;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">[3]</span></b></span></span></span></span></a></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">C (mg/kg)</span></b></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 1;">
<td style="border: none; height: 12.75pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">1.</span></b></div>
</td>
<td nowrap="" style="border: none; height: 12.75pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Dimethoate</span></i></div>
</td>
<td nowrap="" style="border: none; height: 12.75pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="border: none; height: 12.75pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="border: none; height: 12.75pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 2;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">2.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Monocrotophos</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">NA</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 3;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">3.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Methidathion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,02</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 4;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">4.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Carbosulfan</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 5;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">5.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Mecarbam</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 6;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">6.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Ethion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 7;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">7.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Triazophos</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,02</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 8;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">8.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Fenthion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,01</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 9;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">9.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Endosulfan</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 10;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">10.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Atrazin</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,10</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 11;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">11.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Chlorpyrifos</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 12;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">12.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Oxadiazon</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;"></span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 13;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">13.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Hexazinone</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">NA</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 14;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">14.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Parathion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,05</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 15;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">15.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Methyl parathion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,02</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 16;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">16.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Dichlorvos</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,01</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 17;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">17.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Phosphamidon</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0,01</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 18;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">18.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Malathion</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;"></span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">8,00</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 19;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">19.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Deltamethrin</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">2</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">,00</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;"></span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 20;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">20.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Permethrin</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">,0</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">5</span></div>
</td>
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<tr style="height: 12.75pt; mso-yfti-irow: 21;">
<td style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">21.</span></b></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">Cypermethrin</span></i></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="height: 12.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">2</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">,00</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 22;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 32.0pt;" width="43"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-fareast-language: EL;">22.</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.85pt;" width="174"><div align="center" class="MsoNormal" style="text-align: center;">
<i><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">λ</span></i><i><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">-cyhalothrin</span></i></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-language: EL;">ND</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.8pt;" width="65"><div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" width="81"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">0</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">,0</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">5</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;"></span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 23; mso-yfti-lastrow: yes;">
<td colspan="5" style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 333.05pt;" width="444"><div align="right" class="MsoNormal" style="text-align: right;">
<i style="mso-bidi-font-style: normal;"><span lang="EN-US" style="font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-fareast-language: EL;">ND: Not Detected, NA: Not
Available</span></i></div>
</td>
</tr>
</tbody></table>
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<span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Δημήτρης Κουρέτας</span></div>
<div class="MsoNormal" style="mso-outline-level: 1;">
<span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Καθηγητής</span></div>
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<a href="http://www.blogger.com/blogger.g?blogID=1034663325497676386#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="font-family: Calibri;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: Calibri; font-size: 10.0pt; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">[1]</span></span></span></span></span></a><span style="mso-ansi-language: EN-US;"> <span lang="EN-US">Kolberg, DI, Prestes, OD, Adaime,
MB, Zanella, R, Development of a fast multiresidue method for the determination
of pesticides in dry samples (wheat grains, flour and bran) using QuEChERS
based method and GC-MS, <i><span style="font-family: Calibri;">Food Chemistry,</span></i>
125, 2011, p.1436-1442.</span></span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
</div>
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<a href="http://www.blogger.com/blogger.g?blogID=1034663325497676386#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="font-family: Calibri;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: Calibri; font-size: 10.0pt; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">[2]</span></span></span></span></span></a><span style="mso-ansi-language: EN-US;"> <span lang="EN-US">Pesticide EU-MRLs, Regulation
(EC) No 396/2005</span></span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
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<a href="http://www.blogger.com/blogger.g?blogID=1034663325497676386#_ftnref3" name="_ftn3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="font-family: Calibri;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: Calibri; font-size: 10.0pt; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">[3]</span></span></span></span></span></a><span style="mso-ansi-language: EN-US;"> <span lang="EN-US">Pesticide EU-MRLs, Regulation
(EC) No 396/2005</span></span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
</div>
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<span style="mso-ansi-language: EN-US;"><span lang="EN-US"></span></span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com1tag:blogger.com,1999:blog-1034663325497676386.post-10351273737267123942012-06-26T10:51:00.000-07:002012-06-26T10:51:01.948-07:00ΔΕΗ: Άγρια λεηλασία από τους ιδιώτες !!! Χαρατσια στους πολιτες<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-size: large;"><span style="background-color: white; border: 0px none; font-family: Arial,Helvetica,sans-serif; margin: 0px; outline: 0px none; padding: 0px; vertical-align: baseline;">Η απελευθέρωση άδειασε τα ταμεία της επιχείρησης</span><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">Δυο μήνες τώρα τα ΜΜΕ μας βομβαρδίζουν: «Τον Ιούνη δεν θα έχουμε ρεύμα», «έρχεται μπλακ άουτ!». Μα είναι δυνατόν; </span><br /><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span><br /><span style="font-family: Arial,Helvetica,sans-serif;">Αφού δεν βγήκαμε ακόμα από το ευρώ… Συμβαίνουν καταστροφές και μέσα στο ευρώ;</span></span>
<span style="font-size: large;"><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">Όμως,
τι προκαλεί το υποτιθέμενο «ενεργειακό κραχ»; Η αδυναμία της Δημόσιας
Επιχείρησης Αερίου (ΔΕΠΑ) να πληρώσει 120 εκ. ευρώ στη Γκαζπρόμ για την
προμήθεια φυσικού αερίου τον Ιούνιο. Ποιος δεν πληρώνει το φυσικό αέριο
που παίρνει από τη ΔΕΠΑ; </span><br /><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span><br /><span style="font-family: Arial,Helvetica,sans-serif;">Οι ιδιώτες ηλεκτροπαραγωγοί που την έχουν φεσώσει με 187 εκ. ευρώ ως σήμερα.</span></span>
<span style="font-size: large;"><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">Όπως
ισχυρίζονται Μυτιληναίος, Λάτσης, Περιστέρης δεν πληρώνουν τη ΔΕΠΑ
γιατί δεν έχουν ακόμα αποζημιωθεί πλήρως από τον Λειτουργό Αγοράς
Ηλεκτρικής Ενέργειας (ΛΑΓΗΕ). Δηλαδή από το χρηματιστήριο στο οποίο
πωλείται το ρεύμα από τους παραγωγούς και αγοράζεται από τους
προμηθευτές των καταναλωτών, που δεν είναι πλέον άλλοι από τον εξής
ένα…,</span><br /><a href="" name="more"></a></span>
<span style="font-size: large;"> τη ΔΕΗ.<br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><a href="http://www.prin.gr/2012/06/deh.html" rel="nofollow" style="background-color: transparent; border: 0px none; font-family: Arial,Helvetica,sans-serif; margin: 0px; outline: 0px none; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank">Tης Φλώρας Παπαδέδε</a><span style="font-family: Arial,Helvetica,sans-serif;">.</span><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">Τι
δημιούργησε έλλειμμα πάνω από 300 εκ. ευρώ στο ΛΑΓΗΕ και δεν μπορεί να
τους αποζημιώσει; Πρώτο, οι «εναλλακτικοί προμηθευτές», Ενέργκα, Ελλάς
Πάουερ, Ρεύμα Ένα κ.λπ. που φέσωσαν με 200 εκ. ευρώ το ΛΑΓΗΕ, τη ΔΕΗ και
το ελληνικό Δημόσιο και τα έβγαλαν σε υπεράκτιες εταιρείες! Δεύτερο, το
χαράτσι του ΕΕΤΗΔΕ στον λογαριασμό του ηλεκτρικού που τα λαϊκά
νοικοκυριά είτε δεν είχαν, είτε δεν ήθελαν –και πολύ ορθώς έπραξαν– να
πληρώσουν. Όμως, η συγκυβέρνηση της τρόικας και των μνημονίων απέσπασε
από τα ταμεία της ΔΕΗ «όσα της έλειπαν» σαν χαράτσια και τα κατέβαλε
στους «σωτήρες» – τοκογλύφους, αφήνοντάς τη χωρίς ρευστότητα. Τρίτο, η
ανεργία, το πετσόκομμα των λαϊκών εισοδημάτων και οι απανωτές αυξήσεις
στο ρεύμα που οδηγούν σε συνεχή περιορισμό της κατανάλωσης. Ο κόσμος
σκέπτεται αν θα ανάψει τη λάμπα… Γεγονός που καθιστά πλέον αδύνατον να
χρηματοδοτηθούν οι υπέρογκες κρατικές επιδοτήσεις που εισπράττουν τόσο
οι ανωτέρω ιδιώτες ηλεκτροπαραγωγοί, όσο και οι «πράσινοι» των
Ανανεώσιμων Πηγών Ενέργειας (ΑΠΕ). Παρότι το «Ειδικό Τέλος ΑΠΕ» αυξήθηκε
από το 2011 κατά 297% για τη λαϊκή κατανάλωση…</span><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">Μόνο
για το 2012, το «εγγυημένο έσοδο» που νομοθετήθηκε για να
«απελευθερωθεί» η αγορά ηλεκτρικής ενέργειας και καταβάλλει η ΔΕΗ στους
«ανταγωνιστές» της απλά γιατί …υπάρχουν, φτάνει τα 150 εκ. ευρώ. Η
σκανδαλώδης τιμολόγηση του ρεύματος που παράγουν αφαίρεσε το 2011 από τα
ταμεία της 765 εκ. ευρώ! Κι άλλα 700 εκ. ευρώ που κοστίζει φέτος η
επιδότηση των ΑΠΕ; </span><br /><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span><br /><span style="font-family: Arial,Helvetica,sans-serif;">Κι ας μη
μιλήσουμε για το σκάνδαλο των σκανδάλων, τη μονάδα φυσικού αερίου της
Αλουμίνιον της Ελλάδας, που επιδοτείται από τον Αύγουστο του 2011 ως
ΑΠΕ, χρεώνοντας 215 εκ. ευρώ ετησίως τον λαϊκό καταναλωτή ή αλλιώς, με
4% αύξηση στην τιμή του ρεύματος! </span></span>
<span style="font-size: large;"><br /><span style="font-family: Arial,Helvetica,sans-serif;">Να γιατί γίνονται οι αυξήσεις στα τιμολόγια. Και τι να πρωτοεπιδοτήσει ο ΛΑΓΗΕ, η ΔΕΗ και «οι Έλληνες φορολογούμενοι»; </span></span>
<span style="font-size: large;"><br /><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span><br /><span style="font-family: Arial,Helvetica,sans-serif;">Είναι φανερό
ότι με ενεργειακό «κραχ» δεν απειλείται η Ελλάδα, αλλά οι επιδοτήσεις
των μόνων και μόνιμα κρατικοδίαιτων αυτής της χώρας: των ιδιωτικών
επιχειρηματικών ομίλων που, ελέω ΕΕ και «απελευθέρωσης των αγορών»,
ρημάζουν τον ελληνικό λαό. Και τον ρημάζουν διπλά. Φορτώνοντάς του και
αυξήσεις και χρέη. Γιατί για να βρουν ΔΕΗ, ΔΕΠΑ και ΛΑΓΗΕ χρήματα για
τις επιδοτήσεις των «απόρων» ομίλων, καταφεύγουν ήδη σε δανεισμό 350 εκ.
ευρώ. Δανεισμό που η ΕΕ εμποδίζει εδώ και δυο μήνες, απαιτώντας δυο
πράγματα: εγγυήσεις από το ελληνικό Δημόσιο και αυξήσεις στο ρεύμα τον
Ιούλιο!</span></span>
<span style="font-size: large;"><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">Ας
δούμε τώρα τι συμβαίνει πραγματικά στην ηλεκτροπαραγωγή της χώρας. Έχει
σταματήσει η παραγωγή από φυσικό αέριο; Κι από ποιους; Μόνο από τη ΔΕΗ.
Επειδή δεν έχει να πληρώσει τη ΔΕΠΑ; Όχι, βέβαια!</span><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">Η
ΔΕΗ σβήνει για μια ακόμα φορά τις μονάδες της για να πουλάνε οι
ιδιώτες. Όλες οι ιδιωτικές μονάδες ηλεκτροπαραγωγής, όλοι αυτοί που
χρωστούν στη ΔΕΠΑ, εφοδιάζονται κανονικά με φυσικό αέριο και η ΔΕΗ
αγοράζει καθημερινά το ρεύμα τους. Γιατί πώς αλλιώς θα εμφάνιζε φέτος ο
Όμιλος Μυτιληναίου 99,4 εκ. ευρώ κέρδη, αν δεν χρώσταγε 65 εκ. ευρώ στη
ΔΕΠΑ και 115 εκ. ευρώ στη ΔΕΗ; </span><br /><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span><br /><span style="font-family: Arial,Helvetica,sans-serif;">Αν δεν πούλαγε
60 ευρώ τη μεγαβατώρα το ρεύμα της Αλουμίνιον της Ελλάδας στη ΔΕΗ και
δεν αγόραζε 42 ευρώ τη μεγαβατώρα το ρεύμα της ΔΕΗ για τις ενεργοβόρες
ανάγκες της Αλουμίνιον της Ελλάδας! (Ναι, πρόκειται για το παλιό
σκάνδαλο ΠΕΣΙΝΕ που απολαμβάνει, ελέω ΕΕ και «ανεξάρτητης» ΡΑΕ, τους
ίδιους αποικιοκρατικούς όρους από το 1962, παρότι ο ιδιοκτήτης είναι
πλέον «έλλην» κεφαλαιοκράτης).</span></span>
<span style="font-size: large;"><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">Και
για να τελειώνουμε με την καταστροφολογία. Η χώρα δεν αντιμετωπίζει
έλλειψη ρεύματος. Εδώ και δύο χρόνια, η μέση ημερήσια ζήτηση κυμαίνεται
στις 5.000 – 5.800 μεγαβατώρες. Φέτος, ακόμη και στον καύσωνα (13/6)
έφτασε μόλις στις 7.922 μεγαβατώρες. </span><br /><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span><br /><span style="font-family: Arial,Helvetica,sans-serif;">Η εγκατεστημένη
ισχύς της ΔΕΗ από λιγνιτικές και υδροηλεκτρικές μονάδες φτάνει τα
10.251 μεγαβάτ. Κι άλλα 2.052 μεγαβάτ προσθέτουν οι εγκατεστημένες ΑΠΕ
στο διασυνδεδεμένο σύστημα. Δεν χρειάζεται ούτε ένα μεγαβάτ από φυσικό
αέριο για να έχουμε ρεύμα. Η χώρα μας έχει δικούς της πόρους και δικό
της καύσιμο. Δεν την απειλεί κανένα μπλακ άουτ, εφόσον τους
χρησιμοποιήσει για τις ανάγκες του λαού της. Αν ο λαός της τους
εθνικοποιήσει και δεν επιτρέψει να ξεπουληθούν στους δανειστές και να
ληστεύονται από τους ιδιώτες.</span></span>
</b></div>billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-61313289697278141772012-06-01T10:10:00.002-07:002012-06-01T10:14:26.896-07:00ΠΟΛΙΤΕΣ ΤΗΣ ΒΕΡΟΙΑΣ ΕΚΚΛΗΣΗ ΠΡΟΣΦΟΡΑΣ ΓΙΑ ΤΟ ΚΟΙΝΩΝΙΚΟ ΠΑΝΤΟΠΩΛΕΙΟ ΑΛΛΗΛΕΓΓΥΗΣ<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-size: large;"> ΠΟΛΙΤΕΣ ΤΗΣ ΒΕΡΟΙΑΣ </span></b></div>
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<b><span style="font-size: large;">ΟΙ ΠΟΛΙΤΕΣ ΤΗΣ ΒΕΡΟΙΑΣ ΖΗΤΟΥΝ ΤΗΝ ΣΥΜΜΕΤΟΧΗ ΤΩΝ ΠΟΛΙΤΩΝ ΜΕ ΤΙΣ ΠΡΟΣΦΟΡΕΣ ΤΡΟΦΙΜΩΝ ,ΧΑΡΤΙΚΩΝ ,ΕΙΔΩΝ ΚΑΘΑΡΙΟΤΗΤΑΣ ΥΓΙΕΙΝΗΣ ,ΦΑΡΜΑΚΑ, ΩΣΤΕ ΝΑ ΞΕΚΙΝΗΣΕΙ Η ΛΕΙΤΟΥΡΓΙΑ ΤΟΥ ΚΟΙΝΩΝΙΚΟΥ ΠΑΝΤΟΠΩΛΕΙΟΥ ΑΛΛΗΛΕΓΓΥΗΣ ΠΟΥ ΒΡΙΣΚΕΤΑΙ ΣΤΗΝ ΣΥΜΒΟΛΗ ΤΩΝ ΟΔΩΝ ΑΚΑΤΑΜΑΧΗΤΟΥ ΚΑΙ ΠΛΑΤΑΝΩΝ ΓΩΝΙΑ ΠΙΣΩ ΑΠΟ ΤΗΝ ΔΗΜΟΤΙΚΗ ΑΓΟΡΑ (HONTOS CENTER).....</span></b></div>
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<b><span style="font-size: large;"><br /></span></b></div>
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<b><span style="font-size: large;">ΓΙΑ ΠΡΟΣΦΟΡΑ ΤΡΟΦΙΜΩΝ ΑΠΕΥΘΥΝΘΕΙΤΕ ΣΤΟ ΤΗΛΕΦΩΝΟ 6971912733 ΑΠΟ ΤΙΣ 10 ΤΟ ΠΡΩΙ ΜΕΧΡΙ 2 ΤΟ ΜΕΣΗΜΕΡΙ </span></b></div>
<b><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;">ΥΠΕΥΘΥΝΗ Κα ΜΑΡΙΑ</span></b></div>billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-42977864685288969202012-05-12T01:30:00.003-07:002012-05-12T04:32:50.395-07:00ΤΟ ΣΑΒΒΑΤΟ 19/5/2012 ΜΑΖΙ ΜΕ ΤΟ ΛΑΔΙ ΘΑ ΥΠΑΡΧΟΥΝ ΕΛΙΕΣ ΚΑΙ ΚΡΕΑΤΑ<div dir="ltr" style="text-align: left;" trbidi="on">
ΤΟ ΣΑΒΒΑΤΟ 18/5/2012 ΜΑΖΙ ΜΕ ΤΟ ΛΑΔΙ ΘΑ ΥΠΑΡΧΟΥΝ ΕΠΙΣΗΣ ΚΑΙ ΕΛΙΕΣ ΣΕ ΣΥΣΚΕΥΑΣΙΑ ΤΟΥ ΕΝΟΣ ΚΙΛΟΥ ΟΠΩΣ ΚΑΙ ΚΡΕΑΤΑ.ΑΥΤΑ ΤΑ ΠΡΟΙΟΝΤΑ ΘΑ ΔΙΑΤΕΘΟΥΝ ΧΩΡΙΣ ΠΑΡΑΓΓΕΛΙΕΣ</div>billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com1tag:blogger.com,1999:blog-1034663325497676386.post-48625885638173228082012-05-10T22:15:00.001-07:002012-05-10T22:17:02.256-07:00ΠΡΟΣΟΧΗ!!!!! ΝΕΟ ΧΑΡΑΤΣΙ ΤΗΣ ΔΕΗ<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://kadosanakyklosis.wordpress.com/?attachment_id=7300" rel="attachment wp-att-7300" style="background-color: white; color: #ce750d; font-weight: bold; text-decoration: none;"><img alt="" class="size-full wp-image-7300 aligncenter" height="582" src="http://kadosanakyklosis.files.wordpress.com/2012/05/dei.jpg" style="border-bottom-color: rgb(176, 176, 176); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(176, 176, 176); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(176, 176, 176); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(176, 176, 176); border-top-style: solid; border-top-width: 1px; display: block; height: auto; margin-bottom: 5px; margin-left: auto; margin-right: auto; margin-top: 5px; max-width: 97%; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px;" title="dei" width="642" /></a></div>
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<span style="background-color: white;">Παράνομα και χωρίς οι καταναλωτές
να έχουν ιδέα τι πληρώνουν, η ΔΕΗ εισπράττει δικό της “χαράτσι” το
οποίο αναφέρεται στους λογαριασμούς της σαν<b> “ΥΠΗΡΕΣΙΕΣ ΚΟΙΝΗΣ
ΩΦΕΛΕΙΑΣ -Ν.2773/99 άρθρο 29″ το οποίο το υπολογίζει με άγνωστο ποσοστό
επί της αξίας του καταναλωθέντος ηλεκτρικού ρεύματος!</b></span></div>
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<span style="background-color: white;">Υποτίθεται ότι με τα χρήματα αυτά <b><span style="text-decoration: underline;">(κανείς δεν γνωρίζει πόσα συγκεντρώνονται κάθε φορά… </span></b></span></div>
<a href="http://www.blogger.com/blogger.g?blogID=1034663325497676386" name="more"></a><b>ΥΠΟΛΟΓΙΖΟΝΤΑΙ ΣΕ 1,9 δις. ΕΥΡΩ)</b>καλύπτονται όσοι είναι εντεταγμένοι στο “κοινωνικό τιμολόγιο της ΔΕΗ” κ.λ.π.<br />
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<span style="background-color: white;">Το άρθρο 29 του Νόμου 2773/99,
όμως, έχει καταργηθεί από τον Αύγουστο του 2010, με νεότερο νόμο που
έχει δημοσιευθεί κανονικά και στην Εφημερίδα της Κυβερνήσεως</span></div>
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<span style="background-color: white;"><b>Αυτό σημαίνει ότι η
είσπραξη του “χαρατσιού” αυτού είναι -τουλάχιστον τυπικώς- παράνομη και
εφ όσον ασκηθούν οι νόμιμες διαδικασίες, η ΔΕΗ θα υποχρεωθεί στην
επιστροφή των παρακρατηθέντων παρανόμως χρημάτων. </b>(εκτός αν σπεύσει η “κυβέρνηση” να καλύψει την παρανομία με νομικά εφευρήματα…)</span></div>
</div>billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com2tag:blogger.com,1999:blog-1034663325497676386.post-31488352175788180602012-05-08T04:13:00.000-07:002012-05-08T04:15:17.708-07:0018/5/2012 ΔΙΑΝΟΜΗ ΛΑΔΙΟΥ ΣΤΗΝ ΑΓΡΕΞ<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSJsj9EpXS6wkxu4SVJKNXnM0Pj-zhEoQFIR0ZWOUvw8LPnO74IOWcIb7e60vbmOTrwEBdfv09UOkEBbUWRV6ZDsOHDJMYzJ70rRafJgDo_akiUHH-fvNvQHXguLpMGa0P9hrmMAj_Ms/s1600/images+58.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSJsj9EpXS6wkxu4SVJKNXnM0Pj-zhEoQFIR0ZWOUvw8LPnO74IOWcIb7e60vbmOTrwEBdfv09UOkEBbUWRV6ZDsOHDJMYzJ70rRafJgDo_akiUHH-fvNvQHXguLpMGa0P9hrmMAj_Ms/s1600/images+58.jpg" /></a>ΤΟ ΣΑΒΒΑΤΟ 18/5/2012 ΘΑ ΥΠΑΡΧΕΙ ΛΑΔΙ ΣΤΗΝ ΑΓΡΕΞ ΑΠΟ ΤΟΥΣ ΙΔΙΟΥΣ ΠΑΡΑΓΩΓΟΥΣ ΕΧΤΡΑ ΠΑΡΘΕΝΟ ΜΕ 3 ΕΥΡΩ ΤΟ ΚΙΛΟ ΚΑΙ
ΠΑΡΘΕΝΟ ΜΕ 2,5 ΕΥΡΩ.ΤΙΣ ΠΑΡΑΓΓΕΛΙΕΣ ΣΑΣ ΜΠΟΡΕΙΤΕ ΝΑ ΤΙΣ ΥΠΟΒΑΛΛΕΤΕ ΣΤΗΝ ΦΟΡΜΑ ΠΑΡΑΓΓΕΛΙΑΣ ΠΟΥ ΥΠΑΡΧΕΙ ΣΤΟ BLOG.<br />
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</div>billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com2tag:blogger.com,1999:blog-1034663325497676386.post-18456095015771150792012-04-21T09:01:00.000-07:002012-04-21T09:01:00.082-07:00ΚΑΙ ΑΥΡΙΟ ΚΥΡΙΑΚΗ 22/4/2012 ΘΑ ΥΠΑΡΧΕΙ ΛΑΔΙ ΣΤΗΝ ΑΓΡΕΞ<div dir="ltr" style="text-align: left;" trbidi="on">
ΚΑΙ ΑΥΡΙΟ ΚΥΡΙΑΚΗ 22/4/2012 ΘΑ ΥΠΑΡΧΕΙ ΛΑΔΙ ΣΤΗΝ ΑΓΡΕΞ ΟΣΟΙ ΔΕΝ ΠΡΟΛΑΒΑΝ ΝΑ ΠΑΡΟΥΝ ΣΗΜΕΡΑ ΜΠΟΡΟΥΝ ΑΥΡΙΟ ΝΑ ΠΑΡΑΛΑΒΟΥΝ ΤΗΝ ΠΟΣΟΣΤΗΤΑ ΠΟΥ ΕΠΙΘΥΜΟΥΝ ΑΠΟ ΤΟΥΣ ΙΔΙΟΥΣ ΠΑΡΑΓΩΓΟΥΣ ΕΧΤΡΑ ΠΑΡΘΕΝΟ ΜΕ 3 ΕΥΡΩ ΤΟ ΚΙΛΟ ΚΑΙ ΠΑΡΘΕΝΟ ΜΕ 2,5 ΕΥΡΩ </div>billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-34697778804375563802012-04-15T23:43:00.004-07:002012-04-15T23:43:33.710-07:00Την προσοχή σας<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;"><u><b>Σάββατο 21 Απριλίου, έρχεται παλί λάδι στη Βέροια</b></u></span><br />
<br />
<b>Το Σάββατο, έρχονται νέες ποσότητες λαδιού, απο το ίδιο που ήρθε την προηγούμενη φορά, πρός 3 ΕΥΡΩ ΤΟ ΚΙΛΌ</b>. Η ποιότητά του πλέον, είναι γνωστή. Δεν χρειάζεται να κάνετε παραγγελίες. Θα έρθουν ποσότητες που θα περσέψουν. Συμφωνήσαμε ότι δεν διατεθεί, να γυρίσει πίσω. Οι ίδιοι παραγωγοί, για την προτίμησή μας στον Συνεταιρισμό τους, θα διαθέσουν και κάποιες ποσότητες πορτοκαλιών και λεμονιών, δωρεάν σε όσους αγορασουν λάδι.<br />
Επίσης, παραγωγός μαρουλιού απο τον Άγιο Γεώργιο, Δήμου Βέροιας, θα διαθέσει μαρούλια προς<b> 0.50 λεπτά</b>. Τα μαρούλια, είναι χωρίς φυτοφάρμακα. Θα υπάρχουν πάλι λίγες ποσότητες πατάτας απο τις κίτρινες, προς<b> 5 ΕΥΡΩ το τσουβάλι (18 κιλά).</b><br />
Όλα αυτά, πάλι στην ΑΓΡΕΞ, απο το πρωί του Σαββάτου.<br />
<u><b><span style="font-size: large;"><br /></span></b></u><br />
<u><b><span style="font-size: large;"></span></b></u></div>billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0tag:blogger.com,1999:blog-1034663325497676386.post-21859803605400037312012-04-13T00:48:00.001-07:002012-04-13T00:48:50.071-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<u><span style="font-size: 14pt;">Χωρίς υπερβολή, είναι κυριολεκτικά
πόλεμος. Είναι η υποχρέωση του ανθρώπου να ζητά άδεια για να ζήσει.
Κάνουν ότι θέλουν γιατί, εμείς δεν κάνουμε το αυτονόητο. Αφεθήκαμε. </span></u></div>
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<b><u><span style="font-size: 14pt;">Άφιξη
</span></u></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">codex</span></u></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"> </span></u></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">alimentarius</span></u></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">
στην Ελλάδα</span></u></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";"></span></u></b></div>
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<span style="color: black; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Μια φωτογραφία 1000
λέξεις... το </span><span lang="EN-US" style="color: black; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Codex</span><span lang="EN-US" style="color: black; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span lang="EN-US" style="color: black; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Alimentarius</span><span style="color: black; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"> έκανε την εμφάνιση του και στην Ελλάδα... ετοιμαστείτε για
ακραίες καταστάσεις στο προσεχές μέλλον!!!</span><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span><img alt="" 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" /><br /><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: black; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Απαγορεύεται η
φύτευση ,εξαιτίας του ότι η "ράτσα" της πατάτας ανήκει μαζί με τα
δικαιώματά της σε κάποια εταιρεία ή οποία απαγορεύει την αναπαραγωγή της,
κάτι σαν Α</span><span lang="EN-US" style="color: black; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">CTA</span><span style="color: black; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"> διατροφική, το λεγόμενο "</span><span lang="EN-US" style="color: black; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Codex</span><span lang="EN-US" style="color: black; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span lang="EN-US" style="color: black; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Alimentarius</span><span style="color: black; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">",βάσει του οποίου θα απαγορεύεται μελλοντικά η
αναπαραγωγή "τέτοιου τύπου" με κατοχυρωμένη πατέντα αγροτικών
προϊόντων.</span><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: black; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Προσέξτε αυτό είναι
το σχέδιο , ο έλεγχος των τροφίμων, ήδη μόνο υβρίδια κυκλοφορούν που
ανήκουν σε εταιρείες κι επειδή χωρίς λεφτά ζεις αλλά χωρίς φαγητό όχι,
φυλάξτε παλιούς σπόρους που ξαναφύονται και δεν ανήκουν σε εταιρείες, γιατί
τα υβρίδια είναι μονοετή και μολύνουν το έδαφος. Είναι σημαντικό να
ενισχυθούν όσοι κρατάνε παλιούς σπόρους και να προσπαθήσουμε κι οι ίδιοι να
τους αναπαράγουμε. Ο έλεγχος του φαγητού θα βοηθήσει την νέα τάξη να
εδραιωθεί.!</span><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span lang="EN-US" style="color: black; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";"></span><b><span style="color: red; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"> </span></b><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="color: red; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Ένας είναι ο μοναδικός
τρόπος για να σταματήσει αυτή η πρακτική: Σαμποτάζ στα σούπερ μάρκετ, τα
μπακάλικα και τους παραγωγούς που εμπορεύονται τέτοια είδη! Διαβάζετε τα
καρτελάκια! Αφήστε αυτά τα προϊόντα στα ράφια τους να τα φάνε μόνοι
τους!!!! Η οικονομική ζημιά είναι η μόνη γλώσσα που καταλαβαίνουν!!!!</span></b><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="color: red; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Ενημερώστε όσους περισσότερους μπορείτε, με
όποιον τρόπο μπορείτε!!! Είναι ίσως η πιο σημαντική πληροφορία που έχει
κυκλοφορήσει τα τελευταία χρόνια!!!</span></b><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: navy; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Το θέμα είναι ίσως από τα σοβαρότερα που έχουμε να αντιμετωπίσουμε
από τώρα και στο εξής, πχ</span><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span><span style="color: navy; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">, να φανταστείτε ότι τις πατάτες Νάξου τις έχει κατοχυρώσει Ολλανδική
εταιρεία, οπότε για να σπείρει κάποιος πατάτες Νάξου θα πρέπει να αγοράσει
σπόρο από τους Ολλανδούς!!! Και τι άλλο θα δούμε..</span><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br />Read more: <a href="http://politesthsveroias.blogspot.com/#ixzz1ru945kYH" style="color: #003399;">http://politesthsveroias.blogspot.com/#ixzz1ru945kYH</a></div>billphttp://www.blogger.com/profile/06710717176618239502noreply@blogger.com0