<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4902273650848670861</id><updated>2024-12-19T05:29:02.610+02:00</updated><category term="Νομιμοποίηση αυθαιρέτων"/><category term="Ειδησεογραφία"/><category term="Νομοθεσία"/><category term="Βεβαίωση Νομιμότητας Ακινήτων"/><category term="ΟΙΚΟΝΟΜΙΑ ΕΝΕΡΓΕΙΑΣ"/><category term="Τέλος Ακινήτων μέσω ΔΕΗ"/><category term="Ενεργειακά Πιστοποιητικά"/><category term="Θέρμανση"/><title type='text'>MNM</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://kostogloumnm.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>23</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-2442196949286074736</id><published>2012-12-12T14:01:00.001+02:00</published><updated>2012-12-12T14:04:39.360+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ειδησεογραφία"/><title type='text'>Οδηγίες ασφάλειας για τα Χριστουγεννιάτικα στολίδια</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;span class=&quot;HeadArticle1&quot;&gt;Χριστουγεννιάτικα στολίδια &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Το χριστουγεννιάτικο δέντρο και όλα τα στολίδια, με τα οποία διακοσμούμε το σπίτι μας, τα Χριστούγεννα, πρέπει να είναι ασφαλή.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span class=&quot;HeadArticle1&quot;&gt;Χριστουγεννιάτικα λαμπιόνια &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Σε έρευνα της Ευρωπαϊκής Επιτροπής, που διεξήχθη από το Μάιο του  2007, μέχρι το Μάιο του 2009, δοκιμάστηκαν 196 τυχαία δείγματα  χριστουγεννιάτικων λαμπιονιών, από όλες τις τιμές. Τα αποτελέσματα  έδειξαν ότι το 30% των χριστουγεννιάτικων λαμπιονιών εμφανίζουν εμφανή  και άμεσο κίνδυνο πυρκαγιάς και ηλεκτροπληξίας. &lt;br /&gt;
Τα χριστουγεννιάτικα λαμπιόνια πρέπει να πληρούν συγκεκριμένες  διοικητικές και τεχνικές απαιτήσεις, για να μη βάζουν, σε κίνδυνο, την  υγεία, την περιουσία ακόμα και τη ζωή μας. Τα προβλήματα, που  διαπιστώθηκαν αφορούσαν μη συμμόρφωση, με τις τεχνικές απαιτήσεις  ασφάλειας, για την κατασκευή, παραδείγματος χάριν, αγκυρώσεων καλωδίων,  καλωδιώσεων, μόνωσης και για την προστασία από ηλεκτροπληξία καθώς και  ελλείψεις, στην επισήμανση, στις οδηγίες ή ελλείψεις διοικητικού  χαρακτήρα. &lt;br /&gt;
Για να είναι ασφαλή τα χριστουγεννιάτικα λαμπιόνια, γιρλάντες,  φωτάκια, αγιοβασίληδες και άλλα διακοσμητικά είδη, που λειτουργούν, με  ηλεκτρικό ρεύμα, πρέπει:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Να φέρουν, πάνω στο προϊόν: &lt;br /&gt;
1. τη σήμανση CE, &lt;br /&gt;
2. τα τεχνικά στοιχεία λειτουργίας (τάση, ισχύς, συχνότητα λειτουργίας ), &lt;br /&gt;
3. τον τύπο του προϊόντος, τον κατασκευαστή και τα στοιχεία του ή τον υπεύθυνο εισαγωγέα / διαθέτη, στην Ελλάδα. &lt;/li&gt;
&lt;li&gt;Να συνοδεύονται, από οδηγίες χρήσης, στα Ελληνικά και να  αναγράφονται τα στοιχεία της εταιρείας, που διαθέτει το προϊόν ή τα  στοιχεία του εξουσιοδοτημένου service της συσκευής. &lt;/li&gt;
&lt;li&gt;Σε περίπτωση χρήσης του προϊόντος, σε εξωτερικό χώρο, να  αναγράφεται, σαφώς, η ένδειξη αυτή, επί της συσκευασίας και του  φυλλαδίου οδηγιών χρήσης καθώς και η ένδειξη προστασίας ΙΡ (τουλάχιστον  ΙΡ40 για εξωτερικό χώρο) και να τηρούνται οι κανονισμοί ασφαλείας  εσωτερικών ηλεκτρικών εγκαταστάσεων. &lt;/li&gt;
&lt;li&gt;Το πάχος της εξωτερικής καλωδίωσης να είναι τουλάχιστον 5mm. &lt;/li&gt;
&lt;li&gt;Το φις να είναι διπολικό και κανονικού μεγέθους. &lt;/li&gt;
&lt;li&gt;Σε κάθε περίπτωση, πρέπει να έχουμε εγκαταστήσει ρελέ διαρροής, στις  οικιακές εσωτερικές ηλεκτρικές εγκαταστάσεις του σπιτιού μας, για την  επιπρόσθετη προστασία των χρηστών και των εγκαταστάσεων. &lt;/li&gt;
&lt;li&gt;Υπάρχουν και κάποιες άλλες μικρές συμβουλές, που πρέπει να  ακολουθούμε, οι καταναλωτές, όταν στολίζουμε το σπίτι μας, τα  Χριστούγεννα. &lt;/li&gt;
&lt;li&gt;Επιθεωρούμε τα χριστουγεννιάτικα φωτιστικά μας, για διαρροές,  κοψίματα ή καμένες λάμπες καθώς και αν το φις έχει καλή προσαρμογή, με  την πρίζα, για την αποφυγή σπινθηρισμών, πριν τα τοποθετήσουμε στο  δέντρο. &lt;/li&gt;
&lt;li&gt;Διαβάζουμε, με προσοχή, τις οδηγίες χρήσης και τις εφαρμόζουμε. &lt;/li&gt;
&lt;li&gt;Δεν αφήνουμε, ποτέ, τα φωτάκια του δέντρου αναμμένα, όταν πηγαίνουμε, για ύπνο ή όταν βγαίνουμε, από το σπίτι. &lt;/li&gt;
&lt;li&gt;Δεν αγοράζουμε χριστουγεννιάτικα φωτάκια, από πλανόδιους. &lt;/li&gt;
&lt;li&gt;Αν υποψιαστούμε ότι υπάρχει κάποιο πρόβλημα, δεν χρησιμοποιούμε τα φωτάκια, αλλά τα επιστρέφουμε, στο κατάστημα αγοράς. &lt;/li&gt;
&lt;li&gt;Δεν διορθώνουμε, ποτέ, χαλασμένα λαμπάκια. &lt;/li&gt;
&lt;li&gt;Τα λαμπιόνια χαμηλής κατανάλωσης ενέργειας, όταν χαλάσουν, δεν τα πετάμε στα σκουπίδια, αλλά στους ειδικούς κάδους ανακύκλωσης. &lt;/li&gt;
&lt;li&gt;Τα φωτιστικά, στους εξωτερικούς χώρους, τα τοποθετούμε κατά τη  διάρκεια της μέρας, για να μπορούμε να βλέπουμε τυχόν φθορές στις  καλωδιώσεις ή υγρασία, που μπορεί να έχει εισχωρήσει, στις επαφές. Δεν  αφήνουμε τα λαμπάκια να ακουμπούν, σε υλικά, που πιάνουν εύκολα φωτιά,  όπως χαρτιά και υφάσματα κ.α. &lt;/li&gt;
&lt;li&gt;Προσοχή, στα χριστουγεννιάτικα στολίδια, που μοιάζουν, με φρούτα και  τρόφιμα. Τα μικρά παιδιά μπορεί να τα θεωρήσουν πραγματικά τρόφιμα, να  τα βάλουν στο στόμα τους και να θέσουν σε κίνδυνο την υγεία ή και τη ζωή  τους. Κανονικά, απαγορεύεται να κυκλοφορούν στην αγορά τέτοια προϊόντα.  Όμως, επειδή πολλά μπορούν να συμβούν, δεν αγοράζουμε στολίδια, που  μοιάζουν με τρόφιμα. &lt;/li&gt;
&lt;li&gt;Προσοχή στα σπρέι διακόσμησης. Ακολουθούμε, πιστά, τις οδηγίες χρήσης. &lt;/li&gt;
&lt;/ul&gt;
Για την ασφάλεια του &lt;b&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;χριστουγεννιάτικου δέντρου&lt;/span&gt;&lt;/b&gt; πρέπει να γνωρίζουμε:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Το χριστουγεννιάτικο δέντρο πρέπει να απέχει τουλάχιστον ένα μέτρο  από το τζάκι ή άλλες εστίες φωτιάς. Πρέπει να στηρίζεται γερά, να μην  είναι σε επαφή με άλλα αντικείμενα του χώρου και να μη φράζει εξόδους  του σπιτιού. Αν στο σπίτι υπάρχουν μικρά παιδιά ή κατοικίδια, για να  αποφύγουμε ανατροπές ή τραυματισμούς μπορούμε να κόψουμε τα χαμηλότερα  κλαδιά ή να το στερεώσουμε στο ταβάνι ή σε κάποιο άλλο σταθερό  αντικείμενο, με πετονιά. &lt;/li&gt;
&lt;li&gt;Το φυσικό δέντρο δεν πρέπει να είναι ξεραμένο και το διατηρούμε υγρό, με συχνό πότισμα. &lt;br /&gt;
Το τεχνητό δέντρο πρέπει να φέρει πιστοποίηση ότι είναι κατασκευασμένο, από βραδυφλεγή υλικά. &lt;/li&gt;
&lt;li&gt;Τα παιδιά δεν πρέπει, ποτέ, να τα αφήνουμε να παίζουν, χωρίς  επιτήρηση, κάτω από το δέντρο. Αναπτήρες, σπίρτα, καλώδια, πρίζες και  φωτάκια θα πρέπει να μην είναι προσεγγίσιμα, από τα παιδιά. &lt;/li&gt;
&lt;/ul&gt;
Για τα &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;κεριά &lt;/span&gt;&lt;/b&gt;πρέπει να γνωρίζουμε:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Τα κεριά πρέπει, πάντα, να είναι τοποθετημένα σε σταθερές βάσεις  (όχι πλαστικά ή άλλα εύφλεκτα υλικά) και σε απόσταση, από κουρτίνες. &lt;/li&gt;
&lt;li&gt;Δεν τα αφήνουμε αναμμένα όταν φεύγουμε. &lt;/li&gt;
&lt;li&gt;Δεν ανάβουμε κεριά σε χώρους που μπορεί να υπάρξει ρεύμα αέρα. &lt;/li&gt;
&lt;li&gt;Δεν τα τοποθετούμε κάτω από ράφια ή άλλες επιφάνειες. &lt;/li&gt;
&lt;li&gt;Ποτέ δεν χρησιμοποιούμε αναμμένα κεριά, για να διακοσμήσουμε το χριστουγεννιάτικο δέντρο. &lt;/li&gt;
&lt;li&gt;Κάθε αναμμένο κερί πρέπει να είναι τοποθετημένο μακριά από τα κλαδιά του δέντρου. &lt;/li&gt;
&lt;/ul&gt;
Το ΚΕ.Π.ΚΑ. εύχεται Καλά και Ασφαλή Χριστούγεννα! &lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;grey&quot;&gt;
Πηγές: ΚΕ.Π.ΚΑ.&lt;/div&gt;
&lt;div class=&quot;grey&quot;&gt;
Ανάρτηση απο: http://www.iatronet.gr/newsarticle.asp?art_id=16711 &lt;/div&gt;
&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/2442196949286074736'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/2442196949286074736'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2012/12/blog-post.html' title='Οδηγίες ασφάλειας για τα Χριστουγεννιάτικα στολίδια'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-70541204643356340</id><published>2012-11-12T02:28:00.000+02:00</published><updated>2013-05-15T00:36:21.340+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ΟΙΚΟΝΟΜΙΑ ΕΝΕΡΓΕΙΑΣ"/><title type='text'>Προγραμμα &quot;Εξοικονόμηση κατ΄Οίκον&quot;</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt; line-height: 115%;&quot;&gt;Τι είναι το Πρόγραμμα «Εξοικονόμηση κατ’ Οίκον»;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Πρόκειται για συγχρηματοδοτούμενο Πρόγραμμα που
παρέχει κίνητρα στους πολίτες προκειμένου να βελτιώσουν την ενεργειακή απόδοση
του σπιτιού τους, εξοικονομώντας χρήματα και ενέργεια και αυξάνοντας την αξία
του.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Ποιες κατοικίες μπορούν να χρηματοδοτηθούν;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Επιλέξιμες κατοικίες είναι το σύνολο των
μονοκατοικιών, πολυκατοικιών και &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;μεμονωμένων
διαμερισμάτων&lt;/b&gt; (χωρίς επιπλέον προϋπόθεση) που ικανοποιούν αποκλειστικά τα
ακόλουθα κριτήρια:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -21.25pt;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Βρίσκονται σε
περιοχές με &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;τιμή ζώνης χαμηλότερη ή ίση
των 2.100 €/τ.μ.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -21.25pt;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Έχουν καταταχθεί
βάσει του &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Πιστοποιητικού Ενεργειακής
Απόδοσης (Π.Ε.Α.) σε κατηγορία χαμηλότερη ή ίση της Δ.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -21.25pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Δεν υπάρχει περιορισμός στον αριθμό ιδιοκτησιών ανά
πολίτη, ενώ στις πολυκατοικίες όσοι από τους ιδιοκτήτες δεν επιθυμούν να
ενταχθούν στο πρόγραμμα μπορούν να συμμετέχουν με ίδια κεφάλαια. Επίσης,
εντάσσονται κενά διαμερίσματα που κατοικούνταν εντός των τελευταίων τριών ετών.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Ποιός μπορεί
να ενταχθεί στο Πρόγραμμα – Με ποια κίνητρα;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td style=&quot;border: solid black 1.0pt; mso-border-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.3pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Κατηγορία Ωφελούμενων&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.35pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Α1&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.4pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Α2&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.4pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Β&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.3pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Ατομικό Εισόδημα&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.35pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Α.Ε. ≤
  12.000€&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.4pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;12.000€
  ≤ Α.Ε. ≤ 40.000€&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.4pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;40.000€
  ≤ Α.Ε. ≤ 60.000€&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.3pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Οικογενειακό Εισόδημα&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.35pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Ο.Ε. ≤
  20.000€&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.4pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;20.000€
  ≤ Ο.Ε. ≤ 60.000€&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.4pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;60.000€
  ≤ Ο.Ε. ≤ 80.000€&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 3; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.3pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Κίνητρο&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.35pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;70% Επιδότηση&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;30%
  Άτοκο Δάνειο (&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt;&quot;&gt;επιδότηση επιτοκίου 100%
  έως 31.12.2015&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.4pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;35%
  Επιδότηση&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;65%
  Άτοκο Δάνειο (&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt;&quot;&gt;επιδότηση επιτοκίου 100%
  έως 31.12.2015&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.4pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;15%
  Επιδότηση&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;85%
  Άτοκο Δάνειο (&lt;/span&gt;&lt;span style=&quot;font-size: 9.0pt;&quot;&gt;επιδότηση επιτοκίου 100%
  έως 31.12.2015&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Προβλέπεται δυνατότητα λήψης 4/5/6ετούς δανείου, με ή
χωρίς εγγυητή, χωρίς προσημείωση ακινήτου, δυνατότητα άμεσης αποπληρωμής του
δανείου χωρίς επιβαρύνσεις, καθώς και εξόφληση των προμηθευτών/ αναδόχων μέσω
της τράπεζας χωρίς την εμπλοκή του πολίτη. Με την υπαγωγή στο πρόγραμμα
παρέχεται &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;προκαταβολή 40%&lt;/b&gt; του
προϋπολογισμού της αίτησης.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Για την ένταξη στο
Πρόγραμμα απαιτείται η &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;διενέργεια
ενεργειακών επιθεωρήσεων (πριν και μετά τις παρεμβάσεις), το κόστος των οποίων
καλύπτεται κατά 100% από το Πρόγραμμα&lt;/b&gt;, μετά την επιτυχή υλοποίηση του
έργου.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Επιπλέον, καλύπτεται δαπάνη για &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;αμοιβή συμβούλου έργου, έως 250€ χωρίς Φ.Π.Α.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Για ποιες εργασίες μπορώ να χρηματοδοτηθώ;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Η εξοικονόμηση που
επιτυγχάνεται από τις παρεμβάσεις του προγράμματος πρέπει να αντιστοιχεί σε
αναβάθμιση μιας ενεργειακής κατηγορίας ή στο 30% της ενεργειακής κατανάλωσης
του κτηρίου αναφοράς.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Οι επιλέξιμες παρεμβάσεις αφορούν σε:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;1. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Τοποθέτηση θερμομόνωσης&lt;/b&gt; στο κέλυφος του
κτηρίου συμπεριλαμβανομένου του δώματος/στέγης και της πιλοτής (συμπεριλαμβάνονται
πρόσθετες εργασίες όπως αποξηλώσεις και αποκομιδή, επεμβάσεις στη στέγη πχ.
αντικατάσταση κεραμιδιών, κτλ).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;2. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Αντικατάσταση κουφωμάτων&lt;/b&gt; και τοποθέτηση
συστημάτων σκίασης (συμπ. εξώπορτα κτηρίου, κουφώματα κλιμακοστασίου, παντζούρια,
ρολά, τέντες, κτλ).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;3. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Αναβάθμιση
του συστήματος θέρμανσης&lt;/b&gt; &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;και παροχής
ζεστού νερού χρήσης&lt;/b&gt; (συμπ. αντικατάσταση εξοπλισμού του λεβητοστασίου και
του δικτύου διανομής, τοποθέτηση ηλιακού θερμοσίφωνα, συστήματα ελέγχου και
αυτονομίας θέρμανσης κτλ).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Για την υλοποίηση των παρεμβάσεων &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;δεν απαιτείται αδειοδότηση&lt;/b&gt;, ούτε καν έγκριση εργασιών δόμησης
μικρής κλίμακας, εκτός πολύ ειδικών περιπτώσεων. Ο μέγιστος επιλέξιμος
προϋπολογισμός των παρεμβάσεων, συμπεριλαμβανομένου Φ.Π.Α. (που αποτελεί
επιλέξιμη δαπάνη για το Πρόγραμμα) &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;δεν
μπορεί να υπερβαίνει τα 15.000€ ανά ιδιοκτησία&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Βήματα για τη συμμετοχή στο Πρόγραμμα&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;1. Προέγκριση
δανείου (υποκατάστημα τράπεζας) - πρώτη ενεργειακή επιθεώρηση.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;2. Υποβολή αίτησης
και δικαιολογητικών.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;3. Υπαγωγή αίτησης
ενδιαφερόμενου- υπογραφή δανειακής Σύμβασης- εκταμίευση προκαταβολής.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;4. Υλοποίηση
Παρεμβάσεων - δεύτερη Ενεργειακή Επιθεώρηση.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;5. Προσκόμιση δικαιολογητικών -εκταμίευση λοιπού
δανείου και επιχορήγησης.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Η ένταξη στο πρόγραμμα είναι μία συνεχής διαδικασία
έως την εξάντληση των πόρων ανά περιφέρεια.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL;&quot;&gt;Για
περισσότερες πληροφορίες&amp;nbsp; &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;«http://exoikonomisi.ypeka.gr»&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: EL; mso-themecolor: text1;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKrbB52IphWrTSnte7p3aSWacx7Kf7A1rp-qk2BwrcYjwX1ksoWjXChpy6xtTGPUef26hbOrR_-NjVMYYsCxoIFuXUqsKTEOXR-nWVl06OBEh0KnZbig87369gSh3N0joRJTFgUV_FjaWd/s1600/OLOKLHRO.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;76&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKrbB52IphWrTSnte7p3aSWacx7Kf7A1rp-qk2BwrcYjwX1ksoWjXChpy6xtTGPUef26hbOrR_-NjVMYYsCxoIFuXUqsKTEOXR-nWVl06OBEh0KnZbig87369gSh3N0joRJTFgUV_FjaWd/s400/OLOKLHRO.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: black; font-size: x-small;&quot;&gt;&amp;nbsp;&lt;b&gt;Το γραφείο μας μπορεί να σας παρέχει&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: black; font-size: x-small;&quot;&gt;&lt;b&gt;Ενεργειακό Επιθεωρητή και Σύμβουλο Έργου.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: black; font-size: x-small;&quot;&gt;&lt;b&gt;&amp;nbsp;Για περισσότερες πληροφορίες&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: black; font-size: x-small;&quot;&gt;&lt;b&gt;Κα Κώστογλου&amp;nbsp; τηλ. 6945449940&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;mso-ignore: vglayout;&quot;&gt;&lt;table align=&quot;left&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;
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&lt;tr&gt;
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&lt;tr&gt;&lt;td&gt;&lt;/td&gt;
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  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
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&lt;style&gt;
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&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/70541204643356340'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/70541204643356340'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2012/11/blog-post.html' title='Προγραμμα &quot;Εξοικονόμηση κατ΄Οίκον&quot;'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKrbB52IphWrTSnte7p3aSWacx7Kf7A1rp-qk2BwrcYjwX1ksoWjXChpy6xtTGPUef26hbOrR_-NjVMYYsCxoIFuXUqsKTEOXR-nWVl06OBEh0KnZbig87369gSh3N0joRJTFgUV_FjaWd/s72-c/OLOKLHRO.bmp" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-1382560893759409808</id><published>2012-03-09T15:06:00.000+02:00</published><updated>2012-03-09T15:06:07.206+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Νομιμοποίηση αυθαιρέτων"/><title type='text'>ΕΛΕΓΧΟΣ ΔΗΛΩΣΗΣ ΑΥΘΑΙΡΕΤΟΥ ΑΠΟ ΤΟΝ ΠΟΛΙΤΗ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Ο πολίτης που θέλει να ενημερωθεί για την κατάσταση της δήλωσης ένταξης του αυθαιρέτου κτίσματος του μπορεί να μπει ηλεκτρονικά στη διεύθυνση:&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
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 mso-style-parent:&quot;&quot;;
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 mso-para-margin-bottom:.0001pt;
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 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt;&quot;&gt;https://portal.tee.gr/ypeka/auth/pages/public/DilosiBeb.jspx&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;(εναλλακτικά πατήστε &lt;a href=&quot;https://portal.tee.gr/ypeka/auth/pages/public/DilosiBeb.jspx&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;εδώ&lt;/span&gt; &lt;/a&gt;)&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;Ο σύνδεσμος σας προωθεί σε ένα δικτυακό τόπο του ΤΕΕ.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;br /&gt;
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&quot; width=&quot;640&quot; /&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;Για να μπορέσετε να ενεργοποιήσετε την εφαρμογή θα χρειαστείτε:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;1) Ένας αριθμό, το &lt;b&gt;&quot;ηλεκτρονικό κλειδί&quot;&lt;/b&gt;, τον οποίο θα σας τον δώσει&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ο μηχανικός που δήλωσε το ακίνητο και&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;2) το &lt;b&gt;&quot;ΑΦΜ του ιδιοκτήτη&quot;&lt;/b&gt;, για λογαριασμό του οποίου δηλώθηκε το ακίνητο.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Μέσω της εφαρμογής είναι δυνατή η αναζήτηση του αντιγράφου της δήλωσης&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;και η παρακολούθηση της πορείας ένταξης. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/1382560893759409808'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/1382560893759409808'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2012/03/blog-post.html' title='ΕΛΕΓΧΟΣ ΔΗΛΩΣΗΣ ΑΥΘΑΙΡΕΤΟΥ ΑΠΟ ΤΟΝ ΠΟΛΙΤΗ'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-4525469875953777637</id><published>2012-01-26T23:29:00.000+02:00</published><updated>2012-01-27T00:00:45.176+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ΟΙΚΟΝΟΜΙΑ ΕΝΕΡΓΕΙΑΣ"/><title type='text'>ΟΙΚΟΝΟΜΙΑ ΣΤΗ ΘΕΡΜΑΝΣΗ ΧΩΡΙΣ ΚΟΣΤΟΣ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Μέσα από τη λίστα που ακολουθεί μπορείτε να κάνετε κάποιες επεμβάσεις κοινής λογικής για να εξοικονομήσετε ενέργεια θέρμανσης και να πληρώνετε λιγότερα. &lt;/div&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;135&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
1.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Ελέγξτε το σύστημα επαναφοράς παραθύρων και θυρών&lt;/b&gt; στο σπίτι, στο γραφείο ή στην πολυκατοικία. Οι ανοιχτές πόρτες μπορούν να μειώσουν τη θερμοκρασία του χώρου που κάθεστε ή του γειτονικού με αποτέλεσμα να χρειάζεστε περισσότερη ώρα για να τον ζεστάνετε. Παράλληλα ειδικά για τις πολυκατοικίες είναι και θέμα ασφάλειας!&lt;br /&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;149&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;2.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Τέντες και σταθερά ή κινητά σκίαστρα.&lt;/b&gt; Κάντε σωστή χρήση. Χρειαζόμαστε άφθονο φως για να ζεσταίνουμε το σπίτι. Ειδικά για χώρους γραφείων κάντε σωστή χρήση και προσπαθήστε να μην βάζετε τα γραφεία πλάτη στο παράθυρο, γιατί στην οθόνη του υπολογιστή δε θα βλέπετε τίποτα και θα κλείνετε τα σκίαστρα! Όσο για το “να μη βραχούν τα μπαλκόνια” ότι και να κάνετε η χειμωνιάτικη ατελείωτη βροχή θα σας τα λερώσει έτσι και αλλιώς.&lt;br /&gt;
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+ Βοηθάνε πάρα πολύ οι διάφανες τέντες. Μετατρέπουν το μπαλκόνι σε θερμοκήπιο και κερδίζετε ζέστη για το εσωτερικό. Αυτή όμως η επέμβαση ανήκει στη λίστα “επεμβάσεις με κόστος”.&lt;br /&gt;
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3.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Ελέγξτε και σφραγίστε ρωγμές&lt;/b&gt; περιμετρικά των παραθύρων και των θυρών. Εντάξει, το σπίτι έχει παλιά κουφώματα ή το ημιυπόγειο μαγαζί – εργαστήριο δεν το φτιάξατε ακόμα. Μπορείτε όμως με λίγο στόκο ή κάποιες ταινίες αεροστόπ ή ακόμα και σιλικόνη να κλείσετε τις ρωγμές και να μειώσετε τον “μόνιμο αερισμό” του χώρου. Άλλωστε από τα παλιά κουφώματα γίνετε κανονικός αερισμός χωρίς να τα ανοίξετε! &lt;br /&gt;
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4.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Αερισμός χώρου.&lt;/b&gt; Το σπίτι το καλοκαίρι το αερίζουμε νωρίς το πρωί (βαριά μέχρι τις 9), γιατί τότε ο αέρας είναι ακόμα δροσερός. Το χειμώνα μην ανοίξετε τα παράθυρα την ίδια ώρα θα πλευριτώσετε τους αγουροξυπνημένους. Αερίζουμε το σπίτι το μεσημέρι (12), όπου υπάρχει η υψηλότερη θερμοκρασία και χάνουμε λιγότερο ζέστη.&lt;br /&gt;
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5.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Κουρτίνες. &lt;/b&gt;Οι διπλές κουρτίνες, με αδιαφανή πανιά, βοηθάνε στη μείωση του εισερχόμενου κρύου αέρα κατά τη χειμερινή περίοδο. Επιπλέον δημιουργούν και μία αίσθηση ζεστασιάς και οικειότητας στο χώρο. &lt;br /&gt;
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&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;137&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;6.&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt; Κάλυψη καλοριφέρ. &lt;/b&gt;Το μέγα λάθος των διακοσμητών. Το καλοριφέρ όταν είναι ντυμένο με ξύλο, ψάθα, μάρμαρο κλπ έχει μειωμένη δυνατότητα εκπομπής θερμότητας κατά 20-50%. Η σωστή λειτουργία είναι να μένει ελεύθερο από όλες τις πλευρές (ούτε σεμεδάκι!). Εάν για λόγους χώρου θέλετε να τοποθετήσετε ράφια πάνω από καλοριφέρ, μπορείτε να τα κρεμάσετε σε ύψος τουλάχιστον 50εκ. πάνω από αυτό. Έτσι η απόδοσή του δε θα επηρεαστεί. Ακόμα καλύτερα είναι να τοποθετήσετε μία μεταλλική επιφάνεια (&lt;b&gt;φύλλο αλουμινίου&lt;/b&gt;) μεταξύ καλοριφέρ και εξωτερικού τοίχου στήριξης του καλοριφέρ, για να μην απορροφάει τη θερμότητα ο εξωτερικός τοίχος. &lt;br /&gt;
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7.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Εξαέρωση καλοριφέρ. &lt;/b&gt;Όταν ξεκινήσει να λειτουργεί η θέρμανση στην πολυκατοικία κάντε εξαέρωση τα καλοριφέρ. Χαρακτηριστικό δείγμα ότι χρειάζονται εξαέρωση είναι όταν έχουν κρύα επιφάνεια ψηλά και ζεστή επιφάνεια χαμηλά. Πώς γίνετε; Πάρτε ένα κλειδάκι (σαν κουρδιστήρι ρολογιού) από ένα σιδηροπωλείο, ένα μπρίκι (για να μην κάνετε τον κόσμο χάλια) και ξεβιδώστε σιγά-σιγά τη μικρή βαλβίδα που βρίσκεται στο πάνω μέρος του καλοριφέρ (αντίθετα από τους σωλήνες). Με το που θα την ανοίξετε θα βγει αέρας. Αφήστε την ανοιχτή μέχρι να τρέξει νερό στο μπρίκι.&amp;nbsp; &lt;br /&gt;
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&lt;a 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&quot; 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MevyVcUKaPDyOwLCqXHtlIiiXAsDxZLeYmlrAb/ShqcMUO2ktvlFdbmsiArKTHjSgPuFkLGxiqSQ1FOLZJCxMDu8kkYLq8HMjIkgKYUCGvjp4EJBBxCX0br9tmX1ycXVpZc3JKZGvV1FjlqvqdQodfEpLiERNso8ErqaAA0V6otzc6XUIh2/uSRnen2sP1NU5lbW+XVNeYqJxYb5mbyr2yKd+cpWt6TRKWjOFbR5xdUWRndAOb/Sc2NP8p7ZjR35st6Q4qbJsaUT8q7tK2kLCopkUJPLXNjka/AJOks0ZVZaS6GqNk8yWJHbGbFMqcyr9cmrvfLBioKomVvhVgS1TAkCpTlqj44fDzgDuWabXikRcOl0Ok6hogQdo9Iumob/Ym7+q825l/h9QC7a2nkB9FcbFlAExTEMw3GcioGCz1DzKWwAGQFeFdMtQSdEHSkbb0KxLq5DG738CQFxs4fbXiAq4ECjlzs1bewoEqWM0BOW1eVQm73shAbqXfT6HGZ3sSJrp5cqIG0iCgTgYkKjV1pnF6aUtLiMUqFnp/WcQiEEeFCqYCyuTy1tyvypv+PP/V2LsxUzYqUzo9GBosJau7XSYiwz6/OFHAeTJgOQA0gBXAJqwqEOqllVeeoGv2Zape+y9si82oK/TK67riO9rKZwfsa3KJO/sMI3K54zWGKqszCrDNRWF29BheumzugN7aWLK91T47qoAa7s9y/rzl/Y7p5eZ63JZ/XEtbPqPAuagwtbQlED0Rk213jk07P+zrB9ciJnXsY1K26aHjNU26hWDPKFUOuXVwfU1UXmsoA5EXQo+DQGBXgsOopcKIOfAr0o8Asb13+MS278Lly87RkALmz/xH+2NItSxq2g4CgNAyYCuRqugY8oaZCvoadyxOUucUfYENGgHUWqhA56w5pmn3BejaelQFrv4TV62QNxdZOP3erjJDTQ7ueXG6FECs0ebrOPX2YkAiIoEECBEAqlkDQyfCywIeBjQblJVG4Wl2rYHcWum6a2X9ldf9PU7j9N67u8o2lJa8N1E3uXtjZ3BgNZi77apm/yOsvM2hKN3ERFlAACAD0d/FpufZGlLWLvr3DPbQoubClc0Oj/82D1bYP1t09p+PNA9pr2+KKawOy0e1rM3l+sq3ewMga83SecV+a8vN53RUP+0gZvW1BQ7SYGyw29MeXcetfCZm/GQZ2cNP+hO7akubDWJWzKk00IaNuDus4i06RS8/VthX+sz50dVXblMfsKhTPLTTMqLN0xXXfSNrHKX1lkCTgUfCro5MKfjlhdbMX5UxwXmqSfDnVcsuL34retwP+lFXQcaAAOBTPsUntV9BwJ0lBkTFrZ/SnHhEL1kubCkBR6StQTAtKukLIzpG7KEzR5WBPD8na/oKtQXGaAWic1rIAiCSR1WFgJ9W5xQ560UA4JC6fOpwnI8LRR2B50zK+NX9FZfVVP3R8nt9wyr++uy6f/8/arHr1l6V+vnnHDooEblkxaNqurpyFeU5JT41U3uFUtBYaUVRzScU0MUBIgAOAA8AGCNr5dDmEXvzFmmtxYcMWUzJ/nNt0wtfrK3tTSrujSjsjittCc+vypWefseu+0Ksf0aufcRvfCJt+8htzFrb5rusP3zKifVmxelvVPDuoXVeT9pS/TnSdbnM27Y7CqycVvzOFd1VYysUTX5pNMS1rq7PRKHdzSU/LA7OyyGntfgFdjgbQO6j2MtIXSGFAGdTSvhi2mgEnKFTMIAgEUAQS9UBj/utO4ZMXvy69GUL+wYvwDhqIoBUfHrVCwcQkB5X5zRYHBzoOMV1GTJ6vzSXpLjbOrPA0eXku+qD+qb/YJu0u0PSXqSaWqqRH1xELppFJVtY1abkDCCigz06ud/Cll7riRZcAgrGVGTYKYVTK7KXnPkulv3X/7h08/9Pztf/z75bOeuGnZykdue++Zv7+7/L7Vz9/9zEM3PHLv1fffdfnSy7oaGoKVaXtzwjIhYuyI2zI+ZcQhtIsQAxeUDBAgoGZB3KOtCJoGqkuWDtTetrj/0ZsWPn7rZXdeOfWqqU3zuyrmtiWm1Zd0l3kaS8wNxYbmUnNvRe6MpqKZzaHJNflTan3zm0sWZEKLUqE5kYKJPnNfnmluzLckE1haFVhUkXd1U6jGRJ2VsF7V5L+iIa81l9VfJGv1cuqslDorPr/cdGNnoMfPCguhygQpHVTa6XkiUOMgQ0GIgopNowJQEEBQQBFA/sWA6heGXLLid+F/a8X5XdA/DZ9whImDVc6RUKDEIa8MGEpMnEI1JesWR/R4pZ09KWG5ri/eH9UPxI1zqt1dxZqeEvXcMsuSKuesuKHHL8maiBo7q9rBrXWJG/K1YS3TL6dHTJLGQteyvqanbr9uzTMPbVzxzMrH7n7mtuuev+PGtU89+M1bL3y7avlnrz2x+sm/fbb6n2tfe2j5Ezc/+9TN9993+Yw51ZVZZ7FfkokY+lqKp3Qm5g/UTmmrmNZWOam+rD1ZMrEs0V5StKix/uaJE5+9+g8bH3ls+6uvPX3b7Y//9a8P33rrXddee+OiRUsmT57R3japsf6K6YNTWho6Mum+2uzMzuZZXS0zJjTObKmbmc3c2Nt9zYTWaztar2iuXlSTuqGr9rK6yGW1oUeX9MxN5/QGpNOi2usmBOeXm2bEdXOrvLOrPDPLrFPj2ikR2UCI3+9n9Qc50yLyqXFthZnm5YOTjzqEzHy9WslmEMj5w4kocj5+WfN/occlfgf+t1ag4x0FjiFUDOg4sHEwCCh2CcUloxRb+C0ltnwZFKuwhIGo9wjaC5U3DqSWtgS7ilWXtQS7ijVLW4LLatxzEoaBoLQjT1BrY5UZ6Vk7v8mvzxMiNhaU6CW9FZHLeidcM33SNbMGr5g68cZF0566+08fvfr0V2+99NWK5d+8+cK21a/seOfVLW+9+O3bL3zy+hNrXr5/zYqHnn/yT1csaW+o8VUmXM2Vwem9NXMnNV89b/DyWZOuXzDn+nlzb5y34IFrbrhn2dUbnnzh06df+erZFVtfXPXl8pU7P/rqmw8++2rtx1+s+fDz9z749O11G954Z80rb2ze8Mk7L772zP2PPH7Pvf+4+94H/3rn/bfc9sAtt95x1dU3zJt725JF911z5Qt33vbqvbc/9aerX/3b9Q9eMe3mwfoHlnT/dXrN1JhpMKy5bVKyN6TKukSTK/ImlTkr7fR6J3Vx1nL9BO+SjH6gkDe5RFEiAS8HpAA5QpaWQeUC0BGgokBFgUCAQIACgCOAI796AMKltfDfk9+04sLZZRRFCRToODAoCBsHGQ1ylQy7CCkysZuKzREzo0SDVrv49R5BmQnvDWuWNPm7ijUTo8b5DQW3z6yemzJ35XIazNQGK6POxo0osKiGWeFQWhigxKA5XPiHGYNzOtqWDPRfO2d2Z2XZ3Tdd+dbyh7ZseGvr2je3vb1i//r3Dq19b9cbK4Y/+WjXGys2v/L8ljde+PSlJ1+675ZblgzObK9qKC3uSFfM6+y5asqsv1/7pyfvuP+d5Ss+fPP97Z9t2fbZlh1fbDuy68iRXUcObD9wbM+x00dHRg4ePrB165aPP/56/fqtn3yyfePGrz/44JP33tn2+cYtGz/Z+tmnWz7/+Iv1a9a+tWLDqjc+27B23dp3nnr2iccef/C2W65/8N7bH7vvtj8snHr/n6+494ZFD944/8E/zrr38oGHr5w0pyp/dmXe1LK89pi3JmRL5YhrfdKWAnGACz4q9Pm5s5O6mQlDjY0TUdONFAho5BIUYwIwUWBgQEeBjgIN+SnwXyz8XbLi9+Tn2fAfrbhwfAJBMBRoGDBxYFGAg4OUAgY2eBSUco8iZuFUe6U1uYImn7jayazJYbUHZdPKbN0l2pSRcmVXpK9U22yndTiYDWZ6mAcxGZo2cGN6gYODCgHSbuesCW2XTZq8oK9/sLVtYm1jf1P96pf+sWHlM1s/euvwpo8OffbBzndX7121+ujaD3a+9ubuFav3rnz76+dffPuB+9964N7nbr/lptmznrvr4dcefu6jFWu+eufjvV/s3Ldp18l9J4cPDe377oetm7aPnDpz6OCxo0dO7tq9b8/e/eTpM99v3nRw85cHN395YNMXP3z12a6NH237cN036977dv2ar9a+s3nDmi0frft63bsfrlrx8arXP9/w7kuvPPXehrdWv/vaP59+4JVX/vnGq089/ejfVr/0+IO3XrX8wVvv/sP8Oy6b9rclU+5ZMvWPE+u7YvkTa5L99emQRZwrhKxLFBSDFqBUChkDmlBDUk93MMHJoxaolQqCxgRgIcBEgYUCEwEmAgw4Hz+eNf9lm3WJ34F/YcWFQBAExxAajjAoCBMHBgJMAKuIYhdCiYlTla8uc/Dq82UVNtZA3NxXqu0Na2ZUOCbFjU0+8YL6gskpR20Od1JQ0e3ideSKSniQUNKjanbcrFCjoKVSrp4xfU5Xz8yu3sGWzoWTp8/tnXzNvHlfr39z28dv7fl8za6P3tmy+s2969Yd/fTLQxs27njz/b3vfLh3zafbVq394pW3vnx91e4PPjm6ddepA0PDJ8kTh0aP/HBi+PjoicMnD+07ePLosf17dh7+Yc+xw98fPbT70IHtB/dvO3Jox+iRPcc2fXHk049PfPHZnvff27dh3bcr39i2+q2v33htz/r3d6x99+u3Xt/y7qrv1r237f13tr//zuerXnv/9affX/n0mhVPrl/5zIaVzzz74O1vPfvQG0/e9+7yJ95+5tF/3vmne/5w2V1XLLp++sDsxtqpDVVhl2Wwrb63JlGRb2kNOxsD2riJVusWZZ285oCuRMfREWBkUo1cnhAj2IAwABw6SY5WohVSOeMPtkJ/Ot7041aRi0rnEv/z/Dyx8ZMSGIbhGPLjUwhoAEo+zaUVuGTUXDGUmjlppzBhpmfs7HILrbdU21Oi7ixSdIWUHYXyOjd/QlBRkyuYFDO32JkVckiIIBeHXCoExHQjAUYmdVpL67Ip0yY2tg229Uxq6Rps6+moanzy7nt2bVzzwWtPfvH2i7s+eX/z2yu/euut3R98svfDL/d9vHn3hi93fvDl/i+3jezaTx46QR45NXb4+LEjx0dGxk4cO37i0KFzJ4+fO3bg9P6d5LG95N7NZ3d8eubbdeSWdeT2DeT2deQ375FfvEV+uJJc+wa5+iXyzeeGXnjs6LMP7nv8rt2P3Xn8xUe/f/Ke4y89cfDZh44sf3T4zWcPPP/wkVf/sfmfd+1e8fiu15745rn7Nz/3wAeP3vH18kfXPnz32w/c+eb9d7561+2v/f1vKx+6/9nb/nLL/HlLJ/b2VmecMkEs1zyrLdtTUdQcdtQFTE4eBNWMmE2aI6YKAWQURM/hyWhMIYWSq1f6zAqjmGEW0xwyllVMtYoIHkC+QWIQ0dkYEAAUBKgUgkKhAoL9dkle4t/Hb1kx/lsEClR0/OQlcBAQ4WDmgJkJIT0tYefU5klq3cIqJ7spT9Af1g6UatqDso5CeUeRakJQUWZhzK509weVdUZqXAylEjQkpadsGgMdbygtXjZl2rSO3skTevtbegbb+xdPmz9lQu8Xb7+79vl/bF/3+lerX/7wteVb1q/54r331r++ctNHG/d8s2PPlu/2f7d36NBRcmSUPD06durY8cN7Thz67vTJ3SOHvh3b9wV5aBP5/afkjvfJ3evJj54n33mUfOUu8umbyceuJe9bRv5l7rkbJp+7fAJ5RevQnMqxBTXf95XsH4xtaQ9s6Qx+3ujeMTH8WVPetoml2/qin7f490yv2NSf+nhy7eYlA9uvnrX5yhk7brxs842X7b73z1/fccOOR+/57L47Pvz7nevuvXv1PX977c6/PvPnm++/8vKn/nx9bzrsEbMKFNys39ZXGW4q9XoULAkGBg4mwYADIKVgdrncqVTZZDKnSlxk15Y4taU5mnwNzyEiwlZpxm8O2xQOGUtMBRoAgQCBUy4cabrE/zy/ZQWTySQoGA7AwEBEx+QsTEQAF0CJgonvs+AAACAASURBVA6HsJFW65POqsobTNm6i1W1LnZ3oay7UNYelHWFlL2l+slpW9bJbStQ9AfU9WZmIRfiakbaLC/RyVxi/rze3ikTOvuaOmZOnNbX0t1Z2zarZ/LU9r6Nb63euf69L19f/t4zT7z44D0vPPrQxrVr9u/csWv7NvLcWfLs2JmTx0aP/nDmyF7yxF7y1Pfk0B7y4Bfkwc/ILW+THzxLvvcY+cJfxh5cRj64ZMesih9mlh2dkjjcV7y/yfN9tWNfle1QjXWo0TrabDleox1qMB6sVByu1eyrUPyQVf1Qrf4uJRnuyv2+Rv9dhfJgi21rufxwu++TpG19Mvez2tBnLdFNPdl3G6LremrWTmn9dMnUD66Ys+m267++65a3rr/8pasXv3zNFU8um/eXSRPeuP26u+YNTAjl1hc4kg5tgVaUKXTLaWDg01VMnAcgp2IOmcgplejYVA0TV9BAQQW7kFKg4YT0vIhZVGoWOYSYWYBrObiIjrFwBEN+1mBd4n+W/31fMT58EtJBw6fphTSjAFXj4OJDZa6oLaSdU5M/OWkdiBmaPdwJ+cJKM17v5rYHZTUu7oQiZaWDU25htOTwK3VULw2K5USZQ6unIaU5tsumTps1cfK0nkkzJ06bOXHa1M7+wbauy6bM+nzV2xtXrPjk5ZeeuvP25Q8/sOfbzQd3f7dz62by3Ah5dog8fZwc/oE8uZM8upXc+QH58Svk6w+evHUBecu8ocv79s+sOTBY/l1L/ldlhm3l2v3VxqN15qEGy3Cd+WSl9kRGM5Q1jNaZv0+KdsX5e8rE26KcXWnJt1Hu9oTomxh/S0p0uNn2bVq6u874bbliXYC2Lav5Ki77qlix0S/9NmHelLZ9k/WujZreL3etry98I5v/Uk1wdU9m9WDj8u7M8oHaN+f2vjav5+VFfY/PbHtkVscTS6c+dNmMK3qaKvLteg5VQgU1h65iExIKKKjglvG8cq6eDkIALQvccqZPxQqomMV6TomOU2rg+eQ0l5RuFlKVHIJPJ+gUHMMoyKXu4vfhN6wABp3KolHo+PkDqFI6+C3yqlBOXcAwpTJvQXNoYUtocVPRnGr3la1Fi+u8vSFFuQGpd3M7Q8q4Dq2wsSqc3Da/qtEpqNBRS+V4VMfNuE0KDLqrKq+cM2ews3fhtDkLps6dP2XW4ikzFwwM3rRo6Qv3P/j0nXe/dP9Dm99fN3bw4JmTx8mxIfLs8OiRveTR3eSR7eTBzeR368n1z55+/IZdV/duHkjvagoOtYSO1eUfqXadbs4bq3OOZA1kvW20THUqKTkeE55MiEfKFWMZzaky9dGk/FSV/kiF6lSNYU9cdLhSs6OUvzsl3xoR7svotkTF+2utm2PSz4v5m+Ky973UL8PCT/LoXwXYe8t1X4QEX0blX6Y0n5UZP0gZ11dYXypRPlEgfLhA9GhI/Wy589WGgucaAq9MKr+jxvdIX8WrV057ZNGkP0/rXtjVWB8pVLFpSg5NyaJIcFBSIKDmpCzSfCk1Ylf6dYKQSRSxiGvzDW1he8oq9EuxlFOWp2QqqcACoAFQfvaowkv8rvx00xEAIZcV9DpTJfnRfGfArim0qyIuVWupbVpVfm/c2p+y90VMA3HjrHLHxBJVh1/cmMtuyRc154vSJqLWLSx3cCYUaqqt7BIxVDukCbOwUCPUMLBpHW2Lp88c7OxdMH3O0tkLZ06cMr2zb1Jz24KJE29Zevk7z738w6Zt544PnTl26uzJU+ToMDlyjBw9TB7+jty0llzx8Ojflh5b0n5kIHGk1X+8LvdopX2s3nsqaz9RYTxbaz9dZRxJK8kqw6mk5FhMeDQqOp5WjlSbzjQ6Tze6Rmsdp5KaUzHFqajqaFh2NCw7EJL8EJJ9H5IeiGoOpwzb/eI9YdWusGZzvui7YtVnPtbGEP2TMHVHtWJdEH+/EF9TSKz0oSu8yPulvLdC7JfziFcKmKujkjfD4qdzKX+3wp1+3oNZ52Ntob9PiN3WVXltT+2ynqbFA10NyUjS7/Wb1ToWIgfwS7FKG69YjuWKKDYBXmwWlxgFQRXVL0U9PIga2FGTwC0mJCgwL2SiLlnxf4Kft0YIAJ2CCpgUEQORsxGHilsRdPTXlPQkXdOy3vp86UDCNiPjWtoamlvtbvTy41poyRfVufkxLVZhY3eWGiM6akRDaXCIQnzoLXFkcjUuCc2l5M+f3H3ZrGnXL106s69/6ax5l89ZMH9weldDy7K58z58513yzNmRgwfJkWFybIQcOk4e2kvu305+s2H06bt+uGnO1/0V3zYFjjYXnGn0jqR0Bwo4J2Oq0xnLyYT6eFQ2WqYZTsiPlghGUrKhuGy0TDVcoT2eVv0Qke4qEe8Oy36IyA8EecdDwkMF3KGI/HCQP5xQHQ3LTia0+4qk2/I427zcbzzsbQWinSH5N17e517GhgD+ugs+ibHWFuEbSmhv58PrubCumP5uIW1tCevNPHyFB32/hP9eiLvCg7/sZz5ayL03Ir+jVPXnuOlP2bxr64qX1kYWNqWvm9o1rS5ZXWDLFaJqBErURGtAlXVJXBKCC8AH0DEgX4YF5biTCUUKik8EbgHY+JiWjUkZKI+OsWgUBp166cDF78KvN6KNz7bpjPG0LBsHBoCSAzlKuluJTSjWdpeoFzbkL2zIn1frm1mZ2+AV1rj4lQ5OnUfcWKDqT+YkTOz6AvWkMl+9R1VrENTphVe1lSesYocMTwRM8wdb/7h46pLBniunD145bca8vsGFM+Y+9ODjm3fsHSXJ0bHjp0/sJY/vIof2kke3k1+sPvf3a3dOrd/aVHigyX8gYx+ryz2e0p3NWoZT6tNl2qG4ciyhPpPSnk1rz6Q0YwnVSExxMio5EZEei0gOlwgPlggOFgsPhEWHo9JjMelouWwoKTwR4x2P8Y7H+IdK2buDtC1e7FsfMVxj/NZP/66Uvz0s+MJP3+jBt5QKvitTfRhkfFzI+TjE/bREsDIHnlLBxoT8ERn8Qw3PmeGlHOJ1L/vvAnghh/p8HuPxQt6NVvhrHvMWH+cyK3ZTsXqmg/mHlOOqcs9VtUXL6kv6Sq3FKszGgrCJ2ZH25FtFLAREFJARELEK005xVEOLamjFckrMwPaK0IRL7dXy1XxMyAQOFVgUYBPAJICCXiTGxS3az5/peIn/EuM3b/yWnrcCB0CRC88PpwIYpVQOgJoFjaXWuQ0FsyodCxvzppXb+2OmnrAu6+RmndyAGFIWdnfE2pd0ldn4ZXbRYEXBBL9xVknO5eWFPUFLnU9r4kKxW3XLtfOXzhmY1995xfSpf5wz76G//PXzdR8e/P7AD/sPHz588NypveSZ3eTwdnL7WvLp2/Zf3vvDQNlwZ+lwlWuszERWWsbiSrLKOBSXna7UjqSVIzHF6YTqbEpzLq09e8GKoYhsNK4ciivG3TgWkRyPSk8lFENJ+cmE4FiMfSTCPBpjH0/wD8e535cwtgfxPaXc/Unxp7mwJyn+LJ+yPS7cWEDZmE/dGOR84GOs9zJe0cNKO7Y+wFthRV+ywBsu+go38wkVvOigPWMhnjZTXvHyXioQ3GGC223wXFJ9t495rQGudxCLjTDPhC108eblyxaWWhaU5fZHLJU5wlIjs9jGixUYjDKCj4MEBzsPCtW0PAHkcSFt4jQW6CImrl9NtwrAJEYNYsr4HOPXB8FR/MJrEC5Z8e/h/8sKLgWYAGICIh75rAmRpR2RBfW+ebXegbixvVDZnC+psDIzNla9RxSSQ02ucHo2f25tsC5POZBytwfUyypct3dEr2uN9oWdcoCe6uQVC2bOnDJpysCk6/9w3bpV7xzfu+/MDwfI0RFyeIj8YSd5YBO5cx259plDdy/bOLliQ9a1pdJ+ot49mjWPpTVkVj+WEJNZzamkaKRSNZSWjcRlZ+MKMqk6l1afTalOJxSjMdlQVHK2TD2aUg4n5Kdi0lMx6XBCPppSni5THyvlHylhHy5mHY1wTyTEx5LiAxHB7mL2Vj/jWKX2YydsDrK+9rO+L9Os1MCmkOATP3uNi/jAx3o3l3jThq7Opa5y0VZ5ma85iPeLZc+ZsHeLZE8a0Df84mfttH86qDdL4DopPJrP/YsZuUkHf9Qjt3qFl1uZc420yTrqoJ03p8g4J5bTGzRU2wUxI6cm5CjN1UhxUOKgQiBfhuWLIZcDzQFDqY6po4CGAg4xqueBmn1+zZsOwESBjv70aiiMgl/qK/6t/IYVOCAEAlQADg5sgPKgZaAh3FPunlWbPyvrml7h6I8ZOopUTT5xpZ1dYWVOjJpLVRBRI9PL3X/sSc/MeAeTzior4/qWvPsGE4NFqjq72EyBaQ11i6bPnjRx6nU33r7xi2/HTo2Sx46RwyfIoz+Q274kd3xKvnz/ibsv/2Zhyyc9kU0tBbubPAdrrEfL1acrNGSleiwhIrPK4TjvbFZ5PC0cLpeOxiRnEzIyqSLTSjKpOp2QjcZkwxHR2ZRqLCkbictOxkQno5KhhGQkqRhLq05FxCfCwuMlguOlopNx+fG4bH+JcHchZ1cR/6tc6nch8b6E5l0tfFso/NTF2OjjvJ9DLFfBGxZ41019SQfPKOFlM7zlYT0ihVUF/Bfs1DcKBHfw4EkTdrcI7pbBAybsej78RQV3W6h3WBg3qJFb7LwrtMRCLXW6mpisY0y1CwdyZB12UZtD1ObVVrsNGbfJTAcDAWYaBBS0uFWQL0NbS2xeCaLGQUuDYqvEo+a4FCwNB1GwEBWXUAnoUg6VRUUo4/vPUfSiOSF6ccFe4r/EL07Q/7jjA4AAkDApDICuqnBXtrCvOlDlV82ozptZmTsQN3cVa5rzJTUubrWDXWllxDVIg1tQ7WB3h3RTko5ruhKXNYWqzJQlWeMVNaar6vM68rQVVv1Ns+YvmDz/5Rff3ndgbMfuI6Mnhsnh4+TOTeTmDeSb/zx8zbRtA5ltHSVbmnx7mr3H27xjra6RGv2ptPhsuYSslJ6Os8msZCjGPpOVnUjyRsoko3HRubiETCrItJxMKc4mJKdjkuGoYCwuHY4JT0WEJ8LcE2H+qQj/VFw8nJSeSWlGY4rhiGwoIjsZlR8Ny/YFhTvy2Fu97N1Fkr1hxec5tK1+0aZ8/hodfFMk+6pYssZDe9dFW5fPec/DWlvA+7BYvsrLfj2XubZEvsovWu6k3SWEx4zIwzp43EzcJoYbOfBnMTzplT3sFN7nFN5iYF8tx+cJYY4Un6vjzLNLBs2CNiW9SUlvM4vLVMIyvcLPo9oI8AlxnwRP2CUeKRLQswp0zEIT18yDPDXLr+UHtEIzn9BxKXoR0yDjasQcEZvKoKA4hlx4n8YlK/5d/CsrxtfvuFSciUB9Mhj3aCekvHGXeLA6f35T4dyavM6QusErzNgYKSOlxsmpdrCjKugsVLXmiSdHTdOStpv7y27uLZ9dZsta4O455dOStlnlwXk1NXctu3bzuk1H9g6fOkaSoyR58AD53dfkJ6uG/3bFlonlB7qj++q8R+tcJ2qdJ7LGY+WqoTLJ2UoZWa0gK4RnU2wyKxqOMclK6YkYZ6xcOpQUno6NWyEjU3IyJTubkJyOiUYjgtG4aDgqOFnKOxHmnghzT5byTsYEI3EJWaY7k9CMRBTDUcVQRHk0LNvnF2zzsI8n9J+Y0b3Fyh0Bydce3iYvf1dYs9ZK+bxQvDoHX2GGtQWcd72sF43whou+0steX6p8LyR9t0Txkpv1bA5juZv9DwvxmInyRyrcIUf+psD/rmfcpqQ8kqu4Vcu+1cC/XEqbL6bMkdPn6HlTtdx2MdbAh3oxLc1jxvjsMJ/pooBfQFjo4BbjOiZ4NAyHnJKnZ9slFLeM4RbTzAzQECAjQMlGdUKGRsSUcugcOoVBYDQqBQG4ZMW/j9+wgkUQVIBitzXfJC22Skwc6C7LHch4BitcU8pyGvNEtbm8SjszbSKavKIGt6ArqOzwy+sdnKkxy6Jq34Ks9+qm0NUTwp0RzZzmwq6Ic0ZN8uYZs77/8Ety/wi5f3jkuwPk9p3kjs3kque/u2Lg85bA3ibvcGMu2eol6xxnynXDMfHJCHc0ziezErJBfa6cN5ZkkZXi4RibrFAMRXhn07KR2G9acSYlPZ2UjMRFQ1HBUFQwEheNpCSnU/LTCcVYRD5UKh2KyEZiyuMRxYFC4c587oESxe4iyfYCwZZ83q5ixbf5gi1B8Sdu9ldh+cdFondyaZ9F5B+FJM+o4VU75YNS5Qo38zkL/oqb+4KL9ZSd/riZcrsA7pTAwxbOY07RA2be1XS4jgu3qBjzMLhaRLlGzVkgpkzno1PFxEQx0cKFRjY0CahVHFaUSsTY9CAdc9PBRAU1AXoehHLkOiHoBeBWsf1afkDNM+BgYyEaGhh4uE3KNsu4agFLyCLYNAqdRlxw4HzxXcre/vf4lRXIheGTx6x3qIRqJpg50FBsqi5QZVz8Gq+oNaCszuE050taCqS1ubzOQlVznri7UNVeIGtw8Buc3L5CXa2NNbnYOJh0VReaGuK+W5fOPvDFxzs3bCCPDZHb95L7DpO7d5GbPhl57I5PJ1d/2VRwoqeI7PSMVKrOJOVkUkmWq8hKNVmlIqsUZJWUrJKeLuORGclIjEdmlMNhAZlWjobFZ2PyM1HJeSvSP1kxHBWQFcpz5YozadlYUjKWlIyVyc5UKM5mlEOl4pMlwhPFglMR8XBCeSqhOFIq2RcS7iuW7CkW7ywSH60wfZnL+CyXvjem3ujjbMjnbkppV+dSX7XBag/z9Rzi9VzGc2bknULpq17OmwHJa37RIwb0YSP6Nxk875M+5hL/VU2/Q8NYjMM9VvGNcnoXwBwaLBZS5gjwGWLqdAWjT0I0sqCOAY18op7LiWN4jEZEeUwnBVxcXEkBj44nY4OUBQo2KBmgwCCg5JqpYKVDroTh1fAKjFKvTmKSciVsgkXFaDhy4ezeJSv+LfzcCgTBMAQlAPhUQsag8gGUNCj3qAYqfZPK3f0p+6SkvTFPkrGx2gvV1Tm8voipySsJSaDKzsna2MUiyMEhLIEKA63Dp5yWCc7r7Zw3ddorTz8zemA/efAHctcOcu8O8ptPydUvknf94eic1m113hPN7mPV+uGs4nAp40xKSiak55LSMynJ6bTkdFo0WjYektG09HRKfi6hJONqMqYhozoypiErtKMRAZlRnyuTn0lJR2JCsko7HBOeLZOfqVCcqVCMpCSny+VkteZgMfNcpWo4KR4rk5FVutMZ1YmY5FCYvy/EOxAR7SzkfFfE21Ui/srH2FYs3lIifscIG3KJj4sEqzy0z+OaZ9Twig1/xUG8HRC+HRT904Q8a6etDClf8glf9UsfsxD/dDIftrNuEMOVPLhehs8n4GY1YykfFnHgZot0sYw2W0xM4qPtbGhgQg0TathQy8UaudxynJqk01NCnoeKSABECLh0PCED9DKqjAlmMSEAUALkS1hhnSRqVeRIaLlKdtCiyNVJdWKukEn7MUv7Y6CAUBAUu3TO+7/Iz61AAaMg6PgyBQOAD+AUU6v9up6kqy9hmxizZB2c2lxB2kRrL1RPjJp7woZiOXjZUGFmdhcZjQBhGVIqR9v92gU1heVO3aN33Pva86v2fLvr9IGDZ3dvJfdtIb9ZRz5394kr+09MLj9Y5TxWpj9dqSUbTWSdeqxSeiYtO5uWnUnLxspko+Wy0XLZSIVspEI2Wq4YLVOdSWnOJrVkQk/G9WTMSMb0ZJl2LCEmKzSnU9Jz5aqRuIjMaIaT4uGk9ERcMFImP1elJutNZ6pU3wfpZ6pUh8PsE0nhSIXsRFp8oJS7p4i1K8TaE+Z/HxPvigoPZrRfF7K+S8h3lak2lfC/KBFsLJW8kYOvLxStdNPf9LCeM8PKfN7bIdmKfOHqsOrNkHJVRPuyX/IPJ/NRK/UeI+VvVu71GtqfjOylAviTib9UjM9mwjI1e5aIMijEu3hIExtqmJBlQiUbsly8hsVMU6gJGi3K5bhpmBxAgoJJwuRSQM7FZCywy1k6FqKmQK6Ami9hFmp5JjboGKBlAvdCopb2q3d7j5+oHH/d8yX+W6CAjVsxvlTEBFDRIGKX1weNzYXa1oCy1S+r9wi6Q5q0gVrnEgwmnfVusRmBAiHUu+UdRaaUkVvllKYtwinl/iWtqYeuuXzHB98c3HqUPDxCHthP7vyS/GoV+cyt+xc372vLH6lzDEUlZIX6TExIVqtPlAmOl4mGM8rRCuVwRjmcUQ5l1EMZ9XBGPZxRj1Zox8p1Z9O6cykDmTSQCRMZs5AJw7m09ly5iszoTsXFZNYwnJSOpVWj5Qqy1jyUlo1lNGeyGrLeciwp3paHnyqXH0tLjpdJj6bEx8plRysUB1KSfSnpdxHB8Qbz5mLu5rDgQx/18yLeJ0H2Wg9lhQU2hIQr3fT3/IINYcVKL2e5FXs7KHmjQPCUhfJKvuARA/pKQPJkDuuJHOYjNvqdWuQOO/caFXadnnGVEr89V3G9VbRQRiwz8AY40M2BVjbUMKGSAWkWpNlImo2mqdQEQY3Q6EUMmptOmKiYmgAZFaQMREwDMRWMAlqOjK2hgYOLe0S0pF1pYYAEQIaCEAEBBgIqRr/ICgwAAxQHbPxpFJes+O+CAkYBnACUDggXR0UYeFT8rM9QlaeqdkvqPaJKKyNrY9bn8ksVUGllDSad9W6pXwSNeapar6qpwDCnPjo9G57TmGwuyulNBvauXzO69YeRzT+Q331P7ttJfvzmvrsv2zyjYk934FSzg6w3kxklWaki48KzaemROP9QWnwqqxmu1JzKjoduuFI3XKkbyejGKvSnK/RnyvXnyoxk2kimjGTSTKaMY2ntuazxbKXheFRK1lqH0qpTKeVYRkfWmE+mVSMZ3aGYZCSrP5ZS7A1xh6sNu0t4B9Py/UnpwQrl9ynZ1lLezqRsa0yys1y7Jhd7x4V9WiJY62O+n89c5+euLxKsdNPXFAnXFIo/iKpey2W85ma+H1E/ayeezWG8XCB4yIC8GBAv94ufyeM/ly++10J7qEB+g5Fxo4l5nZF5S474jxbBNC4M8qCTCa1MqGdClgllDEgwIMqEKAMrwiBMIwqphAfH3HSai8vW0XAOgFnIFRPAQ0CEQY6Cp6aDhYflK9hJh9zOAi0F7EIiR8a1y/hqLmv8PcjEhVcdY4BigP7yKSGX+C+AIAiG4BTAqQjGAETBoptF7FK7Jpunz+RIG32y9oCixs7IWujlBkpKT9TnCrtC+rSRGZKhFQ5xwiyMmcUlemFDMGcgE2lPFN1z9aKRb78kt2wlN20mv95Irl1x7O6rPpkY+6LeeaLLO1SjO1chJytVZEJElitHU8pz9dZzzc6hKv1QlX4kOx6G0UrD6YzhTMZwJqM/k9GfrfhZnMnoR8q056rMZyqNR2Iyss52qkxzIqUayRr2FHH3RyUj1aZdRdyRatNYreVEhfZUtfmbAOdQlelQlelInXV7TP5xHmNbQrM9rfsiLP8iovgoJNlWZV/lZX8UVX+eNn1T5XzFQawpFL8bEK4vVbzuYb3mZr4dkj1txd8skr0WkD6Ty/mni73cL33IQn3UyfqLEh7Ml16nxa/TEjcYWdcaWVcbWJOZ0EuHDga0MKCeCVVMNMWAGB2KqRCkgg8FPx3PIzAbgINKcfO5RjqNC2DkcmQEKsKAC+BSCQw8XMcGl5TulVDMNMjhoQUankvKMnBpShaVgyFMBGgoSqDjhzCwS1b8exi3gkAodMCYCCpjUB1SXtiiSOcoq3LlnUW6gVLdhHxhd6Gixs6qtXMrzIy4luKkgYsNXgEUqdkaFNQo6GjglvGW33fngU2fkUe+J/dtJb/9kFz5zwM3zd08UL6vL3KqN3C0Wj9Wox0pk5yrVB0N805X6I4nlWSjm2z2jFYZR6sMY1nDWNZwJms4W2k4lzGeyxjOZQznMrqzlbozWd2ZrGasSjNarRmt0g1X6kcqTaerLMeS6jM1tuPluqEKw8mMYW+J6HhGT3bm7wmLxurtJ6tM+6LSb4PcbRHlvoxtU1jxXdq4Ja7/oEDwZalmbb7ww0LZ12W21V7hu0H5S3bWpyn7+6WG5VbGa7mMlV72Sh/nnaDwnULxM1b0OQf1RS93uYf3DzvtaTf3PgPyDxfn7wbsPhPlrxq4085aJoKrpHCDnrZMCn/QMWfyYKoA7WVBOwdt5lBqOUQZkyilYQEK5GGQi4GbhjhwxABgxlAnm22i0oUAQgAllVAzCDEOXp3MpebJaKDngF9JczDBxYMCJcchopv4DKOIq+Jz2RhKxzAail+y4t8GgmAIgo1bwUBwFqAyOmETcwJaYcoubfXrOkPa9gJJu0/4v9h7r/Aoy7Xv+5zee6+Z3ntvKTOZTCaT6ZNk0nsIJITeq6AgLOxt2R9dLhvYEBt2WQooLEWKSG+CCiigKCLo/W1EXet93+871vO8O/odh7/j3snG7J2/XPd1X+f1P5st9LyRXDDRKoUQEYKJAG42+EQEPQWEACG1pIKCTQfdlz8/ce7oIeT4PuTIFuTFOy+uGTs4ED+Yt/80UI0MRc7EhT+3Gi6X1BdzyrMp6YVG9Tcp7Q+N5suNxitZzU9Z5c8ZJZJWImkl0qhEGtVIoxJpVCLpip+zsis52Q8F6aWi+PuS+Pui7Iec5psG1ZWc8WKj5lJWfz6pvJw3XmhQ/ZA3/lA0Id2+gz76hUb1qVrx8Qj3YIj7Wb3ui5zjnz7B/lrNgYThfa9oR0Txsp76nleyJazYoKevNzLeq9RuiRo2hbVPKPAvmckbraS3vMz1evS7YcE6Lfy9Al7ysJ+zMx7T41/wCx4zkx8zU9e5OH8zUp/yCR9y8lZLYLUMc5OGOosCC/noUTJMZsAwE9/PJnWxqc1saopGrsFjfQBWADMWDATQYEABoECBBo9X4QgSFJYFoGHQ1UwqDwsGAcOtFXJwIKdBtYblNCckaQAAIABJREFUYIGdjfZLaDY+2Syg2yrEBpmEgcNScDgSBodHY361YjyL8E/+b0GhUOPf8ggoDAWFpgMo6GQTn+YR0xos4r4qQ6tbmFJjCwZygwzbZhf0BuT1alLaxrZxwUADEx14AG4+28ymC9Bw86J5V04du3rkAHJqH/LSHV8vzJ0crPymv/J0Snc+rkAKpqtp9c8lw4/NhtNp2cWy6XxB/1OH51Le8mPBdCWvupqX/5yX/5xTIDkFklEhGQ2S0SBZ7dWc9kpe+0NB+11J+02T9kKz9qsW4xet7v1Z68m2wLFmz+GSa3/BfrIzsjfvONZZuStr31P0PGuhb2+0bG+07O8IfzGaOzKhcHHp6KmZvWfmDe2bUHojE/y4P/dBR/KfPdkPenJbujLvlOs/Hum4z6t7Mup5LuG728x9Iix/vs6wWgprKxUPOni3aUiPeMWP+qX32zhPVaoetHPXSFEP2rnXceE+K/cuE/MaPqyQ4G7SMqeRYLGYMIuLXVjBHuWSh3jUXh6jlUPP0kgxHNoPYAWw4kGHAxUKZABSABmg5ViCgkBmAJgFQhWTTgMQEFEenYxHAi2PaObiTUxUQM6qVPMNTKyCDBYx06OWcrDAwAINgyKgYXxrgfrtnPtPM/6n/PYhj0okUAlYEgqYOJSMTpCSwcQlxPT8ckDTHVG3OPkpNT4uRtcw0XUCcsHAb/JJq5wstQxENFCQQQ3gIDLlgIsazN8d/hQ5thc5sR955r6jg1Xf9Lm+LumvNFsv1SmRtAmp0yIpPdKo+ymvu5hTXemyXeq0XBlwnitrvy7JLhQE3xW43xcEP5Qkl5sVV8t6pMOJ9ATPNhi+qDdd7Yxd7apHBjJH65xH6/2f5CLbhnLvTC5vnt75z4UT9q+e9cV913+/7u6rLzx6/IGbLjz7yJXX1v/05ovI5teRnR8gu7ch295Fdn+E7P7wh63vXt2+Fflo27lNb5x8ZcP377/7w7bNX77x6vGXNnzx+savN7117JUXDq1/Zt9Tjx9Y+8gnf79n823Xb7xm9sPDnbcU66+Nehf5TNM0gj42bkxAnimmLpQzlik5S2S0m6yyVRruIiFxpYo9mQIrdfybXOr5CnYHDvrp2G46pp2Ga6Kgs0RIYiAGEAAwA+hQoEGBAgUVKJCiMUI0VoDB0QDUXIGUTicDMNEgphG4OKAB0AE0PLpPLXVXcO0CildCjahY1VquTUCwCshyGmb8Ky0KAFA4FI74r9jmP8/2/vugfs1gJmFRVCyKjgMpg2SR8+wSZtxa0Rm1Tah3dYaUjQZqXIqOi7EBEtRL2DmTsNbItKkxahmI6cABEANUChV6Iv2Ve+9HDu9BPvsU2fjU4ZHS1z3+H9vMl/NaJKdD6lRIUofUa5GUHskakTbbT63mH9tNX6ZFXxXk50vyn7v032VFl3OSy6WKKy26yx2Wy12e77uD3/ZWf91Xtzfn/zgb2p6pOj6h/euZo8gDdyKvvYBsfhX5ZCuy9wNkxybk4y3Iod3Ikb1X9378477dyIljyOkvz+355NSOXUe3f/jFnn3Hd+75/NMDnx84dHDHziO79hz46OODO3bueX/b4Z27P/rHe3ve33Zwx86dm7fu3Lx1+9ubdm7euvPdd9/fuHHLiy9++OrGzc88teOFDe899siHTzy6/aEH3rvj5semjtxWzs0L2CdqJIMSdjeXMkMr6aJAKw4GmbgOEkyVsUYlzF4mIQMwLGZ3skklIjqLgzwBckR0IxaiaHACGDFgwIAaDXI0iNFoPhrDRmOoAGI6W0ilEwGoAGIqRUDCUwBYBDyHRFCwqBYR2y6g2LmYcAU5a5ekbKJ6q9Sj5AjIKPwvlT8+a+FPK/7n4LG4cStwAGQ0sIgorZAZNincCnbMLGnyazsj+ja/PGdh1skwES4YUOBlYSrlZL8M7xSBVQBGGsgxoKWQ9TR6ymq/tHsHcmgXsvmVY4tGdjaFv+kM/thkQQqWnxp0SKMeqdcgGQOS051LSi8UlOeLKqTH+lNZjzQbfogKLgbYSNGOZKw/pSw/5tw/lMPnWisP5v1bGhw7+1Ofzu6+9NANyLvPISd2IIe3Iwe3IXu3Ijs2Iwd3Icf2I0f2IkcPIKeOI8ePfv/pJ998sufiwYM/fnbq9N59Zw8c+2Lf4W9OfPHVsZMXvzh95siRo7t3nz16dP+HHx7eufPARx+d2Lv38M6dn3zwwZFdu3Zt2XJwx46P33vvkw8+2PP++5tff+PNF17c8e67bz737I63337zqSe2PP/0pif/vvnJRzb9/f49G9bueubRzQ/e8dzKBTcOlG/ozF+TCM8L2Sfo5XkWsYGMqgEo85l9CnG3hNfKYxTplCKV3ESnlmi0DIEQx2K9WLASwIQDLRYqUCAGFBdQDAAKAAtH4JDIFBQQAfgUkphBoaCARSJQ0SgmGuQUrJGFs3NwYTk1ZRbl3cqsRxsxSipYRPJvVsD/mxV/8h/5dytIKGBgQcWl+HQiE5cQrGDWm4QFp7TVJ2v3SQsWVp2SUCkleYV4jwQXrCAG+WgTDsbHmeo4NDkF1xevQg7uQT7cdHrFzI/K1Wf74j+0Bq5kLUjRcSmhQQqmSykF0mT8saS7mFNeLhsuN+mQVvPlBgWS1iAJJZKxnw3rL6bCP7TUny/Xn2xJfDlcRtYsQp66Hzn6IXJyN3J2P/LVfuT0p9+d+Oj8iR3fnth19dinyLGDyMnjyJenkC8/R06dvHLixKVjJ45/uOOr/QfPH/vs28/PnD5y8vSRk58dOHpy/9Er5y6c3LfvwEcfnTtxYvfWrbu3bt21Zcuhjz/+6tixf77zzicffDD+5z9efnnTSy99/N57mza+/ur6F7b/Y/Or659/9/VXX376qRfXPvHcow+/9fxTLz358OvPPLr+obuf+OuNT9x1w4M3XLP2jtXP33L9m3+9ZcNfrnt6+aK7RydMq4l0WQw1NLIRwAOQIFNLPGGbUNrMEWSpzDiRHCBinWSMlYjW41EKNIgAuAD0XxM1GTg8DYPGA7DJBDGbQcEAGYWmYzEM1C9Xvd0iakBCcXKxXjEpIGdZhDQREUX4JYQTB4D7c77e/w3jTQEY+CUjkAogJoFRQHKIKA12eXuVsS2oKjmFTQ5+s4OXs7KrNDSnDGcTo/wSXA0bE8aDFwtOKl5KQVmkjNVDbcipT5EHbjzQEfusLXC+xYXkPUjSghTs51Oai2XT2YLyUofpctmA9HmRdgfSoEVyViRjQdr8V4vOc02B0/1Nh/rbT0we/PnmlcirG5C9HyEHdyF7P0R2vY+cPIBc+Bz57sx3Xx3/+uzRL88eO3fu83NHD106duL7o8e/3n/gzN59Z/cd+OLTA0c/3n1sz74zRz87deDYxTPn9+3cd+iTQ9s2b9+5fcf+D3fseu/dHZve2fv+1ndfevHDt9/asemd7W++sX/7tndfenHXe+9ue+P19197deO6tRvXrd3x7ruvPrvhhXXP/ePVt157/sWNz214ef2Gxx566PFHHnrlhfXPr3/q5ZfW//2RB++888bbbl+z8vqlN9+w4okH/vrcw/ffu+q6h9asWnf7rc/fdee6NTesGpwwEqvNKNQuFM4BqDiFnedK4wSGHSBIIrjJWDsRY8SjVRiUGIAHKNavVlDRKCoWjQWgEbE8JpWEBRKgaBgsAwUcFCjJaDuXZKaDDECGAg0JFCQU69cGkF9zzf9shfqf85sVeBQQAcgAfBzoOLiUQ9kZtfXX2oouSUJDSaiINRKwM8EqAosUbRaAhQZVVFSez85JRVExz6fmGVhw5pVHkWfvO9GfPt8WudThutCoRDJWpMF8JWf+Oqc926b7slX9bYfxx3YTUjIhWQtSq0NynisF/+We2pMdVTu7687etvrHZ9ciO7Yjp44ipz9HTh5Hjh1Cjh1Bjh9BLpxDvjl/5cK5k8cOnzr12eGjR44cObJr6/ZjO/cc/OeOrRtff2vDy5tfffPtFzc++9iTW9/a9NrzLz/ywMOvvvDKS+tffO/td59/esPzTz3zxP33v/rUuk0vbHjubw+vf+Rvm195edsbr7/w2KMvPfH4sw8/9PKTTzx+z93rHrh/8ysvb1y39s3nnnvh0bVPP/jo608/v+HxdU888PBTjzx288rVt91081NPPP7444+uW/fk7XfetuIvK2+6/cYbb7/5ngfvveuuOx579JF77rzjjptvuGXliodvv/2B1WvWzJh9/+Lld82ce21n31AomhQp/ViKBwh+LMlHwrtIODsBZ8SjNThMBQYtxKB5GMx44A0RgIgBLAAehyIRMQQMUHAEAgAFQELC6RgkJQlkKJABiABUBFCS0Tz0L5HmWMBiAIv6NbHlT/4HEAik365oEwFoAAo62iNnFv26zhpza0CdUNOqxOioDONlghQg5uRU2lheGc5OhiAWaqmEGgbFRUYndIKMioFsXb+zP3U0ZUda3Rez0p9KCiSjRdL6ixn1hZLmdJPyQofhuzYD0m79Lq5CCh6kFPmhObYvGzw0Wvr6tvnIW08in+1DPj/+8+fHfj51/MqpY1dOnbhy6uSVz7+48sXpq2fPnT5w9PNPj3y6befxPYc/2rTt7RffeO25l155ev2La595/vF1j9//0F9vunXN8hUrli4b7hvINTTGq2ryqfRgd+9AV09Hc3NzprFYXzfc2jxrqL+9MTmlp3Osu2N6f09nJrV4yuic4cGpvV1DLaWx7o4n7rlr1fw5y6ZOvX76rCXDY/evWHPLwmvuXL7yr9f/Zdn0WdfNW3DLdSvvuvGmR+594MbrVy9bvOQvK1esuPa6NWvWLFux8ubb77jltltXrVo1b9bsW65fdceqv/z9jjvvuGb5yrFp1wwM3zg27f55i9YMTmq1u40otIOAcxAwNjzWRMBo8VgVHifH48V4HBWAggLC+GvQ+OgEFGAxQMbix23h4TFyElaGhQoMaIggBFARQEcjSglYDgbLwBCoKAIWsJhfr+D/+Q71P4BCoaEB85sVHDSYheQ6m7zOwO+I6PuqDI1GZpUYaitw8QqshwfFmLLSwnRzwUeFAB7cKLCiwUUEA8DagdzBGZ0Hi74rZc/lpPx8LQVplvyYlV4tqC80Si41a77Oyn9sM19qMf3U4b3aGTnfEjlSrDo7s/eHv65Etr6IHHwfOXMA+eb0999dGH++u/D1+dOnzxw/efLgkS8Pf/blwRO7t3y4870P31n/2qtrX1g565rOdEshkQ7aXLXB0Ehv30hvXzwUDjldxVQyHglFg76eclNHKT95sC9XH+9tbZ7Y016qi5Xi0b5iLh+tGu1sS/g9dT53rccZMhucqgqjWGAQ8ZVsRntj0qfXVFlMLrFYR6UVAuEqraEYqcqGIlGrPe50T+3snjU4tHjK9Anl9tZ0drC1fbC1faSvf9qU6ROGJw0NDY1OGpk4OHT9smXXzl9wz403zhwYmNHbO7O7a+HAwPKJw8snDM1pL0/OpCx4jBWHseAxJgJOR8BqiDgliSAjEWkADBxmfIdAJGB+uTyBBiwABbAUQFEAmABKMtrMJJjoGB6ADA0aCl5BxIvxBBGJyifQaWji/9o1+KcV/13QAGgqkYAHIAOoWASHmJr1qCvl5IFaS8kpTGrIYQGE+NDk4IelELXQ+hqsOR03TAE3AcwYMOHBjYUVEfN73Y1XprUh3dFLKdXVlBgpiq4WeadT9AtF8Q8F2c85BZLXIznzpbztq9bAwZ7osUW93z52A7LrDeTbE8hn+5BvziBffIZcvPjt6TMXzpz5/vz5s6dOHdi555/vbtny5ju7t3347mtv3nPL7Y8/+MgDd9xTX1VrlGuSldH2bHakp2vB1LFCIj7U3jKxq23h2EhPMb1o6qRr50xZMDY0Y6hr7kj/tIH2CW35sd7ynOH+weZ8fyk72lnuK2bGutum9nb0FTPZ6lBbqi4Z9LQ3JvLRSGPEX+ux+7XKqM2QDXv8KplfJbOKuRYRj4sCFY1s4nH1bJZDInbLZYVwZSFc2VwdzYTDhbr69kKxr9w6Y+Jwb0tzX0vTQGvLvLFJkzpbxnrbp/W1j3Y2D7ZkhprSU7pK84c6F3aWx1LJjMlgo5JVOJSWSlRTCAIsCIgYFh5NwcCveQWAxqIwGAydSKZhsFQALh5TQSMpaXgxCrgANhZJS0QLAEwsmkMiVtLocgqDjSFSAIsH9PgOY9wQ7J9e/DfAAqBJOOy4FTou0SOjZd2KtFU4krS3+6QFK6dSBC46tHrE5YA06xV01+gGPJq0hOYigh4NdjL4AJ5OBw+W40h7HMnafqyXI1kp0iS52sS/3KW41KFCesxIq/Vyvfpy3vldX92nvXXI07chB95GTu9Avjl08YuDl8+eQr77Hvnqm+9OfXn+s1MXTn7+xeEjh3fuPvDxzl1b3n9t/fPXzJk7b8pYf2tbaz473NU90NE2obNj1ZJFS6dPWT5zypKpIyvmTF88ZXj5zMnXTB2+bubo4sn910wdWjTaN39S58LR7rnD7TMHWuYMdSycPDRv0uBIR8uEcnGwOT/YnO9I17c3JkY6WiZ3tfYW0gNNuQnlYntjojuXykdDTclIts7Xmq4p1Yfz8UCd3xLzmENGpVXMDRtU1SatWy4KKitcYqFTwHdLRNVmU63T2eD3J32eTDiYj1a1pRNd+dTE7ub+1mxHob41G2sv1vW2NQx1Zyd3F4Yb6+c0Fee1tUxoqKvVq1UkrABAiAMmCki/5j5hMSgcbvxVCDgMJodMYeAwdAAOChRUnEfCjenlTi5VT0bzAYw0klMk0DDoKjpDgMXTUBgSYPC/WoEFwP1pxX8EgyUCoHEowANw8GAUUAJKVsYpTegYPWF1s1PQ4uQnNeQQH/IWbqOR3lernxAzdJvFrRqBBQcqACcW5jtFn/akzpUqr9Zbfo5VXEnKkIIcaar4uSRDegyXWzUXcyqky3e1L7Y37z4ysw354DnkzE7k4oEzX+/76ocvzl386uK3F5BLPyOXEeTchTP79u3bsuUfGzY8c/+9j951+x3Lrxnr7ujKNk5sa1oxZ+Y1M8dWL5h756rli6dMWjh56LrpI9dMHpjVW/7LnLGFw92LJ/VO7youHe1dONw5b6i8YLht0aSOeRNa5w+3LRrpnD/cMbGcWzCpf0Zf+2ApPdyS60rXtSWjU7paJpbzffmGzsZ4MRrqziRyVf72hlhjlTebCfuCmmIpGqt1phuDIb+ulKmOePQhh6Y2aHVppXalMOY0NoZcXpXExGcEKiQBqSiskptYtIhGUWPRNgaclXZdrd/cUO1uSlWV8zUt+ZqmQlVrc6ynNTmpOTtQHx9Mxqc3F8aacoWA2yHiSIio8blH5H99UPrl1YfDoFcIeBqxUM6isNDABlBTsT4J2y9hmul4AYCWjHHyWCYWzchiiPE4FhpHReFIgMb/OlLsTyv+I2gcnjyec0NGQQWLaBaSq7XcnENSJcG1+6SdfmmnX5o1MqolqLSBmdRQWzyieXl/p1ncaRCbAbx4SBBh03D6/GDjlbwPiamQWtnVtOxqXvFTQf1zSY/0uM6kVaeL1pPtwX19iUt/XYrs3YSc2fvT1we+On/k/NXz55Dvvr383cGDB08dOHLuyPFtr298/pEH/37nLbcuXTiptdBfSC2aNHDD/Jl3LFuwfOrENXOnXTdt0uJJ/X+ZObZm1uRb5k+/dqz/uikD14z0LBxqXzjUvmRi14LB8ozO3ILB8vSO7Lz+5vkTWqd15Wb0FhcMt03rLk7rKc8b7p010DlQbBwspcuJ6tb6moFiY28u2d4Qa62vKUZDbclooSZYioUTEVdzSyJca0sXKt0BTW3C7fVpmkrRZL3XYZVm6v2xkLXab6oNWpsbKuMBS0PA1h4NtYa9JZ+rSi0NqyROMdssYsioaA2f4tQKanymuipbbaU1WmVN1ntLmeq2ZE1btLI9VtWTjHUlakoRX9JjTbjMOg5NTMFSUUAAIKBQeDTmt+wVMZth0yq8BpVNIbBKWAGVoM6qDMjYdg5RDKAhgINDs7EoTh5LSSLw8QQGljguxvisvT+t+I+g8QQKABYDQMeBUcI2CUh1JkHJLU3p6L1hxeS4aXK9JW9m+TmQt3AnJx0NGvKMlHNhNjwSNgbx0ECEa828T/uT37aHf85bkYwWySh/zqkuZ9VXcuarJdcPrYGLvbFPWoKfTisjbzyGfPkJ8sX+H8+eQH7+AUF+On/+6+PHjny6a8fRT3Z/8NZrLz/12K2rl4wNtw10ZOdM7l2zdOY9a665b82SW5bMuHXhtJVTBleO9t81f/rq0YGl3eUbR/uX9ZavH+1dNW3w2tGeeb1NCwfarpvcv2Ri19S27PIpA/MG25aM9Cwd65vV3zJ7qHXhpK7pvS1zhroGS42TWvN9+eRAMdWVjg+3ZNuSNa311a311S11ld2ZurZkTVc6nol4EkFHSzGRL0QbUiGvT5eo91eGLXW1nnQqHA6aMqlwrNoRrbJHgqZkzBNwaUIOTaVRkbBpUk5TW22gGHHmwo56rzkTcTlUAoOUqeCQJSycnE/SKdgOk9xv19R6rIWaYGtddb7SV++2JD3mbMhZrPI2+OxOhYhHwJIB6Dg8g0TBAXY8+ZeKAz4NL+OQtQK6S8GP2dSFoNUrZniEVDUO9CSwswh2FsEnZOopBAmRzCFQGBgCGTBEQP1pxX8HNAZLBMDi0SgOGedQifQsTMoqaQ0oS3Ze3szs9otnZ52D1doaKbpeTRmKGqcl7c1W7tKOuoWFcLOYGAN4Kx081R49lzYjRQPSqkOa1Vfymh8Lpp+KvkvNVUcKwe1Nke9uW4wc3oacO4acPnb1wrmL33x3/MipM6e+Orb3yMWTp7e//vq2VzdcN2t4rDc/ZajpuoUjt61ecMeqeXesWnD7yjk3LJi8cubQmtkT18wcXj7cecO0oSX95Xnt+ZunDs5rzy0bal/Q0zQxn1jQ3zq9LbdoqGu0KT1azk5uzQ03N05sSQ+3pPvyyZ5CsrfY0JmtG2pKlxNVY51N/YWGrnS8pa5yem/rhOZMOuzORDyZiKctWZOv9rc3RKMOQ7XTUB9yFZPV9ZWeGp81FQ3U+G1OQ0XIY8g1VFaH7V6ntjpsj1a76mo9Po/epOHHXNqUz5wJ2yc0Jct1wWLUH3cb01Vev1HhVEl0AqaQgqGjgAzAwAKXhNGJODalxKdXVFm16bC7rb6yUOmpMinTQVfcbfFoFXIOi4oe3xhgiVgcg4ylEH5Jm6UBCHCgpIORjbVy8AEp3cbE2VgYBxNnZ2CDIrqFQaqgUIUkOhtPpqFwJEATAUX404r/BBpQOAAshYAXMSk+rUxJgYxT2lOpaXbwGlS4nIEyMaqZkXH3RlQpHT0qw13TUtXuEvUnbLNzgfk+bS/AkVL8Skft+ZTmaqv2p07tdwXp9xkVUvYh7bXn2xveaaq+uu4u5LPdyOkjyNnTyNcXfzh96dvTV47uPf3Rpl3vPPvaurvuWz5paF53YVZb/N6lI/deO/PRm5fdtmjq0sldN8wfvWH+yNLJXcun9k7ryU3vzc8Zap4/qW3mQGnmQGnucHm0rXHppO6x5saBVO28ntYFAx2zetsmNWendjZP7mga6y6PdjZP6mwa620f7W4d7myZ3FMe62yaVM7MHeroydT2ZuONQXt3OtaZqilF/emQoxT1F6q9xRpfW31lvdfc4LXlff5yqKolUt0crmqurEx5PVGbqcpiaIj43EZFPOzK1ldGAlabSR4KWEI+k10vdpsklU5tJuptSVW1Z+LNyeqmuqpKm7HWY497XQGdRsVksgGYACw0kAHoGKhgk00yrkctiZgUNRZl1KqpNmsafI5UwOPWath44rgVDBKFhAUyHuh4YBGARwIJBRQ00NJBTYJQBT0kYwSEJAcdbaVASEi1s8lKGl1MYfIJ1PHlggToP634j4ynymLpZIqUQw/oK+REyLpkA1FDp1/aE5B0eAQtTu7EWuO8plBftS4qw5XM7CVt1WW/fLhad1Pa95Bf81UhdjXluJiu+LlD9UO77PMU72xG91Nf8tKkjr1DHcimF5EjHyNnjiEnDl8+egL5+uK3J7/Z+/6nr6zdePPi1bcuuKY3UXfbrJF7Fkx8+i+zHlwyfPe8SQ8un3PTjAk3zRp+dM2Sm+eNzO7Or5ja95e5E2cPNi0e65o7XJ7Sl582UBxsq5850DR3oL23ITop39DfWLt0dHBiU2ZqZ/PE5lw5Ud2Tb2hvjLc21g6WcwMt2c5C48SO0pyhjtG2XF+uLhWwzewr92bjHQ3VxRpfuS6c8JhKUX/MoctFvLkqX8rvSPtd5cqqlNVZDlUX/KGU0xO3OQqRcI3N0tqQ0Iv4PrM+URmo8tuNKrHbrlNX8O0GuUUr8VrUHpOyqb6qK1/fV0pla/ztDbHmeGUm7I87rUGtxiGVGAU8LZ/DIWLHT+WoAGwsCAmgYRPdFfwaizZmNdRYjV6dWsPnsfH4f03gRgEeDVQssPEgooCWhbcJKTIMRBTsqIYfltPtDDCRISAiOLhEHZ2soNLERCIHg/21vepPK/4DaCyODIAlYLACGsUqFwRUvJCMMpbx9UZUJRunXoVrsrOTGnKDnjq7FFraG++tUvVFKrqd4hlVhnnVmscSVmRS89VKBdKqQyYYzibInzeIrk5MHR5oen/WVOSDbcjxY8g3F5Cvzl7+/OTFk8ePfvzhttc3/vPNjSPlQm+6dnF/+dFVC55cveDeuYP3zu7/+7IpDy6ecvfCsSV9pZtmDF43sX1eZ3ZWa3pysW5Rf3NXIrBkQvtIMdGfrp7RmZvWnpnb1zQhVz93oLPeYZra0TTWVuxpjJdqgoVqb77K01IXHmpK9Tc1tCQrIzZlMR6MubSdycrOZGVbXWi4lGyOBlI+q0cl9GnEYYMy7jT1ZBPtDdGQURVzW4rRkFendKgqVFxWlcPutxjac43Xm4kOAAAgAElEQVQKHsuuUcX8XqtKURvwxUMBCYthUlQY5LKo3yfjsL1Ws4BGtalURonQo1WUYqFsxDV3oLU15k/5zAO5eCZsL1R7fVpZnd/m0sp8VgMVAzQ0iKkkFhr4WKADiLCgo5OtPJZXIQnplR61VMejc3FABCBgAVCAQgERAxwyTkQhivBoLoBbzPNJ2EY6xiMkm5gQqKDY+eAW431iup1NVuBAzyRzUUAHIPzeNffHBw0o/Phum0MiCPBQZZDE9Nz2kLrdJ50Q1bV7hcMx7eyCv9ktjKlILX5Jb622JyJv1zEnu8SL6rWPpk0/tVUhCS3SpDibICND1q+7HDuKwYNLZiCf7EVOfIH8iJw7dQb5/scvDx36ZOt7H7z2wvbX1t+ydOqyyR23zhv8r2unPHTN6H3zBu+bM3D31K7V/YUbJ7Ut7c5d219a1Jm5cax7SrZ6ZikxIREcy8eGU5H+eHBiumZiuqYr6p3dlumM+ho9lnzEm/LZB/MNhUpfV0OsFPW31VeW68It8UC1VZmrdtX7DS0Jf3+xtjdbM6mULFW6KvVSh5QV0smqzaqwXm6TsjMhd2PA2ZGM5ar8BgHTJOHWeuwRu9GklGYSNRGv3WXWhtzWaMhj1aoCDqtDp424nLXBgNtoqAuGXTpDtdur4As0EoVerlZwhUaJRM/jqJnkWruurTbQnQy3x3192ZrmWm++xh336FMRZ9xvCzlNch5TRKcKSHgOFiUl45kAfBRIMKAi481cul3CtYjYKhZBgAcyAHa83w8FBAywiQQhmSzE4/kokOEwNh7TJaB7JXQpDjR0MAug1syJqVlVMrqNjtGSQADAwwDp9665Pz7j+wo0FoBFxNAAGtzavFeVMnGCPKhXEbqD0nErru1LDNVZqhT41kpFb5WqQ89oV2JnREVrWx1nim4kbUXarJdaVIfz8pPT6o4sG0J2v4d8/RVy8syPX5777uy5zw8d3v7OW1tfe/Gxu2++dvrQaGv9vddO/9v1M/527ZT75w/cNrm8sqtheXNseTm+sqthWsq/vLNhWmNgRW9mNOGe0hiYlHCPpcMdIeO0fLSn2tEWtJRDlrxbm3Mb+pLRRre9PVbVUVtdaVR1p2pr7YYqk7LebWqJBVM+c7kumAnb671Gn4bvkDM9cpaZR7QKqAY2ocFtSPnMMZtWRcfVu00BnbTaog3pFRVUvIJB9OsqfHpFtccWdBhVIrbfpufTiB6zzqSU2nVKl0Gnl0k0YpFOKgnYrFI2SysRC2h0KV+slikZeJJSwNeL+AoWNe40JT3GtrpQb6a6PRFuTYTyNe58tTcVcRfrItUem0uv1Aq4XByIiVglncxHAQ+ACcAFEONATsFV0AkSGlZARDEJgPnVCjwa6Hgsh0AQ4vECNIoDIMODjo4NKDkBJaNSz3TKsE4RquCSZ63S6gqmHA1sAAYAF/dnF+1/gkAgYdEYLAANDVIy5IPm1rAxZeLkzKyUltzhE9UpcDVS9PSMe15LZUelutHJ761SjXolJSG0GeGZfueXHf4fM1ak2Xmx0/3ljOSJ1YPI8c3IoX8iBw4gp77++sCR4/sOfrJ92+vrn+7K1s8aaLt7xdzHb1ly79KR22f13DjSdMOE3MrOxOx6x6y47bqW6pVtsRlJx/xccEbSNT3pmppw9Ef0Y0lvs0NWr2FNy4QaTaKaCmZCJwhL6M1+S71N76+Q1FmNlVqlU8wtVQfCGrm7QuiWcgMaSUgjsghplUa5kUfWsrFqJjqo5AWVvCqdOKQRZbzmpip3V32kqcbfFgslPeZ6t6XOZQ7qKoK6Cp9apmKR9UKWQcITUfFOjTwRdDu0Sh4Z79KrE2H/uBhOvS7q9+llUptGrZFIOXQ2BU+m4ok0LI5HJio5TKOQ5VYK6r3mlnhofCtfjPrz1f5EwF6sjdS4zQGzWstnsACUdKKSShDjQIJHsQE4AFwUcNHAxQGXgOIQ0SwyFo35xQosABkNTCyWh8OJcFgGgBQHXhmn1iKvNvDDWmZQS4saWXmntOiUF91KBw+rJgILgP57l9z/DyDiCUQsZrzdI6iXNLhURZ8yaxMUrJx2r7jbJ02qiUkNOa7AV0rQE5P2pI3X7BTMDFUMqCEjhCe7jJ8PRL5t8lxsDhwq+fcv7EIOvYV8+SFy8QSy/1Pk6MlTu/Z8/P6W19Y/+9R/3TPW2XTfqgVP37XyniWjd87uvWFi/tqO2KK8f07CPiduXVjvXJLyLG50Ta3RzUnaZtZZJ1VqJoY1TSZur1+Z0jDKroqiVRKroPp4WCVASEypVvKdfEadxVBr0gUqJF6psFqvDimltRZd3KwJqsRuMUfPJDa4DfVOXa1VFbcoGmzqhKUiouJFNEK3kBZU8mrNFS013nK1txz1dcQjLbFgSyzY0xgr10ZCekXCa3VUCCNmjV9XYRCx9UKOrUJMBpCzKHwKgU3AqIV8p16r4HPlfA6VgGUx2DyeQCISs+k0EgooKODgQc4g+rTyOo8lHXangs6Wusp02JP0O/LVgajD4FGLFDQ8C0DPocrxaCUJp6OTpQSsCI/mYYCJAhoaaFig4zF0Eu6XuYUowAAQAKgAPBxOQiIoqSQhFkQYUNMgrOEmHJKEQ1RjYLZHNGW/or/W1ho2Fv06MxcvwvzeNfcHB/XrnPnx/MyU31ht4DfaxWkLr7YCV68itNi4nR5xm0fcqKdFhFCrpuY98pSGNmpjzffQOmXwWLP8cK//XHf15211H7bUffP4HciBrcjlzy5+dQi5cO77nTtP7vr46UceXjxjysLJQ88+cOtrj/71hXtWPXXjvKdXT1/VW784519eCs6LW2ZXaxfWWubFDBN9sl6nYHrMMBJRjUQ0TXpmSkFsVFEDbAjx0DE5PSgk5GwVJbemLWIbbqzOumwDqUTKaa3UKGo0SiuXYWXRXHy2igB6Kk5PxTn5DBuH7Jdy5BhQ4kFPAT0F1ATwSxgmOtpAR8kxYGJgjXRMSCWMmRQhjSiileWCtpZqf6PHUqj09GUSxSp/xKAM6hRVZq1VyqtgUoQkrJCCowEIqEQlny3nMbUSkYDNoFKpSpWGzWYL+QIunU7BoNRCroCMtciEPr2q1mmNuy3ZSKDB706HfIWaYNxl8Cg5ShqaC2DiUCRYsPAYBiZVRSPLySQeHsNEo8gAJBSQMBgCHjtuBRr1r+Z/Dg4noZLoAAIMWIQ0PQujoUEFCfxKcqNbUg5WJHS0WjW1wcTLOKU+CVFF/L3L7g8O6t+uVag5+IzfGDcLmryKRgO7xSWsVxFTKmLRxEwoCUUrp9NX4edCs0+V17O6ZahrXJRFZtjYptvd5T7eF9/ZnkL+/gCyazvy5fFTx/d+efLgZ1vf/ey9TTcunDva2/7wbWv+8fwT21584p3H7zr05trtT97+7v3XrmirmZ9yrGmtXFhnnl2pWhQ3j/llA05hv0faaeMP+CqazZyUktKoZRat4v5qS84mG0lVNljk7RFnbzzgkzDTTkNUq6xSVdjYDDODamVSpQAqHEqJBSmAAgN2NtkrZKpw4OLRLHRsWMbxiSgeAcHFIwQktKCUHpQxfGK6T0xX4cHGIdo4RBUBZGhQkkDPwBmYeLeQ4RGx837HcLa+GPZ2xKs6k9Fahyli1vj0ChmTKGNThTQCn4ZXibhKqRAAyBQaCoPG4/E0EpFJIYrZTDKAWsg3iAVmqcinVznk0qjdmgr4SjWhTNBWbZTYRVQhgIGJr8BDWCVTkfFyEl5EwLGxmF+m0ANgUGgMBgOoX2JtML/+R2PhcFI6jQbAAlAz8GoaOMVkAxvsIrSND+VgRckjzNjYzV5pS0DRFtLm3LLfu+7+2Iy3P1EBxGSoNEkbPZqcR9lfa2s0Mj1MSGkpDUpCb0A+KW7KGhkpDS1n5DY5FH0eZQsH5mvgDhdm5wT/x12+7V2xi3esQj76J3L63KWjp348f+Hs8aObn1/3wMol03tbX3z8wX1b3vjo9Wc+ef3pE5tfOPbm2n0b7n/j1nk3dNUuz/sXp+yTfdLr0u41pVCzkjQS0U6ts0eF2F6/2s+CrJFfcshGU8GkQdIecXZUe5qCju5EJGZW+yoEHpnASCOJAIxUoolGEgHwAfREjI1J9HIZOhzU6yqq5by4WtpgqCg69HmbpuBQNnvUXRFryiTJ2RX1emHSIAlK6UEpPShhurgkKwtnYeJ0ZFBgQU0AKYAUwMYiKXCgo2CdQlYu4Ei4zJ0NsZa6yrBVE7bpDBIOhwR8Co7PIBEJOBwBr9XrSCQCCoDPZmEB6HislM2SshgcHNYkEbIBAjpNrdNerA6Wo560V1upE4oxoKeitGRUnUUrxYIADRwUiv5rgCxmPBsbjR2/ZYFG/ZLMggVg4nESJl1IwgsJoOWQZGSwCglaOjgleKcIpcRAVIUreYS9UW3RLeiMqJu90t+77v7AoFAoLAADDXSAuFPVWuuKGrheMW4gbm92i6MyXJ0CX8mDCVXabp8sb2CUzOx2p6zZLOsyiea5+UNEeNCA/mxibGvZe+zaEWT7O1e3fYhc+PnCns8u7Dl2eOu2O1YunD+58+3nHvnna8/u+8dLx7a8cmb7q1+8t/6ff7/pmWUjd48U58TNy7O+eXHL4gZnv40/JaRqM3JKVnFKz02bxU1uVVelbUqhdjRXm3bqUnZdzKjyK8RGLkNBwYvwaD4G+CiQo0GFAS0eZSTjbAyyh0P18xlBIaNKwospBBmDouwy9oRcE6KB0brI5ER4tN4/lvJPSYWmpEIjCV9fjb09aGr2aJs92rxDnTRIqpQcv4ju4hHsLLyNidPiQIsFLRZUWFBioAINUhSIAJxitk8lqraqY05jyKI2ybgiKpaCBoVMyGDQMBgUDotmUik8FpNOJBIAjBVyHpnIxeN4OJyUTBbgcCmft8Fjz/gMHVFHMWD0SugqAmhIoKFgpVgQYoCPxbKxWBoGS0BhUL+ct/4v071+Wy4IADwCVkDEiPAgJ0O1USLDgwDAL8NryeAXQb2BUnDxBmO6nJU92mD7fQvvjwsKhUKhUDgANhY4AN0NvkavIiAj1upZOaeoLagouyUNWkqDktjmFE6s0ZfM7LSG0mwStJpkZRW7Wwgz+fBGRHaiN7Z9sP7q+nuR/TuRY6eOvb3rm49O/rzn8w23333dnEkvPXPPnk0bPn3z2b2vr9v/2pOHXn1s19q7Xlw1/a+TCncMZsbCqtm1lunVhoUNrm6bYDioKltEabO06DN1Rb098WBHjbct6k+7LV4538Jj6FjUCipRRMDwMCguGjgYjAALGiLWSMFY6Fg3mxQQ0KuknJhCkFAK03p50aJu9xiHKt1jdeFZ6diCfHx+oW5BKbawObaoOb6wJT6nUD01FRiOufoqrV1BY4tXl7XK6zS8SgnDLyB62Hg3C+flEDxsoptDdLEJTibBziLY2AQrm2RiE808solPMQpoOi5ZwcCJSSguAaQ8BpdFpVPwNBKeRSMLWCwRhyNhc8xqpVokNMqlZplULxAoGbRiVWVHfU2dTZHzakpBU8JSYeMQJQB8ABEKBGgQ4HBcPJ6GwWLH7+Gh8Dj8L3uC36z4TQwSgIROVDAIKibWW8GS4kAIEFKQQnK8iwsePmTtnCYXv8UjTOkpv2/t/XH5zQoWCnwKyqRSpEbP8ogx9WZO0sQu++UD1fqesLps5+f09KGwuscra1SScipas4ZfEJAaSTBTCAfKsUNt8c9vnI3s3/L9vo8vHDz2w74zp9/+9PXV9981NvOVdfcd3P3GsW0vHX3rmX0vPfLhE3e+ftuiR+b03NrXuLotdl0xPDNqmpd0DXjlHTZRTITJGjj1ak57lbu9Ntxc5csH3cWwt85pMvGYXBQwAegADAAGABuNFhAIUipVxaA4uVS/gBqWMGMKflInzVsUTQ5Nq0vfHTAPRhxT4oF52diy5uSqztwNvaUb+4s3D5ZunlC8eULTDRNKK3szS1rrZmcrp6YCE6L23oil7FZnjKI6JSciIYf4RB8PXyWjV0mZVVJmlZxVXcGtUQliGlFMJ6lWCyNKvk/OdklZNiHNzCPr2CQ1myxmkERMioBJ5lJJXCpJzGZqZRKrVu23W81KhUVZ4VSrPFqVVS5JBTzpoCvl0ZUilq5aX3uNO2XXeMUsNRkjwQALgINCcfF4Jp5ARmFxKDQOgx+/ZP/vz29iEABkbKqcSdCw8VYBWc8EORY8ImwxoLSywC/B+IQwWGec0xSY3GD9vavvD8m4Emg0Go8CNgp6k46OWmNERapWU+r0jJJbnDKxOgOK+c2V3T5ZTk/vcIoGgsqSjpFTUPNSegMDlaLCJA4c7St+2pVF/vEccmLHlc+Pnjlw+Iv3973/XxuWZXuOvbzxxO53dry79uTm9Xufufedu65df93Ue0eariuGF6Xc1xZCK0qRRWnf9JitQU5JKOk5m2RKrnJKMd6TrGmJRsI6pZnPcsgEBh6DA0AHoI8fbKFBQsKpmFSTkOuUi30qSVQtrNcJGk2SgkPZ7jP0hW0Tos5JMfdYwj8rFVpcjK3uSN822HTPSPsDU7ofnNb70Mze/5rV9+DM3nund905Uv5LX25Za2J+qWZKvW9irbM3aGiyV6S0vKiMVikkhvj4kIgckVCr5Yy4it9glObsqoJH1+Qz5136rEvf6NDWmSoiSr5bSDMw8UoKKJlEGZMophF4ZDyXghcz6RqpyKJRNUSrIx5X0G6N+lzJkD/udTSG3OmQI25T5oPmQsiSduqyblPGY/VKBZxf/WeggInHsYgkKp44nsbyfz6YX8MopCyKgARKBsbIJwZVbB0V9FSoVDFieraOChYmVAD0VWsypj9PLP5XUL+CRqPRaDQRBXIqTMp58j5JWIFLWtklr6TZK61Vk5udormlcG+gosnCGQgqMwpSm5nTYeYV5LQ4FWJkmKFnb+8sHJ4zhhz98NuD2785cuDCwWO7Xnzn5tG5W//r8S83b9q/9fkj2547/MrDG9fMuq0/vaqlelVT1bVp/8K4fU7MMsEtbzPx00pmTEZp9uraa5wtNa4Grylq01eZ9QYeg4eG34pDRkJXULAqOsHEobgknKBKXGNU1lm0DTZ10aUuu9WdAUNfpXVirXMs6ZuZDs/NRuZnK68pxlZ3Ntw+WLx/rOORGX2Pzxl6cv7QuiWT1i2ZtHbxxEfmDzwwreOWoeLKjuTSltjsdGis3jMUMZUdFY0aTlRKjvCwQS7ay8WEJKRaDTtjlZf9hu4qe3/MPRj3D8b9PVFfe8RZ9BiTpooqBc8roDm4JBOXpKLjRHjg44BPQAtpJDGTLmEx3Gaj12oOO+2JsD8Z9ibD7oawqyNVk3BrM35Tg1sXt6jSHlO5yl9vMxpZNBWNzMOgKL+lQuHxONS/y/CvcOXfIlqEDLKAjFYy8UY+sUovsLBRaiIIAEIKRr1N7BKgPXwIiVGDUe3vXYZ/JP43JdBoNAkNNjG6KSgtBSRRHSnr4A832NMWTsrEavfJO/wVfUFFq0MwM2H3EiGvIve7pG06Tg0NXGi4PuHZ1Nf+zX13/Hxo+6n92/dueuvMjj2vP/jYPYuW/XBw35bn/rb3nbWfbX7q5TUzHphUWJp0z6kxLIpbl8RtcyqNUwOaHouoxcgvWSQDtZ4p5YbmWq9HJ7JU8FUssoyM5QFwAPho4AGI0KBnEn1ybkQpjOmlKZs65zY0+cwtAWtrwNhbbRuMWofjztGkZ1pjYHYutKBQvbhYvbw5dn173a392ftGm/8+q/fpBUPPLR55funICyunblg5df11U9ctmfS32b13TWpa0924vByfmw5Pq/cOho1lmzSlYFYJ8H4muOkQkZDjWk7RreyN2kdS4SnZ6rFM1WhjZCRVORj3dwTteZsmqZPWqUVxlbBWLbQwcRoqWoYHEQ6EBOAT0EwciooGLpnEp1OkHLpdVxH1WHKxYH3Q1pOLFarduYgtG7Bm/Jas15b12jI+R8brrDRoDXz2+OQ7AgAJBUQM/JsYv1nxywKCBeCQcRVssp5PNfKJvgqGnYfXUUFJhphZ5lcw22osPjHWwQYn4/cuxD8O/6cSGAyGhAaHGJMwUrJOTmtY1uwTD9YZC05hyS3uCiob9Yxev7LLI+/3yuuEqDANykZWm5ET5UCADktTgZ3LFyJvv/rFp1uPHPpw/9vvfPD406tGp+7Z9OYH7zz/xaEth99d9+qdC1eXq9aUQisavYtipnkRzeyAesQh7dZzeiySgYC+xaXKONVJrz5kU+kUXLtOxscBA4AFICeAgUG08ig+CTNUwc26dCWvqSNs64+6hhP+kYRvJOEbqfeMJj2TG9xTU/7pGf+sbHBuIbSgULmoGPlLV/KW/sZ7JpUemdn59IKhF5eNblwxbePK6W/cOPf1m+ZuXDNrw4opTywYuHes5eb+zIqOutkp/9S4cyCgLZn4CRklzAY3GWxESOq5RXfFQNwxvVg1tzUxq7l2LF05nPB3hi1lnz5vUdQpeZUimp9D8DDwDjpWhwc9BQw0rJqKFeGBgwI6ABUFTDyWhkFR0KCRcKMeS3smnghYuzI1+SpXOmRLesy1dl2NUV1tUMUthganNel2VJp0ZpFAQMKTf01MI+PGZ7Wg/90K+NUKEhrGrXDKmS4JxSUk6aigpIAEB24pPWYQdNaYoypaQvPnbvtX/r+s0LMhYaZHlNjJBXdndUXWyRqI61v8kjafImPgdfm0/QFDFQc9HDHqAOqEqBYdM8FH5zScYa/p80cfQ3bv/vLAzqP7PjryzjtrhoefuuWGTze/+s/NG3a9/9xnWzc8tXzyzGr9sqT1upRrScK6sNYyu8rYredE6TApZFrdk5tXTrZWOdMhRyLilos4eAAWABdAAmDjkC0svEdIbbQrWystvTXOobh7Sio0O1+1oBRb0hRf3BRbVIrOSAdnZAMzM4E5Gf/cbGBBPrAoF1iSD97al7prQu7BKeW18/o2LBvZeP20N9bMeuvGOf+4ffE7ty9685b5L6+e8cySiQ9Na79jML+mMzk36Zsas/d7VUU9PyYk+mlgxYMBAwWbuCOsG00H5rcn53emp5bq+uqCLWFHa6WrHHE2BR0ZhyGqFbu4ZDUOJAAiAC0ZY+ezzFy6lIBmAjAAOEQsEYAAQAAQsckGpaDSZzGrhZnaYEuysqsxWqwO1Fi01WZN1u/MeJ2VWmXcYki6HfVep1enlNDI47/Fo/63ZKd/LRd4NOABeBS0kkMMG0Q+JdMrJVbgQEkBOREiOmFEy0s75QVvRcYu+L2L8Y8NHoANkHUrUi5+W0zRl1K21Qi7otJZzYFWr7JgVjRbdNPqo3ERu8WmisspNizUc1FtGn6hQjjqD37/5vvf/uOj8x9/8tHLL79y318XdTftfvXJ3W8+eXDL8/s2PbfnlbV3T++dnzDf3BqcEpaPBhWzEvaSgVfQ8UZqHH9bOPL4tTMnpysnZWvrXGaLXIIDIAPIAbRosJKxYTErYZA12GRNQd2ERt+iroZ5rbWrBwuLy/FVXel7J3de35K8uTd/fWfjvFx4QS6yrKl6Qdo7J2FflHIubXSvKAQfmty0dk73uvm9r62e8c6tC968ad4/7lyy9b7rNv8/7L1VcFzX1q491lrNoG5xt1itFkOLmVvUYmZmZmYGi2UxM1kMlmSZKYntoJ04iQN24pgd5nx7+1zIyc7+z1/nu9y7Khm1SlXSpdZ81hxzjneMd7T+6lDt+Z6yvYbMxfzIwXivzjCnJl/bdDO1BENlb46oqRCqgYIKAF9e2EeLHWqsUBHhUhrhFso38rY2rMhMSo0Kc7Aw1lNVZjOpVBQoACJ4YFNRWRpenkqTIpAkUEwSw0kTCWwinom8bCg96hkiEgFPABQPVCZZRlbcycqYb6jtbWPqaWHka2VqrcJx1dcJtDa3VeP6WBl7WRrZ66lb6CirK0qIUICMvZxeQ8KAhDsyDn75UIkEOglHw0AYD6oSOHM1EVMORYUJSkKgJoKTIwGPRbBWE3XmSYY7aPyn191/d+AA6AAGsgx/a9UET50oF/k4F9kUN+VIC1mBEtNPU9GDK5dmb+2rwQnRV/LjsXWpYC8KvoqifBGhXL7gu1duPX/lvec33r2+ut5bkluXHv7uuYUPLix8dGn1g7Or75/aWm0qb/Q3awsyqfM1zOJr+KiJeahJFPnxB/PjW5OChkuSEwUWfqbayiI0CRKRACBOILMB1FGwZgt7aCoGmWikuJvnB/PTvMwqYtyakv2qwl3akwNmS1NbIryH06MmcuKbIrxK/ezLvG2q/WyrvC0rPIzrfc1ag2w6wmwH4gVzOSEn69MudpWcaS8831X6xmTLjelj12eOXZtsvjpYc/pY3mpJ3ESyf1+ka6OnVZqxSqyOgoessCEZVBFQRcFRQTLOWqsh1r0yysPDgFsYG5QZE6IsK4UBYBiGoiiCIDgcSiKiFCJQcUAGEMOTJDCyBEZk4YkyFIoslcym4MVJKAWAAEDAgERGUCIADhAaQZglTACw1tMMFjj421tbayoH2lkGWJm5GfB8zA2D+JbupjwbHa69sYaFnrKKPENGgkTFAxUHVBwQUcAjgAKCQ/F4jHA0Vf4o0ZIWAiNlIUtNhokSRUuSoMOiKlJBUwJvJEcz5VCd9dj/6XX33x1HuksxDIL5unkh1jF8xXwfzUJPDYEc2IpCKE/OV00q0VInypjrryUaZyPvqUGxYoGLkrAmAcpDw7679dGja7c+uXJ9Z2I8wceltyb75oWl9y4ufXB+5fbh6oend16ZGehL8My2ksvlq0YaypiJQqyV5lBBwlBxSmGAU3W0n4eeMk+S/kfnJJtCN2VLWLGYvtrceFvDaBvdNHfzikjXkgiXdG+LzrzIunjfsnDXLE+bFGeLyhDvFGer4kD3PD+nfG/7En+HygB+sadpiZthnZ9lRzi/M8JhJif4VHPW+Y6iS92lr4/U35zruLnU/WG9XaoAACAASURBVM7S8bfmO66PN53vKtmqTJ7NCB6O86p1NUs04ASrshwlKTw8cAE0CSBQlU1yMmlOCwm21vMy0/HnWwphUF5YGBIUCv+e1h/9J4XwQAUQAhAGEEeAhUekyXhFJllJjC5CAhoGZByQSIDiX7YGk4UoCtLidBSEceBqYRxgb+1qpG+tzg2xs7LT4HqY6XuaG3jbmET5OAW52RhrKSiyaUrSTBlxqhgdTyWgBBQIKIbHCAQc8c91biYOVKRwphpMK20JNh7YeBAFkCGAqjBOh02yVBb9T6+7/+44ep0kACdDlaJw50Q7lfoQswwbOb442IlChC47wVIl0Uo13pLjxkETLSUKvDRtFHB2KqJSAM1Zad/f+fTjV19/7eR+f1O9wEJ3cbD5zXOLb51dfO/c6vunN94/2Lm1Pr9WnZJpqZhqyY02VgjgyXSlhy82FTcmhqS62wVZ8NToOHEAOgANgAKIBIFgJiMh4EoH6CnH2ejle9tXhLtVR3lWRLoXBTsFW2h6G6o0pkcNVOXNtNfmhvllBHq76Km76qv5GGtG2Rmnu1mmOxtlOemXeZrV+lu2RzjN54dtVSft1Ka9NlB9Z6H7rcmW99b6bq0N3DzR88bUsYs9Zds1qTNZIUMJXhUCw3g9OW95po0wqoWCEoARk+irr1oS5h3rYhHhbKnEJFMAXjt3dnN1zZHvBIBDEAyPJ+Jx6NF3mkEAFp14VFeRQEACAXEEWDhQoBNUJYQkSEBDgQhAwOCPugOGR/EAHLaInoqCGBFRZFBNuAqeFib22moCQ56/rZmHuYGriW6Qk7W/k4WNgaqeqrQZT1lXVY4rLcYWoTGpJBIOOzp/4wAhoAgB+V0AQgNVGZKhqoQCnShLwrMApHHAoWLqogRd9t+n7f89UByAmiQjw9s+y0m3Pcw+TI3sLQuusuCrTs3z1EtxVM5zUwvUwAepQoWPlqMKxUZdjIVCZ3nhVx/fuXX58s78XFl2qpud0e7S0GunFl47Offu2Y0Pz27f2t16Z3XuRHVGoYtugoVSmL5MvI1WT2Zke0Z0ipttqLWBjgRNGODoPCqCw+gIIk0m8kRJgUYqEWaa8ba6xxICOlJCslzNoyy0vXicloyYufa6qow4O31NDluEQUKZJDyLThYjIjJUHE9axF5Vxs9YLc3ZpCLIocrXqiXMYTI7ZK08Yasy8dXe8o8XOt+Zbn1/Y+C9jaF3V3vfnG692Fu+VZ0ynRk8GO9Z6WoUb6jgKk01Z4AGCsoI2MqJRdmZVMQGhfItbDS5GiwxDXlZG2MTN0dnSXEWAUck4Ih4BD36QtMwUBSj6SlJaYkzdMSFtERpSlSEBSAKIA7AxgOLALQ/Sf3+GCiAAVAw4EiLc6UlVFjiDABlUYalupI9T93XxszbykRgzPOyNva0MrIz0LDRU7PQUTZQV9BUkFKWkVRgSUgwmSQc/uj8jUeAhEPIOCCjQCeCjDheU1GcK8KUo1BliWQ5MkFFmKYnK2Es//dp+38JFABHIhAZAEEWuiVeNs3Bdl5y4KeMc+UCXxFS3dUSHTkVAfqpZiwvMYjXZrhwqNaKwspk6CsveHb71s0L51bGBrNiQyP8nPdXRq+enL+0MfXOqbUPTu+8s73x+vLsq1Ndo3kRRZ6m6U56jTGewyXJDQnBia42FhzpIxGHJB4RwYABIIrHabJE7FVY4RZqSQ56hT42DZEeqbb6gTqcXHe74zlJU/Xl7qZ64iSUp8EFBDx8vEcmxmWkpI/0DkczurXFyaHm2pkCk8YIQXOY00hawHZVypmmrCudRe9NNn+62v/x7uiHO2Pvbwy8M9dxub9yqzZtNjt0KMGr1ss8xUzZhU20YIIOETSJ4K3DyfZ1Lgzz9TbTkyGiYQLHcE8PIRSloZg4jU5BUMLvebwoDnTlJb2tDZN9nYsjfHMDXRMEVv6mWnxVaRNphj6LqsuiKdFRMRSoR3My0ZeDkBEA/O/mK2J0oowwXUtOWoZOkcQjEjjQk2NZqivZaqt6WZsEOFj62Jr68y10FCTVZURVpUTU5VhaHAV1RXlpcXFhKv0PMCgEjErC6GSQkqBqc2WPRnsIA4gCyJEJOmwxnrTYf3rV/bcHCoAjEykUAHtVhdpwr0p/a29VqoMC2CiBlTL4WUh664mk2ahkGimGimCBQuAuRrRhEkxo+OG8zK/eeO3OucPN4d7c6MDcmKDtmf7X9pYurky9sb18a2/z3ZPbb68tXl8YmixLzhQY53ladGWEtqeHZXg5OGspyVNxR46gYgQ8HYAOIEcjmXGkvAwV/Q3lU5z0ywP5WU6GEfqcAoHlZEF6psBOi0G2VOWEebvr6GhFJMY9+/XX4cVFDR09HI6AAVAAqAAyJPAyUA0xVW1L9OtP8Z/ODT9Zm361q/hGb9nticZHO6NfHM7cO5z9dG/8vZXea6P1+805SwVR46n+Tf422bZartJkGzHMgAb6QhBppVMV6+9nqs0CMJaXzAz1m+lqE5gYWeloStPIcgyamoSIubKCj7l+qpdTWZRffVJIY0pIZaRXnr99LF/Pz5Djoi5ppyhiLks3YlNNZIRVmHg2ASRJmASJSEVQwu9DwskE5MhVhwDAZlLFKQQJEp6JgAyFII6BKApabFF7nrq7mUEg30pbSlRFnM4RpqhIiuhy5A3UVLSVOFxpGVE6nYxhGAARQ0k4hELAJMUYWlxFaTpdGEAU0KPUToaMiv/di/e/BQqAI2FEGoCBjERDQmi+j1WAsZQuC/QVwFaXZqdNM5dCPGSEEjgyGSzZMBzFG4dzQMCNSp5Mif/hyoUH5/ZPj/SUxwRXJoavDba/sb96cWn61dX5t7fWP9w/efvk5sXJ3rHytEI/25Z4n6H82JporzhHc2M5MRH4/cMJQAUQBVAXoVlzJUOt1eMdNMuD7XPcjKMNFGr8+OOZsVV+Lpo4MBRnJvl6DHW08fl2fA9339hYKw8PaQUuAI6AYiymEBVAU1Io0t44wlK7LdFvsSxxvSplqzL5le6S9yeb7i10Pt4de3ph6eGF5S9Oz3+0NfzmVMu59sK10viZrJC2YH4hX8dNhmQngRkzwVgUkpyMjqWG9RWlt6RFN6ZGNaXGdhWkD1YUjtVXDFYVdxVkduWn9BWkjpRkTJanDxfEdSb6Voc6lvjbZbgaR1qoBhkqBBsphhhzggyUfPQ4Ai05ExlhVSZJiUmRp1NFcLijbIpCwKMIUIk4DICMAwIAFQEhDKRoZFkhKg2ADsAmoEpMigwRx8LAWFFGQ5KpKERSEqFqy7GNVLl6KlxNRXktLkdCWIiIIH+YVDCEaFw5OSVxcUk8XppMFkVAkgDKomTZv48V/2sQcEQcgBCAugQzxc8p2tUowcfYQotqoUd3NmcZyhGspWi+kuxEllq7tuAYxyqPIR2FEUJx+CxF+U/GBj5eGNtvq+lOi25Jjhosy3ttbeGtnY1XTyzc3Nl8/+TOm2tLO/2tbekRJcHOk2UpA7lRjbG+fkYaxrISQgBkABIgZAAmAgo0vIk000lFMtpWPdpaKd2J1xjhPJoRcixMEKzKVgcwEyJWhgWM1lWOdrSGBvqJsCTkNdVVDQxIZDoecEcdhWwCasGRjnUwqwgRlPnaLhTHXxuofX2o7s2hmo/nOh6s9H564vjTCyceX1p5euHEg4Pp9xe7L/eUrZfFzWYGdgTZlzrpRWhLOrFx1uKYM4cZYqyU4GDQlhzcnxMzU5G9caxi73jDQV/TyZ767c6q5YaC1caCjYb81eq0qbzwziiXSlf9LFuVSEOZUH12iB4rVJ8daSQfbiwfrC/vqy0dYqTqratsx5XRY4kq0sji2MsmO9z/rX5FgYqBEA5l4hFRHCKOIZIYKokDFoayMJAlYYo0opoYnScjbsSRMeLK6irKaMmzDdS41ob6kgw67l/nFhQDUGJJqLJEJYgoi4KwqSBDAx25v9WB/89AAEjoS+cKEQx8bQ1DBUaJgZbWPKaDoaipEsFFVSzeULddEDzvlTWkH9Wj6N4uo9vAkuvW5o3YW18pzrzRVr1dldOdEFwZ6lkTF3Jrb3PjeOfFmck3N1Y/ObN/aXZif7S7PimkwJ8/V50xmBtV4G3tqiFroyJPByADEAAlAjABOBSwkKK6qYgm8TWrwux6Un3qQuySzDgR2uw8e72OSO/hzLhSf7dUD8f5ntbelgZ9ngZThMEQFqLi8UIoKoKiMkScHkvU11Cj2N+pOzXkXE/VxZ7KN8caPzvR//lq38dzHXcXux/vTjw5s/j4/MrTs0sP9qfuLB5/tbdytyppOTdsOMajxdcq00IlSF3Eg8Pw0WRFmaumOurXhzl3xnqNZUcsV6RuNeTuNhdsN+Zt1mYulSTM5UaMJHl1htg0uOuV2nELzGSzTaTyHdWTLBRCdcQD1Jkh2mKxRnIpNurpfF6cpWaYibq7lqKFnISGMF2OQBAHhA6A/7/VryiQMKDjMSEcKoyhR2BIoIgkhrIwVBaPsRFgo6BIJ+jLSVprcu10VG10VHTkWQJLYz0VjiSDTsXjj3r3MAA5UWElMboYASTJwKaCFB105Gn/6XX33x0IABnDXmpsAEw1ZP35emlBNp6GbDd1erCORLwOp88vaD0if5qfNmac0SHnPcgxbxaXOWFn92pq7MW8+Hc6yw/rs0dzIvO97QuDPa+vLV5enDscH7538cztk+tvbCwudza25yQ0xPsN5UU3hDtlOOt7asuZKUoyASiA/UGFCgXsZcj+GiLZLjrF3sZ1IbYdsYKRNP/NypTX+uvuLA7c25p+emF7v7e5MyfpWF7aeHvD4khfaUZSZkhgflhQVWxkZ2bSVHneRnP5YVf1+e6qS8erzrYVXOuvvr/W/3hr7NPF4/dXB78/v/xwf/bR4eLjU/MPTk5+vNT7Rl/N2frM7ZK4payQkTj3em/zbFuNRDNugqVaupNegbtpY7BdZ4TTUJL3VFbwfG74XE7ITEbAZKr3cKygL9yuw9e0wUWr0kqx0EgylyeSoS0cpy0coSMSw5NIMZEr4GuUexhU+ZhV+lhmO+onW+sE66s6caWNJIRVqSRZDBVDgQwIDpA/23NhKBBQIONRCh6lY6gQhghjqAiKiqGoBIqoMYW4VKI8AZEnoWrCZCN5MTtNBSd9VQNFSYGprq2ehp4KhyvFZhIpZIxIAJCgk2QYRAYKYiSQpAJbCLT+puL/HQgABYejoEAGoABosBkCfU6qs0GSGafESjlPS2ox2Gvew29BELPjV97DS1xzKe5Ts6qTYK+7O71VnHq2MOKgMnog2bU+2inN3TTSwWS0rvza5srB2NA7u+sXZoZeOzE1XlfaW5xxPDemM8W/2M0w0VLFR1vWREZUBEUpCI4AOBKAGACPAb7KQokm0sXuBs2RjgtlsZf6Km4vdN3fGnlycvLpwfTDnYlvL61/c2n7xxtn755avzDR98rSxI0T0/vHW9caqmZLsqcL05ZKMlbLM1aKEhZzIhayw840Zb033nR3uefzlYEH68NP96a+PJz/Ymfmwd7co/3Zh9vjdxd6bw41XG3JP1OdtlUQvZARNBjl1uxvXeVlVuFtURVo3xDm2BfnPpTgMZ7sPZnsNZbgPhDJ7wy0aPM2rnfWrLVXrbBUKDKWytcTy+eJ5PNEcnTFMoykcm249Z6GfVGOk6neY6lePdHOjYE2RS6GWfa8KCNVdxVpCzZTk47n4BEWBnQEISIY7k9UoIBgKOBxKBEDCgo0FKEjCBNFhBFEFEEkAeTxOGUaSYmCccmgI0py0JANstJ10uE46Crz9VQdjXnWujwuS0qURKNjOAYeEyNjVAARAkhSgUUDTTn6f3rd/dfHUS4rRMAJAXCoeCtJoXh16VoDTqMSs1+F1SUt1qfIHdS07jfyH3PK6bGO7dC36rUw2oz1WU31mkx1aIowSBTIhzspVmb4hLiaFCaGjLfWXzwxd2Zu5I2t+VPjPSN1Ja3ZCX25Uf0ZQeWexsGaYm4qYrbKUn+mQpYAtrKUNDO5ei/d3gS3jdrUt2da724OfLJy/IOFtrurPY9Pjnww3/r8YOrx7sS91cEP5/puz/Tdnum73FF76VjVmbqizaK0+bSIsVjf4QjXwVDHgRD7Sw2ZdyaanmwMP1gbuL86+HRv+tnB7BdbE1/szDzanX28M/1oc+zefO/7Q01vtJe80pi9kxdxIitoMtF7INqtK8KlI1rQmeDVl+wznu43ne47k+Y7leI9Fuc2EGbX6WfW5mXQ62/W7qZXb69WacmpsVY65qw14G82EcHfKgxfKwxbKwxbLwpfLwpfzA4aSXDrDOMXOepkWGtEGnDclSUsWTQdGqqCBxkMhDGMihJJgMMB+tLkCwA5MobEEAKKEFGgoEBFgPZ7twkbgEvCc8moIh5UKGDMpjqqsXxNVAIstMIdTP1sjJ0MeMYqKvJM0SNTSQYeIwEIYSBKBjEKqEj9vVf874EiAFQ8ngkgB2BDwaVKMoa15E/qcdakhE4pyQzSqF0szriVTynPo8zcu9TQeCTQeSLOuTvGYrLSc7TBq7nMOTfNqr8rs7o0NjzAsTAlerqr8cbJpQ/ObWwNtnQUprfnJk1WpPYke5e66UXqsvx1pC3kRZkIkAEjAkZHEHVhYqCubLOf4VyG+6XOolf7q25Nt362MfD0YPzZ4dij3cHP1rtuT9d9unjso8nGdwcq3+mueLOt5GpNzsnMqLXEoM2U0LXEoOkwwaCP1Vig7Waq/8WqhKdLnY8WO+8vdn1+ovfx1vjzUwvPTi8+3l94vLvwZHfu6fbso/XR+3O9d4Yb3+ksv96St50TtpoeOJPoMxzr1hfj1pfgNZAaMJIR+JKKjIDZdL+ZFJ/pRPfxWJfRSMf5RI+5BPe5BPelJK+1dP+T+eFny+Mv1qZcaso4rE3aLYlazQ9ZzvSfTHLvD3doD7DMt1VLNedG8mQ9uCLWkiR9IVSdCIoEkMDwdJREAfzvVPw+rwABBAEUATzyLyt0OoA4ICwAaQAFDFRIoEkFTRqoU8CTJ50oMKmOD0z0dHA34rmZGhpxuGI4IhkQOkogAQhhiDABZeJBQZTyn11w//2BAoIDBEfCiHQALkAki9WiIHOgo/qaosQHXPYZKrJKJbRSaUkkoThlXR+OWpqFXlesa0uc9UJ7+MFy1uFe0dp6XvdgbG1LVN9weXSUR0yYV1ZM4Cs782fmexc7KqqSIo4Xpa80FbRHC0pdtNMsOXHmKoYSVCYACVAS4MSJRBMZ4VQ7zZkMtystSR/Ntt5d6X+6N/XVmdnnh5P3t/s+XGx6b6rmvcnKj6Zqbh0vOFMUsZXouRvvtR3tuRbsvJ/gtxntthBoN+VjvhhsdyEv/P5g9T93Rr5e7ro/3fzp1LEHK/3PD2a/PrP81fm17y7vPN9f/mpv8fn23OO10S9mjn801Hizs/z1lvyTuRHrGUEzCd5DUYLj4c490YLeRK+BFN+prOCZrKDZ7ND57OCFrOCFjICFNL/5VN+JGNf5ZJ+t/KgzVakX63Iu1uWcrco4LE/dyA1byQ4+keG/mO47n+IxEsXv8DWtddHNs1JONVWM4kl7cYX5bLKpKKYvBBp0PAtHYGI0KpAIgMP9QcWfnLFR5MjM7uU0fzFAxABYAFwiYihBs1MU4XMYtgpUWwVqsJlyY0pITVJoup97ur+3n5WNEUeFDJgQRiUCSkPwDAxPQ4BF/6vOX/7/tPb+//3pSNmGQ8g0jEAVwojiACYATVrqm/qa75ry7qjI3pZmniPDOh3touOzyLhkRelEfdUyd9OegqC6Sv8rb8+snB3sWayvHS4tbs/Mro4bmmnu7a+Mi/AqTE7enJjYHutaG2iqTYtrzoifrsk+nhpY72+VYqIQY6BkLcNkAJAAyICwKURbDqvI3WyzPOLWaNkn8+331/qf7o493R25t3b81lT99f6iq53ZZxsTNvMDVlM9ttO9z+YGn8sK3I0RrIQ6zAbazwU7bMZ7X69KfjBc+8NS97eLnY8mmx/Pt3251vf9/uRPZ5d/OL/27YWNby9tf3dp96vD1S8PTny5M/94bfzz2eN3Bptudpa/2Vx4UBC7kRE6G+c1EOrYGWTbHsLviHTujnObL46ZL46ZL4yez4ucywmbSw+eSQmYTfJfyQrfzI85KE0+V5t1qTHvUmPe+Ya883XZpytTDopjt3LCltMDZhM9hsLsW71Mqhx5eVbKaWacaF0ZPxVRZzmatSTBTAynJ0qWwhFEMAoNCERAcb9nUP96QcjL33CA4AHIAMoMETUhhhaTYSAhYiUv7qwh462r6G+kZCKBmbKJuQGOA2VZfaU5x3LS0/y8gh0cyYDRMRoRcDSESEcJZABR8l9veOCR2h4HKOF328yjUiZKwAMRB0QCEAlAIgKO+LuhJhUALwJgAFAkL37SVv+mnf51NfY5UeIH2kr74rTjAMeFsTomFIlClw231VO/tShw7PJA6mqHd9eoT8uKZ/mkVUyZf3pmVHroyom29DjfQH7UXNdmX11NXXZsnLtTZ3HubFt1a1p4ha99radtnJ6KIQ09MlIgA2hIMhMdzCcLEq4MVN+abvr61Pg3B+Nf7Y0+2xl6tNb/2WLXRzPN70/UX2nJutyUdrk+5VJt4uWa+Ffr4q81JF5rSr893PzRdO/9paFHJ4a+WOx7uNT7fH34u93JH/dnvt2d/HJ36rvD5Z8ub//8ysG3F08+PbPx7PTao73Fh1vTjzcmnqyM3Z/uud1Td72x8Gxh0k52xFSkW4+/Tb2rYZqRbIqJXF2AVW9aUG9ayFBm2FR+zFJJwmpx4nph3Hp+7HJG2Gp2xHZh3KmK5PN1mZeP5b/SWXytq/RSbeZhcdJ6ethcvO9YpPtAqHO7r22Tp0WutXqahWqcoUKQFttdiWEnTTITQ/SEcXIElIUnCmMYFRDiy2loCCDYn6yAcQjgMMDhAU8ChI0ncCgkLVGGobSEhQLbUpFlLi9mJidqoyTppCXvrq+c5S8YrMidO1aTHexZGBvmbmtPJ1IJgJJQHBnD4wH5a5a2cQjgCIASASX+btgM8IerEQo4FFAcYAQ8RiKiZBxCYgBmJcZMkhc97WNzw1HvDT25dzTZ1+TFd4VJ2yzRGVFqDUATAaZVhAZ4IhtprqMdabXnxjyXJs0b1nnp6xqho+ZhXaqWIeYubukF0fHJoQL7uOr8wYrczPwk/2R/t5bc1MGGoqGq7NYYvwI742gNBVtx2tFeIYSCoZxwjsBqqSTt1ZHG9xban+wMPt8Z+HJ38Mvd4a+2R56uDzxa6f1iqfveTNunU8c+nWj8eKz24/GqTyYq705VfzrTdGe+95PViYfbc493Zh9vjT/eGP1yZ/Lb/dmfzy7/eHrxu1MLX51a/Opw9csz61+e3Xp+buvJ6dVHB0uPdmcfb04/WRn7fOr4u9311xoKD/MStjMjp6M8jwfY1jjrxWmLhqrRs/gaeR6mLfG+g7lRQ5kRU7mxW1WZe1WZK3mxKzlRm/mxe6VJZ6rTzjdmXz6We7Wj4NWOwguVGQf58avJITPR3mNhbr1Bjq3etnVu5jnWmmkWqnGGnJCXVBDMxRB9YVSBiEoR8OIYJvSvoh6KvKQC/8eDAgEHBBJg4hgigYAsHlFj0oxk2eZKsiYKLD2WsKGMiLGcmJuBarCt4WhN4Ynu+q7ClLKkSD8XJyaFhjsqDWE4Aor9NZ2OcAC4o72CCCgB0CMqUBIBSLiXYjQUBUDxgNEAZWGgAJCkJTfubPh2hMMtJ523dWU+NuDekGdtkPB7YuIrIiJNAOMM8iVjrWme1Ham88JYafRYn1pZu17CgHn4iLxptqxOrDovzpifyLFz0nB307R0L645VteYExliESkwHa7Om+0sH6vNaovxKXE0zTDRNmNgwgAUAAkC2KtI1QcKDmqyb0403V3ueLje+2Rr4Pnu8Nf7E98dTH13MPPt/vQ3e1PPN0aerg88PtHzcLnj4XL7oxNtj1dbn6z13FsZ/mJz5tnewtf7C1+dnPlqd+rrk9Pf703/dnbpx9OLX+/NPtmaerA5c3977tH+yrPTG08PV58cLD/dX3i2M/d4bfLuVM+trrprDYX7efFbWZGzcT59wfwqZ90gJaqzOARqCAfwpLLdzBoiPVqjvQaSg1dKkrcr09cK4reKEnZLk09Vp59ryLrUknelteByW97lY7lnSlN2s6OX4gMmwt0HA526fe1a3CyrnY1zrTQzzF9S4cFh8KUIlqKIIRNVIWOyJLwkhjJfljUB+4MK5A8wcCjgcYAnAkL/fS6WMIA8Ba8iQlWgYWwU9KSZ1mqy/tZ63ubademRU8fKB6pzC2ODQr08JJgiR5sOEcNRCMS/JhUoAA77VxKFvtwxMRSIOCATECIewVA8glIBJ4GADIARwHGBzvV0z0uumrec1W8Zy76lyTotTjvDklihCU3iSOvikhc11K8b6J6z01+Lt1qdrvdpHVDJGrSPGXQL6FLRjVHmxZtbN/inzpvmdKinZss5OoRmRRbXRiTGmQfYqC61lW4O1o7VpB2L8qx2ty52MNMjgBgCFAAZCvjqKw/GB77WVnJvrvXJeveTrYHnu6PfHEz+cGb+57OLv5w78fPZ5Z/PLn+1NfF8Y+Tpav+j5e4HS+1HYDxa6bq33H9/feLZzsw3+3PfHcx9vzf97e7kNzsTX2+PP14Z+HSu+6OZrk+Whj5fn3qwu/Bob+nJ4YlnhytfH574en/pyfrUpxPH3+moebW+6FR+8sm8uIXkoOEI12pnA185ggUZnNiot4ZkoJ58nKVmkbvlsTC3oeSQhdzYzZLk3fKUU1UZ5xpyLh8rvNpWeKW14EJL9sWG7IPChO208IUon9Eglz5f+04PqwZn0wp7/TwLjUwz1XgDTogGy4vD4LPwlsJgxEDVKXgOiSiDQ8UAaADElxkv+icqcAjgEQTDA44EqBAA/U+PlpL8KwAAIABJREFU0O+QSBPBSVfZ31ov2N4o0ctu6lj5dGtZU0FKmI8XW1T8iAo8gtJI5L8eFQgAggKCIoAegYH7gwrk5b8aT8ThcSgFQUVQTBEDDYAiHfytCu97pV7vRxm+66H6iqHovhxhS4K8KcYYAVhiCL9rbn3TxPwVdY23PWxn/LVHmrLM09s1EqfNHaoUWR6SbIG1oCY697Jd1hlu1QnFmnaHivT01piyRs/SAusoJ9WFlpyVnqKZhrTjiT6Vrpb5tkYGVEwcASqAAh2irHkncuI+6Kt9ttT23Vbvd6cmvj09+8O5hZ8vrPx6Ye2X86s/nT3x45nl7w8Wvt2b+3p78vnGyNP1vidrPc/Wjz/b6L+/3P9gdfj59sQP+zM/nZr7cX/qm+3R5+uDH442vN1bda2r/K2B+o/neh9uTT/anru/Mf3kYPnLM2s/nN/64XD96cb0J+M9b3XUXq0vPFOSflCUdCI9bCTas8bV2E+ebEkGJzYuxkIt2EDJX1smypCb72TcHu4xkxm5XpS4W55yqibzQlPe1bbiqx1Fl1rzzzVln6vN2MuN3UgOmQ33HA5wOu5t2+ZqXudgVG7Ny7fQyDJRSdBXDFVnecsLOUnirZlgQgcejaBOISriUTYCR9sF7uWYAhwgOEDxgOARBENRFI+ghKNxISgIo0D7XV4pggCbBJpseqC9SbjAIlxgkeBlN9JYMNVW1lSQ4idwlhQWxf2uz/2rUoGiRwnSERjYn681UECJGIaDI+ETA0AeIIkLb5ba/ToWezNd/8syxzd9FM+YMk5qUtY41AESTDAIr5sbfOrq9IaR7jVttRvOxgcJtuu9dYLsIbXgYZ5uorywg7FZuiBmguszr1F42e3sU5/zr2RvtNdMxJRWm1fmGcW7Ks81ZZzoyR8oj2qLdW/wd8y1N9UhgigCFABFOprqZHpQmf3FaMv3y52/7PT9cmbmx3PLv1xc/fXS+m8XN385v/7j6bXvD5d/PFz9bn/xm53p5xtjT9b6H68ef7ra+3S19+n6wLP14a+3Rr4/OfHD3uQ3G8MP57s+GWs6X5Vyrib1SnPBO4P19xb7nmxNPd6c/nxt8une0rdnN365fPKXc9vPNmfujHXdaKu+Uld0pizrZFHyfHJIf5igytk4gEPni4KfimiBp1WOu2WMiaoHRyREU6bK23YsNWQ6I2KjOOlkRerZhtwrbcVX20suteafacg8XZW6lxu7mRwyG+454ud43NOm3dW8gW9UYc0rMNfINlFJ1FMMV2f5ygs5S+CtGWBKA2Mhgg6VqELESaNwpCMm/H4lCygeUDwgGIqiGAp4BIjoyysKIeyl3JiBgqIYzUBZJsDBPDnQNcHPMcjBuDghsCE3pq0kOS3M097UWIQmdJRIYwB/yQzqiArsj4EofwwOAsBQjIQjkrCjllQhAGkAExIsR2p8edzjbo3Ve9k676XrvBIid86NtWnOGFOGWXXKNVfeFzGuH/lYvmWv87a1xmlLxa1ws832Kt+UHkmLIhbbWU7axTVyRDlonD/0wGzpscHWTavl2dwThavn8lbmghY6vbL8NMdqE2Y6stpygxqiXI+Fe2RYG2sREWEAEoCCEC7T3f5iY9mTqa6fTnT/tjP40+HMD2eXf76w+suFjd8ubP9ybvOnM5s/nl77fn/1272lrzann66NPlzue7Dc83Cp59Fy91fr/c9PHH+23PN0qfvhXPtHw7XXW3JOl8ctJfueKk94u7fm3sLxhyvDD9fGHq2PP96cfnpy8ftzm/+8evA/F08+35z/cLT7emvNxdrCvaK0tey44SifVl+7Qju9QCWmuzQl1ohTFexcHeaW6WDsKs+wE8VF8uSrvax7ojwX82I2ShJO1WVdOlZ4pa34YkvBmbqM05UpR1TMh3uN+jv1etkeUVFpo1toqp5jrJKsqxiuKukrS3cRx9nRwZwCFgyCIRWvQcTkUThKol426yEYIBigGIKhR6+UgAERBToeFSERxCgkMSqBLURSlhKz0FFxszIMdrWJ9XX0tTfwttYtSgzMjPBIDxOEulrxlJWoeOIft09EDPeXpAJDAUMB+RcVL6+9EQDkpY0LHUCJgnfkyqeZKF7KMXs/T3PXm/JTj+eOJ+1GotqlUMVhPWiWgbei9X9tCH2a7Xwn1OBuqOH77mobpqKzgbozdYUxWb081ypZZYGkgsA3/5CbdshsvCEx/oba9HrRrb31O1137re8/2rpvcvN9cl2zZl+XRVR3eVRXemBFb72IdpcMwkmHYAIIE/D53g5XWmtfjbb99NK3687w9+dnPr2cOGHMyu/nNv87cLubxd2fz2/8+vZ7d/O7fx6ev2HveWj7eL5+vDz9cGv1vufLXU+mW29P97wyUjNez1lV+rS1tL9x8KdxsKdTlem3Jvt/mZn6sn62OeL/Q9WR786Ofd8d/Gnc1svXj385+X9L7cW3h/tfq21+kJd8VZ+ynxaRHeQW43APMtC248j6sMRSbPSrg5xrQh0Tnc09lAS1yeCKQWidBUaAxxmsqNOFMafrMm6cKzwSlvJxZaCM3VZhxXJ+3lxWymhR1T0edt1uFk0OhhX2ugWmapnGykn6yhEqkj6y9AFYjh7OlhQwIaBN6XidYioEgqS8NL59yUV6MvrKAwFPApEFMgo6Gsq85SVtDgKWkpyRlrKjuaG/q52Mf7uQa52SSGe9oaqvo5GER7WntY6Zupsa11lDkuCACgVTzw6YeIR9C9JxUvftCMqcEdXToAAlSFEIGEIAkQAIQAVMhKgo9rqY/FescPFAJEb0fJrTsTDAMlX4lRn7fHHebDvJf6iL/S3Fo8fqxzvxWu8qHO9bEe+EaO9XuQy0FwQldrMNU8hyZgo2yUqB06Lp50Xm7irdvB++PmdvncGXvm8/OHj8ttXyq6ulJ1baGjIDqjJDahK8y4OsGuO8Egx1zcQItABSADaMmK1MaHXe1q+mDj+5cLxX3Ynv9+b/f5w+eezG/+4uPPi8sGLK6deXDl8cfnwxcW9f57d+nl/5dvt6edro0+W+h4tdD+a7/h8rO6D7uL3u4reaM7aywtfTvYeDXWotdOciHQ9X5P1+fzxr7ennm9NHz1Pt6buL48/WJl8uDr12eLo7ZHu19rrztQU7ZXlrOYkjcYGNnrYZ5lrhSizPGUZIerS6dZ6JV52mU7moQZcPpuqTwJTOvhyxVLM1bqiPCfSQzbLU8825Z1vyj9dl7VfmXpQmrySFHQizv8og+pys2zkG1Ra6hSbaWTrcVJ05KJVWEHyTG8WWSCGcxLGHJgYX5hgL0IyZ5A0Sag0wNHHAn+0clEER8AjKGAADCqqoyxja6LjZGVqZ6xvbcCzNzFwt7MIcHUI9nQM9nT04Jv5OJr5OVv4OJq4WvKseBw9JQlVKWHCnwof2L+3jP9l4g8q4N+pABRQwPCAQ4AEIAzgqiFf7u9yvirlMETjvIfY5QC5BUvCSU/JGVvivD1xQyD0uNrmH10eP9RZvehy/SyF+yxH55NYzmvpvO5Cu+GJ5rjMY86hDfJmvuo+BdZFV5Vr3pdZe8LdvFJwbvTNr4Yf/lx89278rSvVexMlzXmBS33luXFOkQKttkSvXL5enD7XRowqDEAF4EmLNCWE3xrpfb40/u3q2JerQ9/sTH+7t/Dj4eo/zm29uHDyxaX9Fxf2X1zYf3H+5Iszm7/ur3y3OfV8Zfjx/PEvZtq/mDr2cV/5rWNZr9elXiiJWUnwGgy07fAwqXfSm4zxutpS9OXG1P9c2PyfC5u/nlv/8fDENycXP5kdvDPV995o15t9La+21Z6pKdoqTF/Kiu8P96l3s8001YnSVPCRF3OXYgSpSieZ6sSZaYcZqLpzWabCqDYG+iRwkaVH8OSrvK07Iz3mcqN2qjJO1WXtV6XvliXtFSeeSA5ajPObCvcY8nfscLOot9evsNAuNtPI1FVM0pKJUpYMlGN4SZLcRHFOwpgjE3UUxvGFCZZMIo+CyiLA+FOJCUEQAKCQcTrqSu5883Bfl/SowChf17hA79gArxB3J39nu2A3foi7g5/AVmBj7Olg7uVo4WihZ6ihwJViyogQ2Ezi31T8m6AD+RcVuCMqiBSMgAEFQAQg0EglwVyjVWAwbipyXiC3YSO+bCXWqwFNcjCiB9ciuJ9m6HyYoPBZCufNQPqLNv7NCMnvqq0ul1rUt/hk95YGJdeqmsaDsDbLIY3tO8UpfVt27p7yxErbQe0nD0re+tBxfZe3u5o50JQ5113SXRFflekb46KR46hRaK0apy5uRYGj+Rc6IrjacJ/rXc33xvu+WZ94vjb61cbENzvTP+wt/na4/s+zOy/O7f7z7M6LMzsvTm//42Dt552lb9cnni4OfDHVcXe06dPB2lvHsq5VJxzmBK/Euw/7WdXYqFdZa3X52K5lx9zornm6Mf3dwYmvTy4+25p9uDrx2eLwW70tr7bVnqsrOawq2K/M2yxKn0+LG4kNqXO1SzfWClJge7KFXSTojuJUdxmRABU5JylhPptuLkLgkUAVQAcHNuJ4TyWRFEv1MnfzvlivxbyYrbKk7dKkraKEnYL45aTA+TjfiXD3Pj9+m6t5jb1eqYVWoal6mrZcgoZUhJJ4gKyQpwTRRRQ7osJJGHMQxVuLEPVomDwOhH93wSPg8EdvkafBzUqMainP66zKnWivGWgo66oorM9Lz48Lj/IWeNmaOZvqOZjwXKyN3O3NXG1NzHRVFSSZDAJQMBAiIri/qQD44/xwdAH1JyowQPFAI4EQCko0iLTSCOfJpKiJNKtTJ/SFF20UBwxEq+WgWhbWnKU+ybO6k6J5PVD4mj/to2T5V0NE3k7mvl9g2BWi0Dybn7/UZxeYo2oUC1KW8m7FZkWXLY9/brz92HZpZeFK2Rf34j976n3rTsilU3WjrSVnl3rdTWRyI6zDzCVzraRLTCS7BNquFDCmgD4T+AqUnnj/ax11b3XUfjbT82Bp4Mv18W83Jn/aXfjt4MSLw40Xp7dfnN5+cbj12+7qL9tLP63PfL04/HCy49PB+ttd5bfa8q9Vxp/PD12Odh7yMWt24OXoSJeYq0/HB1xsKrk13PHZ4uhHswM3Rzre6j/2Zl/LjZ7G09WFW4XpSxlxC2kxCxmxEwmh7f5u5U6WRbZmEWoKTsJkaxreioY3J6OmRDCnYnp40CeCLgm0cKCBgg4RzEVRR2lqkJZ0qpVGY4DDWHLgcm7MRkHcdmH8bmHCQqL/TKz3WJhbj599s8C0yl632Fwz10Q1QUMqRk0yRFHEW5rqJkFwFkEdmUcPOIiiNmI4AwbGIYIIABkAD0CnUVAElORlUuMiRjoaZ3qaF/ua9qZ6t0a7ZzvqBqqLazMToj0d7HRU7XTVfPmWAktjR3NDC31tDSVZSQaNjAMCAgQU/qbiZSAAvxcrcNjv1eyjNEqIAqJEMOcy/A3lY40U0vVl8lXpUWQYctROkYRiLqVRl3E12f6DAocrYYp38/TfiJE7Fyx+Jkr+QobesKfUULFH6/aQXXmpe3y1qJwbiNs5Zi+IB82Y9HygPnw54tT6za9773wcuH5ad3rZfLIn5tr66OZAdU9RqK8hczzf/biv2mE6/0Qgr85IyI8NFkLgxILuCMcbLcVvtJS8P9T0+WzP85Xhr1dHf9ia/mV38R97J/65v/bP/bV/7K3+sDLz/crkNwvDT6Z67g40vttWcr0u45XyhLO5wdtJHiM+pi32WuVmKtk82QZn05Pl2R9O9d87MfHJ4uirPY3rJRnjCaFdQe4NbraNzta1fPM6B4sWD353oGenv3uVk02miW48T92VJWyEgR6AIQZ6ABoAagBaADoY6JJAnwL6NDBigoUEzk6K7K0sFmvEKXM16450m0wOWsqM3MiL2S1MmIn3nYzxGgoVdPraNgpMymx18s3Us01UYtQkw7migXIMTzZZIIZzFEEcmCifCQ4McBRH7CTwJqJ4ZQoiir4sWRBQRIxJD/bzGu5smettW+lvPZzq3R1qXWqvWeyoGastKosLCrAxtNdR9rE2SQ7ytuSp87gKChJi4nQqg0ymEglHLjDY31TAv0wEj6jA/0EFnogDFIRooM1hpvrbRNuqJ5gq+iuQopQZNiiEyFPdhEBAhXobTp+z0oSL9KKbSJ8RXElSnRJQlqNUBkPVd+tDNmeaa1ZXnCo7jVwSRaUcmNwQ46gpxYxD5aZXtUdORh+OXn5c9eD7tGsfxZ+7nDpWG3TQVZriqJ1gz81x41a4Sl8udr6SYvpWuvlWoNJMuFqWET5KDRoFGgc5IW805L7bW31/vvvBVPfj2d6vFoa+Xxn/cW36543Zn9fmfl6beT4z+OV039OJ7vuDzR90lF2vTjufH3GQEbAe6zIdaNnhoFlhrJCnK1tkqjoU6X21vfaTxfFHO0uPd1beneo/bCibTI1u8nTMN+cVmugUGGnlG2kVW+pX2JkV2xinGmhFaXAClGTsGCQ9AH0ETAiIIQbaABoABgQwoiDGQjhzEZKlBNmaRbWVptpLUzyVRSN48tl2vFov6+4Ql7FY38W0kI2c6Kl4n5EYj/4Q5zYfm1pno2IbrVwztQwjbjhXNIjD9JGhubGITqKogzDwGQifCQ5McBQHPotoIkFUpiPiOKD8voKN9XnHaqtWJoZmu5r2RruvLo2stleud1YvH6tozYyO4pt46Kv6Wej5WBnydTVUWaISVDLxJVEYEU8CwCGA/k3Fn301j+Qe+D+UTwQSHlAQZkCAh+lES25bul9NgKU3l+qqIqQvBjIAPAZYSkCRi1aCJiGPh5bpQKMJNFlAizO9JUhltMRrvDV1bGYotGqUI8jVtQgi03VlNVOtk05ySl7TGn7XamMv79bU1J3Yqw+i+ld915ezL/Vn3R6pag6zznNTm8wTzKUY7USpvZXCuxos+1oM9+f51FfrXLeyrUeD9ZYj7C4XR5+viHu7q/SjvrpPBhruj7Q9muh6OtX7bLrvy6mB55P9D4e7Hg613+9v+bir+u363IsFMbtJPqtRLuM+Jp189Wpj2RwNsVR1yRq+4Vp+8pv9rTfH+z/fXPz67N5XZ3Ye76x8vDT++kD7ucaKnYL0lfS4sciAVi/HclvTdAONSFWFII5UgoFWgJKMgCUqkBITsMXtRYQsaRRzOslamGotSrESp9qyhOykhexlGHYyNDspsqeyaJCWdIIxN9dGp8rZuN3XfjTKYy45cDzeeyja/XiwU4u3VbWzYaGNZpaJSrqhUogi01+e7iVFEUjgHUUQOybYMRE7JvCFwUECHKSJ5mySGhMnSXhJhaKsTHxU+ETf8bWJ4e3R3jNTfYfDrastJTNVWccSg+PsDVw1ZF21OB766qaKbDYBxAkY9fex5wjgUIRwpBbBAP2bChQDHA5wf2phQQFFj1ghkEGEBnH+JiO1cS2pblXh1r48UT6XpMkEFg5EAHIjnVK9DIu8eaWunCxDSpIqFBhAhZNQfZz2SE/Syun14II6i6BGfacSPWN/VU1vS+8B9egtpZ7bzK5t582x6a+WLnxZ8uWL7vHl5Pnh3OVS/0xDRr6zSmOoUYmdyI1614MImY+LeA+rjV7Mhb5bbv5Gie1HzaEboSYzAt7peM/NCMfzWaEfNpV8dKzy467qe731X/Q3PRhofjBw7H5/y92B5rsDzXd7Gj46VvlOedbF9IiNKPe5ILseB+1aY7lCHVYylxHPEWl0szpVU/jGUPc7U8N3N088Odx9crj98OT6/Z3lj5an3hk/fnus5/XuxoOqvOnk8I4A11p32wo320pP+xof51y+WbwpL8ZIK0xHzYsj4ywl7iwl5shmOrDofDbdQUrISUbIQVbIQYpmzyJ5cEX81VmRPNkEQ6UcS60qZ+POQMeRWJ+ReO++GPfOMKdGX6tKZ4NCG80sU26aoUKgIsNPjubJJrqI4+yFwY4JtgywY4I9A5wkUAdpsoUUVV0Y/wcVnm5ODdWlU/1dmxN91zfmzox1zNdkbR4ryXG18NORs5djOnFZfGVpfXGGMo2oIizEBKABkAEhAIr+ayLhy+3iz9MS/nKBAA4DGgY0DPAIhsIfsyYZAERgMMCfL7l+PG62LrAl3b4+wyPDW9+VDeZkUKFCoIv2+kLXQGdxbZ5/eZxjqb9dmbNepS07jgfN2SqTa2VxE8tW5YvWvg1cBV86WUfNIMYp45RU9gFr5ZbJjVdzrrZfedx9+72S2eP81cm8iba0NzfqG+ONM33Uy31Ud9JMb2Tr3ciSv1kqdzKZ8POi19uFui9G027F8W9Ge1wNctp2ND7tZnE9zON6dOj9mrJb5dkfNOZ/0VF6uyrl0+b8z3or32wver2t9GZDyc3S/DeSE88E+c242/c6GtcaKZbpSicpCIVIEtN1FIeiA8631r0+Pvj2/OSdrZXH5089u3z688Ptd1dnrs8MvTbRfWdl+PpI00Fz0UpZ6mhGWFuUe3Ooa2u093BmTHdSSEOET2WwW7Gvc5bAOtqcF6jDCVKXCVJlB6qwApQl/bkSvlxxX46Yj5Kon7K4hzzDW1E4REMq1kAp3UKj3M28I8K9M9qzI8qjLcKtKYhf42lW7MDLslBJNVYIVWIEKNK8pAku4qi9MNgIgZUQWNPBhgwBihI2ohQzMSpPjCqCgBgNYYuT83Lim2tzJ3vrt8baDkaPbbaV9Cb55jrqB2rJeGvICpTZljLCOsJkDgGVADiSDFIAyICSACUAikdQPIJiCIogCByVyf/8/MUCxSEUHJCwlyoPACoCDBTIAESwtiCdmUu4thTbX6DfW2pjq4+P9dSMMZQMVKdoi0NHfXRXa1r7saSBrsT5/vzWzMiR/IRcvnqWgNPf7t+11KKc2ioVOqBhnKokJeDphAZlzirGbonXXoGhFfZS89QXPe99Vvnr/e5756onmuKW+guTvFVKY/WLw3gNAaq3q93ezdT8uIz7fq38i/PBd3oMv+v2ftEZd8vX8j1vx3d8Bddc7V7jm74hsL3u6X49NPDtrNi3C+PeLYy+U5V4uyrpRmXSq81ZV5pyr1flXs9NvxoduePpOsA3bbbUSuMIJysyIqQoodK0fFPt6fTYV/o63luYen9l6aPt9Xv7W3f3Nj/YXLq9MvfeiekP16ZuzvZc7a89aMw7UZoynBJ8LEzQEuraFeu3Vp0zX5Y2lpfQmxreGhNQHeia52aTwTeJ1leO1uVE6iiEacoGq0kFqrD8uRJ+XDF/ZXFPeYaXAjNIjRXBk08wUS10MW0Jc+uI9m6P8mqNdGsKdqj1six24GVZKKcZyodxGUEKVF9poqsE4iAMtgywEQIbIXARpthQcHZiDC0i6IhS5IQQEoCznV5mWmhhVnh7ZdpiT8VOX/VsWVKlt1mEjpS7qrgDV9JcRpgnRlWiEVh4RASO5jojREDwRw3Hf1L7vBTEIdi//fxrBQIEAlCJL811iIDQSTQCCQ8YmBjR1ucTvv2w9vZh8KV5l+I4ZqgP09KQYKMtqSqO2BowL+0fmx6MOzEVP9Ds3F/j0pTmNN2YU5cR21pbMTA1lNrQpRVQZxzcx9WIFBPnGzvkmPwf8t4zOMozTRe++33fzjnnnLvVUqvVanWUuqXuVs4555yRECCEECCRJEAiiQwCiWiSSTYYG+eEsY0DHucw9ow9s7Nnzuzu2XDOx/kBzHjr+/7NfuPa3aueeqpV1dVVqrrvJ133fV1tR8ybP4l76vdJz79S9cb+W3+39YMHnW9cbrx9pPXG4ti7Lxxe2RRoishXl1nu7Wx4plL79ZD97zY5Ph6T/eOZzHfXWh6e6v1tT8YzMfKXHbaPM8JfFGS+7oy5oZO95E68EGd+oyLntfqcl+qzPl3d+v7qljvDtc+vaX9uvPP5kY6bXfWXK/OPRL0bPfoVdkm1EKvgY8U8tFbJGUtNOrOs+519Oz87vfjFubNfnX/q64vnPj936pOlhQfHj/xq8cjnS0fu7d782vSaF9YNX13Zu9RZt7++5EhL5dnBjtuTq1/YuOa5qfGra0ZO9HXM1ZRtyMtYlR7sSk5oD8S3eGPqE41VsepSs6zEIC7S8Yt0/FwlK1fJLNLxyk2iujjlQChusjRte33+9vr8bXU5W6uik4XJo9H4Qa++J0FZo2VWqGnFMlK2EHl0rwgyIcjERXnUVC41gYLF0TE1ARgAViW3tiRSX5beUZs90V87v65nz0jTyqJArV2ao2X6ZfR4MV3PJkgpwMaAigABAQz7S1HPX5hc5NFnHCA4HO7fz/+9gAMcAhQSUB+bQqAkIGAIkcZAq2tdly/1vv1i07On/bfOBLaOiQe6xZEIOcUvl/Jg63jO8xe7nr9Yc/+l5qcPeS7u9ZyeSd07kbdhvGvD9tnxfWc8ZcNxkT4iP5XESrYn9+YOLlgGzumP/sTY+1bS0oEdn87f+2nVP//jxPf31p+fqz+4tX7zaGl/hacvx7yl0jpfIPlwIPHTTv3Xy7X/+1Dkxz2B324L/z/b676pS/0uL/37zKwPPJ53nfZ7McYvUlzPGdXnNdJbgfjbmd4bBYFXOopfWVb78srWa8sarww2Xu6pPdtUfKQ4OB00j9gFHUZqpQgr5CG5HKRGw1sb9Z1Z1v327h2fLi38cOnCj1eu/P7qlb+78vSP589/d3Lp86NHPj2496Pd2+9tn3p1auy5saFzPa1HGyoXWxsuDfW9tmXy3tzMh/O7356duTY6cqChZmNO1mgk1Jvqa0/1NCU7apNiyuz6QrM8RyfK0fBytfxMBSNDTs9VMvNVrBI9v9NrmihM2dFQMNdQuLOxYLY2a0tJ6toM57DP2JOgrNOzq9T0Uhk5T4imcx6/QQVZSKqAmibluthkO4fEAxBhUJ8XrskL9dUV9lTl9JRH23P9lV5DjpmfY2AX2aQWJqaioQL84xYlHAAOBRwR//9BTCAAuEdaITgEcD+ff+kw/RsDBzgECLjHCRWmAAAgAElEQVTH/ShUQDAgAkpXx8fOntp656NDh04X3b3fsX1GvmtOV98IuXlgMkJFvugfvtn9uw/6/+377n/+tvKrV50fPWu+vp99Zt66Za506ti2gb1nfHWjeVVtOquPp8tILN8kKt+q3/qS7Pwf4m991fns3he+2frhpzUvXvM9t1R//djgM+fG57c0VYdM60q9h2piftxT+XFXzMNt6Z/1qh4ulnw96flubdrvl+W+7jV/6vd97Qn+yp74wBLznkLygUH5qkb8Wpzhab30ksNwIew6HHadrMi+2tNwrqnydFPFifqiA5XpW7IdK7zyDjOhVgElQiydDhE6VGsF67JD54Z77+6Z/eLkiS8XT3y1tPjdqTPfnzr9m6VT3x099sX8/ge7dt6f2/bm1g13Jsdujo9cGuo71dN2Yaj/1sTY8xvW3tm4/vnJ9ZdXLD/QULc+O2N5wN/tddV7nRVeR3GiLc9uyDKrIlpxmpKbKmNGFMw0MTksJkdFpKiQmCOntjq1a/MCu5qK55tL97eV7msunKvMmMrxrEyxDrg0DQZOtYZRJqfki7A/8xVBDpoiZVpoOI+UrcJAQ4GK1KTm3NSOkszO4oy2grS6cFJhojHLJo8a+X4pKY6JKPDwqDWF9Kg/CQeA4oBEfNx7jD3JB+TnDsQ4DHA/n3/pMP2b45EhOfWxexAJcFQQaR31LRWzU/Xzw1lDSbOXavsnVFPbTB19tNJqvMIIu+arvv5s6/23Wh98UPbJ/egPn0W+eMf+6kXGtx/m7j+Ru3lhXc7ARkO4TawxilWG2IxeV/eCfevzCRe/pS1+YDp95fhHh775Ye2ffmr/4E7Whf1lC7MtC/u7CsOS1oh9rjp0vEzzq1HXT2u8D1oVD883/e/d2T9ujDycb/u0KuXDFPe/ldX8U7Tw65jED2Sqr3WaPyTFv6OXfeSOOy/hHleIj7rsmxy26VDybFbGwZz8g7nZu3Ijm7LcI0Fdq51VI4ciLmTQwYNBMglqzbLpktxLq5ff3bPz86XjHx08cH/f/Hu7997fPf/Jvv2f7jvw2d79H+3Z8/78rtvTk5fGV5xZOXhioOdAZ8vBrtbjg72LQ/2Hezq211WN5WT0+L0tTntDgr0uyZGmUwZ0Sp9G7lWK3FJuopCeyKckcol+AdnHwwe4aDIXCTAhIsCa4lVr8wL7W8sPd1Qd665e6Kw40FgwUxwcD9uHvYZGI7dOxypXUAvE+BwePp2DRNhoCg+LYeLMXLwMAzMb35qbtqqutDUrNFiWW+5PqAt5qlOceQ5D2CQJqLlWFggARAAcAPqTJm8AAAQFAh4IeCCiQEABj0MxwFAgIkBEAP9YHwT38/mXDdG/PTAUGBQchwgYCoAyWMCTgC/TvulA2qnr9P5lkV0bnANZpauTR6aDOWUQLUb9pdJL7x25/tGh13974s5vtr/991Pv/WbozQ8K7t91f/1xweyOhJ0Hlld1bsyo3KQ0JXG0CcJgH5q3WbLtFeHxt+Off6/pzavv//7g1x803H3G9/5zhWf3VZ06MLB0tD83mb+6KLk/jnd3xPd+t+p+m/z/bI8+PFx6v9v0cLH/o+bk7+pyP04O/OCPfGlxfW9J/Eql/7Va+UDCe1sles2suSARzQtFexyJh/OKZ7NKVsT5tiakTSekbEhKGnFbWxziUh1WxIRMAoQIkIiDVAbamRQ731R1aXzFnelNb+za8d6BfXf37n5z1663du56Z+fut3bMvbRpy7X1a4+vGtrYWjOQH21NDzSkuIoTrVkxmkyrNmJU+uT8WBZJRwAl8ngoUNBSiWoaWUslaqlEHZVgoGImClgo4GQhTia4GeBhgJsCIQ40xss3FKQc6axe7Kk/M9h0ZqB+oaN8V0V0KiNxdbK1xcir17MrlLRCCSGXT8jgolEOlsLHq8hgEpE0LKQhK7Cxu6G3MNpfmNmS5u/KTK0LuDIsGoeAqqeAhgYGFmJik/kAPMBYgFIBeSKWgwAOxRMJeCKBQCCQ8RgNQxgojo3DsXEI6YmL5M/n/24gAggZJB0KVAA8iCRgc+LKumMP3hTM3pDMXWENT9IrSx3N0cQiTWalVOOHtDUlK185XXF2V+WFuezjy1e9tWPdy2NLH6y+/VHr9efzDxzMPnJwNDurK87RLjOEQOiIbTxgn3pNdvwB4/At2/H92z5eePODgX/9dc/39+reuFK2bTxtx8bqxqrY0ZbAUMhyMD/u3YHYtxpZv1kT92BA/3Cp/g+bch6eWvVhTejH+tIf8wv/lF78pSnxW13sp0L5TzrtFxrpHTH7HJd1Xq2bE6l3usMvrNx8qnl00Bhcq0reoHaPGuN6LbpyIzdHBNkYhAFSSZCEh0wha3k4cKS37fzYigtrVl5Ys/LSxNjFtavPT6y5sG787JrRg33dk+UlfempiSKWFP9YmlKAgBAFHjwerCcqAQIE+Ojj7zABWAA8AAGAGECOgBoFHQY2KtipkECDRBokkCCFAw3x8g3FKQs9dacHms8PtZ4fbj7ZXT1fk7U52z0eiv1zVhRJidkCQjoPjfDwAQHexMcoAHV5KTvG+vpLMrtyUjujwbJ4a3c0mB9jcIlYDiErXsLRc8l8IrAB2IBwgMQBMhNIFCASnvjskYkkMolAIxAYBIyFR7koKkBQPoqSn/h8/3z8dwMRQAIgBaABQgahEpKi6tED1NHTsPISf/urUD4BuS201LDIa4kJ6ihJEsvujZrzlzTXXhdfvKO8dM129YJ9cT5mS8+29/cN7Ku89tLMyEDVeP/2zJQhstAr9reY6o8JBm/QD75juvpy85XtL323+/579feeDZ/d5bp0qPT4fOPVcxPNVfG9hTHTObYX2vzfr3F90if5aZPzm0nXvxwq/9Ns5Wfdkc/rM3+Vnf51JPOP6UUfq2xfay1/ciTepRI+UAhf0Mj3M5nnYz1Pp1e+MjKzs7B/Q6j13pqTBx21s7qMRoKohicskLAidEgFqKYRo1R8LECExxxM9W8sL5yuq9zT0byvt313d+tsd/OOnrYtHY29eZkRg9pARiUATAA6ABcBPgZcBNgAHBzwsb8kAOtJejz6wAYQAEhxIAMQAggBpAAaBJQAKgA9QDwJ/GzIVlBb3dqJAv/SQNOFkc5LIx1LPdUHGwrmysIboglDLm2FgtIZJy0SE2r07GwRMV2Az5RQksVEJQMifuum0a6R5tKxxrLWsK/Wbe+OBjN1iqBcbGfTVESEC48vEmQAChBIQCQCkQB4DDAUMBwgCOBQHILC4xZWLokgopB1PJ5BIIjT6u0Go14qMymUIgZTzGTRkP9uL7OAB2AAxsMIHECowNWx/JWqzr20zkW05zw0H4OkVkhvZwYLcToTUakEV1LS5Tuy25/yb/2Ofu0H0ql7lKO3RUeejTl23jI9Ed7aN3VqctV417qhyeaKlSJLKgjdro5T0r5LsqX3aVu2bX523f2Pl//L/1j11bt1t07XbF+TfvPCeHYKv7ksoSfLuC/X8EaL/V4D/4+TcV9tiP3dnozvZjIfnhh4uGfkQXH4Xorvh6y8z+K9X1oSvtSZ/2C3fyzlvauRnhcLD8rV25Vxk9bQnbVHT/bs/mTXS/Mpy5acXTvlWZt0wR6lOZ/LCRGQbIAqKssNoAGIx3A5SlmRUV1mMzZ7na1Bd0NyYokrxivni3HABhDiQYgHBoAQBQkKYgR48GjpfTxEOBACiACEAAIA/pP9QQGgRlEdHlUjoHiy5CgBrEQwImBBwcWCiIxSYhZ0h6wbSlIXB5oujHReXN6+2F11oD5/tjRtIuoYcGm64+UlUmKTVZjOg3wFPV1EyFOxjBiEE7QDLSUTA42za/rHGsvW1pW2p3prkuJSZWK3kGNhUCR4YD4pL0cReHIIIj5RxEFRHIKhOAoBT0KBhAIBgIIABQE2Ec8lk5JsMVF/IM3jrSkqjvoDeeGIw2T+paP0bwzkkaEnHlAEgMqXuP15Y9bCHbzMaVHFHkgeAG2EFSjhu7NBFgscCzlYb5m/Q99/j7T3E87hr7UnvzSf/Fh76E3p3DVk+WbD1Kbg6vbqFXV19YWNjZWJOamoPs6as1ZTd8By7JWMy09deWPq7ZtFL15Pu3Eh8/T+ulP7+q+fGu+rdy9vDXelKs+W6H8aC9yvZ/7bds+lKvzDG50PNqb/6/6eN/KdP9QUfhpO+5eK2vdNth8SfZ/pDJ/pVPfk/Bs8+mEu90pKxoloxQdbl1aHu0eSey80H1pKm3gmedWsIH27MdItMpULZLlMXhGBEwDwk2gWBLHh0TgiXgugBbASwIAHDQZ8AM6TzeFR7z8LQIshJhxiBJwGQAGgBDACxBIIZhxYEIhBcTYMicWjcQQkHo/Yifg4IjGBSk2gUi0IKABkAHqAOCL4uEQHFRJoEJKSim2SFp9xRZ53c23Wif7GcyMdTw23Huso31ubs60kNB6J73dp+l2aSg29Qs/KlRMjAixTQXUzIaxlHZkeO7N/6+LOyVNzkwfXDq2qzOvODKbIeQkcupVBURJRHvK4BgR51H6M4QEjAoYHAgEIeMBQFHusakTA/cWE8vEDFApCDlMlEoT93miyv6WmqjAzvTw/95cO078xEAA6ABtwKOBxTLU0JTt7rdWzUh9Yw0/sIBpzCcpEhi6eIo/BJA4QBVX5GyQdp1Xjbygn3qf3PEdvPa9adcs++078/vdUMzdl4/sFVdWehjxnQBONWtILfIHMzPjEqlDDdtXonpg1wyfOtj/8zdTvvh6582z9ge1VZw+s6ix1DlR6Cv3qgbDyYpH4i3blV23CD9t5//NY3rcH8r7cXvwPc+3/OFT7WTTl8+TAHzKy7mr0X9sdX5hNH+kU75sV16TcoyLZVoV1LC7txS0nhyP9X5354kT+tnlb735pxUFV/t64nCGVPZvMdQJkYNwUHMvw5MQvAhADKACsFJweAwmAlggaIrAfORfjQEYn6OlkKw5NRIhulJyEkJyAdwLmRUkpJKoDwAngBtSHYilEUhqVlkFnZrDYUS4nyKAn4bFYgBiABAwCbFJUwsxWclL4+GQelmvkNfnNg7lJa6sj21sLFwYazy5vP7Ws6XBryVxlxpai5DVhe1+SpsUmak2QFagoRXpGCg/nZoJfgO5f2Xr32qkbi3uvHJ49OT0x3d9c5rblxmhNFNARcQo88BGg/1n1A8EBHgMCHkh4IOKBiAGGIDggPDHloTymbgF9ZP71SCMSgACgEPCYRLzf6TAq5ale9y8dpn9jIAAEwDGARiWyySIRJdaqLpaJit2+ZRRmEpVp4nIkJCINgApUPU6c7qnYF6h8KtJwK9Rwy1tzPbXldqT/ZVPjBVz6NtvY8+z6WW5+pyYjU6ZnmTUEr1FU6HSlyBwl2R3lM0caD8xdvrnh+tmKK08VnjpWcGK+9fiO/u0DZfUhc2GSYqbG+auRhK8aeT92yb/sVT682PDSmPPhtTUPeqPflKT9Nhr6XVralw7HZ1bbA732m1jL+1rZm0bZRQn3BU9wh855Z82OLbUrx4vHT/eemLH1X/KsPiwrORlT2k1UNvM1VXJdhCMOUqVGIBkpDO6T078cwCvjlSXGVCbFljss6XqZV8i20fDCJyciO41RLNPUKU3NOluTNqZaoilii3Mp3GwSs5jOL2HyytiCCq6ghi+uE0obxfJGqbxMIMikUVMwSCPjC8S8Kr28XC8rUPGKdMKolBqV0crs8q6IY2VpaLIxe6677Nhg46mh1hMD9fNNBTPlkckC3+pwXI9bU28TVFm4FRZuVIalivFWIkw25n587fiLS/ufW9j71OzU0Q0ry9y26oAjScpySVliAD4OGH/mJR6xDhgeCBiQEMADIIA90oN68r+rAQQAEjxGBaDjH28teByQMcAAKHgcBkAnYUTkl47SvzVwj0kcMkbiEIUMUNORGDIhUa/JpeC1LLxASKRwUQwDIuAkqCg9s/ZQccnJ6tJzleVnswsWEyOHjakHDflHYupOSQvnqSmrhKF2qt5Bo4OeAkkARVRuNkKvivM4owXuhopN+/refmfmzZdX7NoS2rWx8OBk02x3RZMvpirZMBKR/GFz8td1lB9bxP886funxapf7cq7P5b5bp3/f9UXvS4WPczL+9Rg/K0z4QOV7JtY812l6JacfZxDOSrWbFLEvbNzcVPj6FsLb09F1+yJ6Tuhb53nRs47ywdZ6k61vkisTKKw46miBKHWLJaIqSQJlaRjU20CVmassS83Ol5ZuKurZbKyeCQrvTslucRkdlJoZkCdKLnVEDdkc4+5QuPutJV2X6/e3iY3NIk1fVpLn9bUqzH2qA09Sn23Utsj13QpVJVMRq2Q365T9MeaBh3WHrup2aKuNkoKVJxMKS1HzapyqrujCctLg+ubsnf2VRwdbFwcalnoq91Zn7O5OLQ+z7MyHNvlVtfHiQo0lBwNJUtDdrKgIWB86+yeB88s3j6886WFfRe2Ta6qyPdIWYWJ5kQJM0HKfpTq1CfGeY9ZBxQPBPRRShAAOABKgFjAJQIaIbMzmAI3nuJh8ZSAKEgUyqP7BwJUAoLB4xn7M8vx3wkYAnQMmHQ8j0uRMqgqADGOYgZMTSQq2QQhH8hihEIFCgZijJvszhhLcPQk2jrs8e12/0pb1j5z0XFN8V5V3laxZ5kkvpmlySKQ5DwchChoIzDW4iWrKbR2mdAdE1vR19022TNzfPjKxYFXnh44ubf67FxHi8vc7IypDuh31tt/N5n0Uwv9T52qf1jt+n5X1pfzpf92bPDNIuff54UfZmb8Wyj1A4noS73mE7X8G6vxvl7xolF6Vsq/Yk18s25goXtVe6R2ac3xnfmTt7K2HuQX3Uxs2ilztZA5ZRx2oUKeIpWrqBwhjUNGUQaVEG/S5ga92W5HQZK9Lzc6VVe+MNz/6u7Zl2ZmdlXXjUeytxVWrovk1yjMXSbHUJx3zJ221hddkxQasXuHYpzLrAm9Omuv3jygtwwaLENG67ApZoXJtsJsXmE2rnfap4O+6VT/uMcxYDe2mpWNZlmOiJIhJudpOTUubXvY3pfnGa/P2tlffWiw4fhQ8+Ge6m21mZOFyWtzkkbCtg63uiqGV2xkeDkQVROzjOylqb53Lux/8fj2W3u3Xdg0sa6mJFUltFLBykTVZBAgwAZg4ICCAgEBBMEAhwGOCAgeMARw8Mg2zQRICE8vZ4hbucp2lqpbaKigiWskBi+e6WWKFEAQIXjizyy9GVQCCkD8z58WyBNt6ifbHu7/ZUwBP/+bDCCjEmIVIr9c7GWx7QAyIicWcGIAFpnApDwuOcYTgIdDLVJFtpDh0UqDcoWfLHCTlMVy/3Jb3obYnHGNs8Vsr6GRbHKizEsidwl4M1T5Gal1t5A7LOO0ZWRkFBUX9rQGKjJ37V+7eHxsZGX6npnmba21/X5PQ4LindnmV+q437axvmkW/sN6/x/3lfy4p/KV+sQ/DtV8m+L+e7f3YXrWlzr9A6X8a4vhU6PmbZX4tkp4lM08rIh7sWnlbP2ypQ0Hnx5f2prUvWTtOK2ofDm1exCV9Yi1mXS6l820sJhMQBkkikzEdyXELu/rODi7dXKopzUvozsvOl5dure382h/783Jyff27X9+3eY9ZXXTmcVHqloPldYeK687XtlwuKR6b3bBjnDGTCiyLZQ24XRNulxbvb7ZYGhfNONYdt5SYeHpkqIL1eWHciJb/M4NHvtksmvc5+i0aUsUnDAXHxGS8nS8apeuORjTmekcrY7O9VUdGWhYGmw+1F0zU521rjCwOte1LBzT5lUWG2lFZnpQBCYMNrXkPX90+tKuDVd2bbwxt/HISF+ATw9KOToMYtgEPg7kTAINBTIBRyBgGAEP2F9qYR/Zu9ABxAAOjFHAUfcpnetMyb1M8zJRfB1T16ZOSKfLcsWGRDw3nsZjA7DwKAWARyaSATgkwn8BTxcMgPZEO+txmROKezzwyOPXBoSAR0gkwDAgiwC1c2SVecW7LLF9SnUd4NyAMwEiAoz4iP1nMlEKRiACjYeZNCyvUeBmICKpTC2SKakUkYBjVslSYqzFanMBl5sUI4qPAVItRjioV59SyV/0Jp2wmdfFWgbzCzpae6I5NVyNJ1KzunPr/uHjGzefWF/gT6wx6DaG4peKLB8vt/963PJ+j+zhmcZ7PbaH+zr+x4qK/9lZ+X169GFJ1X2l/tdxzg81mh+cjtclgvdN2ut8+mW9adYUmi8Y2NU9tbd7y4XGbeeDK87qGg/zcvbrClpQXb3AnMoSl3v9SjpVxWKxEBybgEhZtIJIys3zp84fmR+oLctw2roKszoyw9s6mg7295xasfz6xMTbszvv755/unfgYn3D1braa/V11+rrnq6vvlhTdq6i6Gxp3kJW2pmCrKuVJbcbqp+vr75ZUfp0Xs7pzMjRjJSdqUmbfLFrEs3L7LoWvaxAyEihI0kk8HGJuSZRvc/aGo7vzHSuKE/d1l5ycrD53GDb4fbqjaXR0Rz/ijx3f7qt0SsNCCBVChlqpCJBfHxtzyuL80fWrT4xuXb/UEe+XujnExLZqBIHcjJwCY8KnBBA8YASgUACPB5w8Ej0kY8DDgALcFQAI1VYZPS1G6Kr44o7xcEJV2U61VhlCGSIbUUaRwDhRVkKC0JR4FD+E6ZShCKC//w6aXgABgALgPi4/hEB7ImgDZnwRJD00UKCYIDnA9mnCUwE8vc7g1s15kGhuAxAD3gR4HFAACAAjgY4hEBERDHKLLexWsVKUQncPJ6CTqdy8ZiWxWMDhwJiBtMq5sckcFVJAHMm/cvpgVezvC/k+Y+lurdkpI7W1a7oH+VQYwTywpjCPbbOg86JiYItI2snRscKs7p0lLsrM19oVz3Xxn2xR/x/Tlb+ZkPk4c6W9/Kcn+eEPnYn/SYUua+1PDBa7ms037udt3nMN3WK2xL+aaVhhyP/d5cfrK1atTSy72bdthOm+hsx7W8GV+43l/eLvPlUXQpXZeIJRHSqkk6Nk4tj5KLlHU2v3Lg8Nzm+ZqBreVt9nELIBghbDX35WRvrak6NrlhaNnioqfG58XWvTaz/bOumzycnPh4fvbu8705n0+Xa4tOF6QtZwWMZySdz0i4VZ9+oLLxZWXyjJP9KbuZT2eEDUd90SvyqeG23UdKgEZZKWelcko+GJNHQgJCWb5XXJ9vaIo6urMSVFaFt7UULPXUnexoOtFVurshaXZi2PC/QnmYrc4jyLcwMNZalp/ZmJhxa3XNwzfINXW3714xu62jI0PBdHCyOiUgBxARgYAgAAEIElAoYFTAiIBjgAAOgAAgBNDQmFVABmRMjNHSl1/fYS7aF+wcNhYcrJwrk/omyvnR5fJhvrJTaC9gaP4Ufh9FNQFQBaAFVAsh+0YD+DwH2RHka+0tWAGAAJDxQiSTcY06HDEAGHBFoCsRY7Kw7YM2diQlPauJ7pOpiABWZICQS8YA8qjFGAOFxlZFA5lQwYy4YmsvLnTNYCsQii5Ij1jC5FCAQgAxAlvKkLgaznEV7rqrwpYqM203pC2We3dXpo2UZq/o6ImkFekVWcmS6cPS+uvOKa8+V0NzO3LaG1lJ/ayLxfKfpUjP31ZWqs3Wkr3cEPxn1PpxteifX/mV+6H9Vlv1rUdFbEvm3dvu7Kvn7OsXrKtEratFZOvaU0bJC4d9VuW6qYe31yVO7k9qeCQwvCAqPiQu3yjK7BUkRTJavtcdKZBalnE9AFTQKBSDN7Xz3lTsXF48t7N1pVYiYABI8cADcAl6x2TJTU7PUO3CwvvHq4Mqby0autrU90952s7PtVlfbra62ZzqbbrTXXWutOlddcL664Hxl/lOlOafzMxeioQMp3t0B15aAfWWCrlXLLxGQs1hYGh0XoOOSqODjklNl7OI4dUvQ3pXu7MlMXFUWnG7Nm28vPthRuqulZFN13lhJ1kBWqDoxJl0tCIpoWRpBoy92Z1/TvtH+wbLcmoxQQ0Z4WWmhVyow0wh6CsoD4OKAint0BMADQgb0kaUmHjCUSEAYBFRIpNhkGhGda5EbCtwZm2qXrw81L1Wu3epvPlK2ukafuixam2f0Ls+oiQd6IdeUyVIHiPwAWRAHJD+JHw+UJJT1S0f1XwsEAP+4+Bd57Kv5RLUBJSE0HFABaEQCD8FYGIlNUsbrajdbB04Ji2bYwZVsextwAhjZSCLw6BiR8PgnqUA1KwP9wfan3DVP57e/WdLynDeyISGp1mFOZiFMGkKnYAwAvIhCCdDJ26PeV3oq9mdY9jQ419Q5Osp9O7as6hnsTvBkMoiBaN6CoeoF/ZoH/gu/Ns4cqZtbv3h+YnOvaaoIXtkQ/+nulM/mw1/MRf5uT9kfpsru5sf/tjrrnVjTl07nxzrdXZHwI53iQYzuGpt0TUx/ViM8JFVeqR29u/vWpoa1x3pmF0KD19wDd1yDLyYv2yiPtvKcEbw8LDHYZQqzQiYmk8UUYk4o5cUb1+a3Tc9sGH/69MnUpAQhCW8WcMx0WhydZkcJKVRmv9O7v6x+obLlSGndpdau860d5xqbTtZUHykp3JMT3RYObE5xHS7OOFAQ2ZsZ2h7ybHInTMTHjFoNyy26TqO0TsUuFJAidAiQwUOGJCok0XFpck6WTljh1LWH47vSnZ1R+3Chb2Nj+o62jO2t6dONmetrMlfkR1oCrhy9ysNmxmBIRXzMiqKsvct7xpsrivxxWW6LUUArCvgtPIGUgBdjKOMvSyAQ8BQcRgaUCAgBMCKeTKEx6GwmS8Lkm+R6q8pkEKhWV3dNFnfszu44UzoyGVewL6erUpm0t321n2OoS0gvkjnzONYctjFEkGSzdAFEUCqMyaQoi3nGXzam/2r8vK/qZ1mBAoYCmQBsDLh4hE8i8gGhkqgslj3FM3uLt/YG0nSIVDkLzlbgBhB+Ag4RkIFEAgQPZECEmCo9pnpX4vLburbb8W1348qfTa5ZSmd0ZYgAACAASURBVCvZmpkxIOM7VbIkFHgkYAkBy2bTL3eULlQkjWUIpsaSVmzKXL1zZMPh3enVVRpbmknT1ND9urLudeaKT6ULv5Xtv5a3f3T6fPOt6xU39iburGddWGY52MD58VTtg6nMHyfL7pW6X3Cof8pJ+40v6R2J4Cuz/gON7Hku9VWd5KKIfpxDXDBbF/J6Lo8uzLROnhzYvRDov+zoPK+rOa4pXcZKahI4cjmGdLnZwOEpuGwxmazisIV02q0rl3dNb/n0/rslOVl6qZiLx3gAYoAEJjtPqbcBpAB50Jy42uY7VtK4J79ytrByrqBsR17RTE7Oxmh4XapvPMXVH6fvtWk7zao2g7xFK2/Rylt1qiaDIptDTOfiU9logI7z0sBNw7lZmJdHzjVKCm3KOq+lI+LoSItvCVp6Mhyj5Z7JZu+6hsQ11a7lRa7WoK3QqgqJeG4WI1OtHshKHy7OWVGdX5xs9cfw89KMRhkpXq+XMUUsHIkJeOqTFgASABVBiTgU+bMtPYFIoFCpNBaTxhWyRHqxVoJnbKhsH3JFZ9z5e5LylwvjjuU0lwmMG/Ia8rXOrkBRjjC+LTY9m21OJSnyuOYwQV4jc+YzDDUC+y8d1n89kL/0VT16gEIBQYGIAoMIPALuUWEbEXDAFTCteQUpx+4wpp9Flh8XrFwCTxNYC0DhA7wUBww80DFEBDQLN6UnYdVV9frXOSveFHW9wy29Zqw5a8rb5s5ZF+9uc7kbKaieDQINEOs0kvNdBWvSpRsHnLvON49dGMxc1ZnY0G5Jz6dJ3WpFc2zosG7Zx5zp39IXfqe/+GbN1XW3f9x09krw6lHXuQ3Ji4PehX7LH68vuzXg+Xgk5/veonfTHP+nvuwFDuMzk+5tPvsTi/ZVBf+6mLXIJl+1anerDQfze29sODuc3burcu2iv/9GQs85TdWiuaKTEV8vTojSVelKi5rO1IvFQjJJymIkxdn2zG5bv2Z0365Zk1ZllMukdDoHwECmGwBLwrPsAA1i8xZvbhvbMKRJnEgtHI3kj4VzR9MyVwbThnzeviRnr9PWFW/qiDM0x+gbzJpak6baoKo0aCqMqmQmPpmDT+aR/ByCm4V5uKRkET1VwSlz6CoTjU3JsZ2RxJYUW7VL2+gz9GTahsttfcWGjmxtfbIy18xNEVJDIk6ORtufkbmyrLQ1I9yUlRyOVyUa6Xlp+ngzR8xic6kCIhAoQHjUQcl5cpVkAFB+7myIQx49QZExKg0IUsD6veEeVcxqqXGD2DitsbdT+DUs2TJnigfPGU4rK5Q7i+WJ2cLYMMuQI7CF6boSSUIOw1jAsPyyEf0fgZ/1VT3xmcXjgIoCg4TjknBsBAg4AAQPST5V1/Sof+9R0Y4l7tRhtHsSkivBXw6WNGBZAcSAKIFoAmGKtHGnc//7rN336Xs/501+zOy7Q6pZxDK2sALj+pQxha5OSPVpUE0CxljhsRxqCa2uthw61rrxmVWVx0ai67fGVK8CtpmrTbfYlqU335CueIu99zvk0Odxz7yRe6Li5g/dz70efvZccHFD3vqyhNlW+9KQ+w9nV386UXu3KvWL4uhnyUl/SE3+WKt8oFN+YtVdZZJfsuoWuMwltXKfLfGdjYvr8pdfnjp9uH7jnKb83awNJ+RFc7LM5aqUKqk9mSy2YEwZiaLkcrV8vprPf/35F3bt2H710sWzJ5fyMzPpGF7OYMtIFCuNE5HpckT6MMarZmia6LpGVD5mCjaafNVxyY0JwbakULc32OtL7vV5+3xJKyLJw2Fvf9Dd4U9oSIytsJuKrLp8syqi5kfU3JCc7RNSnRxCEp+cquJlm+U1vpi6QGxLmqMj7Kz3mopskpI4Wa1PUxfWlqdIi12iDAPdxYIEMmSrJF3B0Ghx2WBhSaU/uTzFl+Wy+iyiZLtAyUOIOByTzMUATwb8IzEWKYAEQAkgB5ACCB8rtAAAAA4DHAEPeCaAFdBeg2WlWD7JFW5icJfjkE1KVRUObVOoQwjVh7LyBeYcUWyGNC4siU2X2dNl9nyNJ1fmyP4vslcgP6cnEBwQcUBFgUbEMYkI6dH9WSiCxpbEp149GN00GLdpdfz0eggGIBACdxrZGcbJHYApgGQEcgwoo6qVxxIv/Iq29D730nfGcz9aDn/JGrvJH7rELNmjyNqC0LNjZNkehjmVQt2Ul7CrI3nrmoLDN7bWHlqj6+9w9E7bKjcCOwHw9vTCvTHFx+nLn1Oc/a386Z+0xxb3fbPpxie5R5aEbz6Xc3W+e6ajaFdf6sYK494y+ycb2n5Y0fJW2PMPlSV3tYrPLYZ3FaLP7OZnBOxbRv0BDuecLX7O6tlXOrKzZfrMmoXJUNfV0MqjoqJj0oI9uvwKsiGdoayyuGMpPLfOwERRNZ/PIRFjTabjRw4/f/tWXW01n82SsDkKJocBoMNT0+XGRKBnYsLVptQJbfKo0NXJtbfZM2qTchq9OW3+rE5fpNMb7PR4OtzOTq+z0+to9zqbvI6apLiyBFtBnCnbpi9wGHNitWl6iUtEj2XhE/mUsE5YGK+rT7E3BOPbIs62iLM6yZhtFGab+MUOdZ5TmxErj+gFHj7RBBCDg2KLaaKicriwvCu3KNfpTYuLT42zJsdoHErWoxonBplOAOSR1Q4HQA2gBYjHg5MADhLEUEFNBj4BR0IBAEhkKhlAAOAHZL3JtFUkPCwVH+DSF3XSNSRYwaG0MClRgCK2OIchDVGl6TJbWGmPqBwFZn+JLVhlD5dakn/JeP4Pw79j7JBHRD4OyDjAMBygCGAYWGPh1bc2Hb/Qtv/i4O5r46ldblmmhpWsA4uUaosBiRa4BqDqgWYkRRp9h68rjl2nX7hDvvCK9NTb2IYLisNvEUbPaNbdoGWvY6qLldTYFBo3lwXTFbaZgeRtewZGj81lTO3L3Pq0NHM1pisnSSOahMa85pO2xrPk1c+yj3wgX3zftmf72U9Hbrwc9+2XmVcW409M166oyjg+2dSZIm4xUyed8hfLM39VWfBdXsZrWsVdteS+XvmqQnSJw7yq082zRUe1sUspJbcnFqYq1p5ceXhv/qoFS8NJacmComCIHNcsT8wUGxPJAh1KiRUr5Gyumi+M+Pyv3blz/Mjh8TWrN05tUMmkGECMSiMlUCs8ISOQPcDOxUvDQJtQp6wT+lapgnP1Y5nmYLU7pyWQ72XJwkJFnlzV4Uqss5k7vc5auyVXLy+M0eXZDGkGVdSs9Sl5QZ04bJKnGWWpBknUJM936Mq9MTV+W3OasyPD0xhyFMVrUhRMBxux0BC3Qi0AxCWQKgD0AEGBcEV+wbL84v7CylxXMMXqSnP4PQaLlkGXIiDFgIY8Lu97lBIWKsnLoRSquW2x8kYjt0ROCnHARgYxCrTHuoDABNADFJPw8xbjRYv+jIB2VkDajoM5FqxlwBAbq8XjahnsLJTsA5IJiPFUSa7RlWt0lcYG01WOArPvF4zl/z/wZ6objwOMSMBQHFApQMDD4DL7a2+ufOWVnnNL+ScXCkqruf4chtZLEzv5LKOQopTguEKgC0CmjWtqrTy7mHrhqOXpA/Kz+zXHF6ynLvP2noShac22y/jc5bZgl0vhTkaQcgHMtjrGB/2Hr++rndlpbppXFO+3Zk5JbfUI22sN9IabT8b0XBVsf0u48K549unmq0uvfDZ0+Yzgi3d95w4Y9q7PPzLVv2e0tj2ordJQe5T0C5mBi4mWN33xX6d5v/DEva7mv21RPadVXNEZzhhiD6ji5uIy9tWvf2r92Rubzu9I7XsxPLbAzd3JSRuk2stFtgBXmUDlxbEEbMBRALRiiUmpunT27PSmyXfffishLpbDoFMwjAYIHcBC5aZwVUVCaxaI9wZrp9RpowxHOy2uwhip9JW2plWXxaUWG11eKjeFzkql0ar06l6fczDoafE4GjyOhkBStT+pzJNQ6raX+ezlPnuJO6Yw0VySZK4NOtqintaIqyPD057urQrEZViULhHdQsNpiaicwBICXQJ4K4mmBGgIeDqzIl1Fedk+f3YwHPKlmFVqq1wiQEAMoCUDGwEOEZgoqFmEWCE7w6Ip0MvK1NwOC79dT69XEvKF4GWCgQQCPNBQwB7XekAvh3lCp3jBor3Awp6Rks7wYAcRjujofQCTGnEeQBWFHgIkgGe5CJwAXZzKUeWpbDmquBzNf/oT1L/3oPiZvAmVTOOwaRgKNBqIhLBnT/6Jk/kXzuSe3eM9sM5WlQsFuZREP8EVEop1BLmBrdBwUSJw5djQltaLD05c+PHU9Eeb65/t73hr3ntyUjK70rF0RLpuG7Oox+qtNJLVNoAt6bZndjc0N8ZuvbA7d2IuNPisu+YSUZSjMGQLNBmZDTsT60/xGp6ib3mTu+/V2J1ne5dmPvpo6Ns3Ap+87HzuXOLCjsIVTWlTXfkDWQkFMmK/UdTHRm6kOd+OJv4q6nzNKnzFyHtGyXw7yXZOrT4k0V3z5uxLLHxu49nmQNu2qg0bnS1XHN3nJKVnLVXL2I4ITe4TKRM5YiVCVFFZag5fRGe7bPaTRw7t2r514dD+0oJcFpVEABBQKAYuP1GgiAG6B1jxAGPaUC1IXqtYM6ZI21Aw6Fd4nSzLRFlPmK8vUppy+aJUAiGdQuy2W7YW52ytyJ8sL5xprt3YWN2THe4riPYURDqzg80Rb33I1Zzm6s5OXlaUNlCQ1psbbExzFzjNPpXQxCLIMRAiIMQobMDYADwAMx2asj2NRSnlBclVdfnOlDijQ6M0chgUULAhGocWeWkVUVWmX2YU4Xh44AC4RIwCg6Q5VlXGx1XxoIIDuUzwUECPPra2oOKBAxACGKaRX0py3hSz74ioLyopz6gJx3hwWI5t5uKmxPR6gAqAfMCyUUYUYyUDJRVjh/DsDIYsna34paP6rwWCAzzuSePVzwaCRzEUgIQHAgqZUe7stqzprd5Nay27V5uHK2mlqZAfJkRS6dF0qdlCindwdEocjwEZqZzr15bf+2Ddax8uu3a36tS79U//ab76fHPeqV7f/ACntZSfk6+PSfaIzDkU6lyBd3YwtXswdOCVC8HlU6qsnXE5h2yJzSZrjsxS6K3YHt9+2bT2rvbEt9rFt53b5s58eObXn4z83d3su88kXDoWP95n37OubnlVSpPfmC8jjySoXuwsvZKZcNLCup9hfSNJ9LQCbsewn9Zzd1KJpw2xJwzup/O7ZyrGFsaW3tz9/HRi22Vr21lBwQwjMKFNzZdZ4zhCPYFmIDMMbAEdUC6JsXPLzLVzZw/v3vH89Sue+FgRlyliMYRUqpbFSeDJnCR+JkNVSJD3cuK3mbK6QDXM8y4O7syPzd3du9lJUuaKLAGM7gfIJZNKmBQvQAGLOJWVurO2dLI4b21R7tqKwpGS7GVF6T05obaopy3s7szwDBaERkqjwyXpndnBCn980KSw8hgS/OMSVw6BQMMBEwd0AI+FX13sz833JIQsbIvQnOk0hC1FXdFVGwrnZgtG2qTjHcraHF5tnjYvpEx1SvRcvIoEaoBYgFwGlDGhkgulPEjj4OIoOBEKZAAiDmQIJAIsJTqvKVUPYq3P0NH3rKJrcvxFLWmOCYe0nOUojNCJ5QDVCFaKkotRWjpguThqCLBcIjsdz/ylo/qvxaO79Z+zAvnzjoHiMBSATgYaCUYGs8dGUteucLfVSnpq1OEESPcRfQlYZlgSSZN5XNyAh5fmZau5UBElvXuz+/cfLvvpg/rPX43cez3twmt5J+41H7474Os3Fq4vTSwLxdtj07SmJr3u8kjbxt5I73DW5IW9rQeOexrmE3O3Ad7K5DnCZZOh9iVzz03Bypdpc3fVCzfTD6+/+vne916u/fGt0iuLcQvzruHW2GMz3VNd+ctyErPFyDKHeNRMe7Mt+naV450C3etp3Ad5qgs6eD5JciVOc1SpWtDG7bCmLQzMNgRaB70t54qnziirF2jRW4GeJrLeyxSnmK1KhGCkseUkupzB1UqUQgZ7buPkzfOndm2eVPBZXBqBRyGRAHQcjpHE8DBEKZigT+vd7S0bFyRtEQSW830pZFtVUnm2Nnk0o7FKGV/EknSq9RUUSj2DWkHGsgCSAYq5lC15GXvrq/oC7uGccF9GoDPN3R5ydoWT+jP9w3mhkaJwX06wLujKsOnsYq6cQmA+eUVFAYhEwHBAp0CSS1PXWuxId8tT4tUF0cCypv7FzdPXt6w7VDm/kHV0X+z6IcaqTkVziTziYfocXDkbxwEQA7ip+FQS5FKgmAWFPCSVQ7BRMAGCPnqllSOQBnAtGH1ea/7C7rzDY30QbzgvIZ2UUw5JSZsZuHEyMkzEOomEGsA1kalVGDELoAwjleGpjRxhLvKfXs/gz3sF9jM+DwPAiAQqCgiXQUm0qcaWV6/syxpu99bmq3ICHKsMggnkWA2E3Gy/kxnyCf1JbLsZ4o2wfjjpo5dGPrpZf/9yxpe3In/8qOL65YR3P6o+dzlt+37f1oMljX2eVI9Mg8JIctxkgbc6TT66vnpg30R0xWpT7qqsxnmDtVCsjgaKZ7RF+ywrXrUf+rXq7GeO6zfX/erQta9W33+r9l++GXruSt61i41Le7uPzwwPFLnLHcLqGNZAAu+5gZzj6dLzaex7Veo/Lvd8Vad/Lcw5roajCvJps/agQvdsWddTqw9ONW29PLq4wVyzAw3edfZPUVwrNYFUiVaIYqnmGLtQKiZQbAotl8w+ffT41ZMn9m5af+7IvnS/i46BjMuIUUg9eoOTL7HjmT7ghICx3VkwRI2ZEQePJbceaNqUKvH3pNR0JmRHiaI8PKuewWugkNfoVM0UrByBahq+mIIW0PFdVsOmvPTBVG93KLEj2dGZEt8Xdg1kegcy/H0ZvmqPLStGkyDhKil4zqNV/JFNAhn/WLoPA4ffF6moiS+u1Ze1eFZuMvUOW/tb4rvS159sm5z3HTlqunDCvnGFprFYkOwihlOUDptEwaNyAPQALhyEUEgnQYQKLgpOi+FogMMA8AhwADpkipOx7s+Tc95Rmh/Y7PfizOfk7EUV+4iKM0nGrSXjlxMJAzRaHYrUYEgNEavGY00MWgONVs+gF/3nVzN4lBVPNoonnnePWtpxQGSRWRGftyY/Otxe0lUVbMqPTTahsSIImpA4MTgUkKCFlES2PYZot9MS3KxVY/nHjvWcXWy7sFh74XD+qZ2JX7xceve8+/yM9OaRhG1rFX1t7NJ0goEGU6W2tUXWNW3+ufnBrefn23fvd1WuQ6SFQHRKjZW+yqOWxsvalW/o5j/mL74We+PEyMfDL/3TwDvvV1w/E3zqXMW6ifTJ4dqDE8sbguZCC7U/pJyIqg6VGk8WSl9u1NzIIr5bxfuiSfFxleLDMsNrUfOCmnfKHLM3PjQcaT00trQmsmzW2f6yc9k+8K4nJoyZgnogprsThYAzMblGnogCwCWz146smly+7PeffdjfVBWjERMB5Dw6FUDDoPtkajddEA+E2fTqGkQxTLNNclxNYBj21XWkNB4f3JHPj+3UuXKBUg6EfIAmFLqo+H4OtYNNKsVDGkAeEe0wa/q9jg6vrc1t7fTFdqc4uoP2Zo+1ymmMaIWJQrqahHIfS+QDBggAHk8XAcIistQ4ut4ZbrVGB/UFU8qq3fTSHcTSqbg1u0Prx7JXZWc2scfX8/bvVO3ZGt/VIPV7CD6f2Bojk4l5NAAegIdGTqMRMxmEKJOUxKDoSRQmQkOAADiQYtAqUd4MF92NS/0yPvxRrPue03nFortoN+6RcPcqpStQdJzFbkfxLRRyEUAFBVqF9EYuuYZOKESghPBfoRnvkQvBk73iCZ2HYRgBQMNiZdhjvWpZU1ZyrtsYjZe5FJhTCn41miAAPQnsQki2MC0KTC3HgkHDzI7h2d1DB/YOnDo6ePpg+74NqZd2+pfWyD89k7WrnXRsvam9CGqy0YAJxqu1dUHGlsmqvWemN107lzU+7WvcTNaWEPnhWN8yS3iHufayfOye9dT3uqff8N+en/9p5MY3hd/+ZvCFZ+pu3163YV317HhHsctQ5dekyWAi27wlQ3F3LPNElPpSrfhKJvxpyvtRs+zzFtNbucrrLvExBeuYQjYpMdyc2D+U3rXYNr0zqXma5D8lyTtizG+k6nw0gQZPtjI4Bjqbh8MbpXImmTo2NPzMmZObVwysXdajl/DYBFByaFQAm1hiZXBkALksTSlRuUrino8rmpKmHAl3DPsbg0JPjiSpWBSbg3GqKewxlbqPQhqmkwYpaBtAOxk3JOF18JnlFKyKSx+It3TajS12bYvT0Owx17jMBVZNmkaawGMaKAT+EwaaDCgeyAAMAD4gEjI31hPtcKUPeYpnCLHD+ORtitYb9vE3mPU7GaXdmvLIyoOtk3uD6zfqd0zF9jVJkj24uDiyRE4R8FkMDC9GCfEUqodMTCajXjIWSyBIAU8GEgp4DECGQZ/FeCGa/mog5V2P94Nk9ytJttsp9vNJ5nmNeL9BvZbJWElltQKhi8qsxqCCAM0sUgUJ6pmkEgwqKfhfOqT/SuAAMARwj16i8Dgg4IhEoKI4GhAJwADw8tF6u6pEy89QcEw0kBNBhICRiZrpYKODhQBuHiGWgeqIoKUR2ktyF3dNL+3ZeHTb8i3DpQubmubXFu4cz5wfj6wsEc20xozWWLqKND4LBONgdae5pyv+1IsH1lw6WnbopKV/xlA86ipeIzSVeCOrC6tOWYrP6Wa+Z+7/hD6/mHF9083fr37/y+qbz5Qc3lOyd2ZwYqjh5XNTw5WxTZmWgWz7oIN7qy3ldArzTi7vp1WJb1Vz329TfNYf98Nw8M18y3M+/QEBZQ+bPsURLhQ3zuY3v7p652pN8tGE0llF6rw1dxk3voSqzBMZkpgiE5MroVGlXJbHaf/8w//L3Xs/x3VmWYL3+ffyZeZL771FWmQiEwkg4b333nvvLQEQhCMBWtAb0YiUSJGUI2VIipIoiaKVI+WqpCqVnarqmuje3u7tmO2djY3dmdofqOqd/XGjO6JCe/6Gc+N+937nnvPNeGfHD198PtnfFxfjfKaYUGF0ji/kl2pKbLGZIBtTxS/JEqZ4sdsMabtS23vjm8fzR9Yrx6pkrhaproWmh1hiAGBTKdxQCFalwkWpcFrCHxHz+yVst0TYL1dO2u3ddk2LT59hFGa7dB6F1CzgbALpM+8cIQAfgAIMBylJmgA0gGtJviW/bCCQ3GyJ75AERkLtL0P8fvCuKdpeVncei87vplM93gZnRb91alh7aEewsVwS6wa1GtGo+DIeIwawoFiAIqI8Op4m7AiiABAAxQImAFABTKXb3p+s/Hq85NOW+PdydSfMcL/Kd9zJu5bh3aOXbheLZ/nSYUw4I1R3ATLII/sZalqlHJVKqwHqfvKOmsi/dQgcAwoBGjDymQ0/i4NPCqvF3oUEfadBUKPjtAAGAiQAOgrVYWAmwYxBSMJ6WdKOIfEK2WBx4WpPx46u+uMLfRc2Rm4/v3Rooebkvp6xtuhYhXu81N2cYa9Ls9klYFVAf5v16Nme/W8fK92/mbr3knv8tL5gShbbpHTX6jxdgZRdjuqXQxf/u+LFP5ovXp3++vTTf1y4/U7iP/391uuXxw+sjL14aK23yNiSIaxL0/Wk21rkcL8r5fuu4PfNpncy4Tej9l9O+74ccP+sJ/Jhjv1uivvDBO9Nn2sHim84/OeLGl8oaLjTNnkuWn0ytmS/LWuEdVeBulxkDVJSDUKICEwh5fN46FBv+9nDB6+ePl2YkUkBmMUyh1jBAdgEchPJRQTaMNBvVs3Ms3HHPBWr3tJySXCzcb3EWtwZW9Jlj6/lcQtm/YyEmqZgOwNLFMxTyCyNTbLUuIg3rhCOqSXbzJYBjapMiBfr+AEObEJEjIKM5guA4QEuRHEKgEKfdQkDgEEsj4NnnjuYwuJIj+b0Kz1toGlV5Z2Vl12lCs4wpQchtVNR1ZQw1jx8qLOmkr82bq8tFiYGCSkHYgHCIiAGMGOEmySDFO3DcAuAEkACpBwQOw0eHHZXe7870XtvKunpdPyTAe+/7q96JUP0qDVyIWq4kOwZYbBJATcv1Y7SohmBaJgiBilynBPNabRdNK+F/MlP2399LwFOAI08u25HAUNBDNCdKH+tP+dQhmXRq2hWM2YAI4AaQI0jIgA5DgoCHHLWLEANJPglZGdmuDcnvjPLP1KRONEY3Zyraqvynjk80ljs2NGd0Z5lK4jTZweMWgFoxZCfLjp0cmTz5VNVew+TeUP62j1ZHUdJVQGuKU6s3pPZccna8SZ/7Xeys7/2X7yw62dHX/og5x//c9/Jw4k3Xp99/ujc/oXuF3f3VAR4Xbn2jnj5mUr/xx2RO/myz6vkXzTJ/mkz+ZvxmF/OJH7fH31Q5HmQ4b+oFF2QiW/GhfdqbUsq2z5r+LlgznF35tlAyYYhuRM3VxC6FETup+V+pV6IYxSJBOO8337z5NDOnc8fOrS+sOjQ6VkAFUbHiNUxYrUSyHi+Jh2kg6xvQ5W+z5LfJYx9d+G5/sSufR17lksGcwhFq0gxKOLPisgdQuyAUnBALtgnE+2SiXbIJfNK8YxSNKYRjdl1TRphDg+ypFhICG4hqiZBwechgALGBxABogTWJbfkGrzVelc5RtsFnE0o0CPAsbRWb4i64lqN4VFHwVEwTYB+VF51zD98SlU1AIkJkoiuvsk61e/MSiZi3ahMCDoZpROyZoHQhFEOjHKhhB3ACKABUANmRsGLQAjg1eGsR0uFv1rL/34m/oNa6QdVsofNtttVtrcrfEdC6iMR27icNy7jRkXsnJwbYbBFtXRcIphWqzpoqoWm/9ac/vfh39IfaSBJYBHgA1AIAAtgBjhSH3upIuZcmuZspqNThmZzaAwCHoY2U6QIQEIAR4JBRusFYKShyCmeLg6OZThGsyyNCbJMJ9pa5qzKczE3xwAAIABJREFUM412JucnyLd1ZGS5JXEmiUXGCnCQslBT5j95br16aiRvdneg94g6ZzuhKBNpKy3Jk+HWY9rKQ97lT4R7fqc//8vAiY3Tv9j38z/1PbyT8sE7XQd3V+zaXvP41qnhivi5msSmBOWOUtcrbZH7XXFfNFm+77b8csz2Rb/ui1Hn1xOhP80UflYRejNG857X/m6McyfAKZ35hNm9k9Ot8PVHzAm7VIFX8ju6BY5iQh8llF5aZmIlNIBQwCjVsuWVxe2TE988eJDgj81OimpZoZZkNRhr5ct0KJsqs1TxHa+WjE2TvhO+qgV7XoU4MJs7utm42uUr3JZYWArYhFwyxaLrEmobAiskbAh5exXS3VrVmla5TSUZVgsaNESZjsjiIEJCLAE+FlQoUACAAohUIHJRthIwlFqyZt0Fi+l16ypLrt4cBRCJ+FoSOBzkVmuuJ9TDM3YIfHPq3INUdIlJm4BIvaig0VyY2T2WNzIYzs2SB308vRykFIhREALoUcoIpAkwwzP/QgAbivgIyGCgRgI/39t+bzjx73YV/H4+8vNB+w+j3qe9Ma/mSd5vDe7y0m80pU4YyBmLYFrPn9cIR/iwalENi5lRBddEYbU/9WkbASABKAAe0BRwACIEWApABVCmg9c6wy+liy8nCi6m6QalUCEhUgRUskDgp2glgBxD+AjIWURNgZOCnoh8X4V7I0+7VWGbzVLWxZK1afLMWCbFjWfH8uvTrQ4xeHRKCU2xGPBIMBsEL73+4tTWSUfpkLl4R2LdUZYr4YuLXfk7sxZvuRZuKtfuYhtfe176qvHVfcfv9n3zs5pvHxa++mLVqcNN+9cq9sxV1SRam+KtzQHRTFSyN5H9867yO6Wid/LRfzmQ8VGn7De7Ur+ZjtzI099I0D+M+t42G07j5BW56iBG70apMyrTLlraBrDXENfHGMbNCTmEJpVvjMgsXrmRQxmtUhWKD7/66ssn9u87d/DgwsSkmKIlKOGUKG0CuZ4UOvhyGzD5iHZKFpkmfZeSO0bV0VeG9naHmpt9NUu5XZ3muB6pet1mWRCSZ+zaLQlvn4DaxeDLNLlDwK4oJDtNmiWfoc3LVnnpIi2TREE8Dj4CDDhQACDEaYdflt6uL18XZq6SSduZ5HlTwVJW7aovUk/zrCKBiUWlQlQhoa1KSTQ+edyVvICZusDQCjGd5pqdmvJJaWqhzCl2xTKRBHliWBmKkcgJMAkoNUZoEEoNlBoILSAWQN0oGkchyRTk49ArhxstwXudsU+6Xd8NOB/Vif95Le1yOnw27D+bw50t1BzJ1i36efsy9PMu3mqMZFgE0xpenwgZUgnaOLrkp76Yxf56fsoiDAZCAAkGrAxFvRTsybO+1xZ7t0L7dgrvkBUm5JAFUKGW5Av4SQRlBTAjqARAjYADg1QOrvYn351Of7XJeDJfuBCCuTRuNFvbEBEna6HATYaUoCXAqVaLeEI+xRI4qlRJ2weHJvefKx49bMtdlLv6RPz87Nx1a85uqviAdPGm8dy33rf+wXL0yt5Pjv/2fz3y6IPsP3/TcfG5ytNH207srV8fz5+uySq3y3cUx+xI5X6+XHolm/eoUf1RNftcMvxxf9qjSc9nI6FHDcG3QrrjFNwyGh56/K/JlRdY9jWt9hjNvqC3TwE9I9T1iEwL4fxsvjGAKR2IxM4oBYCzQKZEU//+7/68NrvtV0+elOflq4QcC6AheEZaFNbbHXx5HKOsFjh3OQoOmgsGEcecJfv5th3VpsJ7R97rjy2Zis3oEMp6SXQMhSmAXTQckfDPm/VXvK4XvN6DFuOiVNjBwVBUUuZBinREpgDNEjBhCknUsvF+bTAzLE9OMdVNSStXbQNXkbz9dMkWL2vFXbwWEx2qaFzlc34KVYsJLYdoTfJ4m7FApS0TGetYexsR0wG2erBXgzvbFA06wtpwkiU91RHvVgj/6gIqB0oKjBRoPTBukhfhUaksmsdAKQK7g6I7bfEfNbm+7vM+qFXczEHfLWEvpsNbNcrdcXC2VLccJg7n61YS+buSJCte4ayRnDYwE0Z+t4KsE6JZf2tW/3vxrCp4CJA4A8B/VhVmhsmUoG91pz7tj3zTYHxcJFuTwJwa8jFoUIuq+LwSmkkBPJVkfQBhFAr5MGKD93p8v1hM+M+7kv+4mvRg0HO7P7wrXdHnJltioMgARgADCRxgOBAIEDjBc3r8Ve0D5YOrvrLJrLbDypg2HpGclb+W1vOadfI97clvBGc+sb3+uOzm1es/HHnzRtGfv+n86nb9vRtzz5/oP7mn8dqpiYGC0Fimt0oFSyE4nca8XSb581L0cYfiL5frv10J3R1x3++Pu5VrupfheRzxP/R6rvJFr4ml1+SiF4XUGT5vGWCBFAyzihqecja5qDsut9GflSCwOkDmIBQeqYkDqqWy9r1Xr+1bWgq5PVqxxMhJlCilBFqDsRJAEjl9k8x/NFw3Ao4bxROLjvyJYMVwYmeZIW/QX9Kh9Q3KtHsc1mWOPGdVHZUwR4XMFsvsYZlNIbchl+7WKZadsr4gUe6AUgOeSkEaSfgAUnTizHh7cUO+syhbVdZEFw/oBk7Lel6UDbzMNZwTpG8KY6ci5Xs4fZlam8XRLg41yUk7hztUkkSlLg8QP7BRUBey4S42rtqakaML2DQWaUa6z28WGfmgpZ5N6wQHjBRYIyGKE4qyJMICEVbKg0yAyxXBR4M5V3NVH1QZzsXC7VLutVzq7SrFWgxsxsNGArkST54o1U+5YW+abNnD7A4rtjn56xFDm5IoZSHpb83qfy+evaBoHHDiWVWIaGC9fEGVmr43mPun2azPSiQ/rzeuS2FODZ0aslrKNEvYJo5XxWPrxdIilKhhsFEtdiJF9JvF5C/7VU872C97RPeapU9GAq+UWV5rDB0pMrTbIY6GNLOaBcCBoFBGp7dEUnNltmB8ZX92586kqu2oKDUQ21hSvVuRsU879r7o+Lea698qz52a+/bSr/719Peft71/PvW1gxkzPcFbr+w8u7ezPd/aENaMZ1hW0sWX6wxnkpGfj/nPxsGtat7DEcs7ffpf7i74flv+hyXeW0HLVSl31+5832B+S6k8jcLHfvM5jt5LEasSeTcj6Tb7xlOK43n6PE0wTxabJXD5QG4BNqyyff3hg71zi4fW1l598aKaE/EBTKzIJpBb+TILLY7nayLA22HMnMDc65r03aGa+2sv1pqKXhg7Ph6u6FB7mkm2HWAbCcfUwuNi5qxCfNGge8lmfd5qOaTVrkgEI2JYShXPZctmM8ylcjKdIr0AYbHAreInRJ1JVen64kx9SycUdUn6D6OtJ3ltL2mar6lLLpC++cSaE9HCVQQPCmk/HzFzqIkENYDWFVvJGbO5mAog/CDyU/aA0GYRqsUlRWkmKaahQAygwEAImABoCfDNPFmCXJGvkpRI0TI+tCngZn/x8Qzdzebgxx2Ba4Xy68WyCxm851KYI8n8tQC2M8IbMcOuqGBvimgljtyTKD2UYRy1YLsznd0Wfo2aSfyJjxWAAJAYEAQAggPBRzARD0gzwIGi6JejRV80Op9Uql4NwT4zTOuhSgjVMqJaCEUA7SK2GqABoIeEGTF81h33x8XQ72f1P4wJv+6lPmnh3akS3ShUv5qrfalEN2yFdo9CB6DCSTlPJKBYhhbQYgWrdzGORHNmU2rDLC4PqQ3JHeNnknuvqYbvMFtfmt9+Gnn74MKn2z76svuX9+pf2ZP02482Lh4e2L3QUhiv6S/yjuSZd5VbD+SLvl/P+2o87oepwA9Tvkc9+o8GjN9tZFxvsfx8tvDLhrQPEzw/S025rTVclyleZMi3LJLLOmYT4FKMdVWtqUbpHL68MyF3MKu+Nba4w5pTIw6HgIuCyg3CweLqQ9t33Ll2zW22iClawxMYGCEHENRY5IAXGH21nGuXo2BTnbGiTBmQxY96S2rNBRdGjzUaolt5DeUAq3rVfpV4FuCkmN4i4bRUdFQkOmcyXQn4L/jdF5I9q3FspxlWM00NWqZELqky25NlSg/Hes1cKMWYUh+2VEcUjRVs67Bo9KRo5Jqo47a86T2u4KK26Iw8siMmeU6hK2EINx8zECDGQIiAhOJstCYOlCGQukhrENMa+SqFTiczSikp8mN0BgcoAwQfKDNfGlEogzgUS/EcCpoNzGy8ZtCCX6oPLTjgg97olVLztTrP2QLTjA3WQ5IFHztqhuUAf94BW8nyMROcLHEuJSgWk/TFYmh2KPx/a1b/BwBFAcGf+ejSGEoLARIp7GRh0v3mlHsl5nezhedjYacFxnXQKEdrVWQFB5U86JJRHRT047BNAMdi6N/PZPxfRwv+Za/v6yHyu3HBo1bymz7Dh2XK28W6q9niJTfa61W5KUSDk3qx9JndL8YKgRQI3YmEJezJrXNFSxSWuMTi4WjX1ayDvxJtPZWcvZZ4efitf9369Kv21w557r/QeXSq8OhK+5WTOwarMmrjddN5upkU7Ol6wftd1teL2K8GHJ93m/5yvvH3e7J/sZn/m11V344VXXarPk9PfBKJ/yo+4YqAe00rfdMlP6vBz2j5EwCVADV80WJxba411BIpbXDmtsii3eKkcX1mjTDGB8xyc9eFvQdO7tlz8fQZlZDjA+hpgQSweIPDykgcwKaBZK+ndBCsFxJa5izZt+dOjiZ1jEQ7upzZLXJ7N1+yYdH3AXyYFn9UgJ/gk1dN+nMqxUm18qhGvV8lP+hUbIWEz5dZl+Mls2FDvUHZFQj5MV5EJi3w61PCoswydUqLOziYJ2kqF/XtUE9f5bW/oR54KKi6Ji69JMk8ZEjfJY/pcPgahWwMjYhxoBAgaFbGkxlwmRVERlDZQKwhRBKpjFMJiWfn2hwAhyACwCQYT0uyCUqVD4d8KZmIQYYISnREo5kc8vAH7ehqgmxXomI1Xn44z9WmgBmvbNIlXo5TbfeIhpQwIIf1iGRbUDAdEo0EZP0hfb6KDv7/wDzwx488DAUMf3aa2KRVvJCf9GaW6+1k9XkftuWAeRP0qaFDy9apqWIJ1GugW0MNSvFJDl1XkzcKHP9lT91fTlf+tzO5f7lS8I8H/H9Y89ypZ28VC66mkOcj2JITWh2SAMf7twt6jkblag0uVQFf6cstt0ZS6/uGbcGEcEFHVu+FmMFrsee+c56/svGH545/Vv/VV51f32p6cn3pzvNruybqy1JiGlLjmhNtB5pci1F4spz2foflZ+PBhy36TzoMf1xJezjk/XQy+ePuxAf1yY/zkh5F4t41ml+XyC6w7HWbZi8fthSwSsKSgOyhmXTAMhSWruzaruS6Lm/Zkqemlw53kZ5WQUwC8B0ouWts8tVz58b7+lVCTk7QapzxKQwOTikGKLEG80Azr0nZVGdMMv4Fe96ZxoWJlO6b6y+PBEt3RPKGFdoagIM6STvAMSFxSki/bje/Yre+ERe46HEeN+v2GoTnosojifyd8dz2RG2NSlAglxWpzA6AHKMgyQy56Vhxk7JgNMHRmqpub5X3rLu235D2Xpe2XzP3vsPPPyXPPqhOnOestZw8nseoMcAxAJLAWL6QFEhBIAdOCawE5QkEAlbCEkIEWADhM0MDFFGQlBwgTiZxE5DMkW6AbBO/yC3N0aElRrRCC+0OplIGxQJo0NI5JEyF7T0W2ZhLPWhgJs28KSsxGUPMhcUDHv5sqiVPgeZqBTHk35rS/14gz5wdUECBQEACYAXY7rW/nBF/xa+/4lfs1sB2HYxooUUMnWq2WoyUiqHTRvXqqVEtOSPHdpvZT1tT/+v+1r+cbfufd6f/81barxdd//vJwt9uj/thOninRnO9SDGshjgEVABmjjOKhVIU7CoRhmFijZGnMo8u7Xzlxk13KG5tayuYVRUo2W5vPKqdu5T70pWNz5bf++3ku+9Unt0VfnFP+2Rj5msnlgcq0wt8tqmShNUC+eu91u838/cF4Pup8J+2p/y3E3X32yx/v6/myUTm1WzzpYD2ZyV5XyYl/zYn/2On63W9+oKWu5nqXBHABof1AHTTXAlP0Z1akmFNGs7vzufC07rCeWn6gjK1Q+DMEsiNABxAS1nZnbdvGOUKFsAlU3MAEaPTQotjSVkuqI/F18+zcS8ktvZLwz32nN5Q43BKx47slrnY9H6JfLfDeNAgPaZkT0mYgxRySsQ/yCNftFnO2kwv+l3P+fR3mxOOJvDOFVnWk1Qtejabh3V5/LEACXzItkB9Pr+pWd23mNqyWlW81OcZHNB0zXsWXnBMXbEMXjV3vkxn7gF7nzx+gNVn8sQ2FKOeCWpJAiFpCqNZgi/BeCKC4TMMw9IYD3u2cgQegJwEOQ5iABuN2wjUiYMVg6hVXBTW5cSIcixUkYWusLFZMsiWodlyOohCkUqciEG1kj/m1e2IWMadwtEYqseGzCbpmxzCXA1jA4hhf+o6qB/lsQT89ecuFeBEnPdaxH/Roj5nUswLYVgCnTK8moVWEV1OQK0Qhiz8fg05piYmpMheu/BJV8E/bG/65x3VfznY/r9tlv/lRNMPk+Ffzyc86LR8Mui92x1YT1Jk60VCALNSIaJQDkDDAEtiDI/r6htvaO6aHh9jKXxgZHhl77GC5qXkzj1Jy2ez9u6ceaHz3S+mfvHt8vULTQtD2Wf2TCz1lQ+UJ1eEY6aLwlf6Ijd6nZdr5N/OR++1mk8H4PezyT8fif/v54afDmV+P1R22aN7USp+SSi6yhedI6kjNLzuNx3VMwf17BIBJ5zuPp7yWEXXQGZdoS9vOK+/zVYyLMnoAMemJa+W1NoAJAA6mtJzXMAZM97bp+NzGoLHAfgUBjFAglCXDtIVc/YcE9g0ZE/oUr87eas30jRXMLJVO1bNGdZigzNS/hwJuwXwilPzilVz0+c6p5KdM+qXKWxTKlwUwwsZqlPp3IUy88kix0a6fSJorNOICqWMAyAohGwvmhOl2rt8o9sLRnc1lE1Xpky36Nvq7IMz/onD5u5TxtYz5ppjdLCfMBcQci9QHPw1JB5HMRKnKIKmSYogCAT5MaIIB6AAWAA9CzLkx+QNA4HIAVwyriTVXVfgH2lIT3cKGqKWoBjSDWySiknRSuwkEkMgNoBYDMoNXKtD3GqmltNNdWroiOFq7VyZU6UGUP/UZVAAOKDsM3N1CUAsQBuHvuh3Xo+xv6hWH5HKxim8jcEbBFQ1D68nsUqAVhLGFLxhKTEixcbEcMSredpR8uueip/Vpv+6PuMXNZF/na36l+3l/3V//dcT4Q+6XRshbMDLixoVOIBGIRcxmJYBsxAcOk2sOzDSNzHRN2YQCrePDmmVqqWVPSPb9vsL2ploQWSgdfl4752Pd9x6c+TgRtGZo8OvnF8viNNUxJsGSqP9qba9WYrv14reaDb+Zmf+p73uv7w48A/LBT8bTPp6OP12ufdWlu9m2PN5YtJdm/sDs/0kih5k4JxFeswkOGGWzQJspyTTcueEO6vSlX1gfKvGX12ny+1no5WgnOACNTx1kE8KAUxCvpplDXKFSaFUUjwJoDFitQph4lTmBKEuDzQH/BUnYsrHSM+Kp2RbYn2eMvn06OEKTdyO5PwOoWhczOxW82cBDguR40Liskl7Ri17MxQ8YdBcjQSO+zQf9iSeyhM/X6JfC/HnfYJhOzvu1wzFmdNF4GcgToWk+QXtdb7hwcjOXQWbJ2v7tkpq99UFh6uUNbVx08d8o8/LK/bwUibBWAjKELBKQIln1MeeuQL+P7ktP6p7MBRIADEOVjEYadD8NeWVAywjPrSyrWd5pnFxpLK1JK6rJFwWb8xwqX1Knk3MkwIocbALaS2AHYckEZSbyMGAtNclaLSyDS5lRETYKETyt2X0fwRwHBNjwPIA1ACpACsW6WWb4TWt9gWxchchHMCYGpSspvkNQq4ewVsA+gGmcGyKJcf4yLQEfSHJ/W1r9XeVJX8oL/9TYeF/qan8XX7Kf2pKf1jmeNThvtUWc7JE3x+Wa/kEILhMpWZpTAggBrh+/vyjd+/lR3N2ji9WJ6X0lZWpeRwG1NLyvuldB2oXFlCLtKQyONKbdOZU197dNeVlls3Vlv6qhJGqpPZcd3tY9mSt6Y0a+4cDwe+WMm5UKL/qi33UGPPDWMbrOfq71ZHTZvENv+sDp+cyLf7A7Lwslb5kkZ8ycmdsiufM6hmAU4bYdpCerhitcmbnxxRsduxutZSNyXNXtbmLppQEAA2AlAd8AAVNkwBiilZSvLxgxEBxbqlWj/H9hDQT5H20ewQcR1xlo+ro29NHV6vmUsXhrfrxKqlhVG8Y5ahtDJy1Sl9x6Z5XcackglWAc0b9Tj593mffbeXf6I47Viy+1h77Znv4XJFt3IrMxInyhJAuRjQAaoCgXlaWYitPE421yvfscq2e8M+dTRt/vj1+uJIrbSDzhuSVG1jiGGjyQB4PAhPgHACBAY4BRf3VL/BHvR6K8kQimZyTiwmLFDxyiGhJIwFmAc4CKDhFW1PzzqWhjaX2sY7cHaPVPdVJiwNVzUXRgmhs0GGSCSiORsUU6EXgkEFABU4c8sXQZCD74vSxCMQJcBmAjsf7m1L6PwA4SYowoDgAM0AxwHMe2yWd+opMeVIgmwOyA2eKASul2Wa5sgYl2wDrARgFZIYkpklkRUTdTI/8vrnuVwUFv45m/C4h/U+JGX/Oyv59Sda3FdE7hc5LucZtQa7OJdEJeGKJUq7QYAAqHtJdUViYnLxv+3pZau6x5Y3NkXGPWCbHeRwh0KoNe48eGVpZLG6tjA/ZelpyU5J1lVWB6Zma9qbUlqK4kBrtL4kdz3NcH8r/eDTznV7fyQzs68mE96v0d6ttT1rj3s40Pi5PuJcZ/mN9zdtqwz2H/xKPuySVHGCQK17jDgouepxLQK9y5g1n5vXBzbZQ5UjRcGugftzfOCZMG8VjN115xZRCB+A1KkQISAmCApDQDA+gu6qhr7qxOJIe0TnjOUOF0LXqKj7hrekD+zZ95onSqSZ31dGBAzsrh0ZjU5YCgW162aqCngLYR8NJEfWG3fKSQf9eUuJ+qeS8z7Wmo3cG0bMVyj4VHM9TrAfJHQFyxksupZjShWAEMON0xGIujrozY5mmPGp2ULq537brdNzYwaRgk8XVWGis6ZLmj4GpEuRpIA2B0AaUEkEECFAY4OSz3QYKAgIlcJQV8I1mnduj97gkXjPm0kC2X6xnIGBiWACHUbAw2zQ6mDI3kbJjLmtxPLO9Kqa7Nq6nLrmhNCkr6stIik2LxgppEBIgo8CjxeUAQRoyJRAgwYmCAQElivzkawIQABpjSEQJ4AGYk6qOKY2XNeaXTbY5gD6AahzyKciikGwaLaTJapwaYKVDKDMMMA2wj0d9nh79ISP5nwrz/4/y8n/KyPrHtKzvAuFfpGR8HBv3blzwtD9m0KpOEhISgJDNJWXEIp6QAEiI9dUUl/AAcpOSrp5+bnViQgRAAagkMgHDM5lM88tLbT1dZRWl2dmZmdlpKemJdfXlbU3la9N9nUXRydrUiWL/4bbUtSzl28O+rVT49Vr2tSLpXw53fVxg/a428XG655ZT/zQp/oHb+67RclNvuesPvh/wn1KID0gEkwD9ABOcaTOx4kz79uGsjp7UltH4pl0JnX3gXRenTvGD/cpAIq2IEUgMjJAHYJSpNGIZCTDQ3pOTlN5QUBWncSZIrGm4vpaOmZGnLkhSdxsKz2VPrpfsKHdVdYQqyhX2JplizqJaVjEH1fTLNuUhFM7wmHMi8SmJfEskeyku7rBD/cN87dVK09V627lqwwt19lkPdMthb7qt1SBwAZhQcMrZiE8X6+LSwuKMMLq+PWFyQr92wD+0w9M4k0k5ZLg1ngtUgywCnBcoI+BKwKQoRmMAOAIYAhQGLIlqJCKrThb2aVMTVdlZiqoKYyiIuGzgtkA0FuVQKE6Dy2cKbr5RefRoYGFW09pAHj+QPT3oba00V+eb26oTSjN8ybHGkFPr0ooMIiLBqVESYGIQxbO8TAAOUB6gFPzUp20UgAAUBwVAGsAOpeUApz9ASzcp4TBACwbFFGQykMpAGoPk0FQxRTcy/BYgBgGfATgu4H0W9H8X8P4hzvcbl/0PPu8/Z2T+p2jKr9Jz34+Je93qO2h0VAi5JDGnAfApNQJgdHI9J5A4bM6Sgvygy1GSnXZgbfvy9PjixLgAJ0waTbzPQ6HwzttvHTx4eGNzf1l1Y3NHX11zp1iiiA8GXDqZXytI0JKZemy9MXmlzP5Cl/PNQef/9Fzbuy2u/2Wj9V6R+4f6zFcN3G8KM78I+W8bDW9qtO/bnQcALsqkxwT8LYVkRSreaXROatzthnCJJn4sr3M4rXU+sXnGmDfLi7wW7V2QJvaIY6OYSgGoAqEtUgUF8OJzZ/u7+pYXdsyMzhxa3x/Su4OcKVfkHnTkrvtqlvUF+4ylZ1LGhoI9bQndJwf39MamdxvM3SJ6XoIvM3DRIDnDYjctlv0AHyWkHpGp9sg1B63aPWb0w47wqXzZlXbXZgZ/dzq3L6pcj9dWCyEBgQyDJGASpyU5wiFjeUF8foqhq8baUEZNTkjLGqB/LmgKc/q4BNaaimgjIPUBYwZcDagMUApBAcMAeZZjSJM4gEOvcFtFRXnmkjJ9frGqoFzr9qEuN3jdwJLQ0UC8c71wz4boxlvR5447zp2OW5zRjfSo+1qMnfWOuiJbRpw8I6jJT3CWpvobCpLVDCR5TCY5J2FwHgoshrAoQQKK/+ST8Z7lZ+MgBsgXyuZ0jnmefBKIAYAOBKpxyKUghYYkClJJLJsg8wmynKEqMejnEXMkekEjf+C2/SzG/Auz/h8Dnl+ZDV/p1ff12seB2Hf9/svOmJ16bYVU5KNwOYBboRJhfIlAxudxwdi4sqJCi0ZZlp3+yrmTs0N9N165ujQ901BesW9t6aWzJzsb6xdmZ+LiwtuXVoOKqWNJAAAgAElEQVThJABCrdaWF+W7dDIOICBHK2MVCSJYLIk50Rn77lLe5bbAb/d3/3Kh8cPKhM8rM26HnI+T4m4YtV9Hk16ViN8xGd/QKk/T2EEKGwcYI6ntJteQzv362EZnbNFm41yjI3/CXTYkSxrEPJu6rFVrVgVpDIHYJ1AJANwGi01r+OaLp9dff+PIoaMLM4vH9x5pLaz1c0Y9UEmgHjFn7Q81HvI2LJrLT7YcnC2YPje4p0EfHLK6ugT0qka4DYHXnNpLMuEJDHvLYjuv1J8zWt/JLriUGPiiO+/DjvDpQtWZauPebG45gemUwoiRaFXRuRzmwEEAQCFgNPCS4oweE57qx3qbNONjsrZ+fl6tyJkkpXV6Uhfk25NxTRAEVsCVgIgBpVAUEPTHfGyC4QOgeoPaaJSmZtgz8iwN7ZHkLJU3LPCGBZwKRCrYOtV07LmC22/mfvh2ytkjlnPHvOdPpS7NOo/sLagskoZ9MDGQHefi1RT6kn3SjKCmKtvbVJbotUvVCkrAAEsBQ/64/vqJA/1RSi4EKNNbh/TOAVraBVQLQDWKFBCQTEE8CfE4JGFIBkrloHiRgC6moI8j5wXEq3bDgxjrrzyO35p034r5v9Yqfu+yf+O2vWfTn1eLjqi4JYOi0aCxAsgAnDKVhOIolKEIXlJCtLWxQcKjMiNxzx/e11BaKKHJI7v3eMymkMOUFnTNDvVF/N7s9LTu7t6KytqZ2YXmxqYYq0lKAgdgJGC6OiXbgCVLIFMJPWH+44PDb4yUP55rvd2Q935J+ke5qd+WFX0Q9L8g4q7rNVcUwiMInGXRi3rZllaz6Yjp4BTlrKY3kFOoDg0n1ve5S7Z5ykfkiUOMtwbkI+qQD8ABhFeocsi1FMDxg4e//fKr99678/bbN1975fpzR55Lj426OYMZODdwGaAbNmQciLRuhFvPdxxaLpx9afjAZCBv1hVqRGBRzK7y4KJecYZPX9PrDgDyutN7Um2cw+h9RuVuC/lamf1kruLtocTlROJaX+KMA93KcDQryFqj1ATg0fKFNOTlhkpy43ISDZWZ+oFmW1kxFFdCUh6SUmZTex3q2BSFL501hUBkAUIOIAKUwXHAnkXG4zRCi1iZWqzWam1GU4zW7lNVt6THBCXhdKPaQYMIxG7e3qsb3dsL37jdc/Vq7q1bta9cLnrpQnFPu/D8ydL5cW9Pkz4zAsmxMNweX5lrzI8qsxLlpXmuxIjRZOY4AdAMUNSPYQ8/cSAABAokrqR4LaHkoZhwt9TQhHPVOJOLo8kkxFHgJSAWhTCgqUBlAJHD4lk4NNGwjY+/ajfdtxr/4In5s8X0fwZj/86gfcBiN/nYNQV72Sw5rOVNKKkCMc+OIRIAm0wp40mEjIjPiNwxnpa6OgEOzWUFV88cT43zd9bX5iZHp/p7KzMSzx9Y31qZqy/Jmx4eoHHs+NFjOo02PhhwGLQ8AAP/xwTokBjKvOJCD+egoMQqGIi3XB9p258ceCEz+WIkfNHrft5k+CAxfEYqOMFHb3lMewCWAYYRZEprHrB4X51ayVP7pvM7ag1pNeLwiCatGbFNqiItPHMhrvQCHqClEgAVI0yOS/j+65/ffPvW97/44e7H9y9eunr3w/svn79anJSrBNoNsjyRu0Ya7FQm9ugyj1Yv78ybONO0tBQpmzIHumnBdrF4g2O3GPyyVnWMIp+XSu+mZD6nt7zoD50LerZc3Ied0QuV1heaXGfq7Atx5N6oelCLjziVfQGbj0XCNiUJYDVxQbcq6ld5NBCJgYoSrLQK7RxzxWUrpHYl8EQaf5LQHAsiPRBSQDjAeDiOYhgCQAHGASMlZXpKZRSabGKjSWHW2n2muOSYQIoNRAAyVJYWlzY1kb8wOnKsv2s1Z+FQ+Zt3Fy+/1vnq1YbNxZi2MjiwzTFYTQ01iPIiUJBKVBQo66pjIhFJeqbLHqMUckBQQFCAoPCTP9t+lnlH4kyaMziZXz0Zzu7WucspSS7OSyKJAIXFUKiDABeCBgBLAjIFiChACkAJwJyAuWw2vqvTf2ex/1qjfUrRv1LKf7DovvPb3zaIziioBRI6aUjCQfXsM8RkdertUpGSz4jsVkdxbq5axLZWFC0O97RWFPU21eUmR30WQ4JV9fLRjYm2qovH9x/eWGmsLDv/3HPzM9NJ4eBL506vzYyEreqKqHd7Z0VXtr8jx+/TUqVRV5yK8TFgA6iRi3bE+tbdritZWVtm44ZMdFyvvOq3zwMcUVBHTYpODJt0+KIomyzWJytihrNbU3Hb3qyeGjAPigIj6lCT1B4GNl1hcDMiLc5jALtw+vlvn37z6MHj9+98+Natd9794O7NW+999N7HH9/86NTawRx7vA4oL4izKGsiqJZTe3emD+zL6Zvz5vdJ7bNq206NYTtFve51HWLI0xLuZYt5J0q+YHfvlqkPmPTno9YbjZEdAfK5SuuuLMl6mnjWRY2Y6NEYdYVGaEFBSQIfByELWcmeolRvdkiXGRKWFbHNbcrKFk18rsyVbHckJchj/KzeiXAqoMSAcQguwHESRchnUmjgKQAX4lorSA0KR0hj84mVcpvbJDMKQYaCgLDUtyoap63Da4mL80kzHbnbmlp3NuV3uA6dqZudsu5fca1NKIbr4OS6d6JdfHhnaludMj4EmVmK/Lyg06llWQRFAXv2ZvupAwGUBEJNiHuzqxcKG0cDWc1aTy4lSyHYAEk7adJEYUYMrIC7AQ8DnQRkBCAToBhgXWu4ZHfdMNg+VpseiZTfqAxfyBS3KPKWQvSSjL2g51Z40E5C7F9jRJxao9MUo1GadGpTJBg/OTDoMmhmejtO79u5ONp/+uC+zaXtaj45Wl906cDS+kibECDiMqdHYpurK/o624IuR3Y0fqy7dbK7qSTJUxSyhtR0SYItPWRVcNBYnOGWsgkyYZ5a4QWoFUvGrfZJvX5fIHZOKd4XY1xWC2Y5pBlgzGBOA2o0q7g+KTvdEs4xJDSbMsowWzPuWHXnjtkTkxGBC8igRKkAMLBcxBP80+/+7u6H9z+++/CTL758+NmTB59+8fjzp7feef/dG+999NadG8+/utQ6GubMThCVa8J18oR5f/Xh3L7NhJp+qXtEZFwQ62YwahdNn5JLT0m5MwrZ3cyck3rLcavroN2yTYZcKnJf707em6taT5dsZioX/cJBPTHp1ZephF4WVdNgULA4QNCpNUvJiE0RowGDCnr67Dmlwqb+OHeSTunUcUYjpdCDQA6UCCgxRnIoykOAQZ5FuDBSIPigsoBQx5nCEq1XJtPx+TygARQ8kCkMzROmsQts7xm8a1PQvxK7ss/a2xnsLmpYKitsNUxsc/d28l46nTrWScz0Cc4cjI72yA/sSs5IxkvyQy6bmSFwDAADFAcM/6nvoEhANSDykdrV8t65lJp2U3yV1JFOSKOs1E2xFprSUaQax4xAOICIBToMdCJg+ThbgVBb/silYPKrMXGva+yvcOo3RZq35OqLfMEVleKggDqg4M/zoI8jzABaEpNiOA2IgOa8rriUpIz0aNqOmdkYvXqgseb81ubOmfH1bZPPHTzAAxitLzy5NLzUW9talJIbdttVIptW4TTqQp6Yjvqq2qKchZGe2pxoWbKvPMnj0/E1Mjw3O5IR9XfVltSkR20UlqZSegA8AIUCQRYg5QxVL6TbZGyvVpQHUCtT5YhVYbnWzJenu5PKfFmV6sigKa0et9RR+vFgmh8IA6BqgvQo1TKCvvnam/c/fvTwwaeffvb08edP73z84P37D9/76N6du/e/+Pyrhx8+unP93fvX339561x/QUOyyDafUDtqyurXRPtVCX0S74jIviCzTRPCIxrdMgp7aOIFq3GDxz+iN+3VmFbk8pcyArfashb9vIvt8Vul5jEPMuPiTTtFU7HGthhDRM63iBk5HyNRyIh40wLO0pRwVshUkqtdWc6rbTY2dvsTci06t5pVynGxElgx0AKMFuKUEEX5CPBxEOLAIbQElWpApgOZBXgWhNQRCCflRCQDQAE/nELl9dpmb+q3P7Bs3pMtXBWOHIaKXnFzm6O3xlDha10vz2xSTyyHprY5Dx1M3j5rXp4xPncgcbjVVJEb6zGbeICQACSgFBA/yc0s8legKMoH3ABMmcQ/7MkbtGW0q0MNSl+ewOAB2sUITSxPQ9NqgtRjpANjgpgwCROHgI4HoorV3uqZvlrSvNsSOOWKbKltl/wJW3LDUYN5GkNHMGgHaAWoohAzgBwDMUHwcBpHeDjGsjQnEYi7G5s4BKY6m3ZODZ3Zv2vbUM/BXes8gO299SeXhvfP9JzfszjbXT/b3/b80QPZ0fjEgE8hZDViflV+ZlNJ9lxvc1bAxgLYrOLahnyLSWzSifJSQvEOc0CrCsplCgArIEUWa7XL7QEwAcQAJPGZIEa6ECZObzGINR5tjI3SFisCZXxnHWvpMwZLVaYEqVRPEyIUEQLaVFb15NGTzx4//fSTp598+vTxZ18++vzLR58/ffT509t3Pnrv/Y+efP7V/Tv3b79+8+HNj3aOLyoAbzcmLPmKFtyFQ9roofSWVso0wOinBZpttHCfQrFEIAdl4v1y+fNu35pMc9TtmRAix9Pse9MMh8piFhJFbRoYMaO1POgxi6v10gyjSoqCRS3iWHAZFYkui1slizXLvFY0N1taWaPNKVX4EiSsEkN4FDBCoPhAMoCRgJAALAJ8GvgU0ICQgJNA8IEQA6IAkElpxTOLTiCA9ISJ1A66+hTUXoSyLfvKDfXMJdfGdaJrDSq6iKZ2KM0WVSaV72xNbHXtOFY9OG5/5cWK/YuW8WbFtr4Sq0ysYsi/urnBT1JI/j9WhQDwKK7rUCSMmDNaJYFK2loutOVyxhAtcdJCI8NqaFpFkgacshM8PyFIIMTJiLKIbx1yZ70/t/V4+fj74zvfGZhfjU07klo0oXeu+EIdQsmi29OnUhUBlIoEWgAJBiKSYnAaQ3kYxvIYsUQgXp3bxgMIGFW7Z0aP71zamJ9Ym58W47BrrOPc+mR/RcYLWyudFXmT3U27FqYrC7LXFubWFubS40M2rSI9zt1YnLU+2R/n0GAoePzaouKktJTYkoLUvPSEsMdBP/vTBciPj69MTStLSuQAmrMzW7Oz5uoa27PyW8uq1Zwy1horB2E8z5DDMxXytM1mnwfB9AiwABKaUvJFt15/67OHXzx+9MUnj588/uTJo0+fPvr8y8efP338+dMP7z388KP7d96/++jBpzdev/HFvc+CDr8O+Kkg7pb7WkTe3dGm4/n9RzLbxpWBGYWjB4hNjWoahUMG1ZZWc8hsW1MYNgzmZb3sUKJtI9mwkWvema0f8zITDqaKgm6jpMGiSlBwKgokDMqnQcknPTqlQ6FIiDFnJ5my0hXZ2QKnF/xhoSlGjNMURgsRkgcEDRgKKPasKhigacAQBAEcA4IGnA+IGAFOgAgECMHRKMZnUIMXvBVI5hpWfExQfYgo2wkpk4qRC7LpF9Heg9CyBLVDsrE5tqFCU5tevlCdVms8dKK2sZI+vJrTXhHS8EBJggwDCQ4qBjVLBH9rjv9/x/9YFRzgeXxbtzK+T5NYyzryEW0erc/k68I8mY1gjSSjIQktSRgJ0k7QfoIN46IgSMOgHoorv736/O21s4caJ69M7L42f+Cl8ZVGe9x8dmmZ2lylt2axomScCtOUAoDDgU+SFMFDUR6GsQwtkgjE4719MgKNOk2vnT403FR1fPfKtrFBBR/rq87dGO/cmOo5tbHQXllwbHN5qr9zpLuttrRodfu2srzsWId5bX66LDt1tKNhsr+1KD/i86qKChPGR9vC4Zi8vLSiwhyZlBPwedHEJJVMHuvxqiSSsoKCGKNJyQq0NE8AoGDFJJCJ/gS71BhDyxOFmnhS5AZUDxAjFYoIhCWI1vrmzx89eXjv04cPvnj44IuHD588evzFw0+efPLp008/+/LxJ1/c/fjh7dvvffzRvSefPz26dQQDVIUwQcAGDLFNEne/Ka1ZFnmxfn7eldfJNw7yZcMUNcVgixy1Qyw86fVP0tyq1jghZnf59afKIzuzLPNRebsRBo14uxIpF0CpSmTDQE0jFIBEQEkozGfQBs0Wi1Sol4BGBhlpAq8f4sICkRQoiiFJCUrwEIJ8pg18ZlNBA0YDoM88jjACUBqAhwOPApwG4OOoQqOXxyTI4uvw0CDEjYG3VZY/xy9YhOw5SJ2Cxi285zjSswXl41A/qO4Z0jdVxVSn18/VFTaHKhtiC7PsOiHohaBhQcWAWgAu3U+wW/y/ewUaQeRVfEez3FcpchTwjJmsNoFRuFHWhJB6DNcThJHAbSTpJskASUdwLg0zlkvCm0Vjr0+ffH/98sWRg2f6NxcKenfVTcyXdm51zbaGs1ZqOwvNrnihNFGlFgMICJSlaAJnAGVQlM/QIqlAvGNyWkagk231G9ODY621I+11OxenaYDd24bWxjp6qwvtMn5BcigUY+lprstJSWprrOvval+dnyvKSh/qaCvPy4xz2bxWTWayr6u9LDsjKBIira3VJrPa5jAnRhMKSooLSkoBwwGBnp4ejUbT3trW1daam5psUihxQIWUkASCBlyF8ZJNdg8rVACYKFRNIwwADvDmtZsPH3xx96PHH9/95N7Hnz64//nDB5896xuffvL088++vH/v8aNHn9z/+MEPv/iVw+ZEABUCOAGSACr45h5rZoMqeTpY26lJ7FH7+2W6KZWyDGCIgGk+tSCR7jTYZiXKabl0XCfcne4c9gpmk+T9MUSXFqp4UMxAsUJoQUBDYRSAhEeJUMSlVqtoRkagUgpUHIQDiMsJ8fGc2cSnCT5FSAmcjxH4j27aQAEwBAD1rCpQABQDhECAwIEQUTwWcBxQDBOgAqPWX6JL6rbmTokDLYy3TpI8KMmZpXIWIX8HpE5B8TLUrlPNK1jFkKp1RFPdpCrMs5XlxBUnurxiBQtaEagEoGRBwQev5SdeFTxAzYBHEHGWQJ8tMqZz+iShKkCL7SitA9AjYEJRG4G5SDyWIEMEkYTwU0FZzwsfyBw5XjjzfM3apZY9705f+GD75VONq6v5A5uV4y2xec2B7JBA15CQ4WBFfAQYEqEoCicYQFnA+AwtkvBFMwNDMhQ2JoeOrcyFLSqThOmsq1AJif7Giu1DHbvnJ89sbaxvmzywczne5y7Jz5FxfIfF2NZY19pQu7Jttq6smARICnhGe5qtGnFCwNHdXleQn0UzOI/PpKSlRqJJTo+b5jEqlaK3p2OwtyspHPA6rQP93e1tLfmZ2Z0NrSTgNGARry8lGMsDMIv+7+q++7uu6zrzO+Xec/vrFe+hPvTeiQ6Q6L33TgIEQQIgSIhg701dlGXLkiwrtmzZciKrU5TYiyhLlGMnllcmmWStWfOXzA8PoGjZmsRZK6PMXueHh/XKxT13f7ufvZUkp2YCCtBYW3/r5me37/7u6sf3rn3y6c1rn96+8dndW5/fv/vlZ/ce/ObTL7/87LcP7n/595//9p//6V+ef+4SAVRVdRDS4HI3yUaLEZsHRzlSHquYOVQ5MRHImwsk9VFs18kEMAUcCwR2C9shf9yK2zXvVk+WJW9PEqvFrl0Z6nQAfQYmYmyDCYEilxUUTAOidX5eWVhAyNJjnXJORC/M4TlZ2FLkyM+M0Zldoz6JWUyi0XoFEA6I6KEyQgFKQBghjBJQApkShQmy2dFZtWcEU2pzaydLWpd8OUPurGHEtiOxh+ZMIX+7o+UoqvY4uo+6+w+nLlxUW+YSpg6gtFUvqYQCQaBxGDKcBlwWcjO83zWP//X0KCoUIACWCCmZqqlcS5GMNMVMU61UVQ8AISCJIIOzXJkXS6yUs2poM2budrn4udzZn9Yd+FXT8Vcr9z2ZPvt88Z5L5Ut/O/7kM00ry/m9TwysticUd6aVugGdQMhECEFlFVQH1RVhc+rOJ0+cMoEzKwtHF6ZaSrNj7WJ156TFcHhp7icvPLW2c2ZpdvL8sYPHHtt36uih7VPjF86cPnPi+LOPP350fe3wvr2XHr8w3N0hgLHuzv0L83NjIzKwY3pqoL/X5/Otrq7KijBNvburrbej5ci+pezEUEtlkceQQOALuCuKS2cGxy2mht2+yspyLqAZsDTYGTwy8Sn6J+9cuXbtN+9/dPfy5TtXLt++euX2jav37l7/7P6tLz6/88WDe18+uPfgH774hweffv7V7/4QiU9QhUKAWMvKIaiVxExa6eGGqf7Epu7Y+pGE+gPlffVEG7UZ4xr2+rV5lYwDBzyhXZpzXtMXfbbzNdm7suy7cqwdyXw2RGeC8ohP7wo6S70OL4NLFTJgAgFVC1lW2GbYGTLi1NICbUuRyElTvBYxqUsnQZnaOadEBqTNI/nROYebkCCEkK+zChywSSwAeBjxceZQ9SAQ4wrXlTcux2YP2yJ9ZuqwFBlF8jjsDb7Gw0lDF/w9xxMnzgUGDnl69sOWAA5GIVFwCkODLJAQ5/puOfw/Q4+iQiJwKXK070O07NFDEJR4vCJ7gCCQDGRzWiyxck4rKWmA0gf3M4HOO82nfhqZeVJteTMy/3p49t3cx16KnfpewsSpcM9KsH45pa3NnjWRVReG0AFZEFkRhKsgWhQVDs1xZm3dAp46uPrimcNFif7S9PiDy3M+S+jA0o6p4a5WgxMZUDkJ+3wMmBob7+nubGmoz8vKrC4riQ14W+rr9uyYTQ6EO7c29rd0zI5Mbp+YWVlcjo+Ja29t6+lonxwZnB7sT3BbJrA60V+VHJPiN+OT/P44f05aRmv1VhWkqrS0sLwQGpLyYnUnFYCLk8mOvn968Me7d37/8bUH779/8/IHNz++fPvax/fuXLt//8bnD25/8eWdB1/e+eL39//+qwe/P7Z+hAEel5sAAU0Ua7xWU0qorTO2ZCi9Y711dV/t9sH4LS2Gexsw79d3uvkOjeyxjJ2KfVYyl93eea9tZ5J9JqIsFTjXit07E0S/iUaOWp1l6bIL8OiaySWfoid7vA5G3SrzKIj3kOxkJMYgNRYenVjEYyJWIY4NVMibx/Gjr5kEIoPIUVSAgWsymAq4gQDg47BUUAXEpgSBgMNR6A83xGeMyb4OHhy0MnaJ9AU1bzfSprWSnXlj5xCqCTbNI5wP2dAMXZYVQrmimiDc7vB81zz+50T+vRXVoJRQSimFpQmFbWydAijRZmkb7eUQR5Au8zxFKVJEkSxXQR2E/5BU8oucmTezt/9NaPDdzIXnlObXw+NP6W3Pxww8mdB7KNR8IKWlVYlsUxOSoJggssxloRKugiiEqFFUvHrpezpwcmXh8K6ZgkhMToL/+GN7XBp7+vTRd9/4aU1Jvk1iva3NT54/8/H7748ODvR2dumqVpCTXVdVefzgwdTEuOy05LzUtLHu/scWVhrKaw+urCUF4zio1+7ube9sra+v3VKyc3xUB1Ynh9e3j8601S6MdqkmwBH2Bab7RkM27/axEV+MSUwIBzLzfSG38CnSvzz4x7d//s6v37r6yY0v3nvvxgfvXb/y4a2rV+7evvrp/Ruff3Hr8y/vPPjt3Qef3/r0f//r//LYHHbDZEAw4FOACEGxqpWavuaEoq7Mpob4ms6U2ipHYl9spF7wFoZRDTvt6pLT8Zg3NAJMU7ro0vbE2RaTzO0JYi5JnQnyQSfqGGpMmq7AA9glZlBmUTnW5nYpsiXBrTK3jsIsW1IYhZnuOLdlEadJAgq1JE5p9NBxtDRQAdTonxKBRMFI1McgErjD5skVWrqppTLYLabaJFmTDInZNTUG8ChWjuatDqSP2yNTZsq8lrJTjszac+d5QkdS7Syc2bASQHVZtcA0EE01/eA2pzfxu8bAN4h83Xz/m4uACdlyOsAZCGRNBYGqawBkiRDAVGVdcA7IZKP5bDS+qSNaKUMDkpxC1G3wzGgZkyyy28g54qu6ENv4auHYy3nD+7XCFwqGd9sL1+Kqu3l8l5rQKEJxgA7GmSJxjTMVkAgkTTEF4ycPH7Zktjw3/d6bP337jVefvXi8rb787Tde/d75YwcXZy4c3nfxyGNvvPLi7PBgXNCnStxUtR3TM4+fO7+8uOv8yZMXT58e7Okc6O7oamwa7uiRAZOLgN2VGpuwvrza19rWUd/gMcyBttbW2pq9c9tHuzrqCvPmxgcWFsd7B1pb6psne8fnhmeCNr2pJq2uyudzwhDw6vj+E+c//eTO229+9N571+7e/92tGw8+ev/21Y8+vf7Jpx99cP2TD25cv3Lz6uXr//SP/+Or3/1h984F9ojAkQEv5T6wENVz/YlNuZWdRTV1SZkFNk+BLKoVudOmTbjsC273ksuzYnn2GtazGYnfL0w5EDR/3FyxGudqA+qAGmAwwVGiI1NHxGJ+mboVTUAyiGoXiilRS5CAU0uJd6clusNew6FxFUwQSd7kfU42405RVMjgAjJlHBLfSHi7nK7ccGJtOGlbKKlWUiOakQBmgQHSRiU1GJVsAc1foPhq/Znbg9krvqyVuMK9srfFl9wM6me6F0QCoaAS4ToTdqZ6JD3wXcPgG/R/QQUlX+sKAlkRqq6BQNMUSv/k24xC4lSmRKZEEKJQqjKmca5LkpfIRcTeayX12yJDZmTenzfEY6eNlDEpfs6ReSavdWcgfzlS0WMmDgeyOh1JmbDs0BVhKsKUuErACSinjDMyMTKsyaytcWvztqqDa7v3r8wv7Zp85XsXjyzNHl+eObhzKj8SSg95BaASpCTEPnH+wjNPPDk9PjE+PBJ0u3PS0gZ7Oj12s6m6ZufklAy4NL2vta0gPaO6uKQ0J3dpx9xgR+eF4yceP3mqsaraoajTQ8OzEyMt7RV120oi8QnH1442lFXpQNiOodbwYKvfJMgIa7+/f+/1V95446fv/PGP/3blyq2PPrx15YM7N69+fufmF1c+vPHOW5c/ePtcjy0AABhMSURBVPfK9au3Xv/Jz/74h69kLjkdNstUo5LFpisCVAPVQE2wsOWIuN2xmuoD0oWUL/EKiTUJ0a/p05Zzt9O7z+3eJfCYgy5q2Os1+4EmYCbsbrXzXCAMJFDkeDWvBL9qKJD9lk/enHJrKjzgtsd4nQ5DkQkEhaCQycaKagvCAA1QNlSHTCCDSzABN+REGFlqTI03oyt/2y7VVylsRWBxoAY4hcDGsEQGKA5mS5VdVUaoO6lgKTZ7hyPcpLnyADuRDRAOQkEkMIXKNqZ6uBb8TjHw15AsywA0TdN1HYAkST6fL/oWpZAkBoAAqiKrEuebfSLkzRUVHyaQDn0kqbDFntBixNbB3WcltVJ/M7wtxDfqyeg0E7pdyeXc3eJN3qJ4k4nplCxdsRmqXWIKA2fR9JKQX3vppYHuji152btmx0d6W9f3LpTkpk4NtK9ODyY6JRPQopk4maztWXzt5Re3VtfUVFSu71+79PQzhiw3b9061Nu1srhzZnhk9+z20Z7enOSU9eWV6aHhif6Bs0eOFqRnyIBNFjUlpWV5+eN9/QPtHTumxianeubmh3dMTxzau1qZn7mtJLm7PnbXeO6LT012NyY+d/bAP//u95/f/vLB51/97Oe/uvLx9U+u3P3o/dsfvHvt5rXP7tz8zUcfXP/wvY8/uXL9D//w1fDgEAEa6rfGxQajAsXShMZlGVQGje6bio3+S3GCxRNEgExgC9AqKeMOz4LfN6Ngf8A6EPZMaHxQ4U3ASl7qYLy7PcERC4QIQjJsgAIIcBmSQqkEyASWKvmcVsBtdxiKwv4CJKTNJwohRUe7CUBXGFN0KE6IGK2wx1G9U8qfdhYu6PFDntgBm7PJF9PKRBbgAwwqaSAUlIMZkINQI4G0FtVfaguXQvFDmOAySHSCnEypxrmdyx5Jifnu2PxbiH3L4iBs4wgKHKY1PjrW1dYejgl53E7OaRQVlMBuMx/9lgQIQgTZ8N90IBaiPpS61ZtU64yrd8Q32uPLibOCunIgF8Ispo4cmHEgeZonAOICNakmuK6rlgRZ2kRF0O0e7e8vL8gryko/e/TQ+t7Fif4OATx56uDp1Z1eGQ5AA4Za688dXd9WUba1qjw7PePowUPzs9t//pOfrq+ucsCmieZttenxCa11W4e7ulvrtr74zLNOVXPrxkT/gAzEOF0uTR9o72iuqZWB8vyC+pqKhV1jO+aG2pqq1/fON1RmVuZ7nj0zcmz/1oYy23Pndn712c0P3nz3zrXfvPW3l//urbdv3Lr5yce3r165+97bn9y4eu/e7S8+vnz9+tVbt2/e+8XPf2kZZlxsSNcUsmmFqgq3NF0Xikw3jjYwQGGwBHHJcG36tolAHlCr6J2W1SXhfEn2Unywk5PTlZWjQX+7xz6aEX9ssKk6zqxL9SbaSJLbVAANkgyuUBplfUMwp6m6bbqlSgr7C5DYOBEnWUR1A5wDCoGiAIJDc+g1/bR+HpljtOGoY9tJJWOXHjOSmrUnJ/9AIDjKeQmQSJmHcB1cQFKo6gC1YIRAnZIjDEmHpUOK2h6cQFDojFicuRj3f6cI+DOKtjyR/3Q9nCyvUG7ICgMkkAP79u/bs/zE+Qu9PV0Bvzcq6iROZYkxQCJff0sGVBCNUJ0yk7DcYFy8MLNtPj9IuTc+ACRDyZbs6cSIQM1WXfFE9YAkaHYTMME4KAPXJJ2Dq0yoTEggOckpT58951KVqsL8F564ONHfdXp9vwKYwKWTB4aayrtrStcXZ6f7Okqy06aHB2cnRmcmJh2mtbBjbnlx9/eefvqJs2fLivJjvK59e/b0d3bu27MnLhBwGsae+fmThw8fW1/PSklxmeaFU6fGBgaGenq8dnskNra2onRirKu2OndtdbavvcymYO/O2oPLVStzRTvHilNipFsffPDbu39/7fK9yx9ef+0nP37jl6+/9+7lu7c+v3X9/r3bX3zy0a13f/3hvTuf3bvz2dTEtNPukDi1WQbZEMpcU6VocI9y9qgpK8mQJah0Q284gSCQAGQAx+sqT1YVP9PRcrGtdWdWzkRG+sKWohJLbk0PFvjk+tzY7Bgzwa3rgE6oTiX+J5IOEtmUX+Trp/bwAwAFDK64OZgMGFGZJAvYQlrPimPxBQw+g9oTaDhn23oqvmrdmTgdjuxLSl9PSJ6znHUg8YBdkkxVs7ikARKIABWQZQgKg4IDoNF+IhQag8ngYPhvFpl9OKXl4fpzeHjtzvzM7LPHT06NjK3tXe3r7a6tqUpNiQiZR4Ef3W5BiPQIMDaHv5BYpztsOfyK7gZ3geb5wim6MwYiSbHFUCVet7uJZIE6hBItotxABdM4qC6puiQESEVBYVNV5feffOLN1149vrZv1+T406ePK0CsQ010iCO7J48szu7dPnZqbXlt9/yuman2pnq/2zM5OjYyMPj6a3/z/Wef3bu4uLQwd+zgYzsmJyeGhtaWl+2a1tbQMNjdfe7EiaDbHfb52hsbt09M9La3tzc2WooS9vkCbse+5bnGbUUXzyxNDJdPDOecO9Hx1Lmu9ZXarvqIBiig4z0zH759/eont37xq9fvfXbr44+vfnrnwY2r9+7e+uzKh9euXL569/b9H/7gpZys7CgYiosKXE5LyJQSyBKJPgbKCZHpRq4guncSKIdMN7xffWMcKtrjgpfGB58YGpzKzilVjSzKI0C2IXmAWBWJDrgFtOg0hWiI9VttgW9CYhMVOpMc0c5odgFQQBHILArvPo3Js8q+n2HHa4GlN5Gz4Nl6KFC6Xw7N+TPW4nJWnHF9wl4qGWmyEmbUDuiyZAKSpBob15MBKSqIOYfEIBhUCoPiv1kd1J/rioebJQh71JrKy8ru7exaXVreUlrc3NRQVlzkcdgZYDf0SGxsrN+fEYkkhcNRI8QuC4dQPLrhs2xeuz3s88U4XZlxCS4uuuvq0wMhHfBIigliY1LUCXl4HouBclBT6BzUkjSDyQKoK91y+uB6T1PjybW1neOjk309Zw+t/+R7z0eHlB5cGNs7NbR3+9hEd2tuSkJuajIHstLSn3vq6ZNHjw33D9SUlb146dK+pcWmrTUleXmVJSVbCgrCPh8H1paXV3fvzohEONDf2Rn2+TqamtoaGhy6HhcI2DQx3N82P939oxcP52WyC6c6Xnx++JUXJuYmcid6SgM22W/4OQxdch05fOKjT969euP9+/d/c+fm/fff+ejm9TvXr966f+/zyx983NHWGYWE3WYSICU5oSA/W+IggBASlxmNzmqWyIa9/9CmYQAFBWGbFmkA6M1MmSrdUhsI+QEfkCDxwqAnpKAszV+eHTQpTA6HAhmQCVSJC5nLEpM45YxwRiROhcw34+3fiMNTQDCqRVHh0KNyUU8d7s9ZP27ffcy29jzmn3Gv/Mg28UzK3A+ROaEVL4jcWZ42ypN6tcROW3yb3V9l2PI0KcltRBgsXXGBsIcn/skGg9FHsfFdYuDPiXy72GAb7qCuyRutSPOzcyxNb2qsz87K0GTJZbNCfl/I76sqLe1sbh4fHOzr6Gisqt6Sm5efmpafmlacmbUlN2/H9JTf7Qr7fDLgMUyfaSXHhAzKbJKsgiiUckDIHACTqCS4wiVBJLtmcVBLUjTCo6jobmwYbG9LCQYHWlpqiwvLcrJe//4LTx49ZAL7ZgfO7FuszE1tKi+aHemvKi6cGR/p6+oeGxouzM2rraz6ySuvdDY3P7Z3KSs1YilK9KKR2Ni6ioqslJSywsItBQWWonBg3549UyMjWwoKZMAUoqwof2Kw81evXxrtL2qoc54/3ZCZirH+cFWJ4TfhUmQFOoehSw6AtnZsffnV5z+9e+/2zXsfffjJ3dv3r358486tuz9//Y1wTCjqakucKkIiQGpK4pbSQgIYusrZhsbYsKA2TBy68YJSEEoolyRhcskJuAEvECKyA7ADXspNwCPQVJ6xd67PYyI7xSsAjW3C6pusj2+BBAgogSpBj8pKuwlIsKcp/ccmao/ORlanXLvmU888Q8fXjZmLwYWX1J5Tjp51VjWL7H6k9yN5UEoa8GeMZxXOxMc2hpxFMpwyVAkyCCRDAnuIig1sMHD2/9f5CkopAVShcMoUWZBN3fIQNnZNS01IqN6ypaOpaX5isrOhcefEZG1JaWl2TnJMqKGicmZ45It79+7evDE7Pr5/aakgPaMsL39xZlYG3LoRtbt0IQuZSxLjMgMgc0kXik3VLUXbjM9ABlyqNtzZ5VIVg5Jo9rA4Pf0HF88l2JXT++bm+tsP7dmxumNyqLNluLtza1W5LpTp8YnyktJ7t25fPH16x+Tk4txsbkaq3+1igM/l7O3siIsJypQwoKWhPhIf19vZMTMx3ri1zmEahiISwqHZidHOhuqelpKmmpgjj9W98uLwKy8Odbe5wx44VVhcMqmdQScQqampR08cAEVpccnLP3zlq3/845df/Pbtt975t//5r2WlW2QuhWNCa/tXHXbLMvXoTiYmhLPSkkM+d3RLDV0AmzzLKDgHpRtVGExmQuOSyqlkMWICLlAdsEMYYB5ZtVOiAGV5CW3b8s6f2ON3IOSRYlxKVPn/Je7/tsU5LA5LpRoDFAVQMLmaf+D55n2vdLUcLas+2pKzNpq4d82aOSGNPhdY/plt6iS29KJ2Oyp3yjVrtuoDRuYOK67P6akNOAt1eBQIFYJH4cmoIpjMvmYhhUsM/91OqX7b9jzyJqeMAdEgyTeWQqnTMEJeb1I47NaNsrz8nEhySiicFhuXEZ+Qn5r2yqXn33/rrbd+8Ysf//CHb7/xi0sXH3/m3Pkffe+FrWXlT54+k5eRkRGJROLjCGCaepQHGKF/4h2CRJPoMpAYCIrNwXwC0IA9k2NNJTk/eurE8sTAdF9bZW56gt9lExIHlnYtVpWV75qb7+3ssmsaBzKSE0cHelMSE8aGBrdPTcaHYtx2W1tTIwPmZ2c0WUpOiG/cWud1OuyGnp+dFfC4O5rrj+1frC6Ma98W8jpw/HDFwbXS+CDcJkwOkwudWQyCgBcU5O1e3gkKWWKcsr6e/nfffufzz35z8fyFwf6ByvIKr8eVmZFmGtpG/k5iBCjOz4mEgjaJy4BdV6K3zKJVBJRvzjbnhMpcUhlXCGGaRBXA4pICZjFdheyQNZNRgyEpZIQ8tK+jtK0+32tDUozldwiOb1MLfxkVKhwyLE3SCYHQ4AzgwKnCl3/Z8sIbtS/8uuXwqy3ZE0kFe0di5pZtOx4Xs8/wkQNkYIX2H0L7YZQuIWdBFOxSk/stf4XTnqITQwFVQQQYgSCQJU6/zoSByFw8jH79t6FvpPAeQQUFkSkThJlCFSA2WVVAojENvsGvG+uhbx0JxqiAybhDEh5V92rGs+fOX3vv/fvXb/zg6WduXf7oyVOnf/DU069cen5xZvbEgfWVXbsunj49MTTU3tw0MtCfn51VVJjv9bg0dUMvPQybfMOPVwCdMgEc2L1ruqupoThteWKgvjTXJUMANaXF40P95SWl8aHwzMQkA1ITEhZ37ODA9smxuZnpzIy0xoZtBfm5iQlxrS1NuqaoihwfF87MSEtLTRYyt1lGKCZQWVF29sSRipzkrm3ZZ9Z7Dq5WjfYHL5xuKy8wOxryBGBy1ZA1DkaAhsa67t4OkI3QHAE0Vbz80otb62oSE+KSEuMvnD/b1tqckpwUvTWH3SJAalJiXkpynMtlMu7W9I0SAUplSjjIQ6uGUs65TCkngCJBcOhC5mCWsAkoJld1yiyBgEsSgN+JA8sjTg1pcfZI2MU3K9n+Y+xABYSgisQpKCQFldXmxYvVH7zb++tfVT/3XPyP36g5+cP61Vd2hUa3hRf3+pdOoXuXGD6A9jVt/CnR/4TcflKvW4EtT47JUkyHyjeyggq4RGyAjmgqJHpjTHBJY0z/r2Xyv5r+HBWb7CiD6uBOWfMppgnmkw0LxC1pYpM7ozlsQUg0cmWTZHVTikctnIBpq99SPjcytmN07OkzZ9954xdPnT7z/pu/2rew6/DqvhsfXp4eGj564MDc1NT89HRnc3N3e1t5SXFZWWkkkqjrGx7YQ7miC/lhSkQGbKoacLkuHj96em13bpxzR19bRU6KBqzMz+SkRAJuBwMyU9Oef+bZxNi45Li4jEhkoLtj19xsVDURwO/zbK2rkTg1Dc1uM6sqy90uR5RrhczLy0onJ8Z++fprThmrs20/em7h1HrjpScGK4vVmdHq6C1rXNaFzBkYx+BQT1FJMQgjgCIkt8tBgLbW5vGxkc6ONkbhctqjwHM6bLqmRK0kBpTl5+YmR1yq5tb0qCY0GNcIfSTyQRQuKVyK4kTiUFWiawoj3GG4BFUFhEKpJZAYslwGBMH6ymjIjQS/SAzaJAJK6V8DDBBsuDdCxchQ3rljNb/6cftLF5I+eL30py/nHjgaevm9hcnH+5Ona1FT6BmedA3tIe17pN6jaDoodx4P9B911g4jmAAFsgRDggAEYYrsBiwQAcJBZRDBhJ1IDknx/Zfx93+O/lR9buJhwz4xAT/Tgkx3AiEoHsCNjdr9zUTsRl7CYNwhFAEYoMomKnLiEmNtTr9q2LmcFopND8dVFhQWpKV3NTZ1NzVnJCR2tbSs7t7d3ti4vLAw2N09PjjYuLVu67bqrJx0h8uKWhCUffM/1WRJkyXBqMfh7G5u7KrbsjrT37+tYudob3l2qsE2ImmZqWljQ8Ojg0Mru/ecPX68ICvr/KnjmsxifN6O9tbYcIzP6+7r7Q74vQ/lt9fjYhQECMUEBgf6nn7qiaRYf0V2/NJE/RNHh3qbgivzFbumaywJHl2VAYVyTUCSIAnMzI7HJySDyHRTxlumSoDSkoK+3k6H3SBAMOBLSoznbOMDHreTM1JVWlpRXOzWDbtQojtvE5LBqc6ISqCCaJybQhiyLEWVJ4dhMdNQGKFeh09hGgcXhHgsOd6vp8YZdgVLs+2lWX6/iUS/IVFEDbKHtc//Dj+wTd+RIyag7d7efmh3/bNHtz53KPvaz9p/f2P8zZ9UHzkZOflCzaGXOrsO1BRN1fua68NDs3EzRwKT52KmH3d0rNhr++H1QwaRoMvggCwxoXoAO5gFahDdB+rgRhykkGym/j/g9L+SHsED3zytYgI2wAWSYw/m2YLJMHJldwiIg+riQuNc/tOQrhIVcpRF8WBjkk83k72BWJsz3uFWgPRwXFQQ6pTJgNMwAi5X9IqR2NjEUCjodqcnJZmGlpya6I3xSBrfMKrZ10ZdNKHOGYmmShRZWDLXgViLdFQWRZtpR7nKrit79yy1NTX3d/es71/bPTe3unv32RNH42L8uZkZoyNDw0MDfb3dNssQMo+iIjmS6HLaq6sqTp44dvzYkeGhgabGercpVqa61+c6zq33HljcumOoOM4DBXCqBgeVCGQBLkFWsWNuwuuNBXSfx0sAWSKZGSk/e/01AuTlZqanRTacNBaV99Rht0xDYxQV5VvqaqsdpqFwFtWEdl2xCckmJEvmNiE5NeExNacmNAoOcA67U7JZKqcs6IlRucZBFSAp6HJoSAyKpBi+Ot/dXJXqlJAR75bZBir+Q8AgG8Yx06GopKI0Z2336Npc88HtW547XP34/tQjO60XH0/5/tNpr7xUtLTPuvj9qpM/GKiaKCqYaPV39MSM7AsMH7G17rHXDsHyRtMlEgeXICuMqi4wF7QYKDGqJxMiTjhzICULR/H/K17/D9PDyJK8WfQanRcRgBRhVltiXkdSfq0jodmflgElX/G6udAlSSNUecSjiK4Yh3PzF6iLC6/QQqbdJMytaCoQcrqidpfHZou2A/J6XA/tIk2WFM5URaaCQPoLaSdFE1xmeOSBCiE4YCMwgWS3keS1HBw2mSTFBGortpSXlG6trnnywsWAx7t7bm7/0lJFSeFgb1dmakow4CNATNBPAF1TAn5vJClhZXnPc88+PToyVF5WareZMUH/+NhIQ/WWvm1FDqCvIfHC4aHe+nQNMAmTIUmQGMA4qAxZxez2MY8nATAIqM/rIMCW0oKhwd6TJ46cPXMiLjYYRbLLaX8UHoahlZaVbG3aphlq9GFQAqel23XFaaoOQ/GYmt+hB12m16aaMjggMbg9wm5XOCNhf0iTdA4qgMzEGKeKeA9L8tMjKyNV+TEuhuwkn0xBmUQojy4QtrH+Yk0ooZAVMIkpuhDSYFfL2sLogYWOncO5Fw/VLk35nzqW9nc/qjq6yH/+XPK5FXr2gHridGDhYPzapZGGlaHMqUWUDiiV20l2N0QMuB7NtwiNSLqAMCG81JkOe4Y9rhJGtu6rgpSruOr+D+/b3w66IfiDAAAAAElFTkSuQmCC&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;8.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Χαμηλώστε τη θερμοκρασία του θερμοστάτη στους 18-20°C.&lt;/b&gt; Όλοι οι Έλληνες έχουμε θέμα με τη θέρμανση ειδικά όταν έχουμε μικρά παιδιά στο σπίτι. Βάζουμε το θερμοστάτη στους 25-30°C και εκκολάπτουμε τα παιδιά μας με αποτέλεσμα όταν χρειαστεί να βγουν έξω να παθαίνουν ψύξη! Μην τρομάζετε στα βόρεια τμήματα της χώρας όταν πιάνει ψύχος. Με θερμοκρασία 20° μπορούμε να αισθανθούμε ζέστη μέσα σε 15’ και να νιώθουμε καλά. Αλλά μη μου γυρνάτε με το τιραντάκι και ξεκάλτσωτοι είπαμε να κάνουμε οικονομία… έλεος.&lt;br /&gt;
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ΜΥΘΟΣ: Η ρύθμιση του θερμοστάτη ψηλότερα δεν έχει καμία σχέση με την ταχύτητα θέρμανσης του σπιτιού. Αντίθετα, αυξάνει το χρόνο λειτουργίας του καυστήρα που συνεπάγεται μεγαλύτερη κατανάλωση ενέργειας και περισσότερα έξοδα για θέρμανση. Ο καυστήρας θέρμανσης παρέχει τη μεγαλύτερη δυνατή θερμότητα τη στιγμή που τίθεται σε λειτουργία για πρώτη φορά.&lt;br /&gt;
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9.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Ηλεκτρικές Θερμάστρες. &lt;/b&gt;Μη χρησιμοποιείτε ηλεκτρικές θερμάστρες για θέρμανση. Κοστίζουν γιατί καίνε ρεύμα. Συν της άλλης δε θερμαίνουν τα χώρο ομοιόμορφα. Χρησιμοποιήστε τις με φειδώ εάν δε θέλετε να έχετε εκπλήξεις στο λογαριασμό της ΔΕΗ. &lt;br /&gt;
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&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;187&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;10.&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;b&gt;Κλείστε καλοριφέρ και πόρτες &lt;/b&gt;σε δωμάτια που δε χρησιμοποιείτε. Στη βάση των καλοριφέρ υπάρχει ένας διακόπτης. Περιστρέψτε τον προς τα δεξιά (-) και κλείστε τον.&lt;br /&gt;
&lt;br /&gt;
11.&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;b&gt;Μικρύνετε τους χώρους&lt;/b&gt; για να κρατάτε τη ζέστη στα δωμάτια κλείνοντας τις εσωτερικές πόρτες.&lt;br /&gt;
&lt;br /&gt;
12.&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;Κατά &lt;b&gt;το σούρουπο κλείστε τα παντζούρια&lt;/b&gt; – ρολά. &lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/4525469875953777637'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/4525469875953777637'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2012/01/blog-post_26.html' title='ΟΙΚΟΝΟΜΙΑ ΣΤΗ ΘΕΡΜΑΝΣΗ ΧΩΡΙΣ ΚΟΣΤΟΣ'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-7947269059222468983</id><published>2012-01-14T12:23:00.000+02:00</published><updated>2012-01-14T12:23:59.506+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ειδησεογραφία"/><title type='text'>Ηλιακή μπογιά: το φωτοβολταϊκό του μέλλοντος::.QualityNet Foundation</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://www.qualitynet.gr/displayITM1.asp?ITMID=67316&amp;amp;LANG=GR&amp;amp;CID=0&amp;amp;searchId=18&amp;amp;type=news#.TxFXslkTIDo.blogger&quot;&gt;Ηλιακή μπογιά: το φωτοβολταϊκό του μέλλοντος::.QualityNet Foundation&lt;/a&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/7947269059222468983'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/7947269059222468983'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2012/01/qualitynet-foundation_5409.html' title='Ηλιακή μπογιά: το φωτοβολταϊκό του μέλλοντος::.QualityNet Foundation'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-3752216442052049691</id><published>2012-01-14T12:22:00.000+02:00</published><updated>2012-01-14T12:22:17.647+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ειδησεογραφία"/><title type='text'>Οι δέκα δουλειές ενός «πράσινου» μέλλοντος::.QualityNet Foundation</title><content type='html'>&lt;div dir=&quot;ltr&quot; 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&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=4902273650848670861&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Τί είναι το ΠΕΑ; &lt;/span&gt;&lt;/b&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Το  ΠΕΑ είναι ένα έγγραφο που αναγνωρίζεται από το Υπουργείο Περιβάλλοντος  και αποτυπώνει την ενεργειακή απόδοση ενός κτιρίου. Το κτίριο μετά από  έλεγχο Ενεργειακού Επιθεωρητή κατατάσεται σε μία εννιαβάθμια κλίμακα  ενεργειακής κατανάλωσης από το Α+ έως το Η (Μηδενικής ενεργειακής  κατανάλωσης - Ενεργειακά μη αποδοτικό). Μαζί με το ΠΕΑ γίνονται  προτάσεις ενεργειακής αναβάθμισης του κτιρίου.&lt;/span&gt; &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;b&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Πότε απαιτείται το ΠΕΑ;&lt;/span&gt; &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Το ΠΕΑ απαιτείται:&lt;/span&gt; &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt; για αγοραπωλησία κτιρίου για την υπογραφή των οριστικών συμβολαίων  &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;και για τη μίσθωση ενιαίων κτιρίων (για νέες συμβάσεις μίσθωσης και όχι για ανανέωση υφιστάμενων),  &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;καθώς και μετά την ολοκλήρωση της κατασκευής νέου κτιρίου  &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;ή την ολοκλήρωση των εργασιών ριζικής ανακαίνισης σε υφιστάμενο κτίριο. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Αφορά σε κτίρια &lt;u&gt;συνολικής επιφάνειας άνω των 50τ.μ.&lt;/u&gt;  και βασικών χρήσεων (κατοικία, μόνιμη και παραθεριστική, γραφεία,  εμπορικές χρήσεις, συνάθροιση κοινού, εκπαίδευση, προσωρινή διαμονή,  υγεία και κοινωνική πρόνοια, κλπ). Εξαιρούνται κτίρια βιομηχανικών και  βιοτεχνικών εγκαταστάσεων, αγροτικών χρήσεων, εργαστήρια, αποθήκες,  πρατήρια υγρών καυσίμων και χώροι στάθμευσης αυτοκινήτων.&lt;/span&gt; &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Από τις 9.1.2012 &lt;u&gt;οι αρμόδιες Δ.Ο.Υ. δεν παραλαμβάνουν νέα μισθωτήρια&lt;/u&gt;  προς θεώρηση, εάν δεν αναγράφεται σε αυτά ο αριθμός πρωτοκόλλου του ΠΕΑ  και δεν προσκομίζεται μαζί το πρωτότυπο ή γνήσιο αντίγραφό του προς  επίδειξη και επιβεβαίωση, ανεξάρτητα από την ημερομηνία υπογραφής της  σύμβασης μίσθωσης.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;b&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Είναι δυνατό να πωληθεί ένα ημιτελές κτίριο, χωρίς την έκδοση του ΠΕΑ;&lt;/span&gt; &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;  Στην περίπτωση πώλησης ακινήτου (ενιαίου ή τμήματος) για το οποίο δεν  έχει αρχίσει η κατασκευή του ή έχει αρχίσει μεν, αλλά είναι ημιτελής,  μπορεί να καταρτιστεί η συμβολαιογραφική πράξη αγοραπωλησίας και η  μετεγγραφή του στο υποθηκοφυλακείο χωρίς την έκδοση ΠΕΑ. Ωστόσο, η  έκδοση ΠΕΑ απαιτείται με την αποπεράτωση της κατασκευής του κτιρίου, το  οποίο παραδίδεται στον αγοραστή με «υλική» πράξη παράδοσης – παραλαβής  ΠΕΑ, η οποία δηλώνεται από τους συμβαλλόμενους ενώπιον συμβολαιογράφου  και συντάσσεται και&lt;/span&gt; &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt; υπογράφεται σχετική πράξη.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;b&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Τί μετράει στη συνολική επιφάνεια; &lt;/span&gt;&lt;/b&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Η  συνολική επιφάνεια ενός κτιρίου είναι το σύνολο των τετραγωνικών μέτρων  του κτιρίου, όπως αυτά προσμετρούνται στην οικοδομική άδεια (σύμφωνα με  το συντελεστή δόμησης), καθώς επίσης και τα τετραγωνικά του κτιρίου που  έχουν νομιμοποιηθεί ή τακτοποιηθεί με τις ισχύουσες διατάξεις (πχ  κλειστός ημιυπαίθριος). &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;b&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Ποιό είναι το κόστος της ενεργειακής επιθεώρησης;&lt;/span&gt;&lt;/b&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Βάσει νομοθεσίας (Π.Δ. 100/2010 (ΦΕΚ 177 Α΄))ορίζονται οι ελάχιστες τιμές χρέωσης ανά τ.μ., ανάλογα με τη χρήση του κτιρίου:&lt;/span&gt; &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;- Για διαμέρισμα, 2,0 ευρώ/τμ (ελάχιστη αμοιβή 150 ευρώ)&lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;- Για μονοκατοικία, 1,5 ευρώ/τμ (ελάχιστη αμοιβή 200 ευρώ)&lt;/span&gt;  &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;- Για πολυκατοικία, 1,0 ευρώ/τμ (ελάχιστη αμοιβή 200 ευρώ)&lt;/span&gt; &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;-  Για άλλη χρήση: για επιφάνεια έως 1.000 τμ, η αμοιβή είναι 2,5 ευρώ/τμ  (ελάχιστη αμοιβή 300 ευρώ), ενώ για επιφάνεια μεγαλύτερη από 1.000 τμ,  για τα πρώτα 1.000 τμ η αμοιβή είναι 2,5 ευρώ/τμ και για τα υπόλοιπα τμ,  η αμοιβή είναι 1,5 ευρώ/τμ. &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Ωστόσο,  πρέπει να επισημανθεί ότι στο πλαίσιο της απελευθέρωσης των κλειστών  επαγγελμάτων, οι αμοιβές των μηχανικών (και των Ενεργειακών Επιθεωρητών)  διαμορφώνονται ελεύθερα (κατόπιν διαπραγμάτευσης) και οι παραπάνω  αποτελούν τις «νόμιμες αμοιβές», βάσει των οποίων υπολογίζονται οι  εισφορές και κρατήσεις.&lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;b&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Ποιά είναι η διάρκεια ισχύος του ΠΕΑ?&lt;/span&gt;&lt;/b&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Η  διάρκεια ισχύος του ΠΕΑ είναι δέκα (10) έτη, εκτός εάν στο κτίριο γίνει  ριζική ανακαίνιση ή προσθήκη σε έκταση που επηρεάζει την ενεργειακή  απόδοσή του, οπότε η ισχύς του ΠΕΑ λήγει κατά το χρόνο ολοκλήρωσης της  ανακαίνισης ή της προσθήκης, πριν παρέλθει το διάστημα των δέκα (10)  ετών. Δηλαδή, για το διάστημα των δέκα χρόνων (και εφόσον δεν έχει  εκδοθεί νέο ΠΕΑ για το συγκεκριμένο ακίνητο) χρησιμοποιείται το ίδιο ΠΕΑ  και δεν απαιτείται η έκδοση νέου ΠΕΑ, για όσες περιπτώσεις  αγοραπωλησίας ή νέων μισθώσεων προκύψουν. &lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;b&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Ποιος επιβαρύνεται με το ΠΕΑ?&lt;/span&gt;&lt;/b&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Το ΠΕΑ το πληρώνει ο ιδιοκτήτης του ακινήτου πριν την νέα εκμίσθωση ή την πώληση του.&lt;/span&gt; &lt;/span&gt;&lt;br /&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/2972367636695954398'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/2972367636695954398'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2012/01/blog-post_5654.html' title='Τί είναι τα Ενεργειακά Πιστοποιητικά (ΠΕΑ)'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-7747982448315980809</id><published>2012-01-10T15:36:00.000+02:00</published><updated>2012-01-10T16:06:30.717+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Νομοθεσία"/><title type='text'>Ν.4014/2011: Άρθρο 23 Παρ. 3 (τροποποίηση από Ν. 4030/2011)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;3. Δεν υπάγεται στις εξαιρέσεις της προηγούμενης παραγράφου η μεταβίβαση αυτοτελούς ιδιοκτησίας ή σύσταση εμπράγματου δικαιώματος σε ακίνητο στο οποίο έχει εκτελεστεί αυθαίρετη κατασκευή ή έχει εγκατασταθεί αυθαίρετη χρήση, αν:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;α) η αυθαίρετη κατασκευή η χρήση βρίσκεται&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;αα) σε εγκεκριμένο κοινόχρηστο χώρο της πόλης,&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;ββ) στη ζώνη ασφαλείας των διεθνών, εθνικών, επαρχιακών ή δημοτικών ή κοινοτικών οδών κατά τη νομοθεσία περί μέτρων για την ασφάλεια της υπεραστικής συγκοινωνίας που ίσχυαν κατά την εκτέλεση ή εγκατάστασή τους,&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;γγ) σε δημόσιο κτήμα,&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;δδ) σε δάσος, σε δασική ή αναδασωτέα έκταση, στον αιγιαλό ή τη ζώνη παραλίας,&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;εε) σε αρχαιολογικό χώρο, ιστορικό τόπο, ιστορικό διατηρητέο οικισμό και περιοχή ιδιαίτερου φυσικού κάλλους, εφόσον απαγορευόταν η δόμηση κατά το χρόνο εκτέλεσης της αυθαίρετης κατασκευής ή εγκατάστασης της αυθαίρετης χρήσης,&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;στστ) σε παραδοσιακό οικισμό, με την επιφύλαξη της παραγράφου 24 του αρθου 24, και σε οικιστικό σύνολο που έχει χαρακτηριστεί ως ιστορικό διατηρητέο μνημείο,&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;ζζ) σε ρέμα, κρίσιμη παράκτια ζώνη, κατά την έννοια των άρθρων 2 περίπτωση 10 και 20 παρ. 8α του ν. 3937/2011 (Α΄ 60), ή προστατευόμενη περιοχή του άρθρου 19 του ν. 1650/1986, όπως ισχύει μετά την αντικατάστασή του με το άρθρο 5 του ν. 3937/2011 εφόσον απαγορευόταν η δόμηση κατά το χρόνο εκτέλεσης της αυθαίρετης κατασκευής ή εγκατάστασης της αυθαίρετης χρήσης,&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;β) η αυθαίρετη κατασκευή ή αλλαγή χρήσης έχει εκτελεστεί ή εγκατασταθεί σε κηρυγμένο διατηρητέο κτίριο ή κτίριο που είναι αρχαίο ή κηρυγμένο νεότερο μνημείο, σύμφωνα με τις διατάξεις του ν. 3028/ 2002 (Α΄ 153) ή&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;γ) η αυθαίρετη κατασκευή ή αλλαγή χρήσης έχει εκτελεστεί ή εγκατασταθεί σε κτίσμα, ευρισκόμενο εκτός σχεδίου πόλεως ή εκτός ορίων οικισμού το ανώτατο ύψος του οποίου βρίσκεται λιγότερο από είκοσι μέτρα κάτω από το ύψος της κορυφογραμμής (υδατοκρίτης) ή&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;δ) η αυθαίρετη κατασκευή ή αλλαγή χρήσης που έχει εκτελεστεί ή εγκατασταθεί στο εντός του εύρους του εξώστη τμήμα πάνω από κοινόχρηστο χώρο της πόλης.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/7747982448315980809'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/7747982448315980809'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2012/01/40142011-23-3-40302011.html' title='Ν.4014/2011: Άρθρο 23 Παρ. 3 (τροποποίηση από Ν. 4030/2011)'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-7018656140301763179</id><published>2012-01-10T15:20:00.000+02:00</published><updated>2012-01-10T16:06:56.251+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Νομοθεσία"/><title type='text'>Ν.4030/2011: Άρθρο 49 Παρ. 15 και 16</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;15. Η βεβαίωση του μηχανικού που προβλέπεται στο άρθρο 23 παρ. 4 του ν.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;4014/2011 συνοδεύεται από τοπογραφικό διάγραμμα, εξαρτημένο από το &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;κρατικό σύστημα συντεταγμένων.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;16. Οι βεβαιώσεις των μηχανικών που προβλέπονται στο άρθρο 23 παρ. 4 &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;του ν.4014/2011 έχουν ισχύ δύο (2) μηνών. Οι παραπάνω βεβαιώσεις πριν τη &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;σύνταξη των συμβολαίων υποβάλλονται ηλεκτρονικά στο Τεχνικό &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Επιμελητήριο Ελλάδος και λαμβάνουν μοναδικό αριθμό, που αφορά το &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;ακίνητο. Στα συμβόλαια προσαρτάται η βεβαίωση και ο μοναδικός αριθμός &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;του ακινήτου. Μετά την ενεργοποίηση της δυνατότητας του &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;πληροφοριακού συστήματος, που προβλέπεται στο άρθρο 24 παρ. 23 του ν.&lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;4014/2011, να υποδέχεται τα τοπογραφικά διαγράμματα της προηγούμενης &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;παραγράφου, υποβάλλονται ηλεκτρονικά και αυτά, πριν τη σύνταξη των &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;συμβολαίων, στο Τεχνικό Επιμελητήριο Ελλάδος και προσαρτώνται στα &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;συμβόλαια. Για την ενεργοποίηση της παραπάνω δυνατότητας εκδίδεται &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;διαπιστωτική απόφαση του προέδρου του Τεχνικού Επιμελητηρίου Ελλάδος. &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Οι διατάξεις του άρθρου 27 παράγραφος 1 του ν. 4014/2011 εφαρμόζονται &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;και για κάθε αυθαίρετη κατασκευή ή χρήση, που δεν μπορεί να υπαχθεί στις &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;διατάξεις του άρθρου 24 του ν. 4014/2011.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/7018656140301763179'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/7018656140301763179'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2012/01/40302011-49-15-16.html' title='Ν.4030/2011: Άρθρο 49 Παρ. 15 και 16'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-6729607482796779555</id><published>2012-01-10T15:18:00.000+02:00</published><updated>2012-01-10T17:09:38.013+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Βεβαίωση Νομιμότητας Ακινήτων"/><title type='text'>ΒΕΒΑΙΩΣΗ ΝΟΜΙΜΟΤΗΤΑΣ ΑΚΙΝΗΤΟΥ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;Με  το νέο νόμο 4014/2011, &lt;b&gt;απαγορεύεται&lt;/b&gt; και είναι &lt;b&gt;απολύτως άκυρη&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;η &lt;b&gt;μεταβίβαση&lt;/b&gt; ή η  σύσταση εμπράγματου δικαιώματος σε ακίνητο &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;(&lt;u&gt;συμπεριλαμβανομένων των ακινήτων χωρίς κτίσμα&lt;/u&gt;)&lt;b&gt; χωρίς&lt;/b&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;font-family: Verdana,sans-serif; text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;υπεύθυνη δήλωση του  ιδιοκτήτη και&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;b&gt;βεβαίωση μηχανικού&lt;/b&gt; ότι δεν υπάρχει αυθαίρετη κατασκευή στο &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;ακίνητο και δεν έχουν εγκατασταθεί χρήσεις χωρίς άδεια.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;b&gt;τοπογραφικό διάγραμμα&lt;/b&gt; εξαρτημένο από το κρατικό σύστημα συντεταγμένων ΕΓΣΑ&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Τα ακίνητα που εξαιρούνται από την παραπάνω απαγόρευση είναι όσα αναφέρονται στο&amp;nbsp; &lt;a href=&quot;http://kostogloumnm.blogspot.com/2012/01/23-2.html&quot; target=&quot;_blank&quot;&gt;Νόμο 4014/2011 Αρ. 23 Παρ. 2&amp;nbsp; &lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Η &lt;/span&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;βεβαίωση νομιμότητας ακινήτου δίνεται από μηχανικό για κάθε:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;πώληση &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;αγορά&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;δωρεά εν ζωή&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;γονική παροχή&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;υποθήκη&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;μεταβολή εμπράγματου δικαιώματους (ψιλή κυριότητα, επικαρπία)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;σύσταση οριζοντίου και καθέτου ιδιοκτησίας&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;μεταβολή εμπράγματου δικαιώματος σε αγροτεμάχιο ή οικόπεδο.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Ο μηχανικός&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt; διενεργεί αυτοψία στο προς μεταβίβαση ακίνητο, ελέγχει την&amp;nbsp; οικοδομική άδεια και το τοπογραφικό διάγραμμα και βεβαιώνει ότι στο ακίνητο δεν υπάρχει κτίσμα ή στη διακεκριμένη αυτοτελή οριζόντια ή κάθετη ιδιοκτησία, μη συμπεριλαμβανομένων των κοινοκτήτων ή κοινοχρήστων χώρων του ακινήτου, δεν έχουν εκτελεστεί αυθαίρετες κατασκευές που να επηρεάζουν&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;τη δόμηση,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;την&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt; κάλυψη και&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;το ύψος της ιδιοκτησίας και&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;δεν έχουν εγκατασταθεί χρήσεις χωρίς άδεια, ή&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;ότι οι εκτελεσμένες αυθαίρετες κατασκευές ή οι εγκατεστημένες αυθαίρετες χρήσεις, εμπίπτουν σε μία από τις εξαιρέσεις της παραγράφου 2 ( &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;a href=&quot;http://kostogloumnm.blogspot.com/2012/01/23-2.html&quot; target=&quot;_blank&quot;&gt;Νόμο 4014/2011 Αρ. 23 Παρ. 2&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt; ) και δεν υπάγονται σε καμία από τις περιπτώσεις της παραγράφου 3 ( &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;a href=&quot;http://kostogloumnm.blogspot.com/2012/01/40142011-23-3-40302011.html&quot; target=&quot;_blank&quot;&gt;N.4014/2011: Άρθρο 23, Παρ.3 (τροποποιημένο από Ν.4030/2011)&lt;/a&gt; ).&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Οι βεβαιώσεις νομιμότητας ακινήτου ισχύουν για δύο (2) μήνες. Υποβάλλονται ηλεκτρονικά στο Τεχνικό Επιμελητήριο Ελλάδος, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;πριν τη σύνταξη των συμβολαίων &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;και λαμβάνουν μοναδικό αριθμό, που αφορά το ακίνητο. Στα συμβόλαια προσαρτάται η βεβαίωση και ο μοναδικός αριθμός του ακινήτου.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Μετά την ενεργοποίηση της δυνατότητας του πληροφοριακού συστήματος, να υποδέχεται τα τοπογραφικά διαγράμματα της προηγούμενης παραγράφου, υποβάλλονται ηλεκτρονικά και αυτά, πριν τη σύνταξη των συμβολαίων, στο Τεχνικό Επιμελητήριο Ελλάδος και προσαρτώνται στα συμβόλαια. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;ul&gt;&lt;/ul&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;DNNAlignleft&quot; id=&quot;dnn_ctr1128_ContentPane&quot;&gt;&lt;span class=&quot;Normal&quot; id=&quot;dnn_ctr1128_MMLinks_HtmlHolder&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;&lt;div&gt;&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/6729607482796779555'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/6729607482796779555'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2012/01/blog-post.html' title='ΒΕΒΑΙΩΣΗ ΝΟΜΙΜΟΤΗΤΑΣ ΑΚΙΝΗΤΟΥ'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-2818142790336806610</id><published>2012-01-10T14:59:00.000+02:00</published><updated>2012-01-10T16:07:22.972+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Νομοθεσία"/><title type='text'>Ν4014/2011:  Άρθρο23 Παρ. 2</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;2. Από τις διατάξεις της προηγούμενης παραγράφου εξαιρούνται τα ακίνητα, στα οποία έχουν εκτελεστεί αυθαίρετες κατασκευές ή έχουν εγκατασταθεί αυθαίρετες χρήσεις:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;α) που υφίστανται προ του 1955 ή&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;β) που έχουν εξαιρεθεί από την κατεδάφιση με το ν.1337/1983 (Α΄ 33) ή&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;γ) που έχουν νομιμοποιηθεί με τις διατάξεις της παρ. 5 του άρθρου 16 του ν.1337/1983 ή της παρ. 3 του άρθρου 22 του ν. 1577/1985, της παρ. 8 και παρ. 10 του άρθρου 9 του ν. 1512/1985 (Α΄4) ή&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;δ) των οποίων έχει ανασταλεί η κατεδάφιση, σύμφωνα με τις διατάξεις των άρθρων 15, 16, 17, 20 και 21 του ν. 1337/1983 (Α΄ 33), όπως ισχύουν, χωρίς όμως να έχει απορριφθεί με απόφαση του αρμοδίου κατά περίπτωση οργάνου η αίτηση για την εξαίρεση από την κατεδάφιση ή&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;ε) για τις οποίες έχει περατωθεί η διαδικασία διατήρησης κατά τις διατάξεις του ν. 3775/2009 (Α΄ 122) ή του ν. 3843/2010 (Α΄ 62) και για το χρονικό διάστημα που προβλέπεται σε αυτές ή&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;στ) για τις οποίες έχει περατωθεί η διαδικασία καταβολής του ενιαίου ειδικού προστίμου, όπως προβλέπεται στην παράγραφο 6 του επόμενου άρθρου και για το χρονικό διάστημα που προβλέπεται στον παρόντα νόμο.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/2818142790336806610'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/2818142790336806610'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2012/01/23-2.html' title='Ν4014/2011:  Άρθρο23 Παρ. 2'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-5987055841832895498</id><published>2011-11-15T11:23:00.001+02:00</published><updated>2011-11-15T11:23:38.101+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Τέλος Ακινήτων μέσω ΔΕΗ"/><title type='text'>ΔΙΟΡΘΩΣΗ ΣΤΟΙΧΕΙΩΝ ΕΙΔΙΚΟΥ ΤΕΛΟΥΣ ΑΚΙΝΗΤΩΝ ΜΕΣΩ ΔΕΗ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt; 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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;Ήρθε ο καιρός που πρέπει να ελέγξετε πόσα Τέλη πληρώνετε στο Δήμο τόσα χρόνια. Ξεθάψτε τα συμβόλαια του σπιτιού σας και κοιτάξτε τα &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;καθαρά τ.μ.&lt;/b&gt; που αναγράφονται σε αυτό. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Τα τ.μ. που αναγράφονται στο συμβόλαιο είναι λιγότερα από αυτά στο λογαριασμό της ΔΕΗ; &lt;/b&gt;Εάν ναι, τότε υπάρχει περίπτωση να πληρώνετε παραπάνω στο ΕΕΤΗΔΕ και στα Δημοτικά Τέλη. Αυτό που έχετε να κάνετε είναι να συγκεντρώσετε τα παρακάτω δικαιολογητικά και να απευθυνθείτε στο Δήμο που ανήκει το ακίνητο.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;Απαιτούμενα Δικαιολογητικά για Τροποποίηση τ.μ. στο ΔΗΜΟ&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;Σε οικίες:&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;1.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt; &lt;/span&gt;Λογαριασμός ηλεκτρικού ρεύματος της ΔΕΗ&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;2.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt; &lt;/span&gt;Συμβόλαιο ιδιοκτησίας ακινήτου &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;ή σύσταση οριζοντίου ιδιοκτησίας (για οικοπεδούχους) &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;ή πίνακα αναλογισμού &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;ή σχέδιο &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;ή βεβαίωση μηχανικού (με σφραγίδα &amp;amp; υπογραφή του)&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;3.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt; &lt;/span&gt;ΑΦΜ του ιδιοκτήτη και ταυτότητα του αιτούντος &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;4.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt; &lt;/span&gt;Η αλλαγή συντελεστού από επαγγελματικό σε οικιακό δύναται να γίνει και με αντίγραφο ενοικιαστήριου συμβολαίου κατατεθειμένου στην αρμόδια ΔΟΥ&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;Σε λοιπούς χώρους (επαγγελματική χρήση):&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;1.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt; &lt;/span&gt;Αίτηση εμβαδομετρήσεως ακινήτου&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;2.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt; &lt;/span&gt;Λογαριασμός ηλεκτρικού ρεύματος της ΔΕΗ&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;3.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt; &lt;/span&gt;Συμβόλαιο ιδιοκτησίας ακινήτου &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;ή σύσταση οριζοντίου ιδιοκτησίας (για οικοπεδούχους) &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;ή πίνακα αναλογισμού &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;ή σχέδιο &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;ή βεβαίωση μηχανικού (με σφραγίδα &amp;amp; υπογραφή του)&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;4.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt; &lt;/span&gt;ΑΦΜ του ιδιοκτήτη και ταυτότητα του αιτούντος&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 115%;&quot;&gt;ΣΗΜΕΙΑ ΠΟΥ ΠΡΕΠΕΙ ΝΑ ΠΡΟΣΕΞΕΤΕ&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Για το ΕΕΤΗΔΕ:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;ol start=&quot;1&quot; style=&quot;margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Τα      νέα τροποποιημένα στοιχεία &lt;u&gt;ΔΕΝ&lt;/u&gt; θα ληφθούν υπόψη για τον υπολογισμό      του ΕΕΤΗΔΕ για το έτος 2011. Το ΕΕΤΗΔΕ του 2011 υπολογίζετε με τα στοιχεία      που ήταν καταχωρημένα στις 17/09/2011. Όμως για το 2012 το ΕΕΤΗΔΕ θα      υπολογιστεί µε τα νέα στοιχεία.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Για τα Δημοτικά Τέλη:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;ol start=&quot;2&quot; style=&quot;margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Σε      περίπτωση μείωσης των τ.μ. τα &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;επιπλέον      εισπραχθέντα&lt;/b&gt; ΔΗΜΟΤΙΚΑ ΤΕΛΗ (όχι το ΕΕΤΗΔΕ) &lt;u&gt;επιστρέφονται μόνο      εφόσον για τον λανθασμένο υπολογισμό τους προκύπτει ευθύνη του δήμου ή της      ΔΕΗ&lt;/u&gt;. Η διαδικασία επιστροφής δρομολογείται με την κατάθεση σχετικής      αιτήσεως.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;ol start=&quot;3&quot; style=&quot;margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;«Αξιώσεις      επιστροφής αχρεωστήτως καταβληθέντων υπέρ δήμων και κοινοτήτων φόρων,      τελών, δικαιωμάτων κ.λ.π. &lt;u&gt;παραγράφονται μετά τριετίαν από του τέλους      του έτους καθ’ο εγένετο η καταβολή&lt;/u&gt;» (άρθρο 26 παρ.1 του Ν.318/1969). &lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;ol start=&quot;4&quot; style=&quot;margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Σε      περίπτωση &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;αύξησης των τ.μ.&lt;/b&gt;, για      τη διαφορά των μεταξύ του πραγματικού εμβαδού του ακινήτου και του      δηλωθέντος στη ΔΕΗ, και σε περίπτωση αλλαγής&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;συντελεστή τελών καθαριότητας-φωτισμού      από οικιακό σε επαγγελματικό απαιτείται τακτοποίηση της οφειλής που      προκύπτει:&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -14.2pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;α) με οίκοθεν βεβαίωση με την έκδοση βεβαιωτικού σημειώματος από τον Δήμο και την εξόφλησή του αυθημερόν στην ταμειακή υπηρεσία του Δήμου είτε &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -14.2pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;β) με την έκδοση αποφάσεων δημάρχου επιβολής προστίμου και την επίδοσή τους στον υπόχρεο δημότη από το αρμόδιο τμήμα&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -14.2pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Μετά την επίδοση των αποφάσεων δημάρχου επιβολής προστίμου ή μετά την έκδοση διπλοτύπου είσπραξης από την ταμειακή υπηρεσία, μέσα σε χρονικό διάστημα (60) εξήντα ημερών&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;ο πολίτης έχει δικαίωμα άσκησης προσφυγής-αίτησης συμβιβασμού ενώπιον των Διοικητικών Δικαστηρίων. Αρμόδιο τμήμα για την παραλαβή των προσφυγών είναι το τμήμα Φορολογικών Διαφορών &amp;amp; Αμφισβητήσεων.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/5987055841832895498'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/5987055841832895498'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2011/11/blog-post_15.html' title='ΔΙΟΡΘΩΣΗ ΣΤΟΙΧΕΙΩΝ ΕΙΔΙΚΟΥ ΤΕΛΟΥΣ ΑΚΙΝΗΤΩΝ ΜΕΣΩ ΔΕΗ'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-4650099447023928578</id><published>2011-11-08T01:16:00.000+02:00</published><updated>2012-01-10T16:05:03.602+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Θέρμανση"/><title type='text'>ΩΡΟΜΕΤΡΗΣΗ, ΘΕΡΜΙΔΟΜΕΤΡΗΣΗ Ή ΟΓΚΟΜΕΤΡΗΣΗ;</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Η μέτρηση και η κατανομή δαπανών με τη μέθοδο της ωρομέτρησης είναι η φθηνότερη σαν εγκατάσταση, αλλά όχι και η πιο ακριβής. &lt;b&gt;Η πιο ενδεδειγμένη μέθοδος είναι η θερμιδομέτρηση.&lt;/b&gt; Τι πραγματικά συμβαίνει και η μία μέθοδος διαφέρει από την άλλη;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Εάν σε ένα διαμέρισμα κλείσουμε όλα τα θερμαντικά σώματα και αφήσουμε μόνο ένα, τότε ο ωρομετρητής θα καταγράψει τις ώρες λειτουργίας της θέρμανσης σαν να λειτουργεί ολόκληρη η εγκατάσταση (σαν να μην είχαν κλείσει τα υπόλοιπα καλοριφέρ). Ο θερμιδομετρητής αντίστοιχα θα μετρήσει τις θερμίδες που έκαψε το καλοριφέρ που έμεινε ανοιχτό και ο ογκομετρητής θα μετρήσει τον όγκο του νερού που κινήθηκε προς αυτό. Ιδιαίτερα εάν το διαμέρισμα βρίσκεται στον πρώτο όροφο, ο ογκομετρητής θα καταγράψει μεγαλύτερη παροχή νερού από το αντίστοιχο διαμέρισμα του 6&lt;sup&gt;ου&lt;/sup&gt;, διότι υπάρχει “ευκολότερη ροή” νερού στα χαμηλά διαμερίσματα. &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Αποδεικνύεται λοιπόν ότι η πιο αξιόπιστη και οικονομική μέθοδος είναι η θερμιδομέτρηση.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Όσοι διαθέτουν θερμοστάτη στο διαμέρισμα τους καλό είναι να ρυθμίζουν τη θερμοκρασία μεταξύ 18 και 22°&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;C&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;. Ανάμεσα σε αυτές τις θερμοκρασίες αισθανόμαστε θερμική άνεση στο χώρο. Επίσης όταν υπάρχουν ανοιχτά φώτα στο χώρο (π.χ. σε γραφεία, μαγαζιά ή σε ώρες πλήρους φωτοχυσίας στο σπίτι) ανεβάζουμε τη θερμοκρασία μέχρι και 2°&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;C&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;. Το ίδιο συμβαίνει όταν υπάρχει και συνωστισμός ή έντονη κινητικότητα (π.χ. σε γυμναστήρια).&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Tips&lt;/span&gt;&lt;/u&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/u&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Εξοικονόμησης ενέργειας στη θέρμανση.&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;1)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Ρυθμίστε το θερμοστάτη του διαμερίσματός σας στους 19°&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;C&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;2)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Μην ανοίγετε τα παράθυρα, και στη βορεινή πλευρά κλέιστε τα παντζούρια.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;3)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Μην αερίζετε το σπίτι το πρωϊ. Ανοίξτε τα παράθυρα το μεσημέρι, γιατί είναι η πιο ζεστή ώρα της ημέρας και θα “χάσετε” λιγότερη θερμότητα.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;4)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Όταν ανοίγετε για να ανανεώσετε τον αέρα μην αφήνετε τη θέρμανση ανοιχτή.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;5)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Στις παλιές οικοδομές με κεντρική θέρμανση χωρίς θερμοστάτη σε κάθε διαμέρισμα, παρατηρείται το φαινόμενο ότι τα κάτω διαμερίσματα κάνουν σάουνα και τα πάνω όσο και να προσπαθούν δεν ζεσταίνονται με τίποτα. Για να εξισορροπηθεί η κατάσταση κλείστε κάποια καλοριφέρ στα χαμηλά διαμερίσματα για να βοηθήσετε τους επάνω ορόφους. Δε θα αυξηθούν τα κοινόχρηστά σας και θα βοηθήσετε την ομοιόμορφη κατανομή θερμότητας στην πολυκατοικία.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;6)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Κλείστε ή επιδιορθώστε όλες τις χαραμάδες περιμετρικά των παραθύρων σας.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;7)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Βάλτε αεροστόπ στις εξώπορτες.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;8)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Μη χρησιμοποιείται ηλεκτρικά θερμαντικά σώματα, ανεβάζουν το λογαριασμό της ΔΕΗ. Καλύτερα να ανάψετε το τζάκι.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;9)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Κάντε συντήρηση το λέβητά σας κάθε χρόνο.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;10)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Μη γυρνάτε στο σπίτι με το τιραντάκι, βοηθήστε λίγο την κατάσταση!&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;11)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Η πιο αποτελεσματική μέθοδος είναι να αντικαταστήσετε τα παλιά σας κουφώματα με συνθετικά ή αλουμινίου με θερμοδιακοπή και να βάλετε διπλά ενεργειακά τζάμια. Εξοικονομείτε μέχρι και 30% ενέργεια για θέρμανση.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;12)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Μονώστε τους εξωτερικούς τοίχους του σπιτιού σας. Εξοικονομείτε μέχρι και 30% ενέργεια για θέρμανση. Εάν δεν μπορείτε να μονώσετε όλο το σπίτι ενισχύστε τη βορεινή του πλευρά.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;13)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Να θυμάστε ότι το φυσικό αέριο είναι πάντα 30% πιο φθηνό από το πετρέλαιο.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;14)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Κλείστε με τζάμι τη νότια πλευρά του σπιτιού σας. Θα λειτουργήσει σαν θερμοκήπιο.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;15)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Απαλλαγείτε από το πετρέλαιο και αυτονομηθείτε.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/4650099447023928578'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/4650099447023928578'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2011/11/blog-post_07.html' title='ΩΡΟΜΕΤΡΗΣΗ, ΘΕΡΜΙΔΟΜΕΤΡΗΣΗ Ή ΟΓΚΟΜΕΤΡΗΣΗ;'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-7109205656974288298</id><published>2011-11-03T22:20:00.000+02:00</published><updated>2011-11-03T22:58:11.706+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Νομιμοποίηση αυθαιρέτων"/><title type='text'>ΠΟΣΟΣΤΟ ΕΞ’ ΑΔΙΑΙΡΕΤΟΥ ΣΕ ΑΓΡΟΤΕΜΑΧΙΟ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Η περίπτωση αυθαίρετης κατασκευής σε αγροτεμάχιο εκτός σχεδίου στο οποίο έχετε ποσοστό ιδιοκτησίας είναι από τις πιο δύσκολες και ασαφείς για το νόμο 4014/2011 περιπτώσεις. Ο λόγος είναι ότι κινδυνεύετε να πληρώσετε μεγάλα ποσά σε ένα πρόστιμο που τελικά δεν σας εξασφαλίζει επαρκώς. &lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Συγκεκριμένα ένα αγροτεμάχιο εκτός σχεδίου πόλεως με έκταση μικρότερη των 4στρεμμάτων δεν μπορεί να χτιστεί. Πόσο μάλλον όταν έχετε ποσοστό από αυτό. Για μεγαλύτερα αγροτεμάχια στα οποία κατέχεται ποσοστό, μπορείτε να κτίσετε εάν έχει συσταθεί οριζόντια ή κάθετη ιδιοκτησία, η οποία θα ορίσει τι σας ανήκει σε τετραγωνικά και σε πιο σημείο του αγροτεμαχίου. Εάν δεν υπάρχει η σύσταση ιδιοκτησίας δεν έχετε δικαίωμα να περιφράξετε το χώρο σας (τα τ.μ. που αντιστοιχούν στο ποσοστό σας) χωρίς την άδεια των υπολοίπων. &lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Το θέμα ξεφεύγει από τη δικαιοδοσία σας, και των υπολοίπων συνιδιοκτητών, όταν το αγροτεμάχιο είναι δίπλα ή μέσα σε ρέμα, φλερτάρει με τον αιγιαλό και δεν έχουν κρατηθεί οι απαραίτητες αποστάσεις από τα κτίσματα. Κινδυνεύετε να χάσετε τ.μ. από το ποσοστό σας, όταν θα έρθει το σχέδιο πόλης και θα χρησιμοποιήσει μέτρα για κοινόχρηστους χώρους ή θα κόψει μέτρα λόγω αιγιαλού και ρέματος. &lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Τα προβλήματα που αντιστοιχούν στο πρόστιμο είναι ότι νομιμοποιείτε το ακίνητο, αλλά όχι τη γη. Νομιμοποιείται ένα κτίσμα που θα μπορείτε να το μεταβιβάσετε, αλλά δε θα μπορείτε να μεταβιβάσετε το ποσοστό γης επί του αγροτεμαχίου, γιατί υπάρχουν σε αυτό και άλλες αυθαίρετες κατασκευές (των υπολοίπων).&lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Επίσης χρειάζεται τοπογραφικό ολόκληρου του αγροτεμαχίου. Αυτό σημαίνει ότι όσα κτίσματα υπάρχουν σήμερα στο αγροτεμάχιο θα καταγραφούν. Οι συνιδιοκτήτες στο αγροτεμάχιο ΔΕΝ έχουν το δικαίωμα (βάσει Νόμου 4014/2011) να σας απαγορεύσουν να εμφανίσετε το σπίτι τους. Αποτέλεσμα αυτού είναι να καταγραφούν τα πάντα και να φαίνονται τα πάντα σε μία ψηφιακή βάση στο ΥΠΕΚΑ. Κανείς δε θα κρυφτεί. Αργά ή γρήγορα θα έρθει ένα κλιμάκιο ελέγχου και θα δώσει πρόστιμο σε όσους δεν εντάχθηκαν στο νόμο 4014/2011. Εσείς επιλέγετε εάν θα το ρισκάρετε.&lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Όσο για την εφορεία οι αλλαγές στα τ.μ. θα πρέπει να δηλωθούν και εκεί με ότι συνεπάγεται αυτό για το φόρο ή τα τέλη που σας αναλογούν. Ωστόσο αυτή η «δήλωση» μπορεί για την ώρα να περιμένει, ένα-ένα τα προβλήματα.&lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Λύση: Όσοι ανήκετε σε αυτή την περίπτωση περιμένετε και μη βιαστείτε για την τακτοποίηση. Το υπουργείο θα ενημερώσει τι θα γίνει με αυτές τις ειδικές περιπτώσεις και εμείς θα ενημερώσουμε εσάς. Επίσης ενημερωθείτε για τους υπόλοιπους συγκύριους στο αγροτεμάχιο. Συγκεντρώστε όλα τα δικαιολογητικά που χρειάζονται (βλέπε &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://kostogloumnm.blogspot.com/2011/09/blog-post_7957.html&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Δικαιολογητικά που θα προσκομίσετε στον μηχανικό&lt;/a&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt; στο ίσιο BLOG) ή όσα περισσότερα μπορείτε να βρείτε, για να μας δώσετε μία ολοκληρωμένη εικόνα του ακινήτου σας. Μην εμπιστεύεστε εύκολα όσους σας τάζουν πολλά με λίγα χρήματα, το φθηνό εμπεριέχει δικό σας τρέξιμο και παραπάνω κόστος.&lt;/span&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: Verdana,sans-serif;&quot; /&gt; &lt;/span&gt; &lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/7109205656974288298'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/7109205656974288298'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2011/11/blog-post.html' title='ΠΟΣΟΣΤΟ ΕΞ’ ΑΔΙΑΙΡΕΤΟΥ ΣΕ ΑΓΡΟΤΕΜΑΧΙΟ'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-5405712187767101059</id><published>2011-10-26T00:26:00.000+03:00</published><updated>2011-11-08T22:32:26.137+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Τέλος Ακινήτων μέσω ΔΕΗ"/><title type='text'>Τέλος Ακινήτων μέσω ΔΕΗ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Υπολογισμός Ειδικού Τέλους Ακινήτων μέσω λογαριασμού ΔΕΗ&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Το Έκτακτο Ειδικό Τέλος Ηλεκτροδοτούμενων Δομημένων Επιφανειών (Ε.Ε.Τ.Η.Δ.Ε.) υπολογίζεται με βάση της τιμής ζώνης του ακινήτου, η οποία αναγράφεται στο λογαριασμό της ΔΕΗ, τα τετραγωνικά της δομημένης επιφάνειας, του συντελεστή ειδικού τέλους και του συντελεστή παλαιότητας:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border: solid windowtext 1.0pt; margin-left: 0cm; margin-right: -9.95pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1.0pt 4.0pt 1.0pt 4.0pt;&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;τ.μ. ακινήτου&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;x&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;Συντ. ειδ. τέλους (πίνακας 1) &lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt;x&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9pt; line-height: 115%;&quot;&gt; Συντ. Παλαιότητας (πίνακας 2)&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Η τιμή ζώνης αναγράφεται στο λογαριασμό της ΔΕΗ και στο ΕΤΑΚ (Ειδικό Τέλος Ακίνητης Περιουσίας). &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Στην περίπτωση που &lt;u&gt;δεν υπάρχει το εμβαδόν του ακινήτου&lt;/u&gt;, το ειδικό τέλος υπολογίζεται, με βάση τα τετραγωνικά μέτρα που ελήφθησαν υπόψη για τον υπολογισμό των δημοτικών τελών.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; width: 577px;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;height: 15.4pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;   &lt;td colspan=&quot;2&quot; style=&quot;height: 15.4pt; padding: 0cm 0cm 0cm 0cm; width: 432.75pt;&quot; width=&quot;577&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;b&gt;ΠΙΝΑΚΑΣ 1:&amp;nbsp; &lt;/b&gt;Συντελεστής   Ειδικού Τέλους&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Συντελεστής   ειδικού τέλους (ευρώ/τ.μ.)&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Τιμή   ζώνης &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;0,5&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Πολύτεκνοι   και ανάπηροι με ακίνητα που ιδιοχρησιμοποιούν σε περιοχές με τιμή ζώνης από 0-3.000€&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;3&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;μέχρι   500 ευρώ&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;4&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;501 -   1.000 ευρώ&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;5&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;1.001 -   1.500 ευρώ&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;6&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;1.501   -2.000 ευρώ&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;8&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;2.001 -   2.500 ευρώ&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;10&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;2.501 -   3.000 ευρώ&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;12&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;3.001 -   4.000 ευρώ&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 10;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;14&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;4.001 -   5.000 ευρώ&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 11; mso-yfti-lastrow: yes;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;16&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 302.35pt;&quot; width=&quot;403&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;άνω των   5.001 ευρώ&lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;height: 15.4pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;   &lt;td colspan=&quot;2&quot; style=&quot;height: 15.4pt; padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;div style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;b&gt;ΠΙΝΑΚΑΣ 2:&amp;nbsp; &lt;/b&gt;Συντελεστής   Παλαιότητας&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Παλαιότητα&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Συντελεστής&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;μέχρι   και 26 έτη&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;25 μέχρι   και 20 έτη&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;1,05&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;19 μέχρι   και 15&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;1,10&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;14 μέχρι   και 10&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;1,15&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;9 μέχρι   και 5&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;1,20&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;4 έως 0&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;1,25&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 8; mso-yfti-lastrow: yes;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Ανεξαρτήτως   παλαιότητας προκειμένου για ακίνητα ιδιοκτησίας πολύτεκνων και αναπήρων που   ιδιοχρησιμοποιούν σε περιοχές με τιμή ζώνης από 0 - 3.000€&lt;/span&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Ειδικά για τα ακίνητα για τα οποία &lt;u&gt;δεν έχει καθοριστεί τιμή ζώνης&lt;/u&gt;, το Ε.Ε.Τ.Η.Δ.Ε. υπολογίζεται με πολλαπλασιασμό των τετραγωνικών μέτρων του ακινήτου επί συντελεστή τρία (3).&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1.0pt 4.0pt 1.0pt 4.0pt;&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Τετραγωνικά μέτρα ακινήτου&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;x&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;3&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Ειδικές περιπτώσεις μειωμένου Ε.Ε.Τ.Η.Δ.Ε.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Για πολύτεκνους με οικογενειακό εισόδημα μέχρι 30.000€, και σε πρόσωπο που είναι το ίδιο ανάπηρο ή πρόσωπο που το βαρύνει φορολογικά κάποιο άτομο με αναπηρία, το ειδικό τέλος ισούται με 0,5 ευρώ ανά τετραγωνικό μέτρο, ανεξάρτητα από την τιμή ζώνης και την παλαιότητα του ακινήτου.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1.0pt 4.0pt 1.0pt 4.0pt;&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; tab-stops: 164.85pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;0,5 €&amp;nbsp; &lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;x&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;&amp;nbsp;τ.μ. ακινήτου&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Ποια ακίνητα απαλλάσσονται από το Ε.Ε.Τ.Η.Δ.Ε.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Δεν πληρώνεται ΕΕΤΗΔΕ για ακίνητο που ιδιοκατοικείται και ανήκει κατά κυριότητα ή επικαρπία&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;σε μακροχρόνια άνεργο, εγγεγραμμένο στα μητρώα του ΟΑΕΔ &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;ή στους καταλόγους προσφερομένων προς εργασία του Γραφείου Ευρέσεως Ναυτικής Εργασίας και των παραρτημάτων του &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;ή του λογαριασμού ανεργίας προσωπικού ημερήσιων εφημερίδων Αθηνών και Θεσσαλονίκης &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;ή του λογαριασμού ανεργίας τεχνικών τύπου Αθηνών και Θεσσαλονίκης&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;καθώς και άνεργο που επιδοτήθηκε λόγω τακτικής επιδότησης από τους παραπάνω φορείς και λογαριασμούς κατά τους έξι (6) τουλάχιστον από τους δώδεκα (12) μήνες που προηγούνται κάθε φορά της ημερολογιακής βάσης υπολογισμού του τέλους.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Η απαλλαγή δεν παρέχεται εφόσον:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;το οικογενειακό εισόδημα κατά το προηγούμενο έτος, του έτους επιβολής του τέλους, υπερβαίνει το ποσό των 12.000 ευρώ, το οποίο προσαυξάνεται κατά 4.000 ευρώ για κάθε προστατευόμενο τέκνο.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;η αξία της ακίνητης περιουσίας του δικαιούχου, με βάση τα στοιχεία ακινήτων του έτους 2008, υπερβαίνει τις 150.000 ευρώ, η οποία προσαυξάνεται κατά 10.000 ευρώ για κάθε προστατευόμενο τέκνο, ή&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;το ιδιοκατοικούμενο ακίνητο βρίσκεται σε ζώνη με τιμή άνω των 3.000 ευρώ, καθώς και&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;το ακίνητο είναι μεγαλύτερο από 120 τ. μ. εμβαδόν, το οποίο προσαυξάνεται κατά 20 τ.μ. για κάθε προστατευόμενο τέκνο και μέχρι τα 200 τ.μ..&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Σε ποιά ακίνητα δεν επιβάλλεται το Ε.Ε.Τ.Η.Δ.Ε.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Στο ειδικό τέλος δεν επιβάλλεται:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;στα ακίνητα που ανήκουν στο Ελληνικό Δημόσιο, στα Ν.Π.Δ.Δ., στους Ο.Τ.Α. και τις δημοτικές επιχειρήσεις&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;στα ακίνητα που χρησιμοποιούνται για να επιτελείται λατρευτικό, εκπαιδευτικό, θρησκευτικό και κοινωφελές έργο &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;στα ακίνητα που χρησιμοποιούνται αποκλειστικά για την εκπλήρωση των θρησκευτικών, εκκλησιαστικών, φιλανθρωπικών, εκπαιδευτικών, καλλιτεχνικών ή κοινωφελών σκοπών,&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;στις αθλητικές εγκαταστάσεις &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;στις πρεσβείες και τα προξενεία &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;στους κοινόχρηστους χώρους πολυκατοικιών και ξενοδοχειακών καταλυμάτων&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;στα διατηρητέα που δεν ιδιοχρησιμοποιούνται ή δεν αποφέρουν εισόδημα&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;στα ιστορικά και αρχαιολογικά &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;στα ακίνητα που έχουν αποκλειστικά γεωργική ή κτηνοτροφική ή βιοτεχνική ή βιομηχανική χρήση.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Για πόσα έτη θα πληρώσουμε το Ε.Ε.Τ.Η.Δ.Ε.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Το τέλος θα πληρωθεί για το έτος 2011 και για το έτος 2012. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Το τέλος του έτους &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;2011&lt;/b&gt; βαρύνει όποιον ήταν κύριος, ή επικαρπωτής του ακινήτου τη 17/09/2011. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Για το έτος &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;2012&lt;/b&gt; το τέλος καταβάλλεται από τον κύριο ή επικαρπωτή του ακινήτου κατά την 28/04/2012. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Σε περίπτωση συνιδιοκτησίας το ποσό του τέλους υπολογίζεται κατά το λόγο της μερίδας κάθε συνιδιοκτήτη.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraph&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Σε πόσες δόσεις θα πληρωθεί το Ε.Ε.Τ.Η.Δ.Ε.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;&amp;nbsp;Το ειδικό τέλος θα καταβληθεί:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;για το έτος 2011 σε δύο (2) ισόποσες δόσεις που εκδίδονται από τον Οκτώβριο του τρέχοντος έτους μέχρι τον Ιανουάριο του 2012. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol; font-size: 10pt; line-height: 115%;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;για το 2012 σε τέσσερις ισόποσες δόσεις από τον Μάιο μέχρι τον Δεκέμβριο 2012.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.85pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Υπάρχουν κυρώσεις εάν δεν καταβληθεί το τέλος;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Αν δεν καταβληθεί το τέλος, η Δ.Ε.Η. διακόπτει την παροχή του ρεύματος και δεν το επαναχορηγεί μέχρι να εξοφληθεί το οφειλόμενο τέλος. Αν δεν ζητηθεί η επαναχορήγηση του ηλεκτρικού ρεύματος, η Δ.Ε.Η., αφού διαγράψει τον υπόχρεο καταναλωτή, γνωστοποιεί τη διαγραφή στο Ελληνικό Δημόσιο, ώστε να μεριμνήσει για την είσπραξη του οφειλόμενου τέλους, σύμφωνα με τις διατάξεις του Κώδικα για την Είσπραξη Δημοσίων Εσόδων (Κ.Ε.Δ.Ε.). &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;&quot;&gt;Αν δεν εξοφληθεί προηγουμένως το ειδικό τέλος του παρόντος άρθρου, δεν επιτρέπεται η αλλαγή προμηθευτή ηλεκτρικού ρεύματος. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/5405712187767101059'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/5405712187767101059'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2011/10/blog-post.html' title='Τέλος Ακινήτων μέσω ΔΕΗ'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-612943730104800377</id><published>2011-09-30T23:16:00.001+03:00</published><updated>2011-10-04T20:50:30.967+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Νομιμοποίηση αυθαιρέτων"/><title type='text'>Δικαιολογητικά που θα προσκομίσετε στον μηχανικό</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Κανονικός πίνακας&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 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:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0.0001pt 18pt; text-align: justify;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
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&lt;/div&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Προσωπικά στοιχεία: ΑΦΜ, ΔΟΥ (απαραίτητο)&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Συμβόλαιο (απαραίτητο) &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Αντίγραφο Ε9 (απαραίτητο)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Φορολογική Δήλωση (οικονομικού έτους 2011) (απαραίτητο) &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Οικοδομική άδεια (εάν υπάρχει)&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Στέλεχος αδείας&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Αρχιτεκτονικά σχέδια&lt;/span&gt;&lt;/li&gt;
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&lt;/ul&gt;&lt;/ul&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;/ul&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EL;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Έτος ανέγερσης αυθαιρέτου:&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;ΙΚΑ&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Έκθεση αυτοψίας από πολεοδομία&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Βεβαίωση Δημάρχου για Ηλεκτροδότηση αυθαίρετης κατασκευής (Ν. 3212/03)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Τιμολόγια αγοράς υλικών&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Συμφωνητικό με εργολάβο (κατασκευαστή κτιρίου)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Πρόστιμα ανέγερσης – διατήρησης:&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Απόδειξη πληρωμής προστίμων μέχρι σήμερα στην εφορία&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Βεβαίωση πληρωμής από εφορία&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Πιστοποιητικά νομιμότητας τμήματος του κτιρίου:&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Προϋφιστάμενο του 1955 (Βεβαίωση Δημάρχου)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Νόμος 1337/83 (Νόμος Τρίτση)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Νόμος 1577/85, άρθρο 22, παράγραφος 3&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Νόμος 1512/85, άρθρο 9, παράγραφος 10&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Νόμος 3775/09&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Νόμος 3843/10 (Ημιυπαίθριοι)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/612943730104800377'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/612943730104800377'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2011/09/blog-post_7957.html' title='Δικαιολογητικά που θα προσκομίσετε στον μηχανικό'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-4867368213523800373</id><published>2011-09-30T12:24:00.000+03:00</published><updated>2011-09-30T22:31:20.779+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Νομιμοποίηση αυθαιρέτων"/><title type='text'>Κύρια και μοναδική κατοικία</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Κύρια και μοναδική κατοικία&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Κατά το νόμο των αυθαιρέτων &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;N&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;.4014/2011 ΔΕΝ λαμβάνεται υπόψη ο μειωτικός συντελεστής της κύριας και μοναδικής κατοικίας όταν συντρέχουν τα παρακάτω:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 39.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Ο ιδιοκτήτης ή ο σύζυγος ή οποιοδήποτε από τα ανήλικα τέκνα αυτού&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 39.4pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 75.4pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;o&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;έχει δικαίωμα πλήρους κυριότητας ή επικαρπίας ή οίκησης σε κατοικία ή σε ιδανικό μερίδιο αυτής που πληροί τις στεγαστικές ανάγκες της οικογένειάς του &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 75.4pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;o&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;έχει δικαίωμα πλήρους κυριότητας σε οικόπεδο οικοδομήσιμο ή σε ιδανικό μερίδιο οικοπέδου στο οποίο αντιστοιχεί εμβαδόν κτίσματος που πληροί τις στεγαστικές του ανάγκες και βρίσκονται σε δημοτικό ή κοινοτικό διαμέρισμα με πληθυσμό άνω των τριών χιλιάδων (3.000).&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 75.4pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 3.4pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Ένα ακίνητο &lt;u&gt;πληροί τις στεγαστικές ανάγκες&lt;/u&gt;, εφόσον το άθροισμα της συνολικής επιφάνειας που αντιστοιχεί στον δικαιούχο υπερβαίνει τα εβδομήντα (70) τ.μ.. Η επιφάνεια αυτή προσαυξάνεται κατά: &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 39.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;τριάντα (30) τ.μ. για μέχρι δύο τέκνα και κατά &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 39.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;είκοσι (20) τ.μ. για πάνω από δύο τέκνα, που βαρύνουν τον υπόχρεο ή τον άλλο σύζυγο.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/4867368213523800373'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/4867368213523800373'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2011/09/blog-post_30.html' title='Κύρια και μοναδική κατοικία'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4902273650848670861.post-6859451683371693696</id><published>2011-09-30T09:08:00.000+03:00</published><updated>2011-10-03T13:56:13.939+03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Νομιμοποίηση αυθαιρέτων"/><title type='text'>Απαντήσεις για τη νομιμοποίηση αυθαιρέτων</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;1. Τι πραγματεύεται ο νέος νόμος περί ρυθμίσεως αυθαιρέτων (Ν. 4014/2011);&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Σύμφωνα με τον νεοσύστατο νόμο περί ρυθμίσεως αυθαιρέτων (Ν. 4014/2011) απαγορεύεται η μεταβίβαση και η σύσταση εμπράγματου δικαιώματος σε ακίνητο, στο οποίο έχει εκτελεστεί αυθαίρετη κατασκευή ή αλλαγή χρήσης&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;. Αυτό μεταφράζεται στο ότι για κάθε πώληση, ενοικίαση, δωρεά, διαθήκη, μεταβίβαση ακινήτου είναι υποχρεωτική η τεχνική έκθεση μηχανικού, με την οποία θα βεβαιώνεται η νομιμότητα του. Έμμεσα λοιπόν η νομιμοποίηση είναι υποχρεωτική, διότι αν δεν γίνει κινδυνεύουμε να επιβαρυνθούμε με έξτρα πρόστιμα.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;2.Τι όφελος έχω εάν νομιμοποιήσω το αυθαίρετό μου;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Το νέο νομοσχέδιο δίνει την ευκαιρία στους ιδιοκτήτες των ακινήτων χωρίς οικοδομική άδεια, ή με υπέρβαση των όρων δόμησης να “νοικοκυρέψουν” την περιουσία τους και να δώσουν επιπλέον αξία σε αυτήν. Η τακτοποίηση-νομιμοποίηση ισχύει για 30 χρόνια. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;3.Γιατί να το νομιμοποιήσω; Τζάμπα έξοδα… &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Ένα ακίνητο που παραβαίνει τους όρους δόμησης, και είναι γραμμένο στο όνομα μας, και πρόκειται να μεταβιβαστεί (με δωρεά, πώληση, κληρονομιά) στα παιδιά μας ή σε κάποιον ξένο, χρειάζεται νέα συμβόλαια &lt;u&gt;και βεβαίωση Μηχανικού ότι δεν φέρει παρανομίες&lt;/u&gt;. Εάν δεν έχουμε κάνει τακτοποίηση του αυθαίρετου ακινήτου, τότε&amp;nbsp; θα μας ζητηθεί από τον συμβολαιογράφο πράξη τακτοποίησης και θα παγώσει η διαδικασία μεταβίβασης μέχρι να γίνει η τακτοποίηση. &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Σε περίπτωση που &lt;u&gt;δεν θέλουμε&lt;/u&gt; να τακτοποιήσουμε το αυθαίρετο, θα πρέπει να γνωρίζουμε ότι τα πρόστιμα που επιβάλλονται σε περίπτωση που μας ανακαλύψουν είναι:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-left: 46.85pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;A.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Πρόστιμο ανέγερσης&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; = 30% της αξίας του ακινήτου κατά το χρόνο διαπίστωσης της παράβασης (τετραγωνικά μέτρα &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;x&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; τιμή ζώνης). &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-left: 46.85pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;B.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Πρόστιμο Διατήρησης&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; = 5% της αξίας του ακινήτου, κατά το χρόνο διαπίστωσης της παράβασης (τετραγωνικά μέτρα &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;x&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; τιμή ζώνης), πολλαπλασιασμένο με τα χρόνια διατήρησης του.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-left: 46.85pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;4.Πόσο είναι το πρόστιμο για τη νομιμοποίηση;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Εξαρτάται από το είδος της αυθαιρεσίας.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Α.&amp;nbsp; Αρχικά για όλες τις περιπτώσεις&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; χρειάζεται ένα παράβολο για αυθαίρετη κατασκευή/χρήση.&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;500€ για κτίριο/χρήση μέχρι 50τ.μ. ή για κτίριο κύριας &lt;u&gt;και      μοναδικής&lt;/u&gt; κατοικίας μέχρι 100τ.μ. &lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;1.000€ για κτίριο/χρήση άνω των 50τ.μ. και μέχρι 100τ.μ. ή για κτίριο      κύριας &lt;u&gt;και μοναδικής &lt;/u&gt;κατοικίας άνω των 100τ.μ. και μέχρι 200τ.μ.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;2.000€ για κτίριο/χρήση άνω των 100τ.μ. και μέχρι 1.000τ.μ.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;4.000€ για κτίριο/χρήση άνω των 1.000τ.μ. και μέχρι 2.000τ.μ. &lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;6.000€ για κτίριο/χρήση μεγαλύτερη των 2.000τ.μ. επί ποινή      απαραδέκτου, για κάθε αυτοτελή ιδιοκτησία.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Β. Το κυρίως πρόστιμο&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; υπολογίζεται με 11 συντελεστές βαρύτητας, τους οποίους πολλαπλασιάζεται μεταξύ τους. Σε κάθε συντελεστή από τους 11 παρακάτω, διαλέγεται σε ποια περίπτωση ανήκετε και κρατάτε τον αριθμό της παρένθεσης. Εάν δεν πληρείτε τον συντελεστή απλά τον προσπερνάτε.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;1&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Χρήση      κτηρίου&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Κύρια και μοναδική κατοικία, μεταποίηση πρωτογενούς τομέα&amp;nbsp; (0,4)&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Άλλη κατοικία &lt;span&gt;&amp;nbsp;&lt;/span&gt;Τ.Ζ.      ≤1.000€ (0,5)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Άλλη κατοικία &lt;span&gt;&amp;nbsp;&lt;/span&gt;Τ.Ζ. &amp;gt;1.000€      (0,6)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;Τουρισμός,      βιομηχανία&amp;nbsp; (0,6)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;Υπηρεσίες&amp;nbsp; (0,6)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;2&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Εντός      σχεδίου ή οικισμού: &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;Ναι&amp;nbsp; (1,0)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;Όχι&amp;nbsp; (1,7)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;Πρόχειρη      κατοικία&amp;nbsp; (&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;κενό&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;3&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Οικοδομική      άδεια (χρονολογία):&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;Ναι&amp;nbsp; (1,0)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;Όχι&amp;nbsp; (2,0)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;4&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Αλλαγή      χρήσης:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;Ναι&amp;nbsp; (1,4)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;Όχι&amp;nbsp; (1,0)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;5&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Υπέρβαση      δόμησης:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 21.3pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;__________________________&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;: &lt;/span&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;τετραγωνικά κύριων χώρων&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 21.3pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;__________________________: τετραγωνικά βοηθητικών χώρων&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;lt; 50% της επιτρεπόμενης δόμησης&amp;nbsp; (1,0)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;&amp;nbsp;50 έως 100% της επιτρεπόμενης      δόμησης&amp;nbsp; (1,3)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;&amp;nbsp;100 έως 200% της επιτρεπόμενης      δόμησης&amp;nbsp; (1,6)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;gt; 200% της επιτρεπόμενης δόμησης&amp;nbsp; (1,9)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;6&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Υπέρβαση      καθ’ ύψος:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 14.2pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;__________________________: εκατοστά&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;&amp;lt; 20% του      επιτρεπόμενου ύψους&amp;nbsp; (1,2)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;&amp;gt; 20% του      επιτρεπόμενου ύψους&amp;nbsp; (1,4)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;7&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Υπέρβαση      κάλυψης:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 14.2pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;__________________________: τετραγωνικά μέτρα&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;&amp;lt; 20% της      επιτρεπόμενης κάλυψης (1,2)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;20% της επιτρεπόμενης      κάλυψης&amp;nbsp; (1,4)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;8&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Παραβίαση      πλάγιων αποστάσεων:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;&amp;lt; 20% της      υποχρεωτικής απόστασης Δ (1,2)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;&amp;gt; 20% της      υποχρεωτικής απόστασης Δ (1,4)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;9&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Κολυμβητική      Δεξαμενή (πισίνα):&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin: 0cm 0cm 0cm 14.2pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;__________________________: τετραγωνικά μέτρα&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;&amp;nbsp;εμβαδού &amp;lt;35τ.μ ή για ΑΜΕΑ ή      με πυροσβεστικό κρουνό (0,5)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;10&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Κοινωνικός      Συντελεστής:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Για κύρια και μοναδική κατοικία ΑμεΑ (&amp;gt;67%), σε συνδυασμό με      εισοδηματικά κριτήρια (έως 8.000 € ατομικό εισόδημα και έως 12.000      οικογενειακό εισόδημα)&amp;nbsp; (0,5)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;11&quot; style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;line-height: 115%;&quot;&gt;Παλαιότητα:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Αυθαίρετη Κατασκευή ή Χρήση μέχρι 31/1/1983 (0,15)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-size: small; line-height: 115%;&quot;&gt;Από 31/1/1983 έως      31/12/2003 (0,8)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Αποτέλεσμα = γινόμενο συντελεστών επιλογής (τελικός συντελεστής).&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Πρόστιμο= Τελικός συντελεστής &lt;b&gt;* &lt;/b&gt;τ.μ. υπέρβασης κάλυψης &lt;b&gt;*&lt;/b&gt;τιμή ζώνης*15%.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Προσοχή στα τ.μ. υπέρβασης κάλυψης αθροίζεται τα τ.μ. κύριων χώρων συν το 50% των τ.μ. των βοηθητικών χώρων.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Στην περίπτωση της πισίνας εάν δεν ανήκετε στα ΑΜΕΑ, τότε υπολογίζετε επιπλέον 80€/τ.μ. στο πρόστιμο.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Γ. Επιπρόσθετα &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;πληρώνετε 500€ για κάθε επιπλέον παράβαση (εκτός των παραπάνω) που θα εντοπιστεί.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Δ.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; Ειδικά για αυθαίρετες κατασκευές μικρότερες των 20τ.μ. πληρώνετε:&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; margin-top: 0cm;&quot; type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Εντός σχεδίου με Τ.Ζ.&amp;lt;2.500€ &lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;➜&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; 2.000€&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Εντός σχεδίου με Τ.Ζ.≥2.500€ &lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;➜&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; 3.000€&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Εκτός σχεδίου &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;➜&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; 1.500€&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Έκπτωση 20%&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; δίνεται εφόσον πληρωθεί το πρόστιμο εφάπαξ στην πρώτη δόση (εξαιρούνται οι αυθαίρετες κατασκευές κάτω των 20τ.μ.). &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;4.Σε πόσο καιρό πρέπει να καταβάλλω τα χρήματα;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Ο αριθμός των δόσεων καταβολής του ενιαίου ειδικού προστίμου καθορίζεται σύμφωνα με δήλωση του ενδιαφερομένου στην αίτηση του, ως εξής:&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;font-family: Verdana,sans-serif; text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;για ακίνητα κατοικίας είκοσι οχτώ (28) μηνιαίες ή δέκα (10) τριμηνιαίες δόσεις&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;για ακίνητα άλλης χρήσης τριάντα τέσσερις (34) μηνιαίες ή δώδεκα (12) τριμηνιαίες δόσεις.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-left: 36pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;5.Σε περίπτωση που καθυστερήσει μία δόση υπάρχει προσαύξηση;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Ναι. Για κάθε καθυστέρηση καταβολής επιβάλλεται προσαύξηση 1%.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;6.&lt;/span&gt;&lt;/b&gt;&lt;b&gt;Ποιά ακίνητα εξαιρούνται;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Εξαιρούνται τα ακίνητα, στα οποία έχουν εκτελεστεί αυθαίρετες κατασκευές ή έχουν εγκατασταθεί αυθαίρετες χρήσεις:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;α) που υφίστανται προ του 1955 &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;β) που έχουν εξαιρεθεί από την κατεδάφιση με το ν.1337/1983 &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;γ) που έχουν νομιμοποιηθεί με τον ν.1337/1983 ή τον ν. 1577/1985, ή τον ν. 1512/1985 &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;δ) των οποίων έχει ανασταλεί η κατεδάφιση, σύμφωνα με τον ν. 1337/1983, χωρίς όμως να έχει απορριφθεί με απόφαση του αρμοδίου κατά περίπτωση οργάνου η αίτηση για την εξαίρεση από την κατεδάφιση ή&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;ε) για τις οποίες έχει περατωθεί η διαδικασία διατήρησης κατά τις διατάξεις του ν. 3775/2009 ή του ν. 3843/2010 και για το χρονικό διάστημα που προβλέπεται σε αυτές ή&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;στ) για τις οποίες έχει περατωθεί η διαδικασία καταβολής του ενιαίου ειδικού προστίμου.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;7. Ποιες περιπτώσεις μη-νόμιμων κατασκευών δεν εμπίπτουν στις ρυθμίσεις περί αυθαιρέτων; Τι θα συμβεί με αυτές; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;∆εν ρυθμίζονται&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt; αυθαίρετες κατασκευές και χρήσεις που έχουν εκτελεστεί ή εγκατασταθεί σε δάσος, αιγιαλό, καταπατημένο χώρο, κοινόχρηστο χώρο, ζώνη ασφαλείας, δημόσιο κτήμα, αρχαιολογικό χώρο στον οποίο απαγορεύεται η δόμηση, ρέμα, κοντά σε κορυφογραμμή και σε διατηρητέο κτίριο. Οι κατασκευές αυτές παραμένουν άμεσα κατεδαφιστέες.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;8. Ως ιδιοκτήτης κάποιας μη-νόμιμης κατασκευής, τί πρέπει να κάνω αν επιθυμώ την ένταξή της στις ρυθμίσεις περί αυθαιρέτων; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Ο πολίτης απευθύνεται σε μηχανικό που έχει πρόσβαση στο ηλεκτρονικό σύστημα του ΤΕΕ. Ο μηχανικός κάνει αυτοψία, αναλαμβάνει τη συλλογή των στοιχείων που απαιτούνται για την συμπλήρωση της αίτησης υπαγωγής στη ρύθμιση και υπολογίζει το «προσωρινό πρόστιμο».&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;9. Η μη-νόμιμη κατασκευή μου είναι σε σημείο, για το οποίο εκκρεμεί απόφαση σχετικά με το αν είναι δασικό ή όχι. Μπορώ να το δηλώσω; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Verdana,sans-serif; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Ναι. Το ακίνητο μπορεί να δηλωθεί. Αν όμως προκύψει –βάσει των δασικών χαρτών- ότι βρίσκεται σε δασική έκταση, τότε αυτομάτως εξαιρείται της διαδικασίας ρύθμισης (σε όποιο στάδιο και αν βρίσκεται αυτή).&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/6859451683371693696'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4902273650848670861/posts/default/6859451683371693696'/><link rel='alternate' type='text/html' href='http://kostogloumnm.blogspot.com/2011/09/normal-0-false-false-false-el-x-none-x.html' title='Απαντήσεις για τη νομιμοποίηση αυθαιρέτων'/><author><name>ΜΝΜ</name><uri>http://www.blogger.com/profile/01245303097046636503</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='18' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij8Utl0CFI9drAFz5tMKMeKq2pe_HwOPWZ-no4cZfCZjhVLV6AX4V23-ep94hwElO9ZMoLX-Xdt58xt1L1hcdLSvveAJCSeiwqkUCf1haoQyo3x6VRituJjhnnjCBree8/s220/mini_mnm_logo_white.jpg'/></author></entry></feed>