<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@vertical+block@c0077cfa1ebc485a8d3b1833bdaa42a6" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@cb6d89e3adf342808ce7d9a5a3b13304">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@cb6d89e3adf342808ce7d9a5a3b13304" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Η γενική διαδικασία της αδειοδότησης μίας νέας επιχείρησης αποτελείται από τα ακόλουθα βήματα:</span></p>
<p style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ο ενδιαφερόμενος επενδυτής πρέπει να γνωρίζει </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">ότι δεν μπορεί να ιδρύσει την επιχείρηση του σε οποιαδήποτε περιοχή θέλει</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">, διότι η εγκατάσταση περιορίζεται από συγκεκριμένους κανόνες.</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Εφόσον ο επενδυτής έχει βεβαιωθεί ότι η συγκεκριμένη επιχείρηση την οποία θέλει να ιδρύσει, επιτρέπεται να εγκατασταθεί στην περιοχή που τον ενδιαφέρει, πρέπει να προχωρήσει στη διαδικασία της Προέγκρισης </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Χωροθέτησης</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">.</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><code><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"><br />Ο επενδυτής είναι πλέον έτοιμος να προχωρήσει στην κατάθεση των απαραίτητων δικαιολογητικών για τη χορήγηση της άδειας εγκατάστασης. Το πλήθος και το είδος των δικαιολογητικών που πρέπει να προσκομίσει στις αρμόδιες Υπηρεσίες βιομηχανίας </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">εξαρτάται</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> από: </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">το είδος και το μέγεθος της επιχείρησης, τα επιμέρους χαρακτηριστικά της περιοχής που πρόκειται να εγκατασταθεί</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> (π.χ. κοντά σε αρχαιολογικό χώρο, δασική έκταση, κοντά σε αεροδρόμιο), κ.α.</span></code></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><code><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></span></code></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: #31859c; mso-color-index: 8; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: accent5; mso-style-textfill-fill-color: #31859C; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-colortransforms: lumm=75000;">Το τελευταίο στάδιο για την αδειοδότηση της επιχείρησης / δραστηριότητας είναι η χορήγηση της άδειας λειτουργίας.</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-style: italic; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Τα δικαιολογητικά που πρέπει να προσκομίσει ο επενδυτής στην αρμόδια Υπηρεσία για να του χορηγηθεί η άδεια λειτουργίας, αποδεικνύουν ότι η εγκατάσταση έγινε σύμφωνα με τη χορηγηθείσα άδεια εγκατάστασης, ότι τα προβλεπόμενα έργα εκτελέστηκαν σύμφωνα με τις εγκριθείσες μελέτες και ότι η λειτουργία της επιχείρησης / δραστηριότητας ικανοποιεί τους περιβαλλοντικούς και άλλους όρους της άδειας εγκατάστασης.</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@vertical+block@7542f784818741449703856ed3ad8e1a" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@57d6af27efad4463b958ed12b99330d9">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@57d6af27efad4463b958ed12b99330d9" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">Το</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">είδος</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">της</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">επιχείρησης</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> το οποίο πρόκειται να ξεκινήσει ο επενδυτής (π.χ. ιχθυοτροφείο, εργαστήριο κατασκευής κοσμημάτων, ζαχαροπλαστείο), αλλά και το μέγεθος αυτής (η δυναμικότητα καθώς και η εγκατεστημένη ιπποδύναμη) προσδιορίζει τα χαρακτηριστικά της νέας επιχείρησης, όσον αφορά το </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:
Calibri;mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:#E46C0A;mso-color-index:9;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:accent6;mso-style-textfill-fill-color:
#E46C0A;mso-style-textfill-fill-alpha:100.0%;mso-style-textfill-fill-colortransforms:
lumm=75000">βαθμό της επικινδυνότητας κατά τη Λειτουργία της και της πιθανότητας δημιουργίας ατυχημάτων, τις επιπτώσεις που αυτή θα έχει στο περιβάλλον, το βαθμό στον οποίο απειλεί τη δημόσια υγεία, κ.α</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%">.</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"></span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%">Γι’ αυτό το λόγο, οι διάφορες δραστηριότητες κατατάσσονται </span><span style="font-size:16.0pt;
font-family:Calibri;mso-ascii-font-family:Calibri;mso-fareast-font-family:+mn-ea;
mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:minor-latin;mso-fareast-theme-font:
minor-fareast;mso-bidi-theme-font:minor-bidi;color:black;mso-color-index:1;
mso-font-kerning:12.0pt;language:el;font-weight:bold;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%">σε</span><span style="font-size:
16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;mso-fareast-font-family:
+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:minor-latin;mso-fareast-theme-font:
minor-fareast;mso-bidi-theme-font:minor-bidi;color:black;mso-color-index:1;
mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:
text1;mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">τρεις διαφορετικές κατηγορίες</span><span style="font-size:16.0pt;font-family:Calibri;
mso-ascii-font-family:Calibri;mso-fareast-font-family:+mn-ea;mso-bidi-font-family:
+mn-cs;mso-ascii-theme-font:minor-latin;mso-fareast-theme-font:minor-fareast;
mso-bidi-theme-font:minor-bidi;color:black;mso-color-index:1;mso-font-kerning:
12.0pt;language:el;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:
text1;mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">όχλησης (επιβάρυνσης</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">για</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">το</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">περιβάλλον)</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%">.</span></p>
<p style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@vertical+block@916d2bd4bd424444b91941cd7bb5c197" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@d71e9276949f4e23a0ecd82cd6bcd7d9">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@d71e9276949f4e23a0ecd82cd6bcd7d9" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p style="text-align: justify;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI8AAAA8CAYAAABfPelIAAAIIklEQVR4Ae2c3WsUVxjG588pxniXvdg/oH5FSaT32fVipIKKgtdtKd1EJTiWXghFiK34sdkkFOXQFjVYMaSWZIs0xHYTQyoo1CTubr6MX095Z8+ZPTM7szszJ8HgnIWX3Zlzzvu85zm/OTPJxRjQH+1ATAeMmOP0MO0ANDwagtgOaHhiW6cHang0A7EdaAnP+/fv8e7dOzvevn0LHcnyQKw9ceD9NIWHBr558wZHfini0/wDHQn1gNafOCAe5E8gPEQaDVhdXbWh+XcD0JFMD2jjIA6IB3kHCoSHKFtfX8fCwoINz/wrQEcyPSB4iAPiQd59AuGhZ5uVlRU8ffrUhmfuFaAjmR4QPMQB8UBciE9TeKrVKubm5mx4ZtcBHcn0gOAhDoiHSPDMzs7a8MysAzqS6QHBQxxEhmdmZsaG5591QEcyPSB4iIPY8Py9BuhIpgfK8EyvATqS6YEyPFOrgI5keqAMz1+rwLaNEROGYcA4zLZvjdvZvxa1KcPzaAXYrnHrTNqG57Ph7VvjdvUuTF3K8Py5ArSMRxZ20Q5gpHH6kX//m3yhaZdomS+M5koJp1MGjJSFm6H6+9e1ObV8nLmV4SmuAGHiu8MET+0W0tDfA1dDe0gN1ziec9eZUqj6XGPj6CVwjDI8E8tAuGA4ZO8+Bg4Nu8d8m62BRQsdLpd7vB7zYfxQhuePZSB0DPMH2JSFETHO75xo09/hvf0AXinD87AKhI8STtFziGGgva+Eh9X6cXchIE+RoTtVe/C1b3tGGu1ZhmGvbtFCu8hbZDiVlcakTJwqBuSvAsMFy6PBb7F8pyRdpz4FHdmnC3y3rfngqY1r0POaM08F3eGCiXbuu+1hysSFJn7IdTb7rQzPeBWIFMIYw8TJPr7AWeafo8B3KoIia6I7K5tg4rysLcylPvzhnPrXwUvjZLGx1oKogTRSHg1+3J21cF6MjanT4JHkg2seNCfRlrJQEHOMqXveuYjooqP5pbk/Hv+EToRvZXjGqkDU6OdXndhJThT9cjB0cQjc7SU447Osrl20sFPsFFmGvFRXXgAi96d2B04T/a4aSjhhX6lpuLWBsTg6Ui11r4SGga6CZ/6iLrneOLoiT8pEv1xDkaHLe05uD/lbGZ4HFSByyEZkmP94MXG/dme8iX6hL84165+ycEP0rwD9mdrt6WDBZw5B+jF0gvy50ct3Xk/N4vzO3lLdmxi6Tecn+RBUX6vzyvDcrwDRooTj8v3XMECL581xnRvr13a/wnDQ3mVMnBP6krneXE7/lIXron9F1JHG8WKjvjPGkDRobGQdv9z8nMjl0gioS/TNsAavnFojza9JXY5Hzfsow/NbGYgUg/W/uK7Jvz15zvFd4cCgX36GA/yWdmySt0/y21aG+dTD+6csXHN0RA4T55xzslYJx/ity9GgfpF15Jze3z4aIr+r1ji6rebnrSX6sTI898pA+BATSoMW5F5ZmGeAtmg5z1kJHvl87bfIY+Ks0BemZ5grj6t/ysJV0d/RFrV45yFq87RH1vHmdR9f5TusmH/gvCPrBtTvzN9dR6PHrduV4RktA2HjinSPd8ZMWmjjt6A+KVcfh6dz0Ce/GJOycEWMEecyzKcehk7SkPuXgaYaZT7GMCHXNRpDx5mrqFX+Frsv1S1ye+q0x4u2GPNr6y35eOLjq1xXiN/K8Nx9CYQKMXnDRK9nTC8HxcgwJ5c415Zj+NHVv4R6W8npf1fkl3LU6+IgdFjuXHnxr4DgmtpykgbVEUfHVb/XL1Gbic6O2gN8Z97bJ6auM780OvOeeTStyUffp78yPLdfAq2jhKPcGFqMxv4M+/kzzNHJWr6cAIqfb8uY2J8x+S5lwOgwkZO1pUUNzN9h4bI85iUg6zgavFbDp//tmDqNNQnf6t7Qvy78/QHi6l7OSf8sNdJoy1g4mvdbA1FP+G9leH5dAlqGuAI6LAwE9B8Qk+R9vumpXYX7cgz7OtwG7OhhjXkmLOwg0HqYTz0M+6jNV7+EgbyJHQIYDivp+tYaWyfYJzFX//r4OBXdCYbPe9I1f+z5BfkUXKPfGivD8/MSsBXxNYdnb34z8jPs5fBc2qJ6ax7E07nEL5wduVJMLyPoTjAcsS+UNI5MqHmrDA9bArYivpLgUc/vNlc9X9Cc4+kIeD7JlWJ6GU235m0a5kTQPMKdV4bn1hKwFfElh2dPfjPyM+zhO8/3W1RvzYOYOvy2TvDE8zKKbpS+zb1XhuenJWAr4gsOz+78ZuRn2M3hubhF9dY8iKkjwRPPy/C6F/ktcjN8VYZnZBHQkUwPlOEZWgR0JNMDZXgGFwAdyfRAGZ7rC4COZHqgDM/VBUBHMj1QhufKC0BHMj1QhueHF4COZHqgDM/Af4COZHoQG54nT57gYGHMfsETJdGRPA+6Rn4HcRDp5U7Ly8uYn5/H+Pg4GGMYGhrC4OAg8vm8jo/cA1pnWm9ad1p/4oB4CPVOQnpl6traGp4/f46pqSmMjY1hdHQUd+7c0ZEQD2i9ad1p/YkD4iHUq3TpZc2vX79GpVLBs2fP7BcaPn78GNPT0zoS4gGtN73IktafOCAeQr3Em961S5RtbGzY798tl8tYWlrC4uKijoR4QOtN607vXyYO5F2H+Ah8DzM1EmU0gO5zRB0FJdGRDA/EmtP6EwfyrtMSHupAHxqkI9kecBRcX013HldPfaAd8Dig4fEYog/DO6DhCe+V7ulxQMPjMUQfhndAwxPeK93T44CGx2OIPgzvgIYnvFe6p8cBDY/HEH0Y3oH/AeXQfnuje+oVAAAAAElFTkSuQmCC" alt="" /></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ο επενδυτής πρέπει να υποβάλει ερώτημα, αν είναι δυνατή η εγκατάσταση της επιχείρησης που θέλει να ιδρύσει στο συγκεκριμένο χώρο που τον ενδιαφέρει, στην </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Υπηρεσία</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Πολεοδομίας</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">της</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Περιφέρειας</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> που είναι αρμόδια για τη συγκεκριμένη περιοχή.</span></p>
<p style="text-align: justify;"></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: #e46c0a; mso-color-index: 9; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: accent6; mso-style-textfill-fill-color: #E46C0A; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-colortransforms: lumm=75000;">Εφόσον η απάντηση στο ερώτημα αυτό είναι θετική</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">, ο επενδυτής θα προχωρήσει στη διαδικασία </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Προέγκρισης</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Χωροθέτησης</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> με αίτηση και κατάθεση των απαιτούμενων δικαιολογητικών στην αρμόδια αρχή.</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"></span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"></span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><em><span style="font-size: 14.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Δεν</span><span style="font-size: 14.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 14.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">απαιτείται</span><span style="font-size: 14.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 14.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">προέγκριση</span><span style="font-size: 14.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 14.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">χωροθέτησης</span><span style="font-size: 14.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">, </span><span style="font-size: 14.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">σε οργανωμένους χώρους με κατάλληλη υποδομή για υποδοχή βιομηχανικών και βιοτεχνικών δραστηριοτήτων (ΒΙ. ΠΕ., ΒΙ.ΠΑ. και ΒΙΟ.ΠΑ).</span></em></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><em><span style="font-size: 14.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"></span></em></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">Η</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">χρήση</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">γης</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">σε</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">μία</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">συγκεκριμένη</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">περιοχή</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">της </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">Ελλάδος</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">καθορίζεται</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">από τα</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:
Calibri;mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">εξής</span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:
solid;mso-style-textfill-fill-themecolor:text1;mso-style-textfill-fill-color:
black;mso-style-textfill-fill-alpha:100.0%"> </span><span style="font-size:16.0pt;font-family:Calibri;mso-ascii-font-family:Calibri;
mso-fareast-font-family:+mn-ea;mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:
minor-latin;mso-fareast-theme-font:minor-fareast;mso-bidi-theme-font:minor-bidi;
color:black;mso-color-index:1;mso-font-kerning:12.0pt;language:el;font-weight:
bold;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:text1;
mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">στοιχεία:</span></p>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size:16.0pt">-</span><span style="font-size:16.0pt;
font-family:Calibri;mso-ascii-font-family:Calibri;mso-fareast-font-family:+mn-ea;
mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:minor-latin;mso-fareast-theme-font:
minor-fareast;mso-bidi-theme-font:minor-bidi;color:black;mso-color-index:1;
mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:
text1;mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">Το Γενικό Πολεοδομικό Σχέδιο, εντός των ορίων των δήμων</span></div>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"></p>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size:16.0pt">-</span><span style="font-size:16.0pt;
font-family:Calibri;mso-ascii-font-family:Calibri;mso-fareast-font-family:+mn-ea;
mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:minor-latin;mso-fareast-theme-font:
minor-fareast;mso-bidi-theme-font:minor-bidi;color:black;mso-color-index:1;
mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:
text1;mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%">Από Προεδρικά Διατάγματα για τις εκτός ορίων ΓΠΣ περιοχές</span></div>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size:16.0pt;
font-family:Calibri;mso-ascii-font-family:Calibri;mso-fareast-font-family:+mn-ea;
mso-bidi-font-family:+mn-cs;mso-ascii-theme-font:minor-latin;mso-fareast-theme-font:
minor-fareast;mso-bidi-theme-font:minor-bidi;color:black;mso-color-index:1;
mso-font-kerning:12.0pt;language:el;mso-style-textfill-type:solid;mso-style-textfill-fill-themecolor:
text1;mso-style-textfill-fill-color:black;mso-style-textfill-fill-alpha:100.0%"><img src="data:image/png;base64,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" alt="" /></span></div>
<p style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Για την εγκατάσταση ή την επέκταση επιχειρήσεων, απαιτείται άδεια εγκατάστασης (πλην εξαιρέσεων)</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Οι άδειες αυτές χορηγούνται μόνο από την </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Αδειοδοτούσα</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> Αρχή (Δ/</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">νσ</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">η Βιομηχανίας οικείας </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Περιφ</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">. Ενότητας) ύστερα πάντα από </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">αυτοψία</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> της υπηρεσίας. Οι εκδιδόμενες αποφάσεις για χορήγηση αδειών εγκατάστασης περιέχουν όρους ή και περιορισμούς και επιβάλλουν στο φορέα την πραγματοποίηση ειδικών έργων, όπου απαιτείται, για την επίτευξη στο μέγιστο δυνατό βαθμό του συγκερασμού της παραγωγικής δραστηριότητας με την προστασία του περιβάλλοντος. </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-style: italic; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">(χρόνος έκδοσης 2-4 μήνες)</span></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@vertical+block@1b5953fd54cc4d989e02f1483be9072e" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@fb6a3e68f03b486ab377d054a3bb1fe6">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@fb6a3e68f03b486ab377d054a3bb1fe6" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /></p>
<p style="text-align: justify;"></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Για την εγκατάσταση και λειτουργία νέων επιχειρήσεων ή την επέκταση, τον εκσυγχρονισμό ή τη μετεγκατάσταση υφιστάμενων </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">απαιτείται</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">η έγκριση</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">όρων για</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">την</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">προστασία</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">του</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">περιβάλλοντος</span></p>
<p style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Για τη χορήγηση άδειας Λειτουργίας στις νέες ή επεκτεινόμενες επιχειρήσεις, απαιτείται, μέσα στο χρονικό διάστημα ισχύος της άδειας εγκατάστασης, να υποβληθεί σχετική αίτηση συνοδευόμενη από τα απαιτούμενα (κατά περίπτωση) δικαιολογητικά στην οικεία Δ/</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">νση</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> Βιομηχανίας της </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Περιφ</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">. Ενότητας ενδιαφέροντος</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Μέσα</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">σε</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">δύο</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">μήνες</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> από την υποβολή των δικαιολογητικών χορηγείται, χωρίς τη διενέργεια αυτοψίας, προσωρινή άδεια λειτουργίας, διάρκειας μέχρι τεσσάρων μηνών.</span></p>
<p style="text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Η οριστική άδεια εκδίδεται για αόριστο χρόνο κατόπιν διενέργειας αυτοψίας.</span></p>
<p style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"></span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Για την έκδοση άδειας λειτουργίας είναι απαραίτητη η έγκριση ειδικής μελέτης πυρασφάλειας από την αρμόδια Πυροσβεστική Υπηρεσία.</span></p>
<p style="text-align: justify;"></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Οι κάτοχοι των βιομηχανικών και βιοτεχνικών εγκαταστάσεων καθώς και των πάσης φύσεως μηχανολογικών εγκαταστάσεων και αποθηκών, υποχρεούνται να παίρνουν τα κατάλληλα μέτρα, για την αποφυγή ή τον περιορισμό των κινδύνων έκρηξης πυρκαγιάς στις εγκαταστάσεις ή τις αποθήκες τους.</span></p>
<p style="text-align: justify;"></p>
<p style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /></p>
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: left; direction: ltr; unicode-bidi: embed; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Mια</span><span style="font-size: 16.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> επιχείρηση η οποία ήδη δραστηριοποιείται για κάποιο χρονικό διάστημα, αλλά πρόκειται να επεκταθεί ή να εκσυγχρονισθεί, πρέπει να λάβει εκ νέου άδεια εγκατάστασης και άδεια λειτουργίας.</span></p>
<p style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@vertical+block@5420b01173324e7382c0f14ca8e9c1bf" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@2cd1e8fa96bf4eb3945adc7c983cfa88">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@2cd1e8fa96bf4eb3945adc7c983cfa88" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Είναι ο τρόπος με τον οποίο οι αρμόδιες εποπτικές αρχές ενημερώνονται από τον φορέα μιας οικονομικής δραστηριότητας για την έναρξη εγκατάστασης ή/και λειτουργίας της δραστηριότητάς του και για οποιαδήποτε μεταβολή σχετικά με αυτήν.</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Πραγματοποιείται από το φυσικό πρόσωπο ή τον νόμιμο εκπρόσωπο του νομικού προσώπου που πρόκειται να εγκαταστήσει ή να λειτουργήσει τη δραστηριότητα σε συγκεκριμένη θέση και αποτελεί προϋπόθεση εγκατάστασης ή λειτουργίας αυτής αντίστοιχα. Από την υποβολή της γνωστοποίησης ξεκινά άμεσα η εγκατάσταση ή η λειτουργία της δραστηριότητας, χωρίς να απαιτείται αντίστοιχη άδεια. Αυτό ισχύει μόνο για τις δραστηριότητες ή τις ενέργειες, για τις οποίες ισχύει το καθεστώς της γνωστοποίησης.</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Προϋποθέτει ότι ο χώρος άσκησης της οικονομικής δραστηριότητας πληροί όλες τις χωροταξικές ή τεχνικές απαιτήσεις και ότι έχουν ληφθεί οι απαιτούμενες εγκρίσεις. Στον χώρο άσκησης της δραστηριότητας τηρείται υποχρεωτικά φάκελος με όλα τα απαιτούμενα από τις σχετικές διατάξεις έγγραφα (π.χ. διοικητικές άδειες, εγκρίσεις, βεβαιώσεις, πιστοποιητικά κ.λπ.)</span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></p>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Οι δραστηριότητες που υπόκεινται στην παρούσα φάση σε καθεστώς γνωστοποίησης είναι:</span></p>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">ü</span></span><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">μεταποιητικές και συναφείς δραστηριότητες</span></div>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">ü</span></span><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">καταστήματα υγειονομικού ενδιαφέροντος, θέατρα και κινηματογράφοι</span></div>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">ü</span></span><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">τουριστικά καταλύματα και πισίνες εντός αυτών</span></div>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">ü</span></span><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">κέντρα αποθήκευσης και διανομής</span></div>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">ü</span></span><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">εξορυκτικές δραστηριότητες</span></div>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">ü</span></span><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">συστήματα περιβαλλοντικών υποδομών</span></div>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"></div>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"></p>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal; text-align: justify;"><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"><span style="font-size: 17.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"></span></span>
<p></p>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: top; word-break: normal;"><span style="font-size: 18pt;">Περισσότερα στο:</span></div>
</div>
<p style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal;"><span style="font-size: 18.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; mso-fareast-font-family: +mn-ea; mso-bidi-font-family: +mn-cs; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-bidi-theme-font: minor-bidi; color: black; mso-color-index: 1; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"><a href="https://notifybusiness.gov.gr/assets/index.html">https://notifybusiness.gov.gr/assets/index.html</a></span></p>
<p></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@vertical+block@1ed0cff8b2a042e3a3aef76286c41430" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@9fa2c434fe8d407996ca5824a0f4030f">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="93238582135111efafe50242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_02+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_02+2021+type@html+block@9fa2c434fe8d407996ca5824a0f4030f" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p><img src="data:image/png;base64,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" alt="" /></p>
</div>
</div>
</div>
</div>