<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@f8614b975c3c4037a51f50df1f33ad77" 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@dac7af3149e34598aacdd298742f29d9">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@dac7af3149e34598aacdd298742f29d9" 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;"><span style="font-size: 20.0pt; 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: #984807; mso-color-index: 9; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: accent6; mso-style-textfill-fill-color: #984807; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-colortransforms: lumm=50000;">Έννοια του Δικαίου…</span></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: 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: #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;">Δίκαιο ονομάζεται το σύνολο των υποχρεωτικών και εξαναγκαστικών κανόνων οι οποίοι και ρυθμίζουν τις σχέσεις των, στη αυτή κοινωνία δια-</span><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: #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;">βιούντων</span><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: #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;"> προσώπων. </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;"><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: 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%;">Δίκαιο είναι η ανθρώπινη θέληση η οποία ρυθμίζει την κοινωνική ζωή κατά τρόπο «ετερόνομο», «επιτακτικό» και «εξαναγκαστικό».</span></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: 20.0pt; 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: #984807; mso-color-index: 9; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: accent6; mso-style-textfill-fill-color: #984807; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-colortransforms: lumm=50000;"><br />Υποκείμενα του Δικαίου…</span></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: 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: 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%;"><br />Φυσικά Πρόσωπα </span><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: 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%;">> Κάθε άνθρωπος από τη γέννηση ως το φυσικό ή νομικό του θάνατο.</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;"><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: 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%;"><br />Νομικά Πρόσωπα </span><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: 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%;">> Ενώσεις προσώπων ή περιουσιών ή και Δημόσιας Εξουσίας, για την εξυπηρέτηση νόμιμου σκοπού.</span></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: 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: 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;"><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: 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></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="b957a2d8138311ef881b0242c0a8281a" 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@7edc69c1f93645deae4a332836c21f7a" 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@0a4e5cb58e84434482ee2d99d02d6554">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@0a4e5cb58e84434482ee2d99d02d6554" 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;"><span style="font-size: 15.0pt; 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 επιχειρήσεις μπορούν να λειτουργήσουν, είτε υπό </span><span style="font-size: 15.0pt; 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%;">ατομική</span><span style="font-size: 15.0pt; 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%;"> μορφή, είτε υπό </span><span style="font-size: 15.0pt; 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%;">εταιρική</span><span style="font-size: 15.0pt; 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 αυτές τις δύο επιλογές, υπεισέρχεται και μια Τρίτη, αυτή των συλλογικών επιχειρήσεων.</span></p>
<p></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;"><img src="data:image/png;base64,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" alt="" /><span style="font-size: 15.0pt; 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>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@cca76bd6536344ca8df794658a14d0c5" 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@172475641df241c8873360b492ee7fde">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@172475641df241c8873360b492ee7fde" 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;"><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: #215968; 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: #215968; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-colortransforms: lumm=50000;">Προσωπικές εταιρίες: </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%;">Στις προσωπικές εταιρίες η προσωπικότητα των εταίρων έχει πρωταρχική σημασία. Η φήμη της επιχείρησης στην αγορά, η φερεγγυότητα της, καθώς επίσης η συνέχιση της δραστηριότητας της εταιρίας εξαρτώνται από την προσωπικότητα των ατόμων που την απαρτίζουν</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 class="O1" style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0.5in; text-indent: -0.31in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt;"><span style="mso-special-format: bullet; color: #215968; mso-color-index: 8; font-family: Wingdings; font-size: 117%;">q</span></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%;">Ομόρρυθμη Εταιρία (Ο.Ε.)</span></div>
<div class="O1" style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0.5in; text-indent: -0.31in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt;"><span style="mso-special-format: bullet; color: #215968; mso-color-index: 8; font-family: Wingdings; font-size: 117%;">q</span></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%;">Ετερόρρυθμη Εταιρία (Ε.Ε.)</span></div>
<div class="O1" style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0.5in; text-indent: -0.31in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt;"><span style="mso-special-format: bullet; color: #215968; mso-color-index: 8; font-family: Wingdings; font-size: 117%;">q</span></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%;">Συμπλοιοκτησία</span></div>
<div class="O1" style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0.5in; text-indent: -0.31in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt;"><span style="mso-special-format: bullet; color: #215968; mso-color-index: 8; font-family: Wingdings; font-size: 117%;">q</span></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%;">Συμμετοχική </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%;">ή αφανής εταιρία</span></div>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><br /><!--[endif]--></div>
<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: #215968; 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: #215968; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-colortransforms: lumm=50000;">Κεφαλαιουχικές εταιρίες: </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%;">οι κεφαλαιουχικές εταιρίες δημιουργούνται από την ανάγκη των επιχειρήσεων να συγκεντρώνουν μεγάλα κεφάλαια τα οποία συνήθως δεν διαθέτουν μεμονωμένα άτομα. Ως εκ τούτου κυριαρχεί κυρίως το κεφάλαιο των εταίρων και όχι το προσωπικό στοιχείο.</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 class="O1" style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0.5in; text-indent: -0.31in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt;"><span style="mso-special-format: bullet; color: #215968; mso-color-index: 8; font-family: Wingdings; font-size: 117%;">q</span></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%;">Ανώνυμη Εταιρία (Α.Ε.)</span></div>
<div class="O1" style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0.5in; text-indent: -0.31in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><span style="font-size: 16.0pt;"><span style="mso-special-format: bullet; color: #215968; mso-color-index: 8; font-family: Wingdings; font-size: 117%;">q</span></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%;">Εταιρία Περιορισμένης Ευθύνης (Ε.Π.Ε)</span></div>
<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%;">Ιδιωτική Κεφαλαιουχική Εταιρία (ΙΚΕ)</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; word-break: normal; text-align: justify;"><span style="font-family: 'Open Sans', Verdana, Arial, Helvetica, sans-serif;"><span style="font-size: 14pt; color: black;">>> Έγγραφα που περικλείουν ένα δικαίωμα. Ουσιαστικά στοιχεία είναι η διευκόλυνση της κυκλοφορίας των οικονομικών αγαθών δια μέσου αυτών και η πιστωτική τους δύναμη. Για να ασκηθεί αυτό το δικαίωμα απαιτείται να υπάρχει εμπράγματο δικαίωμα πάνω στο χαρτί, δηλαδή κυριότητα ή απλή κατοχή. Κατά συνέπεια εάν ο κομιστής το χάσει, μπορεί να ασκήσει το δικαίωμα του μόνο με δικαστική απόφαση. Το<span style="mso-spacerun: yes;"> </span>αξιόγραφο αποτελεί πράγμα και επομένως μπορεί να αποτελέσει αντικείμενο εμπράγματων σχέσεων (μεταβίβαση κυριότητας, σύσταση ενεχύρου, επικαρπίας, </span><span style="font-size: 14pt; color: black;">κ.λ.π</span><span style="font-size: 14pt; color: black;">).</span></span></p>
<p></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;"><img src="data:image/png;base64,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" alt="" /><span style="font-family: 'Open Sans', Verdana, Arial, Helvetica, sans-serif;"><span style="font-size: 14pt; color: black;"></span></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="b957a2d8138311ef881b0242c0a8281a" 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@45e324fca2974545be9ee900afcf1d5a" 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@03175d63ef274fa682f94496312f6441">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@03175d63ef274fa682f94496312f6441" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0.24in; text-indent: -0.24in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><img src="data:image/png;base64,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" alt="" /></div>
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0.24in; text-indent: -0.24in; direction: ltr; unicode-bidi: embed; word-break: normal;">
<div style="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0.24in; text-indent: -0.24in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><ol>
<li> Αγορά με αντάλλαγμα , προϊόντων γης ή τέχνης (κινητά , χρήματα, αξιόγραφα αλλά και ασώματα αγαθά)</li>
<li> Επιχείρηση προμήθειας</li>
<li> Επιχείρηση χειροτεχνίας</li>
<li> Επιχείρηση παραγγελίας</li>
<li> Επιχείρηση πρακτορείας </li>
<li> Επιχείρηση μετακόμισης (μεταφοράς), με οποιοδήποτε μεταφορικό μέσο , προσώπων ή πραγμάτων, έναντι αμοιβής</li>
<li> Επιχείρηση πλειστηριάσεων</li>
<li> Επιχείρησης δημόσιων θεαμάτων (επιχείρηση θεάτρου, κινηματογράφου , κ.λ.π)</li>
<li> Κολλυβιστικές (ανταλλαγή αλλοδαπών νομισμάτων με ημεδαπά, έναντι αμοιβής) και τραπεζικές εργασίες. </li>
<li> Τραπεζικές εργασίες : οι εργασίες που διενεργούνται από πιστωτικά ιδρύματα που λειτουργούν νόμιμα στην Ελλάδα</li>
<li> Επιχείρηση μεσιτείας: έναντι αμοιβής μεσολάβηση ή υπόδειξη ευκαιρίας μεταξύ δύο συμβαλλόμενων</li>
<li> Πράξεις επί συναλλαγματικών, επιταγών , γραμματίων σε διαταγή.</li>
<li> Χρηματιστηριακές συναλλαγές</li>
<li> Σύμβαση τραπεζικής ενέγγυας πίστωσης .</li>
<li> Αξιώσεις από αθέμιτο ανταγωνισμό</li>
</ol></div>
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: justify; text-justify: inter-ideograph; direction: ltr; unicode-bidi: embed; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><u style="text-underline: single;"><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: #77933c; mso-color-index: 6; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: accent3; mso-style-textfill-fill-color: #77933C; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-colortransforms: lumm=75000;">Εμπορική ικανότητα</span></u><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: #77933c; mso-color-index: 6; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: accent3; mso-style-textfill-fill-color: #77933C; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-colortransforms: lumm=75000;"> :<span style="mso-spacerun: yes;"> </span></span></p>
<div style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: justify; text-justify: inter-ideograph; direction: ltr; unicode-bidi: embed; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 16.0pt;"><span style="mso-special-format: bullet; color: #77933c; mso-color-index: 6; font-family: Wingdings;">Ø</span></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%;">Φυσικά πρόσωπα που είναι ενήλικοι (άνω των 18 ετών) και δεν βρίσκονται σε κατάσταση νόμιμης απαγόρευσης μετά από καταδίκη, ή σε κατάσταση δικαστικής συμπαράστασης </span></div>
<div style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: justify; text-justify: inter-ideograph; direction: ltr; unicode-bidi: embed; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 16.0pt;"><span style="mso-special-format: bullet; color: #77933c; mso-color-index: 6; font-family: Wingdings;">Ø</span></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%;">Νομικά πρόσωπα:<span style="mso-spacerun: yes;"> </span>οι εμπορικές εταιρίες (όχι σωματεία , ίδρυμα) και οι δημόσιοι οργανισμοί που έχουν την μορφή του Ν.Π.Ι.Δ.</span></div>
<p style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /></p>
</div>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@a15e7c1a36674bb4b52b931bfe29e5b0" 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@504395ea86da4dc684ab5501e708d467">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@504395ea86da4dc684ab5501e708d467" 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;"><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: 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%;">Πράξεις που </span><span style="text-decoration: underline;"><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: 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%;">εξαιρούνται</span></span><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: 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 εμπορικότητας:</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Arial;">•</span></span><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: 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 πρωτογενής τομέας της οικονομίας</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Arial;">•</span></span><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: 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%;">Συναλλαγές και δραστηριότητες που σχετίζονται με ακίνητα</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Arial;">•</span></span><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: 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%;">Ελευθέρια επαγγέλματα (π.χ. μηχανικοί, γιατροί, δικηγόροι κ.α.)</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Arial;">•</span></span><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: 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%;">Καλλιτεχνική και πνευματική εργασία</span></div>
<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: 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: #e0322d; mso-color-index: 5; letter-spacing: .5pt; mso-font-kerning: 12.0pt; text-shadow: auto; language: el; font-weight: bold; mso-effects-shadow-color: black; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-dpiradius: 6.0pt; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-dpidistance: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-align: topleft; mso-style-textoutline-type: none; mso-style-textfill-type: gradient; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-stoplist: '25000 \#e0322d 5 100000 satm=155000\,100000 \#a01c18 5 100000 shade=45000 satm=165000';"><br />ΓΕΝΙΚΕΣ ΔΙΑΤΑΞΕΙΣ ΓΙΑ ΝΟΜΙΚΑ ΠΡΟΣΩΠΑ</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">§</span></span><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: 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%;">Σύσταση (καταστατικό κ.α.)</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">§</span></span><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: 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%;">Ικανότητα δικαίου (υποχρεώσεις, δικαιώματα)</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">§</span></span><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: 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%;">Εξατομίκευση (επωνυμία, έδρα κτλ)</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">§</span></span><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: 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%;">Διοίκηση (διεκπεραίωση υποθέσεων, αντιπροσώπευση)</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">§</span></span><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: 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%;">Λήψη αποφάσεων</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">§</span></span><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: 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%;">Δικαιοπραξίες</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">§</span></span><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: 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%;">Ευθύνη λόγω παράνομων πράξεων</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: 18.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">§</span></span><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: 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%;">Προστασία</span></div>
<p style="text-align: justify;"><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: 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%;">Τέλος (διάλυση, εκκαθάριση)</span></p>
<p style="text-align: justify;"></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: 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; 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%;"><br />ΓΕΝΙΚΟ ΕΜΠΟΡΙΚΟ ΜΗΤΡΩΟ</span></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: 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%;">Το Γ.Ε.ΜΗ. αποτελεί το κύριο μέσο εμπορικής δημοσιότητας, τηρείται με ηλεκτρονικά μέσα, ως βάση δεδομένων, εποπτεύεται από την κεντρική υπηρεσία και λειτουργεί στην κεντρική ένωση επιμελητηρίων.</span></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: 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%;">Εγγράφονται </span><span style="text-decoration: underline;"><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; font-weight: bold; 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%;">υποχρεωτικά</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; 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%;">:</span></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: 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%;">α) τα φυσικά πρόσωπα που έχουν εμπορική ιδιότητα και την έδρα τους στη χώρα</span></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: 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%;">β) ΟΕ, ΕΕ, αστικοί συνεταιρισμοί, ΑΕ, ΕΠΕ, ΙΚΕ, ευρωπαϊκοί όμιλοι οικονομικού σκοπού, ευρωπαϊκές εταιρείες και ευρωπαϊκές συνεταιριστικές εταιρείες</span></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="text-decoration: underline;"><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; 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%;">Προαιρετικά: </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%;">α) κοινοπραξίες, β) αστικές εταιρείες με </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%;">ν.π</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%;">., γ) φυσικά ή νομικά πρόσωπα ή ενώσεις προσώπων που ασκούν ή προτίθενται να ασκήσουν οικονομική ή εμπορική δραστηριότητα, χωρίς όμως να έχουν καταστεί έμποροι από την άσκηση της δραστηριότητας αυτής</span></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: 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%;">Με την αρχική καταχώριση χορηγείται </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; 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%;">αποκλειστικός αριθμός Γ.Ε.ΜΗ. </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%;">Παραμένει ίδιος σε κάθε νομική μεταβολή του προσώπου.</span></p>
<p style="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="b957a2d8138311ef881b0242c0a8281a" 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@bf45efcca1664604a4b7c0d6f57b1f02" 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@2909dd0671e543e8b1421f58aaf861cf">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@2909dd0671e543e8b1421f58aaf861cf" 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="margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; text-align: justify;"><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%;">Σύμβαση εξαρτημένης εργασίας </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%;">υπάρχει, όταν ο εργαζόμενος αμείβεται με μισθό ανεξάρτητα από τον τρόπο καθορισμού και καταβολής του και επί πλέον υποβάλλεται σε νομική εξάρτηση από τον εργοδότη, η οποία εκδηλώνεται με το δικαίωμα του τελευταίου να ασκεί έλεγχο και εποπτεία ως προς τον τόπο, το χρόνο και τον τρόπο παροχής της εργασίας και να δίνει δεσμευτικές για τον εργαζόμενο εντολές και οδηγίες για την προσήκουσα εκπλήρωση της παροχής του.</span></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: 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%;">Αν δεν συντρέχουν οι προϋποθέσεις αυτές και ειδικότερα, αν εκείνος που παρέχει τις υπηρεσίες του δεν υποβάλλεται σε καμιά νομική ή προσωπική εξάρτηση από τον εργοδότη, υπό την ανωτέρω έννοια, υπάρχει </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%;">σύμβαση ανεξαρτήτων υπηρεσιών</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%;">, επί της οποίας δεν έχουν εφαρμογή οι διατάξεις της εργατικής νομοθεσίας.</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;"><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%;">Σύμβαση έργου</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%;">: στη σύμβαση έργου ο εργολάβος έχει υποχρέωση να εκτελέσει το έργο και ο εργοδότης να καταβάλει τη συμφωνημένη αμοιβή</span></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: 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: 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%;"><br />ΑΡΧΗ ΙΣΗΣ ΜΕΤΑΧΕΙΡΙΣΗΣ ΕΡΓΑΖΟΜΕΝΩΝ </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: 14.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">q</span></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%;">Απαγορεύεται η άνιση μεταχείριση των εργαζομένων που απασχολούνται στην ίδια επιχείρηση υπό τις ίδιες<span style="mso-spacerun: yes;"> </span>συνθήκες και παρέχουν την αυτή εργασία για την εξυπηρέτηση αναγκών της αυτής κατηγορίας και μάλιστα ανεξαρτήτως χρόνου προσλήψεώς τους</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: 14.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">q</span></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%;">Ο εργοδότης οφείλει να επεκτείνει σε όλους τους εργαζομένους, οι οποίοι παρέχουν την ίδια εργασία υπό τις αυτές συνθήκες και με τα αυτά προσόντα, τα μισθολογικά και άλλα υπηρεσιακά ευεργετήματα, είτε πρόκειται για μονομερείς οικειοθελείς παροχές είτε πρόκειται για παροχές που έχουν αναληφθεί </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%;">συμβατικώς</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%;"> έναντι ορισμένων εργαζομένων </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: 14.0pt;"><span style="mso-special-format: bullet; font-family: Wingdings;">q</span></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%;">Διακρίσεις που απαγορεύονται: φύλο, οικογενειακή κατάσταση, φυλή, χρώμα, </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%;">εθνοτική</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%;"> ή εθνική καταγωγή, γενεαλογικές καταβολές, θρησκευτικές ή άλλες πεποιθήσεις, αναπηρία-χρόνια πάθηση, κοινωνική κατάσταση, σεξουαλικός προσανατολισμός, ταυτότητα ή χαρακτηριστικά φύλου,</span></div>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@42954af6c253458b82b29bbeec9fcdde" 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@be4dbd6f4b4f4572b31eab92826b2722">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@be4dbd6f4b4f4572b31eab92826b2722" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span lang="EL" style="font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; color: black; mso-ansi-language: EL;">Μισθός: στη σύμβαση εργασίας θεωρείται κάθε παροχή την οποία με βάση τον νόμο ή τη συμφωνία καταβάλλει ο εργοδότης στον εργαζόμενο ως αντάλλαγμα της παρεχόμενης εργασίας >> (<b>ΚΥΡΙΑ ΕΡΓΟΔΟΤΙΚΗ ΥΠΟΧΡΕΩΣΗ)</b></span><span lang="EL" style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #3c3c3c; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span lang="EL" style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #3c3c3c; mso-ansi-language: EL;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><b><span lang="EL" style="font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; color: black; mso-ansi-language: EL;">Δευτερεύουσες</span></b><b><span lang="EL" style="font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; color: black;"> </span></b><span lang="EL" style="font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; color: black; mso-ansi-language: EL;">εργοδοτικές υποχρεώσεις:</span><span lang="EL" style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #3c3c3c; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span lang="EL" style="font-size: 14.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: EL;">-</span><span lang="EL" style="font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; color: black; mso-ansi-language: EL;">Πραγματική Απασχόληση</span><span lang="EL" style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span lang="EL" style="font-size: 14.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: EL;">-</span><span lang="EL" style="font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; color: black; mso-ansi-language: EL;">Προστασία της προσωπικότητας</span><span lang="EL" style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span style="font-size: 14.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">-</span><span style="font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; color: black;">Ευθύνη λόγω εργατικού ατυχήματος</span><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><img src="data:image/png;base64,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" alt="" /></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><i><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: black; mso-ansi-language: EL;">εμπορική</span></i><i><span style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: black;"> </span></i><i><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: black; mso-ansi-language: EL;">και βιομηχανική ιδιοκτησία νοείται το σύνολο των θεσμών που στοχεύουν στην προστασία της επιχείρησης</span></i><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #3c3c3c; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #3c3c3c; mso-ansi-language: EL;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><b><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #381563; text-transform: uppercase; mso-ansi-language: EL;">ΕΜΠΟΡΙΚΗ ΚΑΙ ΒΙΟΜΗΧΑΝΙΚΗ ΙΔΙΟΚΤΗΣΙΑ</span></b><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #3c3c3c; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><b><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: black; mso-ansi-language: EL;">ΔΙΑΚΡΙΤΑ ΓΝΩΡΙΣΜΑΤΑ:</span></b><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #3c3c3c; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">- </span><i><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EL;">εμπορική επωνυμία</span></i><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">- </span><i><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EL;">διακριτικός τίτλος</span></i><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">- </span><i><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EL;">σήμα</span></i><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #3c3c3c; mso-ansi-language: EL;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><b><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #381563; text-transform: uppercase; mso-ansi-language: EL;">ΔΙΠΛΩΜΑ</span></b><b><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #381563; text-transform: uppercase;"> </span></b><b><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #381563; text-transform: uppercase; mso-ansi-language: EL;">ΕΥΡΕΣΙΤΕΧΝΙΑΣ</span></b><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #3c3c3c; mso-ansi-language: EL;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0mm; text-align: justify; line-height: normal;"><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: black; mso-ansi-language: EL;">Το δίπλωμα ευρεσιτεχνίας χορηγείται από τον Οργανισμό Βιομηχανικής Ιδιοκτησίας (ΟΒΙ) για προϊόντα ή μεθόδους που αποτελούν εφευρέσεις.</span><span lang="EL" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #3c3c3c; mso-ansi-language: EL;"><o:p></o:p></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="b957a2d8138311ef881b0242c0a8281a" 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@f00dd73b203f45e3a92a506c17305a56" 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@da05666af85549368f2884dc00749946">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@da05666af85549368f2884dc00749946" 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;"><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; font-weight: bold; font-style: italic; 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;">Αθέμιτος ανταγωνισμός</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; font-weight: bold; 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;"> </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%;">είναι κάθε πράξη που γίνεται με σκοπό τον ανταγωνισμό και είναι αντίθετη στα χρηστά ήθη</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%;">, δηλ. αντίθετη στις αντιλήψεις για την κοινωνική ηθική των σωστά, δίκαια και λογικά σκεπτόμενων ανθρώπων που επικρατούν σε δεδομένο τόπο και χρόνο. Σκοπός του νόμου είναι η προστασία των ανταγωνιστών από πράξεις προσώπων που δραστηριοποιούνται στις εμπορικές, βιομηχανικές και γεωργικές συναλλαγές. Συγχρόνως, επιτυγχάνεται και η προστασία των καταναλωτών</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;"><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%;"><br />Πράξεις αθέμιτου ανταγωνισμού: υποτίμηση | Πρόσθετες παροχές ή υπερβολικός δελεασμός<span style="mso-spacerun: yes;"> </span>| προώθηση με τυχερές μεθόδους | διακινδύνευση της αγοράς | παράβαση συμβατικών δεσμεύσεων | ψυχολογικός εξαναγκασμός ή παρενόχληση | βλάβη του ανταγωνιστή| μποϋκοτάζ |ψευδής διαφήμιση</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;"><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%;"><br />Γιατί η επιχείρηση πρέπει να εφαρμόζει τους νόμους?</span></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: 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%;">-</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 κοινωνία δημιουργεί νόμους για τα σημαντικότερα ζητήματα ρύθμισης της συμπεριφοράς των επιχειρήσεων που την ενδιαφέρουν</span></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%;">-Αν ένα ζήτημα δε ρυθμίζετε με νομοθετικές διατάξεις τότε είτε δεν είναι αρκετά σημαντικό είτε δεν υπάρχει πραγματικά κοινωνική συμφωνία για αυτό</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;"><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%;"><br />Γιατί οι επιχειρήσεις δεν αρκεί να εφαρμόζουν μόνο τους νόμους?</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 style="mso-special-format: bullet;">-</span></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%;">Καθυστέρηση</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;"><span style="mso-special-format: bullet;">-</span></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%;">Έλλειμα</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%;"> πληροφόρησης</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;"><span style="mso-special-format: bullet;">-</span></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%;">Οι «συμμέτοχοι» δεν ξεχωρίζουν νόμους και ηθική παρά θέλουν απλώς τα συμφέροντά τους να ικανοποιούνται</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;"><span style="mso-special-format: bullet;">-</span></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 εφαρμογή της ηθικής αξιολογείται πολύ θετικά. Η εφαρμογή των νόμων θεωρείται υποχρεωτική και δεν συμβάλλει στη φήμη της εταιρίας</span></div>
<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;"><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-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Για να πετύχουν τους σκοπούς τους, οι επιχειρήσεις δημιουργούν:</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 style="mso-special-format: bullet;">-</span></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-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">δικούς τους νόμους (κώδικες δεοντολογίας)</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;"><span style="mso-special-format: bullet;">-</span></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-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">δική τους ηθική (εταιρικές αξίες)</span></div>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@680b566741414a1db9948b3d0dd91824" 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@2e7dc8bf3b3f4b8c8fd4856b17690d4d">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@2e7dc8bf3b3f4b8c8fd4856b17690d4d" 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;"><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-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Μερικές φορές, στοιχεία όπως η φήμη, η ικανοποίηση του πελάτη, η εμπιστοσύνη προς τους συνεργάτες, αν και δεν έχουν άμεση σχέση με χρηματικές ροές, μπορούν μακροπρόθεσμα να αποτελέσουν παράγοντες επιχειρηματικής επιτυχίας.</span></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-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></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-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ατομικό ≠ Κοινωνικό Συμφέρον</span></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-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Για να πετύχει η επιχείρηση το κέρδος που επιθυμεί, πρέπει να κάνει αυτό που θέλει η κοινωνία.</span></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-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> <span style="font-size: 16pt;">Το κέρδος είναι το βασικό κίνητρο στη συμπεριφορά των ανθρώπων. Η κερδοφορία αποτελεί το κίνητρο της επιχειρηματικής συμπεριφοράς αλλά όχι το στόχο της.</span></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;"><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;"></p>
<p style="margin-bottom: 0pt; font-size: 16px; margin-top: 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;"><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: #a54200; mso-color-index: 9; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-effects-shadow-color: black; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-dpidistance: 3.4pt; mso-style-textoutline-type: none; mso-style-textfill-type: gradient; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-stoplist: '0 \#a54200 9 100000 shade=20000 satm=200000\,78000 \#ff8c19 9 100000 tint=90000 shade=89000 satm=220000\,100000 \#fff1e9 9 100000 tint=12000 satm=255000';">Εταιρική κοινωνική ευθύνη</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;"><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-font-kerning: 12.0pt; language: el; mso-style-textfill-type: solid; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Είναι μια λειτουργία εξισορρόπησης οικονομικών και κοινωνικών επιδόσεων σε σχέση με τις ηθικές υποχρεώσεις της επιχείρησης ως προς τις διάφορες ομάδες ειδικών συμφερόντων</span></p>
<p style="text-align: justify;"><img src="data:image/png;base64,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" alt="" /></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="b957a2d8138311ef881b0242c0a8281a" 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@1c96f08f9e9b4f6e8c66e26b923cc4bc" 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@a34b0117707542f2a6fb501be9dbda69">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="b957a2d8138311ef881b0242c0a8281a" 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@a34b0117707542f2a6fb501be9dbda69" 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>