<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@vertical+block@abaacf13d43a48cdae7b3e63fb546dc4" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@c0bfbcd72f624c98a0f3e0f2f2a93d72">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@c0bfbcd72f624c98a0f3e0f2f2a93d72" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<h4 style="text-align: justify;"><strong><span style="text-decoration: underline;">Χρηματοδοτικά Εργαλεία</span></strong></h4>
<p style="text-align: justify;">Τα νέα χρηματοοικονομικά εργαλεία που μπορούν να χρησιμοποιήσουν οι μικρές και μεσαίες επιχειρήσεις μέσω των Τραπεζών κυρίως είναι :</p>
<p style="text-align: justify;"></p>
<ul style="text-align: justify;">
<ul>
<li><strong>Ταμείο Επιχειρηματικότητας ΙΙ ( ΤΕΠΙΧ ΙΙ )</strong> που χορηγεί σε συνεργασία με τις τράπεζες δάνεια κεφαλαίου κινήσεως και νέων επενδύσεων με ευνοϊκούς όρους .</li>
<li>Το <strong>ΕΠΑΝΕΚ 2021-2027</strong> με το μεγαλύτερο ύψος <span style="color: #ff0000;"><strong>κεφαλαίων 4,7 δις ευρώ</strong></span> , χορηγεί επιχορηγήσεις και δάνεια με ευνοϊκούς όρους σε όλο σχεδόν το φάσμα της οικονομίας ( αγροδιατροφή , μεταποίηση , τουρισμός , ενέργεια κτλ )</li>
<li><strong>Νέος Αναπτυξιακός Νόμος 4399/16</strong> που απευθύνεται σχεδόν στο σύνολο των επιχειρήσεων και χορηγεί επιχορήγηση, φορολογική απαλλαγή, επιδότηση μισθολογικού κόστους σε επιχειρήσεις που υλοποιούν επενδυτικά σχέδια .</li>
<li>Επιμέρους προγράμματα όπως <strong>COSME , EASI</strong>.</li>
<li>Αξιοποίηση επιστραφέντων πόρων <strong>GEREMIE</strong>.</li>
</ul>
</ul>
<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="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@vertical+block@da06e29d517b4f74b8dc6fcf46e57bb4" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@4f3e1fa741544a1fb852219966d3646c">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@4f3e1fa741544a1fb852219966d3646c" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<h3 style="text-align: justify;"><span style="text-decoration: underline;"><strong>ΤΕΠΙΧ ΙΙ (1/2)</strong></span></h3>
<p style="text-align: justify;">Η Δράση "<strong>Επιχειρηματική Χρηματοδότηση του Ταμείου Επιχειρηματικότητας ΙΙ (ΤΕΠΙΧ ΙΙ)</strong>" στοχεύει στην χρηματοδότηση μικρομεσαίων επιχειρήσεων μέσω της παροχής <strong>Επενδυτικών Δανείων</strong> και <strong>Δανείων Κεφαλαίου Κίνησης</strong> με ευνοϊκούς όρους. </p>
<p style="text-align: justify;">Διαχειριστής της Δράσης είναι η <span style="color: #808000;"><strong>ΕΛΛΗΝΙΚΗ ΑΝΑΠΤΥΞΙΑΚΗ ΤΡΑΠΕΖΑ (πρώην ΕΤΕΑΝ)</strong></span>. <span style="text-decoration: underline; color: #ff0000;">Προϋπολογισμός της Δράσης</span>: περίπου 1,2 δις € από το ΤΕΠΙΧ ΙΙ και τις συνεργαζόμενες Τράπεζες.</p>
<p style="text-align: justify;">Οι πόροι του ΤΕΠΙΧ ΙΙ, ανέρχονται στο ποσό των 516,3 εκ. ευρώ και συγχρηματοδοτούνται από το <strong><span style="color: #808000;">Ευρωπαϊκό Ταμείο Περιφερειακής Ανάπτυξης (ΕΤΠΑ)</span></strong> και το <span style="color: #808000;"><strong>Ελληνικό Δημόσιο</strong></span> μέσω του Επιχειρησιακού Προγράμματος Ανταγωνιστικότητα, Επιχειρηματικότητα και Καινοτομία (ΕΠΑνΕΚ) και των Περιφερειακών Επιχειρησιακών Προγραμμάτων (ΠΕΠ).</p>
<p style="text-align: justify;"><span style="text-decoration: underline;"><span style="color: #3366ff;"><strong>Δικαιούχοι της Δράσης είναι υπό σύσταση, νεοσύστατες, νέες και υφιστάμενες, πολύ μικρές, μικρές και μεσαίες επιχειρήσεις</strong></span></span></p>
<p style="text-align: justify;">Η ηλεκτρονική υποβολή του αιτήματος δανειοδότησης γίνεται μέσω της πλατφόρμας του Πληροφοριακού Συστήματος Κρατικών Ενισχύσεων (ΠΣΚΕ) και στη συνέχεια φυσικός φάκελος σε μία από τις συνεργαζόμενες τράπεζες.</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="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@vertical+block@94fecc2ce8524b5d83cb3f203e45ce96" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@41879d04d65145ada6ab4e493581e77c">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@41879d04d65145ada6ab4e493581e77c" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<h4 style="text-align: justify;"><span style="text-decoration: underline;"><strong>ΤΕΠΙΧ ΙΙ - 3 προσφερόμενα Υπό προγράμματα Δανείων (2/2)</strong></span></h4>
<p style="text-align: justify;"><span style="text-decoration: underline; color: rgb(0, 0, 255);"><strong><span style="text-decoration: underline;">1η </span><span style="text-decoration: underline;">Περίπτωση - </span>Χρηματοδότηση επενδυτικών σχεδίων (επενδυτικού σκοπού)</strong></span></p>
<ul style="text-align: justify;">
<ul>
<li>Ύψος δανείου: 25.000 έως 1.500.000 ευρώ: α) για τον κλάδο του λιανικού εμπορίου: 1 ΕΜΕ, β) για τον κλάδο της εστίασης: 2 ΕΜΕ και γ) για τον κλάδο της εκπαίδευσης-κοινωνικής μέριμνας (χωρίς παροχή καταλύματος): 3 ΕΜΕ</li>
<li>Επιλέξιμες δαπάνες: Δαπάνες επενδυτικών σχεδίων επιχειρήσεων τα οποία δεν έχουν υλοποιηθεί κατά την στιγμή έγκρισης του δανείου. Τα επενδυτικά σχέδια δύνανται, είτε να υλοποιούνται στο πλαίσιο προγράμματος κρατικής ενίσχυσης είτε ανεξάρτητα, με εγκριτική απόφαση τραπεζικού φορέα.</li>
<li>Διάρκεια αποπληρωμής: 5 έως 10 έτη με δυνατότητα περιόδου χάριτος έως 24 μήνες.</li>
<li>Το δάνειο εκταμιεύεται εφάπαξ ή τμηματικά, εντός 24 μηνών από την υπογραφή της σύμβασης.</li>
</ul>
</ul>
<p style="text-align: justify;"><span style="text-decoration: underline;"><span style="color: #ff6600; text-decoration: underline;"><strong>2η Περίπτωση - </strong></span></span><font color="#ff6600"><b><u>Δάνεια επιχειρηματικής ανάπτυξης ειδικού σκοπού (κεφάλαιο κίνησης για ανάπτυξη / επέκταση)</u></b></font></p>
<ul style="text-align: justify;">
<ul>
<li>Ύψος δανείου: 10.000 έως 500.000 ευρώ συσχετιζόμενο με κύκλο εργασιών, με στόχο την κάλυψη αναγκών αναπτυξιακού χαρακτήρα.</li>
<li>Επιλέξιμες δαπάνες δημιουργίας, ίδρυσης ή επέκτασης μίας επιχείρησης, και αναγκών που σχετίζονται με το εμπορικό/ συναλλακτικό κύκλωμα της επιχείρησης όπως αγοράς πρώτων & βοηθητικών υλών, αγαθών, υπηρεσιών και εμπορευμάτων, γενικών εξόδων, μισθολογικού κόστους κ.λπ.</li>
<li>Διάρκεια αποπληρωμής: 2 έως 5 έτη, με δυνατότητα περιόδου χάριτος έως 6 μήνες.</li>
<li>Το δάνειο εκταμιεύεται εφάπαξ ή τμηματικά, εντός 6 μηνών από την υπογραφή της σύμβασης. </li>
</ul>
</ul>
<p style="text-align: justify;"><span style="text-decoration: underline; color: #800080;"><strong><span style="text-decoration: underline;">3η Περίπτωση - </span></strong></span><font color="#800080"><b><u>Κεφάλαιο κίνησης με διετή επιδότηση επιτοκίου λόγω πανδημίας COVID-19</u></b></font></p>
<ul style="text-align: justify;">
<ul>
<li>Το επιτόκιο των δανείων επιδοτείται κατά 100% για τα δύο πρώτα χρόνια από το ΤΕΠΙΧ ΙΙ, με την συγχρηματοδότηση του Ευρωπαϊκού Ταμείου Περιφερειακής Ανάπτυξης (ΕΤΠΑ) και του Ελληνικού Δημόσιου μέσω του Επιχειρησιακού Προγράμματος Ανταγωνιστικότητα, Επιχειρηματικότητα και Καινοτομία (ΕΠΑνΕΚ).</li>
<li>Βασικό κριτήριο για την λήψη της επιδότησης επιτοκίου είναι η διατήρηση των θέσεων εργασίας κατά τα δύο αυτά έτη.</li>
<li>Το ύψος κάθε δανείου διαμορφώνεται ως εξής: έως 50% του κύκλου εργασιών της επιχείρησης ή έως το 50% των παραγγελιών τρέχοντος έτους.</li>
<li>Για νεοϊδρυόμενες επιχειρήσεις χρηματοδοτείται με επιδοτούμενο επιτόκιο, έως το 50% των παραγγελιών του τρέχοντος έτους ή το 80% των επί πιστώσει αγορών. </li>
</ul>
</ul>
<p style="text-align: justify;"></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="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@vertical+block@49dfa403682e49c4a0558677fe88d09e" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@80540e3d844b46679af685b20c8dccc9">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@80540e3d844b46679af685b20c8dccc9" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<h4 style="text-align: justify;"><span style="text-decoration: underline;"><strong> ΕΠΑΝΕΚ 2014 - 2020 </strong></span></h4>
<ul style="text-align: justify;">
<li>Το προηγούμενο <strong>πρόγραμμα ΕΠΑΝΕΚ της Προγραμματικής Περιόδου 2014 – 2020</strong> αποτέλεσε σημαντικό αρωγό στην Ελληνική Ανάπτυξη. Αφορά Ευρωπαϊκούς Πόρους του Ευρωπαϊκού Ταμείου Περιφερειακής Ανάπτυξης (ΕΤΠΑ) που καταναλώνονται σε αναπτυξιακές δράσεις.</li>
<li>Το <strong>ΕΠΑΝΕΚ - Επιχειρησιακό Πρόγραμμα «Ανταγωνιστικότητα, Επιχειρηματικότητα και Καινοτομία»</strong> αποτελεί (1) ένα από τα επτά (7) τομεακά και δεκατρία (13) Περιφερειακά Επιχειρησιακά Προγράμματα του ΕΣΠΑ για την περίοδο 2014 -2020. </li>
<li>Τα <strong>υπόλοιπα έξι (6) Τομεακά</strong> προγράμματα είναι:</li>
<ul>
<ul>
<ul>
<li>Υποδομές Μεταφορών, Περιβάλλον και Αειφόρος Ανάπτυξη</li>
<li>Ανάπτυξη Ανθρώπινου Δυναμικού, Εκπαίδευση και Δια Βίου Μάθηση</li>
<li>Μεταρρύθμιση Δημόσιου Τομέα</li>
<li>Αγροτική Ανάπτυξη</li>
<li>Θάλασσα & Αλιεία</li>
<li>Τεχνική Βοήθεια</li>
</ul>
</ul>
</ul>
<li>Τα <strong>Δεκατρία (13) Περιφερειακά</strong> σχετίζονται με κάθε Περιφέρεια της Ελλάδας ξεχωριστά.</li>
</ul>
<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="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@vertical+block@464a1c54ed1544369d1b9c8c24a63cbf" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@2b20e49388a24c5eb90e7e0a1a061fa6">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@2b20e49388a24c5eb90e7e0a1a061fa6" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<h4 style="text-align: justify;"><span style="text-decoration: underline;"><strong>ΕΠΑΝΕΚ 2021 - 2027</strong></span></h4>
<ul style="text-align: justify;">
<li>Το επόμενο <strong>πρόγραμμα ΕΠΑΝΕΚ της Προγραμματικής Περιόδου 2021 – 2027</strong> αποτελεί αυτή τη στιγμή αντικείμενο Διαβούλευσης σημαντικό αρωγό στην Ελληνική Ανάπτυξη. Αφορά Ευρωπαϊκούς Πόρους του Ευρωπαϊκού Ταμείου Περιφερειακής Ανάπτυξης (ΕΤΠΑ) που καταναλώνονται σε αναπτυξιακές δράσεις.</li>
<li>Αρχές 2021 δημοσιεύτηκε <strong>το Concept Paper του νέου Προγράμματος</strong>, το οποίο αποτελεί το πρώτο συνοπτικό κείμενο διαβούλευσής του (στρατηγική, αρχιτεκτονική και βασικοί στόχοι). </li>
<li>Το Πρόγραμμα «Ανταγωνιστικότητα, Επιχειρηματικότητα και Καινοτομία» (ΕΠΑνΕΚ) σχεδιάζεται ως μια ολοκληρωμένη παρέμβαση του ΕΣΠΑ 2021 – 2027, που <strong>θα υποστηρίξει τους παραγωγικούς, ανταγωνιστικούς και εξωστρεφείς τομείς της οικονομίας</strong> στη μετάβασή τους σε ένα αναπτυξιακό πρότυπο που καθοδηγείται από την Οικονομία της Γνώσης.</li>
<li>Το Concept paper της διαβούλευσης μπορείτε να το βρείτε στο σύνδεσμο:</li>
</ul>
<p style="padding-left: 60px; text-align: justify;"><a href="http://newsletter.antagonistikotita.gr/epanek/wp-content/uploads/2020/12/20201222_CONCEPT-PAPER-EPANEK-2021-2027.pdf" target="[object Object]">http://newsletter.antagonistikotita.gr/epanek/wp-content/uploads/2020/12/20201222_CONCEPT-PAPER-EPANEK-2021-2027.pdf </a></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="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@vertical+block@b97491bd9d1d439581a80a315ec1c49b" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@688856a33c20413c9ab27f3f3f4e61a2">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@688856a33c20413c9ab27f3f3f4e61a2" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<h3> <strong><span style="text-decoration: underline;">ΑΝΑΠΤΥΞΙΑΚΟΣ ΝΟΜΟΣ</span></strong></h3>
<ul>
<li style="text-align: justify;">Ο <strong>«Νέος Αναπτυξιακός Νόμος 4399/16»</strong> αποτελεί το βασικό χρηματοδοτικό εργαλείο για την ίδρυση, την επέκταση, τη διαφοροποίηση της παραγωγής και τη θεμελιώδη αλλαγή του συνόλου της παραγωγικής διαδικασίας επιχειρήσεων. Ακόμη ενισχύει την απόκτηση του συνόλου στοιχείων ενεργητικού επιχειρηματικής εγκατάστασης που έχει παύσει τη λειτουργία της.</li>
<li style="text-align: justify;"><strong>Σκοπός του νόμου</strong> είναι η προώθηση της ισόρροπης ανάπτυξης με σεβασμό στους περιβαλλοντικούς πόρους, η τεχνολογική αναβάθμιση, η διαμόρφωση μιας νέας εξωστρεφούς εθνικής ταυτότητας (branding), η βελτίωση της ανταγωνιστικότητας σε τομείς υψηλής προστιθέμενης αξίας και έντασης γνώσης, η μετακίνηση στην αλυσίδα παραγωγής της αξίας για την παραγωγή πιο σύνθετων προϊόντων, η προσφορά καλύτερων υπηρεσιών και εν τέλει η εξασφάλιση καλύτερης θέσης της χώρας στο Διεθνή Καταμερισμό Εργασίας.</li>
<li style="text-align: justify;">Ο <strong>«Νέος Αναπτυξιακός Νόμος 4399/16»</strong> αναπτύχθηκε για την Προγραμματική Περίοδο 2014 – 2020 αλλά η υλοποίηση και η διάθεση κονδυλίων είναι ακόμα ανοικτή μέσω αυτού.</li>
<li style="text-align: justify;">Σύμφωνα με το Χάρτη Περιφερειακών Ενισχύσεων (Χ.Π.Ε.) της χώρας όπως έχει εγκριθεί (EE C 209 της 23.07.2013) <strong>για την περίοδο 2014-2020</strong>, το ποσοστό ενίσχυσης κάθε επενδυτικού σχεδίου εξαρτάται από το μέγεθος της επιχείρησης και τον τόπο υλοποίησης του. Προς τούτο η χώρα έχει χωριστεί σε 4 ζώνες κινήτρων και οι επιχειρήσεις κατηγοριοποιούνται σε 4 μεγέθη (πολύ μικρές, μικρές, μεσαίες και μεγάλες). Βάσει το Χ.Π.Ε. τα ποσοστά ενίσχυσης κυμαίνονται από ελάχιστο 20% έως μέγιστο 55%. </li>
<li style="text-align: justify;">Για την νέα Προγραμματική Περίοδο <strong>2021 - 2027</strong> έχει υπάρξει διαβούλευση και σύντομα θα ανακοινωθούν πιθανές τροποποιήσεις</li>
</ul>
<p></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@vertical+block@33d59853a56043048d509e0d8bd0be67" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@6627eeacb392405eb618ebd6466b607c">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@6627eeacb392405eb618ebd6466b607c" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p style="text-align: justify;">ΧΡΗΜΑΤΟΔΟΤΗΣΗ COSME </p>
<ul style="text-align: justify;">
<li>Το πρόγραμμα COSME αποσκοπεί στην <strong>ενίσχυση της ανταγωνιστικότητας και της βιωσιμότητας των επιχειρήσεων της Ευρωπαϊκής Ένωσης</strong> και την προαγωγή της δημιουργίας και ανάπτυξης μικρομεσαίων επιχειρήσεων. </li>
<li>Απευθύνεται σε <strong>επιχειρηματίες</strong> που ενδιαφέρονται για χρηματοδότηση της εταιρείας τους, σε <strong>πολίτες</strong> που ενδιαφέρονται <strong>να ιδρύσουν ή να αναπτύξουν μια επιχείρηση</strong>. </li>
<li>Το προϊόν παρέχεται από <strong>όλες τις συστημικές τράπεζες της χώρας</strong>. Αφορά επαγγελματικά δάνεια με προνομιακούς όρους και μειωμένες εξασφαλίσεις. </li>
<li>Συγκεκριμένα, παρέχεται η <strong>εγγύηση του Ταμείου για το 50% του δανείου και εξασφαλίσεις που δεν υπερβαίνουν το 30% του ποσού του δανείου</strong>. Αυτά αποτελούν τα βασικά οφέλη που απορρέουν από το προϊόν. </li>
<li>Με το τρόπο αυτό ενισχύονται οι δυνατότητες μιας επιχείρησης να λάβει χρηματοδότηση σε μια περίοδο που οι τράπεζες έχουν περιορίσει την παροχή ρευστότητας στην αγορά.</li>
</ul>
<p style="text-align: justify;"></p>
<ul>
<li style="text-align: justify;"><strong>Δικαιούχοι του COSME</strong>; Απευθύνεται σε Μικρομεσαίες επιχειρήσεις όλων των οικονομικών κλάδων και κάθε νομικής μορφής, οι οποίες πληρούν τις κάτωθι προϋποθέσεις (πλην εξαιρέσεων):</li>
<ul style="text-align: justify;">
<ul>
<ul>
<li>Εδρεύουν και λειτουργούν στην Ελλάδα ή σε κράτη μέλη της Ε.Ε. και σε συνεργαζόμενες χώρες του COSME.</li>
<li>Δεν ανήκουν σε κάποιον από τους μη επιλέξιμους τομείς δραστηριότητας.</li>
</ul>
</ul>
</ul>
<li style="text-align: justify;">Σκοπός και είδη χρηματοδοτήσεως:</li>
<ul style="text-align: justify;">
<ul>
<ul>
<li>Μακροπρόθεσμη χρηματοδότηση επενδυτικών σχεδίων για την κάλυψη δαπανών αποκτήσεως ή/και δημιουργίας παγίων περιουσιακών στοιχείων.</li>
<li>Μεσοπρόθεσμη χρηματοδότηση Κεφαλαίου Κινήσεως για την ανάπτυξη και επέκταση της επιχειρηματικής δραστηριότητας.</li>
<li>Βραχυπρόθεσμη χρηματοδότηση για την κάλυψη αναγκών, οι οποίες σχετίζονται με το εμπορικό/συναλλακτικό κύκλωμα της επιχειρήσεως.</li>
</ul>
</ul>
</ul>
<li style="text-align: justify;">Ύψος Χρηματοδοτήσεως: Συνήθως έως 150.000€</li>
</ul>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@vertical+block@1755f06ae261427abebc881121a54184" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@a41327637adf41d0854b69983f736a33">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@a41327637adf41d0854b69983f736a33" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<h4 style="text-align: justify;"> <span style="text-decoration: underline;"><strong>ΧΡΗΜΑΤΟΔΟΤΗΣΗ EASI</strong></span></h4>
<ul style="text-align: justify;">
<li><strong>Πρόγραμμα Εγγυήσεων στο πλαίσιο του προγράμματος της Ευρωπαϊκής Ένωσης για την Απασχόληση και Κοινωνική Καινοτομία (Employment and Social Innovation) (EaSI Guarantee Facility)</strong> και του Ευρωπαϊκού Ταμείου Στρατηγικών Επενδύσεων («ΕΤΣΕ»).</li>
<li>Ειδικότερα μέσω του προγράμματος EaSI, επιδιώκεται η παροχή <strong>χρηματοδοτικής στήριξης για την πρόσβαση δικαιούχων σε μικροπιστώσεις μέχρι €25.000</strong> με την εγγύηση της ΕΤαΕ (Ευρωπαϊκής Τράπεζας Επενδύσεων), για κάλυψη αναγκών τόσο κεφαλαίου κίνησης μέσω ανακυκλούμενου ορίου ή/και εφάπαξ χρηματοδότησης όσο και χρηματοδότησης αγοράς παγίων στοιχείων. </li>
<li>Παράλληλα, <strong>στο πρόγραμμα συμπεριλαμβάνεται και η παροχή εστιασμένων προγραμμάτων εκπαίδευσης, κατάρτισης, συμβουλευτικής υποστήριξης και καθοδήγησης (υπηρεσίες Mentoring)</strong> στους δικαιούχους που θα ενταχθούν στο πρόγραμμα.</li>
<li>Ύψος Χρηματοδοτήσεως: Συνήθως έως 25.000€</li>
</ul>
<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="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@vertical+block@46e07451798b45f6bf79dd6c9d402c90" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@e3f47b3e85744799bf6a90fb3f26043a">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@e3f47b3e85744799bf6a90fb3f26043a" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<h4 style="text-align: justify;"> <span style="text-decoration: underline;"><strong>ΧΡΗΜΑΤΟΔΟΤΗΣΗ JEREMIE</strong></span></h4>
<ul style="text-align: justify;">
<li>Το υπουργείο Ανάπτυξης και Επενδύσεων, και το Ευρωπαϊκό Ταμείο Επενδύσεων (EIF) <strong>υπέγραψαν τροποποίηση της Συμφωνίας Χρηματοδότησης του Ταμείου Χαρτοφυλακίου JEREMIE</strong>, η οποία προβλέπει, για πρώτη φορά στην Ελλάδα, την αξιοποίηση πόρων που επιστρέφουν από το εν λόγω πρόγραμμα. </li>
<li>Οι <strong>επιστροφές του JEREMIE</strong> έγκεινται σε χρηματοδοτήσεις που επιστρέφουν στο Ταμείο <strong>είτε μέσω της αποπληρωμής των δανείων είτε μέσω της επιτυχούς αποεπένδυσης επιχειρήσεων</strong> που στηρίχτηκαν από αυτό.</li>
<li>Η πρώτη δράση που θα υλοποιηθεί, στο πλαίσιο της νέας συμφωνίας, είναι ένα <strong>Ταμείο Συν-επενδύσεων με Επιχειρηματικούς Αγγέλους (Business Angels’ co-investment fund)</strong>, μέσω του οποίου θα υποστηριχθούν ιδέες και έργα σε εξαιρετικά πρώιμη φάση προκειμένου αυτά να ωριμάσουν σε επιχειρηματικά πλάνα που θα προσελκύσουν στη συνέχεια το ενδιαφέρον λοιπών θεσμικών επενδυτών.</li>
<li>Η συγκεκριμένη δράση θα υλοποιηθεί <strong>συμπληρωματικά προς τις άλλες πρωτοβουλίες</strong> του Υπουργείου Ανάπτυξης και Επενδύσεων, όπως το <strong>EquiFund</strong> και οι σχετικές δράσεις της Ελληνικής Αναπτυξιακής Τράπεζας και της Ελληνικής Αναπτυξιακής Τράπεζας Επενδύσεων (πρώην ΤΑΝΕΟ), με σκοπό να ενισχύσει και <strong>να υποστηρίξει τα πρώιμα στάδια ανάπτυξης και διαμόρφωσης βιώσιμων επιχειρηματικών σχεδίων</strong> και να συνδράμει έτσι στη μακροημέρευση του οικοσυστήματος νεοφυών επιχειρήσεων που ήδη αναπτύσσεται στη χώρα μας.</li>
</ul>
<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="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@vertical+block@0b1d06eba3774e7fa543326e38203349" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@10f058508d8849f989550ad1adf9abfe">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bda32f58162e11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_B07+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_B07+2021+type@html+block@10f058508d8849f989550ad1adf9abfe" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt="" /></p>
</div>
</div>
</div>
</div>