Πρακτική Κλεισίματος Ισολογισμού & Συμπλήρωσης Δηλώσεων Επιχειρήσεων Διπλογραφικής Μεθόδου με πλήρη εφαρμογή πάνω στο μηχανογραφημένο πρόγραμμα της Epsilon Net

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<ul> <li class="active" id="title0"> <div class="a_title" data-product-id=1> <h5>Υπηρεσία απάντησης προσωπικών ερωτημάτων «Επίλυσις»</h5> </div> <div class="a_details clearfix"> Μέσα από το φιλικό περιβάλλον της υπηρεσίας «Επίλυσις» μπορείτε εύκολα και γρήγορα να θέσετε τα ερωτήματά σας στην Επιστημονική μας Ομάδα και να λάβετε άμεσα τις απαντήσεις που ψάχνετε. Οι σαφείς κατηγορίες υποβολής των ερωτημάτων, η εύκολη αναζήτηση των απαντήσεων επ' αυτών, η άμεση ενημέρωση -με πολλούς τρόπους- μόλις δίνεται η απάντηση κ.λπ., καθιστούν την υπηρεσία αυτή έναν πολύτιμο συνεργάτη. Κόστος ετήσιας συνδρομής 300,00 ευρώ (στην τιμή δεν περιλαμβάνεται ο Φ.Π.Α.) <div class="a_link"> <ul> <li><a href="https://www.taxheaven.gr/epilisis/">Δείτε περισσότερα</a></li> </ul> </div> </div> </li> <li id="title1"> <div class="a_title" data-product-id=2> <h5>Αρχείο Νόμων και Αποφάσεων</h5> </div> <div class="a_details clearfix"> Η Επιστημονική Ομάδα του κόμβου ενημερώνει και κωδικοποιεί όλους του νόμους άμεσα με κάθε νέο νόμο μόλις αυτός δημοσιευθεί στο Φ.Ε.Κ. Έτσι μπορείτε να δείτε την ίδια ημέρα όλες τις αλλαγές που επέρχονται στις διατάξεις που σας ενδιαφέρουν. Ο κόμβος διαθέτει τη βάση με τους περισσότερους κωδικοποιημένους νόμους (πάνω από 400), ενώ επίσης ενημερώνει το φορολογικό του αρχείο με αποφάσεις δικαστηρίων (Α.Π., Σ.τ.Ε.), αλλά και με κανονισμούς και οδηγίες της Ευρωπαϊκής Ένωσης που δεν υπάρχουν σε κανένα άλλο φορολογικό αρχείο. Οι συνδρομητές έχουν την δυνατότητα να χρησιμοποιούν πλήθος εξατομικευμένων υπηρεσιών που διευκολύνουν την καθημερινή τους εργασία και βελτιώνουν το χρόνο αναζήτησης οποιουδήποτε θέματος. (Προσωπική βιβλιοθήκη, ετικέτες σε νόμους, αγαπημένα θέματα, κ.λπ.). Οι συνδρομητές του κόμβου απολαμβάνουν πληθώρα υπηρεσιών οι οποίες βελτιώνουν και καθιστούν ευκολότερη και ταχύτερη την μελέτη των θεμάτων που τους απασχολούν. Προσωπική βιβλιοθήκη, το απαραίτητο εργαλείο για κάθε επαγγελματία. <div class="a_link"> <ul> <li><a href="https://www.taxheaven.gr/newsin/">Δείτε περισσότερα</a></li> </ul> </div> </div> </li> <li id="title2"> <div class="a_title" data-product-id=3> <h5>Webinars</h5> </div> <div class="a_details clearfix"> Η Ομάδα του κόμβου TAXHEAVEN στην προσπάθειά της να προσφέρει διαρκώς νέες και συνάμα καινοτόμες υπηρεσίες ξεκίνησε πρώτη, από τις αρχές του 2014, τη διεξαγωγή διαδικτυακών σεμιναρίων (webinars) με θεματολογία που άπτεται του επαγγέλματός μας, δίνοντας έτσι στους συναδέλφους απ' όλη την Ελλάδα τη δυνατότητα παρακολούθησης σεμιναρίων από την άνεση του γραφείου τους, δηλαδή χωρίς τη φυσική τους παρουσία. Όλο αυτό το διάστημα η Επιστημονική Ομάδα και οι τεχνικοί του κόμβου εξελίσσουν συνεχώς την πρωτοποριακή πλατφόρμα διεξαγωγής των διαδικτυακών σεμιναρίων (webinars) έχοντας πάντα ως στόχο το καλύτερο δυνατό αποτέλεσμα για όλους τους συμμετέχοντες και την ποιοτική παροχή υπηρεσιών. Η διαδικασία αναβάθμισης της πλατφόρμας διεξαγωγής θα συνεχιστεί με την ίδια ζέση, ενώ ταυτόχρονα θα εμπλουτίζεται η θεματολογία των σεμιναρίων. <div class="a_link"> <ul> <li><a href="https://www.taxheaven.gr/taxwebinars">Δείτε περισσότερα</a></li> </ul> </div> </div> </li> <li id="title3"> <div class="a_title" data-product-id=4> <h5>Tax Heaven Full Pack - Ο Έμπιστος Συνεργάτης του Λογιστή</h5> </div> <div class="a_details clearfix"> Tax Heaven Full Pack Τρείς υπηρεσίες σε μία. Με κόστος περίπου €1,00 την ημέρα. Μέσα στην αχανή έρημο της φορολογικής, ασφαλιστικής και εργατικής νομοθεσίας υπάρχει μία όαση για τον κάθε λογιστή, φοροτεχνικό, οικονομολόγο, κ.λπ. Μη συμβιβάζεστε με ημίμετρα. Οργανωθείτε στο «full» και ξεγνοιάστε από το άγχος των συνεχόμενων αλλαγών της νομοθεσίας. Με μια έξυπνη κίνηση όλα γίνονται πιο εύκολα στην καθημερινότητά σας. <div class="a_link"> <ul> <li><a href="https://www.taxheaven.gr/fullpack/">Δείτε περισσότερα</a></li> </ul> </div> </div> </li> <li id="title4"> <div class="a_title" data-product-id=5> <h5>Online Cloud CRM</h5> </div> <div class="a_details clearfix"> Το πρώτο online cloud crm για λογιστές και λογιστικά γραφεία χωρίς περιορισμούς ή χρεώσεις σε χρήστες και πελάτες. Ηλεκτρονική τιμολόγηση με διαβίβαση στοιχείων στην ΑΑΔΕ. Πλήρες λογιστική σε απλογραφικά ή διπλογραφικά βιβλία με αυτόματη ενημέρωση των συναλλαγών στα βιβλία σας. Μητρώο παγίων, Συμφωνητικά του γραφείου και αποστολή στο taxis, Κοστολόγηση και καταγραφή εργασιών, Μαζική άντληση υποχρεώσεων και εντύπων από ΕΦΚΑ, ΙΚΑ, TAXIS, ΓΕΜΗ, ΕΡΓΑΝΗ, Εθνικό τυπογραφείο. 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<th>Τίτλος:</th> <td><p><a href="https://www.taxheaven.gr/seminars/6525">Πρακτική Κλεισίματος Ισολογισμού & Συμπλήρωσης Δηλώσεων Επιχειρήσεων Διπλογραφικής Μεθόδου με πλήρη εφαρμογή πάνω στο μηχανογραφημένο πρόγραμμα της Epsilon Net</a></p></td> </tr> <tr> <th><strong>Έναρξη:</strong></th> <td><strong>13 12 2024 </strong></td> </tr> <tr> <th><strong>Λήξη:</strong></th> <td><strong>15 12 2024 </strong></td> </tr> </tbody> </table> </div> <div class='sem-content'><div class="custom_accordion__item active"><img style="float: left;" 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width="174" height="174"></div> <div class="custom_accordion__item active"> </div> <div class="custom_accordion__item active"> </div> <div class="custom_accordion__item active"> <h1 class="size-1" style="text-align: left;">       </h1> <h1 class="size-1" style="text-align: left;">Πρακτικά Σεμινάρια Λογιστική&sigmaf; με πιστοποίηση γνώσεων</h1> </div> <h1 class="size-1"> </h1> <p> </p> <div class="custom_accordion__item active" style="text-align: left;"> </div> <div class="custom_accordion__item active" style="text-align: left;"> </div> <div class="custom_accordion__item active" style="text-align: left;"><span style="color: rgb(230, 126, 35); font-family: verdana, geneva, sans-serif;">Στοιχεία επικοινωνία&sigmaf;:</span></div> <div class="custom_accordion__item active" style="text-align: left;"><span style="font-family: verdana, geneva, sans-serif;">Θεσσαλονίκη&sigmaf;: Καραισκάκη 14, 55337, Τριανδρία</span><br><span style="font-family: verdana, geneva, sans-serif;">Αθήνα: Λεωφ. Ανδρέα Συγγρού 106, Αθήνα 117 41</span><br><span style="font-family: verdana, geneva, sans-serif;">Email : <a href="/cdn-cgi/l/email-protection" class="__cf_email__" data-cfemail="83eaede5ecc3f3f1ecf7e2fbf0e6eeeaede2f1f0ade4f1">[email protected]</a></span></div> <div class="custom_accordion__item active" style="text-align: left;"><span style="font-family: verdana, geneva, sans-serif;">Τηλέφωνο επικοινωνία&sigmaf; :211 1084 459</span></div> <div class="custom_accordion__item active" style="text-align: left;"> </div> <div class="custom_accordion__item active" style="text-align: left;"> </div> <h2>Πρακτική Κλεισίματο&sigmaf; Ισολογισμού & Συμπλήρωση&sigmaf; Δηλώσεων Επιχειρήσεων Διπλογραφική&sigmaf; Μεθόδου με πλήρη εφαρμογή πάνω στο μηχανογραφημένο πρόγραμμα τη&sigmaf; Epsilon Net</h2> <p><span style="color: rgb(230, 126, 35);"><strong>Διάρκεια : 12  ώρε&sigmaf; </strong></span><br><span style="color: rgb(230, 126, 35);"><strong>Έναρξη: -13-12-2024</strong></span><br><br><span style="color: rgb(230, 126, 35);"><strong>Διαδικασία κλεισίματο&sigmaf; και έλεγχοι στο τέλο&sigmaf; τη&sigmaf; χρήση&sigmaf; & Συμπλήρωση Δηλώσεων Επιχειρήσεων Διπλογραφική&sigmaf; Μεθόδου  (ΑΕ – ΕΠΕ - ΙΚΕ – ΟΕ)</strong></span><br><br>Μέσα από ένα πρακτικό σεμινάριο θα μάθουμε όλε&sigmaf; τι&sigmaf; εργασίε&sigmaf; τέλου&sigmaf; χρήση&sigmaf; που πρέπει να κάνει ένα λογιστή&sigmaf; για να φτάσει στο τελικό λογιστικό αποτέλεσμα είτε εργάζεται σε ένα λογιστικό γραφείο είτε σε εσωτερικό λογιστήριο εταιρεία&sigmaf;. Χρησιμοποιώντα&sigmaf; ένα checklist με τα βήματα κλεισίματο&sigmaf; θα δούμε στην πράξη του&sigmaf; ελέγχου&sigmaf; που πρέπει να γίνουν στο τέλο&sigmaf; τη&sigmaf; χρονιά&sigmaf;, τι&sigmaf; λογιστικέ&sigmaf; εγγραφέ&sigmaf; κλεισίματο&sigmaf; και ανοίγματο&sigmaf; στο πρόγραμμα extra τη&sigmaf; epsilon σε πραγματικό χρόνο, την σύνταξη τόσο τη&sigmaf; φορολογική&sigmaf; δήλωση&sigmaf; όσο και των χρηματοοικονομικών καταστάσεων «στο χέρι» (Ν – Ε3 – Κατάσταση αναμόρφωση&sigmaf; – Ισολογισμό&sigmaf; – Αποτελέσματα χρήση&sigmaf;) και την σύνταξη των πρακτικών ΓΣ.Ιδανικό για βοηθού&sigmaf; λογιστέ&sigmaf;, λογιστέ&sigmaf;, στελέχη εσωτερικών λογιστηρίων, υπαλλήλου&sigmaf; που ασχολούνται με την οικονομική διεύθυνση.<br><br><span style="color: rgb(230, 126, 35);"><u><strong>Συνοπτική ύλη του σεμιναρίου</strong></u></span></p> <p><br>1. Προσδιορισμό&sigmaf; αποτελεσμάτων περιόδου οντοτήτων που τηρούν διπλογραφικό λογιστικό σύστημα<br><br>2. Εκπιπτόμενε&sigmaf; επιχειρηματικέ&sigmaf; δαπάνε&sigmaf;<br><br>• Δαπάνε&sigmaf; Επιστημονική&sigmaf; και Τεχνολογική&sigmaf; Έρευνα&sigmaf; – Απεικόνιση στο έντυπο Ν<br>• Χορήγηση προσαυξημένη&sigmaf; έκπτωση&sigmaf; για συγκεκριμένε&sigmaf; δαπάνε&sigmaf; που αφορούν του&sigmaf; εργαζόμενου&sigmaf; και την προστασία του περιβάλλοντο&sigmaf; – Απεικόνιση στο έντυπο Ν<br>• Προσαυξημένη έκπτωση διαφημιστική&sigmaf; δαπάνη&sigmaf; για το φορολογικό έτο&sigmaf; 2023 – Απεικόνιση στο έντυπο Ν<br>• Διαφημιστικέ&sigmaf; δαπάνε&sigmaf; – Απεικόνιση στο έντυπο Ν<br>• Χορήγηση προσαυξημένη&sigmaf; έκπτωση&sigmaf; για δαπάνε&sigmaf; που αφορούν σε πράσινη οικονομία, ενέργεια και ψηφιοποίηση – Απεικόνιση στο έντυπο Ν3. Μη εκπιπτόμενε&sigmaf; επιχειρηματικέ&sigmaf; δαπάνε&sigmaf; – Φορολογική αναμόρφωση μόνιμη και προσωρινή<br><br>4. Φορολογικέ&sigmaf; αποσβέσει&sigmaf; – Πρακτικό παράδειγμα υπολογισμού αποσβέσεων στο πρόγραμμα EXTRA – Συμφωνία μητρώου παγίων με γενική λογιστική<br><br>5. Αποτίμηση αποθεμάτων<br><br>6. Επισφαλεί&sigmaf; απαιτήσει&sigmaf; – Πρακτικό παράδειγμα<br><br>7. Μεταφορά ζημιών – Πρακτικό παράδειγμα<br><br>8. Ιδιοχρησιμοποίηση ακινήτου – Απεικόνιση στο έντυπο Ν<br><br>9. Υποβολή τη&sigmaf; δήλωση&sigmaf; φορολογία&sigmaf; εισοδήματο&sigmaf; νομικών προσώπων και νομικών οντοτήτων και καταβολή του φόρου – Πρακτικό παράδειγμα υπολογισμού<br><br>10. Προκαταβολή του φόρου εισοδήματο&sigmaf; νομικών προσώπων και νομικών οντοτήτων – Πρακτικό παράδειγμα υπολογισμού<br><br>11. Επεξήγηση των κωδικών του Ε3 / Εντύπο Ν / Κατάσταση&sigmaf; φορολογική&sigmaf; αναμόρφωση&sigmaf; – Μερισμό&sigmaf; δαπανών<br><br>12. Checklist 30 βημάτων για το ορθό κλείσιμο τη&sigmaf; χρονιά&sigmaf;, τη&sigmaf; σύνταξη&sigmaf; τη&sigmaf; φορολογική&sigmaf; δήλωση&sigmaf; τη&sigmaf; εταιρεία&sigmaf; καθώ&sigmaf; επίση&sigmaf; και του ισολογισμού – Εργασίε&sigmaf; σε πραγματικό ισοζύγιο<br><br>• Συμφωνία φόρων<br>• Συμφωνία ασφαλιστικών εισφορών<br>• Συμφωνία μισθοδοσία&sigmaf;<br>• Έλεγχο&sigmaf; ταμείου<br>• Συμφωνία λογαριασμών όψεω&sigmaf; – δανείων<br>• Συμφωνία ενοικίων εισπρακτέων - πληρωτέων<br>• Συμφωνία παρακρατούμενων φόρων<br>• Συμφωνία εμπορικού πελατών – προμηθευτών – αξιογράφων εισπρακτέων/πληρωτέων<br>• Έλεγχο&sigmaf; επιδοτούμενων παγίων και εγγραφέ&sigmaf; αναλογουσών αποσβέσεων<br>• Τακτοποίηση μεταβατικών λογαριασμών<br><br>13. Λογιστικέ&sigmaf; εγγραφέ&sigmaf; κλεισίματο&sigmaf; και ανοίγματο&sigmaf; χρήση&sigmaf; στο πρόγραμμα EXTRA – Λογιστική εγγραφή συμφωνία&sigmaf; φόρου με έντυπο Ν<br><br>14. Διανομή κερδών στι&sigmaf; ΑΕ – ΕΠΕ – ΙΚΕ – ΟΕ με διπλογραφικά και χρόνο&sigmaf; κτήση&sigmaf; εισοδήματο&sigmaf; – Λογιστικέ&sigmaf; εγγραφέ&sigmaf; μερίσματο&sigmaf; / παρακράτηση&sigmaf; φόρου και αποθεματικού με βάση την Γ.Σ. – Πρώτο μέρισμα – Σειρά διάθεση&sigmaf; κερδών – Σύγκληση γενική&sigmaf; συνέλευση&sigmaf; / Ημερομηνίε&sigmaf; – Διαδικασία στο ΓΕΜΗ<br><br><span style="color: rgb(230, 126, 35);"><strong>Όλε&sigmaf; οι εργασίε&sigmaf; γίνονται στο πρόγραμμα τη&sigmaf; epsilon ΕXTRA λογιστική διαχείριση με πραγματικέ&sigmaf; λογιστικέ&sigmaf; εγγραφέ&sigmaf;.</strong></span><br><br><span style="color: rgb(230, 126, 35);"><u><strong>Τι προσφέρουμε στου&sigmaf; σπουδαστέ&sigmaf; μα&sigmaf; :</strong></u></span></p> <ul class="decoda-list"> <li>Δυνατότητα παρακολούθηση&sigmaf; των μαθημάτων Live Webinar - διαδραστικό μαθημα, και σε συνέχεια δυνατότητα παρακολούθηση&sigmaf; και ω&sigmaf;  βίντεο εω&sigmaf; το τέλο&sigmaf;  του σεμιναρίο για να το κάνετε επαναληψή </li> <li>Απεριόριστο Εκπαιδευτικό υλικό</li> <li>Δωρεάν παροχή Βεβαίωση&sigmaf; Παρακολούθηση&sigmaf;</li> </ul> <div class="extra-info d-flex flex-column"> <div> <div> </div> </div> <div> <div> <p> </p> </div> </div> </div> <p><span style="color: rgb(230, 126, 35);"><a class="ctab" style="color: rgb(230, 126, 35);" title="Εκδήλωση Ενδιαφέροντο&sigmaf;" href="https://www.protaxseminars.gr/praktiki-kleisimatos-isologismoy-symplirosis-diloseon-epicheiriseon-diplografikis-methodoy-me-pliri-efarmogi-pano-sto-michanografimeno-programma-tis-epsilon-net#interest-form-section">Εκδήλωση Ενδιαφέροντο&sigmaf;</a></span></p></div> </section> <aside class="col-lg-3 col-md-4 col-sm-5 col-lg-pull-13 col-md-pull-12 col-sm-pull-11"> <div class="organiser_info text-center"> <h3>Στοιχεία Διοργανωτή</h3> <div class="organiser_content"> <ul> <li> <h6>Εταιρία:</h6> <p>PROTAX Seminars - Κέντρο Εφαρμοσμένης Λογιστικής</p> </li> <li> <h6>Υπεύθυνος/η:</h6> <p>Γραμματεία</p> </li> <li> <h6>Διεύθυνση :</h6> <p>Λεωφ. 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aria-hidden="true"></i></span> </div> <div class="form-group"> <input type="password" class="form-control" name="confirm_password" id='confirm_password' placeholder="Επιβεβαίωση Κωδικού"> <span class="ok">Ok!</span> <span class="error"><i class="fa fa-times" aria-hidden="true"></i></span> </div> <div class="form-group"> <input type="text" class="form-control" name="vat" id='vat' data-validate-url="https://www.taxheaven.gr/users/validate/vat" placeholder="Α.Φ.Μ."> <span class="ok">Ok!</span> <span class="error"><i class="fa fa-times" aria-hidden="true"></i></span> </div> <div class="form-group"> <input type="text" class="form-control" name="phone" id='phone' placeholder="Τηλέφωνο"> <span class="ok">Ok!</span> <span class="error"><i class="fa fa-times" aria-hidden="true"></i></span> </div> <div class="form-group"> <input type="text" class="form-control" name="full_name" id='full_name' placeholder="Ονοματεπώνυμο"> <span class="ok">Ok!</span> <span class="error"><i class="fa fa-times" aria-hidden="true"></i></span> </div> <div class="form-group"> <input type="text" class="form-control" name="profession" id='profession' placeholder="Επάγγελμα"> <span class="ok">Ok!</span> <span class="error"><i class="fa fa-times" aria-hidden="true"></i></span> </div> <div class="form-group"> <input type="text" class="form-control" name="address" id='address' placeholder="Διεύθυνση"> <span class="ok">Ok!</span> <span class="error"><i class="fa fa-times" aria-hidden="true"></i></span> </div> <div class="form-group"> <input type="text" class="form-control" name="city" id='city' placeholder="Πόλη"> <span class="ok">Ok!</span> <span class="error"><i class="fa fa-times" aria-hidden="true"></i></span> </div> <div class="form-group submit_box"> <a target='_blank' href="https://www.taxheaven.gr/terms">Ανάγνωση όρων</a> <div class="agree"> <input id="agree" class="css-checkbox" name="agree" value='1' type="checkbox"> <label class="css-label" for="agree">Συμφωνώ</label> </div> <input type="submit" class="btn btn-md btn-info" value="Εγγραφή"> <div class="clear"></div> </div> </form> </div> <div role="tabpanel" class="tab-pane" id="login" > <form action="https://www.taxheaven.gr/login" method="post"> <input type="hidden" name="_token" value="IXq69Sj466AFSE50nAYFgawbaOQsEEDEUVm6rI9z"> <div class="form-group"> <input type="text" class="form-control" name="email" placeholder="Email"> <span class="ok">Ok!</span> <span class="error"><i class="fa fa-times" aria-hidden="true"></i></span> </div> <div class="form-group"> <input type="password" class="form-control" name="password" placeholder="Κωδικός"> <span class="ok">Ok!</span> <span class="error"><i class="fa fa-times" aria-hidden="true"></i></span> </div> <div class="form-group submit_box"> <div class="agree"> <input id="ks" class="css-checkbox" name="persistent" value='1' type="checkbox"> <label class="css-label" for="ks">Keep me signed in</label> </div> <br> <br> <a target='_blank' href="https://www.taxheaven.gr/terms">Ανάγνωση όρων</a> <div class="agree"> <input id="login-agree" class="css-checkbox" name="agree" value='1' type="checkbox"> <label class="css-label" for="login-agree">Συμφωνώ</label> </div> <input type="submit" class="btn btn-md btn-info" value="Login"> <div class="clear"></div> </div> </form> </div> <div role="tabpanel" class="tab-pane" id="reset_pw"> <form action="https://www.taxheaven.gr/forgotpassword" method="post"> <input type="hidden" name="_token" value="IXq69Sj466AFSE50nAYFgawbaOQsEEDEUVm6rI9z"> <h5>Συμπλήρωση email για αποστολή νέου κωδικού</h5> <div class="form-group"> <input type="text" class="form-control" name="email" placeholder="Email"> <span class="ok">Ok!</span> <span class="error"><i class="fa fa-times" aria-hidden="true"></i></span> </div> <div class="form-group p loginsubmit_box"> <input type="submit" class="btn btn-md btn-info" value="Αποστολή νέου κωδικού!"> <div class="clear"></div> </div> </form> </div> </div> </div> </div> </div> </div> </div>  <script data-cfasync="false" src="/cdn-cgi/scripts/5c5dd728/cloudflare-static/email-decode.min.js"></script><script type='text/javascript'> var baseUrl = "https://www.taxheaven.gr"; var csrfToken = "IXq69Sj466AFSE50nAYFgawbaOQsEEDEUVm6rI9z"; </script> <script src="https://www.taxheaven.gr/assets/front/js/jquery-1.9.1.min.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/jquery.easing.1.3.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/jquery.dotdotdot.min.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/jquery.matchHeight-min.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/slick.min.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/jquery.hoverIntent.minified.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/jquery.fancybox.min.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/jquery-ui.min.js"></script> <script src="https://www.google.com/recaptcha/api.js?hl=el" async defer></script> <script src="https://www.taxheaven.gr/assets/dockmodal/js/jquery.dockmodal.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/bootstrap.min.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/bootstrap-select.min.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/main.js?v=20"></script> <script src="https://www.taxheaven.gr/assets/front/my/js/main.js?v=15"></script> <script src="https://www.taxheaven.gr/assets/front/js/footable.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/jquery-scrolltofixed-min.js"></script> <script src="https://www.taxheaven.gr/assets/front/js/seminar_subpage.js"></script> <script type='text/javascript'> window.lazySizesConfig = window.lazySizesConfig || {}; lazySizesConfig.loadHidden = false; </script> <script type="text/javascript" src="https://www.taxheaven.gr/assets/front/my/lazysizes.min.js"></script> <script> $( 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