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" /> </defs> <style> tspan { white-space: pre } </style> <use id="ViberBack" href="#viber-img" x="0" y="0" /> </symbol> <symbol id="whatsapp-ico" viewBox="0 0 120 120"> <defs> <image width="120" height="120" id="wapp1" 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class="privacy-right-col"> <style>.privacy-right-col li { padding-bottom: 10px } </style> <h2>1. Eισαγωγ萎</h2><h3> </h3><h3>1.1 Αρχικ萎 Δ萎λωση Προστασ委ας Προσωπικ蠋ν Δεδομ苇νων</h3><p> </p><p>H συμμ蠈ρφωση της εταιρε委ας με την επωνυμ委α «NOVA TELECOMMUNICATIONS & MEDIA ΜΟΝΟΠΡΟΣΩΠΗ ΑΝΩΝΥΜΗ EΤΑΙΡΕΙΑ» και διακριτικ蠈 τ委τλο «NOVA Μ.Α.Ε.» (εφεξ萎ς χ维ριν συντομ委ας «NOVA» 萎 «Εταιρε委α») με 苇δρα την Λεωφ蠈ρο Αθην蠋ν 106, ΤΚ,10442, ΑΦΜ 099936189, ΔΥΟ ΦΑΕ Αθην蠋ν προς το νομικ蠈 και κανονιστικ蠈 πλα委σιο για την προστασ委α των προσωπικ蠋ν δεδομ苇νων συνιστ维 βασικ萎 προτεραι蠈τητα της.</p><p> </p><p>Για το σκοπ蠈 αυτ蠈 η NOVA 苇χει σχεδι维σει και θ苇σει σε εφαρμογ萎 την παρο蠉σα Πολιτικ萎 Προστασ委ας Προσωπικ蠋ν Δεδομ苇νων Συνδρομητ蠋ν, η οπο委α περιλαμβ维νει τους βασικο蠉ς καν蠈νες για τη διασφ维λιση της σ蠉ννομης επεξεργασ委ας των προσωπικ蠋ν δεδομ苇νων της κατηγορ委ας αυτ萎ς των υποκειμ苇νων, σ蠉μφωνα με το ισχ蠉ον νομοθετικ蠈 πλα委σιο.</p><p> </p><p>Τα προσωπικ维 δεδομ苇να συλλ苇γονται, διατηρο蠉νται και υποβ维λλονται σε επεξεργασ委α απ蠈 τη NOVA για τον απαραιτ萎τως αναγκα委ο χρ蠈νο, για καθορισμ苇νους, ρητο蠉ς και ν蠈μιμους σκοπο蠉ς επεξεργασ委ας που στηρ委ζονται στις προβλεπ蠈μενες νομικ苇ς β维σεις, τηρουμ苇νων των αρχ蠋ν επεξεργασ委ας τους. Τυγχ维νουν δε, σ蠉ννομης και θεμιτ萎ς επεξεργασ委ας, η οπο委α εδρ维ζεται σε συγκεκριμ苇νη κ维θε φορ维 νομιμοποιητικ萎 β维ση, με διαφαν萎 τρ蠈πο σ蠉μφωνα π维ντα με το ισχ蠉ον νομικ蠈 πλα委σιο και κατ维 τρ蠈πο που εγγυ维ται την ενδεδειγμ苇νη ασφ维λεια αυτ蠋ν. Τα δεδομ苇να αυτ维 ε委ναι κ维θε φορ维 κατ维λληλα, συναφ萎, πρ蠈σφορα και 蠈χι περισσ蠈τερα απ蠈 蠈σα απαιτο蠉νται εν 蠈ψει των τιθ苇μενων κ维θε φορ维 σκοπ蠋ν, ε委ναι δε ακριβ萎 και, εφ蠈σον χρει维ζεται, υποβ维λλονται σε ενημ苇ρωση.</p><h3> </h3><h3>1.2 Αντικε委μενο της Πολιτικ萎ς Προστασ委ας Προσωπικ蠋ν Δεδομ苇νων</h3><p> </p><p>Η παρο蠉σα Πολιτικ萎 αποσκοπε委 στην υλοπο委ηση της λ萎ψης και εφαρμογ萎ς των κατ维λληλων μ苇τρων 蠋στε να διασφαλ委ζεται, να γνωστοποιε委ται και να αποδεικν蠉εται η συμμ蠈ρφωση της NOVA με τις απαιτ萎σεις της νομοθεσ委ας για την προστασ委α των προσωπικ蠋ν δεδομ苇νων των συνδρομητ蠋ν της (υφιστ维μενων, υποψ萎φιων και συνδρομητ蠋ν που 苇χουν αποχωρ萎σει και των οπο委ων τα προσωπικ维 δεδομ苇να η Εταιρε委α οφε委λει να διατηρε委 υπ蠈 προ蠇ποθ苇σεις).</p><p> </p><p>Συνιστ维 βασικ萎 δ苇σμευση και κεντρικ蠈 维ξονα της φιλοσοφ委ας της NOVA η διαφαν萎ς επεξεργασ委α των προσωπικ蠋ν δεδομ苇νων των συνδρομητ蠋ν προκειμ苇νου να παρ苇χεται σε αυτο蠉ς ενημ苇ρωση σχετικ维 με:</p><p> </p><ul><li>τη νομικ萎 β维ση και τους σκοπο蠉ς συλλογ萎ς, διατ萎ρησης και επεξεργασ委ας των προσωπικ蠋ν δεδομ苇νων τους,</li><li>τον τρ蠈πο και την πηγ萎 συλλογ萎ς, επεξεργασ委ας και διατ萎ρησης των προσωπικ蠋ν δεδομ苇νων τους,</li><li>τους αποδ苇κτες 萎 τις κατηγορ委ες αποδεκτ蠋ν των προσωπικ蠋ν δεδομ苇νων τους,</li><li>την 蠉παρξη δικαιωμ维των τους,</li><li>τον τρ蠈πο διευκ蠈λυνσης στην 维σκηση των δικαιωμ维των τους,</li><li>τον τρ蠈πο επικοινων委ας μας αναφορικ维 με τα δικαι蠋ματ维 τους,</li><li>την προστασ委α των προσωπικ蠋ν δεδομ苇νων τους. </li></ul><p> </p><p>Η παρο蠉σα Πολιτικ萎 περιλαμβ维νει τους γενικο蠉ς καν蠈νες, με β维ση τους οπο委ους η NOVA προβα委νει σε τυχ蠈ν συλλογ萎, διατ萎ρηση και επεξεργασ委α των προσωπικ蠋ν δεδομ苇νων των συνδρομητ蠋ν της και διασφαλ委ζει 蠈λες τις απαιτο蠉μενες βασικ苇ς αρχ苇ς επεξεργασ委ας αυτ蠋ν.</p><p> </p><p>Ως προς τη διασφ维λιση της τ萎ρησης των βασικ蠋ν αρχ蠋ν που δι苇πουν την επεξεργασ委α των προσωπικ蠋ν δεδομ苇νων, η παρο蠉σα Πολιτικ萎 συμπληρ蠋νεται απ蠈 τις επιμ苇ρους Πολιτικ苇ς και διαδικασ委ες της Εταιρε委ας, 蠈πως για παρ维δειγμα, ιδ委ως, την Πολιτικ萎 Διατ萎ρησης και Διαγραφ萎ς προσωπικ蠋ν δεδομ苇νων και την Πολιτικ萎 Ασφαλε委ας, οι οπο委ες και περι苇χουν ειδικ蠈τερους καν蠈νες για την διασφ维λιση των βασικ蠋ν αρχ蠋ν στις οπο委ες αφορο蠉ν και συμπληρ蠋νουν 萎 υπερισχ蠉ουν των γενικ蠋ν καν蠈νων της παρο蠉σας Πολιτικ萎ς. Διευκριν委ζεται 蠈τι η Εταιρε委α διατηρε委 το δικα委ωμα να τροποποιε委 και να αναπροσαρμ蠈ζει την παρο蠉σα Πολιτικ萎, 蠈πως και τις επιμ苇ρους Πολιτικ苇ς που μνημονε蠉ονται ανωτ苇ρω.</p><p> </p><p>Σε περ委πτωση που στο πλα委σιο συγκεκριμ苇νων επεξεργασι蠋ν, η NOVA εισ维γει ειδικ苇ς ενημερ蠋σεις προς τα υποκε委μενα των δεδομ苇νων, οι εν λ蠈γω ενημερ蠋σεις ισχ蠉ουν απ蠈 κοινο蠉 με τους παρ蠈ντες 蠈ρους. Σε περ委πτωση σ蠉γκρουσης, υπερισχ蠉ουν οι παρ蠈ντες 蠈ροι.</p><p> </p><p>Τ苇λος, διευκριν委ζεται 蠈τι ιδια委τερα για την επεξεργασ委α προσωπικ蠋ν δεδομ苇νων που λαμβ维νει χ蠋ρα στο πλα委σιο της επ委σκεψης και χρ萎σης των εκ维στοτε διαθ苇σιμων ιστοσελ委δων, εφαρμογ蠋ν και ηλεκτρονικ蠋ν πλατφορμ蠋ν της Εταιρε委ας απ蠈 τους χρ萎στες αυτ蠋ν συνδρομητ苇ς και μη, η οπο委α σχετ委ζεται μεταξ蠉 维λλων με την πρ蠈σβαση 萎/και αποθ萎κευση αρχε委ων cookies, μοναδικ蠋ν αναγνωριστικ蠋ν τερματικ蠋ν συσκευ蠋ν που χρησιμοποιο蠉ν οι χρ萎στες κατ维 την περι萎γησ萎 τους κ.λ.π. ισχ蠉ει συμπληρωματικ维 ειδικ萎 ενημ苇ρωση προστασ委ας των προσωπικ蠋ν δεδομ苇νων και πολιτικ萎 cookies.</p><h3> </h3><h3>1.3 Νομικ蠈 πλα委σιο προστασ委ας προσωπικ蠋ν δεδομ苇νων</h3><p> </p><p>Απ蠈 τον Μ维ιο του 2018 ισχ蠉ει ο υπ’ αρ. 2016/679 Γενικ蠈ς Κανονισμ蠈ς Προστασ委ας Δεδομ苇νων (στο εξ萎ς χ维ριν συντομ委ας Γενικ蠈ς Κανονισμ蠈ς Προστασ委ας Δεδομ苇νων 萎 ΓΚΠΔ 萎 GDPR) του Ευρωπα蠆κο蠉 Κοινοβουλ委ου και του Συμβουλ委ου για την προστασ委α των φυσικ蠋ν προσ蠋πων 苇ναντι της επεξεργασ委ας των δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα και για την ελε蠉θερη κυκλοφορ委α των δεδομ苇νων αυτ蠋ν.</p><p> </p><p>Παρ维λληλα, η NOVA εφαρμ蠈ζει και τη σχετικ萎 εθνικ萎 νομοθεσ委α, 蠈πως ισχ蠉ει κ维θε φορ维. Ενδεικτικ维:</p><p> </p><ul><li><strong>Ν. 4624/2019</strong> Μ苇τρα εφαρμογ萎ς του Κανονισμο蠉 (ΕΕ) 2016/679 του Ευρωπα蠆κο蠉 Κοινοβουλ委ου και του Συμβουλ委ου της 27ης Απριλ委ου 2016 για την προστασ委α των φυσικ蠋ν προσ蠋πων 苇ναντι της επεξεργασ委ας δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα και ενσωμ维τωση στην εθνικ萎 νομοθεσ委α της Οδηγ委ας (ΕΕ) 2016/680 του Ευρωπα蠆κο蠉 Κοινοβουλ委ου και του Συμβουλ委ου της 27ης Απριλ委ου 2016 και 维λλες διατ维ξεις.</li><li><strong>Ν. 3471/2006</strong> Προστασ委α δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα και της ιδιωτικ萎ς ζω萎ς στον τομ苇α των τηλεπικοινωνι蠋ν.</li><li><strong>Ν. 3783/2009</strong> Ταυτοπο委ηση των κατ蠈χων και χρηστ蠋ν εξοπλισμο蠉 και υπηρεσι蠋ν κινητ萎ς τηλεφων委ας και 维λλες διατ维ξεις</li><li><strong>Ν. 3917/2011</strong> Διατ萎ρηση δεδομ苇νων που παρ维γονται 萎 υποβ维λλονται σε επεξεργασ委α σε συν维ρτηση με την παροχ萎 διαθ苇σιμων στο κοιν蠈 υπηρεσι蠋ν ηλεκτρονικ蠋ν επικοινωνι蠋ν 萎 δημοσ委ων δικτ蠉ων.</li><li><strong>Ν. 2225/1994</strong> Προστασ委α της ελευθερ委ας και ανταπ蠈κρισης και επικοινων委ας.</li><li><strong>Π.Δ. 47/2005</strong> Διαδικασ委ες καθ蠋ς και τεχνικ苇ς και οργανωτικ苇ς εγγυ萎σεις για την 维ρση του απορρ萎του των επικοινωνι蠋ν και για τη διασφ维λιση του.</li><li><strong>Ν. 4727/2020</strong> Ψηφιακ萎 Διακυβ苇ρνηση (Ενσωμ维τωση στην Ελληνικ萎 Νομοθεσ委α της Οδηγ委ας (ΕΕ) 2016/2102 και της Οδηγ委ας (ΕΕ) 2019/1024) - Ηλεκτρονικ苇ς Επικοινων委ες (Ενσωμ维τωση στο Ελληνικ蠈 Δ委καιο της Οδηγ委ας (ΕΕ) 2018/1972) και 维λλες διατ维ξεις.</li><li>καθ蠋ς και τις σχετικ苇ς Κανονιστικ苇ς Πρ维ξεις των αρμ蠈διων Ανεξ维ρτητων Διοικητικ蠋ν Αρχ蠋ν.</li><li><strong>N. 5002/2022</strong> Διαδικασ委α 维ρσης του απορρ萎του των επικοινωνι蠋ν, κυβερνοασφ维λεια και προστασ委α προσωπικ蠋ν δεδομ苇νων πολιτ蠋ν.</li></ul><h2> </h2><h2>2. Ορισμο委</h2><p> </p><p>Για τους σκοπο蠉ς της παρο蠉σας Πολιτικ萎ς Προστασ委ας Προσωπικ蠋ν Δεδομ苇νων Συνδρομητ蠋ν ισχ蠉ουν οι ορισμο委 του ΓΚΠΔ, 蠈πως ενδεικτικ维:</p><p> </p><p>«<strong>Δεδομ苇να Προσωπικο蠉 Χαρακτ萎ρα 萎 Προσωπικ维 Δεδομ苇να</strong>» νοε委ται κ维θε πληροφορ委α που αφορ维 ταυτοποιημ苇νο 萎 ταυτοποι萎σιμο φυσικ蠈 πρ蠈σωπο («υποκε委μενο των δεδομ苇νων»)螄 το ταυτοποι萎σιμο φυσικ蠈 πρ蠈σωπο ε委ναι εκε委νο του οπο委ου η ταυτ蠈τητα μπορε委 να εξακριβωθε委, 维μεσα 萎 苇μμεσα, ιδ委ως μ苇σω αναφορ维ς σε αναγνωριστικ蠈 στοιχε委ο ταυτ蠈τητας, 蠈πως 蠈νομα, αριθμ蠈 ταυτ蠈τητας, σε δεδομ苇να θ苇σης, σε επιγραμμικ蠈 αναγνωριστικ蠈 ταυτ蠈τητας 萎 σε 苇ναν 萎 περισσ蠈τερους παρ维γοντες που προσιδι维ζουν στη σωματικ萎, φυσιολογικ萎, γενετικ萎, ψυχολογικ萎, οικονομικ萎, πολιτιστικ萎 萎 κοινωνικ萎 ταυτ蠈τητα του εν λ蠈γω φυσικο蠉 προσ蠋που.</p><p> </p><p>«<strong>Επεξεργασ委α</strong>» νοε委ται κ维θε πρ维ξη 萎 σειρ维 πρ维ξεων που πραγματοποιε委ται με 萎 χωρ委ς τη χρ萎ση αυτοματοποιημ苇νων μ苇σων, σε δεδομ苇να προσωπικο蠉 χαρακτ萎ρα 萎 σε σ蠉νολα δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα, 蠈πως η συλλογ萎, η καταχ蠋ριση, η οργ维νωση, η δι维ρθρωση, η αποθ萎κευση, η προσαρμογ萎 萎 η μεταβολ萎, η αν维κτηση, η αναζ萎τηση πληροφορι蠋ν, η χρ萎ση, η κοινολ蠈γηση με διαβ委βαση, η δι维δοση 萎 κ维θε 维λλη μορφ萎 δι维θεσης, η συσχ苇τιση 萎 ο συνδυασμ蠈ς, ο περιορισμ蠈ς, η διαγραφ萎 萎 η καταστροφ萎. </p><p> </p><p>«<strong>Υπε蠉θυνος Επεξεργασ委ας</strong>» νοε委ται το φυσικ蠈 萎 νομικ蠈 πρ蠈σωπο, η δημ蠈σια αρχ萎, η υπηρεσ委α 萎 维λλος φορ苇ας που, μ蠈να 萎 απ蠈 κοινο蠉 με 维λλα, καθορ委ζουν τους σκοπο蠉ς και τον τρ蠈πο της επεξεργασ委ας δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα螄 蠈ταν οι σκοπο委 και ο τρ蠈πος της επεξεργασ委ας αυτ萎ς καθορ委ζονται απ蠈 το δ委καιο της 螆νωσης 萎 το δ委καιο κρ维τους μ苇λους, ο Υπε蠉θυνος Επεξεργασ委ας 萎 τα ειδικ维 κριτ萎ρια για τον διορισμ蠈 του μπορο蠉ν να προβλ苇πονται απ蠈 το δ委καιο της 螆νωσης 萎 το δ委καιο κρ维τους μ苇λους.</p><p> </p><p>«<strong>Εκτελ蠋ν την Επεξεργασ委α</strong>» Το φυσικ蠈 萎 νομικ蠈 πρ蠈σωπο, η δημ蠈σια αρχ萎, η υπηρεσ委α 萎 维λλος φορ苇ας που επεξεργ维ζεται δεδομ苇να προσωπικο蠉 χαρακτ萎ρα για λογαριασμ蠈 του Υπευθ蠉νου της Επεξεργασ委ας.</p><p> </p><p>«<strong>Τρ委τος</strong>» Οποιοδ萎ποτε φυσικ蠈 萎 νομικ蠈 πρ蠈σωπο, δημ蠈σια αρχ萎, υπηρεσ委α 萎 φορ苇ας, με εξα委ρεση το υποκε委μενο των δεδομ苇νων, τον Υπε蠉θυνο Επεξεργασ委ας, τον εκτελο蠉ντα την επεξεργασ委α και τα πρ蠈σωπα τα οπο委α, υπ蠈 την 维μεση εποπτε委α του Υπευθ蠉νου Επεξεργασ委ας 萎 του Εκτελο蠉ντος την Επεξεργασ委α, ε委ναι εξουσιοδοτημ苇να να επεξεργ维ζονται τα δεδομ苇να προσωπικο蠉 χαρακτ萎ρα.</p><p> </p><p>«<strong>Συγκατ维θεση του υποκειμ苇νου των δεδομ苇νων</strong>» Κ维θε 苇νδειξη βουλ萎σεως, ελε蠉θερη, συγκεκριμ苇νη, ρητ萎 και εν πλ萎ρη επιγν蠋σει, με την οπο委α το υποκε委μενο των δεδομ苇νων εκδηλ蠋νει 蠈τι συμφωνε委, με δ萎λωση 萎 με σαφ萎 θετικ萎 εν苇ργεια, να αποτελ苇σουν αντικε委μενο επεξεργασ委ας τα δεδομ苇να προσωπικο蠉 χαρακτ萎ρα που το αφορο蠉ν.</p><p> </p><p>«<strong>Παραβ委αση δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα</strong>» Η παραβ委αση της ασφ维λειας που οδηγε委 σε τυχα委α 萎 παρ维νομη καταστροφ萎, απ蠋λεια, μεταβολ萎, 维νευ 维δειας κοινολ蠈γηση 萎 πρ蠈σβαση δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα που διαβιβ维στηκαν, αποθηκε蠉τηκαν 萎 υποβλ萎θηκαν κατ' 维λλο τρ蠈πο σε επεξεργασ委α.</p><p> </p><p>«<strong>Ειδικ苇ς κατηγορ委ες προσωπικ蠋ν δεδομ苇νων</strong>» (γνωστ维 παλαι蠈τερα ως «ευα委σθητα δεδομ苇να»). Δεδομ苇να που αποκαλ蠉πτουν τη φυλετικ萎 萎 εθνοτικ萎 καταγωγ萎, τα πολιτικ维 φρον萎ματα, τις θρησκευτικ苇ς 萎 φιλοσοφικ苇ς πεποιθ萎σεις 萎 τη συμμετοχ萎 σε συνδικαλιστικ萎 οργ维νωση, καθ蠋ς και η επεξεργασ委α γενετικ蠋ν δεδομ苇νων, βιομετρικ蠋ν δεδομ苇νων με σκοπ蠈 την αδιαμφισβ萎τητη ταυτοπο委ηση προσ蠋που, δεδομ苇νων που αφορο蠉ν την υγε委α 萎 δεδομ苇νων που αφορο蠉ν τη σεξουαλικ萎 ζω萎 φυσικο蠉 προσ蠋που 萎 τον γενετ萎σιο προσανατολισμ蠈. Περιλαμβ维νουν και δεδομ苇να που αφορο蠉ν ποινικ苇ς καταδ委κες και αδικ萎ματα.</p><p> </p><p>«<strong>Συνδρομητ萎ς</strong>» Το υποκε委μενο των δεδομ苇νων που συμβ维λλεται με την Εταιρε委α για την παροχ萎 τηλεπικοινωνιακ蠋ν υπηρεσι蠋ν. Ως συνδρομητ萎ς λογ委ζεται ο υφιστ维μενος συνδρομητ萎ς, ο υποψ萎φιος συνδρομητ萎ς, καθ蠋ς και ο συνδρομητ萎ς που 苇χει αποχωρ萎σει απ蠈 την Εταιρε委α και του οπο委ου τα προσωπικ维 δεδομ苇να η Εταιρε委α δ蠉ναται να επεξεργ维ζεται υπ蠈 προ蠇ποθ苇σεις. Σε περ委πτωση που ο χρ萎στης των υπηρεσι蠋ν ε委ναι πρ蠈σωπο διαφορετικ蠈 απ蠈 τον συνδρομητ萎, η παρο蠉σα πολιτικ萎 εφαρμ蠈ζεται και γι’ αυτ蠈ν.</p><h2> </h2><h2>3. Βασικ苇ς αρχ苇ς που δι苇πουν την επεξεργασ委α δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα</h2><p> </p><p>Στο πλα委σιο 蠈λων των επεξεργασι蠋ν, που εκτελε委 η Εταιρε委α τηρο蠉νται απαρ苇γκλιτα οι παρακ维τω βασικ苇ς αρχ苇ς, 蠈πως αυτ苇ς απορρ苇ουν απ蠈 τον ΓΚΠΔ:</p><p> </p><ol><li><strong>Η αρχ萎 της νομιμ蠈τητας</strong>, αντικειμενικ蠈τητας και διαφ维νειας. Τα δεδομ苇να υποβ维λλονται σε σ蠉ννομη και θεμιτ萎 επεξεργασ委α, δηλαδ萎 με β维ση τη νομοθεσ委α, το ν蠈μιμο σκοπ蠈 που επιδι蠋κει η Εταιρε委α και με αντικειμενικ蠈-δ委καιο τρ蠈πο 蠋στε η επεξεργασ委α να ε委ναι ε蠉λογα αναμεν蠈μενη απ蠈 το υποκε委μενο των δεδομ苇νων και να μην αιφνιδι维ζεται. Η επεξεργασ委α ε委ναι θεμιτ萎 και διαφαν萎ς, δεν διενεργε委ται μυστικ维 萎 αντ委θετα στις ε蠉λογες προσδοκ委ες του υποκειμ苇νου 蠋στε να συνεπ维γεται την ενημ苇ρωση του με ουσιαστικ蠈, συνοπτικ蠈, διαφαν萎, κατανοητ蠈, ε蠉κολα προσβ维σιμο τρ蠈πο και μορφ萎, με σαφ萎 και απλ萎 διατ蠉πωση. Η NOVA λαμβ维νει τα κατ维λληλα μ苇τρα 蠋στε να παρ苇χει στο υποκε委μενο των δεδομ苇νων κ维θε απαιτο蠉μενη απ蠈 τη νομοθεσ委α πληροφορ委α και ανακο委νωση και διευκολ蠉νει την απ蠈 μ苇ρους τους 维σκηση των δικαιωμ维των τους.<br /><br />Η Εταιρε委α προβα委νει στην επεξεργασ委α προσωπικ蠋ν δεδομ苇νων για την επ委τευξη των ν蠈μιμων σκοπ蠋ν στο πλα委σιο των καταγεγραμμ苇νων δραστηριοτ萎των επεξεργασ委ας κατ’ εφαρμογ萎 των απαιτ萎σεων του ΓΚΠΔ και του ν蠈μου. Τα προσωπικ维 δεδομ苇να υποβ维λλονται σε επεξεργασ委α μ蠈νο ε维ν ο σκοπ蠈ς της επεξεργασ委ας δεν μπορε委 να επιτευχθε委 με 维λλα μ苇σα.</li><li><strong>Η αρχ萎 του περιορισμο蠉 του σκοπο蠉</strong> σ蠉μφωνα με την οπο委α, τα δεδομ苇να συλλ苇γονται για καθορισμ苇νους, ρητο蠉ς και ν蠈μιμους σκοπο蠉ς και δεν υποβ维λλονται σε περαιτ苇ρω επεξεργασ委α κατ维 τρ蠈πο ασ蠉μβατο με τους σκοπο蠉ς αυτο蠉ς.</li><li><strong>Η αρχ萎 της ελαχιστοπο委ησης των δεδομ苇νων</strong>, σ蠉μφωνα με την οπο委α μ蠈νο τα πρ蠈σφορα, συναφ萎 και αναγκα委α για τους επιδιωκ蠈μενους σκοπο蠉ς επεξεργασ委ας, προσωπικ维 δεδομ苇να, τυγχ维νουν επεξεργασ委ας.</li><li><strong>Η αρχ萎 της ακρ委βειας των δεδομ苇νων</strong>, σ蠉μφωνα με την οπο委α τα δεδομ苇να ε委ναι ακριβ萎, επικαιροποιο蠉νται και λαμβ维νονται τα κατ维λληλα μ苇τρα για την 维μεση δι蠈ρθωση 萎 διαγραφ萎 ανακριβ蠋ν σε σχ苇ση με τους επιδιωκ蠈μενους σκοπο蠉ς επεξεργασ委ας δεδομ苇νων.</li><li><strong>Η αρχ萎 της ασφ维λειας</strong> («ακεραι蠈τητας και εμπιστευτικ蠈τητας»), σ蠉μφωνα με την οπο委α τα δεδομ苇να υποβ维λλονται σε επεξεργασ委α κατ维 τρ蠈πο που εγγυ维ται την ασφ维λεια και προστασ委α τους απ蠈 παρ维νομη επεξεργασ委α, απ蠋λεια, καταστροφ萎 萎 φθορ维 τους. </li><li><strong>Η αρχ萎 του καθορισμο蠉 της χρονικ萎ς δι维ρκειας της επεξεργασ委ας και της διατ萎ρησης των προσωπικ蠋ν δεδομ苇νων («περιορισμ蠈ς της περι蠈δου αποθ萎κευσης»)</strong>, σ蠉μφωνα με την οπο委α τα δεδομ苇να τηρο蠉νται σε μορφ萎 που επιτρ苇πει την ταυτοπο委ηση των υποκειμ苇νων των δεδομ苇νων μ蠈νο για το δι维στημα που απαιτε委ται για την επ委τευξη των σκοπ蠋ν της επεξεργασ委ας.</li></ol><p> </p><p>Η NOVA, ως Υπε蠉θυνος Επεξεργασ委ας, φ苇ρει την ευθ蠉νη και ε委ναι σε θ苇ση να αποδε委ξει τη συμμ蠈ρφωσ萎 της προς την τ萎ρηση των προαναφερ蠈μενων 苇ξι (6) αρχ蠋ν και των σχετικ蠋ν απαιτ萎σεων του ΓΚΠΔ εν蠋πιον των αρμ蠈διων εποπτικ蠋ν αρχ蠋ν, ιδ委ως της Αρχ萎ς Προστασ委ας Δεδομ苇νων («ΑΠΔ») και των δικαστηρ委ων (<strong>υποχρ苇ωση λογοδοσ委ας</strong>).</p><p> </p><p>Η NOVA διασφαλ委ζει 蠈τι με την απ蠈 μ苇ρους της επεξεργασ委α δεν θ苇τει σε κ委νδυνο τα προσωπικ维 δεδομ苇να των υποκειμ苇νων και προς εκπλ萎ρωση των υποχρε蠋σεων της λαμβ维νει τα κατ维λληλα τεχνικ维 και οργανωτικ维 μ苇τρα. Το προσωπικ蠈 μας, καθ蠋ς και το προσωπικ蠈 των συνεργατ蠋ν μας, που λειτουργο蠉ν ως εκτελο蠉ντες την επεξεργασ委α, 苇χει πρ蠈σβαση σε σειρ维 πολιτικ蠋ν, διαδικασι蠋ν, ενημερ蠋σεων και κατευθυντ萎ριων γραμμ蠋ν για την ορθ萎 εφαρμογ萎 της νομοθεσ委ας για την προστασ委α των προσωπικ蠋ν δεδομ苇νων και ειδικ蠈τερα:</p><p> </p><ul><li>Ο Υπε蠉θυνος Προστασ委ας Δεδομ苇νων (DPO) παρακολουθε委 τη συμμ蠈ρφωση της Εταιρε委ας με τη νομοθεσ委α για την προστασ委α των προσωπικ蠋ν δεδομ苇νων, παρ苇χει σχετικ萎 ενημ苇ρωση και συμβουλ苇ς στην Εταιρε委α και στους εργαζ蠈μενους, διενεργε委 εσωτερικο蠉ς ανεξ维ρτητους ελ苇γχους, εξετ维ζει παρ维πονα και καταγγελ委ες, ενεργε委 ως σημε委ο επικοινων委ας με την Αρχ萎 Προστασ委ας Δεδομ苇νων και λαμβ维νει δε蠈ντως υπ蠈ψη του τον τυχ蠈ν κ委νδυνο που συνδ苇εται με τις πρ维ξεις επεξεργασ委ας της Εταιρε委ας.</li><li>Αναρτο蠉με στο εσωτερικ蠈 δ委κτυο της Εταιρε委ας σειρ维 πολιτικ蠋ν, διαδικασι蠋ν, ενημερ蠋σεων και κατευθυντ萎ριων γραμμ蠋ν για την ορθ萎 εφαρμογ萎 της νομοθεσ委ας για την προστασ委α των προσωπικ蠋ν δεδομ苇νων.</li><li>Εκπαιδε蠉ουμε το σ蠉νολο του προσωπικο蠉 μας σχετικ维 με την προστασ委α και ασφ维λεια των προσωπικ蠋ν δεδομ苇νων.</li><li>Λαμβ维νουμε τα κατ维λληλα τεχνικ维 και οργανωτικ维 μ苇τρα για την αποφυγ萎 παραβι维σεων της ασφ维λειας των προσωπικ蠋ν δεδομ苇νων και εφαρμ蠈ζουμε σχετικ苇ς πολιτικ苇ς και διαδικασ委ες περιλαμβανομ苇νης της διεν苇ργειας εκτ委μησης αντικτ蠉που και της προστασ委ας των προσωπικ蠋ν δεδομ苇νων 萎δη απ蠈 το σχεδιασμ蠈 και εξ ορισμο蠉 (data protection by design and default).</li><li>Λαμβ维νουμε τα κατ维λληλα τεχνικ维 και οργανωτικ维 μ苇τρα 蠋στε να διασφαλ委ζουμε και διευκολ蠉νουμε την απ蠈 μ苇ρους των υποκειμ苇νων, 维σκηση των δικαιωμ维των τους σε σχ苇ση με τα προσωπικ维 δεδομ苇να τους.</li><li>Διατηρο蠉με και επικαιροποιο蠉με αρχε委ο δραστηριοτ萎των των επεξεργασι蠋ν προσωπικ蠋ν δεδομ苇νων.</li></ul><p> </p><p>螌πως αναφ苇ρεται και στο προο委μιο της παρο蠉σας, ως προς τη διασφ维λιση της τ萎ρησης των βασικ蠋ν αρχ蠋ν που δι苇πουν την επεξεργασ委α των δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα, η παρο蠉σα Πολιτικ萎 συμπληρ蠋νεται απ蠈 τις επιμ苇ρους πολιτικ苇ς και διαδικασ委ες της Εταιρε委ας, οι οπο委ες και περι苇χουν ειδικ蠈τερους καν蠈νες για την διασφ维λιση των βασικ蠋ν αρχ蠋ν στις οπο委ες αφορο蠉ν.</p><h2> </h2><h2>4. Πολιτικ萎 Προστασ委ας Προσωπικ蠋ν Δεδομ苇νων Συνδρομητ蠋ν</h2><h3> </h3><h3>4.1 Σκοπο委 Επεξεργασ委ας Προσωπικ蠋ν Δεδομ苇νων Συνδρομητ蠋ν και Ν蠈μιμες Β维σεις</h3><h4> </h4><h4>4.1.1 Σκοπο委 Επεξεργασ委ας Προσωπικ蠋ν Δεδομ苇νων Συνδρομητ蠋ν</h4><p> </p><p>Η NOVA επεξεργ维ζεται προσωπικ维 δεδομ苇να συνδρομητ蠋ν της, καθ蠋ς και υποψηφ委ων συνδρομητ蠋ν και εν γ苇νει καταναλωτ蠋ν (στο εξ萎ς χ维ριν συντομ委ας «συνδρομητ苇ς») που 苇χουν εκδηλ蠋σει ενδιαφ苇ρον για τη σ蠉ναψη σ蠉μβασης παροχ萎ς υπηρεσι蠋ν με την Εταιρε委α για τους ακ蠈λουθους σκοπο蠉ς:</p><p> </p><ol><li>Για την εκτ苇λεση της σ蠉μβασης 萎 για να ληφθο蠉ν μ苇τρα σε συν苇χεια αιτ萎σε蠋ς του υποκειμ苇νου πριν απ蠈 τη σ蠉ναψη σ蠉μβασης κατ维 το προσυμβατικ蠈 στ维διο, 蠈πως για παρ维δειγμα 蠈ταν εκδηλ蠋νεται ενδιαφ苇ρον απευθε委ας σ蠉ναψης σ蠉μβασης παροχ萎ς υπηρεσι蠋ν με ν苇ο συνδρομητ萎 萎 υποβ维λλεται α委τηση φορητ蠈τητας για τη μεταφορ维 τηλεφωνικ萎ς σ蠉νδεσης στο δ委κτυο της NOVA απ蠈 维λλον π维ροχο.</li><li>Για την παροχ萎 υπηρεσι蠋ν ηλεκτρονικ蠋ν επικοινωνι蠋ν και συνδρομητικ萎ς τηλε蠈ρασης στους συνδρομητ苇ς, την παροχ萎 υπηρεσι蠋ν προστιθ苇μενης αξ委ας τις οπο委ες 苇χουν αιτηθε委 ειδικ维 οι συνδρομητ苇ς, την ενημ苇ρωση και εξυπηρ苇τησ萎 τους αναφορικ维 με τη σ蠉νδεσ萎 τους, καθ蠋ς και την αποκατ维σταση βλαβ蠋ν.</li><li>Για τη βελτ委ωση των παρεχ蠈μενων υπηρεσι蠋ν ηλεκτρονικ蠋ν επικοινωνι蠋ν και τηλε蠈ρασης κατ蠈πιν αιτ萎ματος του συνδρομητ萎 萎/και με πρωτοβουλ委α της Εταιρε委ας με β维ση το υφιστ维μενο κανονιστικ蠈 πλα委σιο.</li><li>Για τη συμμ蠈ρφωση της Εταιρε委ας με την υπ’ αρ. 876/7Β/17-12-2018 Απ蠈φαση της ΕΕΤΤ «Εθνικ蠈ς Κανονισμ蠈ς Ανοικτο蠉 Διαδικτ蠉ου» προκειμ苇νου για την εκτ委μηση των ταχυτ萎των των σταθερ蠋ν και κινητ蠋ν δικτ蠉ων 萎/και 维λλων παραμ苇τρων ποι蠈τητας και τη διαχε委ριση των συναφ蠋ν αιτημ维των και παραπ蠈νων των συνδρομητ蠋ν. Στο πλα委σιο αυτ蠈 η Εταιρε委α επεξεργ维ζεται δεδομ苇να μετρ萎σεων, δεδομ苇να τερματικ蠋ν συσκευ蠋ν και τεχνικ萎ς φ蠉σεως δεδομ苇να, 蠈πως η διε蠉θυνση ΙΡ, ο αριθμ蠈ς τηλεφ蠋νου 萎 μοναδικ蠈ς αριθμ蠈ς βρ蠈χου σε σταθερ维 δ委κτυα και ο αριθμ蠈ς τηλεφ蠋νου 萎 κ维ρτας SIM, καθ蠋ς και η σ蠉νδεση του συνδρομητ萎 σε συγκεκριμ苇να κεραιοσυστ萎ματα στην περ委πτωση των κινητ蠋ν δικτ蠉ων.</li><li>Για την επ委τευξη της μετ维δοσης της επικοινων委ας και τη διαβ委βαση της σε δ委κτυο ηλεκτρονικ蠋ν επικοινωνι蠋ν εντ蠈ς και εκτ蠈ς Ελλ维δος.</li><li>Για την ομαλ萎 περι萎γηση στις επ委σημες ιστοσελ委δες της Εταιρε委ας και στις εφαρμογ苇ς προσωποποιημ苇νης πληροφ蠈ρησης μ苇σω της τοποθ苇τησης ιχνηλατ蠋ν και συναφ蠋ν λειτουργι蠋ν.</li><li>Για την τιμολ蠈γηση και χρ苇ωση των παρεχ蠈μενων υπηρεσι蠋ν συνδρομητ蠋ν και τον 苇λεγχο της ορθ蠈τητας αυτ萎ς, την πληρωμ萎 διασυνδ苇σεων σε 维λλους παρ蠈χους κ维θε φορ维 που η επικοινων委α τερματ委ζεται στα δ委κτυ维 τους, 蠈ταν οι συνδρομητ苇ς κ维νουν χρ萎ση της δυνατ蠈τητας περιαγωγ萎ς 萎 με σκοπ蠈 την εκτ苇λεση των συμβ维σεων συνεργασ委ας με το δ委κτυο καταστημ维των μας και την απ蠈δοση των συμφωνημ苇νων προμηθει蠋ν στους συνεργ维τες μας.</li><li>Για τον εντοπισμ蠈 και την αποφυγ萎 περιστατικ蠋ν απ维της, καθ蠋ς και για την αποτροπ萎 υψηλ萎ς ασυν萎θιστης χρ萎σης των υπηρεσι蠋ν και την αποτροπ萎 μη εξουσιοδοτημ苇νης χρ萎σης των υπηρεσι蠋ν.</li><li>Για το σχεδιασμ蠈 και την επιλογ萎 των τεχνικ蠋ν μ苇σων και των πληροφοριακ蠋ν συστημ维των και του εξοπλισμο蠉 για την παροχ萎 διαθεσ委μων στο κοιν蠈 υπηρεσι蠋ν.</li><li>Για τη λ萎ψη των ενδεδειγμ苇νων τεχνικ蠋ν και οργανωτικ蠋ν μ苇τρων προκειμ苇νου να προστατε蠉εται η ασφ维λεια, η ακεραι蠈τητα, η αυθεντικ蠈τητα, η εμπιστευτικ蠈τητα και η διαθεσιμ蠈τητ维 των πληροφοριακ蠋ν συστημ维των μας μ苇σω των οπο委ων παρ苇χονται οι υπηρεσ委ες μας και διενεργε委ται επεξεργασ委α πληροφορι蠋ν και δεδομ苇νων, καθ蠋ς και η ασφ维λεια του δημοσ委ου δικτ蠉ου ηλεκτρονικ蠋ν επικοινωνι蠋ν.</li><li>Για την ενημ苇ρωση των συνδρομητ蠋ν αναφορικ维 με την επικε委μενη λ萎ξη του συμβολα委ου τους, την τροπ萎 αυτο蠉 σε συμβ蠈λαιο αορ委στου χρ蠈νου, τη δυνατ蠈τητα καταγγελ委ας και αναν苇ωσης 萎 αναβ维θμισης αυτο蠉, καθ蠋ς και για τα καλ蠉τερα διαθ苇σιμα τιμολ蠈για, σ蠉μφωνα με τα προβλεπ蠈μενα στην υπ’ αριθμ. 991/4/31-5-2021 Απ蠈φαση της ΕΕΤΤ «Κανονισμ蠈ς Γενικ蠋ν Αδει蠋ν».</li><li>Για λ蠈γους διαφ萎μισης, απευθε委ας εμπορικ萎ς προ蠋θησης προ蠆蠈ντων και υπηρεσι蠋ν της Εταιρε委ας.</li><li>Για την καταχ蠋ριση των τηλεφωνικ蠋ν συνδ苇σεων των συνδρομητ蠋ν κατ’ α委τησ萎 τους στο Μητρ蠋ο του 维ρθρου 11 του Ν. 3471/2006, τη συλλογ萎 των αντ委στοιχων Μητρ蠋ων των 维λλων παρ蠈χων, καθ蠋ς και την καταχ蠋ριση των στοιχε委ων των συνδρομητ蠋ν στον Ενια委ο Τηλεφωνικ蠈 Κατ维λογο, καθ蠋ς και σε τυχ蠈ν 维λλους τηλεφωνικο蠉ς καταλ蠈γους συνδρομητ蠋ν της που διατηρε委 η Εταιρε委α.</li><li>Για τη διεν苇ργεια ερευν蠋ν αγορ维ς 萎 αξιολ蠈γησης προ蠆蠈ντων 萎 υπηρεσι蠋ν μας.</li><li>Για την εξυπηρ苇τηση και ικανοπο委ηση αιτημ维των των συνδρομητ蠋ν, για την απ蠈δειξη ν蠈μιμης επαγγελματικ萎ς συναλλαγ萎ς 萎/και πρακτικ萎ς, την υποβολ萎 παραπ蠈νων 萎 καταγγελι蠋ν, την προσ萎κουσα εξ αποστ维σεως ταυτοπο委ηση των συνδρομητ蠋ν, καθ蠋ς και τον ποιοτικ蠈 苇λεγχο των παρεχ蠈μενων υπηρεσι蠋ν σε εκπλ萎ρωση σχετικ蠋ν κανονιστικ蠋ν υποχρε蠋σεων, στις περιπτ蠋σεις 蠈που διενεργε委ται επεξεργασ委α προσωπικ蠋ν δεδομ苇νων μ苇σω καταγραφ萎ς τηλεφωνικ蠋ν συνδιαλ苇ξεων.</li><li>Για την επιδ委ωξη των απαιτ萎σεων της Εταιρε委ας και κ维θε ε委δους σχετικ蠋ν διαφορ蠋ν, οι οπο委ες απορρ苇ουν απ蠈 τη συμβατικ萎 σχ苇ση με τους συνδρομητ苇ς της, ε委τε σε προδικαστικ蠈 στ维διο ε委τε στο πλα委σιο εκκρεμ蠋ν 萎 και εν εξελ委ξει δικαστικ蠋ν και 维λλων συναφ蠋ν διαδικασι蠋ν (διοικητικ蠋ν, συμβιβαστικ蠋ν κ.λπ.).</li><li>Για τον προσυμβατικ蠈 - προληπτικ蠈 πιστοληπτικ蠈 苇λεγχο, για τον προσδιορισμ蠈 αν蠋τατου πιστωτικο蠉 ορ委ου 萎 επιβολ萎ς εγγ蠉ησης.</li><li>Για την παροχ萎 των απαρα委τητων, για τον εντοπισμ蠈 του καλο蠉ντος, πληροφορι蠋ν, στις αρμ蠈διες για την αντιμετ蠋πιση καταστ维σεων 苇κτακτης αν维γκης αρχ苇ς, 蠈πως στις διωκτικ苇ς αρχ苇ς, στις υπηρεσ委ες πρ蠋των βοηθει蠋ν και πυρ蠈σβεσης, τις απαρα委τητες πληροφορ委ες, περιλαμβανομ苇νων των υπηρεσι蠋ν 苇κτακτης αν维γκης και του ευρωπα蠆κο蠉 αριθμο蠉 κλ萎σεων 苇κτακτης αν维γκης 112.</li><li>Για τη συμμ蠈ρφωση της Εταιρε委ας με αιτ萎ματα δημοσ委ων αρχ蠋ν σ蠉μφωνα με τις ν蠈μιμες υποχρε蠋σεις που την βαρ蠉νουν, περιλαμβανομ苇νης για παρ维δειγμα της ενημ苇ρωσης της Ε.Ε.Τ.Τ. για τη διασ蠉νδεση 萎 τη χρ苇ωση σ蠉μφωνα με τις διατ维ξεις της κε委μενης νομοθεσ委ας και εν γ苇νει την 维σκηση των εποπτικ蠋ν της καθηκ蠈ντων.</li><li>Για λ蠈γους που αφορο蠉ν τη διερε蠉νηση, διαπ委στωση και δ委ωξη εγκλημ维των. Ειδικ蠈τερα, η NOVA υποχρεο蠉ται να διατηρ萎σει τα δεδομ苇να κ委νησης και θ苇σης των επικοινωνι蠋ν σας για δ蠋δεκα (12) μ萎νες απ蠈 την επικοινων委α αλλ维 και να παρ苇χει πρ蠈σβαση στις αρμ蠈διες αρχ苇ς (Αστυνομ委α, Εισαγγελ委α, Δικαστ萎ρια κ.λπ.) των επικοινωνι蠋ν, αποκλειστικ维 και μ蠈νο για την εκπλ萎ρωση της σχετικ萎ς νομικ萎ς της υποχρ苇ωσης, κατ蠈πιν τ萎ρησης των ν蠈μιμων προ蠇ποθ苇σεων και εγγυ萎σεων.</li><li>Για λ蠈γους που αφορο蠉ν σε εσωτερικο蠉ς ελ苇γχους και σε ελ苇γχους κανονιστικ萎ς συμμ蠈ρφωσης.</li><li>Για τη συμμ蠈ρφωση της Εταιρε委ας με την φορολογικ萎 νομοθεσ委α.</li><li>Για λ蠈γους στατιστικο蠉ς και βελτ委ωσης των παρεχομ苇νων υπηρεσι蠋ν - πληροφορι蠋ν των υπηρεσι蠋ν τηλε蠈ρασης, (ενδεικτικ维 αναφ苇ρονται ν苇ες υπηρεσ委ες, ν苇α προ蠆蠈ντα, ν苇α δεδομ苇να σε υφιστ维μενες υπηρεσ委ες 萎 προ蠆蠈ντα, προτ维σεις θ苇ασης κλπ.) της Εταιρε委ας.</li><li>Για τη διασφ维λιση εν γ苇νει των ενν蠈μων συμφερ蠈ντων της Εταιρε委ας (ασφαλε委ας και λ蠈γους προ维σπισης/περιφρο蠉ρησης των πνευματικ蠋ν δικαιωμ维των του τηλεοπτικο蠉 περιεχομ苇νου) και ειδικ蠈τερα για την αποτροπ萎 μη εξουσιοδοτημ苇νης χρ萎σης της υπηρεσ委ας τηλε蠈ρασης (προβολ萎 οπτικοακουστικο蠉 περιεχομ苇νου χωρ委ς ν蠈μιμη σ蠉μβαση («πειρατε委α») ε委τε απ蠈 οικιακο蠉ς χρ萎στες ε委τε απ蠈 επαγγελματικο蠉ς χ蠋ρους, ε委τε μ苇σω διαδικτ蠉ου ε委τε μ苇σω δορυφ蠈ρου, με χρ萎ση οικιακ蠋ν συνδρομ蠋ν σε επαγγελματικο蠉ς χ蠋ρους κλπ.)</li><li>Η NOVA δεν επεξεργ维ζεται τα προσωπικ维 δεδομ苇να των συνδρομητ蠋ν της για 维λλους σκοπο蠉ς π苇ραν απ蠈 αυτο蠉ς που αναφ苇ρονται παραπ维νω. Σε περ委πτωση που η NOVA επιθυμε委 να χρησιμοποι萎σει προσωπικ维 στοιχε委α για 维λλους σκοπο蠉ς, συναφε委ς και συμβατο蠉ς με τους ανωτ苇ρω, θα ενημερ蠋σει προσηκ蠈ντως τα υποκε委μενα των δεδομ苇νων σχετικ维 με τους 维λλους αυτο蠉ς σκοπο蠉ς και σχετικ维 με τα δικαι蠋ματ维 τους, συμπεριλαμβανομ苇νου του δικαι蠋ματος προβολ萎ς αντιρρ萎σεων και θα λ维βει ενδεχομ苇νως τη ρητ萎 συγκατ维θεσ萎 τους, στις περιπτ蠋σεις που αυτ蠈 απαιτε委ται.</li></ol><h4> </h4><h4>4.1.2 Ν蠈μιμες Β维σεις Επεξεργασ委ας Προσωπικ蠋ν Δεδομ苇νων Συνδρομητ蠋ν</h4><p> </p><p>Οι επιμ苇ρους επεξεργασ委ες των προσωπικ蠋ν δεδομ苇νων των συνδρομητ蠋ν στο πλα委σιο των ανωτ苇ρω σκοπ蠋ν, εδρ维ζονται, αν维 περ委πτωση, σε μ委α απ蠈 τις ακ蠈λουθες ν蠈μιμες 萎 νομιμοποιητικ苇ς β维σεις:</p><p> </p><ol><li>Στη συγκατ维θεση του υποκειμ苇νου.</li><li>Στην αν维γκη εκτ苇λεσης της σ蠉μβασης της οπο委ας το υποκε委μενο των δεδομ苇νων ε委ναι συμβαλλ蠈μενο μ苇ρος 萎 για να ληφθο蠉ν μ苇τρα κατ' α委τηση του υποκειμ苇νου των δεδομ苇νων πριν απ蠈 τη σ蠉ναψη σ蠉μβασης. </li><li>Στη συμμ蠈ρφωση με 苇ννομη υποχρ苇ωση της Εταιρε委ας.</li><li>Στα 苇ννομα συμφ苇ροντα της Εταιρε委ας 萎 τρ委του, 苇ναντι των οπο委ων δεν υπερισχ蠉ει το συμφ苇ρον 萎 τα θεμελι蠋δη δικαι蠋ματα και οι ελευθερ委ες του υποκειμ苇νου των δεδομ苇νων. </li></ol><p> </p><p>Πριν τη διεξαγωγ萎 οποιασδ萎ποτε πρ维ξης επεξεργασ委ας προσωπικ蠋ν δεδομ苇νων απ蠈 την Εταιρε委α 苇χει καθορισθε委 ο σκοπ蠈ς και η ν蠈μιμη β维ση αυτ萎ς, εν蠋 εκλιπ蠈ντος του σκοπο蠉 萎 της ν蠈μιμης β维σης, η σχετικ萎 επεξεργασ委α πα蠉ει να διενεργε委ται και αντ委στοιχα η διατ萎ρηση 萎 μη των προσωπικ蠋ν δεδομ苇νων δι苇πεται απ蠈 τους καν蠈νες της Πολιτικ萎ς Διατ萎ρησης και Διαγραφ萎ς της Εταιρε委ας.</p><p> </p><p>Ακολουθε委 συνοπτικ蠈ς Π委νακας με την αντιστο委χιση των σκοπ蠋ν επεξεργασ委ας με τις ν蠈μιμες β维σεις.</p><table border="1" cellspacing="0" cellpadding="0"><tbody><tr><td valign="top"><p><strong><span>Ν蠈μιμες Β维σεις <o:p></o:p></span></strong></p></td><td valign="top"><p><strong><span>Σκοπο委 Επεξεργασ委ας <o:p></o:p></span></strong></p></td></tr><tr><td valign="top"><p><span>Συγκατ维θεση Υποκειμ苇νου<o:p></o:p></span></p></td><td valign="top"><p><span>xii, xiii, xiv<o:p></o:p></span></p></td></tr><tr><td valign="top"><p><span>Εκτ苇λεση της σ蠉μβασης<o:p></o:p></span></p></td><td valign="top"><p><span>i, ii, iii, iv, v, </span><span>vi, </span><span>vii, , </span><span>ix, </span><span>xiv, xvi<o:p></o:p></span></p></td></tr><tr><td valign="top"><p><span>Συμμ蠈ρφωση με 苇ννομη υποχρ苇ωση <o:p></o:p></span></p></td><td valign="top"><p><span>iii, iv, v, ix, x, xi, xvii, xviii, xix, xx, xxi, xxii<o:p></o:p></span></p></td></tr><tr><td valign="top"><p><span>螆ννομο συμφ苇ρον εταιρε委ας 萎 τρ委του<o:p></o:p></span></p></td><td valign="top"><p><span>vii, viii, ix, x, xv, xvi, xvii, xxiii, xxiv<o:p></o:p></span></p></td></tr></tbody></table><p> </p><h3>4.2 Κατηγορ委ες Προσωπικ蠋ν Δεδομ苇νων Συνδρομητ蠋ν</h3><p> </p><p>Η NOVA συλλ苇γει, καταχωρε委, διατηρε委 και επεξεργ维ζεται διαφορετικο蠉ς τ蠉πους προσωπικ蠋ν δεδομ苇νων αναλ蠈γως των σκοπ蠋ν επεξεργασ委ας που επιδι蠋κει.</p><p> </p><p>Οι βασικ苇ς κατηγορ委ες προσωπικ蠋ν δεδομ苇νων που επεξεργ维ζεται η Εταιρε委α προς επ委τευξη των ν蠈μιμων σκοπ蠋ν στο πλα委σιο των δραστηριοτ萎των της ε委ναι ενδεικτικ维 οι ακ蠈λουθες:</p><p> </p><ol><li>Στοιχε委α ταυτ蠈τητας συνδρομητ萎: ονοματεπ蠋νυμο, πατρ蠋νυμο, τ蠈πος και ημερομην委α γ苇ννησης, φωτοτυπ委α 萎 维λλου τ蠉που ψηφιακ蠈 αντ委γραφο δελτ委ου ταυτ蠈τητας, διαβατ萎ριο 萎 维λλου εγγρ维φου ταυτοπροσωπ委ας, αριθμ蠈ς φορολογικο蠉 μητρ蠋ου (ΑΦΜ), ε维ν υπ维ρχει, διε蠉θυνση κατοικ委ας 萎 διαμον萎ς.</li><li>Προσωπικ维 δεδομ苇να χρηστ蠋ν, σε περ委πτωση που ο χρ萎στης ε委ναι πρ蠈σωπο διαφορετικ蠈 απ蠈 τον κ维τοχο της τηλεφωνικ萎ς σ蠉νδεσης.</li><li>Στοιχε委α ταυτοπο委ησης κινητο蠉 τερματικο蠉: τηλεφωνικ蠈ς αριθμ蠈ς κλ萎σης του συνδρομητ萎, διεθν萎ς ταυτ蠈τητα συνδρομητ萎 κινητ萎ς τηλεφων委ας (IMSI), διεθν萎ς ταυτ蠈τητα εξοπλισμο蠉 κινητ萎ς τηλεφων委ας (ΙΜΕΙ), ημερομην委α και 蠋ρα της αρχικ萎ς ενεργοπο委ησης της υπηρεσ委ας, κωδικ蠈ς θ苇σης (κωδικ蠈ς ταυτ蠈τητας κυψ苇λης) απ蠈 την οπο委α πραγματοποι萎θηκε η ενεργοπο委ηση, κ维ρτα ταυτ蠈τητας συνδρομητ萎 (SIM, USIM 萎 维λλη αντ委στοιχη), καθ蠋ς και τεχνικ维 χαρακτηριστικ维 του τερματικο蠉 εξοπλισμο蠉 που χρησιμοποιε委 ο συνδρομητ萎ς.</li><li>Δεδομ苇να που σχετ委ζονται με την παροχ萎 τηλεοπτικ蠋ν υπηρεσι蠋ν, 蠈πως πακ苇το και τ蠉πος συνδρομ萎ς, πληροφορ委ες σ蠉νδεσης, 蠈πως αναγνωριστικ蠈 σ蠉νδεσης (SRN), κωδικ蠈ς πελ维τη, IP σ蠉νδεσης τηλεοπτικ萎ς συνδρομ萎ς, συν萎θειες θ苇ασης περιεχομ苇νου, ιστορικ蠈 επιλογ蠋ν.</li><li>Εξωτερικ维 στοιχε委α επικοινων委ας 蠈πως ε委ναι τα στοιχε委α κλ萎σεων και αποστολ萎ς σ蠉ντομων μηνυμ维των, δεδομ苇να κ委νησης, θ苇σης και 蠈γκου δεδομ苇νων, καθ蠋ς και μην蠉ματα τηλεφωνητ萎 σ蠉μφωνα με τα οριζ蠈μενα στη νομοθεσ委α που δι苇πει το απ蠈ρρητο των επικοινωνι蠋ν.</li><li>Δεδομ苇να επικοινων委ας: email, τηλ苇φωνο επικοινων委ας που αν萎κουν σε 维λλους παρ蠈χους, εφ蠈σον 苇χουν δηλωθε委 απ蠈 το συνδρομητ萎.</li><li>Δεδομ苇να που αφορο蠉ν στη συμβατικ萎 σχ苇ση, 蠈πως ε委ναι ενδεικτικ维 συμβ蠈λαια, παρ维πονα, καταγγελ委ες σε Δημ蠈σιες Αρχ苇ς, παντ蠈ς ε委δους αιτ萎ματα, τα οπο委α υποβ维λλονται τηλεφωνικ维 萎 γραπτ维 στο Τμ萎μα Εξυπηρ苇τησης Πελατ蠋ν, συμπεριλαμβανομ苇νων και εκε委νων που υποβ维λλονται με ηλεκτρονικ维 μ苇σα, ηχογραφ萎σεις κλ萎σεων, 蠈που αυτ蠈 επιτρ苇πεται απ蠈 την κε委μενη νομοθεσ委α και σ蠉μφωνα με την επ委σημη διαδικασ委α της Εταιρε委ας.</li><li>Οικονομικ维 δεδομ苇να, 蠈πως στοιχε委α χρε蠋σεων των υπηρεσι蠋ν της Εταιρε委ας, στοιχε委α εξ蠈φλησης λογαριασμ蠋ν υπηρεσι蠋ν ηλεκτρονικ蠋ν επικοινωνι蠋ν, στοιχε委α τιμολ蠈γησης πρ蠈σθετων υπηρεσι蠋ν, 蠈πως ε委ναι οι υπηρεσ委ες πολυμεσικ萎ς πληροφ蠈ρησης, στοιχε委α που αφορο蠉ν τον τρ蠈πο πληρωμ萎ς, στοιχε委α πιστωτικ蠋ν 萎 χρεωστικ蠋ν καρτ蠋ν, εφ蠈σον ε委ναι αναγκα委α για τη διεν苇ργεια πληρωμ蠋ν, στοιχε委α πιστοληπτικ萎ς ικαν蠈τητας, στοιχε委α τα οπο委α αφορο蠉ν αμφισβητ萎σεις, οικονομικ苇ς εκκρεμ蠈τητες συνδρομητ蠋ν, περιστατικ维 απ维της κατ维 τη χρ萎ση των τηλεπικοινωνιακ蠋ν υπηρεσι蠋ν απ蠈 αυτο蠉ς, στοιχε委α καταν维λωσης των εντ蠈ς παγ委ου υπηρεσι蠋ν, καθ蠋ς και στοιχε委α για την εκτ蠈ς παγ委ου κ委νηση, στοιχε委α που αφορο蠉ν στην ενεργοπο委ηση και αν维λωση υπηρεσι蠋ν προπληρωμ苇νων καρτ蠋ν.</li><li>Δεδομ苇να τεχνικ萎ς φ蠉σεως και βλαβοδιαχε委ρισης που σχετ委ζονται με την σ蠉νδεση του συνδρομητ萎, 蠈πως δεδομ苇να μετρ萎σεων, δεδομ苇να τερματικ蠋ν συσκευ蠋ν, διε蠉θυνση ΙΡ, αριθμ蠈ς τηλεφ蠋νου, μοναδικ蠈ς αριθμ蠈ς βρ蠈χου σε σταθερ维 δ委κτυα, αριθμ蠈ς τηλεφ蠋νου 萎 κ维ρτας SIM σε κινητ维 δ委κτυα, δεδομ苇να θ苇σης.</li><li>Δεδομ苇να που αφορο蠉ν σε διαγωνισμο蠉ς, προσφορ苇ς, 苇ρευνες.</li><li>Ειδικ苇ς συγκαταθ苇σεις των συνδρομητ蠋ν και λοιπ苇ς δηλ蠋σεις βουλ萎σεως, 蠈πως ε委ναι η ειδικ萎 συγκατ维θεση για λ萎ψη επικοινωνι蠋ν απ蠈 τη NOVA, η εγγραφ萎 και απεγγραφ萎 απ蠈 τους Καταλ蠈γους, η εγγραφ萎 και απεγγραφ萎 απ蠈 το Μητρ蠋ο του 维ρθρου 11.</li><li>Συγκαταθ苇σεις που αφορο蠉ν σε δεδομ苇να που αφορο蠉ν την περι萎γηση στις επ委σημες ιστοσελ委δες και εφαρμογ苇ς της Εταιρε委ας, συμπεριλαμβανομ苇νων και αρχε委ων cookies, τα οπο委α συλλ苇γονται κατ维 τα ειδικ蠈τερα οριζ蠈μενα στις ενημερ蠋σεις για την προστασ委α της ιδιωτικ蠈τητας που εμφαν委ζονται στις εφαρμογ苇ς και ιστοσελ委δες της Εταιρε委ας μας. </li></ol><h4> </h4><h4>4.2.1 Πηγ苇ς απ蠈 τις οπο委ες προ苇ρχονται τα προσωπικ维 δεδομ苇να</h4><p> </p><p>螌λα τα επιμ苇ρους προσωπικ维 δεδομ苇να των συνδρομητ蠋ν, τα οπο委α υπ维γονται σε μ委α απ蠈 τις παραπ维νω κατηγορ委ες:</p><p> </p><ul><li>Παρ苇χονται απ蠈 τους συνδρομητ苇ς, ε委τε με τη συμπλ萎ρωση και υπογραφ萎 των σχετικ蠋ν συμβ维σεων για την παροχ萎 των υπηρεσι蠋ν της NOVA, των αιτ萎σεων φορητ蠈τητας, των υπε蠉θυνων δηλ蠋σεων ταυτοπροσωπ委ας, καθ蠋ς και με τη συμπλ萎ρωση σχετικ蠋ν πεδ委ων με ηλεκτρονικ维 μ苇σα.</li><li>Υποβ维λλονται απ蠈 τους συνδρομητ苇ς στο πλα委σιο των επικοινωνι蠋ν τους με το Τμ萎μα Εξυπηρ苇τησης Πελατ蠋ν, που πραγματοποιο蠉νται τηλεφωνικ维 萎 γραπτ维, συμπεριλαμβανομ苇νων και εκε委νων που υποβ维λλονται με ηλεκτρονικ维 μ苇σα.</li><li>Καταχωρο蠉νται με την ε委σοδο και χρ萎ση, κατ维 την εγγραφ萎 στις εφαρμογ苇ς και ιστοσελ委δες προσωποποιημ苇νης πληροφ蠈ρησης, στην υπηρεσ委α ηλεκτρονικο蠉 λογαριασμο蠉, στην υπηρεσ委α ενημ苇ρωσης μ苇σω ηλεκτρονικ蠋ν επιστολ蠋ν (newsletter), σ蠉μφωνα με τις οικε委ες πολιτικ苇ς κ维θε εφαρμογ萎ς.</li><li>Καταχωρο蠉νται στο πλα委σιο καταγγελι蠋ν 萎/και παραπ蠈νων των συνδρομητ蠋ν 萎/και τρ委των σε αρμ蠈διες διοικητικ苇ς, αστυνομικ苇ς, εισαγγελικ苇ς, δικαστικ苇ς και εν γ苇νει Δημ蠈σιες Αρχ苇ς.</li><li>Κοινοποιο蠉νται στην Εταιρε委α στο πλα委σιο αιτημ维των των αρμ蠈διων διοικητικ蠋ν, αστυνομικ蠋ν, εισαγγελικ蠋ν, δικαστικ蠋ν και εν γ苇νει Δημοσ委ων Αρχ蠋ν που αφορο蠉ν την παροχ萎 στοιχε委ων συνδρομητ蠋ν της.</li><li>Αντλο蠉νται απ蠈 την ΤΗΛΕΓΝΟΥΣ στο πλα委σιο ελ苇γχου πιστοληπτικ萎ς φερεγγυ蠈τητα των συνδρομητ蠋ν.</li><li>Συλλ苇γονται απ蠈 τα συστ萎ματα της Εταιρε委ας που υποστηρ委ζουν τις υπηρεσ委ες τηλεφων委ας, σ蠉νδεσης στο διαδ委κτυο και τηλε蠈ρασης 蠈πως για παρ维δειγμα τα δεδομ苇να θ苇σης και κ委νησης των συνδρομητ蠋ν και των χρηστ蠋ν καθ蠋ς και συνδρομητ蠋ν 维λλων δικτ蠉ων, η χρ萎ση εντ蠈ς και εκτ蠈ς παγ委ου, η χρ萎ση Roaming, ο τ蠉πος, το μοντ苇λο και τα χαρακτηριστικ维 των συσκευ蠋ν, δεδομ苇να που αναφ苇ρονται στον τρ蠈πο σ蠉νδεσης και στην παραμετροπο委ηση των συσκευ蠋ν, η περιοδικ蠈τητα αναν苇ωσης του χρ蠈νου ομιλ委ας στην καρτοκινητ萎 τηλεφων委α, τα δεδομ苇να εξυπηρ苇τησης, τα οπο委α δεδομ苇να καταχωρο蠉νται στα συστ萎ματα του δικτ蠉ου, στα συστ萎ματα τιμολ蠈γησης, καταγραφ萎ς τεχνικ蠋ν βλαβ蠋ν και εξυπηρ苇τησης της Εταιρε委ας. </li></ul><h2> </h2><h2>4.3 Διαβ委βαση Προσωπικ蠋ν Δεδομ苇νων Συνδρομητ蠋ν σε Αποδ苇κτες</h2><h4> </h4><h4>4.3.1 Διαβ委βαση Προσωπικ蠋ν Δεδομ苇νων Συνδρομητ蠋ν σε Εκτελο蠉ντες την Επεξεργασ委α</h4><p> </p><p>Στο πλα委σιο της ικανοπο委ησης των απαριθμο蠉μενων ανωτ苇ρω σκοπ蠋ν επεξεργασ委ας, η NOVA διαβιβ维ζει δεδομ苇να συνδρομητ蠋ν της σε συνεργαζ蠈μενες με αυτ萎ν εταιρε委ες που λειτουργο蠉ν ως εκτελο蠉ντες την επεξεργασ委α για λογαριασμ蠈 της. Οι κατηγορ委ες των εκτελο蠉ντων την επεξεργασ委α που λαμβ维νουν δεδομ苇να συνδρομητ蠋ν περιλαμβ维νουν συνεργ维τες δικαι蠈χρησης, κ苇ντρα τηλεφωνικ蠋ν πωλ萎σεων, εταιρε委ες ερευν蠋ν, διαφημιστικ苇ς εταιρε委ες, παρ蠈χους υπηρεσι蠋ν της Κοινων委ας της Πληροφορ委ας, 蠈πως υπηρεσι蠋ν cloud, πλατφορμ蠋ν, φιλοξεν委ας κ.维, τηλεπικοινωνιακο蠉ς παρ蠈χους υπηρεσι蠋ν χονδρικ萎ς πρ蠈σβασης σε δ委κτυα, μισθωμ苇νες γραμμ苇ς, εργολ维βους 苇ργων υποδομ蠋ν, εταιρε委ες ελ苇γχου παρ维νομης δραστηρι蠈τητας (τηλεοπτικ萎ς πειρατε委ας) κ.维. 螌λοι οι παραπ维νω συνεργ维τες ενεργο蠉ν για λογαριασμ蠈 της εταιρε委ας, σ蠉μφωνα με τις μεταξ蠉 ημ蠋ν συμβ维σεις, για το σκοπ蠈 της παροχ萎ς της σχετικ萎ς υπηρεσ委ας, της αποκατ维στασης αυτ萎ς σε περ委πτωση βλ维βης, της μετ维δοσης της επικοινων委ας, της χρ苇ωσης αυτ萎ς, της εξυπηρ苇τησης των πελατ蠋ν, της εμπορικ萎ς προ蠋θησης, 苇ρευνας και εν γ苇νει ενημ苇ρωσης των συνδρομητ蠋ν.</p><p> </p><p>Επιπλ苇ον, προκειμ苇νου να διασφαλ委σει την ε委σπραξη και εξ蠈φληση των λογαριασμ蠋ν των συνδρομητ蠋ν, η Εταιρε委α δ蠉ναται να διαβιβ维ζει προσωπικ维 δεδομ苇να αυτ蠋ν σε χρηματοπιστωτικ维 ιδρ蠉ματα, εταιρε委ες ενημ苇ρωσης οφειλετ蠋ν και δικηγορικ维 γραφε委α και εταιρε委ες. Η Nova εν προκειμ苇νω συνεργ维ζεται με τις Εταιρε委ες ενημ苇ρωσης οφειλετ蠋ν EOS MATRIX A.E., STATUS Α.Ε., PALADINO S.A., FIRST CALL Α.Ε., ORION SERVICES A.E, οι οπο委ες δ蠉νανται να επικοινωνο蠉ν μαζ委 σας σε περ委πτωση 蠉παρξης ληξιπρ蠈θεσμων οφειλ蠋ν με σκοπ蠈 την ενημ苇ρωση σας και τη διαπραγμ维τευση του χρ蠈νου, του τρ蠈που και των λοιπ蠋ν 蠈ρων αποπληρωμ萎ς αυτ蠋ν. Αντ委στοιχα, η Nova συνεργ维ζεται με τα ακ蠈λουθα δικηγορικ维 γραφε委α ΝΟΜΙΚΗ ΟΜΑΔΑ ΑΘΗΝΩΝ, ΦΡΑΓΚΟΥ ΔΙΚΗΓΟΡΙΚΗ ΕΤΑΙΡΕΙΑ, ΧΑΝΙΚΙΑΝ ΔΙΚΗΓΟΡΙΚΗ ΕΤΑΙΡΕΙΑ, ΚΑΝΕΛΛΟΠΟΥΛΟΥ & ΣΥΝΕΡΓΑΤΕΣ και ΑΔΑΜΟΠΟΥΛΟΥ Γ. ΣΤΑΥΡΟΥΛΑ τα οπο委α ενεργο蠉ν κ维θε αναγκα委α δικαστικ萎 και εξ蠋δικη εν苇ργεια για την ε委σπραξη ληξιπρ蠈θεσμων οφειλ蠋ν. Επισημα委νεται επ委σης, η Eταιρε委α μας διατηρε委 το δικα委ωμα να ανανε蠋νει τη λ委στα με τους ως 维νω συνεργ维τες της προσθ苇τοντας 萎 αφαιρ蠋ντας Εταιρε委ες ενημ苇ρωσης οφειλετ蠋ν και δικηγορικ维 γραφε委α.</p><h4> </h4><h4>4.3.2 Διαβ委βαση Προσωπικ蠋ν Δεδομ苇νων Συνδρομητ蠋ν σε Τρ委τους</h4><p> </p><p>Η NOVA ως Υπε蠉θυνος Επεξεργασ委ας, υποχρεο蠉ται σ蠉μφωνα με την κε委μενη νομοθεσ委α να διαβιβ维ζει τα προσωπικ维 δεδομ苇να των συνδρομητ蠋ν στις αρμ蠈διες αστυνομικ苇ς, δικαστικ苇ς, εισαγγελικ苇ς, διοικητικ苇ς, φορολογικ苇ς και 维λλες αρμ蠈διες Αρχ苇ς εντ蠈ς και εκτ蠈ς Ευρωπα蠆κ萎ς 螆νωσης, κατ蠈πιν 苇γκυρου αιτ萎ματος αυτ蠋ν, ενδεχομ苇νως, χωρ委ς πρ蠈τερη ενημ苇ρωσ萎 των συνδρομητ蠋ν.</p><p> </p><p>Επιπλ苇ον, στο πλα委σιο της διασ蠉νδεσης και της περιαγωγ萎ς προκειμ苇νου να διασφαλ委ζεται η απρ蠈σκοπτη δι维θεση στο κοιν蠈 των υπηρεσι蠋ν ηλεκτρονικ蠋ν επικοινωνι蠋ν, οφε委λει να διαβιβ维ζει προσωπικ维 δεδομ苇να συνδρομητ蠋ν της σε 维λλους φορε委ς παροχ萎ς δημοσ委ου δικτ蠉ου εντ蠈ς και εκτ蠈ς Ευρωπα蠆κ萎ς 螆νωσης, οι οπο委οι και λειτουργο蠉ν ως αυτοτελ蠋ς υπε蠉θυνοι επεξεργασ委ας σ蠉μφωνα με την κε委μενη νομοθεσ委α.</p><p> </p><p>Επ委σης, τα στοιχε委α των τηλεφωνικ蠋ν συνδ苇σεων των συνδρομητ蠋ν, που ε委ναι ενταγμ苇νοι στο Μητρ蠋ο του 维ρθρου 11 του Ν. 3471/2006, διαβιβ维ζονται σε κ维θε ενδιαφερ蠈μενη εταιρε委α, που λειτουργε委 ως υπε蠉θυνος επεξεργασ委ας, προκειμ苇νου να εξαιρεθο蠉ν απ蠈 διαφημιστικ苇ς εν苇ργειες της. Αντιστο委χως, προσωπικ维 δεδομ苇να συνδρομητ蠋ν διαβιβ维ζονται στον π维ροχο υπηρεσι蠋ν Ενοποιημ苇νου Τηλεφωνικο蠉 Καταλ蠈γου.</p><p> </p><p>Προσωπικ维 Δεδομ苇να συνδρομητ蠋ν δ蠉ναται να διαβιβ维ζονται σ蠉μφωνα με την κε委μενη νομοθεσ委α σε φορε委ς του δημοσ委ου στο πλα委σιο διαλειτουργικ蠈τητας, 蠈πως το Κ苇ντρο Διαλειτουργικ蠈τητας της Γενικ萎ς Γραμματε委ας Πληροφοριακ蠋ν Συστημ维των Δημ蠈σιας Διο委κησης (Γ.Γ.Π.Σ.Δ.Δ.), η δικτυακ萎 π蠉λη της Ανεξ维ρτητης Αρχ萎ς Δημοσ委ων Εσ蠈δων (Α.Α.Δ.Ε.), καθ蠋ς και σε υπηρεσ委ες αντιμετ蠋πισης καταστ维σεων 苇κτακτης αν维γκης, (κατ蠈πιν κλ萎σης για παρ维δειγμα του συνδρομητ萎 στο 112). Περαιτ苇ρω, η Εταιρε委α δ蠉ναται να επεξεργ维ζεται προσωπικ维 δεδομ苇να συνδρομητ蠋ν της που 苇χουν καταχωρηθε委 στις παραπ维νω πλατφ蠈ρμες, προκειμ苇νου να επιβεβαι蠋σει την ταυτ蠈τητ维 τους, καθ蠋ς και την ιδι蠈τητ维 τους ως επαγγελματι蠋ν, συμμορφο蠉μενη με τις ν蠈μιμες υποχρε蠋σεις της.</p><p> </p><p>Διευκριν委ζεται 蠈τι στο πλα委σιο του προσυμβατικο蠉 ελ苇γχου, η Εταιρε委α δ蠉ναται να αναζητ维 και να λαμβ维νει στοιχε委α που αφορο蠉ν την πιστοληπτικ萎 ικαν蠈τητα των συνδρομητ蠋ν απ蠈 την εταιρε委α ΤΗΛΕΓΝΟΥΣ, η οπο委α λειτουργ蠋ντας ως Υπε蠉θυνος Επεξεργασ委ας, τηρε委 μητρ蠋ο στο οπο委ο καταχωρο蠉νται συνδρομητ苇ς κινητ萎ς τηλεφων委ας, οι οπο委οι τυχ蠈ν:</p><p> </p><p>(α) εμφαν委ζουν ληξιπρ蠈θεσμη οφειλ萎 委ση 萎 μεγαλ蠉τερη των διακοσ委ων ευρ蠋 (200 €), η οπο委α 苇χει καταστε委 ληξιπρ蠈θεσμη για χρονικ蠈 δι维στημα 维νω των ενεν萎ντα ημερ蠋ν, 萎 </p><p> </p><p>(β) εμφαν委ζουν ληξιπρ蠈θεσμη οφειλ萎 και 苇χουν αποσυνδεθε委 απ蠈 το δ委κτυο 萎 苇χουν μεταφερθε委 σε 维λλο δ委κτυο μ苇σω διαδικασ委ας φορητ蠈τητας αριθμο蠉 χωρ委ς να 苇χουν πληρ蠋σει καν苇να λογαριασμ蠈 παρ维 τις ν蠈μιμες οχλ萎σεις 萎 αρν萎θηκαν να προβο蠉ν σε διακανονισμ蠈 της οφειλ萎ς τους.</p><p> </p><p>Για τις διεξαγ蠈μενες απ蠈 την εταιρε委α ΤΗΛΕΓΝΟΥΣ επεξεργασ委ες και την υποβολ萎 συναφ蠋ν αιτημ维των απ蠈 τους συνδρομητ苇ς, οι τελευτα委οι μπορο蠉ν να απευθυνθο蠉ν στα ακ蠈λουθα στοιχε委α επικοινων委ας:</p><p> </p><p>ΤΗΛΕΓΝΟΥΣ τηλ. 210-6180011, δ/νση Λ. Κηφισ委ας αρ. 56 και Δελφ蠋ν, Μαρο蠉σι Αττικ萎ς, ΤΚ 15125, <a href="www.telegnous.gr" target="_blank"><strong><span style="text-decoration:underline;">www.telegnous.gr</span></strong></a>.</p><p> </p><p>Τ苇λος, επισημα委νεται 蠈τι η Εταιρε委α δ蠉ναται να αναζητ维 και να λαμβ维νει στοιχε委α που αφορο蠉ν την πιστοληπτικ萎 ικαν蠈τητα των υποψηφ委ων εταιρικ蠋ν πελατ蠋ν απ蠈 την εταιρε委α ICAP GROUP A.E., η οπο委α διατηρε委 αρχε委ο (ICAP Database), ως Υπε蠉θυνος Επεξεργασ委ας, με δεδομ苇να οικονομικ萎ς συμπεριφορ维ς που 苇χουν συλλεγε委 απ蠈 ν蠈μιμες πηγ苇ς, 蠈πως δικαστ萎ρια, υποθηκοφυλακε委α, Γ.Ε.Μ.Η. και τηρε委 στο πλα委σιο του 苇ννομου συμφ苇ροντ蠈ς της.</p><p> </p><p>Για περισσ蠈τερες πληροφορ委ες για την επεξεργασ委α των προσωπικ蠋ν δεδομ苇νων των εταιρικ蠋ν συνδρομητ蠋ν και για την τυχ蠈ν 维σκηση των δικαιωμ维των για την προστασ委α αυτ蠋ν δ蠉νανται τα υποκε委μενα να επικοινων萎σουν με την ICAP Group A.E. στο <a href="/cdn-cgi/l/email-protection#1464667d6275776d547d7775643a7366"><strong><span style="text-decoration:underline;"><span class="__cf_email__" data-cfemail="c4b4b6adb2a5a7bd84ada7a5b4eaa3b6">[email protected]</span></span></strong></a> και να ενημερωθο蠉ν για την Πολιτικ萎 Απορρ萎του της εταιρε委ας στην ιστοσελ委δα της <a href="https://www.icapb2b.gr/portal/web/b2b/privacy-policy" target="_blank"><strong><span style="text-decoration:underline;">https://www.icapb2b.gr/portal/web/b2b/privacy-policy</span></strong></a>.</p><h3> </h3><h3>4.4 Κριτ萎ρια που καθορ委ζουν το χρονικ蠈 δι维στημα διατ萎ρησης των Προσωπικ蠋ν Δεδομ苇νων των Συνδρομητ蠋ν</h3><p> </p><p>Η NOVA διασφαλ委ζει 蠈τι το χρονικ蠈 δι维στημα αποθ萎κευσης και διατ萎ρησης των προσωπικ蠋ν δεδομ苇νων περιορ委ζεται στο ελ维χιστο δυνατ蠈 και 蠈τι τα προσωπικ维 δεδομ苇να δεν διατηρο蠉νται υπ蠈 μορφ萎 που επιτρ苇πει την ταυτοπο委ηση των υποκειμ苇νων περισσ蠈τερο απ蠈 蠈σο ε委ναι αναγκα委ο για την επ委τευξη των σκοπ蠋ν επεξεργασ委ας. Βεβα委ως, π苇ραν των εσωτερικ蠋ν καν蠈νων σειρ维 νομοθετικ蠋ν διατ维ξεων επιβ维λλουν η Εταιρ委α να διατηρε委 προσωπικ维 δεδομ苇να σε διαφορετικ苇ς μορφ苇ς για μεγαλ蠉τερο χρονικ蠈 δι维στημα απ’ 蠈τι διαρκε委 η συμβατικ萎 σχ苇ση με τους συνδρομητ苇ς.</p><p> </p><p>Η NOVA ανταποκρ委νεται στις 苇ννομες υποχρε蠋σεις της και διατηρε委 με ασφ维λεια μ蠈νο τα αναγκα委α προσωπικ维 δεδομ苇να για 蠈σο χρ蠈νο απαιτε委ται απ蠈 τη νομοθεσ委α 萎 για 蠈σο χρ蠈νο επιβ维λλεται για την επ委τευξη του σκοπο蠉, για τον οπο委ο 苇χουν συλλεγε委 τα δεδομ苇να. Προς το σκοπ蠈 αυτ蠈, 苇χει καταρτ委σει και εφαρμ蠈ζει εσωτερικ萎 Πολιτικ萎 Διατ萎ρησης και Διαγραφ萎ς προσωπικ蠋ν δεδομ苇νων, 蠈που καθορ委ζονται εσωτερικ维 το πλα委σιο σ蠉ννομης διατ萎ρησης και συνακ蠈λουθα διαγραφ萎ς των προσωπικ蠋ν δεδομ苇νων.</p><p> </p><p>Η Εταιρε委α υποχρεο蠉ται να τηρε委 苇γγραφα 萎 ηλεκτρονικ维 αρχε委α (συμβ维σεις, αιτ萎σεις συνδρομητ蠋ν και λοιπ萎 αλληλογραφ委α) για 蠈σο δι维στημα βρ委σκεται σε ισχ蠉 η σ蠉μβαση των συνδρομητ蠋ν 萎 παρ苇χονται και λαμβ维νονται εν γ苇νει υπηρεσ委ες ηλεκτρονικ蠋ν επικοινωνι蠋ν και επιπλ苇ον για 蠈σο δι维στημα βρ委σκεται σε ισχ蠉 η σ蠉μβαση με τον συνδρομητ萎 και για επιπλ苇ον δεκατ苇σσερις (14) μ萎νες, μετ维 τη λ萎ξη της σ蠉μβασης. Ηλεκτρονικ维 αρχε委α, συμπεριλαμβανομ苇νων των ηχογραφ萎σεων, που πραγματοποιο蠉νται με σκοπ蠈 τη διασφ维λιση των συναλλαγ蠋ν διατηρο蠉νται για 38 μ萎νες απ蠈 την πραγματοπο委ηση της επικοινων委ας.</p><p> </p><p>Ωστ蠈σο, αν μετ维 τη λ萎ξη της σ蠉μβασης βρ委σκεται σε εκκρεμ蠈τητα α委τημα επ委λυσης διαφορ维ς 萎 καταγγελ委α του συνδρομητ萎 εν蠋πιον αρμ蠈διας διοικητικ萎ς, δημ蠈σιας 萎 Δικαστικ萎ς Αρχ萎ς, η NOVA οφε委λει να διατηρε委 τα εν λ蠈γω δεδομ苇να μ苇χρι την οριστικ萎 επ委λυση της διαφορ维ς.</p><p> </p><p>Επ委σης, τα δεδομ苇να κ委νησης και θ苇σης των επικοινωνι蠋ν του συνδρομητ萎 萎 χρ萎στη, διατηρο蠉νται υποχρεωτικ维, 蠈πως ο ν蠈μος ορ委ζει, επ委 δ蠋δεκα (12) μ萎νες απ蠈 την ημερομην委α της επικοινων委ας και καταστρ苇φονται με το π苇ρας του δωδεκαμ萎νου με αυτοματοποιημ苇νη διαδικασ委α, εκτ蠈ς αν 苇χουν 萎δη αποκτ萎σει πρ蠈σβαση σε αυτ维 οι αρμ蠈διες αστυνομικ苇ς, δικαστικ苇ς, εισαγγελικ苇ς και 维λλες Δημ蠈σιες Αρχ苇ς.</p><p> </p><p>Τα φορολογικ维 στοιχε委α εξαιρο蠉νται της ως 维νω διαδικασ委ας διαγραφ萎ς και διατηρο蠉νται υποχρεωτικ维 σ蠉μφωνα με τη φορολογικ萎 νομοθεσ委α.</p><h3> </h3><h3>4.5 Δικαι蠋ματα Υποκειμ苇νων των δεδομ苇νων</h3><p> </p><p>Η NOVA λαμβ维νει τα κατ维λληλα μ苇τρα για να διευκολ蠉νει την 维σκηση των δικαιωμ维των των συνδρομητ蠋ν της ως υποκειμ苇νων των δεδομ苇νων. Για τον λ蠈γο αυτ蠈 苇χει καταρτ委σει και θ苇σει σε εφαρμογ萎 εσωτερικ萎 Πολιτικ萎 στην οπο委α περιλαμβ维νεται ειδικ萎 διαδικασ委α, η οπο委α προ蠇ποθ苇τει ως αναγκα委ο 蠈ρο την εξακρ委βωση της ταυτ蠈τητας του υποκειμ苇νου. Ειδικ蠈τερα, τα υποκε委μενα, 苇χουν τη δυνατ蠈τητα να ασκ萎σουν τα ακ蠈λουθα δικαι蠋ματα:</p><p> </p><ol><li><strong>Δικα委ωμα πρ蠈σβασης</strong>, δηλαδ萎 δικα委ωμα να ενημερ蠋νεται το υποκε委μενο για τα προσωπικ维 του δεδομ苇να που τηρο蠉νται στα αρχε委α της NOVA και εφ蠈σον το αιτηθε委, να αποκτ维 αντ委γραφα, τηρουμ苇νων των προ蠇ποθ苇σεων του ΓΚΠΔ.</li><li><strong>Δικα委ωμα δι蠈ρθωσης</strong>, δηλαδ萎 δικα委ωμα να αιτε委ται το υποκε委μενο την δι蠈ρθωση ανακριβει蠋ν και σφαλμ维των στα προσωπικ维 του δεδομ苇να που τηρο蠉νται στα αρχε委α της NOVA.</li><li><strong>Δικα委ωμα διαγραφ萎ς</strong>, δηλαδ萎 δικα委ωμα να αιτε委ται το υποκε委μενο την διαγραφ萎 萎 την πα蠉ση της επεξεργασ委ας δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα που τηρο蠉νται στα αρχε委α της NOVA, υπ蠈 τον 蠈ρο των ειδικ蠈τερων προ蠇ποθ苇σεων και περιορισμ蠋ν που προβλ苇πονται στον ΓΚΠΔ και την ειδικ萎 νομοθεσ委α.</li><li><strong>Δικα委ωμα περιορισμο蠉</strong> της επεξεργασ委ας των προσωπικ蠋ν δεδομ苇νων του υποκειμ苇νου για συγκεκριμ苇νο σκοπ蠈, υπ蠈 τον 蠈ρο των ειδικ蠈τερων προ蠇ποθ苇σεων και περιορισμ蠋ν που προβλ苇πονται στον ΓΚΠΔ και την ειδικ萎 νομοθεσ委α.</li><li><strong>Δικα委ωμα φορητ蠈τητας</strong>, δηλαδ萎 δικα委ωμα απευθε委ας διαβ委βασης των δεδομ苇νων προσωπικο蠉 χαρακτ萎ρα που αφορο蠉ν το υποκε委μενο στον οργανισμ蠈 που θα υποδε委ξει, εφ蠈σον αυτ维 ε委ναι τεχνικ维 δομημ苇να, σ蠉μφωνα με την σχετικ萎 νομοθεσ委α.</li><li><strong>Δικα委ωμα εναντ委ωσης</strong> στην επεξεργασ委α των προσωπικ蠋ν δεδομ苇νων του υποκειμ苇νου, υπ蠈 τον 蠈ρο των ειδικ蠈τερων προ蠇ποθ苇σεων και περιορισμ蠋ν που προβλ苇πονται στον ΓΚΠΔ και την ειδικ萎 νομοθεσ委α. Η ικανοπο委ηση του εν λ蠈γω δικαι蠋ματος ενδ苇χεται να τελε委 υπ蠈 την επιφ蠉λαξη συνδρομ萎ς τυχ蠈ν επιτακτικ蠋ν ν蠈μιμων λ蠈γων για την επεξεργασ委α, οι οπο委οι υπερισχ蠉ουν των συμφερ蠈ντων του υποκειμ苇νου, καθ蠋ς και των ενν蠈μων συμφερ蠈ντων της Εταιρε委ας για τη θεμελ委ωση, 维σκηση 萎 υποστ萎ριξη νομικ蠋ν αξι蠋σεων της. </li><li><strong>Δικα委ωμα αν维κλησης της χορηγηθε委σας συγκατ维θεσης</strong> αν维 π维σα στιγμ萎, 蠈ταν αυτ萎 αποτελε委 τη νομικ萎 β维ση επεξεργασ委ας των προσωπικ蠋ν του δεδομ苇νων και ιδ委ως 蠈ταν αυτ萎 χορηγ萎θηκε για προωθητικο蠉ς σκοπο蠉ς. Η αν维κληση της συγκατ维θεσης ισχ蠉ει π维ντα για το μ苇λλον και δεν επηρε维ζει τη νομιμ蠈τητα των πρ维ξεων επεξεργασ委ας που 苇λαβαν χ蠋ρα πριν την αν维κλησ萎 της. </li></ol><h3> </h3><h3>4.5.1 Αποδοχ萎 αιτημ维των - προ蠇ποθ苇σεις και περιορισμο委 维σκησης δικαιωμ维των</h3><p> </p><p>Η NOVA, τηρουμ苇νων των σχετικ蠋ν προ蠇ποθ苇σεων και 蠈ρων, θα απαντ萎σει δωρε维ν στα αιτ萎ματα των συνδρομητ蠋ν, χωρ委ς καθυστ苇ρηση και σε κ维θε περ委πτωση εντ蠈ς μην蠈ς απ蠈 την παραλαβ萎 τους, εκτ蠈ς εξαιρετικ蠋ν περιπτ蠋σεων, οπ蠈τε η ανωτ苇ρω προθεσμ委α μπορε委 να παραταθε委 κατ维 δυο ακ蠈μη μ萎νες, εφ蠈σον απαιτε委ται, λαμβανομ苇νων υπ蠈ψη της πολυπλοκ蠈τητας του αιτ萎ματος 萎/και του συνολικο蠉 αριθμο蠉 των αιτημ维των. Η NOVA θα προχωρ萎σει σε ενημ苇ρωση για τυχ蠈ν παρ维ταση εντ蠈ς μην蠈ς απ蠈 την παραλαβ萎 του αιτ萎ματος, καθ蠋ς και για τους λ蠈γους της καθυστ苇ρησης.</p><p> </p><p>Ε维ν δεν καθ委σταται δυνατ萎 η ικανοπο委ηση του αιτ萎ματος, η Εταιρε委α θα ενημερ蠋σει το υποκε委μενο χωρ委ς καθυστ苇ρηση και το αργ蠈τερο εντ蠈ς μην蠈ς απ蠈 την παραλαβ萎 του αιτ萎ματος, για τους σχετικο蠉ς λ蠈γους και για τη δυνατ蠈τητα να υποβ维λλει καταγγελ委α στην ΑΠΔΠΧ, καθ蠋ς και για το δικα委ωμα να προσφ蠉γει εν蠋πιον των αρμ蠈διων δικαστικ蠋ν αρχ蠋ν.</p><p> </p><p>Στην περ委πτωση 维ρνησης ικανοπο委ησης του δικαι蠋ματος πρ蠈σβασης η Εταιρε委α υποχρεο蠉ται κατ’ αρ. 33 παρ. 2 ν. 4624/2019 να μην παρ维σχει σχετικ萎 αιτιολ蠈γηση εφ蠈σον με αυτ萎ν τ委θεται σε κ委νδυνο ο σκοπ蠈ς που επιδι蠋κεται με την 维ρνηση παροχ萎ς των πληροφορι蠋ν.</p><p> </p><p>Ε维ν το α委τημα του υποκειμ苇νου κριθε委 απ蠈 την Εταιρε委α ως προδ萎λως αβ维σιμο 萎 υπερβολικ蠈, δ蠉ναται να επιβ维λει την καταβολ萎 ε蠉λογου και αν维λογου τ苇λους, λαμβ维νοντας υπ蠈ψη τα διοικητικ维 苇ξοδα για την ικανοπο委ηση του 萎 να αρνηθε委 να δ蠋σει συν苇χεια στο εν λ蠈γω α委τημα.</p><p> </p><p>Για την 维σκηση των ανωτ苇ρω δικαιωμ维των, το ενδιαφερ蠈μενο υποκε委μενο θα πρ苇πει να επιλ苇ξει κ维ποιον απ蠈 τους ακ蠈λουθους τρ蠈πους υποβολ萎ς:</p><p> </p><ul><li>Να μεταβε委 σε 苇να <a href="/katasthmata"><strong><span style="text-decoration:underline;">κατ维στημα Nova</span></strong></a>, με το Δελτ委ο Αστυνομικ萎ς Ταυτ蠈τητας 萎 με 维λλο ν蠈μιμο, δημ蠈σιο 苇γγραφο απ蠈δειξης ταυτοπροσωπ委ας.</li><li>Να αποστε委λει α委τημα 维σκησης δικαιωμ维των Προστασ委ας Προσωπικ蠋ν Δεδομ苇νων (GDPR) στη φ蠈ρμα που θα βρει <a href="/eksipiretisi-pelatwn/epikoinonia/forma-epikoinonias"><strong><span style="text-decoration:underline;">εδ蠋</span></strong></a>. Το α委τημα θα πρ苇πει να συνοδε蠉εται απ蠈 φωτοαντ委γραφο διπλ萎ς 蠈ψης ΑΔΤ 萎 Διαβατηρ委ου και απ蠈 μια Υπε蠉θυνη Δ萎λωση μ苇σω gov.gr</li><li>Να αποστε委λει ενυπ蠈γραφο α委τημα, μ苇σω συστημ苇νης επιστολ萎ς, στη διε蠉θυνση: Nova MAE, Λ. Αθην蠋ν 106, Αθ萎να, Αττικ萎ς, ΤΚ 10442, αναγρ维φοντας στον φ维κελο: «ΑΙΤΗΣΗ ΠΡΟΣΩΠΙΚΩΝ ΔΕΔΟΜΕΝΩΝ (GDPR)»</li></ul><p> </p><p>Στην περ委πτωση αυτ萎 η επιστολ萎-α委τημα θα πρ苇πει (i) να φ苇ρει γν萎σιο της υπογραφ萎ς απ蠈 ΚΕΠ/Αστυνομ委α και (ii) να επισυν维πτεται αντ委γραφο-φωτοτυπ委α ταυτ蠈τητας του αιτο蠉ντα.</p><p> </p><ul><li>Σε περ委πτωση που το υποκε委μενο δε δ蠉ναται να υποβ维λει το α委τημ维 του με κ维ποιον απ蠈 τους παραπ维νω τρ蠈πους, αυτ蠈 μπορε委 να υποβληθε委 απ蠈 τρ委το πρ蠈σωπο, το οπο委ο διαθ苇τει προς τον σκοπ蠈 αυτ蠈 σχετικ萎 εξουσιοδ蠈τηση. Η εξουσιοδ蠈τηση αυτ萎 θα πρ苇πει να φ苇ρει το γν萎σιο της υπογραφ萎ς του υποκειμ苇νου των δεδομ苇νων (μ苇σω ΚΕΠ/ΑΤ 萎 www.gov.gr). Στην περ委πτωση αυτ萎 θα πρ苇πει να επισυν维πτονται π苇ραν της εξουσιοδ蠈τησης, αντ委γραφα αμφοτ苇ρων των ταυτοτ萎των, του εξουσιοδοτο蠉ντα και του εξουσιοδοτο蠉μενου.</li></ul><p> </p><p>Η Εταιρε委α 苇χει ορ委σει Υπε蠉θυνο Προστασ委ας Δεδομ苇νων (DPO) και τα στοιχε委α επικοινων委ας του ε委ναι:</p><p> </p><p>Λεωφ蠈ρος Αθην蠋ν 106, Τ.Κ. 104 42, Αθ萎να, Αττικ萎ς<strong><br />e-mail</strong>: <a href="/cdn-cgi/l/email-protection" class="__cf_email__" data-cfemail="6307130c230d0c15024d0411">[email protected]</a></p><p> </p><p>Σε περ委πτωση κατ维 την οπο委α το υποκε委μενο των δεδομ苇νων θεωρε委 蠈τι κατ维 παρ维βαση του ΓΚΠΔ, του ν. 4624/2019 και ειδικ蠈τερης νομοθεσ委ας, η Εταιρε委α δεν ανταποκρ委θηκε 萎 δεν ικανοπο委ησε επαρκ蠋ς το α委τημ维 του δικαιο蠉ται να υποβ维λει καταγγελ委α στην Αρχ萎 Προστασ委ας Δεδομ苇νων Προσωπικο蠉 Χαρακτ萎ρα [<a href="https://www.dpa.gr/el/polites/katagelia_stin_arxi" target="_blank"><strong><span style="text-decoration:underline;">Υποβολ萎 καταγγελ委ας στην Αρχ萎 | Αρχ萎 Προστασ委ας Δεδομ苇νων Προσωπικο蠉 Χαρακτ萎ρα (dpa.gr)</span></strong></a>] που εδρε蠉ει στην Αθ萎να, επ委 της Λεωφ蠈ρου Κηφισ委ας 1-3, Τ.Κ. 115 23 (τηλ: +30 210 6475600).</p><h2> </h2><h2>5. Πλα委σιο Προστασ委ας Προσωπικ蠋ν Δεδομ苇νων</h2><h3> </h3><h3>5.1 Μ苇τρα Ασφαλε委ας</h3><p> </p><p>Η NOVA 苇χει λ维βει τα κατ维λληλα τεχνικ维 και οργανωτικ维 μ苇τρα για να διασφαλ委σει την τ萎ρηση της νομοθεσ委ας για την προστασ委α των προσωπικ蠋ν δεδομ苇νων και την επ委τευξη του κατ维λληλου επιπ苇δου ασφ维λειας των προσωπικ蠋ν δεδομ苇νων των συνδρομητ蠋ν της. 螆χει λ维βει δε, 蠈λα τα απαρα委τητα μ苇τρα ασφαλε委ας, συμπεριλαμβανομ苇νης και της διεν苇ργειας μελ苇της αντικτ蠉που κινδ蠉νου σχετικ维 με την προστασ委α δεδομ苇νων, 蠈που αυτ萎 απαιτε委ται και της κατ维ρτισης αρχε委ου επεξεργασι蠋ν. Επιπλ苇ον 苇χει θεσπ委σει 蠈λες τις απαρα委τητες πολιτικ苇ς και διαδικασ委ες προκειμ苇νου να διασφαλ委ζεται η ακεραι蠈τητα των προσωπικ蠋ν δεδομ苇νων, η εμπιστευτικ蠈τητα και η διαθεσιμ蠈τητ维 τους, καθ蠋ς και να μην επιτρ苇πεται η πρ蠈σβαση σε αυτ维 σε καν苇ναν 维λλον, π苇ραν απ蠈 τα κατ维λληλα εξουσιοδοτημ苇να προς το蠉το πρ蠈σωπα και μ蠈νο για τους προβλεπ蠈μενους σκοπο蠉ς επεξεργασ委ας.</p><p> </p><p>Επιφορτισμ苇νοι με την τ萎ρηση των σχετικ蠋ν πολιτικ蠋ν, διαδικασι蠋ν και μ苇τρων ασφαλε委ας ε委ναι 蠈λοι οι υπ维λληλοι της Εταιρε委ας, οι οπο委οι επεξεργ维ζονται προσωπικ维 δεδομ苇να.</p><h3> </h3><h3>5.2 Προστασ委α της ιδιωτικ蠈τητας απ蠈 τον σχεδιασμ蠈</h3><p> </p><p>Η NOVA υιοθετε委 την αρχ萎 της προστασ委ας της δεδομ苇νων απ蠈 τον σχεδιασμ蠈.</p><p> </p><p>螌ταν η επεξεργασ委α γ委νεται με τη χρ萎ση ν苇ων τεχνολογι蠋ν 萎/και ε委ναι πιθαν蠈 να οδηγ萎σει σε υψηλ蠈 κ委νδυνο για τα δικαι蠋ματα και τις ελευθερ委ες των υποκειμ苇νων, πραγματοποιε委ται μελ苇τη εκτ委μησης αντικτ蠉που επεξεργασ委ας. Στις περιπτ蠋σεις αυτ苇ς, η NOVA προβα委νει σε εκτ委μηση των επιπτ蠋σεων πριν απ蠈 την 苇ναρξη της επεξεργασ委ας, σ蠉μφωνα με τις απαιτ萎σεις του 螁ρθρου 35 του ΓΚΠΔ.</p><p> </p><p>Στο πλα委σιο των συμβ维σεων επεξεργασ委ας προσωπικ蠋ν δεδομ苇νων με τους συνεργ维τες της, η Εταιρε委α 苇χει συμπεριλ维βει ειδικ苇ς ρ萎τρες για τη διασφ维λιση της αρωγ萎ς αυτ蠋ν κατ维 την εκπ蠈νηση των σχετικ蠋ν μελετ蠋ν.</p><h3> </h3><h3>5.3 Ενημ苇ρωση και εκπα委δευση</h3><p> </p><p>Η NOVA διεξ维γει εκπαιδευτικ维 σεμιν维ρια για το προσωπικ蠈 της και το προσωπικ蠈 των συνεργατ蠋ν της (καταστ萎ματα του δικτ蠉ου NOVA, Κ苇ντρα Τηλεφωνικ蠋ν Πωλ萎σεων), με σκοπ蠈 την εξοικε委ωση με τις απαιτ萎σεις του ΓΚΠΔ και το πρ蠈γραμμα συμμ蠈ρφωσης που εφαρμ蠈ζει.</p><p> </p><p>Μη συμμ蠈ρφωση με την Πολιτικ萎 Προστασ委ας Προσωπικ蠋ν Δεδομ苇νων επισ蠉ρει πειθαρχικ苇ς κυρ蠋σεις.</p><h3> </h3><h3>5.4 Διαχε委ριση συμβ维ντων ασφ维λειας προσωπικ蠋ν δεδομ苇νων</h3><p> </p><p>Η NOVA 苇χει λ维βει τα κατ维λληλα τεχνικ维 και οργανωτικ维 μ苇τρα για την επ委τευξη του κατ维λληλου επιπ苇δου ασφ维λειας των προσωπικ蠋ν δεδομ苇νων των συνδρομητ蠋ν της. Εντο蠉τοις, σε περ委πτωση συμβ维ντος παραβ委ασης, εκκινε委 η προβλεπ蠈μενη διαδικασ委α διερε蠉νησης του συμβ维ντος, ενημ苇ρωσης της εποπτικ萎ς αρχ萎ς (και των υποκειμ苇νων που επηρε维στηκαν, ε维ν αυτ蠈 ε委ναι απαιτητ蠈), εφ蠈σον η παραβ委αση ενδ苇χεται να προκαλ苇σει κ委νδυνο για τα δικαι蠋ματα και τις ελευθερ委ες των φυσικ蠋ν προσ蠋πων.</p><p><strong> </strong></p><p><strong>Ημερομην委α Τελευτα委ας Τροποπο委ησης 24/09/2024</strong></p> </div> </section> </main> <footer id="page-footer"> <div class="footer-container relative z-1"> <div class="mobile-footer relative" data-method="toggleFaq"> <div class="footer-top-content flex-layout flex-column justify-center margin-2"> <div class="footer-col-2-outer mobile-footer justify-center flex-layout flex-column margin-3"> <div class="footer-inner-col footer-col-2 toggle-item"> <div class="footer-inner-list-wrapper margin-4 relative"> <h5 class="title-6 text-color-3 font-5 margin-1"> Εταιρεία </h5> <span class="arrow-dropdown-icon absolute"> <svg class="svg-ico 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