<p><strong><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">ΒΑΣΗ ΠΟΔΗΛΑΤΟΥ ΚΟΤΣΑΔΟΡΟΥ ANTARES PLUS ΓΙΑ 3 ΠΟΔΗΛΑΤΑ Ή 2 E-BIKES/FAT BIKES ΜΕ ΔΙΠΛΟ ΑΝΤΙΚΛΕΠΤΙΚΟ ΣΥΣΤΗΜΑ MENABO</span></strong></p>

<p style="font-size: 15px; font-family: 'Calibri',sans-serif; line-height: 150%; text-align: justify; margin: 0cm 0cm 8.0pt 0cm;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">Βάση ποδηλάτου κοτσαδόρου <strong><span style="font-family: 'Verdana',sans-serif;">ANTARES PLUS</span></strong> από την εταιρία<strong><span style="font-family: 'Verdana',sans-serif;"> MENABO</span></strong>, 100% ιταλικής προέλευσης και κατασκευής, ιδανική για τη μεταφορά 3 ποδηλάτων, συμβατή και με 2 FAT bikes ή 2 E-bikes, κατάλληλη για οχήματα που διαθέτουν κοτσαδόρο, ώστε να έχετε μαζί σας πάντα τον εξοπλισμό ποδηλασίας σας!</span></p>

<p style="font-size: 15px; font-family: 'Calibri',sans-serif; line-height: 150%; text-align: justify; margin: 0cm 0cm 8.0pt 0cm;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">Το πλαίσιο της είναι κατασκευασμένο από ατσάλι υψηλής ποιότητας, διαθέτει 3 ρυθμιζόμενα μπράτσα με ροδέλες για τέλεια προσαρμογή και ασφαλή συγκράτηση των σκελετών των ποδηλάτων, εξοπλισμένα με κλειδαριές στο κάθε ένα από αυτά για προστασία κατά πιθανής κλοπής. Στο κάτω μέρος του πλαισίου οι ράγες (βέργες) συγκράτησης των ελαστικών είναι κατασκευασμένες από αλουμίνιο και η κάθε μία διαθέτει 2 ιμάντες δέσης (δέστρες) που συγκρατούν με απόλυτη ασφάλεια και σταθερότητα τους τροχούς των ποδηλάτων κατά τη μεταφορά.</span></p>

<p style="font-size: 15px; font-family: 'Calibri',sans-serif; line-height: 150%; text-align: justify; margin: 0cm 0cm 8.0pt 0cm;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">Στο σημείο σύνδεσης με τον κοτσαδόρο διαθέτει ένα ακόμη αντικλεπτικό σύστημα με μοχλό γρήγορης ασφάλισης/απασφάλισης (quick fixing lever/rapid lock) που ασφαλίζει την ίδια τη βάση επάνω στο αυτοκίνητο. Είναι εξοπλισμένη με μηχανισμό ανάκλισης, που λειτουργεί με τη χρήση πεντάλ (ποδομοχλού) στο μπροστά μέρος για να ανοίγει το πορτ μπαγκάζ εύκολα, χωρίς ο όγκος των ποδηλάτων να σας εμποδίζει να φτάσετε τις αποσκευές σας και με ενσωματωμένα φανάρια, που θέτονται σε λειτουργία και ηλεκτροδοτούνται από τον κοτσαδόρο με τη χρήση αντάπτορα 13 pins και υποδοχή για να τοποθετηθεί πλαίσιο με πινακίδα κυκλοφορίας.</span></p>

<p style="margin: 0cm 0cm 8pt; font-size: 15px; font-family: Calibri, sans-serif; line-height: 150%; text-align: justify;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">Η βάση είναι αναδιπλούμενη, οι ράγες μαζεύονται στα πλάγια της βάσης (δεξιά και αριστερά), ώστε να μπορεί να παραμένει κλειστή όταν δεν είναι σε χρήση ή για να αποθηκεύεται εύκολα χωρίς να πιάνει πολύ αποθηκευτικό χώρο.</span></p>

<p style="margin: 0cm 0cm 8pt; font-size: 15px; font-family: Calibri, sans-serif; line-height: 150%; text-align: justify;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">Όλα τα σημεία που έρχονται σε επαφή με το όχημα ή τον σκελετό των ποδηλάτων είναι ενισχυμένα με επένδυση/μαξιλαράκια στήριξης από μαλακό αντιολισθητικό λάστιχο και συνδέσεις με πλαστική επικάλυψη (καουτσούκ) για προστασία και αποφυγή από γρατζουνιές ή φθορές. </span></p>

<p style="margin: 0cm 0cm 8pt; font-size: 15px; font-family: Calibri, sans-serif; line-height: 150%; text-align: justify;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">Συμβατή με ποδήλατα τριγωνικού πλαισίου, με σκελετούς που έχουν διάμετρο <strong><span style="font-family: 'Verdana',sans-serif;">min: </span></strong>30 mm / <strong><span style="font-family: 'Verdana',sans-serif;">max:</span></strong> 50 mm, διαστάσεις σκελετών (οβάλ, τετράγωνους, τριγωνικούς) <strong><span style="font-family: 'Verdana',sans-serif;">min:</span></strong> 30 Χ 60 mm / <strong><span style="font-family: 'Verdana',sans-serif;">max:</span></strong> 50 Χ 70 mm, διάμετρο ελαστικού <strong><span style="font-family: 'Verdana',sans-serif;">min.:</span></strong> 22'' / <strong><span style="font-family: 'Verdana',sans-serif;">max.:</span></strong> 29'', πλάτος ελαστικού<strong><span style="font-family: 'Verdana',sans-serif;"> max:</span></strong> 110 mm και μήκος μεταξονίου <strong><span style="font-family: 'Verdana',sans-serif;">max:</span></strong> 1220 mm. Κατάλληλη για όλους τους τύπους ποδηλάτων, συμβατικά, ηλεκτροκίνητα (E-bike) και με φαρδιά ελαστικά (FAT bike).</span></p>

<p style="margin: 0cm 0cm 8pt; font-size: 15px; font-family: Calibri, sans-serif; line-height: 150%; text-align: justify;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;"><img alt="" src="data:image/png;base64,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" /></span></p>

<p style="font-size: 15px; font-family: 'Calibri',sans-serif; line-height: 150%; text-align: justify; margin: 0cm 0cm 8.0pt 0cm;"><strong><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">ΣΗΜΕΙΩΣΗ: </span></strong><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">Σε περίπτωση που θέλετε να μεταφέρετε ποδήλατα με μεγαλύτερο από 1120 mm μήκος μεταξονίου, υπάρχει διαθέσιμο το πρόσθετο κομμάτι επέκτασης τροχών ποδηλάτου <strong><span style="font-family: 'Verdana',sans-serif;">WHEELBASE EXTENTION KIT </span></strong><a href="https://www.americat.gr/prostheto-kommati-epektasis-trochon-podilatoy-gia-vasi-kotsadoroy-antares-antares-plus-menabo.html?keyword=11250" rel="noopener noreferrer" target="_blank"><strong><span style="font-family: 'Verdana',sans-serif; color: red; text-decoration: none;">11250/MB</span></strong></a> <span style="color: #000000; font-family: Verdana, sans-serif; font-size: 14px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; display: inline !important; float: none;">(δεν περιλαμβάνεται – πωλείται ξεχωριστά)</span> για τη μεταφορά ποδηλάτων με μέγιστο μήκος μεταξονίου έως και 1320 mm.</span></p>

<p style="font-size: 15px; font-family: 'Calibri',sans-serif; line-height: 150%; text-align: justify; margin: 0cm 0cm 8.0pt 0cm;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">Στη συσκευασία περιλαμβάνονται οδηγίες χρήσης για εύκολη και γρήγορη εφαρμογή.</span></p>

<p style="margin: 0cm 0cm 8pt; font-size: 15px; font-family: Calibri, sans-serif; line-height: 150%; text-align: justify;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">- <strong><span style="font-family: 'Verdana',sans-serif;">Διαστάσεις (συνολικά στο ανάπτυγμα)<strong style="box-sizing: border-box; outline: none !important; font-weight: bold; color: #ff0000; font-family: Verdana, sans-serif; font-size: 14px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><span style="box-sizing: border-box; outline: none !important; font-family: Verdana, sans-serif;">*</span></strong>:</span></strong> 1220 Χ 734 Χ 755 mm (ΜxΠxΥ).</span><br />
<span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">- <strong><span style="font-family: 'Verdana',sans-serif;">Μήκος (διπλωμένη):</span></strong> 582 mm.<br />
– <strong><span style="font-family: 'Verdana',sans-serif;">Υλικό:</span></strong> Ατσάλι και αλουμίνιο.<br />
– <strong><span style="font-family: 'Verdana',sans-serif;">Χρώμα:</span></strong> Μαύρο με ασημί λεπτομέρειες.<br />
– <strong><span style="font-family: 'Verdana',sans-serif;">Χωρητικότητα:</span></strong> 3 ποδήλατα (ή 2 FAT bikes ή 2 E-bikes).<br />
– <strong><span style="font-family: 'Verdana',sans-serif;">Μέγιστο βάρος φορτίου:</span></strong> 60 kg.</span><br />
<span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">- <strong><span style="font-family: 'Verdana',sans-serif;">Βάρος βάσης:</span></strong> 21 kg.</span><br />
<span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">- <strong><span style="font-family: 'Verdana',sans-serif;">Περιλαμβάνει: </span></strong>Σύστημα ανάκλισης, σύστημα γρήγορης ασφάλισης/απασφάλισης με πεντάλ, διπλό αντικλεπτικό σύστημα, ιμάντες δέσης και 3 μπράτσα συγκράτησης ποδηλάτων με αντικλεπτικά πόμολα – 1 κοντό, 1 μακρύ, 1 διπλό, ενσωματωμένα φανάρια και καλώδιο ηλεκτροδότησης με <span style="color: #000000; font-family: Verdana, sans-serif; font-size: 14px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; display: inline !important; float: none;">αντάπτορα 13 pins.</span></span></p>

<p style="margin: 0cm 0cm 8pt; font-size: 15px; font-family: Calibri, sans-serif; line-height: 150%; text-align: justify;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;"><span style="color: #000000; font-family: Verdana, sans-serif; font-size: 14px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; display: inline !important; float: none;"><strong style="box-sizing: border-box; outline: none !important; font-weight: bold; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; color: #ff0000; font-family: Verdana, sans-serif; font-size: 14px;"><span style="box-sizing: border-box; outline: none !important; font-family: Verdana, sans-serif;">*</span></strong><span style="box-sizing: border-box; outline: none !important; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; font-size: 14px; line-height: 21px; font-family: Verdana, sans-serif; color: black;">Δ</span><span style="box-sizing: border-box; outline: none !important; color: black; font-family: Verdana, sans-serif; font-size: 14px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; float: none; display: inline !important; ;box-sizing: border-box; background-color: #ffffff; line-height: 21px;">είτε το διάγραμμα στις φωτογραφίες για πρόσθετες διαστάσεις.</span></span></span></p>

<p style="margin: 0cm 0cm 8pt; font-size: 15px; font-family: Calibri, sans-serif; line-height: 150%; text-align: justify;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;"><span style="color: #000000; font-family: Verdana, sans-serif; font-size: 14px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; display: inline !important; float: none;"><strong><u>ΠΡΟΣΟΧΗ</u></strong><strong><u>:</u></strong><span style="box-sizing: border-box; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; font-size: 12px; line-height: 21px; font-family: Verdana, sans-serif; color: black; outline: none !important;"><span style="box-sizing: border-box; color: #000000; font-family: Verdana, sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; float: none; outline: none !important; display: inline !important;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;"> Για τη πιστοποίηση της βάσης κοτσαδόρου, θα πρέπει κατά τη συναλλαγή σας με τον εκάστοτε επίσημο συνεργάτη, να παρέχετε τα στοιχεία πινακίδας του οχήματος που θα γίνει η τοποθέτηση, ώστε να σας παρέχουν όλα τα απαραίτητα έγγραφα για την κατάθεση τους και τη νόμιμη δήλωσή του προϊόντος στο Υπουργείο.</span> </span></span></span></span></p>

<p style="font-size: 15px; font-family: 'Calibri',sans-serif; line-height: 150%; text-align: start; margin: 0cm 0cm 8.0pt 0cm;"><strong><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: red;">-></span></strong><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;"> Δείτε τη μπάρα μετατροπής ποδηλάτου σε τριγωνική μορφή <strong><span style="font-family: 'Verdana',sans-serif;">2060/MB</span></strong> <a href="https://www.americat.gr/mp-ra-metafor-s-gynaike-oy-podil-toy-menabo.html?keyword=2060%2FMB" rel="noopener noreferrer" target="_blank"><strong><span style="font-family: 'Verdana',sans-serif; color: red; text-decoration: none;">ΕΔΩ</span></strong></a></span><br />
<strong><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: red;">-></span></strong><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;"> Η βάση <strong>ANTARES PLUS</strong> διατίθεται και σε έκδοση με θέσεις για 3 ποδήλατα <strong><span style="font-family: 'Verdana',sans-serif;">ANTARES (10500/MB)</span></strong> </span><strong><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: red;"><a href="https://www.americat.gr/vasi-podilatoy-kotsadoroy-antares-2-podilata-anaklinomeni-mayri-menabo.html?keyword=10500" rel="noopener noreferrer" target="_blank"><span style="color: red;">ΕΔΩ</span></a></span></strong></p>

<p style="font-size: 15px; font-family: 'Calibri',sans-serif; line-height: 150%; text-align: start; margin: 0cm 0cm 8.0pt 0cm;"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;">Συσκευασία 1 τεμαχίου.</span></p>

<p style="font-size: 15px; font-family: 'Calibri',sans-serif; line-height: 150%; text-align: start; margin: 0cm 0cm 8.0pt 0cm;"><strong><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: black;"><u>Δείτε αναλυτικά:</u></span></strong></p>

<p style="font-size: 15px; font-family: 'Calibri',sans-serif; line-height: 150%; text-align: start; margin: 0cm 0cm 8.0pt 0cm;"><a href="https://www.menabo.com.gr/image/data/odigies/ANTARES_PLUS_data_sheet.pdf" rel="noopener noreferrer" target="_blank"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: red;">ΓΕΝΙΚΕΣ ΠΛΗΡΟΦΟΡΙΕΣ</span></a><br />
<a href="https://www.menabo.com.gr/image/data/odigies/ANTARES_PLUS_instructions.pdf" rel="noopener noreferrer" target="_blank"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: red;">ΟΔΗΓΙΕΣ ΣΥΝΑΡΜΟΛΟΓΗΣΗΣ/ΧΡΗΣΗΣ</span></a><br />
<a href="https://www.menabo.com.gr/image/data/odigies/ANTARES_PLUS_spare_parts.pdf" rel="noopener noreferrer" target="_blank"><span style="font-size: 14px; line-height: 150%; font-family: 'Verdana',sans-serif; color: red;">ΑΝΤΑΛΛΑΚΤΙΚΑ ΜΕΡΗ & ΑΞΕΣΟΥΑΡ</span></a></p>