Παπούτσια

μια αναζητηση για μια πληροφορια που ηθελα με οδηγησε εδω.πριν κανω ομως την ερωτηση μου ,αν και αργα θα ηθελα να πληροφορησω για οποιον ζητησει παρομοια πληροφορια με τον φιλο στο πιο πανω ποστ οτι τα 2 σαιτ που αναφερει ειναι αξιοπιστα για μπασκετ παπουτσια.

λοιπον,η απορια μου ειναι ως εξης....αποτι διαβασα καποιοι εχουν ψωνισει απο το αγγλικο καταστημα sportshoes.com.ηθελα να μαθω με ποια εταιρεια ερχονται τα πακετα στην ελλαδα και ποια εταιρεια αναλαμβανει να τα φερει στην πορτα μας οταν ερθουν ελλαδα?

αποτι ειδα απο αγγλια φευγουν με την royal air mail και μετα με ελτα.ειναι ετσι?

επισης αν καποιος θυμαται η' εχει προσφατα παραγγειλει θα μπορουσε να μου πει μεσα απο το τρακινκ που εβλεπε, την διαδρομη που ακολουθησε το δεμα για να ερθει ελλαδα?δλδ. για να γινω κατανοητος,σταματησε σε καποια ενδιαμεση χωρα ,σε καποιο κεντρο διαλογης αλλης χωρας?

Καλησπερα σε ολους σας,

Γνωριζετε σε ποιο καταστημα στην Ελλαδα μπορω να βρω παπουτσια Cole Haan ;

Ευχαριστω

Εχω asics παππουτσια δρομου/πολης κασουαλ και δυο χρονια τωρα δεν εχουν παθει τιποτα. Πολυ ανθεκτικα. Θελω να παρω ενα ακομη ζευγαρι παππουτσια να αλλαζω. Τα ιδια asics με τα δικα μου στο ιδιο ακριβως στυλ αλλα με αλλα χρωματα πωλουνται ακομα στα 70 ευρω.

Επειδη δεν θελω να δωσω 70 ευρω αλλα γυρω στα 40 ευρω, εχω βρει κατι παπουτσια του ιδιου στυλ μαρκας admiral. Πιστευετε ειναι καλα τα παππουτσια γενικως της εν λογω εταιριας? Ειναι ελληνικη?

αν και αργά η απάντηση μου, για admiral δεν ξέρω, ψάξε στο skroutz, bestprice, e=price τι υπάρχει στα asics που σε ενδιαφέρουν μιας και ξεκίνησαν οι εκπτώσεις.

Υπάρχουν αρκετά αξιόπιστα μαγαζιά εκεί μέσα

Καλησπερα σε ολους σας,

 

Γνωριζετε σε ποιο καταστημα στην Ελλαδα μπορω να βρω παπουτσια Cole Haan ;

 

Ευχαριστω

Στο www.nak.gr

Στο www.nak.gr

Ευχαριστώ, αυτό το είχα υπ' όψη μου. Κάτι άλλο γνωρίζεις;

Ευχαριστώ, αυτό το είχα υπ' όψη μου. Κάτι άλλο γνωρίζεις;

Μόνο αυτό γνωρίζω με αυτή την μάρκα, δυστυχώς!

Συμφωνό μαζί σου,επίσης να προσθέσω και τα air max

Ευχαριστώ, αυτό το είχα υπ' όψη μου. Κάτι άλλο γνωρίζεις;

googlareto

Εγω προτιμώ τα αθλητικά..

και τελευταία αγοράζω από τη NIKE τη σειρά SHOX ...

Τελευταίο ζευγάρι που αγόρασα ήταν τα : nike shox energia!!

πολύ μαμάτα παπούτσια... όσοι ξέρουν από αυτά, με καταλαβαίνουν!

Συμφωνό δες και εδώ air max πιστεύω είναι τα καλύτερα http://www.shoes10.gr/

Παιδιά μια ερώτηση κι από εμένα: Ta Asics Kayano 19 πού και πόσο μπορούμε να τα βρούμε φθηνότερα στην Ελλάδα?

Στο sportsshoes τα βρίσκω 122 ευρώ.

Παιδιά μια ερώτηση κι από εμένα: Ta Asics Kayano 19 πού και πόσο μπορούμε να τα βρούμε φθηνότερα στην Ελλάδα?

Στο sportsshoes τα βρίσκω 122 ευρώ.

Ποιο φθηνα δεν νομιζω να τα βρεις στην Ελλαδα.

Τα ψαχνω και εγω στο χρωμα της πρωτης φωτογραφιας http://blog.runningwarehouse.com/tag/asics-gel-kayano-19/ αλλα δεν μπορω να τα βρω :(

Απο εδω ειχα παρει τα 18 http://www.simplyrun.co.uk/itemlist.html και ηρθαν σε πεντε μερες στην πατρα ;)

Υπόψιν τα kayano είναι για υπερπρηνισμο.

Δεν παω για τρεξιμο και σπανια να παω για περπατημα, τα εχω για καθημερινα :)

Υπαρχει κινδυνος να μου δημιουργησουν προβλημα ?

Ποιο φθηνα δεν νομιζω να τα βρεις στην Ελλαδα.

Είπα μην τα έχει σε κάποιο ελληνικό μαγαζί, έστω και μέχρι 130 ευρώ.

Προσωπικά αυτόν τον χρωματισμό θα ήθελα:

http://www.runnersworld.com/sites/default/files/shoe_images/asicsgelkayano19600.jpg

Υπόψιν τα kayano είναι για υπερπρηνισμο.

Το γνωρίζω, ευχαριστώ πάντως για την ενημέρωση. ;)

Έχω μηδαμινή σχεδόν καμάρα, στα όρια της πλατυποδίας. Αυτά που έχω τώρα είναι τα Adidas Adistar Salvation 3 και με βολεύουν πολύ στο τρέξιμο.

Ποιος μπορεί να βοηθήσει να βρω αυτά τα παπούτσια Ευρώπη?

http://www.myphone.gr/forum/data:image/jpeg;base64,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http://www.oovskii.com/images/a/386532/174933_350_A.jpg

Βασικά τα βλέπω εδώ http://allstar-converse.gr/xamila-sneakers-converse-plimsole-sport-ox-canvas-2/ αλλά με πετάει στο spartoo και βγάζει error "out of stock".

Thanks!

Σε παραπεμπει στο spartoo, εχει διαθεσημα μονο τα μαυρα σ' αυτο το μοντελο!

http://www.spartoo.gr/Converse-PLIMSOLE-SPORT-OX-CANVAS-x174932.php

Σε παραπεμπει στο spartoo, εχει διαθεσημα μονο τα μαυρα σ' αυτο το μοντελο!

 

http://www.spartoo.gr/Converse-PLIMSOLE-SPORT-OX-CANVAS-x174932.php

Ναι τα έχω δει τα μαύρα, αλλά τα ψάχνω σε μπεζ :(

Τα πιο κοντινα στο χρωμα που θες ειναι αυτα...

http://www.ebay.com/itm/C678-Converse-All-Star-Plimsole-Sport-OX-Schuhe-Braun-Neu-Gr-42-5-US-9-137029C-/300892646294?pt=DE_Herrenschuhe&hash=item460e996b96

http://www.ebay.de/itm/CONVERSE-CHUCK-TAYLOR-ALL-STAR-PLIMSOLE-SPORT-OX-139652-GR-9-/350808088648?pt=DE_Herrenschuhe&hash=item51adcaa048

Δεν υπαρχει κατι αλλο με μια γρηγορη ματια. Αυτα που σου παρεθεσα ειναι απο Ευρωπη οποτε δεν εχεις να φοβασαι τυχων χρεωσεις σε τελωνεια κλπ.

https://www.facebook.com/pages/Sconti-E-Shope/621331361216909

Μαϊμουδιάρης???

https://www.facebook.com/pages/Sconti-E-Shope/621331361216909

 

Μαϊμουδιάρης???

https://www.facebook.com/pages/E-shop-shoesmore/499023063446522?fref=ts

Εχω κι αυτον εδω. Εχω μιλησει μαζι του οταν ψαχνομουν με pm στο fb και μ ειπε πως ειναι ολα αυθεντικοτατα. Ρωτα τους κι εσυ να δουμε τι θα σου πουνε. Η αληθεια ειναι οτι εφοσον τα στελνει με αντικαταβολη ζητα του απλα να βαλει δικαιωμα ελεγχου πριν τα πληρωσεις, ανοιξε το πακετο και τσεκαρε τα. Φαινονται αν ειναι μουφα η οχι αν τα πιασεις στα χερια σου και εχεις πιασει εστω μια φορα τα αυθεντικα! Αν δεις οτι κατι δεν παει καλα, τα στελνεις πισω πριν πληρωσεις.