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View Full Version : Τουριστικές Μπότες Δίλημμα!


Kosttis
17-10-2011, 21:48
Μιας και πιάσανε οι βροχές μπήκα σε διαδικασία αναζήτησης μπότας τουριστικής, εξ ολοκλήρου δερμάτινης και βέβαια απολύτως αδιάβροχης.
Μετά από διάβασμα όλων των σχετικών στο δικό μας φόρουμ και όχι μόνο, κατέληξα σε τρια μοντέλα που νομίζω πως έχουν ενδιαφέρον!
Λοιπόν:
Alpinestars Web GORE-TEX


https://www.fc-moto.de/epages/fcm.sf/secdcffa3ef75/?ObjectPath=/Shops/10207048/Products/Alpinestars-Web-GORE-TEX-Boots/SubProducts/34311-1148228-7

TCX X-Five Plus Gore-Tex

https://www.fc-moto.de/epages/fcm.sf/secdcffa3ef75/?ObjectPath=/Shops/10207048/Products/TCX-X-Five-Plus-GTX/SubProducts/TCX-X-Five-Plus-GTX-0001

Revit Boulder H2O Boothttp://www.gsforum.gr/data:image/jpeg;base64,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###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

https://www.fc-moto.de/epages/fcm.sf/secdcffa3ef75/?ObjectPath=/Shops/10207048/Products/Revit-Boulder-H2O-Boot/SubProducts/Revit-Boulder-H2O-Boot-0001


Τι λέτε?
Και κάθε άλλη πρόταση ευπρόσδεκτη βεβαίως!

Ευχαριστώ πολύ
Kosttis

Gemat
17-10-2011, 21:54
Μιας και πιάσανε οι βροχές μπήκα σε διαδικασία αναζήτησης μπότας τουριστικής, εξ ολοκλήρου δερμάτινης και βέβαια απολύτως αδιάβροχης.
Μετά από διάβασμα όλων των σχετικών στο δικό μας φόρουμ και όχι μόνο, κατέληξα σε τρια μοντέλα που νομίζω πως έχουν ενδιαφέρον!
Λοιπόν:
Alpinestars Web GORE-TEX


https://www.fc-moto.de/epages/fcm.sf/secdcffa3ef75/?ObjectPath=/Shops/10207048/Products/Alpinestars-Web-GORE-TEX-Boots/SubProducts/34311-1148228-7

TCX X-Five Plus Gore-Tex

https://www.fc-moto.de/epages/fcm.sf/secdcffa3ef75/?ObjectPath=/Shops/10207048/Products/TCX-X-Five-Plus-GTX/SubProducts/TCX-X-Five-Plus-GTX-0001

Revit Boulder H2O Boothttp://www.gsforum.gr/data:image/jpeg;base64,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###vGIVCn2XopuzZZlEGn1vg9o6ln3Y39YrW8R8EEUzP0YC3qJdURB5vx/5PXjZ9INLC8jaibxDf3rQ8c+T1jwt8wBbrsYWu1iZezFS4s/FmQeD8S8E22sEMkPiQmJtYnbisKGxe2WGNlfCppB7nFfoOdNCfWiF/Yo8mD4dL16OEvqIPzs/s3tFSjIMmD1T3Nzu4ldlDLDcZp5+lLDajhYgcCX6LSbLYNL1sPp/sqJNsHs/Nxw+P2IPzvqY8TPJekmjcTY2dgLrMh1OJEDt4oTXZ2uwEv0Fl8GGzc3Wo2UOTwQ7Myf8AhbexkHgKGpxGniCNob5GtdwK+VWC8e6aSXoSuXWbIS98yeBHZc/8AW//AGxUaTwDbNnwEf8A4RQeDnLEC7BfYVAw4hd3YZLu933V7vPwA7PPw6P/AOEVZL5P2BX0en9sP+6Dws1DiBlbLNdS4cHqyLehkf16r23/APp/whpMzHT8Lfuf91cHwD4YPAqf7DqUePMNweYDa1FH6+iFbngp4lS26HpI/oaL0vF4EcNj7dP/APEpkPghw6Ltx+yJYvTlalcSwrFcW0zyzP6yJblheJ4hpciXS4PBthsL8R/+JZKDYzDYeyRexlj+MX5Vp2G4hWPbekW04dWVR2vmWYhwOhh4RX9amBTwx9SMR+qrOlD5rNIcxjvspaIukmMCIi0CIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg//2Q==

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Ευχαριστώ πολύ
Kosttis

Χωρις να θελω να σε ξενερωσω, ριξε μια ματια στη μαρκα Forma. Εγω με 100 ευρω αποκτησα ενα ζευγαρι μποτες που κατω απο το παντελονι δειχνουν σχεδον σαν κανονικα παπουτσια και μετα απο περιπου 10.000 μοτο-χιλιομετρα σε ταξιδια αλλα και καθημερινο φορεμα ειναι σε αριστη κατασταση και δεν εχουν βαλει σταλα υγρασια...

( Untitled Page (http://www.xikis.gr) ) αναζητησε τις "ΜΠΟΤΕΣ STREET EVO WP"

Kosttis
17-10-2011, 21:57
Δεν με ξενερώνεις καθόλου!
ίσα-ίσα κιόλας...
Οι εποχές είναι πολύ δύσκολες ;)
Σε ευχαριστώ πολύ!

nivo
17-10-2011, 21:59
για τις revit kαι τις αλλες δεν ξερω να σου πω , για τις alpine stars τις εχω απο το 2008,ειναι σε αριστη κατασταση,δεν εχουν μπασει ουτε ιδεα απο υγρασια,ειναι ανετες οσες ωρες και να τις φορας,τις φορουσα επι 14 μερες οταν τις πηρα καλοκαιρι στο εξωτερικο,και με αυτες εκανα και τις βολτες μου με τα ποδια ,το μονο που τους βαζω ειναι κατι σαν λιπος για να μη σπαει το δερμα ...........αυτα !!:)

paschalis
17-10-2011, 22:09
Φιλε μου εχω τις web απο το καλοκαιρι του 2002!!!!!
Και θα τις εχω για πολυ καιρο ακομα!
Τις ειχα παρει απο το Motorama στη Φλωρεντια με υποδειξη φιλου και δεινου ταξιδευτη προς 150 ευρω τοτε!
Ειναι το καλυτερο ειδος μοτο που εχω αγορασει ποτε δεν εχουν βαλει ποτε υγρασια και σου συνιστω ανεπιφυλακτα να τις παρεις!

Kosttis
17-10-2011, 22:10
για τις revit kαι τις αλλες δεν ξερω να σου πω , για τις alpine stars τις εχω απο το 2008,ειναι σε αριστη κατασταση,δεν εχουν μπασει ουτε ιδεα απο υγρασια,ειναι ανετες οσες ωρες και να τις φορας,τις φορουσα επι 14 μερες οταν τις πηρα καλοκαιρι στο εξωτερικο,και με αυτες εκανα και τις βολτες μου με τα ποδια ,το μονο που τους βαζω ειναι κατι σαν λιπος για να μη σπαει το δερμα ...........αυτα !!:)

Και εγώ το σκέφτομαι για την άνεση πολύ!
Ειδικά σε ένα ταξίδι που δεν τις βγάζεις από τα πόδια σου το πιο σημαντικό είναι να μπορείς να περπατήσεις κιόλας. Τις ίδιες Alpinestars έχεις?

Ως προς της FORMA έχουν 120,00€ και ιδού το site με τα χαρακτηριστικά τους
FORMA STREET EVO TOURING BOOT | Forma Performing Boots | Forma Racing Australia (http://www.formaracing.com.au/streetevo.html)

Gemat
17-10-2011, 22:14
Και εγώ το σκέφτομαι για την άνεση πολύ!
Ειδικά σε ένα ταξίδι που δεν τις βγάζεις από τα πόδια σου το πιο σημαντικό είναι να μπορείς να περπατήσεις κιόλας. Τις ίδιες Alpinestars έχεις?

Ως προς της FORMA έχουν 120,00€ και ιδού το site με τα χαρακτηριστικά τους
FORMA STREET EVO TOURING BOOT | Forma Performing Boots | Forma Racing Australia (http://www.formaracing.com.au/streetevo.html)

χμ.... τις αγορασα στα μεσα του 2009 απο το παραπανω σαιτ στα 100 ευρω... Προφανως ανατιμηθηκαν....

nivo
17-10-2011, 22:19
Και εγώ το σκέφτομαι για την άνεση πολύ!
Ειδικά σε ένα ταξίδι που δεν τις βγάζεις από τα πόδια σου το πιο σημαντικό είναι να μπορείς να περπατήσεις κιόλας. Τις ίδιες Alpinestars έχεις?

Ως προς της FORMA έχουν 120,00€ και ιδού το site με τα χαρακτηριστικά τους
FORMA STREET EVO TOURING BOOT | Forma Performing Boots | Forma Racing Australia (http://www.formaracing.com.au/streetevo.html)
καλο ειναι να πας και να δοκιμασεις και τις 3,να δεις πια σου καθετε πιο καλα,με πια νιωθεις ανετα,πχ εγω οταν ηταν να παρω δοκιμασα και dainese & richa & sidi & ixs,να σου πω οτι παρα πολυ καλες ειναι και οι sidi,αλλα μολις εβαλα τις alpine τις ενιωσα καλα στο ποδι μου

Kosttis
17-10-2011, 22:22
Έχεις δίκιο!
Προς στιγμήν έχω δοκιμάσει τις revit.
Αύριο θα πάω colori για τις TCX.
Alpine stars στην Αθήνα μήπως ξέρεις που βρίσκω?

nivo
17-10-2011, 22:32
μπορει σε καποιο καταστημα "μοτοδυναμικη"αν και ειναι λιγο παλιο σχεδιο,αλλιως ισως παπασταυρου η στην π.ραλλη 1 στον ταυρο στο mega bazzar νομιζω τις εχει εκει ,αλλα δεν ξερω για νουμερο...

geod
17-10-2011, 22:57
Αν θες δες και τις sidi core-tex τις έχω δύο χρόνια με ταξίδια, σε βροχές και χιόνια και δεν έβαλαν ποτέ, ούτε υγρασία,!:cool:

Kosttis
17-10-2011, 23:06
Μου αρέσουν πολύ οι SIDI LAGUNA GORE TEX αλλά σαν να είναι λίγο τσιμπιμένες !

Skyhigh
17-10-2011, 23:22
Φιλε μου εχω τις Rev'it κατεβηκα καλοκαιριατικα Αθηνα κουστουμαρισμενος με cordura--jacket και παντελονι-- κι οταν εφτασα και μετα την κινηση που εφαγα στο ποταμι, οταν εβγαλα την μποτα η καλτσα και το ποδι ηταν αμφοτερα θεοστεγνα...!!!

Σε βροχη τις δοκιμασα αλλα οχι για μεγαλη αποσταση περιπου 20 km και δεν πηρανε σταγονα...(και ειχε παιξει και το κλασσικο βυθισμα σε κουβα με νερο για λιγο οταν τις αγορασα για να σιγουρευτω οτι δεν πηρα σκαρτο πραμα...)

Τωρα βολτες με τις μποτες φορεμενες δεν εχω κανει πολλες αλλα στις 1-2 που εκανα δεν ειχα κανενα προβλημα στο περπατημα....
Εμεινα πολυ ευχαριστημενος απο την ποιοτητα και τη λειτουργικότητα της μποτας!

stelth1
17-10-2011, 23:27
Έχεις δίκιο!
Προς στιγμήν έχω δοκιμάσει τις revit.
Αύριο θα πάω colori για τις TCX.
Alpine stars στην Αθήνα μήπως ξέρεις που βρίσκω?
Kαλησπερα!Σε καταστηματα YAMAHA θα τις βρεις,κατα την αποψη μου ειναι οι καλυτερες απο τις τρεις,για τις sidi θα σου πω οτι κατασκευαζει μονο μποτες γιαυτο κ η αναλογη τιμη,ειναι ομως απο τις κορυφαιες εταιρειες κ σε θεμα ασφαλειας !!

Kosttis
18-10-2011, 14:20
Άρα αν διαθέσω τα χρήματα και βάλω στη ζυγαριά και τις sidi laguna τότε να τις προτιμήσω από τις άλλες ?
Βεβαια ανεβάζοντας το μπατζετ ενδεχομένως να μπουν στο παιχνίδι κι άλλες μπότες...
Με βλέπω να μπλέκομαι:sm7:
ΥΓ Η μηχανή θα είναι πολύ σύντομα το μοναδικό μου μεταφορικό και γι` αυτό το ψάχνω λίγο παραπάνω.....

nikos-x
18-10-2011, 15:34
Λίγα λεπτά πριν ξεκινήσω με τα φιλαράκια για την εκδρομή στην Ωχρίδα, παρέλαβα τις Alpinestars Web GORE-TEX, τις φόρεσα και καβάλησα.
Παρόλο που είμαι αρκετά ιδιότροπος με τα παπούτσια, (τα αγοράζω ένα χρόνο πριν και τα φοράω από λίγο, για να τα συνηθίσω), μετά από 250 χιλιόμετρα ένιωσα αρκετά άνετα και τις φορούσα ακόμα και στις βόλτες στην πόλη.

Δεν τις δοκίμασα σε ισχυρή βροχή, αλλά στους 4 - 6 βαθμούς και με απλή ισοθερμική κάλτσα, δεν κρύωσα και δεν ένιωσα υγρασία.

Καλή αναζήτηση. :)

kornlaz
18-10-2011, 19:03
Τώρα και εγώ μπερδεύτηκα.Πήγαινα καρφί για τις TCX, αλλά τώρα...............:hmmm::hmmm::hmmm:

diomiles
18-10-2011, 19:16
Τώρα και εγώ μπερδεύτηκα.Πήγαινα καρφί για τις TCX, αλλά τώρα...............:hmmm::hmmm::hmmm:
Εχω τις TCX FIVE PLUS GORETEX ...είμαι πάρα πολύ ικανοποιημένος είναι ιδιαίτερα ####### νομίζεις ότι δεν φοράς τίποτα.... αλλά μετάνιωσα που δεν πήρα αυτές..http://www.fc-moto.de/epages/fcm.sf/en_GB/?ObjectPath=/Shops/10207048/Products/TCX-Infinity-Gore-Tex-Boot/SubProducts/TCX-Infinity-Gore-Tex-Boot-0001

kornlaz
18-10-2011, 19:22
Εχω τις TCX FIVE PLUS GORETEX ...είμαι πάρα πολύ ικανοποιημένος είναι ιδιαίτερα ####### νομίζεις ότι δεν φοράς τίποτα.... αλλά μετάνιωσα που δεν πήρα αυτές..TCX Infinity Gore-Tex Boot - FC-Moto Shop (http://www.fc-moto.de/epages/fcm.sf/en_GB/?ObjectPath=/Shops/10207048/Products/TCX-Infinity-Gore-Tex-Boot/SubProducts/TCX-Infinity-Gore-Tex-Boot-0001)

Άντε τώρα να βγάλω άκρη!!1:D:D:D:D:D

nibo
18-10-2011, 19:53
Ριξε μια ματια και στις Daytona gore-tex
Δοκιμασμενες πολλα χρονια σε βροχη δεν εχουν παρει σταγονα
Ειναι χειροποιητες με μαλακο δερμα καγκουρο.
Αν το ψαξεις, θα δεις οτι ειναι απο τις καλυτερες τουριστικες μποτες που κυκλοφορουν

tsompanis
18-10-2011, 20:49
Εχω τις TCX FIVE PLUS GORETEX ...είμαι πάρα πολύ ικανοποιημένος είναι ιδιαίτερα ####### νομίζεις ότι δεν φοράς τίποτα....


έχουμε τις ίδιες και συμφωνούμε ότι είναι πολύ ####### και άνετες.
σε μεγάλο ταξίδι όμως με βροχή μου μούσκεψαν τις κάλτσες:(

εμενα με έβαλε στην μπρίζα ο nikosx .θα περιμένω μέχρι την άνοιξη και θα τον ξαναρωτήσω:D

nikos-x
18-10-2011, 21:04
. . . εμενα με έβαλε στην μπρίζα ο nikosx .θα περιμένω μέχρι την άνοιξη και θα τον ξαναρωτήσω

Αύριο - μεθαύριο θα τις φορέσω, θα κάτσω αναπαυτικά στον καναπέ, παρακολουθώντας κατασκευασμένες τηλεκατευθυνόμενες ειδήσεις, έχοντας βουτηγμένα τα ποδάρια μου σ' ένα κουβά με κρύο νερό για 30 λεπτά. . . και θα σε πω :D

Kosttis
18-10-2011, 21:30
Ριξε μια ματια και στις Daytona gore-tex
Δοκιμασμενες πολλα χρονια σε βροχη δεν εχουν παρει σταγονα
Ειναι χειροποιητες με μαλακο δερμα καγκουρο.
Αν το ψαξεις, θα δεις οτι ειναι απο τις καλυτερες τουριστικες μποτες που κυκλοφορουν

έχω ακούσει τα καλύτερα αλλά πολύ ακριβές! Αθήνα ποιός τις φέρνει? Γνωρίζεις?

Μόλις επέστρεψα από colori για να δω και να δοκιμάσω τις TCX!
Καθόλου νούμερα η colori σε όλα της τα καταστήματα. Παραλαβές σε 15 μέρες.
Πάντως ...ούτε κρύο...ούτε ζέστη.....

paschalis
18-10-2011, 21:33
Φιλε μου εχω τις web απο το καλοκαιρι του 2002!!!!!
Και θα τις εχω για πολυ καιρο ακομα!
Τις ειχα παρει απο το Motorama στη Φλωρεντια με υποδειξη φιλου και δεινου ταξιδευτη προς 150 ευρω τοτε!
Ειναι το καλυτερο ειδος μοτο που εχω αγορασει ποτε δεν εχουν βαλει ποτε υγρασια και σου συνιστω ανεπιφυλακτα να τις παρεις!

Επαναληψη του ποστ!
Η τιμη σημερα στο Fc Moto ειναι η ιδια και ειναι μεγαλη προκληση.
Οταν τις πηρα 44 φορουσα 43 παπουτσι..

nibo
18-10-2011, 21:56
έχω ακούσει τα καλύτερα αλλά πολύ ακριβές! Αθήνα ποιός τις φέρνει? Γνωρίζεις?


Εγω τις ειχα παρει απο την Ηλιοφιλ-Triumph πιο παλια, αλλα τωρα νομιζω οτι δεν τις φερνει κανενας Ελλαδα, μονο απο ιντερνετ

Kosttis
20-10-2011, 15:39
Τελικά κατέληξα στις Sidi laguna!
Το αισθητικό κομμάτι έγειρε τη ζυγαριά!
Είναι μια μπότα που λόγω επαγγέλματος θα μπορώ να φορέσω άνετα με καλό παντελονι τις βροχερές μέρες.
Σας ευχαριστώ όλους για τις συμβουλές και γνώμες!
Ελπίζω να έκανα σωστή επιλογή.