BRAKE PAD COMPATIBILITY - Chain Reaction Cycles...BRAKE PAD COMPATIBILITY NUKEPROOF.COM BRAKE PAD...
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AVID Avid BB5 Disc Brake Pads Compatible with: • Avid BB5 Avid Juicy-BB7 Disc Brake Pads Compatible with: • Avid Juicy Series • Avid BB7 Avid Code 2007-2010 Disc Brake Pads Compatible with: • Avid Code 2007 - 2010 Avid/ SRAM Avid SRAM Code 2011 Disc Brake Pads Compatible with: • Avid Code 2011 on • Avid Guide RE Avid SRAM X0 Trail-Guide Disc Brake Pads Compatible with: • Avid Trail and Guide Series brakes • sram trail and guide series brakes AVID/ sram/ Trickstuff Avid Elixir-DB SRAM XO XX Disc Brake Pads Compatible with: • Avid Elixir 1, 3, 5, 7, R, CR • Avid DB Series • SRAM XX, XO • Trickstuff CLEG 2 FORMULA Formula One-R1-RX-Cura Disc Brake Pads Compatible with: • Formula T1, R0, R1, RX, The One, Mega, Cura BRAKE PAD COMPATIBILITY BRAKE PAD COMPATIBILITY/ PAGE 1 OF 3 NUKEPROOF.COM
Transcript of BRAKE PAD COMPATIBILITY - Chain Reaction Cycles...BRAKE PAD COMPATIBILITY NUKEPROOF.COM BRAKE PAD...
A V I D
A v i d B B 5 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • A v i d B B 5
A v i d J u i c y - B B 7 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • A v i d J u i c y S e r i e s• A v i d B B 7
A v i d C o d e 2 0 0 7 - 2 0 1 0 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • A v i d C o d e 2 0 0 7 - 2 0 1 0
A v i d / S R A M
A v i d S R A M C o d e 2 0 1 1 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • A v i d C o d e 2 0 1 1 o n• A v i d G u i d e R E
A v i d S R A M X 0 T r a i l - G u i d e D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • A v i d T r a i l a n d G u i d e S e r i e s b r a k e s• s r a m t r a i l a n d g u i d e s e r i e s b r a k e s
A V I D / s r a m /T r i c k s t u f f
A v i d E l i x i r - D B S R A M X O X X D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • A v i d E l i x i r 1 , 3 , 5 , 7 , R , C R• A v i d D B S e r i e s• S R A M X X , X O• T r i c k s t u f f C L E G 2
F O R M U L A
F o r m u l a O n e - R 1 - R X - C u r a D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • F o r m u l a T 1 , R 0 , R 1 , R X , T h e O n e , M e g a , C u r a
B R A K E P A D C O M P A T I B I L I T Y
B R A K E P A D C O M P A T I B I L I T Y / P A G E 1 O F 3N U K E P R O O F . C O M
F o r m u l a O r o D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • F o r m u l a O r o , B i a n c o , K 1 8 , K 2 4 , P u r o
h a y e s
H a y e s S t r o k e r R y d e D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • H a y e s S t o k e r R i d e / D y n o C o m p
H a y e s S t r o k e r T r a i l - G r a m - C a r b o n P a d s
C o m p a t i b l e w i t h : • H a y e s S t r o k e r T r a i l , C a r b o n , G r a m
h a y e s
H a y e s D o m i n i o n D i s c B r a k e P a d
C o m p a t i b l e w i t h : • H a y e s D o m i n i o n
H A Y E S / p r o m a x
H a y e s H F X - 9 - M a g - M X 1 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • H a y e s H F X 1 - H F X 9 , M a g a n d M X 1• P r o m a x H y d r u a l i c
h o p e
H o p e T e c h X 2 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • H o p e X 2 a n d X 2 R a c e• M i n i V 2• T e c h V 2
H o p e E 4 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • H o p e T e c h 3 E 4 a n d R a c e E v o E 4
H o p e V 4 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • H o p e T e c h 3 V 4 a n d R a c e E v o E 4
H o p e M o t o V 2 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • H o p e M o t o V 2
N U K E P R O O F . C O M B R A K E P A D C O M P A T I B I L I T Y / P A G E 2 O F 3
h o p e / t r i c k s t u f f
H o p e M o n o M 4 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • H o p e M o n o M 4 a n d H o p e T e c h M 4• T r i c k s t u f f C L E G 4
M a g u r a
M a g u r a J u l i e D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • M a g u r a J u l i e
M a g u r a L o u i s e 2 0 0 7 - 2 0 1 1 D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • M a g u r a L o u i s e 2 0 0 7 - 2 0 1 1
M a g u r a M T S e r i e s D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • M a g u r a M T 2 , M T 4 , M T 6 a n d M T 8
M a g u r a M T 5 M T 7 B r a k e P a d sC o m p a t i b l e w i t h :• M a g u r a M T 5 M T 7
s h i m a n o / t e k t r o
S h i m a n o X T R - X T - S a i n t M 8 0 0 - S L X - L X P a d s
C o m p a t i b l e w i t h : • S h i m a n o M 5 3 5 , M 5 8 5 , M 6 0 1 , M 6 6 5 , M 7 6 5 , M 7 7 5 , M 9 6 5 , M 9 6 6 , M 9 7 5• T e k t r o D a s h , P a r a b o x
S h i m a n o / f s a
S h i m a n o X T R - X T D i s c B r a k e P a d s
C o m p a t i b l e w i t h : • S h i m a n o M 6 1 5 , M 6 6 6 , M 6 7 5 , M 7 8 5 , M 9 8 5 , M 9 8 7 , M 9 8 8 , M 6 0 0 0 , M 7 0 0 0 ,
M 8 0 0 0 , M 9 0 0 0 , M 9 0 2 0 , R 3 1 5 , R 5 1 5 , R 7 8 5 , R S 7 8 5 , S 7 0 0• F S A K - F o r c e D B - X C 9 0 0 0 , A f t e r b u r n e r D B - X C - 9 1 5 0
S h i m a n o / t e k t r o /
Q u a d / g i a n t / t r p / r s t
S h i m a n o D e o r e M 5 1 5 - M 5 2 5 - T e k t r o D i s c P a d s
C o m p a t i b l e w i t h : • S h i m a n o M 3 9 5 , M 4 1 5 , M 4 1 6 , M 4 4 5 , M 4 6 5 , M 4 7 5 , M 4 8 5 , M 4 8 6 ,
M 4 9 5 , M 5 0 1 , M 5 0 6 , M 5 1 5 , M 5 2 5 , M 5 7 5 , T 6 1 5• Q u a d S t i n g , R a p i d e , N a n o• T e k t r o A u r i g a , A q u i l a , D o r a d o , D r a c o , G e m i n i , H D C• T R P H y l e x , H Y D R , S p y r e• G i a n t M P H• R S T D - P o w e r
S h i m a n o / T R P
S h i m a n o S a i n t - Z e e - T R P Q u a d i e m - S l a t e P a d s
C o m p a t i b l e w i t h : • S h i m a n o M 8 1 0 , M 8 2 0 , M 6 4 0• T R P Q u a d i e m a n d S l a t e
N U K E P R O O F . C O M B R A K E P A D C O M P A T I B I L I T Y / P A G E 3 O F 3
