The Medusa is the most popular wheelie bike on the scene! Kitted out with everything you need. Liquids, wheelie seat and equipped with our Brand new snakeskin 2 tyres ,this bike is a swerve machine!
This bike is sold for off-road use only. It is specifically designed for off-road racing on enclosed tracks. We do not offer a road kit for this bike, as it is NOT to be used on the road.
GEOMETRY
A. TOP TUBE LENGTH | 571mm | 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) 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B. CHAINSTAY LENGTH | 406mm |
C. HEAD ANGLE | 71° |
D. HEAD TUBE LENGTH | 117mm |
E. SEAT TUBE ANGLE | 75° |
F. STANDOVER | 712mm |
G. REACH | 441mm |
J. BB DROP | 19.4mm |
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SPECS
FRAME | Medusa |
FORK | Medusa Fork |
HANDLEBAR | Roadman 4 Piece W762mm X H152mm
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GRIPS | Mafiabikes Lucky 6 150mm |
STEM | Mafiabikes forged Topload - 50mm Reach |
HEADSET | 1 1/8” Integrated - Sealed bearings |
SADDLE | Mafiabikes Wheelie seat - Railed |
SEATPOST | Ø25.4mm micro adjust alloy |
SEATCLAMP | Ø28.6mm External |
CRANKS | 170mm 4130 chromoly heat treated 19mm 8 spline 3 piece cranks |
BOTTOM BRACKET | Sealed Mid - 19mm ID |
PEDALS | 9/16” Mafiabikes plastic |
CHAIN | KMC Single speed 1/2"*1/8" |
CHAINRING/SPROCKET FRONT | 25t Mafiabikes Steel Sprocket (Alloy Gully Sprocket on Medusjah)
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SPROCKET/CASSETTE REAR | 11t Fully sealed Cassette |
BRAKE FRONT | Side pull cable brake (supplied in roadkit) |
BRAKE REAR | Zoom - hydraulic disc brake 160mm rotor |
TYRE FRONT | Lagos Snakeskin 2 26” x 2.5” |
TYRE REAR | Lagos Snakeskin 2 26” x 2.5” |
RIM FRONT | 26" Double wall alloy 36h |
RIM REAR | 26" Double wall alloy 36h |
HUB FRONT | Alloy shell, Fully sealed bearings, 3/8" axle |
HUB REAR | Alloy shell, 3/8" axle, Fully sealed bearings, Disc |
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TECH
BB TYPE | 73mm Mid Sealed (19mm) |
HEADSET TYPE | 1 1/8” integrated |
REAR AXLE/HUB SPACING | 3/8" x 135mm axle, disc mount |
MAX TIRE WIDTH REAR (WITH 6MM CLEARANCE) | 66mm / 2.6" |
SEATPOST/ SEATCLAMP | Ø25.4mm post Ø28.6 seatclamp |
FRONT AXLE/HUB SPACING | 3/8" x 100mm axle, disc mount |
MAX TYRE WIDTH FRONT (WITH 6MM CLEARANCE) | 66mm / 2.6" |
ISCG MOUNT | none |
| |
FRAME CONSTRUCTION & DETAILS |
.Hi tensile
.HT & DT gussets
.TT/DT & ST/CS Bridge
.Tapered chainstays |
FORK CONSTRUCTION |
.Hi tensile
.Threadless steerer w/star nut
.Taper blades w/ peg recesses |
Terms of use
Warranty claims will only be handled through the appropriate channel which is our online form. If you do not supply all of the requested information, your claim may be rejected. Please go to stomp-group.com
Completes & parts
6 months manufacturer?s warranty covers unexpected failure/defect of all parts/components that may not be attributed to fair wear and tear, or crash damage outside that considered normal use. The claimant must be the original owner/purchaser and produce a receipt to prove the date of purchase. The parts/components must be free from modification including shot blasting and/or painting/powder coating where this may be attributed to the failure.
Important - 1 week service
As your bike will have been sent to you via mail order, it is your responsibility to ensure it has been assembled correctly. We allow you to assemble by yourself. However you must get a 1 week service by a qualified bicycle shop technician in order to qualify for your warranty. This is to ensure you have assembled your bicycle correctly and that everything is adjusted correctly e.g. spokes will need tightening, maybe your chain is too loose, brakes not set correctly, tyre pressure incorrect etc. If you do not have your 1 week service record (signed and stamped receipt), then your warranty is invalid.
Examples of items not covered by your warranty:
- worn tyres
- worn/broken chains (unless clearly a manufacturing defect)
- worn sprockets
- worn bearings or hub internals
- bent forks / frame / bars / axles / cranks / pedals
- buckled wheels
- worn brake cables
Examples of items that are covered where it is clear there has been no abuse or misuse
(note: you will need to supply photos of both sides of your bike & then may further be asked to return the failed component):
- cracked or broken frames
- cracked or broken forks
- cracked or broken bars
- cracked or broken hubs
- internal axle failure bb/wheels
- visible manufacturing defects to any part or component (should be reported as soon as noticed)
If a repair or replacement is not possible Mafiabikes reserve the right to offer an alternative of equal or greater value (colour may vary) or a partial refund proportional to the remaining life of the product.
You are expected to keep your bike in serviceable condition. any failure attributed to incorrect or lack of maintenance will be easily detected by our engineers & in most cases rejected.
When you make a claim, you will be expected to provide photographic evidence of your complete bike (photos of both sides even if it is a single small component failure) including close up shots of the failed component(s). In most instances you will then be required to send the failed part/component back to our head office for inspection at your own cost.
Returns
We accept returns for up to 30 days should you decide you do not want your item & it must be returned unopened, fitted or used in any original packaging. We must be informed of damaged items immediately. If there is damage to any returned parts in transit or if the value of item has been reduced as a result of over handling (for example more than you would in a shop) you may be liable for a deduction in the refund to cover our costs. Please ensure you package it well & send it back recorded delivery.