221 RUN PowerFly&TUUK LS Large Curve Steel Colored Skate Blade

Every XCBlade skate blade is factory-profiled with our developed Synthesized Penta Radius Profile Spline (SPRPS). This universal SPRPS profile, created based on player feedback, is formed from five different radii, offering the best combination of turning and gliding compared to other traditional profiles. 

We apply this profile to all our blades during production, so you only need to sharpen them (ROH - Radius of Hollow), whereas our competitors sell their blades without profiling. But if you purchase the sharpening service, you will receive a pair of race-ready (RTR - Ready To Race) blades.

Coming soon - All XCBlade models can be converted to any other conventional profiles such as

• Single 8'
• Single 9'
• Single 10'
• Single 10.5'
• Single 11'
• Single 12'
• Single 13'
• Single 14'
• Single 15'
• Single 19'
• Single 22' Goalie
• Single 23' Goalie
• Single 24' Goalie
• Single 25' Goalie
• Single 26' Goalie
• Single 27' Goalie
• Single 28' Goalie
• Single 29' Goalie
• Single 30' Goalie
• Double Combi 9-10 (9'-10')
• Double Win 1 (9.5'-10.5')
• Doulbe Win 2 (10'-11')
• Double Combi 10-13 (10'-13')
• Double Detroit (10'-12')
• Double Toronto 1 (7'-10')
• Double Toronto 2 (9'-15')
• Double Toronto 3 (11'-17')
• Goalie Win 3 (24'-28')
• Triple Zuperior Jr./3XS (5'-9'-13') | 212-230
• Triple Zuperior Jr./2XS (5'-10'-13') | 230-238
• Triple Zuperior Jr./XS (5'-11'-13') | 246-254
• Triple Zuperior S (6'-12'-20') | 253-272
• Triple Zuperior M (6'-13'-20') | 280-288
• Triple Zuperior L (6'-14'-20') | 296-306
• Triple Zuperior Glide Surface 50 (11'-50mm-11')
• Triple Zuperior Glide 65 (11'-65mm-11')
• Goalie Sam Jr. (9'-40mm-25') | 1-6
• Goalie Sam (10'-50mm-27') | 7-12
• Quad Jr./3XS (4'-5'-7'-10') | 212-221
• Quad Jr./XXS (5'-7'-9'-11') | 230-238
• Quad XS (6'-8'-11-12') | 246-254
• Quad Zero (6'-9'-11-13') | 221-263
• Quad 0.5 (8'-10'-12-14') | 246-280
• Quad I (6'-9'-12-15') | 254-280
• Quad II (7'-10'-13-16') | 263-296
• Ellipse XXS | 3-4
• Ellipse XS | 5-6
• Ellipse Zero | 7-8
• Ellipse I | 9-10
• Ellipse II | 11-12