Optik vs Lakota

May Madness Bracket Challenge Championship

The stage has been set for the Championship game! With both semi-final games decided by 1 goal, it was clear that all four teams rightfully deserved their spot in Championship Weekend. on Monday the Maryland Terrapins will look to break their silent streak while the Denver Pioneers hope to claim their first ever title and show that the west coast can represent. Similarly, the polls revealed a neck and neck battle between four of the most elite heads in the game. However, your voice has been heard and the Maverik Optik will face off against the Nike Lakota in an epic final round. Vote below and let the world know which head you believe stands above the rest and should be crowned as Champion!

 

Optik vs Lakota

Maverik Optik

Head Spec: Universal

Position Recommendation: Offensive Midfield

Key Details: The Optik is an offensive minded head designed with level 2 bottom rail sidewall that’s perfect for a low-mid pocket. This specialized pocket placement is ideal for an offensive midfielder looking for enough control to dodge towards the cage with a quick release for those shots on the run.

Nike Lakota U

Head Spec: Universal

Position Recommendation: Attack/Midfield

Key Details: Constructed with a bottom rail model creates a natural mid-to-high pocket allowing for quick release on the run and ultimate control for scooping up ground balls. The maximum pinch and compact design of the Lakota provides excellent ball retention for those offensive players dodging through defenses at every angle.

This poll is closed! Poll activity:
Start date 22-04-2015 17:14:13
End date 25-05-2015 23:59:59
Poll Results:
Which head is your favorite?

Which head will be crowned Champion? Get your vote in before Monday May 25th at midnight then check back in to find out which head walks away with the trophy. We will also announce the winner of the ultimate stick form the predictions posted before this round.

Final Bracket



  • Thomas Le

    Still think the Lakota is better even if it loses.