How many markets are available for "Counter-Strike: Leo Team vs ex-Zero Tenacity (BO3) - CCT Europe Series 3 Group Stage"?

There are 3 markets available for this event on Polymarket.

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Counter-Strike: Leo Team vs ex-Zero Tenacity (BO3) - CCT Europe Series 3 Group Stage

Yes50%

Vol$10.95K

Markets3

50%

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Single EventPOLYMARKETSports

Counter-Strike: Leo Team vs ex-Zero Tenacity (BO3) - CCT Europe Series 3 Group Stage

Name: Counter-Strike: Leo Team vs ex-Zero Tenacity (BO3) - CCT Europe Series 3 Group Stage
Start: 2026-09-06T00:04:28.207Z
End: 2026-05-25T20:00:00.000Z

Part of: Counter-Strike: Leo Team vs ex-Zero Tenacity (BO3) - CCT Europe Series 3 Group Stage

This market refers to the Counter-Strike Round 1 match between Leo Team and ex-Zero Tenacity in the CCT Europe Series 3 Group Stage, initially scheduled for May 25 at 10:00AM ET. This market will resolve to "Leo Team" if Leo Team win the match against ex-Zero Tenacity. This market will resolve to "ex-Zero Tenacity" if ex-Zero Tenacity win the match against Leo Team. If the match is canceled (not played at all), ends in a tie, or is delayed beyond 7 days from the scheduled date without a winne

YesLeading Yes Probability

VolTotal Volume

$30.45K

Markets

Ends

May 25, 2026

3 months ago

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Counter-Strike: Leo Team vs ex-Zero Tenacity (BO3) - CCT Europe Series 3 Group Stage

Yes

Vol

$30.45K

Markets

Trade

Market Price Graph

3 markets tracked

Map 1: Odd/Even Total Kills?

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All Markets(3)

Market	Price
Map 1: Odd/Even Total Kills?	50%
Map 1: Odd/Even Total Rounds?	50%
Counter-Strike: Leo Team vs ex-Zero Tenacity - Map 1 Winner	10%

Markets (3)

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Counter-Strike: Leo Team vs ex-Zero Tenacity - Map 1 Winner

Map 1: Odd/Even Total Kills?

This market will resolve to "Odd" if the total combined kills by both teams in Map 1 is an odd number. This market will resolve to "Even" if the total combined kills by both teams in Map 1 is an even number. "Total combined kills" includes all kills recorded during the match across all rounds, inc

Map 1: Odd/Even Total Rounds?

This market will resolve to "Odd" if the total combined rounds played by both teams in Map 1 is an odd number. This market will resolve to "Even" if the total combined rounds played by both teams in Map 1 is an even number. "Total combined rounds" is the sum of rounds won by both teams during the