What is the current price for "Counter-Strike: Sashi Esport vs Strael-Bora (BO1) - DraculaN Group C"?

The leading outcome "Sashi Esport" is currently trading at 100.0% probability.

How many markets are available for "Counter-Strike: Sashi Esport vs Strael-Bora (BO1) - DraculaN Group C"?

There are 3 markets available for this event on Polymarket.

What is the trading volume for "Counter-Strike: Sashi Esport vs Strael-Bora (BO1) - DraculaN Group C"?

Total trading volume is approximately $1K.

Counter-Strike: Sashi Esport vs Strael-Bora (BO1) - DraculaN Group C

Name: Counter-Strike: Sashi Esport vs Strael-Bora (BO1) - DraculaN Group C
Start: 2026-03-29T13:53:05.475Z
End: 2026-03-29T16:30:00.000Z

Market Price Graph

3 markets tracked

Counter-Strike: Sashi Esport vs Strael-Bora (BO1) - DraculaN Group C

polymarket

No data available

All Markets(3)

Market	Price
Counter-Strike: Sashi Esport vs Strael-Bora (BO1) - DraculaN Group C	100%
Map 1: Odd/Even Total Rounds?	91%
Map 1: Odd/Even Total Kills?	10%

Markets (3)

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POLYMARKETSports

Counter-Strike: Sashi Esport vs Strael-Bora (BO1) - DraculaN Group C

This market refers to the Counter-Strike match between Sashi Esport and Strael-Bora in the DraculaN Group C, initially scheduled for March 29 at 6:30AM ET. This market will resolve to "Sashi Esport" if Sashi Esport win the match against Strael-Bora. This market will resolve to "Strael-Bora" if Str

LiquidityMEDIUM

Health Score37/100

Leading Outcome100.0%

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