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Match Liquid vs OpTic Gaming

FACEIT Major 2018 Main QualifiercounterstrikeLiquid (Counter-Strike (CS2))Liquid1.805.09.18 16:35Bo116:4counterstrikeOpTic Gaming (Counter-Strike (CS2))OpTic Gaming1.8
Förutspå resultatet av matchen och få ett pris!
0% Liquid WIN
0% OpTic Gaming WIN

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LiquidOpTic Gaming
Liquid:OpTic Gaming
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Team Liquid Kommer att vinnaThe match between the teams Liquid and OpTic Gaming will be taking place as a part of FACEIT Major: London 2018 - New Challengers Stage up to one victory. The group stage will be held by the Swiss system so neither of the losing teams will leave the competition but will lose one point which is necessary to get to the playoff.Läs analyser
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Om matchen

Matchen Liquid vs OpTic Gaming i disciplinen Counter-Strike (CS2) avgjordes den 05.09.2018 at 20:35 i formatet BO1.

Matchen i Counter-Strike (CS2) mellan Liquid och OpTic Gaming spelades inom ramen för FACEIT Major 2018 Main Qualifier. För fler förutsägelser, se sidan med förutsägelser.

Vinnaren av Counter-Strike (CS2)-matchen var laget OpTic Gaming med poängen 16:4 och varade 0 s.

Resultat av alla möten för Liquid och OpTic Gaming inom disciplinen Counter-Strike (CS2).

Motståndare Liquid OpTic Gaming
EGamersWorld betyg 11 -
Den nuvarande serien 1 win 5 lose
Vinster i de senaste 5 matcherna 1 0
Antal segrar på de senaste 10 matcherna 3 2
Schema för majorturneringar och Premier Tournaments
IEM Cologne 2025counterstrike
IEM Cologne 2025
Startdatum: Slutdatum: Plats: GermanyPrispott: $1,222,000
CCT Season 3 European Series #4counterstrike
CCT Season 3 European Series #4
Startdatum: Slutdatum: Plats: OnlinePrispott: $50,000

FAQ

What are the results of the previous meetings between the Team Liquid and OpTic Gaming?
  • The Team Liquid and OpTic Gaming teams have matched up 16 times
  • Team Liquid won 7 times
  • OpTic Gaming won 9 times
  • Last time the teams met on 01.10.19 12:55 (UTC)
What are the predictions of the outcome of the match between Team Liquid and OpTic Gaming?

According to bookmakers' forecasts, Team Liquid has a better chance of winning.

Bookmakers' odds:

  • Team Liquid - 1.35
  • OpTic Gaming - 3.02
What is a match in CS 2?
In CS 2, a "match" is an encounter between two teams: terrorists and counter-terrorists. Matches can include multiple rounds, with objectives like rescuing hostages or detonating a bomb. They can be personal games or part of professional tournaments and competitions.
How long does a CS 2 match last?
The duration of a CS 2 match depends on factors like game mode, number of rounds, and team agility. Typically, matches last 30 to 60 minutes. Hostage Defense/Rescue matches are usually shorter than Bombing matches. Professional matches can last longer due to strategic play and breaks for discussions.
What are the conditions for winning in CS 2?
In CS 2, victory depends on the type of game: in Hostage Defense/Rescue, the counter-terrorists win by freeing the hostages or killing all the terrorists, and in Bomb Detonation, the counter-terrorists win by destroying the bomb or killing all the terrorists, while the terrorists win by detonating the bomb or killing all the counter-terrorists.
Where can I place a bet on a CS 2 match?
You can place bets on CS 2 matches at online bookmakers or gaming platforms, predicting aspects like the winner, rounds, and individual player achievements. Before betting, familiarize yourself with the terms and conditions of each platform or bookmaker and adhere to responsible gambling principles.
What guarantees the integrity of matches in CS 2?
The integrity of CS 2 matches is guaranteed through anti-fraud, anti-doping controls, strict tournament rules, and active feedback from the player community. These mechanisms help maintain integrity and trust in the game.
What are the rules for CS 2 matches?
Matches in CS 2 take place in accordance with the rules of the game established by the developers and the rules of the tournaments established by the organizers of the competition. These rules define the conditions of the game, mechanics, restrictions, and ethical standards for participants.
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