#UkrainianWar#NoFlyZone #StopRussianAggression #RussiaInvadedUkraineSupport the Armed Forces of Ukraine

Jogo Flaming Cyborg Alpha - StarLucK.N

The Challenge Cup Season 2dota2Flaming Cyborg Alpha (Dota 2)Flaming Cyborg Alpha2.1517.02.19 04:30Bo22:0dota2StarLucK.N (Dota 2)StarLucK.N6.00
Preveja o resultado do jogo e ganhe um prémio!
0% Flaming Cyborg Alpha WIN
0% StarLucK.N WIN
Frente a frente

Sobre o jogo

O jogo Flaming Cyborg Alpha vs StarLucK.N na disciplina Dota 2 foi realizado em 17.02.2019 at 09:30 no formato BO2.

O jogo Dota 2 entre Flaming Cyborg Alpha e StarLucK.N realizou-se no âmbito do The Challenge Cup Season 2. As casas de apostas prevêem que Flaming Cyborg Alpha ganhe com 2.15. Para mais previsões, ver a página de previsões. As casas de apostas prevêem que Flaming Cyborg Alpha ganhe com 2.15. Para mais previsões, consulte a página de previsões.

A vencedora do jogo Dota 2 foi a equipa Flaming Cyborg Alpha com o resultado 2:0 e que durou 0 s.

Resultados de todas as reuniões de Flaming Cyborg Alpha e StarLucK.N na disciplina Dota 2.

Opositores Flaming Cyborg Alpha StarLucK.N
Classificação EGamersWorld - -
A série atual 1 lose 1 lose
Vitórias nos últimos 5 jogos 0 1
Número de vitórias nos últimos 10 jogos 2 4
O número de vitórias em encontros frente a frente 1 0
Calendário dos Majors e Torneios Premier
Immortal Cup Season 1dota2
Immortal Cup Season 1
Data de início: Data de conclusão: Localização: ChinaPrémio global: $138,173
PGL Wallachia Season 5dota2
PGL Wallachia Season 5
Data de início: Data de conclusão: Localização: RomaniaPrémio global: $1,000,000

FAQ

What are the results of the previous meetings between the Flaming Cyborg Alpha and StarLucK.N?
  • The Flaming Cyborg Alpha and StarLucK.N teams have matched up 1 times
  • Flaming Cyborg Alpha won 1 times
  • StarLucK.N won 0 times
  • Last time the teams met on 26.01.19 06:30 (UTC)
What are the predictions of the outcome of the match between Flaming Cyborg Alpha and StarLucK.N?

According to bookmakers' forecasts, Flaming Cyborg Alpha has a better chance of winning.

Bookmakers' odds:

  • Flaming Cyborg Alpha - 2.15
  • StarLucK.N - 6.00
What is a match in DOTA 2?
In DOTA 2, a "match" is a single game between two teams. Matches can vary from single games to multi-game series and tournament formats. Teams control heroes, aiming to destroy the opponent's base. These matches are typically long and strategic, requiring agility, communication, and strategic thinking.
How long does a match last in DOTA 2?
The duration of a match in DOTA 2 can vary from half an hour to several hours, depending on many factors, such as player skills and strategic planning.
What are the conditions for winning a DOTA 2 match?
In DOTA 2, victory is achieved by destroying the enemy's base, known as the "Ancient." Each team defends their Ancient while attacking the enemy's. Players collect resources, upgrade heroes, and strategically attack and defend. The match ends when one team's Ancient is destroyed, resulting in a win for the other team.
Where can I place a bet on a DOTA 2 match?
You can place bets on DOTA 2 matches at online bookmakers specializing in esports. These platforms offer a wide range of betting options, including tournaments and matches. Before betting, review the bookmaker's terms and conditions and practice responsible gambling.
What guarantees the integrity of matches in DOTA 2?
The integrity of matches in DOTA 2 is ensured in several ways: the game system, strict rules and monitoring on the professional scene, publicity and transparency of results, and an active community that responds to any shortcomings.
What are the rules for DOTA 2 matches?
DOTA 2 matches are conducted in accordance with the rules of the game, which include game mechanics, strategies, and rules of interaction with other players. Tournament organizers also set their own rules regarding the match format, team qualifications, and competition regulations.
Nós usamos cookies para personalizar conteúdo e anúncios, fornecer recursos de mídias sociais e analisar o nosso tráfego.
Personalizar
OK