Pronósticos para a partida NiP VS ENCE

At the moment Ninjas in Pyjamas holds the 11 place in the list of the best CS:GO teams according to HLTV. On their way to today's battle, they beat Astralis, Team Spirit, and GODSENT losing only against Vitality. It's worth noting that all the meetings were won by the Swedish with the score 2-0.

Meanwhile, ENCE is located on the 21 position in the world rating. There is an especially interesting fact that the Finnish could not win even once at the eleventh season of ESL Pro League. Now the players are to meet with an uneasy opponent. On the one hand, we can assume that if they were not able to beat any contestant including Team Spirit, then the attempt to fight NiP may seem vajn. On the other hand, we may see what is happening in another situation. It will be a big dishonor for allu and his teammates to leave the championship without any win. Due to this reason we suppose that ENCE will be doing their best to earn at least one win. Do not forget that fighting with Astralis and Vitality, the Finnish managed to take one map and the players were close to win the second one.

Returning to NiP at the tournament bracket, we want to note that they gave a better position. They, as well as Vitality and Astralis, have 3 wins and 1 loss, but unlike the latter two, they have +37 rounds while the French and the Danish have +11 and +27, correspondingly. It means that if Ninjas in Pyjamas cope with ENCE, they will make it to the top of their group and pass to the second phase of ESL Pro League Season 11, while the others will fight for this privilege at the decisive matches.

Summing it up, we reach the conclusion that Ninjas in Pyjamas is to win while ENCE will not give up so easily. We suppose that NiP will win 2-1. Here we have three options of bets:

1) NiP's win with the odds 1.45 — steady and profitable
2) Handicap +1.5 of a map with the odds 1.55 — more risky but the profit will be even better in case of the win
3) Accurate score 2-1 with the odds 3.35 — the result will be great in case of the win, but the chance of it happening is lower than for the first two options