Bohemians 1905 BvsAdmira Praha

This is a Round 4 fixture in the Czech Bohemian Football League Group A, with both teams entering on seven days' rest. League table data is unavailable for either side, and the model sees a highly unusual outcome distribution: a 75.8% probability of a draw, with the projected scoreline at 0-0. The most notable number is the near-total absence of goals: the model expects about 0.3 combined goals.

Bohemians 1905 B have no recorded league table position to draw on. Their last five matches read L-D-L-L-W, with an average of 1 goal scored and 2.2 conceded per game. In their lone home match on record, they drew 0-0.

Admira Praha also lack table data. Their recent form is L-W-L-D-L, averaging 0.8 scored and 2.4 conceded in the last five. Away from home, they have one win and one loss in two matches, scoring 0.5 and conceding 2.5 per game.

No prior meetings between Bohemians 1905 B and Admira Praha are on record, so this fixture has no historical pattern to lean on. With an empty head-to-head sample, the model projection rests entirely on recent form.

The home side has played only once at this venue in the data, a 0-0 draw, while the away side has split their two away matches with a win and a loss. The away side has conceded at a higher rate on the road (2.5 per game), but the samples are too small to draw firm conclusions.

Both teams last played on 2026-08-23 and have had seven days to recover, so there is no congestion. Neither team has a recorded league table position, and the available form samples are tiny — one home game for the hosts and two away games for the visitors. The model's projection of a near-certain draw reflects the extreme scarcity of goals in the underlying data.

The Poisson model gives home and away wins equal 12.1% probability and a draw at 75.8%, the clear most likely outcome. The projected scoreline is 0-0, with that single scoreline carrying 74.1% likelihood. The model expects about 0.3 combined goals, with a 3.7% chance of two or more goals and only a 1.9% chance that both sides score. The winning-margin distribution is dominated by the draw; any side winning by exactly one goal is put at 11.2%, and winning by two or more at 0.9%. Confidence is medium.

The data paints a picture of a very low-scoring, evenly matched encounter, with the draw as the overwhelming projection. The main caveat is that the underlying samples are extremely small and there is no head-to-head history, so the model's confidence is medium rather than high. If either side were to win, it would likely come by a single goal, but the model's central projection is a goalless draw.