BTTS Predictions And Tips for Today and Tomorrow
Upcoming BTTS Predictions & Tips
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Time
Match
Odds
Perc
Choice
H2H
Perc
Choice
H2H Matches
Yes
No
Burkina Faso
Djibouti
73%
No
100%
No
0%
100%
DR Congo
South Sudan
79.2%
No
-
-
-
-
Rwanda
Nigeria
62.5%
No
-
-
33.3%
66.7%
South Africa
Lesotho
68.8%
No
100%
No
0%
100%
Cyprus
San Marino
-
-
65.7%
Yes
14.3%
85.7%
Burundi
Côte d'Ivoire
68.8%
No
100%
No
0%
100%
Ghana
Chad
75%
No
-
-
-
-
Andorra
Latvia
-
-
80%
No
12.5%
87.5%
England
Albania
-
-
100%
No
0%
100%
Ecuador
Venezuela
62.5%
No
-
-
55.6%
44.4%
Ethiopia
Egypt
70.9%
No
100%
No
0%
100%
Guinea
Somalia
73%
No
-
-
-
-
Niger
Morocco
68.8%
No
100%
No
0%
100%
Uruguay
Argentina
55.7%
No
85.9%
No
35.3%
64.7%
Liechtenstein
North Macedonia
-
-
85%
No
37.5%
62.5%
Togo
Mauritania
60.9%
No
-
-
-
-
Moldova
Norway
-
-
80%
No
20%
80%
Sudan
Senegal
62.5%
No
100%
No
0%
100%
Israel
Estonia
-
-
100%
No
0%
100%
Czechia
Faroe Islands
-
-
100%
No
0%
100%
Kenya
Gabon
-
-
100%
Yes
100%
0%
Georgia
Armenia
-
-
70%
Yes
75%
25%
Hungary
Türkiye
-
-
70%
No
37.5%
62.5%
Serbia
Austria
-
-
93.3%
Yes
83.3%
16.7%
Iceland
Kosovo
-
-
86.7%
Yes
66.7%
33.3%
France
Croatia
-
-
62.7%
Yes
66.7%
33.3%
Portugal
Denmark
-
-
73.3%
No
66.7%
33.3%
Germany
Italy
-
-
89.1%
Yes
72.7%
27.3%
Spain
Netherlands
53.6%
Yes
84%
Yes
60%
40%
Ireland
Bulgaria
55.7%
No
73.3%
Yes
83.3%
16.7%
Scotland
Greece
-
-
100%
No
0%
100%
Belgium
Ukraine
53.6%
Yes
-
-
50%
50%
BTTS Accuracy Intervals
The odds predictions for BTTS are primarily concentrated in the 50% to 66% range for both "Yes" and "No" outcomes. To provide deeper insights, we divided this range into eight smaller intervals, each with a 2% increment, and analyzed their accuracy and performance. Below, you can explore these intervals and their corresponding accuracy.
BTTS YES - Intervals Odds
50-52%
26.6%
52-54%
57.2%
54-56%
52.6%
56-58%
63.9%
58-60%
65.3%
60-62%
66.3%
62-64%
59%
64-66%
76.9%
BTTS NO - Intervals H2H
50-52%
24.7%
52-54%
48.7%
54-56%
52.4%
56-58%
52%
58-60%
51.3%
60-62%
51.3%
62-64%
57.1%
64-66%
87.5%
The H2H BTTS predictions are more broadly distributed, prompting us to analyze larger intervals. Below, you’ll find the analysis and accuracy for these H2H BTTS predictions.
BTTS YES - Intervals H2H
0-25%
0%
25-50%
0%
50-65%
55.2%
65-75%
58.1%
75-85%
53.2%
85%+
58%
BTTS NO - Intervals Odds
0-25%
0%
25-50%
0%
50-65%
45.2%
65-75%
53.1%
75-85%
50%
85%+
53.4%
Often, both types of predictions align on the same outcome. Below is the accuracy of the predictions in cases where they agree.
Matches with both Odds and H2H predictions
2804
Matches where both predictions agreed on "Yes"
929
Matches where both predictions agreed on "Yes" and were correct
59.7% (555)
Matches where both predictions agreed on "No"
505
Matches where both predictions agreed on "No" and were correct
46.5% (235)
What is BTTS?
BTTS stands for Both Teams to Score, and it is one of the simplest and most popular betting markets. In its basic form, it consists of two choices: Yes or No. "Yes" means that both teams will score, while "No" means that only one team will score, or neither will.
There are variations of this market, such as BTTS for the first half or second half, or BTTS and Win, which means both teams must score, but the match must also have a winner (e.g., a draw would result in a lost bet).
Despite these variations, BTTS is inherently a very simple market — and quite a profitable one as well. It often offers good returns, as the odds are typically not too low, usually above 1.7 for most matches where BTTS is available.
BTTS is also an excellent market for live betting, especially if you can watch the match live and assess how the teams are performing in real-time.
On this page, we have selected matches that we believe have the best chances for a BTTS outcome of Yes or No. We use two methods to make these predictions:
- Odds converted to probabilities.
- Analysis of head-to-head (H2H) games, if available. When there's a rich H2H history, we also analyze the last five matches in detail.
Additionally, we have dissected the intervals where most BTTS predictions are clustered. This helps you compare probabilities with their historical accuracy. For example, if the odds indicate a 64-66% chance of "Yes," that range has been correct in approximately 80% of cases. You can review all these intervals above.