VS
ADO Den Haag and Cambuur form a matchup in which Cambuur carry the clearer historical edge, while individual meetings have remained capable of producing resistance. Cambuur won 2–1 away on 16 January 2026 and 2–0 at home on 21 November 2025; their 4–3 victory at ADO Den Haag on 2 May 2025 was closer. The enduring interest is whether ADO can make Cambuur’s advantage less decisive.
Past matches, ADO Den Haag vs Cambuur
Match center
Starting eleven
Substitutes ADO Den Haag
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24G
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29G
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12F
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14M
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16
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23
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26D
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27F
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30M
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31
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45D
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35
Cambuur Substitutes
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D
2
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F
9
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F
13
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M
17
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F
19
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G
21
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D
24
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D
25
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F
27
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31
-
D
33
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M
48
Match events
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13'Jamal Amofa Yellow Card
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14'Luka Reischl Yellow Card
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16'⚽J. van der Sande Normal Goal (Asst: M. Diemers)
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24'⚽R. Balk Normal Goal (Asst: J. van der Sande)
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46'J. Bal L. Reischl
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60'W. Kooistra O. Sjostrand
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60'B. Marsman I. Ferrah
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60'B. Marsman I. Ferrah
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60'W. Kooistra O. Sjostrand
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61'Rik Mulders Yellow Card
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64'Milan Hokke Yellow Card
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73'E. Apkakou R. Balk
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74'N. Thomas E. Rottier
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74'M. Jimenez M. Waem
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74'M. Jimenez M. Waem
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74'N. Thomas E. Rottier
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81'K. Visser J. van der Sande
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88'⚽J. Bal Normal Goal (Asst: N. Thomas)
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90' +5Ethan Apkakou Yellow Card
Stats for this game
Matchup ADO Den Haag VS Cambuur
Cambuur set the stronger benchmark
Cambuur’s profile is built on more wins than ADO Den Haag, and the two 2025–26 league meetings illustrate that advantage clearly. Cambuur won 2–0 at home on 21 November 2025, then followed it with a 2–1 away victory on 16 January 2026. The scores show control without requiring the fixture to be described as predetermined.
ADO Den Haag can still narrow the gap
ADO’s resistance is visible in the 3–4 defeat at home on 2 May 2025: Cambuur took the points, but the margin stayed minimal. Earlier competitive meetings also moved in both directions, including ADO’s 2–1 Eredivisie win on 24 January 2016 and Cambuur’s 4–1 KNVB Beker success on 29 October 2024. These examples make the central question durable. A future meeting can ask whether ADO’s home setting and response are enough to disrupt Cambuur’s established edge, without assuming that one result dictates the next.