Can figures overlap or leave the grid in dMAT Figure Sequences?
No to both. Figures in dMAT Figure Sequences can never disappear, overlap another figure, or leave the matrix. When a moving figure reaches an outer boundary, it must either bounce off in the opposite direction or continue moving along that boundary edge in every single item.
No, figures cannot overlap and they cannot leave the grid in dMAT Figure Sequences, so you can rule out any option showing either. Any answer choice where two figures sit on top of each other, or a figure sits partly outside the matrix, is automatically wrong regardless of anything else in the pattern.
What Happens at the Boundary
| Scenario | Allowed? | Rule |
|---|---|---|
| Two figures overlapping | No | Figures can never overlap one another |
| Figure leaving the matrix | No | Figures can never leave the matrix boundary |
| Figure reaching a boundary | Yes, in one of two ways | It must bounce off or continue moving along the boundary |
| Figure disappearing | No | Every figure persists across every matrix in the series |
Turning This Into an Elimination Tool
- Scan every answer option for an overlap first, before you even finish analysing the movement pattern, since it is the fastest possible elimination.
- Scan for any figure sitting outside the grid edge next.
- Only once both checks are clear should you spend time verifying the more detailed movement, rotation and colour rules.
Free dMAT Practice Tests
Every section of the exam, with full solution paths for each question. Work through one section at a time, then sit the full timed mock.
- dMAT Mock Test: full timed simulation, 80 questions, instant section scores
- Figure Sequences practice: 15 free Core Module questions
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- Latin Squares practice: 15 free Core Module puzzles
- General Academic Module practice: 15 free questions in the input format
My Advice
Build a two-second habit of scanning for overlaps and out-of-bounds figures before you do anything else with a Figure Sequences item. It will not solve every question by itself, but it reliably removes at least one wrong option in seconds, which matters across 20 items in 25 minutes.
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