Where this test comes from
In 1971, Roger Shepard and Jacqueline Metzler showed people pairs of drawings of block shapes and asked whether the two were the same object or mirror images. The further one shape was turned, the longer people took to answer, and the time grew in a straight line with the angle [1]. It looked as if people were turning the shape in their mind at a steady speed. The finding is one of the classics of psychology.
What this test measures
It measures spatial thinking: how accurately and how quickly you can imagine an object turning. This version uses our own flat shapes made of squares, drawn new for every run, instead of the original 3D drawings, so its numbers can't be compared with published studies.
How the test works
- The left shape is upright. The right one is turned by up to 180°, either way, and in about half of the pairs it is also flipped like a mirror image. No turn can make a mirror image match the original.
- 4 practice pairs with feedback come first (you can skip them), then 24 counted pairs. Tap Same or Mirror, or press S or M.
- A pair you don't answer within 8 seconds counts as a miss. Leaving the page ends the run, because the test is timed.
How to read your score
- Answered right: the share of counted pairs you got right.
- Time per right answer: your average time on the pairs you got right. We also show it by angle, so you can see whether bigger turns took you longer, as in the original study.
This task gets faster with practice, and your device and the size of your screen matter too, so compare with your own earlier runs. For another spatial test, try the visual memory test.
Related tests
- Matrix reasoning testHow well you spot the rules in a pattern and apply them.
- Visual memory testHow much of a pattern of squares you can remember.
- Trail making testHow fast you connect circles in order, and switch between numbers and letters.
Want to work on this daily? The Helibrain app has a free plan and paid plans.
Sources
- Shepard RN, Metzler J (1971). Mental rotation of three-dimensional objects. Science 171(3972):701–703. https://doi.org/10.1126/science.171.3972.701
How we made this page: written by the Helibrain team from the studies listed above, and reviewed by Robert (biophysics PhD candidate) on 3 November 2026. We update it when the sources change.