Spatial reasoning test scored as three abilities, not one
Twenty-four items on one eight-minute budget, split evenly between turning a shape, folding a net into a cube and cutting through a solid, and reported as three counts with an interval on each. Being quick at one of the three says surprisingly little about the other two, which is exactly what a single spatial score hides.
- 24 items, 3 sub-scores
- 8-minute budget
- Figures drawn live
24 items in 8 minutes, in three kinds that arrive shuffled together: turning a flat shape, folding a net into a cube, and cutting a solid with a flat plane. One clock covers the whole set, so an item you dwell on is an item you may not reach.
Turning
A five-square shape and four candidates. One is it, turned; three are its mirror image, also turned.
Folding
Six squares in a strip or a cross, and the question of which face lands opposite which once it is a cube.
Cutting
A solid with a flat plane through it, and the outline the plane leaves on the newly exposed face.
How the set is put together
- Items
- 24 — eight turning, eight folding, eight cutting, shuffled together
- Clock
- 8 minutes over the whole set, not per item
- Choices
- four per item, answered with 1 to 4 or by tapping
- Order
- never more than two of a kind in a row
- Scoring
- three separate counts, each with a 95% Wilson interval and an exact binomial test against one in four
- Not scored
- practice items, items the clock ran out on, and items withdrawn when the tab went away
The practice items are outside the 8 minutes, name the right answer afterwards, and reach none of the three sub-scores. The clock starts on the first scored item and stops whenever this tab is not in front, so time spent in another window is not charged to you.
Turning, folding and cutting are different questions
Turning uses the six pentominoes that differ from their own mirror image — F, L, N, P, Y and Z. One option is the shape turned; the other three are its mirror image at other angles. No rotation reaches a mirror image, so the item has an exact answer and counting squares eliminates nothing.
Folding asks which lettered face ends up opposite the star once a flat net becomes a cube — a relation drawn nowhere on the net. Each net is folded in software by rolling a cube across it square by square, and only arrangements where all six faces land distinctly are used.
Cutting asks what outline a plane leaves through a solid, across fourteen cases on six solids: cone, cylinder, square pyramid, cube, sphere and triangular prism. Its characteristic error is answering with the shape of the solid instead of the shape of the section — a slanted cut through a cone leaves an ellipse, and a cut across one corner of a cube leaves a triangle.
Three counts out of eight, read honestly
Eight items is a small sample, so each count carries a 95% interval wide enough to matter, and the result says in one line whether your best and worst intervals overlap. If they do, the gap between them is noise and all three came out much the same. Four options put chance at a quarter, so two of eight right is what guessing produces. There is no combined score anywhere, because adding the three would undo the one useful thing the run does.
The budget is eight minutes across the whole set, about twenty seconds an item if spent evenly, with no limit on any one item — a hard net can have as long as you think it is worth, and the items after it share what is left. The countdown stops when the tab goes behind something, and the item that was on screen is voided rather than resumed, since you would come back to a question you had already been looking at.
Where each sub-score is measured properly
Turning is the best-quantified of the three, and the figure for it is a rate rather than a score: ≈ 17 ms per degree, from Shepard & Metzler (1971), Mental rotation of three-dimensional objects, Science. Eight untimed items cannot yield a rate, so none is printed here; it is measured with response time plotted against angle on the mental rotation test. Folding has sixteen items to itself, with the sheet opened back out after each practice item, on the paper folding test, and the construction version of the same ability — building a pattern rather than recognizing one — is the block design test. Spatial reasoning is one input to a general-ability score, not the score; a low sub-score here is not a verdict on anything broader.
This is a measurement exercise, not a clinical assessment. It reports what you did on this page against a stated reference and nothing more — it cannot establish a visuospatial impairment or a learning difficulty. Only a qualified professional, working with more than a browser, can make that judgment.
Eight items per sub-scale cannot separate a genuine weakness from an unfamiliar interface, an interrupted afternoon or a screen too small for the net. If spatial difficulty is affecting driving, navigation or work, that assessment is done by a person, not a page.
About the items themselves
Is this the spatial section of a job aptitude test?
It is the same family of item put to a different use. Employment tests in this area are supervised, often timed per item, and scored against a norm group the publisher collected — none of which applies here. What carries across is practice: the item types are the ones those batteries use, so a run tells you which of the three to spend preparation on. The score itself does not transfer.
Will a second run give me the same items?
No. The pentominoes and nets are generated from a seed drawn when you press start, and each cutting item is drawn at random from the fourteen cases, so a second run is a different set. It is also not a clean re-measurement: you will have practiced, and a run taken cold is the only one comparable with somebody else's cold run.