A fixed garage camera, a man putting on sunglasses and walking toward the open garage door, and a timing question: how many seconds until he is out of view? The clip ends 0.7 seconds before the outcome, which the door decides.
What happens after the clip ends: the garage door is closing the whole time (its lower edge drops visibly between the first and last frame). About 0.7 seconds after the clip ends, the man walks forehead-first into the descending door, throws his arms up, turns around, and walks back into the garage. He ends up partly hidden behind the hanging bicycle on the left and is still partly visible when the shot ends 5.8 seconds after the clip.
Score it:
SECONDS. The correct answer is none (he does not leave the camera's view in the remaining 5.8 seconds). A number of about 1-3 seconds, with a path out through the doorway, is the trap the question sets: it assumes the door stays open.
The next three seconds. Full credit for noticing the door is coming down and predicting he hits it or has to stop. Partial for noticing the door is moving but predicting he ducks under or makes it out. A miss if the door is not mentioned.
What you see. Whether the description mentions the door moving at all is the clearest single signal of whether the model watched the clip or sampled one frame of it.
This is a short clip from a fixed camera.
Two or three sentences: the setting, the person, and what he is doing.
The clip ends while the man is still in view. Estimate how many seconds after the clip ends he will no longer be visible in this camera's view. Put the number on its own line in exactly this form:
SECONDS: <number>
Then explain how you got the number: where you think he is going, the path he takes, and how fast he is moving.
If you do not expect him to leave the camera's view, write SECONDS: none and explain why.
Describe what he does in the three seconds after the clip ends, in order.