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Comments
Hi,
It sounds like you want to present all the faces on one
sketchpad
, and then have participants rate the faces one at a time. Is that correct?If so, exactly how would this work? I.e. would participants get feedback on their responses, and if so, how? Or do I misunderstand the paradigm?
Cheers!
Sebastiaan
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Hi, Sebastatiaan
Thank you for your response.
Yes, that is right. I want to present all my stimuli to every participant in a random order and ask them to rate each picture (they will have only two options). The catch is that there will be 3 different conditions (20 pictures of each condition, total=60) of the pictures, two (40 pictures) that clearly correspond to the two options provided and one (20 pictures) that is ambiguous, which will be the main interest of the experiment since participants will have to rate it still (so no time limits on response, however, I still want to collect response time). The initial plan is not to provide participants with feedback since either response will be acceptable (although, accuracy of two obvious categories of pictures presented wont hurt to collect). But the main thing remains is to get data of how 20 ambigous pictures were rated and how fast overall responses were.
Is it enough to just create one variable as pictures and write all the names under from the file pool, and second variable as correct_response with 1/3 of them with key 'z', 1/3 with key 'm' and 1/3 with either 'z' or 'm' (ambigous)?
Or those 3 conditions of pictures are needed to be organized differently for such experiment?
Thank you for your help.
Hi,
If you don't want to present feedback to the participants, I wouldn't go through the trouble of setting
correct_responses
to the correct value. Just make sure that each of your faces is associated with the condition (e.g. var.FaceType = 'a' or 'b' or 'c', depending whether it is clearly a, clearly b, or ambiguous), and that the response keys are uniquely associated with one class, e.g."Press z when you think it belongs to a, and 'm' if you think it belongs you b." With these three variables, you can compute accuracy later during the analysis without any problems. And your experimental code is also super straightforward.Does that make sense?
Eduard