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Implementing variable restrictions in full factorial designs

Hi!

I just started using OpenSesame and so far I love how easy and robust everything works compared to alternatives. I have trouble to figure out stimulus selection restrictions though. I have a 2(context) x 2(target) x 20(item) design, adding up to 80 possible combinations. The same target however should not appear twice for the same participant though, which means that each item X target combination should only be presented in one of the two possible contexts. Across my entire testing population (N=30), the distribution of unique target X item combinations should be balanced (no exact match needed).

Any ideas how to implent this?

Franziska

Comments

  • Hi Franziska,

    What you're describing is not a full-factorial design, because that (by definition) would have all combinations of factors in it. In your case, you have the following design:

    • target (2 levels) and item (20 levels) are fully crossed, leading to 2 × 20 = 40 rows in the loop table
    • Once you've created these 40 trials, you add a column context where the first 20 trials are A and the last 20 trials are B (or whatever your contexts are called).
    • To make the pairing between context and target × item fully random, we need to shuffle the context column separately. You can do this using an advanced loop operation: shuffle context, as described here.

    Does that make sense? Once you let go of the idea that this is a full-factorial design, it becomes very easy.

    Cheers!
    Sebastiaan

  • Hi Sebastiaan,

    Thank you so much for your fast response! The documentation and help forum are amazing! Great job! My new fMRI experiment is ready to start!

    Franziska

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