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. 2021 Sep 1;12:5227. doi: 10.1038/s41467-021-25533-3

Fig. 5. The number of attractors remaining after each iterative pinning is typically small.

Fig. 5

Here we use the iterative pinning procedure to find upper bounds on control kernel sizes for 40 networks that we can analyze using the sampling method. This results in a total of 4484 iterative rounds. Having 1 attractor remaining after pinning indicates success in finding a controlling set.