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Tomova, along with results of Bachman and Schleimer, showed that any highdistance knot has a stair-step bridge spectrum. In this paper, we compute thebridge spectra and distance of generalized Montesinos knots. In particular, weproduce the first example of a class of knots which attain the stair-stepbridge spectra but are not high distance, by computing the bridge spectra ofcertain pretzel knots and Montesinos knots.

Stair-step bridge spectra does not imply high distance