  In joint work with Elmanto, Hoyois, Khan and Sosnilo, we computed infinite
$\mathbb{P}^1$-loop spaces of motivic Thom spectra, using the technique of
framed correspondences. This result allows us to express non-negative
$\mathbb{G}_m$-homotopy groups of motivic Thom spectra in terms of geometric
generators and relations. Using this explicit description, we show that the
unit map of the algebraic special linear cobordism spectrum induces an
isomorphism on $\mathbb{G}_m$-homotopy sheaves.
