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Given a subfactor planar algebra P, Guionnet, Jones and Shlyakhtenko give adiagrammatic construction of a II_{1} subfactor whose planar algebra is P. Theyshowed if P is finite-depth, then the factors are interpolated free groupfactors, and they identified the parameters. We prove if P is infinite-depth,then the factors are isomorphic to L(F\infty}$.

Free product von Neumann algebras associated to graphs and Guionnet, Jones, Shlyakhtenko subfactors in infinite Depth