For simply connected simple Chevalley groups over Q, the cuspidal Weyl law for congruence subgroups holds with remainder O(T^{d-δ}) for some δ > 0, where d is the dimension of the symmetric space.
Arthur, A trace formula for reductive groups
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On the remainder term of the Weyl law for congruence subgroups of Chevalley groups
For simply connected simple Chevalley groups over Q, the cuspidal Weyl law for congruence subgroups holds with remainder O(T^{d-δ}) for some δ > 0, where d is the dimension of the symmetric space.