Regression

projectroot.tests.cuda.matrix_free_matrix_vector_03debug.cuda/matrix_free_matrix_vector_03.debug (from CTest)

Failing for the past 1 build (Since #748 )
Took 1 min 30 sec.

Stacktrace

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

Standard Output

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