Regression

projectroot.tests.cuda.matrix_free_matrix_vector_04debug.cuda/matrix_free_matrix_vector_04.debug (from CTest)

Failing for the past 1 build (Since #748 )
Took 1 min 39 sec.

Stacktrace

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

Standard Output

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