Random matrix theory predicts parametric correlations for chaotic or disord
ered systems which are as universal as their spectral counterparts. However
, an experimental verification of parametric correlations is, in the vast m
ajority of systems, a difficult task, because the motion of individual leve
ls has to be followed as an external parameter is varied. We present the fi
rst statistically highly significant result for a parametric correlator tha
t uses solely experimental information. To this end, we measure the motion
of acoustic resonances in quartz blocks as a function of its uniform temper
ature. We find some deviation between theoretical prediction and experiment
al results whose possible origin is discussed.