  The Standard Model Higgs searches using the first 1-2 fb-1 of LHC data can be
used to put interesting constraints on new scalar particles other than the
Higgs. We investigate one such scenario in which electroweak symmetry is broken
via strongly coupled conformal dynamics. This scenario contains a neutral
scalar dilaton---the Goldstone boson associated with spontaneously broken scale
invariance---with a mass below the conformal symmetry breaking scale and
couplings to Standard Model particles similar (but not identical) to those of
the Standard Model Higgs boson. We translate the LEP and LHC Higgs limits to
constrain the dilaton mass and conformal breaking scale. The conformal breaking
scale f is constrained to be above 1 TeV for dilaton masses between 145 and 600
GeV, though it can be as low as 400 GeV for dilaton masses below 110 GeV. We
also show that (i) a dilaton chi with mass below 110 GeV and consistent with
the LEP constraints can appear in gg --> chi --> gamma gamma with a rate up to
~10 times the corresponding Standard Model Higgs rate, and (ii) a dilaton with
mass of several hundred GeV is much narrower than the corresponding Standard
Model Higgs, leading to improved search sensitivity in chi --> ZZ --> 4l.
