Dazed, you generally appear to have it by the short 'n' curlies, except for the Inverse Square Law of 6dBSPL of attenuation per double distance. The 6dB figure is applicable to outdoors and anechoic rooms. In typical living rooms, SPL attenuates at what
equates to 3dB to 4dB net of room reinforcement. At a 2m listening distance, you're looking at 4dB of attenuation at most.
Playing a coherent signal, a stereo pair of speakers will need to produce 97dBSPL
each for your desired 100dBSPL
peaks at the listening position. (Doubling of sources yields a 3dB gain.) Therefore each speaker will need to be producing 101dBSPL (97 + 4) peaks at 1m from the baffle. At a conservative 85dB/1W/1m sensitivity, each AJ Pioneer will need 16dBW (dB reference 1W) of gain from the amp or a
40W burst from each channel. (Using
this tool.)
According to your S&V link of the measurements, this is well within the linear range* of the Sony's amps with two channels driven, so there's no problem there.
A 40W burst is well below the AJ Pioneer's maximum power handling figure, so there should be no real issues there either. I would suspect however, that there may be a degree of power compression setting in, where the level of acoustic output does not increase at the theoretical rate determined from the input power calculations.
A kicker to be aware of with amp
selection though is that amp's specified continuous ("RMS") power ratings are measured with sine waves with a 3dB crest factor (average to peak). So we can legitimately reduce the peak amp power by 3dB (or half) to determine the
minimum equivalent RMS rating. So in in the above "100dBSPL peak" scenario,
20WRMS per channel is indicated. (Alternately, you could consider that the 3dB of headroom is already "built in" to the calculation.)
*
Below the knee on the graph at approx. 65W.