I notice on the specs they don't specify the frequency at which the input impedance is '100Gohm'
If you look at the specs
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they don't specify the input capacitance (which would make a significant difference).
Now, it's possible to raise the effective input impedance through the roof by bootstrapping the inputs - and perhaps this is what has been done, although 100G is awfully hard to believe *across the entire frequency range of operation*. I can get really good amplifiers with
100s of fA of I(ib), which sets the input
*resistance* easily in that range.
At DC, it's perfectly possible. Consider an input of 3V - at 100G input
*R*, then I(in) would be 30pA (quite believable). It's possible this is marketing tripe (hype) where the engineer stated the input resistance is 100G, but that's not the input impedance across the range.
Even ignoring cables, there will be a minimum of a few pF input capacitance, so at the stated rate of 200k Samples / sec (so one can digitise up to 100kHz), the input would look like (for 10pF input C) about 10G - j160k. [100kHz, 10pF input C]. At those differences in range, the input impedance would be about 160k at almost zero degrees.
Apart from that, the *effective* input frequencies involved (due to the sample and hold) would be higher, but at even these numbers, I don't see the input *impedance* being above a few hundred K. (Note that those numbers are quite superior in terms of general equipment).
Cheers
PeteS