Okay, I cited some evidence documenting the negligible effect on demand (0.1%) of a 1% increase in interest rates (e.g. 0% -> 1%). Perhaps you can find some evidence for a larger effect. Go searching, maybe you can unearth 0.2%. I'll stand corrected. Ohh, but wait 0.2% is still negligible.
You cited one case where a change in key interest rates didn't have a measurable impact on some hardly measurable output of a chaotic system that involves more parameters than you can even imagine, within a time frame chosen abitrarily. That hardly qualifies as evidence of anything. But let's put aside the question of how unscientific are economic whitepapers in general, and whether economics deserve to be called a science.
More interestingly, you are making an analogy that doesn't fit because in your example the currency that is affected is legal tender, and there is no question of choice. The demand and offer are captive because denominated in dollars. Whether a small change of interest rates in these circumstances will or will not have an effect on the demand in dollar is complex but also irrelevant. In the case of cryptocurrencies, offer and demand aren't captive, and trades could happen outside of the system in "classic" fiat currencies. In these circumstances, the question isn't whether the interest rate will affect the demand and savings in general, but rather whether it will affect the proportion of the existing non-captive demand and savings that will seek fulfilment using this currency. In that case, it is all about incentives and counter incentives in using the currency for dealing or saving.
There is no simple authoritative answer on what would exactly happen. But if you think at the margin, 1% interest rate does create a positive incentive to use the PPCoin for time-deposit, which would arguably lead to a shrinking monetary base.
And even if you put aside the interest rate, there is still a major dilemma with PPCoin in the fact that savings secure the network, which creates a lose-lose situation because whatever is saved isn't used in the economy, and whatever is used in the economy isn't in time deposit securing the network.
Note: I did not try to clear up your misunderstanding. Here goes. The question is not whether you can raise money at 0% or 0.01% or 0.0001%. You can, even at 0 and in huge amounts.
If this doesn't involve a nigerian prince, I am all ears...
The question is how much extra money you raise when you move from 0% to 1%. The answer: There is very little change at all.
Off the top of your head.
In the real world though, central banks do achieve macroscopic impact on the money supply by performing key interest rate changes of hardly more than 0.5% at a time.