Wow

It may sound like the most esoteric thing ever, but it's not going far enough, so let's make it more obscure:

So in math terms: CEV = integral(t0,t1)EVVdt, EVV = dCEV/dt,

In function: social interaction

CEV1=CEV2

integral(t0,t1)EVV1dt=integral(t0,t2)EVV2dt

If dCEV2/dtt1, therefore, a strategy for maximizing t2, can be one of two things:

1)Lower dCEV2/dt

2)Increase dCEV1/dt

Since there is no socially optimal way to lower EVV2, the best strategy is to maximize EVV1.

However, my book fails to mention the concept of dEVV/dt, or the rate of increase of Emotional value velocity, otherwise known as EMOTIONAL VALUE ACCELERATION

Is it best to make this high (ie start with low and work up to very high very fast)? Or low (start of low and work up to high very fast?)

Or perhaps to keep it constant so that dEVV/dt=0?

I'm perplexed here, perhaps I'll release another 10CD set.

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