The confrontation of FPM with artificial data

The quality of the NESTLE procedure in FPM26f58 depends on the localisation of the peaks in the 1ms distribution. The version FPM2632a uses artificial latencies to show the results of the NESTLE procedure. 

The less the quotients differ from integers, the more the divisor is proposed as elementary time. If only one reaction time deviates from the construction (integer elementary time), the NESTLE results deteriorate. 

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