If this is an old topic, forgive me and please point me to the archived discussion if you know where it resides.
We use the certification measurement that results in the shorter of two measurements, assuming both rides are good. Then we adjust as necessary to get to the exact stated course distance. When we use the "Sum of Shortest Segments" to measure a marathon, or any other race, we select the lowest-count ride of each section because we assume it is the most accurate measurement of that section.
When we calibrate, we employ an opposite methodology. Is this just because creating a longer cal constant tends to defend against short course measurements?
If I take 4 rides on a cal course, and one ride produces a number that is a count lower than the other three, wouldn't this likely be the most accurate ride? If so, using only the lowest count will produce a slightly lower working constant. Yet wouldn't doing this tend to produce a more accurate course?
We are working to define an accurate course, not one that is simply guaranteed to be at least the stated distance. What is the limit for a course being too long? For record purposes, I understand long is OK, and short is never OK. But, how much longer is still OK?
It seems to me that the lowest cal count would likely be the most accurate ride on a relatively straight and flat cal course. Is our justification for using a constant that possibly incorporates less accurate cal rides a rationalization that our course riding will be less accurate than our calibration riding?
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