Marty1
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- Feb 3, 2009
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I was curious as to what variations exist in the length of some 209 primers I commonly use with BH209, so I took 25 each of Remington STS, Fiocchi 616, and CCI 209M Primers and measured their lengths.
ABOVE: Rem STS - Fiocchi 616 - CCI 209M
Interesting how each brand differs slightly in design.
Here were the results:
Remington STS Primers
Mean: 0.29496 inch
S.D.: 0.00080
Fiocchi 616 Primers
Mean: 0.29792
S.D.: 0.00089
CCI 209M Primers
Mean: 0.29762
S.D. 0.00102
DEFINITIONSSD): Shows how much “variation” there is from the "average" (mean). A low standard deviation indicates that the data points tend to be very close to the mean, whereas high standard deviation indicates that the data are spread out over a large range of values. The Standard Deviation(SD) is simply derived from taking the square root of the Variance. In the math world of statistics, squaring makes each term positive(+) so that values above mean do not cancel values below the mean.
ABOVE: Rem STS - Fiocchi 616 - CCI 209M
Interesting how each brand differs slightly in design.
Here were the results:
Remington STS Primers
Mean: 0.29496 inch
S.D.: 0.00080
Fiocchi 616 Primers
Mean: 0.29792
S.D.: 0.00089
CCI 209M Primers
Mean: 0.29762
S.D. 0.00102
DEFINITIONSSD): Shows how much “variation” there is from the "average" (mean). A low standard deviation indicates that the data points tend to be very close to the mean, whereas high standard deviation indicates that the data are spread out over a large range of values. The Standard Deviation(SD) is simply derived from taking the square root of the Variance. In the math world of statistics, squaring makes each term positive(+) so that values above mean do not cancel values below the mean.