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Description
Describe the solution you would like.
After considering thealternatives listed below, a third approach has been implemented:
120.1 # F_std_scaling: 0=no scaling; 1=F/Fspr; 2=F/Fmsy; 3=F/Fbtgt; where F means annual F_std, Fmsy means F_std@msy; values >=11 invoke N multiyr using 10s and 100s digit; append .1 to invoke log(ratio)
This approach breaks backward compatibility for anyone previously using values >100 to invoke log(ratio), but other proposed approaches also broke compatibility or introduced more complexity to the algorithm.
Describe alternatives you have considered
2 # F_std_scaling: 0=no scaling; 1=F/Fspr; 2=F/Fmsy; 3=F/Fbtgt; where F means annual F_std, Fmsy means F_std@msy; values >=11 invoke N multiyr (up to 9!) using 10's digit; >100 invokes log(ratio); < -100 invoke N multiyr (more than 9) using 100’s and 10's digits to choose the years to average; < -1000 invoke log(ratio)
2 # F_std_scaling: 0=no scaling; 1=F/Fspr; 2=F/Fmsy; 3=F/Fbtgt; where F means annual F_std, Fmsy means F_std@msy; values >=11 invoke N multiyr (up to 9!) using 10's digit; >100 invokes log(ratio); < -1000 invoke N multiyr (more than 9) using 1000’s and 100's digits (could use more than two digits for 100+ years) to choose the years to average; the 10’s digit informs whether to use log (1) or not (0)
Statistical validity, if applicable
No response
Describe if this is needed for a management application
We need to estimate the std of F/FMSY for a 12-year window for management purposes.
Additional context
No response
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