Nameless Range
Well-known member
I have attached a tab-delimited .txt file with this post. Fire it up in Excel and you should be able to see the data I am referencing in a coherent way.
I downloaded the FWP's Hunter Success data for 2012,2013, and 2014. I have reduced this spreadsheet to only show the HD's in which Shoulder Seasons will occur next year according to the Elk Master List Cover Sheet.
I added two fields: Hunters/Total Harvest Percentage for which the formula was: ((Harvest/Hunters)*100)
DaysHunted/Harvest Percentage for which the formula was: ((Harvest/Hunter Days)*100)
I don't know how hunter success is typically figured, so I did both. Additional fields displaying data about cows,bulls,6 pt bulls, etc are also in the spreadsheet if you want to dig deeper.
Some things to consider:
-I just scanned and referenced the Elk Master List, I could've missed something.
-Not all shoulder seasons are created equal
-Some districts may have other changes in addition to the shoulder season proposal
-Nearly all of Region 5 seems to be recommended for shoulder season, I left that data out
-There was no data on hunter days or hunter numbers for 2013, so it was not possible to figure success rates out for that year.
-Not all Hunters are created equal
My quick and dirty takeaway:
In the many of the HDs in which shoulder seasons are proposed, on any given day the average hunter can expect a less than 3% chance of getting an elk. Meaning to attain a better than average chance(>50%) at filling their elk tag over the entire season, the average hunter would need to hunt at least 17 days (to bring their chances above 50%). Basically, it is already hard to get an elk in many of these HDs, and it is about to get much harder.
P.S. I am not so good at math.
I downloaded the FWP's Hunter Success data for 2012,2013, and 2014. I have reduced this spreadsheet to only show the HD's in which Shoulder Seasons will occur next year according to the Elk Master List Cover Sheet.
I added two fields: Hunters/Total Harvest Percentage for which the formula was: ((Harvest/Hunters)*100)
DaysHunted/Harvest Percentage for which the formula was: ((Harvest/Hunter Days)*100)
I don't know how hunter success is typically figured, so I did both. Additional fields displaying data about cows,bulls,6 pt bulls, etc are also in the spreadsheet if you want to dig deeper.
Some things to consider:
-I just scanned and referenced the Elk Master List, I could've missed something.
-Not all shoulder seasons are created equal
-Some districts may have other changes in addition to the shoulder season proposal
-Nearly all of Region 5 seems to be recommended for shoulder season, I left that data out
-There was no data on hunter days or hunter numbers for 2013, so it was not possible to figure success rates out for that year.
-Not all Hunters are created equal
My quick and dirty takeaway:
In the many of the HDs in which shoulder seasons are proposed, on any given day the average hunter can expect a less than 3% chance of getting an elk. Meaning to attain a better than average chance(>50%) at filling their elk tag over the entire season, the average hunter would need to hunt at least 17 days (to bring their chances above 50%). Basically, it is already hard to get an elk in many of these HDs, and it is about to get much harder.
P.S. I am not so good at math.
Attachments
Last edited: