Free: Contests & Raffles.
Basically I agree with Jackelope. The part that I do question is how they determine how many hunted when they have incomplete data. They are lacking 15 reports. Do they have some mathematical formula to take that into account?
Quote from: bobcat on April 29, 2013, 10:19:40 PMBasically I agree with Jackelope. The part that I do question is how they determine how many hunted when they have incomplete data. They are lacking 15 reports. Do they have some mathematical formula to take that into account?I think they just report what they get. The other 15 may or may not have hunted, but either way they didn't fill out their reports. That's 15 guys that have to pay the penalty for not filling out their hunter harvest report, right?
Quote from: jackelope on April 29, 2013, 10:24:41 PMQuote from: bobcat on April 29, 2013, 10:19:40 PMBasically I agree with Jackelope. The part that I do question is how they determine how many hunted when they have incomplete data. They are lacking 15 reports. Do they have some mathematical formula to take that into account?I think they just report what they get. The other 15 may or may not have hunted, but either way they didn't fill out their reports. That's 15 guys that have to pay the penalty for not filling out their hunter harvest report, right?That's what is not clear to me. Out of the 15 missing reports, chances are that some of those hunters DID hunt. So are they all just counted as not hunting? Or do they have a factor they use to estimate how many hunted but did not turn in a report?
So if that's the case, the deer and elk harvest is very likely much higher than what the harvest report indicates. Correct?
Thanks to Jackelope and Bob33. That clears it up for me completely. One other question, why is it that only 51 of people were awarded permits when 58 people applied? This hunt choice offers 100 permits, so why did 7 of those 58 not get awarded a permit? Could this have been their 2nd choice and they drew their 1st choice?