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Situation A
How many acres to you have? . . . 2000
The usual density is 1/30 acres. Thus, you know there are about 67 deer on the place.
How many deer did your group take? . . . 12
The reproductive rate in an unbalanced herd (excessive females) is probably close to 1.5 per female. Where 2/3 of the herd is female, then 67 x 0.67 = 45 females. These produce 67 fawns (45 x 1.5 = 67). The herd will increase; "habitat" will be damaged. An annual harvest of about one-half of the population - about 33 deer - is needed. About 20 of these should be does.
| nbsp; | Females | Males | Total |
|---|---|---|---|
| Before | 45 | 22 | 67 |
| Harvested | 20 | 13 | 33 |
| After | 25 | 9 | 34 |
Production: 25 x 1.5 = 37
Total: 34 + 37 = 71
We're still increasing; production will increase due to new food density per remaining animal. All numbers are estimates based on expected values. Variation in seasons and observers is expected.
Situation B
Acres 7000
Deer Density 1/30 Acres
Population 7000/30 = 233 total deer
Sex Ratio 25:100 80% female
Remove 25% (a managerial first estimate)
Crippling loss is about 20% of reported harvest (x)
233 x 0.25 = x + x (0.2)
58 = 1.2 x
x = 48 (the desired harvest from hunting legally and reporting harvest)
Past years (2-3) harvest has been 60% male.
48 x 0.6 = 29 bucks removed (reported)
48 x 0.4 = 19 does removed (reported)
48 total
Actually 35 male, 23 female removed (or 58 total)
Food available: 7000 units/233 = 30 units of food/deer
After hunt: 7000/(233-58) = 40 units of food/deer Extra food results in increased natality and longer reproductive life.
186 females producing 0.8 young = 149 young [+ females + males = total population of 382]
186 - 23 * 0.91 (having increased) = 149 young
149/233 = 0.64 increase
149/175 = 0.85 increase
For population stability, if 149 are produced, then legal hunting, crippling, poaching and natural mortality must equal 149.
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Last revision January 17, 2000.