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The deer population remains constant when the inflow (births) equals the outflow (deaths). Given the equations $Births = Deer \cdot Birth\_fraction$ and $Deaths = Deer / Lifespan$, this occurs when $Birth\_fraction = 1 / Lifespan$.

Conditions: The model uses the specific equations $Births = Deer \cdot Birth\_fraction$ and $Deaths = Deer / Lifespan$.; Parameters are constant over the simulation period.

The deer population remains constant when the inflow (births) equals the outflow (deaths). Given the equations $Births = Deer \cdot Birth\_fraction$ and $Deaths = Deer / Lifespan$, this occurs when $Birth\_fraction = 1 / Lifespan$.

Conditions: The model uses the specific equations $Births = Deer \cdot Birth\_fraction$ and $Deaths = Deer / Lifespan$.; Parameters are constant over the simulation period.