I would like to say I am mathematically inclined, but it wouldn't be true 
...For those of you who are, I was wondering if it is possible to calculate the turning point where it is better to capture open profit then to risk anymore for profit potential.
As an example lets say I am up $65 in a trade and based on historical data it is relatively reasonable to think that a $100 total gain is possible. I am willing to risk a certain amount for that extra $35, but it surely wouldn't make sense to risk $50 already in hand to possibly make that potential extra little bit.
The way I have it calculated if I risked $35 of open profit for $35 gain that would be equivalent to 55% draw down for a 54% gain. The issue there is after a $35 loss it would take a 115% gain to get back to $65 and 230% gain to get to $100. So in a sense losing $ in hand is far more impactful relatively speaking than gaining the equivalent amount of potential.
How can I calculate that cross over point where I am not risking more in hand than potential return is worth.
...it seems if not calculated correctly this is a bit like the old cliché "Penny wise and dollar dumb"

...For those of you who are, I was wondering if it is possible to calculate the turning point where it is better to capture open profit then to risk anymore for profit potential.
As an example lets say I am up $65 in a trade and based on historical data it is relatively reasonable to think that a $100 total gain is possible. I am willing to risk a certain amount for that extra $35, but it surely wouldn't make sense to risk $50 already in hand to possibly make that potential extra little bit.
The way I have it calculated if I risked $35 of open profit for $35 gain that would be equivalent to 55% draw down for a 54% gain. The issue there is after a $35 loss it would take a 115% gain to get back to $65 and 230% gain to get to $100. So in a sense losing $ in hand is far more impactful relatively speaking than gaining the equivalent amount of potential.
How can I calculate that cross over point where I am not risking more in hand than potential return is worth.
...it seems if not calculated correctly this is a bit like the old cliché "Penny wise and dollar dumb"