The proposal that I made the subject of this thread is a specialized application of a far more general principles which are these:
The amount of resources we have available to us ( such as money, time, labour, land, buildings, machinery, materials, energy etc ) is never infinite but always finite.
Therefore, the maximum possible amount of resources we have available at any one moment of time to do good is never infinite but always finite.
Lets call the maximum possible amount of resources we have available to do good at any moment of time “M”. We cannot increase M for any moment of time because it is the maximum possible amount for that moment by definition of M.
Now:
Principle 1;
We should use/spend M to do the maximum amount of good.
But because M is finite and fixed for any one moment of time because it cannot be increased for any one moment of time, the more of M we use/spend M to try and do good by using/spending M on something X, the less of M we will have left over to use/spend M to try and do good by using/spending M on something different Y. So the more we spend on one thing X, the less we have to spend on another thing Y and visa versa.
In other words, the more resources we spend on one thing, the less we have to spend on other things.
Now:
Principle 2;
If we have two things X and Y we can spend some of M on each and, if according to our best judgement, each probably has about equal chances of resulting in good if we spent s amount of M on each and this is so regardless of how much s amount is of M, But, if, according to our best judgement, the magnitude of the good X could do is probably greater than the magnitude of the good Y could do, then, assuming there is an approximately linear relationship between the amount of expenditure on each and the chances of each doing good, we should concentrate any expenditure of M only on X and none of Y because we should assume any expenditure of M on Y could be better spent as additional expenditure on X.
Principle 3;
If we have two things X and Y we can spend some of M on and if both could result in doing good if we spent on both and, if according to our best judgement, if they did both were to do good, X will probably do good of about equal magnitude to Y, but, if, according to our best judgement, the chances of X doing good if we spent s amount of M on it is less than the chances of Y doing good if we spent that same s amount of M on it and this is so regardless of how much s amount is of M, then, assuming there is an approximately linear relationship between the amount of expenditure on each and the chances of each doing good, we should concentrate any expenditure of M only on X and none of Y because we should assume any expenditure of M on Y could be better spent as additional expenditure on X.
Basically the function of the above principles are to do the greatest amount of good using the finite limited resources that we have available by optimising how we use those finite resources specifically to do the greatest amount of good.
There, sorted.
Anyone disagree with the above principles?