|
In a saturated environment, a group that arises from non- harmful mutations (type C1) over a period of one thousand saturation cycles, resulting in 5.49 x 10e19 organisms, if they were of average survivability, will, at IS=1, result in a 101% increase in population per saturation cycle:
Using a "Basic" programming language:
countit=0 original = 5.49450549*10^16 rem 5.49450549*10^16 is added to itself repeatedly, rem (1000 times) which equates to 5.49450549*10^19 population = 0 [start] population=population + original population= population* 1.01 rem multiply by 1.01 because "IS" is one point better than the average competition countit=countit + 1 IF countit=1000 then [end] GOTO [start] [end] print population end
answer: 1.16306248*10e23 (about 1.16 * 10e23) This is the total population of 2-A at the end of the first "year".
|
|