Bart wrote:
On 7/7/17, nore...@z505.com wrote:
For integers beyond 64 bit, or even beyond 32 bit on a 64 bit machine,
why can't the math be broken down into peices the way a human does it on
paper, and then theoretically any number can be added and subtracted,
even if it is beyond 32/64 bit?
Example:
type TSuperLargeInt = string;
var
i, j: TSuperLargeInt;
output: TSuperLargeInt;
begin
i := '10009';
j := '10001';
output := AddLargeInts(i,j);
writeln(output);
end.
http://svn.code.sf.net/p/flyingsheep/code/trunk/wtf/ncalc.pp does exactly that
(all dependenies are also found at
http://svn.code.sf.net/p/flyingsheep/code/trunk/wtf).
It can handle integers (and only integers) up to 2GB digits with
absolut precision.
It can handle GoogolPlex.
Calculate 9^99 with absolute precision:
29512665430652752148753480226197736314359272517043832886063884637676943433478020332709411004889
Fac(100)?
9332621544394415268169923885626670049071596826438162146859296389521753229915608941463976156518286253697920827223758251185210916864
It's not lightning fast, but there is room for optimization I guess.
Bart
Great! I knew someone must have made that! I needed this a few months
ago, but resorted to Python at that time. Now I can use FPC next time. :)
/Ingemar
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