Re^9: Very Large Hex Combinations

Even if it's compressed down to 1% of it's original size, it would sitl lbe 184,467 TB.

You are basically storing every 64 bit pattern - each pattern once, and only once. Unless you compress the entire collection (and then you can compress that with an almost 100% factor - just compress it to your generating program), you're not going to compress it.

Comment on Re^9: Very Large Hex Combinations

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Re^10: Very Large Hex Combinations by ikegami (Patriarch) on Aug 05, 2005 at 14:34 UTC
I think you misread my post. Compressing down to 1% is 99% compression, which is almost 100%. I doubt you'll get that good compression, even if the whole collection is zipped as one file.	[reply]
Re^11: Very Large Hex Combinations by Anonymous Monk on Aug 05, 2005 at 15:05 UTC
I know what you meant. I know compression to 1% is 99% compression. My point is that if you want to compress each file, you will not get a positive compression factor, as there are 2^64 files, each of 64bits, and all different. You can't be more space efficient. OTOH, compressing the entire collection is easy - all you need is the generating program as your decompression algorithm. So instead of compressing it down to 184,467 TB, you compress it down to a few kb. Which is almost 100%.	[reply]