Given a size, S, that is some multiple of P=4096; and record size R; find the largest common multiple of R & P < S.
Eg. S = 2GB = 2147483648; R = 12; LCM of 12 & 4096 < 2147483648 = 2147475456.
Easy to find iteratively:
$R = 12;
$S = 2*1024**3;
$c -= 4096 while $c % $r;
print $c;;
2147475456
But it can be calculated right? (Long day; brain not cooperating.)
Note: P is always 4096; R can be larger or smaller than 4096; S will always be a multiple of P, and usually a multiple of 1GB.
Eg2. S = 3GB = 3221225472; R = 5007; LCM of 5007 & 4096 < 3221225472 = 3219861504.
With the rise and rise of 'Social' network sites: 'Computers are making people easier to use everyday'
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