oddly specific
oddly specific
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199 comments
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I remember being puzzled by this and many other numbers that kept cropping up. 32, 64, 128, 256, 1024, 2048... Why do programmers and electronic engineers hate round numbers? The other set of numbers that was mysterious was timber and sheet materials. They cut them to 1220 x 2440mm and thicknesses of 18 and 25mm. Are programmers and the timber merchants part of some diabolical conspiracy?
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Powers of two are the roundest of numbers.
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They're not round, they're square!
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Slow Clap Well done!
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Only every other one...
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Much later in my career I came to appreciate the beauty of this system and the link with hexadecimal. I had to debug a network transmitted CRC that was endian flipped and in that process learned that in the Galois Field of two, 1+1=0 which feels delightfully nonsensical to a luddite.
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32, 64, 128 etc. are all round numbers, counting in binary. They are powers of two. Since computers work in binary, they make logical sense.
1220mm is 4ft, and 18 and 25mm are three-quarters of an inch, and an inch respectively.
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They were making a joke. That being said, im not familiar with lumber or imperial<->metric conversions so their second point was lost on me, so thanks.
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They just do it to look cool in front of their developer friends.
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Pretty much this...
Once upon a time, sure, you might have used an 8 bit char to store an array index and incur a 256 limit for actual reasons....
But nowadays, you do it because 256 is a "cool techy limit". Developers are almost all dealing with at least 32 bit values, and the actual constraints driving smaller values generally have nothing to do with some power of two limitation.
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Timber is actually cut in inches. That's why the odd numbers.
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199 comments