That is a really good question. I did some experimenting and found it was the "0x<number>" construct that is causing it (the leading 0x is required). However, various experiments haven't revealed a pattern that I have noticed:
print "0x1" + 0 = 1 print "0x2" + 0 = 1 print "0x3" + 0 = 1.5 print "0x4" + 0 = 1 print "0x5" + 0 = 1.25 print "0x6" + 0 = 1.5 print "0x7" + 0 = 1.75 print "0x8" + 0 = 1 print "0x9" + 0 = 1.125 print "0x10" + 0 = 1
And first glance, it would seem some sort of floating point conversion is going on, but exactly what, I don't know except that 9/8 = 1.125 (but why eight?) Actually, the following pattern exists:
print "0x1" + 0 = 1 1/1 = 1 print "0x2" + 0 = 1 2/1 = 2 print "0x3" + 0 = 1.5 3/1.5 = 4 print "0x4" + 0 = 1 4/1 = 4 print "0x5" + 0 = 1.25 5/1.25 = 4 print "0x6" + 0 = 1.5 6/1.5 = 4 print "0x7" + 0 = 1.75 7/1.75 = 4 print "0x8" + 0 = 1 8/1 = 8 print "0x9" + 0 = 1.125 9/1.125 = 8 print "0x10" + 0 = 1 10/1 = 10
0x01 is probably being interpreted as just a "0x1", whatever that is. Since all the results are on powers of 2 boundaries, I would presume some bit-oriented operation is happening.

Good question!


In reply to Re: Why are hex numbers inside strings extrapolating to numbers (incorrectly)? by mr.nick
in thread Why are hex numbers inside strings extrapolating to numbers (incorrectly)? by Anonymous Monk

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