Re: Compression of random binary data

2018-04-10 Thread cuddlycaveman 
387420479
00110011 00111000 00110111 00110100 00110010 0011 00110100 00110111 00111001
72 bits

Equal to 
(9^9)-10
00101000 00111001 0100 00111001 00101001 00101101 00110001 0011
64 bits 

387420499
00110011 00111000 00110111 00110100 00110010 0011 00110100 00111001 00111001
72 bits

Equal to 
(9^9)+10
00101000 00111001 0100 00111001 00101001 00101011 00110001 0011
64 bits

Or 
387,420,489 387,420,499
00110011 00111000 00110111 00101100 00110100 00110010 0011 00101100 
00110100 00111000 00111001 0010 00110011 00111000 00110111 00101100 
00110100 00110010 0011 00101100 00110100 00111001 00111001
184 bits

Equal to
((9^9)-10) ((9^9)+10)
00101000 00101000 00111001 0100 00111001 00101001 00101101 00110001 
0011 00101001 0010 00101000 00101000 00111001 0100 00111001 
00101001 00101011 00110001 0011 00101001
168 bits

Or
387420479
387420499
00110011 00111000 00110111 00110100 00110010 0011 00110100 00110111 
00111001 0001010 00110011 00111000 00110111 00110100 00110010 0011 00110100 
00111001 00111001
152 bits

Equal to
(9^9)-10
(9^9)+10
00101000 00111001 0100 00111001 00101001 00101101 00110001 0011 0001010 
00101000 00111001 0100 00111001 00101001 00101011 00110001 0011
136 bits

Don’t know if that helps


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Re: Compression of random binary data

2018-04-11 Thread cuddlycaveman 
I’m replying to your post on January 28th
Nice carefully chosen non random numbers  Steven D'Aprano.
Was just doing what you asked, but you don’t remember 😂😂😂
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