Supercomputer and encryption and compression @ rate of 96%

[Will McGugan]

Fredrik Lundh wrote:
> Will McGugan wrote:
> 
> 
>>Please implement this as a Python module. I would like to compress my mp3 collection to single 
>>bits.
> 
> 
> here's the magic algorithm (somewhat simplified):
> 
> def algorithm(data):
>     m = 102021 # magic constant
>     d = [int(c) for c in str(1*2*3*4*5*m+5+4+2+1)]
>     x = [ord(c) for c in hex(1+2+4+5+m*5*4*3*2*1)]
>     x[d[0]*d[1]*d[2]] = x[d[-1]] + sum(d) - d[d[-d[-1]-1]] + d[0]
>     x = __import__("".join(chr(c) for c in x[d[0]*d[1]:])).encodestring
>     return "".join(x(data).split("\n")).rstrip("="), sum(d)-sum(reversed(d))
> 
> and here's a driver for your MP3 collection:
> 
> import glob
> 
> def compress(filename):
>     data = open(filename, "rb").read()
>     keycode, bit = algorithm(data)
>     file = open(keycode + ".out", "wb")
>     file.write(chr(bit))
>     file.close()
>     print "compressed", filename,
>     print len(data), "=>", 1, round(100.0/len(data), 3), "%"
> 
> for file in glob.glob("*.mp3"):
>     compress(file)
> 
> </F> 
> 
> 

Muchas gracias. Although there may be a bug. I compressed my Evanescence 
albumn, but after decompression it became the complete works of Charles 
Dickens..


-- 
http://www.willmcgugan.com
"".join( [ {'*':'@','^':'.'}.get(c,None) or chr(97+(ord(c)-84)%26) for c 
in "jvyy*jvyyzpthtna^pbz" ] )