Also: an epileptic chimp could write error correcting code if given a few billion years to debug.
No, the chimp could not.
I am not a binary coding guru, so I can't show the math proofs that its impossible to happen. But i know it will never happen.
Lets try a simpler problem for the chimp to solve, for example: what are the odds that the chimp could type on a standard keyboard, 1 letter per second, the entire alphabet (at random)
in sequential order (A-Z)? No big deal, right? Much easier project than a self-correcting code.
(I'm going to round off the numbers a lot to make it easier)
Ok, to get an A on the first try, is a 1 in 26 chance. Fine, not too bad. >>>> 26 seconds on average.
Lets try for A + B. To get this we multiply 26 * 26 = 1 in 676. >>>> 11 minutes. Lots of time to spare! This will be easy!
Now for A + B + C. Answer is 26 * 26 * 26 = 1 in 17,576 >>>> 5 hours! Still fun!
A + B + C + D = 1 in 456,976 >>>> 5 days. Whoo!
A + B + C + D + E = 1 in 30 million >>>> 5 months. *Yawn.*
..........
skip a few
..........
A-J = 1 in 14 trillion >>>> 4.5 million years *starts to sweat* wher da time go??
A-K = 1 in 3670344486987776 >>>> 15 Trillion years (15,000 billion)
Unfortunately, the chimp died 14.995 trillion years ago. He only made it to A-J, plus he spent most of the life of the universe trying to get ONE SEQUENCE (A-K) and never reached 1% of all the combinations of A-K.
CONCLUSION: FORGET IT!
What if we had 1 million chimps doing the work:
A-K = 1 in 3670344486987776 divided by 1 million chimps
Answer: 1 in 3.6 billion, or 116 years of work. Cool! Lets keep going!
A-Q = 1 in 1133827315385150725554176 or 35.9 billion years.
1 Million CHIMPS HAVE FAILED IN 7 universe lifetimes!
Conclusion: TOTALLY FORGET IT. THIS CANNOT HAPPEN AT RANDOM.