Oh look, another way to make gibberish...
Reading the shifts:
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6(-6) 6(+1) 6(-6) 12(-4) 6(-6) 12(-4) 6(-6) 12(-0) 6(-6) 6(-5) 6(-6) 12(-4)
as multiplications, we get:
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-36 6 -36 -48 -36 -48 -36 0 -36 -30 -36 -48
and (doing all arithmetic mod 26):
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O - -36 = Y
O - 6 = I
O - -48 = K
O - 0 = O
O - 30 = K
so we have the sequence:
and we know what to do with (I,K,O,Y) sequences, we run them through the ascii-octal-codon converter and get:
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Threonine
Lysine
Threonine
Asparagine
Threonine
Asparagine
Threonine
Lysine
Threonine
Asparagine
Threonine
which we then apply the original shifts to and get (ta da) gibberish:
Hmm. I suspect this is all a lot more complex than the actual solution, which TJ19 says is a "simple move".
Part of my confusion is I don't see how to get a "simple move" to produce something which doesn't match the pattern "x.x.x.x.x.x", which not many English words do. Er, "hehehohohaha" anyone?
Perhaps it's musical notation?