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Rudin-Shapiro Correlation Explorer
./rs 12 m c 34 18 
Start Time: 2017-09-10 16:26:29
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Sequence Length: 12
Considering Sequences of Minimum ADF
Running in collection mode
Log Base 2 of Input Frame Length: 34
Log Base 2 of Output Frame Length: 18
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There are 4096 total seed sequences
96 of these seed sequences gave the minimum limiting ADF value of 11/27
These are organized into 12 orbit(s) (0 of size 2, 0 of size 4, 12 of size 8)
We have organized representatives of these orbits into 1 frame(s) of size 12
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Here we report the lowest of all representatives:
ARH 12 11/27=0.4074...       96       12  ++++++--+--+
ART $12$ & $\frac{11}{27}=0.4074\ldots$ & $96$ & $12$ & {\tt 036} \\ \hline
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Here is a list of ALL the representatives:
AFH 12 11/27=0.4074...   8  ++++++--+--+
AFH 12 11/27=0.4074...   8  ++++++---++-
AFH 12 11/27=0.4074...   8  +++++--++-+-
AFH 12 11/27=0.4074...   8  +++++-+--++-
AFH 12 11/27=0.4074...   8  ++++-++--+-+
[AND OTHERS...]
AFH 12 11/27=0.4074...   8  +++-++----+-
AFH 12 11/27=0.4074...   8  ++--+-+-+--+
AFH 12 11/27=0.4074...   8  ++---+-+-++-
AFH 12 11/27=0.4074...   8  ++-+++-----+
AFH 12 11/27=0.4074...   8  ++-+++++---+
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AFT $12$ & $\frac{11}{27}=0.4074\ldots$ & $8$ & {\tt 036} \\ \hline
AFT $12$ & $\frac{11}{27}=0.4074\ldots$ & $8$ & {\tt 039} \\ \hline
AFT $12$ & $\frac{11}{27}=0.4074\ldots$ & $8$ & {\tt 065} \\ \hline
AFT $12$ & $\frac{11}{27}=0.4074\ldots$ & $8$ & {\tt 059} \\ \hline
AFT $12$ & $\frac{11}{27}=0.4074\ldots$ & $8$ & {\tt 09A} \\ \hline
[AND OTHERS...]
AFT $12$ & $\frac{11}{27}=0.4074\ldots$ & $8$ & {\tt 13D} \\ \hline
AFT $12$ & $\frac{11}{27}=0.4074\ldots$ & $8$ & {\tt 356} \\ \hline
AFT $12$ & $\frac{11}{27}=0.4074\ldots$ & $8$ & {\tt 3A9} \\ \hline
AFT $12$ & $\frac{11}{27}=0.4074\ldots$ & $8$ & {\tt 23E} \\ \hline
AFT $12$ & $\frac{11}{27}=0.4074\ldots$ & $8$ & {\tt 20E} \\ \hline
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End Time: 2017-09-10 16:26:29
Duration: 0.000000 s
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