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          After completing experiments in both the time and frequency 
     domains, we found that signals of various qualities can be used 
     simultaneously, one for the base and one for the message. We also 
     discovered some of the strengths and weaknesses of doing
     steganograpy in each domain.  

     A few of the strengths of the frequency domain are that the base 
     only needs to have the same number of samples as the message.
     This means that a longer message can be hidden in a given base
     signal than in the time domain.  Also, this algorithm is easy to 
     implement in simple circuit elements that we already know about.  
     Finally, the frequency domain implementation is also much less 
     likely than the time domain to be affected by errors that occur 
     during transmission.  On the down side, this algorithm has a lot 
     of distortion in the combined signal.  This includes an audible 
     high-pitched cosine that occurs from the modulation.  Also, 
     because of the filtering that occurs, the message signal has a 
     limited frequency range and low recovery quality.   

          When steganography was imlplemented in the time domain, we
     found that it had strengths and weaknesses opposite of those in
     the frequency domain.  There was almost no distortion in the 
     combined signals if only a quarter of the base signal's bits were
     used to hide the signal.  Also, the message could be perfectly 
     recovered and had no frequency limitations.  The disadvantages
     are that the base signalneeds to be longer than the message (see 
     time domain methods) and that without DSP chips, this is harder
     to implement in circuitry.  In addition, this method is extremely 
     easy to corrupt during transmission.  This could be resolved by
     encoding the message using hamming code to detect errors.  If a
     hash table was used to determine which samples had bits replaced, 
     this could be a very effective method for digital watermarking.