Here are some porting notes for the Mac using Metrowerk's Codewarrior Pro
5.2 compiler. Only problem is that it doesn't pass the DES validation
tests with optimizations turned all the way up. A normal compile performs
just fine.

Metrowerks CodeWarrior Pro 5.2
Processor: PPC

File:		config.h
Comment out line 6
// #define IS_LITTLE_ENDIAN

File:   Integer.h
Move lines 91-97 (definitions of Power2, One, and Zero) to before line 79
(before the last constructor, the one that has Zero as a default argument)

File: Rabin.cpp
Comment out line 14 
// template class OAEP<SHA>;

File:   RSA.cpp
Comment out line 15 (to eliminate duplicate linker warnings)
// template class OAEP<SHA>;

File: Test.cpp
Add #include <console.h>
Add 
		argc = ccommand(&argv);
at line 69 (Beginning of try block).

File: Algebra.h
Change line 104 from (hidden by function declaration)
MultiplicativeGroup<T> m_mg;
to
CryptoPP::MultiplicativeGroup<T> m_mg;

File: Blumshub.h 
Change line 30-31 from
	friend BlumGoldwasserPublicKey;
	friend BlumGoldwasserPrivateKey;
to
	friend class BlumGoldwasserPublicKey;
	friend class BlumGoldwasserPrivateKey;

File: Gzip.h
Change line 70-71 from
	friend BodyProcesser;
	friend TailProcesser;
to
	friend class BodyProcesser;
	friend class TailProcesser;

File: Lubyrack.h
Change line 34 from
	LREncryption(const byte *userKey, int keyLen=KEYLENGTH)
to
	LREncryption(const byte *userKey, int keyLen=LRBase<T>::KEYLENGTH)

Change line 47 from
 	LRDecryption(const byte *userKey, int keyLen=KEYLENGTH)
to
	LRDecryption(const byte *userKey, int keyLen=LRBase<T>::KEYLENGTH)

File: Nbtheory.cpp 
Change line 979 from
	else return (unsigned int)(2.4 * pow(n, 1.0/3.0) *
pow(log(double(n)), 2.0/3.0) - 5);
to
	else return (unsigned int)(2.4 * pow((double)n, 1.0/3.0) *
pow(log(double(n)), 2.0/3.0) - 5);

Change line 987 from
	else return (unsigned int)(2.4 * pow(n, 1.0/3.0) *
pow(log(double(n)), 2.0/3.0) - 5);
to
	else return (unsigned int)(2.4 * pow((double)n, 1.0/3.0) *
pow(log(double(n)), 2.0/3.0) - 5);

File: polynomi.h
Change line 38 from
			friend PolynomialOver<T>;
to
			friend class PolynomialOver<T>;