/* ============================================================================== This file is part of the JUCE library - "Jules' Utility Class Extensions" Copyright 2004-7 by Raw Material Software ltd. ------------------------------------------------------------------------------ JUCE can be redistributed and/or modified under the terms of the GNU General Public License, as published by the Free Software Foundation; either version 2 of the License, or (at your option) any later version. JUCE is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with JUCE; if not, visit www.gnu.org/licenses or write to the Free Software Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA ------------------------------------------------------------------------------ If you'd like to release a closed-source product which uses JUCE, commercial licenses are also available: visit www.rawmaterialsoftware.com/juce for more information. ============================================================================== */ #include "../basics/juce_StandardHeader.h" BEGIN_JUCE_NAMESPACE #include "juce_RSAKey.h" #include "juce_Primes.h" //============================================================================== RSAKey::RSAKey() throw() { } RSAKey::RSAKey (const String& s) throw() { if (s.containsChar (T(','))) { part1.parseString (s.upToFirstOccurrenceOf (T(","), false, false), 16); part2.parseString (s.fromFirstOccurrenceOf (T(","), false, false), 16); } else { // the string needs to be two hex numbers, comma-separated.. jassertfalse; } } RSAKey::~RSAKey() throw() { } const String RSAKey::toString() const throw() { return part1.toString (16) + T(",") + part2.toString (16); } bool RSAKey::applyToValue (BitArray& value) const throw() { if (part1.isEmpty() || part2.isEmpty() || value.compare (0) <= 0) { jassertfalse // using an uninitialised key value.clear(); return false; } BitArray result; while (! value.isEmpty()) { result.multiplyBy (part2); BitArray remainder; value.divideBy (part2, remainder); remainder.exponentModulo (part1, part2); result.add (remainder); } value = result; return true; } static const BitArray findBestCommonDivisor (const BitArray& p, const BitArray& q) throw() { const BitArray one (1); // try 3, 5, 9, 17, etc first because these only contain 2 bits and so // are fast to divide + multiply for (int i = 2; i <= 65536; i *= 2) { const BitArray e (1 + i); if (e.findGreatestCommonDivisor (p) == one && e.findGreatestCommonDivisor (q) == one) { return e; } } BitArray e (4); while (! (e.findGreatestCommonDivisor (p) == one && e.findGreatestCommonDivisor (q) == one)) { e.add (one); } return e; } void RSAKey::createKeyPair (RSAKey& publicKey, RSAKey& privateKey, const int numBits) throw() { jassert (numBits > 16); // not much point using less than this.. BitArray p (Primes::createProbablePrime (numBits / 2, 30)); BitArray q (Primes::createProbablePrime (numBits - numBits / 2, 30)); BitArray n (p); n.multiplyBy (q); // n = pq const BitArray one (1); p.subtract (one); q.subtract (one); BitArray m (p); m.multiplyBy (q); // m = (p - 1)(q - 1) const BitArray e (findBestCommonDivisor (p, q)); BitArray d (e); d.inverseModulo (m); publicKey.part1 = e; publicKey.part2 = n; privateKey.part1 = d; privateKey.part2 = n; } END_JUCE_NAMESPACE