SHA1public final class SHA1 extends Object | SHA-1 message digest class. |
| Fields Summary |
|---|
| private int | h0 | | private int | h1 | | private int | h2 | | private int | h3 | | private int | h4 | | private ByteBuffer | finalBuffer | | private ByteBuffer | saveBuffer | | private int | s0 | | private int | s1 | | private int | s2 | | private int | s3 | | private int | s4 | | private long | length | | private long | saveLength | | private static final int | cacheSize | | private byte[] | cacheBlock |
| Constructors Summary |
|---|
public SHA1()Create a new SHA-1 message digest hasher.
finalBuffer = ByteBuffer.allocate(64);
finalBuffer.position(0);
finalBuffer.limit(64);
saveBuffer = ByteBuffer.allocate(64);
saveBuffer.position(0);
saveBuffer.limit(64);
reset();
|
| Methods Summary |
|---|
| private void | completeFinalBuffer(java.nio.ByteBuffer buffer)
if(finalBuffer.position() == 0)
return;
while(buffer.remaining() > 0 && finalBuffer.remaining() > 0) {
finalBuffer.put(buffer.get());
}
if(finalBuffer.remaining() == 0) {
transform(finalBuffer.array(),0);
finalBuffer.rewind();
}
| | public byte[] | digest()Finishes the SHA-1 message digest calculation.
byte[] result = new byte[20];
finalBuffer.put((byte)0x80);
if(finalBuffer.remaining() < 8) {
while(finalBuffer.remaining() > 0) {
finalBuffer.put((byte)0);
}
finalBuffer.position(0);
transform(finalBuffer.array(),0);
finalBuffer.position(0);
}
while(finalBuffer.remaining() > 8) {
finalBuffer.put((byte)0);
}
finalBuffer.putLong(length << 3);
finalBuffer.position(0);
transform(finalBuffer.array(),0);
finalBuffer.position(0);
finalBuffer.putInt(h0);
finalBuffer.putInt(h1);
finalBuffer.putInt(h2);
finalBuffer.putInt(h3);
finalBuffer.putInt(h4);
finalBuffer.rewind();
finalBuffer.get(result, 0, 20);
return result;
| | public byte[] | digest(java.nio.ByteBuffer buffer)Finishes the SHA-1 message digest calculation, by first performing a final update
from the given input buffer, then completing the calculation as with digest().
update( buffer );
return digest();
| | public void | reset()Resets the SHA-1 to initial state for a new message digest calculation.
Must be called before starting a new hash calculation.
h0 = 0x67452301;
h1 = 0xEFCDAB89;
h2 = 0x98BADCFE;
h3 = 0x10325476;
h4 = 0xC3D2E1F0;
length = 0;
finalBuffer.clear();
| | public void | restoreState()Restore the digest to its previously-saved state.
h0=s0;
h1=s1;
h2=s2;
h3=s3;
h4=s4;
length = saveLength;
finalBuffer.clear();
finalBuffer.put(saveBuffer);
| | public void | saveState()Save the current digest state.
This allows the resuming of a SHA-1 calculation, even after a digest calculation
is finished with digest().
s0=h0;
s1=h1;
s2=h2;
s3=h3;
s4=h4;
saveLength = length;
int position = finalBuffer.position();
finalBuffer.rewind();
finalBuffer.limit(position);
saveBuffer.clear();
saveBuffer.put(finalBuffer);
saveBuffer.flip();
finalBuffer.limit(64);
finalBuffer.position( position );
| | private final void | transform(byte[] ar, int offset)
int w0, w1, w2, w3, w4, w5, w6, w7, w8, w9, w10, w11, w12, w13, w14, w15;
int a,b,c,d,e;
/*
* we're using direct array access instead of buffer.getInt() since it is significantly faster
* combined with the chunk-fetching on direct byte buffers this is 30(direct) to 100%(heap) faster
* than the previous implementation
*/
w0 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w1 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w2 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w3 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w4 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w5 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w6 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w7 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w8 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w9 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w10 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w11 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w12 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w13 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w14 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset++]&0xff);
w15 = (ar[offset++]&0xff) << 24 | (ar[offset++]&0xff) << 16 | (ar[offset++]&0xff) << 8 | (ar[offset]&0xff);
a = h0 ; b = h1 ; c = h2 ; d = h3 ; e = h4;
e += ((a << 5) | ( a >>> 27)) + w0 + ((b & c) | ((~b ) & d)) + 0x5A827999 ;
b = (b << 30) | (b >>> 2) ;
d += ((e << 5) | ( e >>> 27)) + w1 + ((a & b) | ((~a ) & c)) + 0x5A827999 ;
a = (a << 30) | (a >>> 2) ;
c += ((d << 5) | ( d >>> 27)) + w2 + ((e & a) | ((~e ) & b)) + 0x5A827999 ;
e = (e << 30) | (e >>> 2) ;
b += ((c << 5) | ( c >>> 27)) + w3 + ((d & e) | ((~d ) & a)) + 0x5A827999 ;
d = (d << 30) | (d >>> 2) ;
a += ((b << 5) | ( b >>> 27)) + w4 + ((c & d) | ((~c ) & e)) + 0x5A827999 ;
c = (c << 30) | (c >>> 2) ;
e += ((a << 5) | ( a >>> 27)) + w5 + ((b & c) | ((~b ) & d)) + 0x5A827999 ;
b = (b << 30) | (b >>> 2) ;
d += ((e << 5) | ( e >>> 27)) + w6 + ((a & b) | ((~a ) & c)) + 0x5A827999 ;
a = (a << 30) | (a >>> 2) ;
c += ((d << 5) | ( d >>> 27)) + w7 + ((e & a) | ((~e ) & b)) + 0x5A827999 ;
e = (e << 30) | (e >>> 2) ;
b += ((c << 5) | ( c >>> 27)) + w8 + ((d & e) | ((~d ) & a)) + 0x5A827999 ;
d = (d << 30) | (d >>> 2) ;
a += ((b << 5) | ( b >>> 27)) + w9 + ((c & d) | ((~c ) & e)) + 0x5A827999 ;
c = (c << 30) | (c >>> 2) ;
e += ((a << 5) | ( a >>> 27)) + w10 + ((b & c) | ((~b ) & d)) + 0x5A827999 ;
b = (b << 30) | (b >>> 2) ;
d += ((e << 5) | ( e >>> 27)) + w11 + ((a & b) | ((~a ) & c)) + 0x5A827999 ;
a = (a << 30) | (a >>> 2) ;
c += ((d << 5) | ( d >>> 27)) + w12 + ((e & a) | ((~e ) & b)) + 0x5A827999 ;
e = (e << 30) | (e >>> 2) ;
b += ((c << 5) | ( c >>> 27)) + w13 + ((d & e) | ((~d ) & a)) + 0x5A827999 ;
d = (d << 30) | (d >>> 2) ;
a += ((b << 5) | ( b >>> 27)) + w14 + ((c & d) | ((~c ) & e)) + 0x5A827999 ;
c = (c << 30) | (c >>> 2) ;
e += ((a << 5) | ( a >>> 27)) + w15 + ((b & c) | ((~b ) & d)) + 0x5A827999 ;
b = (b << 30) | (b >>> 2) ;
w0 = w13 ^ w8 ^ w2 ^ w0; w0 = (w0 << 1) | (w0 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w0 + ((a & b) | ((~a ) & c)) + 0x5A827999 ;
a = (a << 30) | (a >>> 2) ;
w1 = w14 ^ w9 ^ w3 ^ w1; w1 = (w1 << 1) | (w1 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w1 + ((e & a) | ((~e ) & b)) + 0x5A827999 ;
e = (e << 30) | (e >>> 2) ;
w2 = w15 ^ w10 ^ w4 ^ w2; w2 = (w2 << 1) | (w2 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w2 + ((d & e) | ((~d ) & a)) + 0x5A827999 ;
d = (d << 30) | (d >>> 2) ;
w3 = w0 ^ w11 ^ w5 ^ w3; w3 = (w3 << 1) | (w3 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w3 + ((c & d) | ((~c ) & e)) + 0x5A827999 ;
c = (c << 30) | (c >>> 2) ;
w4 = w1 ^ w12 ^ w6 ^ w4; w4 = (w4 << 1) | (w4 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w4 + (b ^ c ^ d) + 0x6ED9EBA1 ;
b = (b << 30) | (b >>> 2) ;
w5 = w2 ^ w13 ^ w7 ^ w5; w5 = (w5 << 1) | (w5 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w5 + (a ^ b ^ c) + 0x6ED9EBA1 ;
a = (a << 30) | (a >>> 2) ;
w6 = w3 ^ w14 ^ w8 ^ w6; w6 = (w6 << 1) | (w6 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w6 + (e ^ a ^ b) + 0x6ED9EBA1 ;
e = (e << 30) | (e >>> 2) ;
w7 = w4 ^ w15 ^ w9 ^ w7; w7 = (w7 << 1) | (w7 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w7 + (d ^ e ^ a) + 0x6ED9EBA1 ;
d = (d << 30) | (d >>> 2) ;
w8 = w5 ^ w0 ^ w10 ^ w8; w8 = (w8 << 1) | (w8 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w8 + (c ^ d ^ e) + 0x6ED9EBA1 ;
c = (c << 30) | (c >>> 2) ;
w9 = w6 ^ w1 ^ w11 ^ w9; w9 = (w9 << 1) | (w9 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w9 + (b ^ c ^ d) + 0x6ED9EBA1 ;
b = (b << 30) | (b >>> 2) ;
w10 = w7 ^ w2 ^ w12 ^ w10; w10 = (w10 << 1) | (w10 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w10 + (a ^ b ^ c) + 0x6ED9EBA1 ;
a = (a << 30) | (a >>> 2) ;
w11 = w8 ^ w3 ^ w13 ^ w11; w11 = (w11 << 1) | (w11 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w11 + (e ^ a ^ b) + 0x6ED9EBA1 ;
e = (e << 30) | (e >>> 2) ;
w12 = w9 ^ w4 ^ w14 ^ w12; w12 = (w12 << 1) | (w12 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w12 + (d ^ e ^ a) + 0x6ED9EBA1 ;
d = (d << 30) | (d >>> 2) ;
w13 = w10 ^ w5 ^ w15 ^ w13; w13 = (w13 << 1) | (w13 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w13 + (c ^ d ^ e) + 0x6ED9EBA1 ;
c = (c << 30) | (c >>> 2) ;
w14 = w11 ^ w6 ^ w0 ^ w14; w14 = (w14 << 1) | (w14 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w14 + (b ^ c ^ d) + 0x6ED9EBA1 ;
b = (b << 30) | (b >>> 2) ;
w15 = w12 ^ w7 ^ w1 ^ w15; w15 = (w15 << 1) | (w15 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w15 + (a ^ b ^ c) + 0x6ED9EBA1 ;
a = (a << 30) | (a >>> 2) ;
w0 = w13 ^ w8 ^ w2 ^ w0; w0 = (w0 << 1) | (w0 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w0 + (e ^ a ^ b) + 0x6ED9EBA1 ;
e = (e << 30) | (e >>> 2) ;
w1 = w14 ^ w9 ^ w3 ^ w1; w1 = (w1 << 1) | (w1 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w1 + (d ^ e ^ a) + 0x6ED9EBA1 ;
d = (d << 30) | (d >>> 2) ;
w2 = w15 ^ w10 ^ w4 ^ w2; w2 = (w2 << 1) | (w2 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w2 + (c ^ d ^ e) + 0x6ED9EBA1 ;
c = (c << 30) | (c >>> 2) ;
w3 = w0 ^ w11 ^ w5 ^ w3; w3 = (w3 << 1) | (w3 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w3 + (b ^ c ^ d) + 0x6ED9EBA1 ;
b = (b << 30) | (b >>> 2) ;
w4 = w1 ^ w12 ^ w6 ^ w4; w4 = (w4 << 1) | (w4 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w4 + (a ^ b ^ c) + 0x6ED9EBA1 ;
a = (a << 30) | (a >>> 2) ;
w5 = w2 ^ w13 ^ w7 ^ w5; w5 = (w5 << 1) | (w5 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w5 + (e ^ a ^ b) + 0x6ED9EBA1 ;
e = (e << 30) | (e >>> 2) ;
w6 = w3 ^ w14 ^ w8 ^ w6; w6 = (w6 << 1) | (w6 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w6 + (d ^ e ^ a) + 0x6ED9EBA1 ;
d = (d << 30) | (d >>> 2) ;
w7 = w4 ^ w15 ^ w9 ^ w7; w7 = (w7 << 1) | (w7 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w7 + (c ^ d ^ e) + 0x6ED9EBA1 ;
c = (c << 30) | (c >>> 2) ;
w8 = w5 ^ w0 ^ w10 ^ w8; w8 = (w8 << 1) | (w8 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w8 + ((b & c) | (b & d) | (c & d)) + 0x8F1BBCDC ;
b = (b << 30) | (b >>> 2) ;
w9 = w6 ^ w1 ^ w11 ^ w9; w9 = (w9 << 1) | (w9 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w9 + ((a & b) | (a & c) | (b & c)) + 0x8F1BBCDC ;
a = (a << 30) | (a >>> 2) ;
w10 = w7 ^ w2 ^ w12 ^ w10; w10 = (w10 << 1) | (w10 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w10 + ((e & a) | (e & b) | (a & b)) + 0x8F1BBCDC ;
e = (e << 30) | (e >>> 2) ;
w11 = w8 ^ w3 ^ w13 ^ w11; w11 = (w11 << 1) | (w11 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w11 + ((d & e) | (d & a) | (e & a)) + 0x8F1BBCDC ;
d = (d << 30) | (d >>> 2) ;
w12 = w9 ^ w4 ^ w14 ^ w12; w12 = (w12 << 1) | (w12 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w12 + ((c & d) | (c & e) | (d & e)) + 0x8F1BBCDC ;
c = (c << 30) | (c >>> 2) ;
w13 = w10 ^ w5 ^ w15 ^ w13; w13 = (w13 << 1) | (w13 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w13 + ((b & c) | (b & d) | (c & d)) + 0x8F1BBCDC ;
b = (b << 30) | (b >>> 2) ;
w14 = w11 ^ w6 ^ w0 ^ w14; w14 = (w14 << 1) | (w14 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w14 + ((a & b) | (a & c) | (b & c)) + 0x8F1BBCDC ;
a = (a << 30) | (a >>> 2) ;
w15 = w12 ^ w7 ^ w1 ^ w15; w15 = (w15 << 1) | (w15 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w15 + ((e & a) | (e & b) | (a & b)) + 0x8F1BBCDC ;
e = (e << 30) | (e >>> 2) ;
w0 = w13 ^ w8 ^ w2 ^ w0; w0 = (w0 << 1) | (w0 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w0 + ((d & e) | (d & a) | (e & a)) + 0x8F1BBCDC ;
d = (d << 30) | (d >>> 2) ;
w1 = w14 ^ w9 ^ w3 ^ w1; w1 = (w1 << 1) | (w1 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w1 + ((c & d) | (c & e) | (d & e)) + 0x8F1BBCDC ;
c = (c << 30) | (c >>> 2) ;
w2 = w15 ^ w10 ^ w4 ^ w2; w2 = (w2 << 1) | (w2 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w2 + ((b & c) | (b & d) | (c & d)) + 0x8F1BBCDC ;
b = (b << 30) | (b >>> 2) ;
w3 = w0 ^ w11 ^ w5 ^ w3; w3 = (w3 << 1) | (w3 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w3 + ((a & b) | (a & c) | (b & c)) + 0x8F1BBCDC ;
a = (a << 30) | (a >>> 2) ;
w4 = w1 ^ w12 ^ w6 ^ w4; w4 = (w4 << 1) | (w4 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w4 + ((e & a) | (e & b) | (a & b)) + 0x8F1BBCDC ;
e = (e << 30) | (e >>> 2) ;
w5 = w2 ^ w13 ^ w7 ^ w5; w5 = (w5 << 1) | (w5 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w5 + ((d & e) | (d & a) | (e & a)) + 0x8F1BBCDC ;
d = (d << 30) | (d >>> 2) ;
w6 = w3 ^ w14 ^ w8 ^ w6; w6 = (w6 << 1) | (w6 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w6 + ((c & d) | (c & e) | (d & e)) + 0x8F1BBCDC ;
c = (c << 30) | (c >>> 2) ;
w7 = w4 ^ w15 ^ w9 ^ w7; w7 = (w7 << 1) | (w7 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w7 + ((b & c) | (b & d) | (c & d)) + 0x8F1BBCDC ;
b = (b << 30) | (b >>> 2) ;
w8 = w5 ^ w0 ^ w10 ^ w8; w8 = (w8 << 1) | (w8 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w8 + ((a & b) | (a & c) | (b & c)) + 0x8F1BBCDC ;
a = (a << 30) | (a >>> 2) ;
w9 = w6 ^ w1 ^ w11 ^ w9; w9 = (w9 << 1) | (w9 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w9 + ((e & a) | (e & b) | (a & b)) + 0x8F1BBCDC ;
e = (e << 30) | (e >>> 2) ;
w10 = w7 ^ w2 ^ w12 ^ w10; w10 = (w10 << 1) | (w10 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w10 + ((d & e) | (d & a) | (e & a)) + 0x8F1BBCDC ;
d = (d << 30) | (d >>> 2) ;
w11 = w8 ^ w3 ^ w13 ^ w11; w11 = (w11 << 1) | (w11 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w11 + ((c & d) | (c & e) | (d & e)) + 0x8F1BBCDC ;
c = (c << 30) | (c >>> 2) ;
w12 = w9 ^ w4 ^ w14 ^ w12; w12 = (w12 << 1) | (w12 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w12 + (b ^ c ^ d) + 0xCA62C1D6 ;
b = (b << 30) | (b >>> 2) ;
w13 = w10 ^ w5 ^ w15 ^ w13; w13 = (w13 << 1) | (w13 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w13 + (a ^ b ^ c) + 0xCA62C1D6 ;
a = (a << 30) | (a >>> 2) ;
w14 = w11 ^ w6 ^ w0 ^ w14; w14 = (w14 << 1) | (w14 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w14 + (e ^ a ^ b) + 0xCA62C1D6 ;
e = (e << 30) | (e >>> 2) ;
w15 = w12 ^ w7 ^ w1 ^ w15; w15 = (w15 << 1) | (w15 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w15 + (d ^ e ^ a) + 0xCA62C1D6 ;
d = (d << 30) | (d >>> 2) ;
w0 = w13 ^ w8 ^ w2 ^ w0; w0 = (w0 << 1) | (w0 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w0 + (c ^ d ^ e) + 0xCA62C1D6 ;
c = (c << 30) | (c >>> 2) ;
w1 = w14 ^ w9 ^ w3 ^ w1; w1 = (w1 << 1) | (w1 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w1 + (b ^ c ^ d) + 0xCA62C1D6 ;
b = (b << 30) | (b >>> 2) ;
w2 = w15 ^ w10 ^ w4 ^ w2; w2 = (w2 << 1) | (w2 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w2 + (a ^ b ^ c) + 0xCA62C1D6 ;
a = (a << 30) | (a >>> 2) ;
w3 = w0 ^ w11 ^ w5 ^ w3; w3 = (w3 << 1) | (w3 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w3 + (e ^ a ^ b) + 0xCA62C1D6 ;
e = (e << 30) | (e >>> 2) ;
w4 = w1 ^ w12 ^ w6 ^ w4; w4 = (w4 << 1) | (w4 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w4 + (d ^ e ^ a) + 0xCA62C1D6 ;
d = (d << 30) | (d >>> 2) ;
w5 = w2 ^ w13 ^ w7 ^ w5; w5 = (w5 << 1) | (w5 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w5 + (c ^ d ^ e) + 0xCA62C1D6 ;
c = (c << 30) | (c >>> 2) ;
w6 = w3 ^ w14 ^ w8 ^ w6; w6 = (w6 << 1) | (w6 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w6 + (b ^ c ^ d) + 0xCA62C1D6 ;
b = (b << 30) | (b >>> 2) ;
w7 = w4 ^ w15 ^ w9 ^ w7; w7 = (w7 << 1) | (w7 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w7 + (a ^ b ^ c) + 0xCA62C1D6 ;
a = (a << 30) | (a >>> 2) ;
w8 = w5 ^ w0 ^ w10 ^ w8; w8 = (w8 << 1) | (w8 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w8 + (e ^ a ^ b) + 0xCA62C1D6 ;
e = (e << 30) | (e >>> 2) ;
w9 = w6 ^ w1 ^ w11 ^ w9; w9 = (w9 << 1) | (w9 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w9 + (d ^ e ^ a) + 0xCA62C1D6 ;
d = (d << 30) | (d >>> 2) ;
w10 = w7 ^ w2 ^ w12 ^ w10; w10 = (w10 << 1) | (w10 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w10 + (c ^ d ^ e) + 0xCA62C1D6 ;
c = (c << 30) | (c >>> 2) ;
w11 = w8 ^ w3 ^ w13 ^ w11; w11 = (w11 << 1) | (w11 >>> 31) ;
e += ((a << 5) | ( a >>> 27)) + w11 + (b ^ c ^ d) + 0xCA62C1D6 ;
b = (b << 30) | (b >>> 2) ;
w12 = w9 ^ w4 ^ w14 ^ w12; w12 = (w12 << 1) | (w12 >>> 31) ;
d += ((e << 5) | ( e >>> 27)) + w12 + (a ^ b ^ c) + 0xCA62C1D6 ;
a = (a << 30) | (a >>> 2) ;
w13 = w10 ^ w5 ^ w15 ^ w13; w13 = (w13 << 1) | (w13 >>> 31) ;
c += ((d << 5) | ( d >>> 27)) + w13 + (e ^ a ^ b) + 0xCA62C1D6 ;
e = (e << 30) | (e >>> 2) ;
w14 = w11 ^ w6 ^ w0 ^ w14; w14 = (w14 << 1) | (w14 >>> 31) ;
b += ((c << 5) | ( c >>> 27)) + w14 + (d ^ e ^ a) + 0xCA62C1D6 ;
d = (d << 30) | (d >>> 2) ;
w15 = w12 ^ w7 ^ w1 ^ w15; w15 = (w15 << 1) | (w15 >>> 31) ;
a += ((b << 5) | ( b >>> 27)) + w15 + (c ^ d ^ e) + 0xCA62C1D6 ;
c = (c << 30) | (c >>> 2) ;
h0 += a;
h1 += b;
h2 += c;
h3 += d;
h4 += e;
| | public void | update(java.nio.ByteBuffer buffer)Starts or continues a SHA-1 message digest calculation.
Only the remaining bytes of the given ByteBuffer are used.
length += buffer.remaining();
//Save current position to leave given buffer unchanged
int position = buffer.position();
//Complete the final buffer if needed
completeFinalBuffer(buffer);
if(!buffer.hasArray() || buffer.isDirect())
{
if(cacheBlock == null) // only allocate if we process direct byte buffers
cacheBlock = new byte[cacheSize];
while(buffer.remaining() >= 64)
{
int toProcess = Math.min(buffer.remaining()-buffer.remaining()%64,cacheSize);
buffer.get(cacheBlock, 0, toProcess);
for(int i = 0;i < toProcess; i+=64)
transform(cacheBlock,i);
}
} else // use direct array access for heap buffers
{
final int endPos = buffer.position()+buffer.remaining()-buffer.remaining()%64;
final int internalEndPos = endPos+buffer.arrayOffset();
for(int i = buffer.arrayOffset()+buffer.position();i < internalEndPos;i+=64)
transform(buffer.array(),i);
buffer.position(endPos);
}
if(buffer.remaining() != 0) {
finalBuffer.put(buffer);
}
buffer.position(position);
|
|
