mirror of
https://github.com/Jermolene/TiddlyWiki5
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144 lines
3.4 KiB
JavaScript
144 lines
3.4 KiB
JavaScript
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//--
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//-- Crypto functions and associated conversion routines
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//--
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// Crypto 'namespace'
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function Crypto() {}
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// Convert a string to an array of big-endian 32-bit words
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Crypto.strToBe32s = function(str)
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{
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var be=[];
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var len=Math.floor(str.length/4);
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var i, j;
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for(i=0, j=0; i<len; i++, j+=4) {
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be[i]=((str.charCodeAt(j)&0xff) << 24)|((str.charCodeAt(j+1)&0xff) << 16)|((str.charCodeAt(j+2)&0xff) << 8)|(str.charCodeAt(j+3)&0xff);
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}
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while(j<str.length) {
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be[j>>2] |= (str.charCodeAt(j)&0xff)<<(24-(j*8)%32);
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j++;
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}
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return be;
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};
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// Convert an array of big-endian 32-bit words to a string
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Crypto.be32sToStr = function(be)
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{
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var str='';
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for(var i=0;i<be.length*32;i+=8) {
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str += String.fromCharCode((be[i>>5]>>>(24-i%32)) & 0xff);
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}
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return str;
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};
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// Convert an array of big-endian 32-bit words to a hex string
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Crypto.be32sToHex = function(be)
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{
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var hex='0123456789ABCDEF';
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var str='';
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for(var i=0;i<be.length*4;i++) {
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str += hex.charAt((be[i>>2]>>((3-i%4)*8+4))&0xF) + hex.charAt((be[i>>2]>>((3-i%4)*8))&0xF);
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}
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return str;
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};
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// Return, in hex, the SHA-1 hash of a string
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Crypto.hexSha1Str = function(str)
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{
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return Crypto.be32sToHex(Crypto.sha1Str(str));
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};
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// Return the SHA-1 hash of a string
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Crypto.sha1Str = function(str)
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{
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return Crypto.sha1(Crypto.strToBe32s(str),str.length);
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};
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// Calculate the SHA-1 hash of an array of blen bytes of big-endian 32-bit words
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Crypto.sha1 = function(x,blen)
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{
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// Add 32-bit integers, wrapping at 32 bits
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//# Uses 16-bit operations internally to work around bugs in some JavaScript interpreters.
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function add32(a,b)
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{
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var lsw=(a&0xFFFF)+(b&0xFFFF);
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var msw=(a>>16)+(b>>16)+(lsw>>16);
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return (msw<<16)|(lsw&0xFFFF);
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}
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//# Cryptographic round helper function. Add five 32-bit integers, wrapping at 32 bits, second parameter is rotated left 5 bits before the addition
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//# Uses 16-bit operations internally to work around bugs in some JavaScript interpreters.
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function AA(a,b,c,d,e)
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{
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b=(b>>>27)|(b<<5);
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var lsw=(a&0xFFFF)+(b&0xFFFF)+(c&0xFFFF)+(d&0xFFFF)+(e&0xFFFF);
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var msw=(a>>16)+(b>>16)+(c>>16)+(d>>16)+(e>>16)+(lsw>>16);
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return (msw<<16)|(lsw&0xFFFF);
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}
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//# Cryptographic round helper function.
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function RR(w,j)
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{
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var n=w[j-3]^w[j-8]^w[j-14]^w[j-16];
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return (n>>>31)|(n<<1);
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}
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var len=blen*8;
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//# Append padding so length in bits is 448 mod 512
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x[len>>5] |= 0x80 << (24-len%32);
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//# Append length
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x[((len+64>>9)<<4)+15]=len;
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var w=new Array(80);
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var k1=0x5A827999;
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var k2=0x6ED9EBA1;
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var k3=0x8F1BBCDC;
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var k4=0xCA62C1D6;
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var h0=0x67452301;
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var h1=0xEFCDAB89;
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var h2=0x98BADCFE;
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var h3=0x10325476;
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var h4=0xC3D2E1F0;
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for(var i=0;i<x.length;i+=16) {
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var j=0;
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var t;
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var a=h0;
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var b=h1;
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var c=h2;
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var d=h3;
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var e=h4;
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while(j<16) {
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w[j]=x[i+j];
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t=AA(e,a,d^(b&(c^d)),w[j],k1);
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e=d; d=c; c=(b>>>2)|(b<<30); b=a; a=t; j++;
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}
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while(j<20) {
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w[j]=RR(w,j);
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t=AA(e,a,d^(b&(c^d)),w[j],k1);
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e=d; d=c; c=(b>>>2)|(b<<30); b=a; a=t; j++;
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}
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while(j<40) {
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w[j]=RR(w,j);
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t=AA(e,a,b^c^d,w[j],k2);
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e=d; d=c; c=(b>>>2)|(b<<30); b=a; a=t; j++;
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}
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while(j<60) {
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w[j]=RR(w,j);
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t=AA(e,a,(b&c)|(d&(b|c)),w[j],k3);
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e=d; d=c; c=(b>>>2)|(b<<30); b=a; a=t; j++;
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}
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while(j<80) {
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w[j]=RR(w,j);
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t=AA(e,a,b^c^d,w[j],k4);
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e=d; d=c; c=(b>>>2)|(b<<30); b=a; a=t; j++;
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}
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h0=add32(h0,a);
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h1=add32(h1,b);
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h2=add32(h2,c);
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h3=add32(h3,d);
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h4=add32(h4,e);
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}
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return [h0,h1,h2,h3,h4];
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};
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