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https://github.com/hrvach/deskhop.git
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14 KiB
HTML
1 line
14 KiB
HTML
<!DOCTYPE html><html lang="en"><head><script>var TINF_OK=0;var TINF_DATA_ERROR=-3;function Tree(){this.table=new Uint16Array(16);this.trans=new Uint16Array(288)}function Data(b,a){this.source=b;this.sourceIndex=0;this.tag=0;this.bitcount=0;this.dest=a;this.destLen=0;this.ltree=new Tree();this.dtree=new Tree()}var sltree=new Tree();var sdtree=new Tree();var length_bits=new Uint8Array(30);var length_base=new Uint16Array(30);var dist_bits=new Uint8Array(30);var dist_base=new Uint16Array(30);var clcidx=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);var code_tree=new Tree();var lengths=new Uint8Array(288+32);function tinf_build_bits_base(d,c,f,e){var a,b;for(a=0;a<f;++a){d[a]=0}for(a=0;a<30-f;++a){d[a+f]=a/f|0}for(b=e,a=0;a<30;++a){c[a]=b;b+=1<<d[a]}}function tinf_build_fixed_trees(a,c){var b;for(b=0;b<7;++b){a.table[b]=0}a.table[7]=24;a.table[8]=152;a.table[9]=112;for(b=0;b<24;++b){a.trans[b]=256+b}for(b=0;b<144;++b){a.trans[24+b]=b}for(b=0;b<8;++b){a.trans[24+144+b]=280+b}for(b=0;b<112;++b){a.trans[24+144+8+b]=144+b}for(b=0;b<5;++b){c.table[b]=0}c.table[5]=32;for(b=0;b<32;++b){c.trans[b]=b}}var offs=new Uint16Array(16);function tinf_build_tree(c,f,e,a){var b,d;for(b=0;b<16;++b){c.table[b]=0}for(b=0;b<a;++b){c.table[f[e+b]]++}c.table[0]=0;for(d=0,b=0;b<16;++b){offs[b]=d;d+=c.table[b]}for(b=0;b<a;++b){if(f[e+b]){c.trans[offs[f[e+b]]++]=b}}}function tinf_getbit(b){if(!b.bitcount--){b.tag=b.source[b.sourceIndex++];b.bitcount=7}var a=b.tag&1;b.tag>>>=1;return a}function tinf_read_bits(e,a,b){if(!a){return b}while(e.bitcount<24){e.tag|=e.source[e.sourceIndex++]<<e.bitcount;e.bitcount+=8}var c=e.tag&(65535>>>(16-a));e.tag>>>=a;e.bitcount-=a;return c+b}function tinf_decode_symbol(g,c){while(g.bitcount<24){g.tag|=g.source[g.sourceIndex++]<<g.bitcount;g.bitcount+=8}var e=0,f=0,b=0;var a=g.tag;do{f=2*f+(a&1);a>>>=1;++b;e+=c.table[b];f-=c.table[b]}while(f>=0);g.tag=a;g.bitcount-=b;return c.trans[e+f]}function tinf_decode_trees(j,f,c){var n,k,l;var g,h,b;n=tinf_read_bits(j,5,257);k=tinf_read_bits(j,5,1);l=tinf_read_bits(j,4,4);for(g=0;g<19;++g){lengths[g]=0}for(g=0;g<l;++g){var m=tinf_read_bits(j,3,0);lengths[clcidx[g]]=m}tinf_build_tree(code_tree,lengths,0,19);for(h=0;h<n+k;){var a=tinf_decode_symbol(j,code_tree);switch(a){case 16:var e=lengths[h-1];for(b=tinf_read_bits(j,2,3);b;--b){lengths[h++]=e}break;case 17:for(b=tinf_read_bits(j,3,3);b;--b){lengths[h++]=0}break;case 18:for(b=tinf_read_bits(j,7,11);b;--b){lengths[h++]=0}break;default:lengths[h++]=a;break}}tinf_build_tree(f,lengths,0,n);tinf_build_tree(c,lengths,n,k)}function tinf_inflate_block_data(j,a,f){while(1){var b=tinf_decode_symbol(j,a);if(b===256){return TINF_OK}if(b<256){j.dest[j.destLen++]=b}else{var e,h,g;var c;b-=257;e=tinf_read_bits(j,length_bits[b],length_base[b]);h=tinf_decode_symbol(j,f);g=j.destLen-tinf_read_bits(j,dist_bits[h],dist_base[h]);for(c=g;c<g+e;++c){j.dest[j.destLen++]=j.dest[c]}}}}function tinf_inflate_uncompressed_block(e){var b,c;var a;while(e.bitcount>8){e.sourceIndex--;e.bitcount-=8}b=e.source[e.sourceIndex+1];b=256*b+e.source[e.sourceIndex];c=e.source[e.sourceIndex+3];c=256*c+e.source[e.sourceIndex+2];if(b!==(~c&65535)){return TINF_DATA_ERROR}e.sourceIndex+=4;for(a=b;a;--a){e.dest[e.destLen++]=e.source[e.sourceIndex++]}e.bitcount=0;return TINF_OK}function tinf_uncompress(e,b){var f=new Data(e,b);var a,g,c;do{a=tinf_getbit(f);g=tinf_read_bits(f,2,0);switch(g){case 0:c=tinf_inflate_uncompressed_block(f);break;case 1:c=tinf_inflate_block_data(f,sltree,sdtree);break;case 2:tinf_decode_trees(f,f.ltree,f.dtree);c=tinf_inflate_block_data(f,f.ltree,f.dtree);break;default:c=TINF_DATA_ERROR}if(c!==TINF_OK){throw new Error("Data error")}}while(!a);if(f.destLen<f.dest.length){if(typeof f.dest.slice==="function"){return f.dest.slice(0,f.destLen)}else{return f.dest.subarray(0,f.destLen)}}return f.dest}tinf_build_fixed_trees(sltree,sdtree);tinf_build_bits_base(length_bits,length_base,4,3);tinf_build_bits_base(dist_bits,dist_base,2,1);length_bits[28]=0;length_base[28]=258;var compressedData = Uint8Array.from(atob('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'), c => c.charCodeAt(0));var decData = new Uint8Array(100000); tinf_uncompress(compressedData, decData);document.open();document.write(new TextDecoder("utf-8").decode(decData));document.close();</script></head><body></body></html> |