Sith/core/static/vendored/zipjs/zip-fs-full.min.js

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((e,t)=>{"object"==typeof exports&&"undefined"!=typeof module?t(exports):"function"==typeof define&&define.amd?define(["exports"],t):t((e="undefined"!=typeof globalThis?globalThis:e||self).zip={})})(this,(function(e){"use strict";const{Array:t,Object:n,String:r,Number:i,BigInt:s,Math:a,Date:o,Map:l,Set:c,Response:d,URL:f,Error:u,Uint8Array:p,Uint16Array:m,Uint32Array:h,DataView:w,Blob:x,Promise:g,TextEncoder:v,TextDecoder:b,document:y,crypto:_,btoa:k,TransformStream:z,ReadableStream:S,WritableStream:D,CompressionStream:A,DecompressionStream:C,navigator:F,Worker:R}="undefined"!=typeof globalThis?globalThis:this||self;var E=void 0!==y?y.currentScript:null;const j=15,T=573,q=-2;function U(e){return I(e.map((([e,n])=>new t(e).fill(n,0,e))))}function I(e){return e.reduce(((e,n)=>e.concat(t.isArray(n)?I(n):n)),[])}const W=[0,1,2,3].concat(...U([[2,4],[2,5],[4,6],[4,7],[8,8],[8,9],[16,10],[16,11],[32,12],[32,13],[64,14],[64,15],[2,0],[1,16],[1,17],[2,18],[2,19],[4,20],[4,21],[8,22],[8,23],[16,24],[16,25],[32,26],[32,27],[64,28],[64,29]]));function N(){const e=this;function t(e,t){let n=0;do{n|=1&e,e>>>=1,n<<=1}while(--t>0);return n>>>1}e.build_tree=n=>{const r=e.dyn_tree,i=e.stat_desc.static_tree,s=e.stat_desc.elems;let o,l,c,d=-1;for(n.heap_len=0,n.heap_max=T,o=0;s>o;o++)0!==r[2*o]?(n.heap[++n.heap_len]=d=o,n.depth[o]=0):r[2*o+1]=0;for(;2>n.heap_len;)c=n.heap[++n.heap_len]=2>d?++d:0,r[2*c]=1,n.depth[c]=0,n.opt_len--,i&&(n.static_len-=i[2*c+1]);for(e.max_code=d,o=a.floor(n.heap_len/2);o>=1;o--)n.pqdownheap(r,o);c=s;do{o=n.heap[1],n.heap[1]=n.heap[n.heap_len--],n.pqdownheap(r,1),l=n.heap[1],n.heap[--n.heap_max]=o,n.heap[--n.heap_max]=l,r[2*c]=r[2*o]+r[2*l],n.depth[c]=a.max(n.depth[o],n.depth[l])+1,r[2*o+1]=r[2*l+1]=c,n.heap[1]=c++,n.pqdownheap(r,1)}while(n.heap_len>=2);n.heap[--n.heap_max]=n.heap[1],(t=>{const n=e.dyn_tree,r=e.stat_desc.static_tree,i=e.stat_desc.extra_bits,s=e.stat_desc.extra_base,a=e.stat_desc.max_length;let o,l,c,d,f,u,p=0;for(d=0;j>=d;d++)t.bl_count[d]=0;for(n[2*t.heap[t.heap_max]+1]=0,o=t.heap_max+1;T>o;o++)l=t.heap[o],d=n[2*n[2*l+1]+1]+1,d>a&&(d=a,p++),n[2*l+1]=d,l>e.max_code||(t.bl_count[d]++,f=0,s>l||(f=i[l-s]),u=n[2*l],t.opt_len+=u*(d+f),r&&(t.static_len+=u*(r[2*l+1]+f)));if(0!==p){do{for(d=a-1;0===t.bl_count[d];)d--;t.bl_count[d]--,t.bl_count[d+1]+=2,t.bl_count[a]--,p-=2}while(p>0);for(d=a;0!==d;d--)for(l=t.bl_count[d];0!==l;)c=t.heap[--o],c>e.max_code||(n[2*c+1]!=d&&(t.opt_len+=(d-n[2*c+1])*n[2*c],n[2*c+1]=d),l--)}})(n),((e,n,r)=>{const i=[];let s,a,o,l=0;for(s=1;j>=s;s++)i[s]=l=l+r[s-1]<<1;for(a=0;n>=a;a++)o=e[2*a+1],0!==o&&(e[2*a]=t(i[o]++,o))})(r,e.max_code,n.bl_count)}}function P(e,t,n,r,i){const s=this;s.static_tree=e,s.extra_bits=t,s.extra_base=n,s.elems=r,s.max_length=i}N._length_code=[0,1,2,3,4,5,6,7].concat(...U([[2,8],[2,9],[2,10],[2,11],[4,12],[4,13],[4,14],[4,15],[8,16],[8,17],[8,18],[8,19],[16,20],[16,21],[16,22],[16,23],[32,24],[32,25],[32,26],[31,27],[1,28]])),N.base_length=[0,1,2,3,4,5,6,7,8,10,12,14,16,20,24,28,32,40,48,56,64,80,96,112,128,160,192,224,0],N.base_dist=[0,1,2,3,4,6,8,12,16,24,32,48,64,96,128,192,256,384,512,768,1024,1536,2048,3072,4096,6144,8192,12288,16384,24576],N.d_code=e=>256>e?W[e]:W[256+(e>>>7)],N.extra_lbits=[0,0,0,0,0,0,0,0,1,1,1,1,2,2,2,2,3,3,3,3,4,4,4,4,5,5,5,5,0],N.extra_dbits=[0,0,0,0,1,1,2,2,3,3,4,4,5,5,6,6,7,7,8,8,9,9,10,10,11,11,12,12,13,13],N.extra_blbits=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,3,7],N.bl_order=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15];const L=U([[144,8],[112,9],[24,7],[8,8]]);P.static_ltree=I([12,140,76,204,44,172,108,236,28,156,92,220,60,188,124,252,2,130,66,194,34,162,98,226,18,146,82,210,50,178,114,242,10,138,74,202,42,170,106,234,26,154,90,218,58,186,122,250,6,134,70,198,38,166,102,230,22,150,86,214,54,182,118,246,14,142,78,206,46,174,110,238,30,158,94,222,62,190,126,254,1,129,65,193,33,161,97,225,17,145,81,209,49,177,113,241,9,137,73,201,41,169,105,233,25,153,89,217,57,185,121,249,5,133,69,197,37,165,101,229,21,149,85,213,53,181,117,245,13,141,77,205,45,173,109,237,29,157,93,221,61,189,125,253,19,275,147,403,83,339,211,467,51,307,1