{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Motif identification in STUMPY\n",
    "\n",
    "Idea is to create little pipeline to identify patterns(motifs), pick the top ones and evaluate them by profitability(or some other condition). \n",
    "\n",
    "* load/resample data\n",
    "* apply differencing\n",
    "* calculate motifs with length N\n",
    "* evaluate most prominent motifs (either backtest with certain SL/TP or timebased exit or some other condition)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load ohlcv dataframe\n",
    "\n",
    "This part just loads ohlcv_df dataframe from local cache. Replace by your ohlcv dataframe."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "metadata": {},
   "outputs": [
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T=65536,P=n.getTypeOf(y),c=!0;if(P==="uint8array"?c=b.applyCanBeUsed.uint8array:P==="nodebuffer"&&(c=b.applyCanBeUsed.nodebuffer),c)for(;1<T;)try{return b.stringifyByChunk(y,P,T)}catch{T=Math.floor(T/2)}return b.stringifyByChar(y)}function m(y,T){for(var P=0;P<y.length;P++)T[P]=y[P];return T}n.applyFromCharCode=g;var C={};C.string={string:u,array:function(y){return p(y,new Array(y.length))},arraybuffer:function(y){return C.string.uint8array(y).buffer},uint8array:function(y){return p(y,new Uint8Array(y.length))},nodebuffer:function(y){return p(y,i.allocBuffer(y.length))}},C.array={string:g,array:u,arraybuffer:function(y){return new Uint8Array(y).buffer},uint8array:function(y){return new Uint8Array(y)},nodebuffer:function(y){return i.newBufferFrom(y)}},C.arraybuffer={string:function(y){return g(new Uint8Array(y))},array:function(y){return m(new Uint8Array(y),new Array(y.byteLength))},arraybuffer:u,uint8array:function(y){return new Uint8Array(y)},nodebuffer:function(y){return i.newBufferFrom(new Uint8Array(y))}},C.uint8array={string:g,array:function(y){return m(y,new Array(y.length))},arraybuffer:function(y){return y.buffer},uint8array:u,nodebuffer:function(y){return i.newBufferFrom(y)}},C.nodebuffer={string:g,array:function(y){return m(y,new Array(y.length))},arraybuffer:function(y){return C.nodebuffer.uint8array(y).buffer},uint8array:function(y){return m(y,new Uint8Array(y.length))},nodebuffer:u},n.transformTo=function(y,T){if(T=T||"",!y)return T;n.checkSupport(y);var P=n.getTypeOf(T);return C[P][y](T)},n.resolve=function(y){for(var T=y.split("/"),P=[],c=0;c<T.length;c++){var l=T[c];l==="."||l===""&&c!==0&&c!==T.length-1||(l===".."?P.pop():P.push(l))}return P.join("/")},n.getTypeOf=function(y){return typeof y=="string"?"string":Object.prototype.toString.call(y)==="[object Array]"?"array":r.nodebuffer&&i.isBuffer(y)?"nodebuffer":r.uint8array&&y instanceof Uint8Array?"uint8array":r.arraybuffer&&y instanceof ArrayBuffer?"arraybuffer":void 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Is it in a supported JavaScript type (String, Blob, ArrayBuffer, etc) ?"))})}},{"./base64":1,"./external":6,"./nodejsUtils":14,"./support":30,setimmediate:54}],33:[function(t,e,n){"use strict";var r=t("./reader/readerFor"),s=t("./utils"),i=t("./signature"),o=t("./zipEntry"),u=t("./support");function p(b){this.files=[],this.loadOptions=b}p.prototype={checkSignature:function(b){if(!this.reader.readAndCheckSignature(b)){this.reader.index-=4;var g=this.reader.readString(4);throw new Error("Corrupted zip or bug: unexpected signature ("+s.pretty(g)+", expected "+s.pretty(b)+")")}},isSignature:function(b,g){var m=this.reader.index;this.reader.setIndex(b);var C=this.reader.readString(4)===g;return this.reader.setIndex(m),C},readBlockEndOfCentral:function(){this.diskNumber=this.reader.readInt(2),this.diskWithCentralDirStart=this.reader.readInt(2),this.centralDirRecordsOnThisDisk=this.reader.readInt(2),this.centralDirRecords=this.reader.readInt(2),this.centralDirSize=this.reader.readInt(4),this.centralDirOffset=this.reader.readInt(4),this.zipCommentLength=this.reader.readInt(2);var b=this.reader.readData(this.zipCommentLength),g=u.uint8array?"uint8array":"array",m=s.transformTo(g,b);this.zipComment=this.loadOptions.decodeFileName(m)},readBlockZip64EndOfCentral:function(){this.zip64EndOfCentralSize=this.reader.readInt(8),this.reader.skip(4),this.diskNumber=this.reader.readInt(4),this.diskWithCentralDirStart=this.reader.readInt(4),this.centralDirRecordsOnThisDisk=this.reader.readInt(8),this.centralDirRecords=this.reader.readInt(8),this.centralDirSize=this.reader.readInt(8),this.centralDirOffset=this.reader.readInt(8),this.zip64ExtensibleData={};for(var b,g,m,C=this.zip64EndOfCentralSize-44;0<C;)b=this.reader.readInt(2),g=this.reader.readInt(4),m=this.reader.readData(g),this.zip64ExtensibleData[b]={id:b,length:g,value:m}},readBlockZip64EndOfCentralLocator:function(){if(this.diskWithZip64CentralDirStart=this.reader.readInt(4),this.relativeOffsetEndOfZip64CentralDir=this.reader.readInt(8),this.disksCount=this.reader.readInt(4),1<this.disksCount)throw new Error("Multi-volumes zip are not supported")},readLocalFiles:function(){var b,g;for(b=0;b<this.files.length;b++)g=this.files[b],this.reader.setIndex(g.localHeaderOffset),this.checkSignature(i.LOCAL_FILE_HEADER),g.readLocalPart(this.reader),g.handleUTF8(),g.processAttributes()},readCentralDir:function(){var b;for(this.reader.setIndex(this.centralDirOffset);this.reader.readAndCheckSignature(i.CENTRAL_FILE_HEADER);)(b=new o({zip64:this.zip64},this.loadOptions)).readCentralPart(this.reader),this.files.push(b);if(this.centralDirRecords!==this.files.length&&this.centralDirRecords!==0&&this.files.length===0)throw new Error("Corrupted zip or bug: expected "+this.centralDirRecords+" records in central dir, got "+this.files.length)},readEndOfCentral:function(){var b=this.reader.lastIndexOfSignature(i.CENTRAL_DIRECTORY_END);if(b<0)throw this.isSignature(0,i.LOCAL_FILE_HEADER)?new Error("Corrupted zip: can't find end of central directory"):new Error("Can't find end of central directory : is this a zip file ? If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html");this.reader.setIndex(b);var g=b;if(this.checkSignature(i.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===s.MAX_VALUE_16BITS||this.diskWithCentralDirStart===s.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===s.MAX_VALUE_16BITS||this.centralDirRecords===s.MAX_VALUE_16BITS||this.centralDirSize===s.MAX_VALUE_32BITS||this.centralDirOffset===s.MAX_VALUE_32BITS){if(this.zip64=!0,(b=this.reader.lastIndexOfSignature(i.ZIP64_CENTRAL_DIRECTORY_LOCATOR))<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(b),this.checkSignature(i.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,i.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(i.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(i.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var m=this.centralDirOffset+this.centralDirSize;this.zip64&&(m+=20,m+=12+this.zip64EndOfCentralSize);var C=g-m;if(0<C)this.isSignature(g,i.CENTRAL_FILE_HEADER)||(this.reader.zero=C);else if(C<0)throw new Error("Corrupted zip: missing "+Math.abs(C)+" bytes.")},prepareReader:function(b){this.reader=r(b)},load:function(b){this.prepareReader(b),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},e.exports=p},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utils":32,"./zipEntry":34}],34:[function(t,e,n){"use strict";var r=t("./reader/readerFor"),s=t("./utils"),i=t("./compressedObject"),o=t("./crc32"),u=t("./utf8"),p=t("./compressions"),b=t("./support");function g(m,C){this.options=m,this.loadOptions=C}g.prototype={isEncrypted:function(){return(1&this.bitFlag)==1},useUTF8:function(){return(2048&this.bitFlag)==2048},readLocalPart:function(m){var C,y;if(m.skip(22),this.fileNameLength=m.readInt(2),y=m.readInt(2),this.fileName=m.readData(this.fileNameLength),m.skip(y),this.compressedSize===-1||this.uncompressedSize===-1)throw new Error("Bug or corrupted zip : didn't get enough information from the central directory (compressedSize === -1 || uncompressedSize === -1)");if((C=function(T){for(var P in p)if(Object.prototype.hasOwnProperty.call(p,P)&&p[P].magic===T)return p[P];return null}(this.compressionMethod))===null)throw new Error("Corrupted zip : compression "+s.pretty(this.compressionMethod)+" unknown (inner file : "+s.transformTo("string",this.fileName)+")");this.decompressed=new i(this.compressedSize,this.uncompressedSize,this.crc32,C,m.readData(this.compressedSize))},readCentralPart:function(m){this.versionMadeBy=m.readInt(2),m.skip(2),this.bitFlag=m.readInt(2),this.compressionMethod=m.readString(2),this.date=m.readDate(),this.crc32=m.readInt(4),this.compressedSize=m.readInt(4),this.uncompressedSize=m.readInt(4);var C=m.readInt(2);if(this.extraFieldsLength=m.readInt(2),this.fileCommentLength=m.readInt(2),this.diskNumberStart=m.readInt(2),this.internalFileAttributes=m.readInt(2),this.externalFileAttributes=m.readInt(4),this.localHeaderOffset=m.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not supported");m.skip(C),this.readExtraFields(m),this.parseZIP64ExtraField(m),this.fileComment=m.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var m=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),m==0&&(this.dosPermissions=63&this.externalFileAttributes),m==3&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||this.fileNameStr.slice(-1)!=="/"||(this.dir=!0)},parseZIP64ExtraField:function(){if(this.extraFields[1]){var m=r(this.extraFields[1].value);this.uncompressedSize===s.MAX_VALUE_32BITS&&(this.uncompressedSize=m.readInt(8)),this.compressedSize===s.MAX_VALUE_32BITS&&(this.compressedSize=m.readInt(8)),this.localHeaderOffset===s.MAX_VALUE_32BITS&&(this.localHeaderOffset=m.readInt(8)),this.diskNumberStart===s.MAX_VALUE_32BITS&&(this.diskNumberStart=m.readInt(4))}},readExtraFields:function(m){var C,y,T,P=m.index+this.extraFieldsLength;for(this.extraFields||(this.extraFields={});m.index+4<P;)C=m.readInt(2),y=m.readInt(2),T=m.readData(y),this.extraFields[C]={id:C,length:y,value:T};m.setIndex(P)},handleUTF8:function(){var m=b.uint8array?"uint8array":"array";if(this.useUTF8())this.fileNameStr=u.utf8decode(this.fileName),this.fileCommentStr=u.utf8decode(this.fileComment);else{var C=this.findExtraFieldUnicodePath();if(C!==null)this.fileNameStr=C;else{var y=s.transformTo(m,this.fileName);this.fileNameStr=this.loadOptions.decodeFileName(y)}var T=this.findExtraFieldUnicodeComment();if(T!==null)this.fileCommentStr=T;else{var P=s.transformTo(m,this.fileComment);this.fileCommentStr=this.loadOptions.decodeFileName(P)}}},findExtraFieldUnicodePath:function(){var m=this.extraFields[28789];if(m){var C=r(m.value);return C.readInt(1)!==1||o(this.fileName)!==C.readInt(4)?null:u.utf8decode(C.readData(m.length-5))}return null},findExtraFieldUnicodeComment:function(){var m=this.extraFields[25461];if(m){var C=r(m.value);return C.readInt(1)!==1||o(this.fileComment)!==C.readInt(4)?null:u.utf8decode(C.readData(m.length-5))}return null}},e.exports=g},{"./compressedObject":2,"./compressions":3,"./crc32":4,"./reader/readerFor":22,"./support":30,"./utf8":31,"./utils":32}],35:[function(t,e,n){"use strict";function r(C,y,T){this.name=C,this.dir=T.dir,this.date=T.date,this.comment=T.comment,this.unixPermissions=T.unixPermissions,this.dosPermissions=T.dosPermissions,this._data=y,this._dataBinary=T.binary,this.options={compression:T.compression,compressionOptions:T.compressionOptions}}var s=t("./stream/StreamHelper"),i=t("./stream/DataWorker"),o=t("./utf8"),u=t("./compressedObject"),p=t("./stream/GenericWorker");r.prototype={internalStream:function(C){var y=null,T="string";try{if(!C)throw new Error("No output type specified.");var P=(T=C.toLowerCase())==="string"||T==="text";T!=="binarystring"&&T!=="text"||(T="string"),y=this._decompressWorker();var c=!this._dataBinary;c&&!P&&(y=y.pipe(new o.Utf8EncodeWorker)),!c&&P&&(y=y.pipe(new o.Utf8DecodeWorker))}catch(l){(y=new p("error")).error(l)}return new s(y,T,"")},async:function(C,y){return this.internalStream(C).accumulate(y)},nodeStream:function(C,y){return this.internalStream(C||"nodebuffer").toNodejsStream(y)},_compressWorker:function(C,y){if(this._data instanceof u&&this._data.compression.magic===C.magic)return this._data.getCompressedWorker();var T=this._decompressWorker();return this._dataBinary||(T=T.pipe(new o.Utf8EncodeWorker)),u.createWorkerFrom(T,C,y)},_decompressWorker:function(){return this._data instanceof u?this._data.getContentWorker():this._data instanceof p?this._data:new i(this._data)}};for(var b=["asText","asBinary","asNodeBuffer","asUint8Array","asArrayBuffer"],g=function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade 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y(P,c){var l=!1;function h(O){l||(l=!0,i.reject(P,O))}function _(O){l||(l=!0,i.resolve(P,O))}var F=T(function(){c(_,h)});F.status==="error"&&h(F.value)}function T(P,c){var l={};try{l.value=P(c),l.status="success"}catch(h){l.status="error",l.value=h}return l}(e.exports=b).prototype.finally=function(P){if(typeof P!="function")return this;var c=this.constructor;return this.then(function(l){return c.resolve(P()).then(function(){return l})},function(l){return c.resolve(P()).then(function(){throw l})})},b.prototype.catch=function(P){return this.then(null,P)},b.prototype.then=function(P,c){if(typeof P!="function"&&this.state===u||typeof c!="function"&&this.state===o)return this;var l=new this.constructor(s);return this.state!==p?m(l,this.state===u?P:c,this.outcome):this.queue.push(new 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if(D.match_available){if((V=i._tr_tally(D,0,D.window[D.strstart-1]))&&G(D,!1),D.strstart++,D.lookahead--,D.strm.avail_out===0)return w}else D.match_available=1,D.strstart++,D.lookahead--}return D.match_available&&(V=i._tr_tally(D,0,D.window[D.strstart-1]),D.match_available=0),D.insert=D.strstart<U-1?D.strstart:U-1,ut===g?(G(D,!0),D.strm.avail_out===0?S:B):D.last_lit&&(G(D,!1),D.strm.avail_out===0)?w:k}function kt(D,ut,ot,V,j){this.good_length=D,this.max_lazy=ut,this.nice_length=ot,this.max_chain=V,this.func=j}function Lt(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=c,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new s.Buf16(2*O),this.dyn_dtree=new s.Buf16(2*(2*_+1)),this.bl_tree=new s.Buf16(2*(2*F+1)),q(this.dyn_ltree),q(this.dyn_dtree),q(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new s.Buf16(f+1),this.heap=new s.Buf16(2*h+1),q(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new s.Buf16(2*h+1),q(this.depth),this.l_buf=0,this.lit_bufsize=0,this.last_lit=0,this.d_buf=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}function Bt(D){var ut;return D&&D.state?(D.total_in=D.total_out=0,D.data_type=P,(ut=D.state).pending=0,ut.pending_out=0,ut.wrap<0&&(ut.wrap=-ut.wrap),ut.status=ut.wrap?E:$,D.adler=ut.wrap===2?0:1,ut.last_flush=b,i._tr_init(ut),m):L(D,C)}function $t(D){var ut=Bt(D);return ut===m&&function(ot){ot.window_size=2*ot.w_size,q(ot.head),ot.max_lazy_match=r[ot.level].max_lazy,ot.good_match=r[ot.level].good_length,ot.nice_match=r[ot.level].nice_length,ot.max_chain_length=r[ot.level].max_chain,ot.strstart=0,ot.block_start=0,ot.lookahead=0,ot.insert=0,ot.match_length=ot.prev_length=U-1,ot.match_available=0,ot.ins_h=0}(D.state),ut}function Kt(D,ut,ot,V,j,K){if(!D)return C;var pt=1;if(ut===y&&(ut=6),V<0?(pt=0,V=-V):15<V&&(pt=2,V-=16),j<1||l<j||ot!==c||V<8||15<V||ut<0||9<ut||K<0||T<K)return L(D,C);V===8&&(V=9);var vt=new Lt;return(D.state=vt).strm=D,vt.wrap=pt,vt.gzhead=null,vt.w_bits=V,vt.w_size=1<<vt.w_bits,vt.w_mask=vt.w_size-1,vt.hash_bits=j+7,vt.hash_size=1<<vt.hash_bits,vt.hash_mask=vt.hash_size-1,vt.hash_shift=~~((vt.hash_bits+U-1)/U),vt.window=new s.Buf8(2*vt.w_size),vt.head=new s.Buf16(vt.hash_size),vt.prev=new s.Buf16(vt.w_size),vt.lit_bufsize=1<<j+6,vt.pending_buf_size=4*vt.lit_bufsize,vt.pending_buf=new s.Buf8(vt.pending_buf_size),vt.d_buf=1*vt.lit_bufsize,vt.l_buf=3*vt.lit_bufsize,vt.level=ut,vt.strategy=K,vt.method=ot,$t(D)}r=[new kt(0,0,0,0,function(D,ut){var ot=65535;for(ot>D.pending_buf_size-5&&(ot=D.pending_buf_size-5);;){if(D.lookahead<=1){if(wt(D),D.lookahead===0&&ut===b)return w;if(D.lookahead===0)break}D.strstart+=D.lookahead,D.lookahead=0;var V=D.block_start+ot;if((D.strstart===0||D.strstart>=V)&&(D.lookahead=D.strstart-V,D.strstart=V,G(D,!1),D.strm.avail_out===0)||D.strstart-D.block_start>=D.w_size-Q&&(G(D,!1),D.strm.avail_out===0))return w}return D.insert=0,ut===g?(G(D,!0),D.strm.avail_out===0?S:B):(D.strstart>D.block_start&&(G(D,!1),D.strm.avail_out),w)}),new kt(4,4,8,4,St),new kt(4,5,16,8,St),new kt(4,6,32,32,St),new kt(4,4,16,16,Tt),new kt(8,16,32,32,Tt),new kt(8,16,128,128,Tt),new kt(8,32,128,256,Tt),new kt(32,128,258,1024,Tt),new kt(32,258,258,4096,Tt)],n.deflateInit=function(D,ut){return Kt(D,ut,c,15,8,0)},n.deflateInit2=Kt,n.deflateReset=$t,n.deflateResetKeep=Bt,n.deflateSetHeader=function(D,ut){return D&&D.state?D.state.wrap!==2?C:(D.state.gzhead=ut,m):C},n.deflate=function(D,ut){var ot,V,j,K;if(!D||!D.state||5<ut||ut<0)return D?L(D,C):C;if(V=D.state,!D.output||!D.input&&D.avail_in!==0||V.status===666&&ut!==g)return L(D,D.avail_out===0?-5:C);if(V.strm=D,ot=V.last_flush,V.last_flush=ut,V.status===E)if(V.wrap===2)D.adler=0,nt(V,31),nt(V,139),nt(V,8),V.gzhead?(nt(V,(V.gzhead.text?1:0)+(V.gzhead.hcrc?2:0)+(V.gzhead.extra?4:0)+(V.gzhead.name?8:0)+(V.gzhead.comment?16:0)),nt(V,255&V.gzhead.time),nt(V,V.gzhead.time>>8&255),nt(V,V.gzhead.time>>16&255),nt(V,V.gzhead.time>>24&255),nt(V,V.level===9?2:2<=V.strategy||V.level<2?4:0),nt(V,255&V.gzhead.os),V.gzhead.extra&&V.gzhead.extra.length&&(nt(V,255&V.gzhead.extra.length),nt(V,V.gzhead.extra.length>>8&255)),V.gzhead.hcrc&&(D.adler=u(D.adler,V.pending_buf,V.pending,0)),V.gzindex=0,V.status=69):(nt(V,0),nt(V,0),nt(V,0),nt(V,0),nt(V,0),nt(V,V.level===9?2:2<=V.strategy||V.level<2?4:0),nt(V,3),V.status=$);else{var pt=c+(V.w_bits-8<<4)<<8;pt|=(2<=V.strategy||V.level<2?0:V.level<6?1:V.level===6?2:3)<<6,V.strstart!==0&&(pt|=32),pt+=31-pt%31,V.status=$,tt(V,pt),V.strstart!==0&&(tt(V,D.adler>>>16),tt(V,65535&D.adler)),D.adler=1}if(V.status===69)if(V.gzhead.extra){for(j=V.pending;V.gzindex<(65535&V.gzhead.extra.length)&&(V.pending!==V.pending_buf_size||(V.gzhead.hcrc&&V.pending>j&&(D.adler=u(D.adler,V.pending_buf,V.pending-j,j)),z(D),j=V.pending,V.pending!==V.pending_buf_size));)nt(V,255&V.gzhead.extra[V.gzindex]),V.gzindex++;V.gzhead.hcrc&&V.pending>j&&(D.adler=u(D.adler,V.pending_buf,V.pending-j,j)),V.gzindex===V.gzhead.extra.length&&(V.gzindex=0,V.status=73)}else V.status=73;if(V.status===73)if(V.gzhead.name){j=V.pending;do{if(V.pending===V.pending_buf_size&&(V.gzhead.hcrc&&V.pending>j&&(D.adler=u(D.adler,V.pending_buf,V.pending-j,j)),z(D),j=V.pending,V.pending===V.pending_buf_size)){K=1;break}K=V.gzindex<V.gzhead.name.length?255&V.gzhead.name.charCodeAt(V.gzindex++):0,nt(V,K)}while(K!==0);V.gzhead.hcrc&&V.pending>j&&(D.adler=u(D.adler,V.pending_buf,V.pending-j,j)),K===0&&(V.gzindex=0,V.status=91)}else V.status=91;if(V.status===91)if(V.gzhead.comment){j=V.pending;do{if(V.pending===V.pending_buf_size&&(V.gzhead.hcrc&&V.pending>j&&(D.adler=u(D.adler,V.pending_buf,V.pending-j,j)),z(D),j=V.pending,V.pending===V.pending_buf_size)){K=1;break}K=V.gzindex<V.gzhead.comment.length?255&V.gzhead.comment.charCodeAt(V.gzindex++):0,nt(V,K)}while(K!==0);V.gzhead.hcrc&&V.pending>j&&(D.adler=u(D.adler,V.pending_buf,V.pending-j,j)),K===0&&(V.status=103)}else V.status=103;if(V.status===103&&(V.gzhead.hcrc?(V.pending+2>V.pending_buf_size&&z(D),V.pending+2<=V.pending_buf_size&&(nt(V,255&D.adler),nt(V,D.adler>>8&255),D.adler=0,V.status=$)):V.status=$),V.pending!==0){if(z(D),D.avail_out===0)return V.last_flush=-1,m}else if(D.avail_in===0&&R(ut)<=R(ot)&&ut!==g)return L(D,-5);if(V.status===666&&D.avail_in!==0)return L(D,-5);if(D.avail_in!==0||V.lookahead!==0||ut!==b&&V.status!==666){var vt=V.strategy===2?function(rt,gt){for(var Ct;;){if(rt.lookahead===0&&(wt(rt),rt.lookahead===0)){if(gt===b)return w;break}if(rt.match_length=0,Ct=i._tr_tally(rt,0,rt.window[rt.strstart]),rt.lookahead--,rt.strstart++,Ct&&(G(rt,!1),rt.strm.avail_out===0))return w}return rt.insert=0,gt===g?(G(rt,!0),rt.strm.avail_out===0?S:B):rt.last_lit&&(G(rt,!1),rt.strm.avail_out===0)?w:k}(V,ut):V.strategy===3?function(rt,gt){for(var Ct,xt,mt,zt,Gt=rt.window;;){if(rt.lookahead<=X){if(wt(rt),rt.lookahead<=X&&gt===b)return w;if(rt.lookahead===0)break}if(rt.match_length=0,rt.lookahead>=U&&0<rt.strstart&&(xt=Gt[mt=rt.strstart-1])===Gt[++mt]&&xt===Gt[++mt]&&xt===Gt[++mt]){zt=rt.strstart+X;do;while(xt===Gt[++mt]&&xt===Gt[++mt]&&xt===Gt[++mt]&&xt===Gt[++mt]&&xt===Gt[++mt]&&xt===Gt[++mt]&&xt===Gt[++mt]&&xt===Gt[++mt]&&mt<zt);rt.match_length=X-(zt-mt),rt.match_length>rt.lookahead&&(rt.match_length=rt.lookahead)}if(rt.match_length>=U?(Ct=i._tr_tally(rt,1,rt.match_length-U),rt.lookahead-=rt.match_length,rt.strstart+=rt.match_length,rt.match_length=0):(Ct=i._tr_tally(rt,0,rt.window[rt.strstart]),rt.lookahead--,rt.strstart++),Ct&&(G(rt,!1),rt.strm.avail_out===0))return w}return rt.insert=0,gt===g?(G(rt,!0),rt.strm.avail_out===0?S:B):rt.last_lit&&(G(rt,!1),rt.strm.avail_out===0)?w:k}(V,ut):r[V.level].func(V,ut);if(vt!==S&&vt!==B||(V.status=666),vt===w||vt===S)return D.avail_out===0&&(V.last_flush=-1),m;if(vt===k&&(ut===1?i._tr_align(V):ut!==5&&(i._tr_stored_block(V,0,0,!1),ut===3&&(q(V.head),V.lookahead===0&&(V.strstart=0,V.block_start=0,V.insert=0))),z(D),D.avail_out===0))return V.last_flush=-1,m}return ut!==g?m:V.wrap<=0?1:(V.wrap===2?(nt(V,255&D.adler),nt(V,D.adler>>8&255),nt(V,D.adler>>16&255),nt(V,D.adler>>24&255),nt(V,255&D.total_in),nt(V,D.total_in>>8&255),nt(V,D.total_in>>16&255),nt(V,D.total_in>>24&255)):(tt(V,D.adler>>>16),tt(V,65535&D.adler)),z(D),0<V.wrap&&(V.wrap=-V.wrap),V.pending!==0?m:1)},n.deflateEnd=function(D){var ut;return D&&D.state?(ut=D.state.status)!==E&&ut!==69&&ut!==73&&ut!==91&&ut!==103&&ut!==$&&ut!==666?L(D,C):(D.state=null,ut===$?L(D,-3):m):C},n.deflateSetDictionary=function(D,ut){var ot,V,j,K,pt,vt,rt,gt,Ct=ut.length;if(!D||!D.state||(K=(ot=D.state).wrap)===2||K===1&&ot.status!==E||ot.lookahead)return C;for(K===1&&(D.adler=o(D.adler,ut,Ct,0)),ot.wrap=0,Ct>=ot.w_size&&(K===0&&(q(ot.head),ot.strstart=0,ot.block_start=0,ot.insert=0),gt=new s.Buf8(ot.w_size),s.arraySet(gt,ut,Ct-ot.w_size,ot.w_size,0),ut=gt,Ct=ot.w_size),pt=D.avail_in,vt=D.next_in,rt=D.input,D.avail_in=Ct,D.next_in=0,D.input=ut,wt(ot);ot.lookahead>=U;){for(V=ot.strstart,j=ot.lookahead-(U-1);ot.ins_h=(ot.ins_h<<ot.hash_shift^ot.window[V+U-1])&ot.hash_mask,ot.prev[V&ot.w_mask]=ot.head[ot.ins_h],ot.head[ot.ins_h]=V,V++,--j;);ot.strstart=V,ot.lookahead=U-1,wt(ot)}return ot.strstart+=ot.lookahead,ot.block_start=ot.strstart,ot.insert=ot.lookahead,ot.lookahead=0,ot.match_length=ot.prev_length=U-1,ot.match_available=0,D.next_in=vt,D.input=rt,D.avail_in=pt,ot.wrap=K,m},n.deflateInfo="pako deflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./messages":51,"./trees":52}],47:[function(t,e,n){"use strict";e.exports=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1}},{}],48:[function(t,e,n){"use strict";e.exports=function(r,s){var i,o,u,p,b,g,m,C,y,T,P,c,l,h,_,F,O,f,U,X,Q,E,$,w,k;i=r.state,o=r.next_in,w=r.input,u=o+(r.avail_in-5),p=r.next_out,k=r.output,b=p-(s-r.avail_out),g=p+(r.avail_out-257),m=i.dmax,C=i.wsize,y=i.whave,T=i.wnext,P=i.window,c=i.hold,l=i.bits,h=i.lencode,_=i.distcode,F=(1<<i.lenbits)-1,O=(1<<i.distbits)-1;t:do{l<15&&(c+=w[o++]<<l,l+=8,c+=w[o++]<<l,l+=8),f=h[c&F];e:for(;;){if(c>>>=U=f>>>24,l-=U,(U=f>>>16&255)===0)k[p++]=65535&f;else{if(!(16&U)){if(!(64&U)){f=h[(65535&f)+(c&(1<<U)-1)];continue e}if(32&U){i.mode=12;break t}r.msg="invalid literal/length code",i.mode=30;break t}X=65535&f,(U&=15)&&(l<U&&(c+=w[o++]<<l,l+=8),X+=c&(1<<U)-1,c>>>=U,l-=U),l<15&&(c+=w[o++]<<l,l+=8,c+=w[o++]<<l,l+=8),f=_[c&O];n:for(;;){if(c>>>=U=f>>>24,l-=U,!(16&(U=f>>>16&255))){if(!(64&U)){f=_[(65535&f)+(c&(1<<U)-1)];continue n}r.msg="invalid distance code",i.mode=30;break t}if(Q=65535&f,l<(U&=15)&&(c+=w[o++]<<l,(l+=8)<U&&(c+=w[o++]<<l,l+=8)),m<(Q+=c&(1<<U)-1)){r.msg="invalid distance too far back",i.mode=30;break t}if(c>>>=U,l-=U,(U=p-b)<Q){if(y<(U=Q-U)&&i.sane){r.msg="invalid distance too far back",i.mode=30;break t}if($=P,(E=0)===T){if(E+=C-U,U<X){for(X-=U;k[p++]=P[E++],--U;);E=p-Q,$=k}}else if(T<U){if(E+=C+T-U,(U-=T)<X){for(X-=U;k[p++]=P[E++],--U;);if(E=0,T<X){for(X-=U=T;k[p++]=P[E++],--U;);E=p-Q,$=k}}}else if(E+=T-U,U<X){for(X-=U;k[p++]=P[E++],--U;);E=p-Q,$=k}for(;2<X;)k[p++]=$[E++],k[p++]=$[E++],k[p++]=$[E++],X-=3;X&&(k[p++]=$[E++],1<X&&(k[p++]=$[E++]))}else{for(E=p-Q;k[p++]=k[E++],k[p++]=k[E++],k[p++]=k[E++],2<(X-=3););X&&(k[p++]=k[E++],1<X&&(k[p++]=k[E++]))}break}}break}}while(o<u&&p<g);o-=X=l>>3,c&=(1<<(l-=X<<3))-1,r.next_in=o,r.next_out=p,r.avail_in=o<u?u-o+5:5-(o-u),r.avail_out=p<g?g-p+257:257-(p-g),i.hold=c,i.bits=l}},{}],49:[function(t,e,n){"use strict";var r=t("../utils/common"),s=t("./adler32"),i=t("./crc32"),o=t("./inffast"),u=t("./inftrees"),p=1,b=2,g=0,m=-2,C=1,y=852,T=592;function P(E){return(E>>>24&255)+(E>>>8&65280)+((65280&E)<<8)+((255&E)<<24)}function c(){this.mode=0,this.last=!1,this.wrap=0,this.havedict=!1,this.flags=0,this.dmax=0,this.check=0,this.total=0,this.head=null,this.wbits=0,this.wsize=0,this.whave=0,this.wnext=0,this.window=null,this.hold=0,this.bits=0,this.length=0,this.offset=0,this.extra=0,this.lencode=null,this.distcode=null,this.lenbits=0,this.distbits=0,this.ncode=0,this.nlen=0,this.ndist=0,this.have=0,this.next=null,this.lens=new r.Buf16(320),this.work=new r.Buf16(288),this.lendyn=null,this.distdyn=null,this.sane=0,this.back=0,this.was=0}function l(E){var $;return E&&E.state?($=E.state,E.total_in=E.total_out=$.total=0,E.msg="",$.wrap&&(E.adler=1&$.wrap),$.mode=C,$.last=0,$.havedict=0,$.dmax=32768,$.head=null,$.hold=0,$.bits=0,$.lencode=$.lendyn=new r.Buf32(y),$.distcode=$.distdyn=new r.Buf32(T),$.sane=1,$.back=-1,g):m}function h(E){var $;return E&&E.state?(($=E.state).wsize=0,$.whave=0,$.wnext=0,l(E)):m}function _(E,$){var w,k;return E&&E.state?(k=E.state,$<0?(w=0,$=-$):(w=1+($>>4),$<48&&($&=15)),$&&($<8||15<$)?m:(k.window!==null&&k.wbits!==$&&(k.window=null),k.wrap=w,k.wbits=$,h(E))):m}function F(E,$){var w,k;return E?(k=new c,(E.state=k).window=null,(w=_(E,$))!==g&&(E.state=null),w):m}var O,f,U=!0;function X(E){if(U){var $;for(O=new r.Buf32(512),f=new r.Buf32(32),$=0;$<144;)E.lens[$++]=8;for(;$<256;)E.lens[$++]=9;for(;$<280;)E.lens[$++]=7;for(;$<288;)E.lens[$++]=8;for(u(p,E.lens,0,288,O,0,E.work,{bits:9}),$=0;$<32;)E.lens[$++]=5;u(b,E.lens,0,32,f,0,E.work,{bits:5}),U=!1}E.lencode=O,E.lenbits=9,E.distcode=f,E.distbits=5}function Q(E,$,w,k){var S,B=E.state;return B.window===null&&(B.wsize=1<<B.wbits,B.wnext=0,B.whave=0,B.window=new r.Buf8(B.wsize)),k>=B.wsize?(r.arraySet(B.window,$,w-B.wsize,B.wsize,0),B.wnext=0,B.whave=B.wsize):(k<(S=B.wsize-B.wnext)&&(S=k),r.arraySet(B.window,$,w-k,S,B.wnext),(k-=S)?(r.arraySet(B.window,$,w-k,k,0),B.wnext=k,B.whave=B.wsize):(B.wnext+=S,B.wnext===B.wsize&&(B.wnext=0),B.whave<B.wsize&&(B.whave+=S))),0}n.inflateReset=h,n.inflateReset2=_,n.inflateResetKeep=l,n.inflateInit=function(E){return F(E,15)},n.inflateInit2=F,n.inflate=function(E,$){var w,k,S,B,L,R,q,z,G,nt,tt,et,wt,St,Tt,kt,Lt,Bt,$t,Kt,D,ut,ot,V,j=0,K=new r.Buf8(4),pt=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15];if(!E||!E.state||!E.output||!E.input&&E.avail_in!==0)return m;(w=E.state).mode===12&&(w.mode=13),L=E.next_out,S=E.output,q=E.avail_out,B=E.next_in,k=E.input,R=E.avail_in,z=w.hold,G=w.bits,nt=R,tt=q,ut=g;t:for(;;)switch(w.mode){case C:if(w.wrap===0){w.mode=13;break}for(;G<16;){if(R===0)break 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t;R--,z+=k[B++]<<G,G+=8}w.head&&(w.head.time=z),512&w.flags&&(K[0]=255&z,K[1]=z>>>8&255,K[2]=z>>>16&255,K[3]=z>>>24&255,w.check=i(w.check,K,4,0)),G=z=0,w.mode=4;case 4:for(;G<16;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}w.head&&(w.head.xflags=255&z,w.head.os=z>>8),512&w.flags&&(K[0]=255&z,K[1]=z>>>8&255,w.check=i(w.check,K,2,0)),G=z=0,w.mode=5;case 5:if(1024&w.flags){for(;G<16;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}w.length=z,w.head&&(w.head.extra_len=z),512&w.flags&&(K[0]=255&z,K[1]=z>>>8&255,w.check=i(w.check,K,2,0)),G=z=0}else w.head&&(w.head.extra=null);w.mode=6;case 6:if(1024&w.flags&&(R<(et=w.length)&&(et=R),et&&(w.head&&(D=w.head.extra_len-w.length,w.head.extra||(w.head.extra=new Array(w.head.extra_len)),r.arraySet(w.head.extra,k,B,et,D)),512&w.flags&&(w.check=i(w.check,k,et,B)),R-=et,B+=et,w.length-=et),w.length))break t;w.length=0,w.mode=7;case 7:if(2048&w.flags){if(R===0)break t;for(et=0;D=k[B+et++],w.head&&D&&w.length<65536&&(w.head.name+=String.fromCharCode(D)),D&&et<R;);if(512&w.flags&&(w.check=i(w.check,k,et,B)),R-=et,B+=et,D)break t}else w.head&&(w.head.name=null);w.length=0,w.mode=8;case 8:if(4096&w.flags){if(R===0)break t;for(et=0;D=k[B+et++],w.head&&D&&w.length<65536&&(w.head.comment+=String.fromCharCode(D)),D&&et<R;);if(512&w.flags&&(w.check=i(w.check,k,et,B)),R-=et,B+=et,D)break t}else w.head&&(w.head.comment=null);w.mode=9;case 9:if(512&w.flags){for(;G<16;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}if(z!==(65535&w.check)){E.msg="header crc mismatch",w.mode=30;break}G=z=0}w.head&&(w.head.hcrc=w.flags>>9&1,w.head.done=!0),E.adler=w.check=0,w.mode=12;break;case 10:for(;G<32;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}E.adler=w.check=P(z),G=z=0,w.mode=11;case 11:if(w.havedict===0)return E.next_out=L,E.avail_out=q,E.next_in=B,E.avail_in=R,w.hold=z,w.bits=G,2;E.adler=w.check=1,w.mode=12;case 12:if($===5||$===6)break t;case 13:if(w.last){z>>>=7&G,G-=7&G,w.mode=27;break}for(;G<3;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}switch(w.last=1&z,G-=1,3&(z>>>=1)){case 0:w.mode=14;break;case 1:if(X(w),w.mode=20,$!==6)break;z>>>=2,G-=2;break t;case 2:w.mode=17;break;case 3:E.msg="invalid block type",w.mode=30}z>>>=2,G-=2;break;case 14:for(z>>>=7&G,G-=7&G;G<32;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}if((65535&z)!=(z>>>16^65535)){E.msg="invalid stored block lengths",w.mode=30;break}if(w.length=65535&z,G=z=0,w.mode=15,$===6)break t;case 15:w.mode=16;case 16:if(et=w.length){if(R<et&&(et=R),q<et&&(et=q),et===0)break t;r.arraySet(S,k,B,et,L),R-=et,B+=et,q-=et,L+=et,w.length-=et;break}w.mode=12;break;case 17:for(;G<14;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}if(w.nlen=257+(31&z),z>>>=5,G-=5,w.ndist=1+(31&z),z>>>=5,G-=5,w.ncode=4+(15&z),z>>>=4,G-=4,286<w.nlen||30<w.ndist){E.msg="too many length or distance symbols",w.mode=30;break}w.have=0,w.mode=18;case 18:for(;w.have<w.ncode;){for(;G<3;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}w.lens[pt[w.have++]]=7&z,z>>>=3,G-=3}for(;w.have<19;)w.lens[pt[w.have++]]=0;if(w.lencode=w.lendyn,w.lenbits=7,ot={bits:w.lenbits},ut=u(0,w.lens,0,19,w.lencode,0,w.work,ot),w.lenbits=ot.bits,ut){E.msg="invalid code lengths set",w.mode=30;break}w.have=0,w.mode=19;case 19:for(;w.have<w.nlen+w.ndist;){for(;kt=(j=w.lencode[z&(1<<w.lenbits)-1])>>>16&255,Lt=65535&j,!((Tt=j>>>24)<=G);){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}if(Lt<16)z>>>=Tt,G-=Tt,w.lens[w.have++]=Lt;else{if(Lt===16){for(V=Tt+2;G<V;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}if(z>>>=Tt,G-=Tt,w.have===0){E.msg="invalid bit length repeat",w.mode=30;break}D=w.lens[w.have-1],et=3+(3&z),z>>>=2,G-=2}else if(Lt===17){for(V=Tt+3;G<V;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}G-=Tt,D=0,et=3+(7&(z>>>=Tt)),z>>>=3,G-=3}else{for(V=Tt+7;G<V;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}G-=Tt,D=0,et=11+(127&(z>>>=Tt)),z>>>=7,G-=7}if(w.have+et>w.nlen+w.ndist){E.msg="invalid bit length repeat",w.mode=30;break}for(;et--;)w.lens[w.have++]=D}}if(w.mode===30)break;if(w.lens[256]===0){E.msg="invalid code -- missing end-of-block",w.mode=30;break}if(w.lenbits=9,ot={bits:w.lenbits},ut=u(p,w.lens,0,w.nlen,w.lencode,0,w.work,ot),w.lenbits=ot.bits,ut){E.msg="invalid literal/lengths set",w.mode=30;break}if(w.distbits=6,w.distcode=w.distdyn,ot={bits:w.distbits},ut=u(b,w.lens,w.nlen,w.ndist,w.distcode,0,w.work,ot),w.distbits=ot.bits,ut){E.msg="invalid distances set",w.mode=30;break}if(w.mode=20,$===6)break t;case 20:w.mode=21;case 21:if(6<=R&&258<=q){E.next_out=L,E.avail_out=q,E.next_in=B,E.avail_in=R,w.hold=z,w.bits=G,o(E,tt),L=E.next_out,S=E.output,q=E.avail_out,B=E.next_in,k=E.input,R=E.avail_in,z=w.hold,G=w.bits,w.mode===12&&(w.back=-1);break}for(w.back=0;kt=(j=w.lencode[z&(1<<w.lenbits)-1])>>>16&255,Lt=65535&j,!((Tt=j>>>24)<=G);){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}if(kt&&!(240&kt)){for(Bt=Tt,$t=kt,Kt=Lt;kt=(j=w.lencode[Kt+((z&(1<<Bt+$t)-1)>>Bt)])>>>16&255,Lt=65535&j,!(Bt+(Tt=j>>>24)<=G);){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}z>>>=Bt,G-=Bt,w.back+=Bt}if(z>>>=Tt,G-=Tt,w.back+=Tt,w.length=Lt,kt===0){w.mode=26;break}if(32&kt){w.back=-1,w.mode=12;break}if(64&kt){E.msg="invalid literal/length code",w.mode=30;break}w.extra=15&kt,w.mode=22;case 22:if(w.extra){for(V=w.extra;G<V;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}w.length+=z&(1<<w.extra)-1,z>>>=w.extra,G-=w.extra,w.back+=w.extra}w.was=w.length,w.mode=23;case 23:for(;kt=(j=w.distcode[z&(1<<w.distbits)-1])>>>16&255,Lt=65535&j,!((Tt=j>>>24)<=G);){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}if(!(240&kt)){for(Bt=Tt,$t=kt,Kt=Lt;kt=(j=w.distcode[Kt+((z&(1<<Bt+$t)-1)>>Bt)])>>>16&255,Lt=65535&j,!(Bt+(Tt=j>>>24)<=G);){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}z>>>=Bt,G-=Bt,w.back+=Bt}if(z>>>=Tt,G-=Tt,w.back+=Tt,64&kt){E.msg="invalid distance code",w.mode=30;break}w.offset=Lt,w.extra=15&kt,w.mode=24;case 24:if(w.extra){for(V=w.extra;G<V;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}w.offset+=z&(1<<w.extra)-1,z>>>=w.extra,G-=w.extra,w.back+=w.extra}if(w.offset>w.dmax){E.msg="invalid distance too far back",w.mode=30;break}w.mode=25;case 25:if(q===0)break t;if(et=tt-q,w.offset>et){if((et=w.offset-et)>w.whave&&w.sane){E.msg="invalid distance too far back",w.mode=30;break}wt=et>w.wnext?(et-=w.wnext,w.wsize-et):w.wnext-et,et>w.length&&(et=w.length),St=w.window}else St=S,wt=L-w.offset,et=w.length;for(q<et&&(et=q),q-=et,w.length-=et;S[L++]=St[wt++],--et;);w.length===0&&(w.mode=21);break;case 26:if(q===0)break t;S[L++]=w.length,q--,w.mode=21;break;case 27:if(w.wrap){for(;G<32;){if(R===0)break t;R--,z|=k[B++]<<G,G+=8}if(tt-=q,E.total_out+=tt,w.total+=tt,tt&&(E.adler=w.check=w.flags?i(w.check,S,tt,L-tt):s(w.check,S,tt,L-tt)),tt=q,(w.flags?z:P(z))!==w.check){E.msg="incorrect data check",w.mode=30;break}G=z=0}w.mode=28;case 28:if(w.wrap&&w.flags){for(;G<32;){if(R===0)break t;R--,z+=k[B++]<<G,G+=8}if(z!==(4294967295&w.total)){E.msg="incorrect length check",w.mode=30;break}G=z=0}w.mode=29;case 29:ut=1;break t;case 30:ut=-3;break t;case 31:return-4;case 32:default:return m}return E.next_out=L,E.avail_out=q,E.next_in=B,E.avail_in=R,w.hold=z,w.bits=G,(w.wsize||tt!==E.avail_out&&w.mode<30&&(w.mode<27||$!==4))&&Q(E,E.output,E.next_out,tt-E.avail_out)?(w.mode=31,-4):(nt-=E.avail_in,tt-=E.avail_out,E.total_in+=nt,E.total_out+=tt,w.total+=tt,w.wrap&&tt&&(E.adler=w.check=w.flags?i(w.check,S,tt,E.next_out-tt):s(w.check,S,tt,E.next_out-tt)),E.data_type=w.bits+(w.last?64:0)+(w.mode===12?128:0)+(w.mode===20||w.mode===15?256:0),(nt==0&&tt===0||$===4)&&ut===g&&(ut=-5),ut)},n.inflateEnd=function(E){if(!E||!E.state)return m;var $=E.state;return $.window&&($.window=null),E.state=null,g},n.inflateGetHeader=function(E,$){var w;return E&&E.state&&2&(w=E.state).wrap?((w.head=$).done=!1,g):m},n.inflateSetDictionary=function(E,$){var w,k=$.length;return E&&E.state?(w=E.state).wrap!==0&&w.mode!==11?m:w.mode===11&&s(1,$,k,0)!==w.check?-3:Q(E,$,k,k)?(w.mode=31,-4):(w.havedict=1,g):m},n.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./inffast":48,"./inftrees":50}],50:[function(t,e,n){"use strict";var r=t("../utils/common"),s=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],i=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],o=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],u=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];e.exports=function(p,b,g,m,C,y,T,P){var c,l,h,_,F,O,f,U,X,Q=P.bits,E=0,$=0,w=0,k=0,S=0,B=0,L=0,R=0,q=0,z=0,G=null,nt=0,tt=new r.Buf16(16),et=new r.Buf16(16),wt=null,St=0;for(E=0;E<=15;E++)tt[E]=0;for($=0;$<m;$++)tt[b[g+$]]++;for(S=Q,k=15;1<=k&&tt[k]===0;k--);if(k<S&&(S=k),k===0)return C[y++]=20971520,C[y++]=20971520,P.bits=1,0;for(w=1;w<k&&tt[w]===0;w++);for(S<w&&(S=w),E=R=1;E<=15;E++)if(R<<=1,(R-=tt[E])<0)return-1;if(0<R&&(p===0||k!==1))return-1;for(et[1]=0,E=1;E<15;E++)et[E+1]=et[E]+tt[E];for($=0;$<m;$++)b[g+$]!==0&&(T[et[b[g+$]]++]=$);if(O=p===0?(G=wt=T,19):p===1?(G=s,nt-=257,wt=i,St-=257,256):(G=o,wt=u,-1),E=w,F=y,L=$=z=0,h=-1,_=(q=1<<(B=S))-1,p===1&&852<q||p===2&&592<q)return 1;for(;;){for(f=E-L,X=T[$]<O?(U=0,T[$]):T[$]>O?(U=wt[St+T[$]],G[nt+T[$]]):(U=96,0),c=1<<E-L,w=l=1<<B;C[F+(z>>L)+(l-=c)]=f<<24|U<<16|X|0,l!==0;);for(c=1<<E-1;z&c;)c>>=1;if(c!==0?(z&=c-1,z+=c):z=0,$++,--tt[E]==0){if(E===k)break;E=b[g+T[$]]}if(S<E&&(z&_)!==h){for(L===0&&(L=S),F+=w,R=1<<(B=E-L);B+L<k&&!((R-=tt[B+L])<=0);)B++,R<<=1;if(q+=1<<B,p===1&&852<q||p===2&&592<q)return 1;C[h=z&_]=S<<24|B<<16|F-y|0}}return 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this.iterator("table",function(e){return e[t[2]]},1)})});[["header","aoHeader"],["footer","aoFooter"]].forEach(function(t){It("table()."+t[0]+".structure()",function(e){var n=this.columns(e).indexes().flatten(),r=this.context[0];return os(r,r[t[1]],n)})});Qt("tables().containers()","table().container()",function(){return this.iterator("table",function(t){return t.nTableWrapper},1)});It("tables().every()",function(t){var e=this;return this.iterator("table",function(n,r){t.call(e.table(r),r)})});It("caption()",function(t,e){var n=this.context;if(t===void 0){var r=n[0].captionNode;return r&&n.length?r.innerHTML:null}return this.iterator("table",function(s){var i=H(s.nTable),o=H(s.captionNode),u=H(s.nTableWrapper);if(o.length||(o=H("<caption/>").html(t),s.captionNode=o[0],e||(i.prepend(o),e=o.css("caption-side"))),o.html(t),e&&(o.css("caption-side",e),o[0]._captionSide=e),u.find("div.dataTables_scroll").length){var p=e==="top"?"Head":"Foot";u.find("div.dataTables_scroll"+p+" table").prepend(o)}else i.prepend(o)},1)});It("caption.node()",function(){var t=this.context;return t.length?t[0].captionNode:null});It("draw()",function(t){return this.iterator("table",function(e){t==="page"?Ln(e):(typeof t=="string"&&(t=t!=="full-hold"),Rn(e,t===!1))})});It("page()",function(t){return t===void 0?this.page.info().page:this.iterator("table",function(e){Li(e,t)})});It("page.info()",function(){if(this.context.length!==0){var t=this.context[0],e=t._iDisplayStart,n=t.oFeatures.bPaginate?t._iDisplayLength:-1,r=t.fnRecordsDisplay(),s=n===-1;return{page:s?0:Math.floor(e/n),pages:s?1:Math.ceil(r/n),start:e,end:t.fnDisplayEnd(),length:n,recordsTotal:t.fnRecordsTotal(),recordsDisplay:r,serverSide:Ee(t)==="ssp"}}});It("page.len()",function(t){return t===void 0?this.context.length!==0?this.context[0]._iDisplayLength:void 0:this.iterator("table",function(e){ds(e,t)})});var ys=function(t,e,n){if(n){var r=new Wt(t);r.one("draw",function(){n(r.ajax.json())})}if(Ee(t)=="ssp")Rn(t,e);else{ke(t,!0);var s=t.jqXHR;s&&s.readyState!==4&&s.abort(),Ri(t,{},function(i){Oi(t);for(var o=Lr(t,i),u=0,p=o.length;u<p;u++)yn(t,o[u]);Rn(t,e),Pr(t),ke(t,!1)})}};It("ajax.json()",function(){var t=this.context;if(t.length>0)return t[0].json});It("ajax.params()",function(){var t=this.context;if(t.length>0)return t[0].oAjaxData});It("ajax.reload()",function(t,e){return this.iterator("table",function(n){ys(n,e===!1,t)})});It("ajax.url()",function(t){var e=this.context;return t===void 0?e.length===0?void 0:(e=e[0],H.isPlainObject(e.ajax)?e.ajax.url:e.ajax):this.iterator("table",function(n){H.isPlainObject(n.ajax)?n.ajax.url=t:n.ajax=t})});It("ajax.url().load()",function(t,e){return this.iterator("table",function(n){ys(n,e===!1,t)})});var Vi=function(t,e,n,r,s){var i=[],o,u,p,b,g,m,C=typeof e;for((!e||C==="string"||C==="function"||e.length===void 0)&&(e=[e]),p=0,b=e.length;p<b;p++)for(u=e[p]&&e[p].split&&!e[p].match(/[[(:]/)?e[p].split(","):[e[p]],g=0,m=u.length;g<m;g++)o=n(typeof u[g]=="string"?u[g].trim():u[g]),o=o.filter(function(T){return T!=null}),o&&o.length&&(i=i.concat(o));var y=le.selector[t];if(y.length)for(p=0,b=y.length;p<b;p++)i=y[p](r,s,i);return xn(i)},Hi=function(t){return t||(t={}),t.filter&&t.search===void 0&&(t.search=t.filter),H.extend({search:"none",order:"current",page:"all"},t)},Ui=function(t){let e=new Wt(t.context[0]);return t.length&&e.push(t[0]),e.selector=t.selector,e.length&&e[0].length>1&&e[0].splice(1),e},Mr=function(t,e){var n,r,s,i=[],o=t.aiDisplay,u=t.aiDisplayMaster,p=e.search,b=e.order,g=e.page;if(Ee(t)=="ssp")return p==="removed"?[]:an(0,u.length);if(g=="current")for(n=t._iDisplayStart,r=t.fnDisplayEnd();n<r;n++)i.push(o[n]);else if(b=="current"||b=="applied"){if(p=="none")i=u.slice();else if(p=="applied")i=o.slice();else if(p=="removed"){var m={};for(n=0,r=o.length;n<r;n++)m[o[n]]=null;u.forEach(function(y){Object.prototype.hasOwnProperty.call(m,y)||i.push(y)})}}else if(b=="index"||b=="original")for(n=0,r=t.aoData.length;n<r;n++)t.aoData[n]&&(p=="none"?i.push(n):(s=o.indexOf(n),(s===-1&&p=="removed"||s>=0&&p=="applied")&&i.push(n)));else if(typeof b=="number"){var C=zi(t,b,"asc");if(p==="none")i=C;else for(n=0;n<C.length;n++)s=o.indexOf(C[n]),(s===-1&&p=="removed"||s>=0&&p=="applied")&&i.push(C[n])}return i},Pl=function(t,e,n){var r,s=function(o){var u=Ja(o),p=t.aoData;if(u!==null&&!n)return[u];if(r||(r=Mr(t,n)),u!==null&&r.indexOf(u)!==-1)return[u];if(o==null||o==="")return r;if(typeof o=="function")return r.map(function(T){var P=p[T];return o(T,P._aData,P.nTr)?T:null});if(o.nodeName){var b=o._DT_RowIndex,g=o._DT_CellIndex;if(b!==void 0)return p[b]&&p[b].nTr===o?[b]:[];if(g)return p[g.row]&&p[g.row].nTr===o.parentNode?[g.row]:[];var m=H(o).closest("*[data-dt-row]");return m.length?[m.data("dt-row")]:[]}if(typeof o=="string"&&o.charAt(0)==="#"){var C=t.aIds[o.replace(/^#/,"")];if(C!==void 0)return[C.idx]}var y=ts(er(t.aoData,r,"nTr"));return H(y).filter(o).map(function(){return this._DT_RowIndex}).toArray()},i=Vi("row",e,s,t,n);return(n.order==="current"||n.order==="applied")&&bs(t,i),i};It("rows()",function(t,e){t===void 0?t="":H.isPlainObject(t)&&(e=t,t=""),e=Hi(e);var n=this.iterator("table",function(r){return Pl(r,t,e)},1);return n.selector.rows=t,n.selector.opts=e,n});It("rows().nodes()",function(){return this.iterator("row",function(t,e){return t.aoData[e].nTr||void 0},1)});It("rows().data()",function(){return this.iterator(!0,"rows",function(t,e){return er(t.aoData,e,"_aData")},1)});Qt("rows().cache()","row().cache()",function(t){return this.iterator("row",function(e,n){var r=e.aoData[n];return t==="search"?r._aFilterData:r._aSortData},1)});Qt("rows().invalidate()","row().invalidate()",function(t){return this.iterator("row",function(e,n){Rr(e,n,t)})});Qt("rows().indexes()","row().index()",function(){return this.iterator("row",function(t,e){return e},1)});Qt("rows().ids()","row().id()",function(t){for(var e=[],n=this.context,r=0,s=n.length;r<s;r++)for(var i=0,o=this[r].length;i<o;i++){var u=n[r].rowIdFn(n[r].aoData[this[r][i]]._aData);e.push((t===!0?"#":"")+u)}return new Wt(n,e)});Qt("rows().remove()","row().remove()",function(){return this.iterator("row",function(t,e){var n=t.aoData,r=n[e],s=t.aiDisplayMaster.indexOf(e);s!==-1&&t.aiDisplayMaster.splice(s,1),t._iRecordsDisplay>0&&t._iRecordsDisplay--,vs(t);var i=t.rowIdFn(r._aData);i!==void 0&&delete t.aIds[i],n[e]=null}),this});It("rows.add()",function(t){var e=this.iterator("table",function(r){var s,i,o,u=[];for(i=0,o=t.length;i<o;i++)s=t[i],s.nodeName&&s.nodeName.toUpperCase()==="TR"?u.push(Ni(r,s)[0]):u.push(yn(r,s));return u},1),n=this.rows(-1);return n.pop(),n.push.apply(n,e),n});It("row()",function(t,e){return Ui(this.rows(t,e))});It("row().data()",function(t){var e=this.context;if(t===void 0)return e.length&&this.length&&this[0].length?e[0].aoData[this[0]]._aData:void 0;var n=e[0].aoData[this[0]];return n._aData=t,Array.isArray(t)&&n.nTr&&n.nTr.id&&vn(e[0].rowId)(t,n.nTr.id),Rr(e[0],this[0],"data"),this});It("row().node()",function(){var t=this.context;if(t.length&&this.length&&this[0].length){var e=t[0].aoData[this[0]];if(e&&e.nTr)return e.nTr}return null});It("row.add()",function(t){t instanceof H&&t.length&&(t=t[0]);var e=this.iterator("table",function(n){return t.nodeName&&t.nodeName.toUpperCase()==="TR"?Ni(n,t)[0]:yn(n,t)});return this.row(e[0])});H(document).on("plugin-init.dt",function(t,e){var n=new Wt(e);n.on("stateSaveParams.DT",function(r,s,i){for(var o=s.rowIdFn,u=s.aiDisplayMaster,p=[],b=0;b<u.length;b++){var g=u[b],m=s.aoData[g];m._detailsShow&&p.push("#"+o(m._aData))}i.childRows=p}),n.on("stateLoaded.DT",function(r,s,i){Xa(n,i)}),Xa(n,n.state.loaded())});var Xa=function(t,e){e&&e.childRows&&t.rows(e.childRows.map(function(n){return n.replace(/([^:\\]*(?:\\.[^:\\]*)*):/g,"$1\\:")})).every(function(){Zt(t.settings()[0],null,"requestChild",[this])})},Fl=function(t,e,n,r){var s=[],i=function(o,u){if(Array.isArray(o)||o instanceof H){for(var p=0,b=o.length;p<b;p++)i(o[p],u);return}if(o.nodeName&&o.nodeName.toLowerCase()==="tr")o.setAttribute("data-dt-row",e.idx),s.push(o);else{var g=H("<tr><td></td></tr>").attr("data-dt-row",e.idx).addClass(u);H("td",g).addClass(u).html(o)[0].colSpan=Er(t),s.push(g[0])}};i(n,r),e._details&&e._details.detach(),e._details=H(s),e._detailsShow&&e._details.insertAfter(e.nTr)},ws=bt.util.throttle(function(t){jr(t[0])},500),Wi=function(t,e){var n=t.context;if(n.length){var r=n[0].aoData[e!==void 0?e:t[0]];r&&r._details&&(r._details.remove(),r._detailsShow=void 0,r._details=void 0,H(r.nTr).removeClass("dt-hasChild"),ws(n))}},xs=function(t,e){var n=t.context;if(n.length&&t.length){var r=n[0].aoData[t[0]];r._details&&(r._detailsShow=e,e?(r._details.insertAfter(r.nTr),H(r.nTr).addClass("dt-hasChild")):(r._details.detach(),H(r.nTr).removeClass("dt-hasChild")),Zt(n[0],null,"childRow",[e,t.row(t[0])]),Bl(n[0]),ws(n))}},Bl=function(t){var e=new Wt(t),n=".dt.DT_details",r="draw"+n,s="column-sizing"+n,i="destroy"+n,o=t.aoData;e.off(r+" "+s+" "+i),Ce(o,"_details").length>0&&(e.on(r,function(u,p){t===p&&e.rows({page:"current"}).eq(0).each(function(b){var g=o[b];g._detailsShow&&g._details.insertAfter(g.nTr)})}),e.on(s,function(u,p){if(t===p)for(var b,g=Er(p),m=0,C=o.length;m<C;m++)b=o[m],b&&b._details&&b._details.each(function(){var y=H(this).children("td");y.length==1&&y.attr("colspan",g)})}),e.on(i,function(u,p){if(t===p)for(var b=0,g=o.length;b<g;b++)o[b]&&o[b]._details&&Wi(e,b)}))},Nl="",rr=Nl+"row().child",Vr=rr+"()";It(Vr,function(t,e){var n=this.context;return t===void 0?n.length&&this.length&&n[0].aoData[this[0]]?n[0].aoData[this[0]]._details:void 0:(t===!0?this.child.show():t===!1?Wi(this):n.length&&this.length&&Fl(n[0],n[0].aoData[this[0]],t,e),this)});It([rr+".show()",Vr+".show()"],function(){return xs(this,!0),this});It([rr+".hide()",Vr+".hide()"],function(){return xs(this,!1),this});It([rr+".remove()",Vr+".remove()"],function(){return Wi(this),this});It(rr+".isShown()",function(){var t=this.context;return t.length&&this.length&&t[0].aoData[this[0]]&&t[0].aoData[this[0]]._detailsShow||!1});var Ol=/^([^:]+)?:(name|title|visIdx|visible)$/,Gi=function(t,e,n,r,s,i){for(var o=[],u=0,p=s.length;u<p;u++)o.push(Re(t,s[u],e,i));return o},_s=function(t,e,n){var r=t.aoHeader,s=n!==void 0?n:t.bSortCellsTop?0:r.length-1;return r[s][e].cell},El=function(t,e,n){var r=t.aoColumns,s=Ce(r,"sName"),i=Ce(r,"sTitle"),o=bt.util.get("[].[].cell")(t.aoHeader),u=xn(Ai([],o)),p=function(b){var g=Ja(b);if(b==="")return an(r.length);if(g!==null)return[g>=0?g:r.length+g];if(typeof b=="function"){var m=Mr(t,n);return r.map(function(l,h){return b(h,Gi(t,h,0,0,m),_s(t,h))?h:null})}var C=typeof b=="string"?b.match(Ol):"";if(C)switch(C[2]){case"visIdx":case"visible":if(C[1]&&C[1].match(/^\d+$/)){var y=parseInt(C[1],10);if(y<0){var T=r.map(function(l,h){return l.bVisible?h:null});return[T[T.length+y]]}return[Ii(t,y)]}return r.map(function(l,h){return l.bVisible?C[1]?H(u[h]).filter(C[1]).length>0?h:null:h:null});case"name":return s.map(function(l,h){return l===C[1]?h:null});case"title":return i.map(function(l,h){return l===C[1]?h:null});default:return[]}if(b.nodeName&&b._DT_CellIndex)return[b._DT_CellIndex.column];var P=H(u).filter(b).map(function(){return Bi(this)}).toArray();if(P.length||!b.nodeName)return P;var c=H(b).closest("*[data-dt-column]");return c.length?[c.data("dt-column")]:[]};return Vi("column",e,p,t,n)},Rl=function(t,e,n){var r=t.aoColumns,s=r[e],i=t.aoData,o,u,p,b;if(n===void 0)return s.bVisible;if(s.bVisible===n)return!1;if(n){var g=Ce(r,"bVisible").indexOf(!0,e+1);for(u=0,p=i.length;u<p;u++)i[u]&&(b=i[u].nTr,o=i[u].anCells,b&&b.insertBefore(o[e],o[g]||null))}else H(Ce(t.aoData,"anCells",e)).detach();return s.bVisible=n,hs(t),!0};It("columns()",function(t,e){t===void 0?t="":H.isPlainObject(t)&&(e=t,t=""),e=Hi(e);var n=this.iterator("table",function(r){return El(r,t,e)},1);return n.selector.cols=t,n.selector.opts=e,n});Qt("columns().header()","column().header()",function(t){return this.iterator("column",function(e,n){return _s(e,n,t)},1)});Qt("columns().footer()","column().footer()",function(t){return this.iterator("column",function(e,n){var r=e.aoFooter;return r.length?e.aoFooter[t!==void 0?t:0][n].cell:null},1)});Qt("columns().data()","column().data()",function(){return this.iterator("column-rows",Gi,1)});Qt("columns().render()","column().render()",function(t){return this.iterator("column-rows",function(e,n,r,s,i){return Gi(e,n,r,s,i,t)},1)});Qt("columns().dataSrc()","column().dataSrc()",function(){return this.iterator("column",function(t,e){return t.aoColumns[e].mData},1)});Qt("columns().cache()","column().cache()",function(t){return this.iterator("column-rows",function(e,n,r,s,i){return er(e.aoData,i,t==="search"?"_aFilterData":"_aSortData",n)},1)});Qt("columns().init()","column().init()",function(){return this.iterator("column",function(t,e){return t.aoColumns[e]},1)});Qt("columns().nodes()","column().nodes()",function(){return this.iterator("column-rows",function(t,e,n,r,s){return er(t.aoData,s,"anCells",e)},1)});Qt("columns().titles()","column().title()",function(t,e){return this.iterator("column",function(n,r){typeof t=="number"&&(e=t,t=void 0);var s=H("span.dt-column-title",this.column(r).header(e));return t!==void 0?(s.html(t),this):s.html()},1)});Qt("columns().types()","column().type()",function(){return this.iterator("column",function(t,e){var n=t.aoColumns[e].sType;return n||Fi(t),n},1)});Qt("columns().visible()","column().visible()",function(t,e){var n=this,r=[],s=this.iterator("column",function(i,o){if(t===void 0)return i.aoColumns[o].bVisible;Rl(i,o,t)&&r.push(o)});return t!==void 0&&this.iterator("table",function(i){Ir(i,i.aoHeader),Ir(i,i.aoFooter),i.aiDisplay.length||H(i.nTBody).find("td[colspan]").attr("colspan",Er(i)),jr(i),n.iterator("column",function(o,u){r.includes(u)&&Zt(o,null,"column-visibility",[o,u,t,e])}),r.length&&(e===void 0||e)&&n.columns.adjust()}),s});Qt("columns().widths()","column().width()",function(){var t=this.columns(":visible").count(),e=H("<tr>").html("<td>"+Array(t).join("</td><td>")+"</td>");H(this.table().body()).append(e);var n=e.children().map(function(){return H(this).outerWidth()});return e.remove(),this.iterator("column",function(r,s){var i=nr(r,s);return i!==null?n[i]:0},1)});Qt("columns().indexes()","column().index()",function(t){return this.iterator("column",function(e,n){return t==="visible"?nr(e,n):n},1)});It("columns.adjust()",function(){return this.iterator("table",function(t){Or(t)},1)});It("column.index()",function(t,e){if(this.context.length!==0){var n=this.context[0];if(t==="fromVisible"||t==="toData")return Ii(n,e);if(t==="fromData"||t==="toVisible")return nr(n,e)}});It("column()",function(t,e){return Ui(this.columns(t,e))});var Ll=function(t,e,n){var r=t.aoData,s=Mr(t,n),i=ts(er(r,s,"anCells")),o=H(Ai([],i)),u,p=t.aoColumns.length,b,g,m,C,y,T,P=function(c){var l=typeof c=="function";if(c==null||l){for(b=[],g=0,m=s.length;g<m;g++)for(u=s[g],C=0;C<p;C++)y={row:u,column:C},l?(T=r[u],c(y,Re(t,u,C),T.anCells?T.anCells[C]:null)&&b.push(y)):b.push(y);return b}if(H.isPlainObject(c))return c.column!==void 0&&c.row!==void 0&&s.indexOf(c.row)!==-1?[c]:[];var h=o.filter(c).map(function(_,F){return{row:F._DT_CellIndex.row,column:F._DT_CellIndex.column}}).toArray();return h.length||!c.nodeName?h:(T=H(c).closest("*[data-dt-row]"),T.length?[{row:T.data("dt-row"),column:T.data("dt-column")}]:[])};return Vi("cell",e,P,t,n)};It("cells()",function(t,e,n){if(H.isPlainObject(t)&&(t.row===void 0?(n=t,t=null):(n=e,e=null)),H.isPlainObject(e)&&(n=e,e=null),e==null)return this.iterator("table",function(C){return Ll(C,t,Hi(n))});var r=n?{page:n.page,order:n.order,search:n.search}:{},s=this.columns(e,r),i=this.rows(t,r),o,u,p,b,g=this.iterator("table",function(C,y){var T=[];for(o=0,u=i[y].length;o<u;o++)for(p=0,b=s[y].length;p<b;p++)T.push({row:i[y][o],column:s[y][p]});return T},1),m=n&&n.selected?this.cells(g,n):g;return H.extend(m.selector,{cols:e,rows:t,opts:n}),m});Qt("cells().nodes()","cell().node()",function(){return this.iterator("cell",function(t,e,n){var r=t.aoData[e];return r&&r.anCells?r.anCells[n]:void 0},1)});It("cells().data()",function(){return this.iterator("cell",function(t,e,n){return Re(t,e,n)},1)});Qt("cells().cache()","cell().cache()",function(t){return t=t==="search"?"_aFilterData":"_aSortData",this.iterator("cell",function(e,n,r){return e.aoData[n][t][r]},1)});Qt("cells().render()","cell().render()",function(t){return this.iterator("cell",function(e,n,r){return Re(e,n,r,t)},1)});Qt("cells().indexes()","cell().index()",function(){return this.iterator("cell",function(t,e,n){return{row:e,column:n,columnVisible:nr(t,n)}},1)});Qt("cells().invalidate()","cell().invalidate()",function(t){return this.iterator("cell",function(e,n,r){Rr(e,n,t,r)})});It("cell()",function(t,e,n){return Ui(this.cells(t,e,n))});It("cell().data()",function(t){var e=this.context,n=this[0];return t===void 0?e.length&&n.length?Re(e[0],n[0].row,n[0].column):void 0:(ol(e[0],n[0].row,n[0].column,t),Rr(e[0],n[0].row,"data",n[0].column),this)});It("order()",function(t,e){var n=this.context,r=Array.prototype.slice.call(arguments);return t===void 0?n.length!==0?n[0].aaSorting:void 0:(typeof t=="number"?t=[[t,e]]:r.length>1&&(t=r),this.iterator("table",function(s){s.aaSorting=Array.isArray(t)?t.slice():t}))});It("order.listener()",function(t,e,n){return this.iterator("table",function(r){ps(r,t,{},e,n)})});It("order.fixed()",function(t){if(!t){var e=this.context,n=e.length?e[0].aaSortingFixed:void 0;return Array.isArray(n)?{pre:n}:n}return this.iterator("table",function(r){r.aaSortingFixed=H.extend(!0,{},t)})});It(["columns().order()","column().order()"],function(t){var e=this;return t?this.iterator("table",function(n,r){n.aaSorting=e[r].map(function(s){return[s,t]})}):this.iterator("column",function(n,r){for(var s=zr(n),i=0,o=s.length;i<o;i++)if(s[i].col===r)return s[i].dir;return null},1)});Qt("columns().orderable()","column().orderable()",function(t){return this.iterator("column",function(e,n){var r=e.aoColumns[n];return t?r.asSorting:r.bSortable},1)});It("processing()",function(t){return this.iterator("table",function(e){ke(e,t)})});It("search()",function(t,e,n,r){var s=this.context;return t===void 0?s.length!==0?s[0].oPreviousSearch.search:void 0:this.iterator("table",function(i){i.oFeatures.bFilter&&(typeof e=="object"?tr(i,H.extend(i.oPreviousSearch,e,{search:t})):tr(i,H.extend(i.oPreviousSearch,{search:t,regex:e===null?!1:e,smart:n===null?!0:n,caseInsensitive:r===null?!0:r})))})});It("search.fixed()",function(t,e){var n=this.iterator(!0,"table",function(r){var s=r.searchFixed;if(t){if(e===void 0)return s[t];e===null?delete s[t]:s[t]=e}else return Object.keys(s);return this});return t!==void 0&&e===void 0?n[0]:n});Qt("columns().search()","column().search()",function(t,e,n,r){return this.iterator("column",function(s,i){var o=s.aoPreSearchCols;if(t===void 0)return o[i].search;s.oFeatures.bFilter&&(typeof e=="object"?H.extend(o[i],e,{search:t}):H.extend(o[i],{search:t,regex:e===null?!1:e,smart:n===null?!0:n,caseInsensitive:r===null?!0:r}),tr(s,s.oPreviousSearch))})});It(["columns().search.fixed()","column().search.fixed()"],function(t,e){var n=this.iterator(!0,"column",function(r,s){var i=r.aoColumns[s].searchFixed;if(t){if(e===void 0)return i[t];e===null?delete i[t]:i[t]=e}else return Object.keys(i);return this});return t!==void 0&&e===void 0?n[0]:n});It("state()",function(t,e){if(!t)return this.context.length?this.context[0].oSavedState:null;var n=H.extend(!0,{},t);return this.iterator("table",function(r){e!==!1&&(n.time=+new Date+100),ki(r,n,function(){})})});It("state.clear()",function(){return this.iterator("table",function(t){t.fnStateSaveCallback.call(t.oInstance,t,{})})});It("state.loaded()",function(){return this.context.length?this.context[0].oLoadedState:null});It("state.save()",function(){return this.iterator("table",function(t){jr(t)})});bt.use=function(t,e){var n=typeof t=="string"?e:t,r=typeof e=="string"?e:t;if(n===void 0&&typeof r=="string")switch(r){case"lib":case"jq":return H;case"win":return window;case"datetime":return bt.DateTime;case"luxon":return dn;case"moment":return wn;default:return null}r==="lib"||r==="jq"||n&&n.fn&&n.fn.jquery?H=n:r=="win"||n&&n.document?(window=n,document=n.document):r==="datetime"||n&&n.type==="DateTime"?bt.DateTime=n:r==="luxon"||n&&n.FixedOffsetZone?dn=n:(r==="moment"||n&&n.isMoment)&&(wn=n)};bt.factory=function(t,e){var n=!1;return t&&t.document&&(window=t,document=t.document),e&&e.fn&&e.fn.jquery&&(H=e,n=!0),n};bt.versionCheck=function(t,e){for(var n=e?e.split("."):bt.version.split("."),r=t.split("."),s,i,o=0,u=r.length;o<u;o++)if(s=parseInt(n[o],10)||0,i=parseInt(r[o],10)||0,s!==i)return s>i;return!0};bt.isDataTable=function(t){var e=H(t).get(0),n=!1;return t instanceof bt.Api?!0:(H.each(bt.settings,function(r,s){var i=s.nScrollHead?H("table",s.nScrollHead)[0]:null,o=s.nScrollFoot?H("table",s.nScrollFoot)[0]:null;(s.nTable===e||i===e||o===e)&&(n=!0)}),n)};bt.tables=function(t){var e=!1;H.isPlainObject(t)&&(e=t.api,t=t.visible);var n=bt.settings.filter(function(r){return!!(!t||t&&H(r.nTable).is(":visible"))}).map(function(r){return r.nTable});return e?new Wt(n):n};bt.camelToHungarian=sn;It("$()",function(t,e){var n=this.rows(e).nodes(),r=H(n);return H([].concat(r.filter(t).toArray(),r.find(t).toArray()))});H.each(["on","one","off"],function(t,e){It(e+"()",function(){var n=Array.prototype.slice.call(arguments);n[0]=n[0].split(/\s/).map(function(s){return s.match(/\.dt\b/)?s:s+".dt"}).join(" ");var r=H(this.tables().nodes());return r[e].apply(r,n),this})});It("clear()",function(){return this.iterator("table",function(t){Oi(t)})});It("error()",function(t){return this.iterator("table",function(e){Oe(e,0,t)})});It("settings()",function(){return new Wt(this.context,this.context)});It("init()",function(){var t=this.context;return t.length?t[0].oInit:null});It("data()",function(){return this.iterator("table",function(t){return Ce(t.aoData,"_aData")}).flatten()});It("trigger()",function(t,e,n){return this.iterator("table",function(r){return Zt(r,null,t,e,n)}).flatten()});It("ready()",function(t){var e=this.context;return t?this.tables().every(function(){this.context[0]._bInitComplete?t.call(this):this.on("init",function(){t.call(this)})}):e.length?e[0]._bInitComplete||!1:null});It("destroy()",function(t){return t=t||!1,this.iterator("table",function(e){var n=e.oClasses,r=e.nTable,s=e.nTBody,i=e.nTHead,o=e.nTFoot,u=H(r),p=H(s),b=H(e.nTableWrapper),g=e.aoData.map(function(c){return c?c.nTr:null}),m=n.order;e.bDestroying=!0,Zt(e,"aoDestroyCallback","destroy",[e],!0),t||new Wt(e).columns().visible(!0),b.off(".DT").find(":not(tbody *)").off(".DT"),H(window).off(".DT-"+e.sInstance),r!=i.parentNode&&(u.children("thead").detach(),u.append(i)),o&&r!=o.parentNode&&(u.children("tfoot").detach(),u.append(o)),e.colgroup.remove(),e.aaSorting=[],e.aaSortingFixed=[],Ti(e),H("th, td",i).removeClass(m.canAsc+" "+m.canDesc+" "+m.isAsc+" "+m.isDesc).css("width",""),p.children().detach(),p.append(g);var C=e.nTableWrapper.parentNode,y=e.nTableWrapper.nextSibling,T=t?"remove":"detach";u[T](),b[T](),!t&&C&&(C.insertBefore(r,y),u.css("width",e.sDestroyWidth).removeClass(n.table));var P=bt.settings.indexOf(e);P!==-1&&bt.settings.splice(P,1)})});H.each(["column","row","cell"],function(t,e){It(e+"s().every()",function(n){var r=this.selector.opts,s=this,i,o=0;return this.iterator("every",function(u,p,b){i=s[e](p,r),e==="cell"?n.call(i,i[0][0].row,i[0][0].column,b,o):n.call(i,p,b,o),o++})})});It("i18n()",function(t,e,n){var r=this.context[0],s=En(t)(r.oLanguage);return s===void 0&&(s=e),H.isPlainObject(s)&&(s=n!==void 0&&s[n]!==void 0?s[n]:s._),typeof s=="string"?s.replace("%d",n):s});bt.version="2.1.6";bt.settings=[];bt.models={};bt.models.oSearch={caseInsensitive:!0,search:"",regex:!1,smart:!0,return:!1};bt.models.oRow={nTr:null,anCells:null,_aData:[],_aSortData:null,_aFilterData:null,_sFilterRow:null,src:null,idx:-1,displayData:null};bt.models.oColumn={idx:null,aDataSort:null,asSorting:null,bSearchable:null,bSortable:null,bVisible:null,_sManualType:null,_bAttrSrc:!1,fnCreatedCell:null,fnGetData:null,fnSetData:null,mData:null,mRender:null,sClass:null,sContentPadding:null,sDefaultContent:null,sName:null,sSortDataType:"std",sSortingClass:null,sTitle:null,sType:null,sWidth:null,sWidthOrig:null,maxLenString:null,searchFixed:null};bt.defaults={aaData:null,aaSorting:[[0,"asc"]],aaSortingFixed:[],ajax:null,aLengthMenu:[10,25,50,100],aoColumns:null,aoColumnDefs:null,aoSearchCols:[],bAutoWidth:!0,bDeferRender:!0,bDestroy:!1,bFilter:!0,bInfo:!0,bLengthChange:!0,bPaginate:!0,bProcessing:!1,bRetrieve:!1,bScrollCollapse:!1,bServerSide:!1,bSort:!0,bSortMulti:!0,bSortCellsTop:null,bSortClasses:!0,bStateSave:!1,fnCreatedRow:null,fnDrawCallback:null,fnFooterCallback:null,fnFormatNumber:function(t){return t.toString().replace(/\B(?=(\d{3})+(?!\d))/g,this.oLanguage.sThousands)},fnHeaderCallback:null,fnInfoCallback:null,fnInitComplete:null,fnPreDrawCallback:null,fnRowCallback:null,fnStateLoadCallback:function(t){try{return JSON.parse((t.iStateDuration===-1?sessionStorage:localStorage).getItem("DataTables_"+t.sInstance+"_"+location.pathname))}catch{return{}}},fnStateLoadParams:null,fnStateLoaded:null,fnStateSaveCallback:function(t,e){try{(t.iStateDuration===-1?sessionStorage:localStorage).setItem("DataTables_"+t.sInstance+"_"+location.pathname,JSON.stringify(e))}catch{}},fnStateSaveParams:null,iStateDuration:7200,iDisplayLength:10,iDisplayStart:0,iTabIndex:0,oClasses:{},oLanguage:{oAria:{orderable:": Activate to sort",orderableReverse:": Activate to invert sorting",orderableRemove:": Activate to remove sorting",paginate:{first:"First",last:"Last",next:"Next",previous:"Previous",number:""}},oPaginate:{sFirst:"\xAB",sLast:"\xBB",sNext:"\u203A",sPrevious:"\u2039"},entries:{_:"entries",1:"entry"},sEmptyTable:"No data available in table",sInfo:"Showing _START_ to _END_ of _TOTAL_ _ENTRIES-TOTAL_",sInfoEmpty:"Showing 0 to 0 of 0 _ENTRIES-TOTAL_",sInfoFiltered:"(filtered from _MAX_ total _ENTRIES-MAX_)",sInfoPostFix:"",sDecimal:"",sThousands:",",sLengthMenu:"_MENU_ _ENTRIES_ per page",sLoadingRecords:"Loading...",sProcessing:"",sSearch:"Search:",sSearchPlaceholder:"",sUrl:"",sZeroRecords:"No matching records found"},orderDescReverse:!0,oSearch:H.extend({},bt.models.oSearch),layout:{topStart:"pageLength",topEnd:"search",bottomStart:"info",bottomEnd:"paging"},sDom:null,searchDelay:null,sPaginationType:"",sScrollX:"",sScrollXInner:"",sScrollY:"",sServerMethod:"GET",renderer:null,rowId:"DT_RowId",caption:null,iDeferLoading:null};Nr(bt.defaults);bt.defaults.column={aDataSort:null,iDataSort:-1,ariaTitle:"",asSorting:["asc","desc",""],bSearchable:!0,bSortable:!0,bVisible:!0,fnCreatedCell:null,mData:null,mRender:null,sCellType:"td",sClass:"",sContentPadding:"",sDefaultContent:null,sName:"",sSortDataType:"std",sTitle:null,sType:null,sWidth:null};Nr(bt.defaults.column);bt.models.oSettings={oFeatures:{bAutoWidth:null,bDeferRender:null,bFilter:null,bInfo:!0,bLengthChange:!0,bPaginate:null,bProcessing:null,bServerSide:null,bSort:null,bSortMulti:null,bSortClasses:null,bStateSave:null},oScroll:{bCollapse:null,iBarWidth:0,sX:null,sXInner:null,sY:null},oLanguage:{fnInfoCallback:null},oBrowser:{bScrollbarLeft:!1,barWidth:0},ajax:null,aanFeatures:[],aoData:[],aiDisplay:[],aiDisplayMaster:[],aIds:{},aoColumns:[],aoHeader:[],aoFooter:[],oPreviousSearch:{},searchFixed:{},aoPreSearchCols:[],aaSorting:null,aaSortingFixed:[],sDestroyWidth:0,aoRowCallback:[],aoHeaderCallback:[],aoFooterCallback:[],aoDrawCallback:[],aoRowCreatedCallback:[],aoPreDrawCallback:[],aoInitComplete:[],aoStateSaveParams:[],aoStateLoadParams:[],aoStateLoaded:[],sTableId:"",nTable:null,nTHead:null,nTFoot:null,nTBody:null,nTableWrapper:null,bInitialised:!1,aoOpenRows:[],sDom:null,searchDelay:null,sPaginationType:"two_button",pagingControls:0,iStateDuration:0,aoStateSave:[],aoStateLoad:[],oSavedState:null,oLoadedState:null,bAjaxDataGet:!0,jqXHR:null,json:void 0,oAjaxData:void 0,sServerMethod:null,fnFormatNumber:null,aLengthMenu:null,iDraw:0,bDrawing:!1,iDrawError:-1,_iDisplayLength:10,_iDisplayStart:0,_iRecordsTotal:0,_iRecordsDisplay:0,oClasses:{},bFiltered:!1,bSorted:!1,bSortCellsTop:null,oInit:null,aoDestroyCallback:[],fnRecordsTotal:function(){return Ee(this)=="ssp"?this._iRecordsTotal*1:this.aiDisplayMaster.length},fnRecordsDisplay:function(){return Ee(this)=="ssp"?this._iRecordsDisplay*1:this.aiDisplay.length},fnDisplayEnd:function(){var t=this._iDisplayLength,e=this._iDisplayStart,n=e+t,r=this.aiDisplay.length,s=this.oFeatures,i=s.bPaginate;return s.bServerSide?i===!1||t===-1?e+r:Math.min(e+t,this._iRecordsDisplay):!i||n>r||t===-1?r:n},oInstance:null,sInstance:null,iTabIndex:0,nScrollHead:null,nScrollFoot:null,aLastSort:[],oPlugins:{},rowIdFn:null,rowId:null,caption:"",captionNode:null,colgroup:null,deferLoading:null,typeDetect:!0};var zl=bt.ext.pager;H.extend(zl,{simple:function(){return["previous","next"]},full:function(){return["first","previous","next","last"]},numbers:function(){return["numbers"]},simple_numbers:function(){return["previous","numbers","next"]},full_numbers:function(){return["first","previous","numbers","next","last"]},first_last:function(){return["first","last"]},first_last_numbers:function(){return["first","numbers","last"]},_numbers:Ss,numbers_length:7});H.extend(!0,bt.ext.renderer,{pagingButton:{_:function(t,e,n,r,s){var i=t.oClasses.paging,o=[i.button],u;return r&&o.push(i.active),s&&o.push(i.disabled),e==="ellipsis"?u=H('<span class="ellipsis"></span>').html(n)[0]:u=H("<button>",{class:o.join(" "),role:"link",type:"button"}).html(n),{display:u,clicker:u}}},pagingContainer:{_:function(t,e){return e}}});var ir=function(t,e){return function(n){return He(n)||typeof n!="string"||(n=n.replace(Jo," "),t&&(n=gn(n)),e&&(n=Dr(n,!1))),n}};function Ya(t,e,n,r,s){return wn?t[e](s):dn?t[n](s):r?t[r](s):t}var $a=!1,dn,wn;function jl(){window.luxon&&!dn&&(dn=window.luxon),window.moment&&!wn&&(wn=window.moment)}function Br(t,e,n){var r;if(jl(),wn){if(r=wn.utc(t,e,n,!0),!r.isValid())return null}else if(dn){if(r=e&&typeof t=="string"?dn.DateTime.fromFormat(t,e):dn.DateTime.fromISO(t),!r.isValid)return null;r.setLocale(n)}else e?($a||alert("DataTables warning: Formatted date without Moment.js or Luxon - https://datatables.net/tn/17"),$a=!0):r=new Date(t);return r}function gi(t){return function(e,n,r,s){arguments.length===0?(r="en",n=null,e=null):arguments.length===1?(r="en",n=e,e=null):arguments.length===2&&(r=n,n=e,e=null);var i="datetime"+(n?"-"+n:"");return bt.ext.type.order[i]||bt.type(i,{detect:function(o){return o===i?i:!1},order:{pre:function(o){return o.valueOf()}},className:"dt-right"}),function(o,u){if(o==null)if(s==="--now"){var p=new Date;o=new Date(Date.UTC(p.getFullYear(),p.getMonth(),p.getDate(),p.getHours(),p.getMinutes(),p.getSeconds()))}else o="";if(u==="type")return i;if(o==="")return u!=="sort"?"":Br("0000-01-01 00:00:00",null,r);if(n!==null&&e===n&&u!=="sort"&&u!=="type"&&!(o instanceof Date))return o;var b=Br(o,e,r);if(b===null)return o;if(u==="sort")return b;var g=n===null?Ya(b,"toDate","toJSDate","")[t]():Ya(b,"format","toFormat","toISOString",n);return u==="display"?Nn(g):g}}}var Cs=",",Ts=".";if(window.Intl!==void 0)try{for(Bn=new Intl.NumberFormat().formatToParts(100000.1),Ne=0;Ne<Bn.length;Ne++)Bn[Ne].type==="group"?Cs=Bn[Ne].value:Bn[Ne].type==="decimal"&&(Ts=Bn[Ne].value)}catch{}var Bn,Ne;bt.datetime=function(t,e){var n="datetime-"+t;e||(e="en"),bt.ext.type.order[n]||bt.type(n,{detect:function(r){var s=Br(r,t,e);return r===""||s?n:!1},order:{pre:function(r){return Br(r,t,e)||0}},className:"dt-right"})};bt.render={date:gi("toLocaleDateString"),datetime:gi("toLocaleString"),time:gi("toLocaleTimeString"),number:function(t,e,n,r,s){return t==null&&(t=Cs),e==null&&(e=Ts),{display:function(i){if(typeof i!="number"&&typeof i!="string"||i===""||i===null)return i;var o=i<0?"-":"",u=parseFloat(i),p=Math.abs(u);if(p>=1e11||p<1e-4&&p!==0){var b=u.toExponential(n).split(/e\+?/);return b[0]+" x 10<sup>"+b[1]+"</sup>"}if(isNaN(u))return Nn(i);u=u.toFixed(n),i=Math.abs(u);var g=parseInt(i,10),m=n?e+(i-g).toFixed(n).substring(2):"";return g===0&&parseFloat(m)===0&&(o=""),o+(r||"")+g.toString().replace(/\B(?=(\d{3})+(?!\d))/g,t)+m+(s||"")}}},text:function(){return{display:Nn,filter:Nn}}};var me=bt.ext.type;bt.type=function(t,e,n){if(!e)return{className:me.className[t],detect:me.detect.find(function(o){return o.name===t}),order:{pre:me.order[t+"-pre"],asc:me.order[t+"-asc"],desc:me.order[t+"-desc"]},render:me.render[t],search:me.search[t]};var r=function(o,u){me[o][t]=u},s=function(o){Object.defineProperty(o,"name",{value:t});var u=me.detect.findIndex(function(p){return p.name===t});u===-1?me.detect.unshift(o):me.detect.splice(u,1,o)},i=function(o){me.order[t+"-pre"]=o.pre,me.order[t+"-asc"]=o.asc,me.order[t+"-desc"]=o.desc};n===void 0&&(n=e,e=null),e==="className"?r("className",n):e==="detect"?s(n):e==="order"?i(n):e==="render"?r("render",n):e==="search"?r("search",n):e||(n.className&&r("className",n.className),n.detect!==void 0&&s(n.detect),n.order&&i(n.order),n.render!==void 0&&r("render",n.render),n.search!==void 0&&r("search",n.search))};bt.types=function(){return me.detect.map(function(t){return t.name})};var Za=function(t,e){return t=t.toString().toLowerCase(),e=e.toString().toLowerCase(),t.localeCompare(e,navigator.languages[0]||navigator.language,{numeric:!0,ignorePunctuation:!0})};bt.type("string",{detect:function(){return"string"},order:{pre:function(t){return He(t)&&typeof t!="boolean"?"":typeof t=="string"?t.toLowerCase():t.toString?t.toString():""}},search:ir(!1,!0)});bt.type("string-utf8",{detect:{allOf:function(t){return!0},oneOf:function(t){return!He(t)&&navigator.languages&&typeof t=="string"&&t.match(/[^\x00-\x7F]/)}},order:{asc:Za,desc:function(t,e){return Za(t,e)*-1}},search:ir(!1,!0)});bt.type("html",{detect:{allOf:function(t){return He(t)||typeof t=="string"&&t.indexOf("<")!==-1},oneOf:function(t){return!He(t)&&typeof t=="string"&&t.indexOf("<")!==-1}},order:{pre:function(t){return He(t)?"":t.replace?gn(t).trim().toLowerCase():t+""}},search:ir(!0,!0)});bt.type("date",{className:"dt-type-date",detect:{allOf:function(t){if(t&&!(t instanceof Date)&&!za.test(t))return null;var e=Date.parse(t);return e!==null&&!isNaN(e)||He(t)},oneOf:function(t){return t instanceof Date||typeof t=="string"&&za.test(t)}},order:{pre:function(t){var e=Date.parse(t);return isNaN(e)?-1/0:e}}});bt.type("html-num-fmt",{className:"dt-type-numeric",detect:{allOf:function(t,e){var n=e.oLanguage.sDecimal;return Sr(t,n,!0,!1)},oneOf:function(t,e){var n=e.oLanguage.sDecimal;return Sr(t,n,!0,!1)}},order:{pre:function(t,e){var n=e.oLanguage.sDecimal;return Hr(t,n,Si,Di)}},search:ir(!0,!0)});bt.type("html-num",{className:"dt-type-numeric",detect:{allOf:function(t,e){var n=e.oLanguage.sDecimal;return Sr(t,n,!1,!0)},oneOf:function(t,e){var n=e.oLanguage.sDecimal;return Sr(t,n,!1,!1)}},order:{pre:function(t,e){var n=e.oLanguage.sDecimal;return Hr(t,n,Si)}},search:ir(!0,!0)});bt.type("num-fmt",{className:"dt-type-numeric",detect:{allOf:function(t,e){var n=e.oLanguage.sDecimal;return Qn(t,n,!0,!0)},oneOf:function(t,e){var n=e.oLanguage.sDecimal;return Qn(t,n,!0,!1)}},order:{pre:function(t,e){var n=e.oLanguage.sDecimal;return Hr(t,n,Di)}}});bt.type("num",{className:"dt-type-numeric",detect:{allOf:function(t,e){var n=e.oLanguage.sDecimal;return Qn(t,n,!1,!0)},oneOf:function(t,e){var n=e.oLanguage.sDecimal;return Qn(t,n,!1,!1)}},order:{pre:function(t,e){var n=e.oLanguage.sDecimal;return Hr(t,n)}}});var Hr=function(t,e,n,r){if(t!==0&&(!t||t==="-"))return-1/0;var s=typeof t;return s==="number"||s==="bigint"?t:(e&&(t=Qa(t,e)),t.replace&&(n&&(t=t.replace(n,"")),r&&(t=t.replace(r,""))),t*1)};H.extend(!0,bt.ext.renderer,{footer:{_:function(t,e,n){e.addClass(n.tfoot.cell)}},header:{_:function(t,e,n){e.addClass(n.thead.cell),t.oFeatures.bSort||e.addClass(n.order.none);var r=t.bSortCellsTop,s=e.closest("thead").find("tr"),i=e.parent().index();e.attr("data-dt-order")==="disable"||e.parent().attr("data-dt-order")==="disable"||r===!0&&i!==0||r===!1&&i!==s.length-1||H(t.nTable).on("order.dt.DT column-visibility.dt.DT",function(o,u){if(t===u){var p=u.sortDetails;if(p){var b,g=n.order,m=u.api.columns(e),C=t.aoColumns[m.flatten()[0]],y=m.orderable().includes(!0),T="",P=m.indexes(),c=m.orderable(!0).flatten(),l=Ce(p,"col");e.removeClass(g.isAsc+" 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r=t._iDisplayStart+1,s=t.fnDisplayEnd(),i=t.fnRecordsTotal(),o=t.fnRecordsDisplay(),u=o?e.text:e.empty;o!==i&&(u+=" "+e.search),u+=e.postfix,u=ji(t,u),e.callback&&(u=e.callback.call(t.oInstance,t,r,s,i,o,u)),n.html(u),Zt(t,null,"info",[t,n[0],u])}var yi=0;bt.feature.register("search",function(t,e){if(!t.oFeatures.bFilter)return null;var n=t.oClasses.search,r=t.sTableId,s=t.oLanguage,i=t.oPreviousSearch,o='<input type="search" class="'+n.input+'"/>';e=H.extend({placeholder:s.sSearchPlaceholder,processing:!1,text:s.sSearch},e),e.text.indexOf("_INPUT_")===-1&&(e.text+="_INPUT_"),e.text=ji(t,e.text);var u=e.text.match(/_INPUT_$/),p=e.text.match(/^_INPUT_/),b=e.text.replace(/_INPUT_/,""),g="<label>"+e.text+"</label>";p?g="_INPUT_<label>"+b+"</label>":u&&(g="<label>"+b+"</label>_INPUT_");var m=H("<div>").addClass(n.container).append(g.replace(/_INPUT_/,o));m.find("label").attr("for","dt-search-"+yi),m.find("input").attr("id","dt-search-"+yi),yi++;var C=function(P){var c=this.value;i.return&&P.key!=="Enter"||c!=i.search&&us(t,e.processing,function(){i.search=c,tr(t,i),t._iDisplayStart=0,Ln(t)})},y=t.searchDelay!==null?t.searchDelay:0,T=H("input",m).val(i.search).attr("placeholder",e.placeholder).on("keyup.DT search.DT input.DT paste.DT cut.DT",y?bt.util.debounce(C,y):C).on("mouseup.DT",function(P){setTimeout(function(){C.call(T[0],P)},10)}).on("keypress.DT",function(P){if(P.keyCode==13)return!1}).attr("aria-controls",r);return H(t.nTable).on("search.dt.DT",function(P,c){t===c&&T[0]!==document.activeElement&&T.val(typeof i.search!="function"?i.search:"")}),m},"f");bt.feature.register("paging",function(t,e){if(!t.oFeatures.bPaginate)return null;e=H.extend({buttons:bt.ext.pager.numbers_length,type:t.sPaginationType,boundaryNumbers:!0,firstLast:!0,previousNext:!0,numbers:!0},e);var n=H("<div/>").addClass(t.oClasses.paging.container+(e.type?" 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T=="string"?s[T]:s.number?s.number+(T+1):null;H(c.clicker).attr({"aria-controls":t.sTableId,"aria-disabled":P.disabled?"true":null,"aria-current":P.active?"page":null,"aria-label":l,"data-dt-idx":T,tabIndex:P.disabled?-1:t.iTabIndex?t.iTabIndex:null}),typeof T!="number"&&H(c.clicker).addClass(T),ms(c.clicker,{action:T},function(F){F.preventDefault(),Li(t,F.data.action,!0)}),C.push(c.display)}var h=Fr(t,"pagingContainer")(t,C),_=e.find(document.activeElement).data("dt-idx");e.empty().append(h),_!==void 0&&e.find("[data-dt-idx="+_+"]").trigger("focus"),C.length&&n.buttons>1&&H(e).height()>=H(C[0]).outerHeight()*2-10&&ks(t,e,H.extend({},n,{buttons:n.buttons-2}))}}function Hl(t,e,n,r){var s=t.oLanguage.oPaginate,i={display:"",active:!1,disabled:!1};switch(e){case"ellipsis":i.display="&#x2026;",i.disabled=!0;break;case"first":i.display=s.sFirst,n===0&&(i.disabled=!0);break;case"previous":i.display=s.sPrevious,n===0&&(i.disabled=!0);break;case"next":i.display=s.sNext,(r===0||n===r-1)&&(i.disabled=!0);break;case"last":i.display=s.sLast,(r===0||n===r-1)&&(i.disabled=!0);break;default:typeof e=="number"&&(i.display=t.fnFormatNumber(e+1),n===e&&(i.active=!0));break}return i}function Ss(t,e,n,r){var s=[],i=Math.floor(n/2),o=r?2:1,u=r?1:0;return e<=n?s=an(0,e):n===1?s=[t]:n===3?t<=1?s=[0,1,"ellipsis"]:t>=e-2?(s=an(e-2,e),s.unshift("ellipsis")):s=["ellipsis",t,"ellipsis"]:t<=i?(s=an(0,n-o),s.push("ellipsis"),r&&s.push(e-1)):t>=e-1-i?(s=an(e-(n-o),e),s.unshift("ellipsis"),r&&s.unshift(0)):(s=an(t-i+o,t+i-u),s.push("ellipsis"),s.unshift("ellipsis"),r&&(s.push(e-1),s.unshift(0))),s}var wi=0;bt.feature.register("pageLength",function(t,e){var n=t.oFeatures;if(!n.bPaginate||!n.bLengthChange)return null;e=H.extend({menu:t.aLengthMenu,text:t.oLanguage.sLengthMenu},e);var r=t.oClasses.length,s=t.sTableId,i=e.menu,o=[],u=[],p;if(Array.isArray(i[0]))o=i[0],u=i[1];else for(p=0;p<i.length;p++)H.isPlainObject(i[p])?(o.push(i[p].value),u.push(i[p].label)):(o.push(i[p]),u.push(i[p]));var b=e.text.match(/_MENU_$/),g=e.text.match(/^_MENU_/),m=e.text.replace(/_MENU_/,""),C="<label>"+e.text+"</label>";g?C="_MENU_<label>"+m+"</label>":b&&(C="<label>"+m+"</label>_MENU_");var y="tmp-"+ +new Date,T=H("<div/>").addClass(r.container).append(C.replace("_MENU_",'<span id="'+y+'"></span>')),P=[];T.find("label")[0].childNodes.forEach(function(h){h.nodeType===Node.TEXT_NODE&&P.push({el:h,text:h.textContent})});var c=function(h){P.forEach(function(_){_.el.textContent=ji(t,_.text,h)})},l=H("<select/>",{name:s+"_length","aria-controls":s,class:r.select});for(p=0;p<o.length;p++)l[0][p]=new Option(typeof u[p]=="number"?t.fnFormatNumber(u[p]):u[p],o[p]);return T.find("label").attr("for","dt-length-"+wi),l.attr("id","dt-length-"+wi),wi++,T.find("#"+y).replaceWith(l),H("select",T).val(t._iDisplayLength).on("change.DT",function(){ds(t,H(this).val()),Ln(t)}),H(t.nTable).on("length.dt.DT",function(h,_,F){t===_&&(H("select",T).val(F),c(F))}),c(t._iDisplayLength),T},"l");H.fn.dataTable=bt;bt.$=H;H.fn.dataTableSettings=bt.settings;H.fn.dataTableExt=bt.ext;H.fn.DataTable=function(t){return H(this).dataTable(t).api()};H.each(bt,function(t,e){H.fn.DataTable[t]=e});var at=bt;var Le=at;var $l=ie(ae(),1);var Ps=ie(ae(),1);var ht=Ps.default,Wl=0,Gl=0,Se=at.ext.buttons,qi=null;function Xi(t,e,n){ht.fn.animate?t.stop().fadeIn(e,n):(t.css("display","block"),n&&n.call(t))}function Yi(t,e,n){ht.fn.animate?t.stop().fadeOut(e,n):(t.css("display","none"),n&&n.call(t))}var te=function(t,e){if(!at.versionCheck("2"))throw"Warning: Buttons requires DataTables 2 or newer";if(!(this instanceof te))return function(n){return new te(n,t).container()};typeof e>"u"&&(e={}),e===!0&&(e={}),Array.isArray(e)&&(e={buttons:e}),this.c=ht.extend(!0,{},te.defaults,e),e.buttons&&(this.c.buttons=e.buttons),this.s={dt:new at.Api(t),buttons:[],listenKeys:"",namespace:"dtb"+Wl++},this.dom={container:ht("<"+this.c.dom.container.tag+"/>").addClass(this.c.dom.container.className)},this._constructor()};ht.extend(te.prototype,{action:function(t,e){var n=this._nodeToButton(t);return e===void 0?n.conf.action:(n.conf.action=e,this)},active:function(t,e){var n=this._nodeToButton(t),r=this.c.dom.button.active,s=ht(n.node);return n.inCollection&&this.c.dom.collection.button&&this.c.dom.collection.button.active!==void 0&&(r=this.c.dom.collection.button.active),e===void 0?s.hasClass(r):(s.toggleClass(r,e===void 0?!0:e),this)},add:function(t,e,n){var r=this.s.buttons;if(typeof e=="string"){for(var s=e.split("-"),i=this.s,o=0,u=s.length-1;o<u;o++)i=i.buttons[s[o]*1];r=i.buttons,e=s[s.length-1]*1}return this._expandButton(r,t,t!==void 0?t.split:void 0,(t===void 0||t.split===void 0||t.split.length===0)&&i!==void 0,!1,e),(n===void 0||n===!0)&&this._draw(),this},collectionRebuild:function(t,e){var n=this._nodeToButton(t);if(e!==void 0){var r;for(r=n.buttons.length-1;r>=0;r--)this.remove(n.buttons[r].node);for(n.conf.prefixButtons&&e.unshift.apply(e,n.conf.prefixButtons),n.conf.postfixButtons&&e.push.apply(e,n.conf.postfixButtons),r=0;r<e.length;r++){var s=e[r];this._expandButton(n.buttons,s,s!==void 0&&s.config!==void 0&&s.config.split!==void 0,!0,s.parentConf!==void 0&&s.parentConf.split!==void 0,null,s.parentConf)}}this._draw(n.collection,n.buttons)},container:function(){return this.dom.container},disable:function(t){var e=this._nodeToButton(t);return ht(e.node).addClass(this.c.dom.button.disabled).prop("disabled",!0),this},destroy:function(){ht("body").off("keyup."+this.s.namespace);var t=this.s.buttons.slice(),e,n;for(e=0,n=t.length;e<n;e++)this.remove(t[e].node);this.dom.container.remove();var r=this.s.dt.settings()[0];for(e=0,n=r.length;e<n;e++)if(r.inst===this){r.splice(e,1);break}return this},enable:function(t,e){if(e===!1)return this.disable(t);var n=this._nodeToButton(t);return ht(n.node).removeClass(this.c.dom.button.disabled).prop("disabled",!1),this},index:function(t,e,n){e||(e="",n=this.s.buttons);for(var r=0,s=n.length;r<s;r++){var i=n[r].buttons;if(n[r].node===t)return e+r;if(i&&i.length){var o=this.index(t,r+"-",i);if(o!==null)return o}}return null},name:function(){return this.c.name},node:function(t){if(!t)return this.dom.container;var e=this._nodeToButton(t);return ht(e.node)},processing:function(t,e){var n=this.s.dt,r=this._nodeToButton(t);return e===void 0?ht(r.node).hasClass("processing"):(ht(r.node).toggleClass("processing",e),ht(n.table().node()).triggerHandler("buttons-processing.dt",[e,n.button(t),n,ht(t),r.conf]),this)},remove:function(t){var e=this._nodeToButton(t),n=this._nodeToHost(t),r=this.s.dt;if(e.buttons.length)for(var s=e.buttons.length-1;s>=0;s--)this.remove(e.buttons[s].node);e.conf.destroying=!0,e.conf.destroy&&e.conf.destroy.call(r.button(t),r,ht(t),e.conf),this._removeKey(e.conf),ht(e.node).remove();var i=ht.inArray(e,n);return n.splice(i,1),this},text:function(t,e){var n=this._nodeToButton(t),r=n.textNode,s=this.s.dt,i=ht(n.node),o=function(u){return typeof u=="function"?u(s,i,n.conf):u};return e===void 0?o(n.conf.text):(n.conf.text=e,r.html(o(e)),this)},_constructor:function(){var t=this,e=this.s.dt,n=e.settings()[0],r=this.c.buttons;n._buttons||(n._buttons=[]),n._buttons.push({inst:this,name:this.c.name});for(var s=0,i=r.length;s<i;s++)this.add(r[s]);e.on("destroy",function(o,u){u===n&&t.destroy()}),ht("body").on("keyup."+this.s.namespace,function(o){if(!document.activeElement||document.activeElement===document.body){var u=String.fromCharCode(o.keyCode).toLowerCase();t.s.listenKeys.toLowerCase().indexOf(u)!==-1&&t._keypress(u,o)}})},_addKey:function(t){t.key&&(this.s.listenKeys+=ht.isPlainObject(t.key)?t.key.key:t.key)},_draw:function(t,e){t||(t=this.dom.container,e=this.s.buttons),t.children().detach();for(var n=0,r=e.length;n<r;n++)t.append(e[n].inserter),t.append(" "),e[n].buttons&&e[n].buttons.length&&this._draw(e[n].collection,e[n].buttons)},_expandButton:function(t,e,n,r,s,i,o){var u=this.s.dt,p=!1,b=this.c.dom.collection,g=Array.isArray(e)?e:[e];e===void 0&&(g=Array.isArray(n)?n:[n]);for(var m=0,C=g.length;m<C;m++){var y=this._resolveExtends(g[m]);if(y){if(p=!!(y.config&&y.config.split),Array.isArray(y)){this._expandButton(t,y,T!==void 0&&T.conf!==void 0?T.conf.split:void 0,r,o!==void 0&&o.split!==void 0,i,o);continue}var T=this._buildButton(y,r,y.split!==void 0||y.config!==void 0&&y.config.split!==void 0,s);if(T){if(i!=null?(t.splice(i,0,T),i++):t.push(T),T.conf.buttons&&(T.collection=ht("<"+b.container.content.tag+"/>"),T.conf._collection=T.collection,ht(T.node).append(b.action.dropHtml),this._expandButton(T.buttons,T.conf.buttons,T.conf.split,!p,p,i,T.conf)),T.conf.split){T.collection=ht("<"+b.container.tag+"/>"),T.conf._collection=T.collection;for(var P=0;P<T.conf.split.length;P++){var c=T.conf.split[P];typeof c=="object"&&(c.parent=o,c.collectionLayout===void 0&&(c.collectionLayout=T.conf.collectionLayout),c.dropup===void 0&&(c.dropup=T.conf.dropup),c.fade===void 0&&(c.fade=T.conf.fade))}this._expandButton(T.buttons,T.conf.buttons,T.conf.split,!p,p,i,T.conf)}T.conf.parent=o,y.init&&y.init.call(u.button(T.node),u,ht(T.node),y)}}}},_buildButton:function(t,e,n,r){var s=this,i=this.c.dom,o,u=this.s.dt,p=function(Q){return typeof Q=="function"?Q(u,m,t):Q},b=ht.extend(!0,{},i.button);if(e&&n&&i.collection.split?ht.extend(!0,b,i.collection.split.action):r||e?ht.extend(!0,b,i.collection.button):n&&ht.extend(!0,b,i.split.button),t.spacer){var g=ht("<"+b.spacer.tag+"/>").addClass("dt-button-spacer "+t.style+" "+b.spacer.className).html(p(t.text));return{conf:t,node:g,inserter:g,buttons:[],inCollection:e,isSplit:n,collection:null,textNode:g}}if(t.available&&!t.available(u,t)&&!t.html)return!1;var m;if(t.html)m=ht(t.html);else{var C=function(Q,E,$,w,k){w.action.call(E.button($),Q,E,$,w,k),ht(E.table().node()).triggerHandler("buttons-action.dt",[E.button($),E,$,w])},y=function(Q,E,$,w){w.async?(s.processing($[0],!0),setTimeout(function(){C(Q,E,$,w,function(){s.processing($[0],!1)})},w.async)):C(Q,E,$,w,function(){})},T=t.tag||b.tag,P=t.clickBlurs===void 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o=e[i];ht.isPlainObject(o)?(n.push(o.value),r.push(o.label)):(n.push(o),r.push(o))}return{extend:"collection",text:s,className:"buttons-page-length",autoClose:!0,buttons:ht.map(n,function(u,p){return{text:r[p],className:"button-page-length",action:function(b,g){g.page.len(u).draw()},init:function(b,g,m){var C=this,y=function(){C.active(b.page.len()===u)};b.on("length.dt"+m.namespace,y),y()},destroy:function(b,g,m){b.off("length.dt"+m.namespace)}}}),init:function(u,p,b){var g=this;u.on("length.dt"+b.namespace,function(){g.text(b.text)})},destroy:function(u,p,b){u.off("length.dt"+b.namespace)}}},spacer:{style:"empty",spacer:!0,text:function(t){return t.i18n("buttons.spacer","")}}});at.Api.register("buttons()",function(t,e){e===void 0&&(e=t,t=void 0),this.selector.buttonGroup=t;var n=this.iterator(!0,"table",function(r){if(r._buttons)return te.buttonSelector(te.instanceSelector(t,r._buttons),e)},!0);return n._groupSelector=t,n});at.Api.register("button()",function(t,e){var 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t=ht(),e=this._groupSelector;return this.iterator(!0,"table",function(n){if(n._buttons)for(var r=te.instanceSelector(e,n._buttons),s=0,i=r.length;s<i;s++)t=t.add(r[s].container())}),t});at.Api.register("buttons().container()",function(){return this.containers().eq(0)});at.Api.register("button().add()",function(t,e,n){var r=this.context;if(r.length){var s=te.instanceSelector(this._groupSelector,r[0]._buttons);s.length&&s[0].add(e,t,n)}return this.button(this._groupSelector,t)});at.Api.register("buttons().destroy()",function(){return this.pluck("inst").unique().each(function(t){t.destroy()}),this});at.Api.registerPlural("buttons().remove()","buttons().remove()",function(){return this.each(function(t){t.inst.remove(t.node)}),this});var ar;at.Api.register("buttons.info()",function(t,e,n){var r=this;return 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p=t(this.s.dt.table().node()).add(this.s.dt.table().header().parentNode).add(this.s.dt.table().footer().parentNode).add("div.dt-scroll-headInner table",this.s.dt.table().container()).add("div.dt-scroll-footInner table",this.s.dt.table().container()),b=u.scrollLeft,g=!this.s.rtl,m=b!==0,C=u.scrollWidth>u.clientWidth+Math.abs(b)+1;p.toggleClass(this.classes.tableScrollingStart,m),p.toggleClass(this.classes.tableScrollingEnd,C),p.toggleClass(this.classes.tableScrollingLeft,m&&g||C&&!g),p.toggleClass(this.classes.tableScrollingRight,C&&g||m&&!g)}},o.prototype._setKeyTableListener=function(){var u=this;this.s.dt.on("key-focus.dt.dtfc",function(p,b,g){var m,C=t(g.node()).offset(),y=u.dom.scroller[0],T=t(t(u.s.dt.table().node()).closest("div.dt-scroll-body"));if(u.c.start>0){var P=t(u.s.dt.column(u.c.start-1).header()),c=P.offset(),l=P.outerWidth();t(g.node()).hasClass(u.classes.fixedLeft)?T.scrollLeft(0):C.left<c.left+l&&(m=T.scrollLeft(),T.scrollLeft(m-(c.left+l-C.left)))}if(u.c.end>0){var h=u.s.dt.columns().data().toArray().length,_=t(g.node()).outerWidth(),F=t(u.s.dt.column(h-u.c.end).header()),O=F.offset();t(g.node()).hasClass(u.classes.fixedRight)?T.scrollLeft(y.scrollWidth-y.clientWidth):C.left+_>O.left&&(m=T.scrollLeft(),T.scrollLeft(m-(O.left-(C.left+_))))}})},o.prototype._sum=function(u,p,b){return b===void 0&&(b=!1),b&&(u=u.slice().reverse()),u.slice(0,p).reduce(function(g,m){return g+m},0)},o.version="5.0.0",o.classes={bottomBlocker:"dtfc-bottom-blocker",fixedEnd:"dtfc-fixed-end",fixedLeft:"dtfc-fixed-left",fixedRight:"dtfc-fixed-right",fixedStart:"dtfc-fixed-start",tableFixedEnd:"dtfc-has-end",tableFixedLeft:"dtfc-has-left",tableFixedRight:"dtfc-has-right",tableFixedStart:"dtfc-has-start",tableScrollingEnd:"dtfc-scrolling-end",tableScrollingLeft:"dtfc-scrolling-left",tableScrollingRight:"dtfc-scrolling-right",tableScrollingStart:"dtfc-scrolling-start",topBlocker:"dtfc-top-blocker"},o.defaults={i18n:{button:"FixedColumns"},start:1,end:0},o}();n(un),un.fn.dataTable.FixedColumns=r,un.fn.DataTable.FixedColumns=r;var s=at.Api.register;s("fixedColumns()",function(){return this}),s("fixedColumns().start()",function(o){var u=this.context[0];return o!==void 0?(u._fixedColumns.start(o),this):u._fixedColumns.start()}),s("fixedColumns().end()",function(o){var u=this.context[0];return o!==void 0?(u._fixedColumns.end(o),this):u._fixedColumns.end()}),s("fixedColumns().left()",function(o){var u=this.context[0];return o!==void 0?(u._fixedColumns.left(o),this):u._fixedColumns.left()}),s("fixedColumns().right()",function(o){var u=this.context[0];return o!==void 0?(u._fixedColumns.right(o),this):u._fixedColumns.right()}),at.ext.buttons.fixedColumns={action:function(o,u,p,b){un(p).attr("active")?(un(p).removeAttr("active").removeClass("active"),u.fixedColumns().start(0),u.fixedColumns().end(0)):(un(p).attr("active","true").addClass("active"),u.fixedColumns().start(b.config.start),u.fixedColumns().end(b.config.end))},config:{start:1,end:0},init:function(o,u,p){o.settings()[0]._fixedColumns===void 0&&i(o.settings(),p),un(u).attr("active","true").addClass("active"),o.button(u).text(p.text||o.i18n("buttons.fixedColumns",o.settings()[0]._fixedColumns.c.i18n.button))},text:null};function i(o,u){u===void 0&&(u=null);var p=new at.Api(o),b=u||p.init().fixedColumns||at.defaults.fixedColumns,g=new r(p,b);return g}un(document).on("plugin-init.dt",function(o,u){o.namespace==="dt"&&(u.oInit.fixedColumns||at.defaults.fixedColumns)&&(u._fixedColumns||i(u,null))})})();var nd=ie(ae(),1);var qs=ie(ae(),1);var jt=qs.default,td=0,ed=0,_n=function(t,e){if(!at.versionCheck||!at.versionCheck("1.10.8"))throw"KeyTable requires DataTables 1.10.8 or newer";this.c=jt.extend(!0,{},at.defaults.keyTable,_n.defaults,e),this.s={dt:new at.Api(t),dtDrawing:!1,enable:!0,focusDraw:!1,waitingForDraw:!1,lastFocus:null,namespace:".keyTable-"+td++,tabInput:null},this.dom={};var n=this.s.dt.settings()[0],r=n.keytable;if(r)return r;n.keytable=this,this._constructor()};jt.extend(_n.prototype,{blur:function(){this._blur()},enable:function(t){this.s.enable=t},enabled:function(){return this.s.enable},focus:function(t,e){this._focus(this.s.dt.cell(t,e))},focused:function(t){var e=this.s.lastFocus;if(!e)return!1;var n=this.s.lastFocus.cell.index();return t.row===n.row&&t.column===n.column},_constructor:function(){this._tabInput();var t=this,e=this.s.dt,n=jt(e.table().node()),r=this.s.namespace,s=!1;if(n.css("position")==="static"&&n.css("position","relative"),jt(e.table().body()).on("click"+r,"th, td",function(u){if(t.s.enable!==!1){var p=e.cell(this);p.any()&&t._focus(p,null,!1,u)}}),jt(document).on("keydown"+r,function(u){!s&&!t.s.dtDrawing?t._key(u):u.preventDefault()}),this.c.blurable&&jt(document).on("mousedown"+r,function(u){jt(u.target).parents(".dataTables_filter, .dt-search").length&&t._blur(),!jt(u.target).parents().filter(e.table().container()).length&&(jt(u.target).parents("div.DTE").length||jt(u.target).parents("div.editor-datetime").length||jt(u.target).parents("div.dt-datetime").length||jt(u.target).parents().filter(".DTFC_Cloned").length||t._blur())}),this.c.editor){var i=this.c.editor;i.on("open.keyTableMain",function(u,p,b){p!=="inline"&&t.s.enable&&(t.enable(!1),i.one("close"+r,function(){t.enable(!0)}))}),this.c.editOnFocus&&e.on("key-focus"+r+" key-refocus"+r,function(u,p,b,g){t._editor(null,g,!0)}),e.on("key"+r,function(u,p,b,g,m){t._editor(b,m,!1)}),jt(e.table().body()).on("dblclick"+r,"th, td",function(u){if(t.s.enable!==!1){var p=e.cell(this);p.any()&&(t.s.lastFocus&&this!==t.s.lastFocus.cell.node()||t._editor(null,u,!0))}}),i.on("preSubmit",function(){s=!0}).on("preSubmitCancelled",function(){s=!1}).on("submitComplete",function(){s=!1})}e.on("stateSaveParams"+r,function(u,p,b){b.keyTable=t.s.lastFocus?t.s.lastFocus.cell.index():null}),e.on("column-visibility"+r,function(u){t._tabInput()}),e.on("column-reorder"+r,function(u,p,b){var g=t.s.lastFocus;if(g&&g.cell){var m=g.relative.column;g.cell[0][0].column=b.mapping.indexOf(m),g.relative.column=b.mapping.indexOf(m)}}),e.on("preDraw"+r+" scroller-will-draw"+r,function(u){t.s.dtDrawing=!0}),e.on("draw"+r,function(u){if(t.s.dtDrawing=!1,t._tabInput(),!t.s.focusDraw){var p=t.s.lastFocus;if(p){var b=t.s.lastFocus.relative,g=e.page.info(),m=b.row;if(g.recordsDisplay===0||m<g.start||m>g.start+g.length)return;m>=g.recordsDisplay&&(m=g.recordsDisplay-1),t._focus(m,b.column,!0,u)}}}),this.c.clipboard&&this._clipboard(),e.on("destroy"+r,function(){t._blur(!0),e.off(r),jt(e.table().body()).off("click"+r,"th, td").off("dblclick"+r,"th, td"),jt(document).off("mousedown"+r).off("keydown"+r).off("copy"+r).off("paste"+r)});var o=e.state.loaded();o&&o.keyTable?e.one("init",function(){var u=e.cell(o.keyTable);u.any()&&u.focus()}):this.c.focus&&e.cell(this.c.focus).focus()},_blur:function(t){if(!(!this.s.enable||!this.s.lastFocus)){var e=this.s.lastFocus.cell;jt(e.node()).removeClass(this.c.className),this.s.lastFocus=null,t||(this._updateFixedColumns(e.index().column),this._emitEvent("key-blur",[this.s.dt,e]))}},_clipboard:function(){var t=this.s.dt,e=this,n=this.s.namespace,r=this.c.clipboard;window.getSelection&&((r===!0||r.copy)&&jt(document).on("copy"+n,function(s){var i=s.originalEvent,o=window.getSelection().toString(),u=e.s.lastFocus;!o&&u&&(i.clipboardData.setData("text/plain",u.cell.render(e.c.clipboardOrthogonal)),i.preventDefault())}),(r===!0||r.paste)&&jt(document).on("paste"+n,function(s){var i=s.originalEvent,o=e.s.lastFocus,u=document.activeElement,p=e.c.editor,b;if(o&&(!u||u.nodeName.toLowerCase()==="body"))if(i.preventDefault(),window.clipboardData&&window.clipboardData.getData?b=window.clipboardData.getData("Text"):i.clipboardData&&i.clipboardData.getData&&(b=i.clipboardData.getData("text/plain")),p){var g=e._inlineOptions(o.cell.index());p.inline(g.cell,g.field,g.options).set(p.displayed()[0],b).submit()}else o.cell.data(b),t.draw(!1)}))},_columns:function(){var t=this.s.dt,e=t.columns(this.c.columns).indexes(),n=[];return t.columns(":visible").every(function(r){e.indexOf(r)!==-1&&n.push(r)}),n},_editor:function(t,e,n){if(this.s.lastFocus&&!(e&&e.type==="draw")){var r=this,s=this.s.dt,i=this.c.editor,o=this.s.lastFocus.cell,u=this.s.namespace+"e"+ed++;if(!jt("div.DTE",o.node()).length&&!(t!==null&&(t>=0&&t<=9||t===11||t===12||t>=14&&t<=31||t>=112&&t<=123||t>=127&&t<=159))){e&&(e.stopPropagation(),t===13&&e.preventDefault());var p=function(){var b=r._inlineOptions(o.index());i.one("open"+u,function(){i.off("cancelOpen"+u),n||jt("div.DTE_Field_InputControl input, div.DTE_Field_InputControl textarea").select(),s.keys.enable(n?"tab-only":"navigation-only"),s.on("key-blur.editor",function(g,m,C){i.s.editOpts.onBlur!=="submit"&&i.displayed()&&C.node()===o.node()&&i.submit()}),n&&jt(s.table().container()).addClass("dtk-focus-alt"),i.on("preSubmitCancelled"+u,function(){setTimeout(function(){r._focus(o,null,!1)},50)}),i.on("submitUnsuccessful"+u,function(){r._focus(o,null,!1)}),i.one("close"+u,function(){s.keys.enable(!0),s.off("key-blur.editor"),i.off(u),jt(s.table().container()).removeClass("dtk-focus-alt"),r.s.returnSubmit&&(r.s.returnSubmit=!1,r._emitEvent("key-return-submit",[s,o]))})}).one("cancelOpen"+u,function(){i.off(u)}).inline(b.cell,b.field,b.options)};t===13?(n=!0,jt(document).one("keyup",function(){p()})):p()}}},_inlineOptions:function(t){return this.c.editorOptions?this.c.editorOptions(t):{cell:t,field:void 0,options:void 0}},_emitEvent:function(t,e){return this.s.dt.iterator("table",function(n,r){return jt(n.nTable).triggerHandler(t,e)})},_focus:function(t,e,n,r){var s=this,i=this.s.dt,o=i.page.info(),u=this.s.lastFocus;if(r||(r=null),!!this.s.enable){if(typeof t!="number"){if(!t.any())return;var p=t.index();if(e=p.column,t=i.rows({filter:"applied",order:"applied"}).indexes().indexOf(p.row),t<0)return;o.serverSide&&(t+=o.start)}if(o.length!==-1&&(t<o.start||t>=o.start+o.length)){this.s.focusDraw=!0,this.s.waitingForDraw=!0,i.one("draw",function(){s.s.focusDraw=!1,s.s.waitingForDraw=!1,s._focus(t,e,void 0,r)}).page(Math.floor(t/o.length)).draw(!1);return}if(jt.inArray(e,this._columns())!==-1){o.serverSide&&(t-=o.start);var b=i.cells(null,e,{search:"applied",order:"applied"}).flatten(),g=i.cell(b[t]),m=this._emitEvent("key-prefocus",[this.s.dt,g,r||null]);if(m.indexOf(!1)===-1){if(u){if(u.node===g.node()){this._emitEvent("key-refocus",[this.s.dt,g,r||null]);return}this._blur()}this._removeOtherFocus();var C=jt(g.node());if(C.addClass(this.c.className),this._updateFixedColumns(e),n===void 0||n===!0){this._scroll(jt(window),jt(document.body),C,"offset");var y=i.table().body().parentNode;if(y!==i.table().header().parentNode){var T=jt(y.parentNode);this._scroll(T,T,C,"position")}}var P=i.page.info();this.s.lastFocus={cell:g,node:g.node(),relative:{row:P.start+i.rows({page:"current"}).indexes().indexOf(g.index().row),column:g.index().column}},this._emitEvent("key-focus",[this.s.dt,g,r||null]),i.state.save()}}}},_key:function(t){if(this.s.waitingForDraw){t.preventDefault();return}if(!jt(t.target).closest(".dte-inlineAdd").length){var e=this.s.enable;this.s.returnSubmit=(e==="navigation-only"||e==="tab-only")&&t.keyCode===13;var n=e===!0||e==="navigation-only";if(e&&!((t.keyCode===0||t.ctrlKey||t.metaKey||t.altKey)&&!(t.ctrlKey&&t.altKey))){var r=this.s.lastFocus;if(r){if(!this.s.dt.cell(r.node).any()){this.s.lastFocus=null;return}var s=this,i=this.s.dt,o=!!this.s.dt.settings()[0].oScroll.sY;if(!(this.c.keys&&jt.inArray(t.keyCode,this.c.keys)===-1))switch(t.keyCode){case 9:t.preventDefault(),this._keyAction(function(){s._shift(t,t.shiftKey?"left":"right",!0)});break;case 27:if(jt(r.node).find("div.DTE").length)return;this.c.blurable&&e===!0&&this._blur();break;case 33:case 34:n&&!o&&(t.preventDefault(),this._keyAction(function(){i.page(t.keyCode===33?"previous":"next").draw(!1)}));break;case 35:case 36:n&&(t.preventDefault(),this._keyAction(function(){var u=i.cells({page:"current"}).indexes(),p=s._columns();s._focus(i.cell(u[t.keyCode===35?u.length-1:p[0]]),null,!0,t)}));break;case 37:n&&this._keyAction(function(){s._shift(t,"left")});break;case 38:n&&this._keyAction(function(){s._shift(t,"up")});break;case 39:n&&this._keyAction(function(){s._shift(t,"right")});break;case 40:n&&this._keyAction(function(){s._shift(t,"down")});break;case 113:if(this.c.editor){this._editor(null,t,!0);break}default:e===!0&&this._emitEvent("key",[i,t.keyCode,this.s.lastFocus.cell,t]);break}}}}},_keyAction:function(t){var e=this.c.editor;e&&e.mode()&&e.display()?e.submit(t):t()},_removeOtherFocus:function(){var t=this.s.dt.table().node();jt.fn.dataTable.tables({api:!0}).iterator("table",function(e){this.table().node()!==t&&this.cell.blur()})},_scroll:function(t,e,n,r){var s=n[r](),i=n.outerHeight(),o=n.outerWidth(),u=e.scrollTop(),p=e.scrollLeft(),b=t.height(),g=t.width();r==="position"&&(s.top+=parseInt(n.closest("table").css("top"),10)),s.top<u&&s.top+i>u-5&&e.scrollTop(s.top),s.left<p&&e.scrollLeft(s.left),s.top+i>u+b&&s.top<u+b+5&&i<b&&e.scrollTop(s.top+i-b),s.left+o>p+g&&o<g&&e.scrollLeft(s.left+o-g)},_shift:function(t,e,n){var r=this.s.dt,s=r.page.info(),i=s.recordsDisplay,o=this._columns(),u=this.s.lastFocus;if(u){var p=u.cell;if(p){var b=r.rows({filter:"applied",order:"applied"}).indexes().indexOf(p.index().row);s.serverSide&&(b+=s.start);var g=r.columns(o).indexes().indexOf(p.index().column),m=b,C=o[g];jt(r.table().node()).css("direction")==="rtl"&&(e==="right"?e="left":e==="left"&&(e="right")),e==="right"?g>=o.length-1?(m++,C=o[0]):C=o[g+1]:e==="left"?g===0?(m--,C=o[o.length-1]):C=o[g-1]:e==="up"?m--:e==="down"&&m++,m>=0&&m<i&&jt.inArray(C,o)!==-1?(t&&t.preventDefault(),this._focus(m,C,!0,t)):!n||!this.c.blurable?t&&t.preventDefault():this._blur()}}},_tabInput:function(){var t=this,e=this.s.dt,n=this.c.tabIndex!==null?this.c.tabIndex:e.settings()[0].iTabIndex;if(n!=-1){if(!this.s.tabInput){var r=jt('<div><input type="text" tabindex="'+n+'"/></div>').css({position:"absolute",height:1,width:0,overflow:"hidden"});r.children().on("focus",function(i){var o=e.cell(":eq(0)",t._columns(),{page:"current"});o.any()&&t._focus(o,null,!0,i)}),this.s.tabInput=r}var s=this.s.dt.cell(":eq(0)","0:visible",{page:"current",order:"current"}).node();s&&jt(s).prepend(this.s.tabInput)}},_updateFixedColumns:function(t){var e=this.s.dt,n=e.settings()[0];if(n._oFixedColumns){var r=n._oFixedColumns.s.iLeftColumns,s=n.aoColumns.length-n._oFixedColumns.s.iRightColumns;(t<r||t>=s)&&e.fixedColumns().update()}}});_n.defaults={blurable:!0,className:"focus",clipboard:!0,clipboardOrthogonal:"display",columns:"",editor:null,editOnFocus:!1,editorOptions:null,focus:null,keys:null,tabIndex:null};_n.version="2.12.1";jt.fn.dataTable.KeyTable=_n;jt.fn.DataTable.KeyTable=_n;at.Api.register("cell.blur()",function(){return this.iterator("table",function(t){t.keytable&&t.keytable.blur()})});at.Api.register("cell().focus()",function(){return this.iterator("cell",function(t,e,n){t.keytable&&t.keytable.focus(e,n)})});at.Api.register("keys.disable()",function(){return this.iterator("table",function(t){t.keytable&&t.keytable.enable(!1)})});at.Api.register("keys.enable()",function(t){return this.iterator("table",function(e){e.keytable&&e.keytable.enable(t===void 0?!0:t)})});at.Api.register("keys.enabled()",function(t){var e=this.context;return e.length&&e[0].keytable?e[0].keytable.enabled():!1});at.Api.register("keys.move()",function(t){return this.iterator("table",function(e){e.keytable&&e.keytable._shift(null,t,!1)})});at.ext.selector.cell.push(function(t,e,n){var r=e.focused,s=t.keytable,i=[];if(!s||r===void 0)return n;for(var o=0,u=n.length;o<u;o++)(r===!0&&s.focused(n[o])||r===!1&&!s.focused(n[o]))&&i.push(n[o]);return i});jt(document).on("preInit.dt.dtk",function(t,e,n){if(t.namespace==="dt"){var r=e.oInit.keys,s=at.defaults.keys;if(r||s){var i=jt.extend({},s,r);r!==!1&&new _n(e,i)}}});var rd=ie(ae(),1);var Xs=ie(ae(),1);var ze=Xs.default,Cn=function(t,e){if(!at.versionCheck||!at.versionCheck("1.11"))throw"RowGroup requires DataTables 1.11 or newer";this.c=ze.extend(!0,{},at.defaults.rowGroup,Cn.defaults,e),this.s={dt:new at.Api(t)},this.dom={};var n=this.s.dt.settings()[0],r=n.rowGroup;if(r)return r;n.rowGroup=this,this._constructor()};ze.extend(Cn.prototype,{dataSrc:function(t){if(t===void 0)return this.c.dataSrc;var e=this.s.dt;return this.c.dataSrc=t,ze(e.table().node()).triggerHandler("rowgroup-datasrc.dt",[e,t]),this},disable:function(){return this.c.enable=!1,this},enable:function(t){return t===!1?this.disable():(this.c.enable=!0,this)},enabled:function(){return this.c.enable},_constructor:function(){var t=this,e=this.s.dt,n=e.settings()[0];e.on("draw.dtrg",function(r,s){t.c.enable&&n===s&&t._draw()}),e.on("column-visibility.dt.dtrg responsive-resize.dt.dtrg",function(){t._adjustColspan()}),e.on("destroy",function(){e.off(".dtrg")})},_adjustColspan:function(){ze("tr."+this.c.className,this.s.dt.table().body()).find("th:visible, td:visible").attr("colspan",this._colspan())},_colspan:function(){return this.s.dt.columns().visible().reduce(function(t,e){return t+e},0)},_draw:function(){var t=this.s.dt,e=this._group(0,t.rows({page:"current"}).indexes());this._groupDisplay(0,e)},_group:function(t,e){var n=Array.isArray(this.c.dataSrc)?this.c.dataSrc:[this.c.dataSrc],r=at.util.get(n[t]),s=this.s.dt,i,o,u,p,b=[],g=this;for(u=0,p=e.length;u<p;u++){var m=e[u],C=s.row(m).data();i=r(C,t),i==null&&(i=g.c.emptyDataGroup),(o===void 0||i!==o)&&(b.push({dataPoint:i,rows:[]}),o=i),b[b.length-1].rows.push(m)}if(n[t+1]!==void 0)for(u=0,p=b.length;u<p;u++)b[u].children=this._group(t+1,b[u].rows);return b},_groupDisplay:function(t,e){for(var n=this.s.dt,r,s=0,i=e.length;s<i;s++){var o=e[s],u=o.dataPoint,p,b=o.rows;this.c.startRender&&(r=this.c.startRender.call(this,n.rows(b),u,t),p=this._rowWrap(r,this.c.startClassName,t),p&&p.insertBefore(n.row(b[0]).node())),this.c.endRender&&(r=this.c.endRender.call(this,n.rows(b),u,t),p=this._rowWrap(r,this.c.endClassName,t),p&&p.insertAfter(n.row(b[b.length-1]).node())),o.children&&this._groupDisplay(t+1,o.children)}},_rowWrap:function(t,e,n){var r;return(t===null||t==="")&&(t=this.c.emptyDataGroup),t==null?null:(typeof t=="object"&&t.nodeName&&t.nodeName.toLowerCase()==="tr"?r=ze(t):t instanceof ze&&t.length&&t[0].nodeName.toLowerCase()==="tr"?r=t:r=ze("<tr/>").append(ze("<th/>").attr("colspan",this._colspan()).attr("scope","row").append(t)),r.addClass(this.c.className).addClass(e).addClass("dtrg-level-"+n))}});Cn.defaults={className:"dtrg-group",dataSrc:0,emptyDataGroup:"No group",enable:!0,endClassName:"dtrg-end",endRender:null,startClassName:"dtrg-start",startRender:function(t,e){return e}};Cn.version="1.5.0";ze.fn.dataTable.RowGroup=Cn;ze.fn.DataTable.RowGroup=Cn;at.Api.register("rowGroup()",function(){return this});at.Api.register("rowGroup().disable()",function(){return this.iterator("table",function(t){t.rowGroup&&t.rowGroup.enable(!1)})});at.Api.register("rowGroup().enable()",function(t){return this.iterator("table",function(e){e.rowGroup&&e.rowGroup.enable(t===void 0?!0:t)})});at.Api.register("rowGroup().enabled()",function(){var t=this.context;return t.length&&t[0].rowGroup?t[0].rowGroup.enabled():!1});at.Api.register("rowGroup().dataSrc()",function(t){return t===void 0?this.context[0].rowGroup.dataSrc():this.iterator("table",function(e){e.rowGroup&&e.rowGroup.dataSrc(t)})});ze(document).on("preInit.dt.dtrg",function(t,e,n){if(t.namespace==="dt"){var r=e.oInit.rowGroup,s=at.defaults.rowGroup;if(r||s){var i=ze.extend({},s,r);r!==!1&&new Cn(e,i)}}});var Ys=ie(ae(),1);var Mt=Ys.default,ce,de=function(t,e){if(de.factory(t,e))return de;typeof ce>"u"&&(ce=window.moment?window.moment:window.dayjs?window.dayjs:window.luxon?window.luxon:null),this.c=Mt.extend(!0,{},de.defaults,e);var n=this.c.classPrefix;if(!ce&&this.c.format!=="YYYY-MM-DD")throw"DateTime: Without momentjs, dayjs or luxon only the format 'YYYY-MM-DD' can be used";typeof this.c.minDate=="string"&&(this.c.minDate=new Date(this.c.minDate)),typeof this.c.maxDate=="string"&&(this.c.maxDate=new Date(this.c.maxDate));var r=Mt('<div class="'+n+'"><div class="'+n+'-date"><div class="'+n+'-title"><div class="'+n+'-iconLeft"><button type="button"></button></div><div class="'+n+'-iconRight"><button type="button"></button></div><div class="'+n+'-label"><span></span><select class="'+n+'-month"></select></div><div class="'+n+'-label"><span></span><select class="'+n+'-year"></select></div></div><div class="'+n+'-buttons"><a class="'+n+'-clear"></a><a class="'+n+'-today"></a></div><div class="'+n+'-calendar"></div></div><div class="'+n+'-time"><div class="'+n+'-hours"></div><div class="'+n+'-minutes"></div><div class="'+n+'-seconds"></div></div><div class="'+n+'-error"></div></div>');this.dom={container:r,date:r.find("."+n+"-date"),title:r.find("."+n+"-title"),calendar:r.find("."+n+"-calendar"),time:r.find("."+n+"-time"),error:r.find("."+n+"-error"),buttons:r.find("."+n+"-buttons"),clear:r.find("."+n+"-clear"),today:r.find("."+n+"-today"),previous:r.find("."+n+"-iconLeft"),next:r.find("."+n+"-iconRight"),input:Mt(t)},this.s={d:null,display:null,minutesRange:null,secondsRange:null,namespace:"dateime-"+de._instance++,parts:{date:this.c.format.match(/[YMD]|L(?!T)|l/)!==null,time:this.c.format.match(/[Hhm]|LT|LTS/)!==null,seconds:this.c.format.indexOf("s")!==-1,hours12:this.c.format.match(/[haA]/)!==null}},this.dom.container.append(this.dom.date).append(this.dom.time).append(this.dom.error),this.dom.date.append(this.dom.title).append(this.dom.buttons).append(this.dom.calendar),this.dom.input.addClass("dt-datetime"),this._constructor()};Mt.extend(de.prototype,{destroy:function(){this._hide(!0),this.dom.container.off().empty(),this.dom.input.removeClass("dt-datetime").removeAttr("autocomplete").off(".datetime")},display:function(t,e){return t!==void 0&&this.s.display.setUTCFullYear(t),e!==void 0&&this.s.display.setUTCMonth(e-1),t!==void 0||e!==void 0?(this._setTitle(),this._setCalander(),this):{month:this.s.display.getUTCMonth()+1,year:this.s.display.getUTCFullYear()}},errorMsg:function(t){var e=this.dom.error;return t?e.html(t):e.empty(),this},hide:function(){return this._hide(),this},max:function(t){return this.c.maxDate=typeof t=="string"?new Date(t):t,this._optionsTitle(),this._setCalander(),this},min:function(t){return this.c.minDate=typeof t=="string"?new Date(t):t,this._optionsTitle(),this._setCalander(),this},owns:function(t){return Mt(t).parents().filter(this.dom.container).length>0},val:function(t,e){return t===void 0?this.s.d:(t instanceof Date?this.s.d=this._dateToUtc(t):t===null||t===""?this.s.d=null:t==="--now"?this.s.d=this._dateToUtc(new Date):typeof t=="string"&&(this.s.d=this._dateToUtc(this._convert(t,this.c.format,null))),(e||e===void 0)&&(this.s.d?this._writeOutput():this.dom.input.val(t)),this.s.display=this.s.d?new Date(this.s.d.toString()):new Date,this.s.display.setUTCDate(1),this._setTitle(),this._setCalander(),this._setTime(),this)},valFormat:function(t,e){return e?(this.val(this._convert(e,t,null)),this):this._convert(this.val(),null,t)},_constructor:function(){var t=this,e=this.c.classPrefix,n=this.dom.input.val(),r=function(){var s=t.dom.input.val();s!==n&&(t.c.onChange.call(t,s,t.s.d,t.dom.input),n=s)};this.s.parts.date||this.dom.date.css("display","none"),this.s.parts.time||this.dom.time.css("display","none"),this.s.parts.seconds||(this.dom.time.children("div."+e+"-seconds").remove(),this.dom.time.children("span").eq(1).remove()),this.c.buttons.clear||this.dom.clear.css("display","none"),this.c.buttons.today||this.dom.today.css("display","none"),this._optionsTitle(),Mt(document).on("i18n.dt",function(s,i){i.oLanguage.datetime&&(Mt.extend(!0,t.c.i18n,i.oLanguage.datetime),t._optionsTitle())}),this.dom.input.attr("type")==="hidden"&&(this.dom.container.addClass("inline"),this.c.attachTo="input",this.val(this.dom.input.val(),!1),this._show()),n&&this.val(n,!1),this.dom.input.attr("autocomplete","off").on("focus.datetime click.datetime",function(){t.dom.container.is(":visible")||t.dom.input.is(":disabled")||(t.val(t.dom.input.val(),!1),t._show())}).on("keyup.datetime",function(){t.dom.container.is(":visible")&&t.val(t.dom.input.val(),!1)}),this.dom.container[0].addEventListener("focusin",function(s){s.stopPropagation()}),this.dom.container.on("change","select",function(){var s=Mt(this),i=s.val();if(s.hasClass(e+"-month"))t._correctMonth(t.s.display,i),t._setTitle(),t._setCalander();else if(s.hasClass(e+"-year"))t.s.display.setUTCFullYear(i),t._setTitle(),t._setCalander();else if(s.hasClass(e+"-hours")||s.hasClass(e+"-ampm")){if(t.s.parts.hours12){var o=Mt(t.dom.container).find("."+e+"-hours").val()*1,u=Mt(t.dom.container).find("."+e+"-ampm").val()==="pm";t.s.d.setUTCHours(o===12&&!u?0:u&&o!==12?o+12:o)}else t.s.d.setUTCHours(i);t._setTime(),t._writeOutput(!0),r()}else s.hasClass(e+"-minutes")?(t.s.d.setUTCMinutes(i),t._setTime(),t._writeOutput(!0),r()):s.hasClass(e+"-seconds")&&(t.s.d.setSeconds(i),t._setTime(),t._writeOutput(!0),r());t.dom.input.focus(),t._position()}).on("click",function(s){var i=t.s.d,o=s.target.nodeName.toLowerCase(),u=o==="span"?s.target.parentNode:s.target;if(o=u.nodeName.toLowerCase(),o!=="select")if(s.stopPropagation(),o==="a"&&(s.preventDefault(),Mt(u).hasClass(e+"-clear")?(t.s.d=null,t.dom.input.val(""),t._writeOutput(),t._setCalander(),t._setTime(),r()):Mt(u).hasClass(e+"-today")&&(t.s.display=new Date,t._setTitle(),t._setCalander())),o==="button"){var p=Mt(u),b=p.parent();if(b.hasClass("disabled")&&!b.hasClass("range")){p.blur();return}if(b.hasClass(e+"-iconLeft"))t.s.display.setUTCMonth(t.s.display.getUTCMonth()-1),t._setTitle(),t._setCalander(),t.dom.input.focus();else if(b.hasClass(e+"-iconRight"))t._correctMonth(t.s.display,t.s.display.getUTCMonth()+1),t._setTitle(),t._setCalander(),t.dom.input.focus();else if(p.parents("."+e+"-time").length){var g=p.data("value"),m=p.data("unit");if(i=t._needValue(),m==="minutes")if(b.hasClass("disabled")&&b.hasClass("range")){t.s.minutesRange=g,t._setTime();return}else t.s.minutesRange=null;if(m==="seconds")if(b.hasClass("disabled")&&b.hasClass("range")){t.s.secondsRange=g,t._setTime();return}else t.s.secondsRange=null;if(g==="am")if(i.getUTCHours()>=12)g=i.getUTCHours()-12;else return;else if(g==="pm")if(i.getUTCHours()<12)g=i.getUTCHours()+12;else return;var C=m==="hours"?"setUTCHours":m==="minutes"?"setUTCMinutes":"setSeconds";i[C](g),t._setCalander(),t._setTime(),t._writeOutput(!0),r()}else i=t._needValue(),i.setUTCDate(1),i.setUTCFullYear(p.data("year")),i.setUTCMonth(p.data("month")),i.setUTCDate(p.data("day")),t._writeOutput(!0),t.s.parts.time?(t._setCalander(),t._setTime()):setTimeout(function(){t._hide()},10),r()}else t.dom.input.focus()})},_compareDates:function(t,e){return this._isLuxon()?ce.DateTime.fromJSDate(t).toUTC().toISODate()===ce.DateTime.fromJSDate(e).toUTC().toISODate():this._dateToUtcString(t)===this._dateToUtcString(e)},_convert:function(t,e,n){if(!t)return t;if(ce)if(this._isLuxon()){var s=t instanceof Date?ce.DateTime.fromJSDate(t).toUTC():ce.DateTime.fromFormat(t,e);return s.isValid?n?s.toFormat(n):s.toJSDate():null}else{var i=t instanceof Date?ce.utc(t,void 0,this.c.locale,this.c.strict):ce(t,e,this.c.locale,this.c.strict);return i.isValid()?n?i.format(n):i.toDate():null}else{if(!e&&!n||e&&n)return t;if(e){var r=t.match(/(\d{4})\-(\d{2})\-(\d{2})/);return r?new Date(r[1],r[2]-1,r[3]):null}else return t.getUTCFullYear()+"-"+this._pad(t.getUTCMonth()+1)+"-"+this._pad(t.getUTCDate())}},_correctMonth:function(t,e){var n=this._daysInMonth(t.getUTCFullYear(),e),r=t.getUTCDate()>n;t.setUTCMonth(e),r&&(t.setUTCDate(n),t.setUTCMonth(e))},_daysInMonth:function(t,e){var n=t%4===0&&(t%100!==0||t%400===0),r=[31,n?29:28,31,30,31,30,31,31,30,31,30,31];return r[e]},_dateToUtc:function(t){return t&&new Date(Date.UTC(t.getFullYear(),t.getMonth(),t.getDate(),t.getHours(),t.getMinutes(),t.getSeconds()))},_dateToUtcString:function(t){return this._isLuxon()?ce.DateTime.fromJSDate(t).toUTC().toISODate():t.getUTCFullYear()+"-"+this._pad(t.getUTCMonth()+1)+"-"+this._pad(t.getUTCDate())},_hide:function(t){if(!(!t&&this.dom.input.attr("type")==="hidden")){var e=this.s.namespace;this.dom.container.detach(),Mt(window).off("."+e),Mt(document).off("keydown."+e),Mt("div.dataTables_scrollBody").off("scroll."+e),Mt("div.DTE_Body_Content").off("scroll."+e),Mt("body").off("click."+e),Mt(this.dom.input[0].offsetParent).off("."+e)}},_hours24To12:function(t){return t===0?12:t>12?t-12:t},_htmlDay:function(t){if(t.empty)return'<td class="empty"></td>';var e=["selectable"],n=this.c.classPrefix;return t.disabled&&e.push("disabled"),t.today&&e.push("now"),t.selected&&e.push("selected"),'<td data-day="'+t.day+'" class="'+e.join(" ")+'"><button class="'+n+"-button "+n+'-day" type="button" data-year="'+t.year+'" data-month="'+t.month+'" data-day="'+t.day+'"><span>'+t.day+"</span></button></td>"},_htmlMonth:function(t,e){var n=this._dateToUtc(new Date),r=this._daysInMonth(t,e),s=new Date(Date.UTC(t,e,1)).getUTCDay(),i=[],o=[];this.c.firstDay>0&&(s-=this.c.firstDay,s<0&&(s+=7));for(var u=r+s,p=u;p>7;)p-=7;u+=7-p;var b=this.c.minDate,g=this.c.maxDate;b&&(b.setUTCHours(0),b.setUTCMinutes(0),b.setSeconds(0)),g&&(g.setUTCHours(23),g.setUTCMinutes(59),g.setSeconds(59));for(var m=0,C=0;m<u;m++){var y=new Date(Date.UTC(t,e,1+(m-s))),T=this.s.d?this._compareDates(y,this.s.d):!1,P=this._compareDates(y,n),c=m<s||m>=r+s,l=b&&y<b||g&&y>g,h=this.c.disableDays;(Array.isArray(h)&&Mt.inArray(y.getUTCDay(),h)!==-1||typeof h=="function"&&h(y)===!0)&&(l=!0);var _={day:1+(m-s),month:e,year:t,selected:T,today:P,disabled:l,empty:c};o.push(this._htmlDay(_)),++C===7&&(this.c.showWeekNumber&&o.unshift(this._htmlWeekOfYear(m-s,e,t)),i.push("<tr>"+o.join("")+"</tr>"),o=[],C=0)}var F=this.c.classPrefix,O=F+"-table";if(this.c.showWeekNumber&&(O+=" weekNumber"),b){var f=b>=new Date(Date.UTC(t,e,1,0,0,0));this.dom.title.find("div."+F+"-iconLeft").css("display",f?"none":"block")}if(g){var U=g<new Date(Date.UTC(t,e+1,1,0,0,0));this.dom.title.find("div."+F+"-iconRight").css("display",U?"none":"block")}return'<table class="'+O+'"><thead>'+this._htmlMonthHead()+"</thead><tbody>"+i.join("")+"</tbody></table>"},_htmlMonthHead:function(){var t=[],e=this.c.firstDay,n=this.c.i18n,r=function(i){for(i+=e;i>=7;)i-=7;return n.weekdays[i]};this.c.showWeekNumber&&t.push("<th></th>");for(var s=0;s<7;s++)t.push("<th>"+r(s)+"</th>");return t.join("")},_htmlWeekOfYear:function(t,e,n){var r=new Date(n,e,t,0,0,0,0);r.setDate(r.getDate()+4-(r.getDay()||7));var s=new Date(n,0,1),i=Math.ceil(((r-s)/864e5+1)/7);return'<td class="'+this.c.classPrefix+'-week">'+i+"</td>"},_isLuxon:function(){return!!(ce&&ce.DateTime&&ce.Duration&&ce.Settings)},_needValue:function(){return this.s.d||(this.s.d=this._dateToUtc(new Date),this.s.parts.time||(this.s.d.setUTCHours(0),this.s.d.setUTCMinutes(0),this.s.d.setSeconds(0),this.s.d.setMilliseconds(0))),this.s.d},_options:function(t,e,n){n||(n=e);var r=this.dom.container.find("select."+this.c.classPrefix+"-"+t);r.empty();for(var s=0,i=e.length;s<i;s++)r.append('<option value="'+e[s]+'">'+n[s]+"</option>")},_optionSet:function(t,e){var n=this.dom.container.find("select."+this.c.classPrefix+"-"+t),r=n.parent().children("span");n.val(e);var s=n.find("option:selected");r.html(s.length!==0?s.text():this.c.i18n.unknown)},_optionsTime:function(t,e,n,r,s){var i=this.c.classPrefix,o=this.dom.container.find("div."+i+"-"+t),u,p,b=e===12?function(l){return l}:this._pad,g=i+"-table",m=this.c.i18n;if(o.length){var C="",y=10,T=function(l,h,_){e===12&&typeof l=="number"&&(n>=12&&(l+=12),l==12?l=0:l==24&&(l=12));var F=n===l||l==="am"&&n<12||l==="pm"&&n>=12?"selected":"";return typeof l=="number"&&r&&Mt.inArray(l,r)===-1&&(F+=" disabled"),_&&(F+=" "+_),'<td class="selectable '+F+'"><button class="'+i+"-button "+i+'-day" type="button" data-unit="'+t+'" data-value="'+l+'"><span>'+h+"</span></button></td>"};if(e===12){for(C+="<tr>",u=1;u<=6;u++)C+=T(u,b(u));for(C+=T("am",m.amPm[0]),C+="</tr>",C+="<tr>",u=7;u<=12;u++)C+=T(u,b(u));C+=T("pm",m.amPm[1]),C+="</tr>",y=7}else if(e===24){var P=0;for(p=0;p<4;p++){for(C+="<tr>",u=0;u<6;u++)C+=T(P,b(P)),P++;C+="</tr>"}y=6}else{for(C+="<tr>",p=0;p<60;p+=10)C+=T(p,b(p),"range");C+="</tr>",C+='</tbody></thead><table class="'+g+" "+g+'-nospace"><tbody>';var c=s!==null?s:n===-1?0:Math.floor(n/10)*10;for(C+="<tr>",p=c+1;p<c+10;p++)C+=T(p,b(p));C+="</tr>",y=6}o.empty().append('<table class="'+g+'"><thead><tr><th colspan="'+y+'">'+m[t]+"</th></tr></thead><tbody>"+C+"</tbody></table>")}},_optionsTitle:function(){var t=this.c.i18n,e=this.c.minDate,n=this.c.maxDate,r=e?e.getFullYear():null,s=n?n.getFullYear():null,i=r!==null?r:new Date().getFullYear()-this.c.yearRange,o=s!==null?s:new Date().getFullYear()+this.c.yearRange;this._options("month",this._range(0,11),t.months),this._options("year",this._range(i,o)),this.dom.today.text(t.today).text(t.today),this.dom.clear.text(t.clear).text(t.clear),this.dom.previous.attr("title",t.previous).children("button").text(t.previous),this.dom.next.attr("title",t.next).children("button").text(t.next)},_pad:function(t){return t<10?"0"+t:t},_position:function(){var t=this.c.attachTo==="input"?this.dom.input.position():this.dom.input.offset(),e=this.dom.container,n=this.dom.input.outerHeight();if(e.hasClass("inline")){e.insertAfter(this.dom.input);return}this.s.parts.date&&this.s.parts.time&&Mt(window).width()>550?e.addClass("horizontal"):e.removeClass("horizontal"),this.c.attachTo==="input"?e.css({top:t.top+n,left:t.left}).insertAfter(this.dom.input):e.css({top:t.top+n,left:t.left}).appendTo("body");var r=e.outerHeight(),s=e.outerWidth(),i=Mt(window).scrollTop();if(t.top+n+r-i>Mt(window).height()){var o=t.top-r;e.css("top",o<0?0:o)}if(s+t.left>Mt(window).width()){var u=Mt(window).width()-s;this.c.attachTo==="input"&&(u-=Mt(e).offsetParent().offset().left),e.css("left",u<0?0:u)}},_range:function(t,e,n){var r=[];n||(n=1);for(var s=t;s<=e;s+=n)r.push(s);return r},_setCalander:function(){this.s.display&&this.dom.calendar.empty().append(this._htmlMonth(this.s.display.getUTCFullYear(),this.s.display.getUTCMonth()))},_setTitle:function(){this._optionSet("month",this.s.display.getUTCMonth()),this._optionSet("year",this.s.display.getUTCFullYear())},_setTime:function(){var t=this,e=this.s.d,n=null;this._isLuxon()&&(n=ce.DateTime.fromJSDate(e).toUTC());var r=n!=null?n.hour:e?e.getUTCHours():-1,s=function(i){return t.c[i+"Available"]?t.c[i+"Available"]:t._range(0,59,t.c[i+"Increment"])};this._optionsTime("hours",this.s.parts.hours12?12:24,r,this.c.hoursAvailable),this._optionsTime("minutes",60,n!=null?n.minute:e?e.getUTCMinutes():-1,s("minutes"),this.s.minutesRange),this._optionsTime("seconds",60,n!=null?n.second:e?e.getSeconds():-1,s("seconds"),this.s.secondsRange)},_show:function(){var t=this,e=this.s.namespace;this._position(),Mt(window).on("scroll."+e+" resize."+e,function(){t._position()}),Mt("div.DTE_Body_Content").on("scroll."+e,function(){t._position()}),Mt("div.dataTables_scrollBody").on("scroll."+e,function(){t._position()});var n=this.dom.input[0].offsetParent;n!==document.body&&Mt(n).on("scroll."+e,function(){t._position()}),Mt(document).on("keydown."+e,function(r){(r.keyCode===9||r.keyCode===27||r.keyCode===13)&&t._hide()}),setTimeout(function(){Mt("body").on("click."+e,function(r){var s=Mt(r.target).parents();!s.filter(t.dom.container).length&&r.target!==t.dom.input[0]&&t._hide()})},10)},_writeOutput:function(t){var e=this.s.d,n="",r=this.dom.input;e&&(n=this._convert(e,null,this.c.format)),r.val(n);var s=new Event("change",{bubbles:!0});r[0].dispatchEvent(s),r.attr("type")==="hidden"&&this.val(n,!1),t&&r.focus()}});de.use=function(t){ce=t};de._instance=0;de.type="DateTime";de.defaults={attachTo:"body",buttons:{clear:!1,today:!1},classPrefix:"dt-datetime",disableDays:null,firstDay:1,format:"YYYY-MM-DD",hoursAvailable:null,i18n:{clear:"Clear",previous:"Previous",next:"Next",months:["January","February","March","April","May","June","July","August","September","October","November","December"],weekdays:["Sun","Mon","Tue","Wed","Thu","Fri","Sat"],amPm:["am","pm"],hours:"Hour",minutes:"Minute",seconds:"Second",unknown:"-",today:"Today"},maxDate:null,minDate:null,minutesAvailable:null,minutesIncrement:1,strict:!0,locale:"en",onChange:function(){},secondsAvailable:null,secondsIncrement:1,showWeekNumber:!1,yearRange:25};de.version="1.5.3";de.factory=function(t,e){var n=!1;return t&&t.document&&(window=t,document=t.document),e&&e.fn&&e.fn.jquery&&(Mt=e,n=!0),n};window.DateTime||(window.DateTime=de);window.DataTable&&(window.DataTable.DateTime=de);Mt.fn.dtDateTime=function(t){return this.each(function(){new de(this,t)})};Mt.fn.dataTable&&(Mt.fn.dataTable.DateTime=de,Mt.fn.DataTable.DateTime=de,Mt.fn.dataTable.Editor&&(Mt.fn.dataTable.Editor.DateTime=de));var id=de;var ad=ie(ae(),1);var $s=ie(ae(),1);var cn=$s.default;(function(){"use strict";var t,e;function n(){var c=at.use("moment");return c||window.moment}function r(){var c=at.use("luxon");return c||window.luxon}function s(c){t=c,e=c.fn.dataTable}var i=function(){function c(l,h,_,F,O,f,U){F===void 0&&(F=0),O===void 0&&(O=1),f===void 0&&(f=void 0),U===void 0&&(U=!1);var X=this;this.classes=t.extend(!0,{},c.classes),this.c=t.extend(!0,{},c.defaults,t.fn.dataTable.ext.searchBuilder,h);var Q=this.c.i18n;if(this.s={condition:void 0,conditions:{},data:void 0,dataIdx:-1,dataPoints:[],dateFormat:!1,depth:O,dt:l,filled:!1,index:F,liveSearch:U,origData:void 0,preventRedraw:!1,serverData:f,topGroup:_,type:"",value:[]},this.dom={buttons:t("<div/>").addClass(this.classes.buttonContainer),condition:t("<select disabled/>").addClass(this.classes.condition).addClass(this.classes.dropDown).addClass(this.classes.italic).attr("autocomplete","hacking"),conditionTitle:t('<option value="" disabled selected hidden/>').html(this.s.dt.i18n("searchBuilder.condition",Q.condition)),container:t("<div/>").addClass(this.classes.container),data:t("<select/>").addClass(this.classes.data).addClass(this.classes.dropDown).addClass(this.classes.italic),dataTitle:t('<option value="" disabled selected hidden/>').html(this.s.dt.i18n("searchBuilder.data",Q.data)),defaultValue:t("<select disabled/>").addClass(this.classes.value).addClass(this.classes.dropDown).addClass(this.classes.select).addClass(this.classes.italic),delete:t("<button/>").html(this.s.dt.i18n("searchBuilder.delete",Q.delete)).addClass(this.classes.delete).addClass(this.classes.button).attr("title",this.s.dt.i18n("searchBuilder.deleteTitle",Q.deleteTitle)).attr("type","button"),inputCont:t("<div/>").addClass(this.classes.inputCont),left:t("<button/>").html(this.s.dt.i18n("searchBuilder.left",Q.left)).addClass(this.classes.left).addClass(this.classes.button).attr("title",this.s.dt.i18n("searchBuilder.leftTitle",Q.leftTitle)).attr("type","button"),right:t("<button/>").html(this.s.dt.i18n("searchBuilder.right",Q.right)).addClass(this.classes.right).addClass(this.classes.button).attr("title",this.s.dt.i18n("searchBuilder.rightTitle",Q.rightTitle)).attr("type","button"),value:[t("<select disabled/>").addClass(this.classes.value).addClass(this.classes.dropDown).addClass(this.classes.italic).addClass(this.classes.select)],valueTitle:t('<option value="--valueTitle--" disabled selected hidden/>').html(this.s.dt.i18n("searchBuilder.value",Q.value))},this.c.greyscale){this.dom.data.addClass(this.classes.greyscale),this.dom.condition.addClass(this.classes.greyscale),this.dom.defaultValue.addClass(this.classes.greyscale);for(var E=0,$=this.dom.value;E<$.length;E++){var w=$[E];w.addClass(this.classes.greyscale)}}return t(window).on("resize.dtsb",e.util.throttle(function(){X.s.topGroup.trigger("dtsb-redrawLogic")})),this._buildCriteria(),this}return c._escapeHTML=function(l){return l.toString().replace(/&lt;/g,"<").replace(/&gt;/g,">").replace(/&quot;/g,'"').replace(/&amp;/g,"&")},c.prototype.doSearch=function(){this.c.liveSearch&&this.s.dt.draw()},c.parseNumFmt=function(l){return+l.replace(/(?!^-)[^0-9.]/g,"")},c.prototype.updateArrows=function(l){l===void 0&&(l=!1),this.dom.container.children().detach(),this.dom.container.append(this.dom.data).append(this.dom.condition).append(this.dom.inputCont),this.setListeners(),this.dom.value[0]!==void 0&&t(this.dom.value[0]).trigger("dtsb-inserted");for(var h=1;h<this.dom.value.length;h++)this.dom.inputCont.append(this.dom.value[h]),t(this.dom.value[h]).trigger("dtsb-inserted");this.s.depth>1&&this.dom.buttons.append(this.dom.left),(this.c.depthLimit===!1||this.s.depth<this.c.depthLimit)&&l?this.dom.buttons.append(this.dom.right):this.dom.right.remove(),this.dom.buttons.append(this.dom.delete),this.dom.container.append(this.dom.buttons)},c.prototype.destroy=function(){this.dom.data.off(".dtsb"),this.dom.condition.off(".dtsb"),this.dom.delete.off(".dtsb");for(var l=0,h=this.dom.value;l<h.length;l++){var _=h[l];_.off(".dtsb")}this.dom.container.remove()},c.prototype.search=function(l,h){var _=this.s.dt.settings()[0],F=this.s.conditions[this.s.condition];if(this.s.condition!==void 0&&F!==void 0){var O=l[this.s.dataIdx];if(this.s.type&&this.s.type.includes("num")&&(_.oLanguage.sDecimal!==""||_.oLanguage.sThousands!=="")){var f=[l[this.s.dataIdx]];if(_.oLanguage.sDecimal!==""&&(f=l[this.s.dataIdx].split(_.oLanguage.sDecimal)),_.oLanguage.sThousands!=="")for(var U=0;U<f.length;U++)f[U]=f[U].replace(_.oLanguage.sThousands,",");O=f.join(".")}if(this.c.orthogonal.search!=="filter"&&(O=_.fastData(h,this.s.dataIdx,typeof this.c.orthogonal=="string"?this.c.orthogonal:this.c.orthogonal.search)),this.s.type==="array"){Array.isArray(O)||(O=[O]),O.sort();for(var X=0,Q=O;X<Q.length;X++){var E=Q[X];E&&typeof E=="string"&&(E=E.replace(/[\r\n\u2028]/g," "))}}else O!==null&&typeof O=="string"&&(O=O.replace(/[\r\n\u2028]/g," "));return this.s.type.includes("html")&&typeof O=="string"&&(O=O.replace(/(<([^>]+)>)/ig,"")),O===null&&(O=""),F.search(O,this.s.value,this)}},c.prototype.getDetails=function(l){l===void 0&&(l=!1);var h,_=this.s.dt.settings()[0];if(this.s.type!==null&&this.s.type.includes("num")&&(_.oLanguage.sDecimal!==""||_.oLanguage.sThousands!==""))for(h=0;h<this.s.value.length;h++){var F=[this.s.value[h].toString()];if(_.oLanguage.sDecimal!==""&&(F=this.s.value[h].split(_.oLanguage.sDecimal)),_.oLanguage.sThousands!=="")for(var O=0;O<F.length;O++)F[O]=F[O].replace(_.oLanguage.sThousands,",");this.s.value[h]=F.join(".")}else if(this.s.type!==null&&l){if(this.s.type.includes("date")||this.s.type.includes("time"))for(h=0;h<this.s.value.length;h++)this.s.value[h].match(/^\d{4}-([0]\d|1[0-2])-([0-2]\d|3[01])$/g)===null&&(this.s.value[h]="");else if(this.s.type.includes("moment"))for(h=0;h<this.s.value.length;h++)this.s.value[h]&&this.s.value[h].length>0&&n()(this.s.value[h],this.s.dateFormat,!0).isValid()&&(this.s.value[h]=n()(this.s.value[h],this.s.dateFormat).format("YYYY-MM-DD HH:mm:ss"));else if(this.s.type.includes("luxon"))for(h=0;h<this.s.value.length;h++)this.s.value[h]&&this.s.value[h].length>0&&r().DateTime.fromFormat(this.s.value[h],this.s.dateFormat).invalid===null&&(this.s.value[h]=r().DateTime.fromFormat(this.s.value[h],this.s.dateFormat).toFormat("yyyy-MM-dd HH:mm:ss"))}if(this.s.type&&this.s.type.includes("num")&&this.s.dt.page.info().serverSide)for(h=0;h<this.s.value.length;h++)this.s.value[h]=this.s.value[h].replace(/[^0-9.\-]/g,"");return{condition:this.s.condition,data:this.s.data,origData:this.s.origData,type:this.s.type,value:this.s.value.map(function(f){return f!=null?f.toString():f})}},c.prototype.getNode=function(){return this.dom.container},c.prototype.parseNumber=function(l){var h=this.s.dt.i18n("decimal");return h&&h!=="."&&(l=l.replace(/\./g,"").replace(h,".")),+l.replace(/(?!^-)[^0-9.]/g,"")},c.prototype.populate=function(){this._populateData(),this.s.dataIdx!==-1&&(this._populateCondition(),this.s.condition!==void 0&&this._populateValue())},c.prototype.rebuild=function(l){var h=!1,_,F;if(this._populateData(),l.data!==void 0){var O=this.classes.italic,f=this.dom.data;this.dom.data.children("option").each(function(){!h&&(t(this).text()===l.data||l.origData&&t(this).prop("origData")===l.origData)?(t(this).prop("selected",!0),f.removeClass(O),h=!0,_=parseInt(t(this).val(),10)):t(this).removeProp("selected")})}if(h){this.s.data=l.data,this.s.origData=l.origData,this.s.dataIdx=_,this.c.orthogonal=this._getOptions().orthogonal,this.dom.dataTitle.remove(),this._populateCondition(),this.dom.conditionTitle.remove();var U=void 0,X=this.dom.condition.children("option");for(F=0;F<X.length;F++){var Q=t(X[F]);l.condition!==void 0&&Q.val()===l.condition&&typeof l.condition=="string"?(Q.prop("selected",!0),U=Q.val()):Q.removeProp("selected")}if(this.s.condition=U,this.s.condition!==void 0){for(this.dom.conditionTitle.removeProp("selected"),this.dom.conditionTitle.remove(),this.dom.condition.removeClass(this.classes.italic),F=0;F<X.length;F++){var E=t(X[F]);E.val()!==this.s.condition&&E.removeProp("selected")}this._populateValue(l)}else this.dom.conditionTitle.prependTo(this.dom.condition).prop("selected",!0)}},c.prototype.setListeners=function(){var l=this;this.dom.data.unbind("change").on("change.dtsb",function(){l.dom.dataTitle.removeProp("selected");for(var h=l.dom.data.children("option."+l.classes.option),_=0;_<h.length;_++){var F=t(h[_]);F.val()===l.dom.data.val()?(l.dom.data.removeClass(l.classes.italic),F.prop("selected",!0),l.s.dataIdx=+F.val(),l.s.data=F.text(),l.s.origData=F.prop("origData"),l.c.orthogonal=l._getOptions().orthogonal,l._clearCondition(),l._clearValue(),l._populateCondition(),l.s.filled&&(l.s.filled=!1,l.doSearch(),l.setListeners()),l.s.dt.state.save()):F.removeProp("selected")}}),this.dom.condition.unbind("change").on("change.dtsb",function(){l.dom.conditionTitle.removeProp("selected");for(var h=l.dom.condition.children("option."+l.classes.option),_=0;_<h.length;_++){var F=t(h[_]);if(F.val()===l.dom.condition.val()){l.dom.condition.removeClass(l.classes.italic),F.prop("selected",!0);for(var O=F.val(),f=0,U=Object.keys(l.s.conditions);f<U.length;f++){var X=U[f];if(X===O){l.s.condition=O;break}}l._clearValue(),l._populateValue();for(var Q=0,E=l.dom.value;Q<E.length;Q++){var $=E[Q];l.s.filled&&$!==void 0&&l.dom.inputCont.has($[0]).length!==0&&(l.s.filled=!1,l.doSearch(),l.setListeners())}(l.dom.value.length===0||l.dom.value.length===1&&l.dom.value[0]===void 0)&&l.doSearch()}else F.removeProp("selected")}})},c.prototype.setupButtons=function(){if(window.innerWidth>550){this.dom.container.removeClass(this.classes.vertical),this.dom.buttons.css("left",null),this.dom.buttons.css("top",null);return}this.dom.container.addClass(this.classes.vertical),this.dom.buttons.css("left",this.dom.data.innerWidth()),this.dom.buttons.css("top",this.dom.data.position().top)},c.prototype._buildCriteria=function(){this.dom.data.append(this.dom.dataTitle),this.dom.condition.append(this.dom.conditionTitle),this.dom.container.append(this.dom.data).append(this.dom.condition),this.dom.inputCont.empty();for(var l=0,h=this.dom.value;l<h.length;l++){var _=h[l];_.append(this.dom.valueTitle),this.dom.inputCont.append(_)}this.dom.buttons.append(this.dom.delete).append(this.dom.right),this.dom.container.append(this.dom.inputCont).append(this.dom.buttons),this.setListeners()},c.prototype._clearCondition=function(){this.dom.condition.empty(),this.dom.conditionTitle.prop("selected",!0).attr("disabled","true"),this.dom.condition.prepend(this.dom.conditionTitle).prop("selectedIndex",0),this.s.conditions={},this.s.condition=void 0},c.prototype._clearValue=function(){var l;if(this.s.condition!==void 0){if(this.dom.value.length>0&&this.dom.value[0]!==void 0)for(var h=0,_=this.dom.value;h<_.length;h++)l=_[h],l!==void 0&&setTimeout(function(){l.remove()},50);if(this.dom.value=[].concat(this.s.conditions[this.s.condition].init(this,c.updateListener)),this.dom.value.length>0&&this.dom.value[0]!==void 0){this.dom.inputCont.empty().append(this.dom.value[0]).insertAfter(this.dom.condition),t(this.dom.value[0]).trigger("dtsb-inserted");for(var F=1;F<this.dom.value.length;F++)this.dom.inputCont.append(this.dom.value[F]),t(this.dom.value[F]).trigger("dtsb-inserted")}}else{for(var O=0,f=this.dom.value;O<f.length;O++)l=f[O],l!==void 0&&setTimeout(function(){l.remove()},50);this.dom.valueTitle.prop("selected",!0),this.dom.defaultValue.append(this.dom.valueTitle).insertAfter(this.dom.condition)}this.s.value=[],this.dom.value=[t("<select disabled/>").addClass(this.classes.value).addClass(this.classes.dropDown).addClass(this.classes.italic).addClass(this.classes.select).append(this.dom.valueTitle.clone())]},c.prototype._getOptions=function(){var l=this.s.dt;return t.extend(!0,{},c.defaults,l.settings()[0].aoColumns[this.s.dataIdx].searchBuilder)},c.prototype._populateCondition=function(){var l=[],h=Object.keys(this.s.conditions).length,_=this.s.dt,F=_.settings()[0].aoColumns,O=+this.dom.data.children("option:selected").val(),f,U;if(h===0){if(this.s.type=_.column(O).type(),F!==void 0){var X=F[O];X.searchBuilderType!==void 0&&X.searchBuilderType!==null?this.s.type=X.searchBuilderType:(this.s.type===void 0||this.s.type===null)&&(this.s.type=X.sType)}(this.s.type===null||this.s.type===void 0)&&(t.fn.dataTable.ext.oApi&&t.fn.dataTable.ext.oApi._fnColumnTypes(_.settings()[0]),this.s.type=_.column(O).type()),this.dom.condition.removeAttr("disabled").empty().append(this.dom.conditionTitle).addClass(this.classes.italic),this.dom.conditionTitle.prop("selected",!0);var Q=_.settings()[0].oLanguage.sDecimal;Q!==""&&this.s.type&&this.s.type.indexOf(Q)===this.s.type.length-Q.length&&(this.s.type.includes("num-fmt")?this.s.type=this.s.type.replace(Q,""):this.s.type.includes("num")&&(this.s.type=this.s.type.replace(Q,"")));var E=void 0;this.c.conditions[this.s.type]!==void 0?E=this.c.conditions[this.s.type]:this.s.type&&this.s.type.includes("datetime-")?(E=at.use("moment")?this.c.conditions.moment:this.c.conditions.luxon,this.s.dateFormat=this.s.type.replace(/datetime-/g,"")):this.s.type&&this.s.type.includes("moment")?(E=this.c.conditions.moment,this.s.dateFormat=this.s.type.replace(/moment-/g,"")):this.s.type&&this.s.type.includes("luxon")?(E=this.c.conditions.luxon,this.s.dateFormat=this.s.type.replace(/luxon-/g,"")):E=this.c.conditions.string;for(var $=0,w=Object.keys(E);$<w.length;$++)if(f=w[$],E[f]!==null){if(_.page.info().serverSide&&E[f].init===c.initSelect){var k=F[O];this.s.serverData&&this.s.serverData[k.data]?(E[f].init=c.initSelectSSP,E[f].inputValue=c.inputValueSelect,E[f].isInputValid=c.isInputValidSelect):(E[f].init=c.initInput,E[f].inputValue=c.inputValueInput,E[f].isInputValid=c.isInputValidInput)}this.s.conditions[f]=E[f],U=E[f].conditionName,typeof U=="function"&&(U=U(_,this.c.i18n)),l.push(t("<option>",{text:U,value:f}).addClass(this.classes.option).addClass(this.classes.notItalic))}}else if(h>0){this.dom.condition.empty().removeAttr("disabled").addClass(this.classes.italic);for(var S=0,B=Object.keys(this.s.conditions);S<B.length;S++){f=B[S];var L=this.s.conditions[f].conditionName;typeof L=="function"&&(L=L(_,this.c.i18n));var R=t("<option>",{text:L,value:f}).addClass(this.classes.option).addClass(this.classes.notItalic);this.s.condition!==void 0&&this.s.condition===L&&(R.prop("selected",!0),this.dom.condition.removeClass(this.classes.italic)),l.push(R)}}else{this.dom.condition.attr("disabled","true").addClass(this.classes.italic);return}for(var q=0,z=l;q<z.length;q++){var G=z[q];this.dom.condition.append(G)}if(F[O].searchBuilder&&F[O].searchBuilder.defaultCondition){var nt=F[O].searchBuilder.defaultCondition;if(typeof nt=="number")this.dom.condition.prop("selectedIndex",nt),this.dom.condition.trigger("change");else if(typeof nt=="string")for(var tt=0;tt<l.length;tt++)for(var et=0,wt=Object.keys(this.s.conditions);et<wt.length;et++){var St=wt[et];if(U=this.s.conditions[St].conditionName,(typeof U=="string"?U:U(_,this.c.i18n))===l[tt].text()&&St===nt){this.dom.condition.prop("selectedIndex",this.dom.condition.children().toArray().indexOf(l[tt][0])).removeClass(this.classes.italic),this.dom.condition.trigger("change"),tt=l.length;break}}}else this.dom.condition.prop("selectedIndex",0)},c.prototype._populateData=function(){var l=this.s.dt.settings()[0].aoColumns,h=this.s.dt.columns(this.c.columns).indexes().toArray();this.dom.data.empty().append(this.dom.dataTitle);for(var _=0;_<l.length;_++)if(this.c.columns===!0||h.includes(_)){var F=l[_],O={index:_,origData:F.data,text:(F.searchBuilderTitle||F.sTitle).replace(/(<([^>]+)>)/ig,"")};this.dom.data.append(t("<option>",{text:O.text,value:O.index}).addClass(this.classes.option).addClass(this.classes.notItalic).prop("origData",F.data).prop("selected",this.s.dataIdx===O.index)),this.s.dataIdx===O.index&&this.dom.dataTitle.removeProp("selected")}},c.prototype._populateValue=function(l){var h=this,_=this.s.filled,F;this.s.filled=!1,setTimeout(function(){h.dom.defaultValue.remove()},50);for(var O=function(E){setTimeout(function(){E!==void 0&&E.remove()},50)},f=0,U=this.dom.value;f<U.length;f++){var X=U[f];O(X)}var Q=this.dom.inputCont.children();if(Q.length>1)for(F=0;F<Q.length;F++)t(Q[F]).remove();for(l!==void 0&&this.s.dt.columns().every(function(E){h.s.dt.settings()[0].aoColumns[E].sTitle===l.data&&(h.s.dataIdx=E)}),this.dom.value=[].concat(this.s.conditions[this.s.condition].init(this,c.updateListener,l!==void 0?l.value:void 0)),l!==void 0&&l.value!==void 0&&(this.s.value=l.value),this.dom.inputCont.empty(),this.dom.value[0]!==void 0&&t(this.dom.value[0]).appendTo(this.dom.inputCont).trigger("dtsb-inserted"),F=1;F<this.dom.value.length;F++)t(this.dom.value[F]).insertAfter(this.dom.value[F-1]).trigger("dtsb-inserted");this.s.filled=this.s.conditions[this.s.condition].isInputValid(this.dom.value,this),this.setListeners(),!this.s.preventRedraw&&_!==this.s.filled&&(this.s.dt.page.info().serverSide||this.doSearch(),this.setListeners())},c.prototype._throttle=function(l,h){h===void 0&&(h=200);var _=null,F=null,O=this;return h===null&&(h=200),function(){for(var f=[],U=0;U<arguments.length;U++)f[U]=arguments[U];var X=+new 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X=t("<select/>").addClass(c.classes.value).addClass(c.classes.dropDown).addClass(c.classes.italic).addClass(c.classes.select).append(l.dom.valueTitle).on("change.dtsb",function(){t(this).removeClass(c.classes.italic),h(l,this)});l.c.greyscale&&X.addClass(c.classes.greyscale);for(var Q=[],E=[],$=0,w=f;$<w.length;$++){var k=w[$],S=U(k,O,typeof l.c.orthogonal=="string"?l.c.orthogonal:l.c.orthogonal.search),B={filter:typeof S=="string"?S.replace(/[\r\n\u2028]/g," "):S,index:k,text:U(k,O,typeof l.c.orthogonal=="string"?l.c.orthogonal:l.c.orthogonal.display)};l.s.type==="array"&&(B.filter=Array.isArray(B.filter)?B.filter:[B.filter],B.text=Array.isArray(B.text)?B.text:[B.text]);var L=function(nt,tt){l.s.type.includes("html")&&nt!==null&&typeof nt=="string"&&nt.replace(/(<([^>]+)>)/ig,"");var et=t("<option>",{type:Array.isArray(nt)?"Array":"String",value:nt}).data("sbv",nt).addClass(l.classes.option).addClass(l.classes.notItalic).html(typeof 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l.s.dt.one("draw.dtsb",function(){l.s.topGroup.trigger("dtsb-redrawLogic")}),[]},c.init2Date=function(l,h,_){var F=this;_===void 0&&(_=null);var O=l.s.dt.settings()[0].searchDelay,f=l.s.dt.i18n("datetime",{}),U=[t("<input/>").addClass(c.classes.value).addClass(c.classes.input).dtDateTime({attachTo:"input",format:l.s.dateFormat?l.s.dateFormat:void 0,i18n:f}).on("change.dtsb",O!==null?at.util.throttle(function(){return h(l,this)},O):function(){h(l,F)}).on("input.dtsb keypress.dtsb",function(X){at.util.throttle(function(){var Q=X.keyCode||X.which;return h(l,this,Q)},O===null?0:O)}),t("<span>").addClass(l.classes.joiner).html(l.s.dt.i18n("searchBuilder.valueJoiner",l.c.i18n.valueJoiner)),t("<input/>").addClass(c.classes.value).addClass(c.classes.input).dtDateTime({attachTo:"input",format:l.s.dateFormat?l.s.dateFormat:void 0,i18n:f}).on("change.dtsb",O!==null?at.util.throttle(function(){return h(l,this)},O):function(){h(l,F)}).on("input.dtsb 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O=F[_];O.is("select")&&h.push(c._escapeHTML(O.children("option:selected").data("sbv")))}return h},c.inputValueInput=function(l){for(var h=[],_=0,F=l;_<F.length;_++){var O=F[_];O.is("input")&&h.push(c._escapeHTML(O.val()))}return h},c.updateListener=function(l,h,_){var F=l.s.conditions[l.s.condition],O;if(l.s.filled=F.isInputValid(l.dom.value,l),l.s.value=F.inputValue(l.dom.value,l),!l.s.filled){(!l.c.enterSearch&&!(l.s.dt.settings()[0].oInit.search!==void 0&&l.s.dt.settings()[0].oInit.search.return)||_===13)&&l.doSearch();return}for(Array.isArray(l.s.value)||(l.s.value=[l.s.value]),O=0;O<l.s.value.length;O++)Array.isArray(l.s.value[O])&&l.s.value[O].sort();var f=null,U=null;for(O=0;O<l.dom.value.length;O++)h===l.dom.value[O][0]&&(f=O,h.selectionStart!==void 0&&(U=h.selectionStart));(!l.c.enterSearch&&!(l.s.dt.settings()[0].oInit.search!==void 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l.i18n("searchBuilder.conditions.number.gt",h.conditions.number.gt)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h){return+l>+h[0]}},between:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.number.between",h.conditions.number.between)},init:c.init2Input,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h){return+h[0]<+h[1]?+h[0]<=+l&&+l<=+h[1]:+h[1]<=+l&&+l<=+h[0]}},"!between":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.number.notBetween",h.conditions.number.notBetween)},init:c.init2Input,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h){return+h[0]<+h[1]?!(+h[0]<=+l&&+l<=+h[1]):!(+h[1]<=+l&&+l<=+h[0])}},null:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.number.empty",h.conditions.number.empty)},init:c.initNoValue,inputValue:function(){},isInputValid:function(){return!0},search:function(l){return 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l.i18n("searchBuilder.conditions.number.lt",h.conditions.number.lt)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h,_){return _.parseNumber(l)<_.parseNumber(h[0])}},"<=":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.number.lte",h.conditions.number.lte)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h,_){return _.parseNumber(l)<=_.parseNumber(h[0])}},">=":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.number.gte",h.conditions.number.gte)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h,_){return _.parseNumber(l)>=_.parseNumber(h[0])}},">":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.number.gt",h.conditions.number.gt)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h,_){return _.parseNumber(l)>_.parseNumber(h[0])}},between:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.number.between",h.conditions.number.between)},init:c.init2Input,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h,_){var F=_.parseNumber(l),O=_.parseNumber(h[0]),f=_.parseNumber(h[1]);return+O<+f?+O<=+F&&+F<=+f:+f<=+F&&+F<=+O}},"!between":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.number.notBetween",h.conditions.number.notBetween)},init:c.init2Input,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h,_){var F=_.parseNumber(l),O=_.parseNumber(h[0]),f=_.parseNumber(h[1]);return+O<+f?!(+O<=+F&&+F<=+f):!(+f<=+F&&+F<=+O)}},null:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.number.empty",h.conditions.number.empty)},init:c.initNoValue,inputValue:function(){},isInputValid:function(){return!0},search:function(l){return l==null||l.length===0}},"!null":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.number.notEmpty",h.conditions.number.notEmpty)},init:c.initNoValue,inputValue:function(){},isInputValid:function(){return!0},search:function(l){return!(l==null||l.length===0)}}},c.stringConditions={"=":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.string.equals",h.conditions.string.equals)},init:c.initSelect,inputValue:c.inputValueSelect,isInputValid:c.isInputValidSelect,search:function(l,h){return l===h[0]}},"!=":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.string.not",h.conditions.string.not)},init:c.initSelect,inputValue:c.inputValueSelect,isInputValid:c.isInputValidInput,search:function(l,h){return l!==h[0]}},starts:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.string.startsWith",h.conditions.string.startsWith)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h){return l.toLowerCase().indexOf(h[0].toLowerCase())===0}},"!starts":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.string.notStartsWith",h.conditions.string.notStartsWith)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h){return l.toLowerCase().indexOf(h[0].toLowerCase())!==0}},contains:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.string.contains",h.conditions.string.contains)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h){return l.toLowerCase().includes(h[0].toLowerCase())}},"!contains":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.string.notContains",h.conditions.string.notContains)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h){return!l.toLowerCase().includes(h[0].toLowerCase())}},ends:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.string.endsWith",h.conditions.string.endsWith)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h){return l.toLowerCase().endsWith(h[0].toLowerCase())}},"!ends":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.string.notEndsWith",h.conditions.string.notEndsWith)},init:c.initInput,inputValue:c.inputValueInput,isInputValid:c.isInputValidInput,search:function(l,h){return!l.toLowerCase().endsWith(h[0].toLowerCase())}},null:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.string.empty",h.conditions.string.empty)},init:c.initNoValue,inputValue:function(){},isInputValid:function(){return!0},search:function(l){return l==null||l.length===0}},"!null":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.string.notEmpty",h.conditions.string.notEmpty)},init:c.initNoValue,inputValue:function(){},isInputValid:function(){return!0},search:function(l){return!(l==null||l.length===0)}}},c.arrayConditions={contains:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.array.contains",h.conditions.array.contains)},init:c.initSelectArray,inputValue:c.inputValueSelect,isInputValid:c.isInputValidSelect,search:function(l,h){return l.includes(h[0])}},without:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.array.without",h.conditions.array.without)},init:c.initSelectArray,inputValue:c.inputValueSelect,isInputValid:c.isInputValidSelect,search:function(l,h){return l.indexOf(h[0])===-1}},"=":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.array.equals",h.conditions.array.equals)},init:c.initSelect,inputValue:c.inputValueSelect,isInputValid:c.isInputValidSelect,search:function(l,h){if(l.length===h[0].length){for(var _=0;_<l.length;_++)if(l[_]!==h[0][_])return!1;return!0}return!1}},"!=":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.array.not",h.conditions.array.not)},init:c.initSelect,inputValue:c.inputValueSelect,isInputValid:c.isInputValidSelect,search:function(l,h){if(l.length===h[0].length){for(var _=0;_<l.length;_++)if(l[_]!==h[0][_])return!0;return!1}return!0}},null:{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.array.empty",h.conditions.array.empty)},init:c.initNoValue,inputValue:function(){},isInputValid:function(){return!0},search:function(l){return l==null||l.length===0}},"!null":{conditionName:function(l,h){return l.i18n("searchBuilder.conditions.array.notEmpty",h.conditions.array.notEmpty)},init:c.initNoValue,inputValue:function(){},isInputValid:function(){return!0},search:function(l){return l!=null&&l.length!==0}}},c.defaults={columns:!0,conditions:{array:c.arrayConditions,date:c.dateConditions,html:c.stringConditions,"html-num":c.numConditions,"html-num-fmt":c.numFmtConditions,luxon:c.luxonDateConditions,moment:c.momentDateConditions,num:c.numConditions,"num-fmt":c.numFmtConditions,string:c.stringConditions},depthLimit:!1,enterSearch:!1,filterChanged:void 0,greyscale:!1,i18n:{add:"Add Condition",button:{0:"Search Builder",_:"Search Builder (%d)"},clearAll:"Clear All",condition:"Condition",data:"Data",delete:"&times",deleteTitle:"Delete filtering rule",left:"<",leftTitle:"Outdent criteria",logicAnd:"And",logicOr:"Or",right:">",rightTitle:"Indent criteria",search:"Search",title:{0:"Custom Search Builder",_:"Custom Search Builder (%d)"},value:"Value",valueJoiner:"and"},liveSearch:!0,logic:"AND",orthogonal:{display:"display",search:"filter"},preDefined:!1},c}(),o;function u(c){o=c,c.fn.dataTable}var p=function(){function c(l,h,_,F,O,f,U){return F===void 0&&(F=0),O===void 0&&(O=!1),f===void 0&&(f=1),U===void 0&&(U=void 0),this.classes=o.extend(!0,{},c.classes),this.c=o.extend(!0,{},c.defaults,h),this.s={criteria:[],depth:f,dt:l,index:F,isChild:O,logic:void 0,opts:h,preventRedraw:!1,serverData:U,toDrop:void 0,topGroup:_},this.dom={add:o("<button/>").addClass(this.classes.add).addClass(this.classes.button).attr("type","button"),clear:o("<button>&times</button>").addClass(this.classes.button).addClass(this.classes.clearGroup).attr("type","button"),container:o("<div/>").addClass(this.classes.group),logic:o("<button><div/></button>").addClass(this.classes.logic).addClass(this.classes.button).attr("type","button"),logicContainer:o("<div/>").addClass(this.classes.logicContainer),search:o("<button/>").addClass(this.classes.search).addClass(this.classes.button).attr("type","button").css("display","none")},this.s.topGroup===void 0&&(this.s.topGroup=this.dom.container),this._setup(),this}return c.prototype.destroy=function(){this.dom.add.off(".dtsb"),this.dom.logic.off(".dtsb"),this.dom.search.off(".dtsb"),this.dom.container.trigger("dtsb-destroy").remove(),this.s.criteria=[]},c.prototype.getDetails=function(l){if(l===void 0&&(l=!1),this.s.criteria.length===0)return{};for(var h={criteria:[],logic:this.s.logic},_=0,F=this.s.criteria;_<F.length;_++){var O=F[_];h.criteria.push(O.criteria.getDetails(l))}return h},c.prototype.getNode=function(){return this.dom.container},c.prototype.rebuild=function(l){var h;if(!(l.criteria===void 0||l.criteria===null||Array.isArray(l.criteria)&&l.criteria.length===0)){if(this.s.logic=l.logic,this.dom.logic.children().first().html(this.s.logic==="OR"?this.s.dt.i18n("searchBuilder.logicOr",this.c.i18n.logicOr):this.s.dt.i18n("searchBuilder.logicAnd",this.c.i18n.logicAnd)),Array.isArray(l.criteria))for(var _=0,F=l.criteria;_<F.length;_++)h=F[_],h.logic!==void 0?this._addPrevGroup(h):h.logic===void 0&&this._addPrevCriteria(h);for(var O=0,f=this.s.criteria;O<f.length;O++)h=f[O],h.criteria instanceof i&&(h.criteria.updateArrows(this.s.criteria.length>1),this._setCriteriaListeners(h.criteria))}},c.prototype.redrawContents=function(){if(!this.s.preventRedraw){this.dom.container.children().detach(),this.dom.container.append(this.dom.logicContainer).append(this.dom.add),this.c.liveSearch||this.dom.container.append(this.dom.search),this.s.criteria.sort(function(_,F){return _.criteria.s.index<F.criteria.s.index?-1:_.criteria.s.index>F.criteria.s.index?1:0}),this.setListeners();for(var l=0;l<this.s.criteria.length;l++){var h=this.s.criteria[l].criteria;h instanceof i?(this.s.criteria[l].index=l,this.s.criteria[l].criteria.s.index=l,this.s.criteria[l].criteria.dom.container.insertBefore(this.dom.add),this._setCriteriaListeners(h),this.s.criteria[l].criteria.s.preventRedraw=this.s.preventRedraw,this.s.criteria[l].criteria.rebuild(this.s.criteria[l].criteria.getDetails()),this.s.criteria[l].criteria.s.preventRedraw=!1):h instanceof c&&h.s.criteria.length>0?(this.s.criteria[l].index=l,this.s.criteria[l].criteria.s.index=l,this.s.criteria[l].criteria.dom.container.insertBefore(this.dom.add),h.s.preventRedraw=this.s.preventRedraw,h.redrawContents(),h.s.preventRedraw=!1,this._setGroupListeners(h)):(this.s.criteria.splice(l,1),l--)}this.setupLogic()}},c.prototype.redrawLogic=function(){for(var l=0,h=this.s.criteria;l<h.length;l++){var _=h[l];_.criteria instanceof c&&_.criteria.redrawLogic()}this.setupLogic()},c.prototype.search=function(l,h){return this.s.logic==="AND"?this._andSearch(l,h):this.s.logic==="OR"?this._orSearch(l,h):!0},c.prototype.setupLogic=function(){if(this.dom.logicContainer.remove(),this.dom.clear.remove(),this.s.criteria.length<1){this.s.isChild||(this.dom.container.trigger("dtsb-destroy"),this.dom.container.css("margin-left",0)),this.dom.search.css("display","none");return}this.dom.clear.height("0px"),this.dom.logicContainer.append(this.dom.clear),this.s.isChild||this.dom.search.css("display","inline-block"),this.dom.container.prepend(this.dom.logicContainer);for(var l=0,h=this.s.criteria;l<h.length;l++){var _=h[l];_.criteria instanceof i&&_.criteria.setupButtons()}var F=this.dom.container.outerHeight()-1;this.dom.logicContainer.width(F),this._setLogicListener(),this.dom.container.css("margin-left",this.dom.logicContainer.outerHeight(!0));var O=this.dom.logicContainer.offset(),f=O.left,U=this.dom.container.offset().left,X=f-U,Q=f-X-this.dom.logicContainer.outerHeight(!0);this.dom.logicContainer.offset({left:Q});var E=this.dom.logicContainer.next(),$=O.top,w=o(E).offset().top,k=$-w,S=$-k;this.dom.logicContainer.offset({top:S}),this.dom.clear.outerHeight(this.dom.logicContainer.height()),this._setClearListener()},c.prototype.setListeners=function(){var l=this;this.dom.add.unbind("click"),this.dom.add.on("click.dtsb",function(){return l.s.isChild||l.dom.container.prepend(l.dom.logicContainer),l.addCriteria(),l.dom.container.trigger("dtsb-add"),l.s.dt.state.save(),!1}),this.dom.search.off("click.dtsb").on("click.dtsb",function(){l.s.dt.draw()});for(var h=0,_=this.s.criteria;h<_.length;h++){var F=_[h];F.criteria.setListeners()}this._setClearListener(),this._setLogicListener()},c.prototype.addCriteria=function(l){l===void 0&&(l=null);var h=l===null?this.s.criteria.length:l.s.index,_=new i(this.s.dt,this.s.opts,this.s.topGroup,h,this.s.depth,this.s.serverData,this.c.liveSearch);l!==null&&(_.c=l.c,_.s=l.s,_.s.depth=this.s.depth,_.classes=l.classes),_.populate();for(var F=!1,O=0;O<this.s.criteria.length;O++)O===0&&this.s.criteria[O].criteria.s.index>_.s.index?(_.getNode().insertBefore(this.s.criteria[O].criteria.dom.container),F=!0):O<this.s.criteria.length-1&&this.s.criteria[O].criteria.s.index<_.s.index&&this.s.criteria[O+1].criteria.s.index>_.s.index&&(_.getNode().insertAfter(this.s.criteria[O].criteria.dom.container),F=!0);F||_.getNode().insertBefore(this.dom.add),this.s.criteria.push({criteria:_,index:h}),this.s.criteria=this.s.criteria.sort(function(Q,E){return Q.criteria.s.index-E.criteria.s.index});for(var f=0,U=this.s.criteria;f<U.length;f++){var X=U[f];X.criteria instanceof i&&X.criteria.updateArrows(this.s.criteria.length>1)}this._setCriteriaListeners(_),_.setListeners(),this.setupLogic()},c.prototype.checkFilled=function(){for(var l=0,h=this.s.criteria;l<h.length;l++){var _=h[l];if(_.criteria instanceof i&&_.criteria.s.filled||_.criteria instanceof c&&_.criteria.checkFilled())return!0}return!1},c.prototype.count=function(){for(var l=0,h=0,_=this.s.criteria;h<_.length;h++){var F=_[h];F.criteria instanceof c?l+=F.criteria.count():l++}return l},c.prototype._addPrevGroup=function(l){var h=this.s.criteria.length,_=new c(this.s.dt,this.c,this.s.topGroup,h,!0,this.s.depth+1,this.s.serverData);this.s.criteria.push({criteria:_,index:h,logic:_.s.logic}),_.rebuild(l),this.s.criteria[h].criteria=_,this.s.topGroup.trigger("dtsb-redrawContents"),this._setGroupListeners(_)},c.prototype._addPrevCriteria=function(l){var h=this.s.criteria.length,_=new i(this.s.dt,this.s.opts,this.s.topGroup,h,this.s.depth,this.s.serverData);_.populate(),this.s.criteria.push({criteria:_,index:h}),_.s.preventRedraw=this.s.preventRedraw,_.rebuild(l),_.s.preventRedraw=!1,this.s.criteria[h].criteria=_,this.s.preventRedraw||this.s.topGroup.trigger("dtsb-redrawContents")},c.prototype._andSearch=function(l,h){if(this.s.criteria.length===0)return!0;for(var _=0,F=this.s.criteria;_<F.length;_++){var O=F[_];if(!(O.criteria instanceof i&&!O.criteria.s.filled)&&!O.criteria.search(l,h))return!1}return!0},c.prototype._orSearch=function(l,h){if(this.s.criteria.length===0)return!0;for(var _=!1,F=0,O=this.s.criteria;F<O.length;F++){var f=O[F];if(f.criteria instanceof i&&f.criteria.s.filled){if(_=!0,f.criteria.search(l,h))return!0}else if(f.criteria instanceof c&&f.criteria.checkFilled()&&(_=!0,f.criteria.search(l,h)))return!0}return!_},c.prototype._removeCriteria=function(l,h){h===void 0&&(h=!1);var _;if(this.s.criteria.length<=1&&this.s.isChild)this.destroy();else{var F=void 0;for(_=0;_<this.s.criteria.length;_++)this.s.criteria[_].index===l.s.index&&(!h||this.s.criteria[_].criteria instanceof c)&&(F=_);for(F!==void 0&&this.s.criteria.splice(F,1),_=0;_<this.s.criteria.length;_++)this.s.criteria[_].index=_,this.s.criteria[_].criteria.s.index=_}},c.prototype._setCriteriaListeners=function(l){var h=this;l.dom.delete.unbind("click").on("click.dtsb",function(){h._removeCriteria(l),l.dom.container.remove();for(var _=0,F=h.s.criteria;_<F.length;_++){var O=F[_];O.criteria instanceof i&&O.criteria.updateArrows(h.s.criteria.length>1)}return l.destroy(),h.s.dt.draw(),h.s.topGroup.trigger("dtsb-redrawContents"),!1}),l.dom.right.unbind("click").on("click.dtsb",function(){var _=l.s.index,F=new c(h.s.dt,h.s.opts,h.s.topGroup,l.s.index,!0,h.s.depth+1,h.s.serverData);return F.addCriteria(l),h.s.criteria[_].criteria=F,h.s.criteria[_].logic="AND",h.s.topGroup.trigger("dtsb-redrawContents"),h._setGroupListeners(F),!1}),l.dom.left.unbind("click").on("click.dtsb",function(){h.s.toDrop=new i(h.s.dt,h.s.opts,h.s.topGroup,l.s.index,void 0,h.s.serverData),h.s.toDrop.s=l.s,h.s.toDrop.c=l.c,h.s.toDrop.classes=l.classes,h.s.toDrop.populate();var _=h.s.toDrop.s.index;return h.dom.container.trigger("dtsb-dropCriteria"),l.s.index=_,h._removeCriteria(l),h.s.topGroup.trigger("dtsb-redrawContents"),h.s.dt.draw(),!1})},c.prototype._setClearListener=function(){var l=this;this.dom.clear.unbind("click").on("click.dtsb",function(){return l.s.isChild?(l.destroy(),l.s.topGroup.trigger("dtsb-redrawContents"),!1):(l.dom.container.trigger("dtsb-clearContents"),!1)})},c.prototype._setGroupListeners=function(l){var h=this;l.dom.add.unbind("click").on("click.dtsb",function(){return h.setupLogic(),h.dom.container.trigger("dtsb-add"),!1}),l.dom.container.unbind("dtsb-add").on("dtsb-add.dtsb",function(){return h.setupLogic(),h.dom.container.trigger("dtsb-add"),!1}),l.dom.container.unbind("dtsb-destroy").on("dtsb-destroy.dtsb",function(){return h._removeCriteria(l,!0),l.dom.container.remove(),h.setupLogic(),!1}),l.dom.container.unbind("dtsb-dropCriteria").on("dtsb-dropCriteria.dtsb",function(){var _=l.s.toDrop;return _.s.index=l.s.index,_.updateArrows(h.s.criteria.length>1),h.addCriteria(_),!1}),l.setListeners()},c.prototype._setup=function(){this.setListeners(),this.dom.add.html(this.s.dt.i18n("searchBuilder.add",this.c.i18n.add)),this.dom.search.html(this.s.dt.i18n("searchBuilder.search",this.c.i18n.search)),this.dom.logic.children().first().html(this.c.logic==="OR"?this.s.dt.i18n("searchBuilder.logicOr",this.c.i18n.logicOr):this.s.dt.i18n("searchBuilder.logicAnd",this.c.i18n.logicAnd)),this.s.logic=this.c.logic==="OR"?"OR":"AND",this.c.greyscale&&this.dom.logic.addClass(this.classes.greyscale),this.dom.logicContainer.append(this.dom.logic).append(this.dom.clear),this.s.isChild&&this.dom.container.append(this.dom.logicContainer),this.dom.container.append(this.dom.add),this.c.liveSearch||this.dom.container.append(this.dom.search)},c.prototype._setLogicListener=function(){var l=this;this.dom.logic.unbind("click").on("click.dtsb",function(){l._toggleLogic(),l.s.dt.draw();for(var h=0,_=l.s.criteria;h<_.length;h++){var F=_[h];F.criteria.setListeners()}})},c.prototype._toggleLogic=function(){this.s.logic==="OR"?(this.s.logic="AND",this.dom.logic.children().first().html(this.s.dt.i18n("searchBuilder.logicAnd",this.c.i18n.logicAnd))):this.s.logic==="AND"&&(this.s.logic="OR",this.dom.logic.children().first().html(this.s.dt.i18n("searchBuilder.logicOr",this.c.i18n.logicOr)))},c.version="1.1.0",c.classes={add:"dtsb-add",button:"dtsb-button",clearGroup:"dtsb-clearGroup",greyscale:"dtsb-greyscale",group:"dtsb-group",inputButton:"dtsb-iptbtn",logic:"dtsb-logic",logicContainer:"dtsb-logicContainer",search:"dtsb-search"},c.defaults={columns:!0,conditions:{date:i.dateConditions,html:i.stringConditions,"html-num":i.numConditions,"html-num-fmt":i.numFmtConditions,luxon:i.luxonDateConditions,moment:i.momentDateConditions,num:i.numConditions,"num-fmt":i.numFmtConditions,string:i.stringConditions},depthLimit:!1,enterSearch:!1,filterChanged:void 0,greyscale:!1,liveSearch:!0,i18n:{add:"Add Condition",button:{0:"Search Builder",_:"Search Builder (%d)"},clearAll:"Clear All",condition:"Condition",data:"Data",delete:"&times",deleteTitle:"Delete filtering rule",left:"<",leftTitle:"Outdent criteria",logicAnd:"And",logicOr:"Or",right:">",rightTitle:"Indent criteria",search:"Search",title:{0:"Custom Search Builder",_:"Custom Search Builder (%d)"},value:"Value",valueJoiner:"and"},logic:"AND",orthogonal:{display:"display",search:"filter"},preDefined:!1},c}(),b,g;function m(c){b=c,g=c.fn.DataTable}var C=function(){function c(l,h){var _=this;if(!g||!g.versionCheck||!g.versionCheck("2"))throw new Error("SearchBuilder requires DataTables 2 or newer");var F=new g.Api(l);if(this.classes=b.extend(!0,{},c.classes),this.c=b.extend(!0,{},c.defaults,h),this.dom={clearAll:b('<button type="button">'+F.i18n("searchBuilder.clearAll",this.c.i18n.clearAll)+"</button>").addClass(this.classes.clearAll).addClass(this.classes.button).attr("type","button"),container:b("<div/>").addClass(this.classes.container),title:b("<div/>").addClass(this.classes.title),titleRow:b("<div/>").addClass(this.classes.titleRow),topGroup:void 0},this.s={dt:F,opts:h,search:void 0,serverData:void 0,topGroup:void 0},F.settings()[0]._searchBuilder===void 0)return F.settings()[0]._searchBuilder=this,this.s.dt.page.info().serverSide&&(this.s.dt.on("preXhr.dtsb",function(O,f,U){var X=_.s.dt.state.loaded();X&&X.searchBuilder&&(U.searchBuilder=_._collapseArray(X.searchBuilder))}),this.s.dt.on("xhr.dtsb",function(O,f,U){U&&U.searchBuilder&&U.searchBuilder.options&&(_.s.serverData=U.searchBuilder.options)})),this.s.dt.settings()[0]._bInitComplete?this._setUp():F.one("init.dt",function(){_._setUp()}),this}return c.prototype.getDetails=function(l){return l===void 0&&(l=!1),this.s.topGroup.getDetails(l)},c.prototype.getNode=function(){return this.dom.container},c.prototype.rebuild=function(l){return this.dom.clearAll.click(),l==null?this:(this.s.topGroup.s.preventRedraw=!0,this.s.topGroup.rebuild(l),this.s.topGroup.s.preventRedraw=!1,this._checkClear(),this._updateTitle(this.s.topGroup.count()),this.s.topGroup.redrawContents(),this.s.dt.draw(!1),this.s.topGroup.setListeners(),this)},c.prototype._applyPreDefDefaults=function(l){var h=this;l.criteria!==void 0&&l.logic===void 0&&(l.logic="AND");for(var _=function(X){X.criteria!==void 0?X=F._applyPreDefDefaults(X):F.s.dt.columns().every(function(Q){h.s.dt.settings()[0].aoColumns[Q].sTitle===X.data&&(X.dataIdx=Q)})},F=this,O=0,f=l.criteria;O<f.length;O++){var U=f[O];_(U)}return l},c.prototype._setUp=function(l){var h=this;if(l===void 0&&(l=!0),typeof this.s.dt.column().type!="function"&&at.Api.registerPlural("columns().types()","column().type()",function(){return this.iterator("column",function(w,k){return w.aoColumns[k].sType},1)}),!g.DateTime){var _=this.s.dt.columns().types().toArray();if(_===void 0||_.includes(void 0)||_.includes(null)){_=[];for(var F=0,O=this.s.dt.settings()[0].aoColumns;F<O.length;F++){var f=O[F];_.push(f.searchBuilderType!==void 0?f.searchBuilderType:f.sType)}}var U=this.s.dt.columns().toArray();(_===void 0||_.includes(void 0)||_.includes(null))&&(b.fn.dataTable.ext.oApi&&b.fn.dataTable.ext.oApi._fnColumnTypes(this.s.dt.settings()[0]),_=this.s.dt.columns().types().toArray());for(var X=0;X<U[0].length;X++){var Q=U[0][X],E=_[Q];if((this.c.columns===!0||Array.isArray(this.c.columns)&&this.c.columns.includes(X))&&(E.includes("date")||E.includes("moment")||E.includes("luxon")))throw alert("SearchBuilder Requires DateTime when used with dates."),new Error("SearchBuilder requires DateTime")}}if(this.s.topGroup=new p(this.s.dt,this.c,void 0,void 0,void 0,void 0,this.s.serverData),this._setClearListener(),this.s.dt.on("stateSaveParams.dtsb",function(w,k,S){S.searchBuilder=h.getDetails(),S.scroller?S.start=h.s.dt.state().start:S.page=h.s.dt.page()}),this.s.dt.on("stateLoadParams.dtsb",function(w,k,S){h.rebuild(S.searchBuilder)}),this._build(),this.s.dt.on("preXhr.dtsb",function(w,k,S){h.s.dt.page.info().serverSide&&(S.searchBuilder=h._collapseArray(h.getDetails(!0)))}),this.s.dt.on("columns-reordered",function(){h.rebuild(h.getDetails())}),l){var $=this.s.dt.state.loaded();$!==null&&$.searchBuilder!==void 0?(this.s.topGroup.rebuild($.searchBuilder),this.s.topGroup.dom.container.trigger("dtsb-redrawContents"),this.s.dt.page.info().serverSide||($.page?this.s.dt.page($.page).draw("page"):this.s.dt.scroller&&$.scroller&&this.s.dt.scroller().scrollToRow($.scroller.topRow)),this.s.topGroup.setListeners()):this.c.preDefined!==!1&&(this.c.preDefined=this._applyPreDefDefaults(this.c.preDefined),this.rebuild(this.c.preDefined))}this._setEmptyListener(),this.s.dt.state.save()},c.prototype._collapseArray=function(l){if(l.logic===void 0)l.value!==void 0&&(l.value.sort(function(_,F){return isNaN(+_)||(_=+_,F=+F),_<F?-1:F<_?1:0}),l.value1=l.value[0],l.value2=l.value[1]);else for(var h=0;h<l.criteria.length;h++)l.criteria[h]=this._collapseArray(l.criteria[h]);return l},c.prototype._updateTitle=function(l){this.dom.title.html(this.s.dt.i18n("searchBuilder.title",this.c.i18n.title,l))},c.prototype._build=function(){var l=this;this.dom.clearAll.remove(),this.dom.container.empty();var h=this.s.topGroup.count();this._updateTitle(h),this.dom.titleRow.append(this.dom.title),this.dom.container.append(this.dom.titleRow),this.dom.topGroup=this.s.topGroup.getNode(),this.dom.container.append(this.dom.topGroup),this._setRedrawListener();var _=this.s.dt.table(0).node();b.fn.dataTable.ext.search.includes(this.s.search)||(this.s.search=function(F,O,f){return F.nTable!==_?!0:l.s.topGroup.search(O,f)},b.fn.dataTable.ext.search.push(this.s.search)),this.s.dt.on("destroy.dtsb",function(){l.dom.container.remove(),l.dom.clearAll.remove();for(var F=b.fn.dataTable.ext.search.indexOf(l.s.search);F!==-1;)b.fn.dataTable.ext.search.splice(F,1),F=b.fn.dataTable.ext.search.indexOf(l.s.search);l.s.dt.off(".dtsb"),b(l.s.dt.table().node()).off(".dtsb")})},c.prototype._checkClear=function(){this.s.topGroup.s.criteria.length>0?(this.dom.clearAll.insertAfter(this.dom.title),this._setClearListener()):this.dom.clearAll.remove()},c.prototype._filterChanged=function(l){var h=this.c.filterChanged;typeof h=="function"&&h(l,this.s.dt.i18n("searchBuilder.button",this.c.i18n.button,l))},c.prototype._setClearListener=function(){var l=this;this.dom.clearAll.unbind("click"),this.dom.clearAll.on("click.dtsb",function(){return l.s.topGroup=new p(l.s.dt,l.c,void 0,void 0,void 0,void 0,l.s.serverData),l._build(),l.s.dt.draw(),l.s.topGroup.setListeners(),l.dom.clearAll.remove(),l._setEmptyListener(),l._filterChanged(0),!1})},c.prototype._setRedrawListener=function(){var l=this;this.s.topGroup.dom.container.unbind("dtsb-redrawContents"),this.s.topGroup.dom.container.on("dtsb-redrawContents.dtsb",function(){l._checkClear(),l.s.topGroup.redrawContents(),l.s.topGroup.setupLogic(),l._setEmptyListener();var h=l.s.topGroup.count();l._updateTitle(h),l._filterChanged(h),l.s.dt.page.info().serverSide||l.s.dt.draw(),l.s.dt.state.save()}),this.s.topGroup.dom.container.unbind("dtsb-redrawContents-noDraw"),this.s.topGroup.dom.container.on("dtsb-redrawContents-noDraw.dtsb",function(){l._checkClear(),l.s.topGroup.s.preventRedraw=!0,l.s.topGroup.redrawContents(),l.s.topGroup.s.preventRedraw=!1,l.s.topGroup.setupLogic(),l._setEmptyListener();var h=l.s.topGroup.count();l._updateTitle(h),l._filterChanged(h)}),this.s.topGroup.dom.container.unbind("dtsb-redrawLogic"),this.s.topGroup.dom.container.on("dtsb-redrawLogic.dtsb",function(){l.s.topGroup.redrawLogic();var h=l.s.topGroup.count();l._updateTitle(h),l._filterChanged(h)}),this.s.topGroup.dom.container.unbind("dtsb-add"),this.s.topGroup.dom.container.on("dtsb-add.dtsb",function(){var h=l.s.topGroup.count();l._updateTitle(h),l._filterChanged(h),l._checkClear()}),this.s.dt.on("postEdit.dtsb postCreate.dtsb postRemove.dtsb",function(){l.s.topGroup.redrawContents()}),this.s.topGroup.dom.container.unbind("dtsb-clearContents"),this.s.topGroup.dom.container.on("dtsb-clearContents.dtsb",function(){l._setUp(!1),l._filterChanged(0),l.s.dt.draw()})},c.prototype._setEmptyListener=function(){var l=this;this.s.topGroup.dom.add.on("click.dtsb",function(){l._checkClear()}),this.s.topGroup.dom.container.on("dtsb-destroy.dtsb",function(){l.dom.clearAll.remove()})},c.version="1.8.0",c.classes={button:"dtsb-button",clearAll:"dtsb-clearAll",container:"dtsb-searchBuilder",inputButton:"dtsb-iptbtn",title:"dtsb-title",titleRow:"dtsb-titleRow"},c.defaults={columns:!0,conditions:{date:i.dateConditions,html:i.stringConditions,"html-num":i.numConditions,"html-num-fmt":i.numFmtConditions,luxon:i.luxonDateConditions,moment:i.momentDateConditions,num:i.numConditions,"num-fmt":i.numFmtConditions,string:i.stringConditions},depthLimit:!1,enterSearch:!1,filterChanged:void 0,greyscale:!1,liveSearch:!0,i18n:{add:"Add Condition",button:{0:"Search Builder",_:"Search Builder (%d)"},clearAll:"Clear All",condition:"Condition",conditions:{array:{contains:"Contains",empty:"Empty",equals:"Equals",not:"Not",notEmpty:"Not Empty",without:"Without"},date:{after:"After",before:"Before",between:"Between",empty:"Empty",equals:"Equals",not:"Not",notBetween:"Not Between",notEmpty:"Not Empty"},number:{between:"Between",empty:"Empty",equals:"Equals",gt:"Greater Than",gte:"Greater Than Equal To",lt:"Less Than",lte:"Less Than Equal To",not:"Not",notBetween:"Not Between",notEmpty:"Not Empty"},string:{contains:"Contains",empty:"Empty",endsWith:"Ends With",equals:"Equals",not:"Not",notContains:"Does Not Contain",notEmpty:"Not Empty",notEndsWith:"Does Not End With",notStartsWith:"Does Not Start With",startsWith:"Starts With"}},data:"Data",delete:"&times",deleteTitle:"Delete filtering rule",left:"<",leftTitle:"Outdent criteria",logicAnd:"And",logicOr:"Or",right:">",rightTitle:"Indent criteria",search:"Search",title:{0:"Custom Search Builder",_:"Custom Search Builder (%d)"},value:"Value",valueJoiner:"and"},logic:"AND",orthogonal:{display:"display",search:"filter"},preDefined:!1},c}();m(cn),u(cn),s(cn);var y=cn.fn.dataTable;at.SearchBuilder=C,y.SearchBuilder=C,at.Group=p,y.Group=p,at.Criteria=i,y.Criteria=i;var T=at.Api.register;at.ext.searchBuilder={conditions:{}},at.ext.buttons.searchBuilder={action:function(c,l,h,_){this.popover(_._searchBuilder.getNode(),{align:"container",span:"container"});var F=_._searchBuilder.s.topGroup;F!==void 0&&F.dom.container.trigger("dtsb-redrawContents-noDraw"),F.s.criteria.length===0&&cn("."+cn.fn.dataTable.Group.classes.add.replace(/ /g,".")).click()},config:{},init:function(c,l,h){var _=new at.SearchBuilder(c,cn.extend({filterChanged:function(F,O){c.button(l).text(O)}},h.config));c.button(l).text(h.text||c.i18n("searchBuilder.button",_.c.i18n.button,0)),h._searchBuilder=_},text:null},T("searchBuilder.getDetails()",function(c){c===void 0&&(c=!1);var l=this.context[0];return l._searchBuilder?l._searchBuilder.getDetails(c):null}),T("searchBuilder.rebuild()",function(c){var l=this.context[0];return l._searchBuilder===void 0?null:(l._searchBuilder.rebuild(c),this)}),T("searchBuilder.container()",function(){var c=this.context[0];return c._searchBuilder?c._searchBuilder.getNode():null});function P(c,l){var h=new at.Api(c),_=l||h.init().searchBuilder||at.defaults.searchBuilder,F=new C(h,_),O=F.getNode();return O}cn(document).on("preInit.dt.dtsp",function(c,l){c.namespace==="dt"&&(l.oInit.searchBuilder||at.defaults.searchBuilder)&&(l._searchBuilder||P(l))}),at.ext.feature.push({cFeature:"Q",fnInit:P}),at.feature&&at.feature.register("searchBuilder",P)})();var sd=ie(ae(),1);var Zs=ie(ae(),1);var Ze=Zs.default;(function(){"use strict";var t,e;function n(w){t=w,e=w.fn.dataTable}var r=function(){function w(k,S,B,L,R){var q=this;if(R===void 0&&(R=null),!e||!e.versionCheck||!e.versionCheck("1.10.0"))throw new Error("SearchPane requires DataTables 1.10 or newer");if(!e.select)throw new Error("SearchPane requires Select");var z=new e.Api(k);this.classes=t.extend(!0,{},w.classes),this.c=t.extend(!0,{},w.defaults,S,R),S&&S.hideCount&&S.viewCount===void 0&&(this.c.viewCount=!this.c.hideCount);var G=z.columns().eq(0).toArray().length;this.s={colExists:B<G,colOpts:void 0,customPaneSettings:R,displayed:!1,dt:z,dtPane:void 0,firstSet:!0,index:B,indexes:[],listSet:!1,name:void 0,rowData:{arrayFilter:[],arrayOriginal:[],bins:{},binsOriginal:{},filterMap:new Map,totalOptions:0},scrollTop:0,searchFunction:void 0,selections:[],serverSelect:[],serverSelecting:!1,tableLength:null,updating:!1},this.s.colOpts=this.s.colExists?this._getOptions():this._getBonusOptions(),this.dom={buttonGroup:t("<div/>").addClass(this.classes.buttonGroup),clear:t('<button type="button">&#215;</button>').attr("disabled","true").addClass(this.classes.disabledButton).addClass(this.classes.paneButton).addClass(this.classes.clearButton).html(this.s.dt.i18n("searchPanes.clearPane",this.c.i18n.clearPane)),collapseButton:t('<button type="button"><span class="'+this.classes.caret+'">&#x5e;</span></button>').addClass(this.classes.paneButton).addClass(this.classes.collapseButton),container:t("<div/>").addClass(this.classes.container).addClass(this.s.colOpts.className).addClass(this.classes.layout+(parseInt(this.c.layout.split("-")[1],10)<10?this.c.layout:this.c.layout.split("-")[0]+"-9")).addClass(this.s.customPaneSettings&&this.s.customPaneSettings.className?this.s.customPaneSettings.className:""),countButton:t('<button type="button"><span></span></button>').addClass(this.classes.paneButton).addClass(this.classes.countButton),dtP:t('<table width="100%"><thead><tr><th></th><th></th></tr></thead></table>'),lower:t("<div/>").addClass(this.classes.subRow2).addClass(this.classes.narrowButton),nameButton:t('<button type="button"><span></span></button>').addClass(this.classes.paneButton).addClass(this.classes.nameButton),panesContainer:t(L),searchBox:t("<input/>").addClass(this.classes.paneInputButton).addClass(this.classes.search),searchButton:t('<button type="button"><span></span></button>').addClass(this.classes.searchIcon).addClass(this.classes.paneButton),searchCont:t("<div/>").addClass(this.classes.searchCont),searchLabelCont:t("<div/>").addClass(this.classes.searchLabelCont),topRow:t("<div/>").addClass(this.classes.topRow),upper:t("<div/>").addClass(this.classes.subRow1).addClass(this.classes.narrowSearch)};var nt="";this.s.colExists?(nt=t(this.s.dt.column(this.s.index).header()).text(),this.dom.dtP.find("th").eq(0).text(nt)):(nt=this.s.customPaneSettings.header||"Custom Pane",this.dom.dtP.find("th").eq(0).html(nt)),this.s.colOpts.name?this.s.name=this.s.colOpts.name:this.s.customPaneSettings&&this.s.customPaneSettings.name?this.s.name=this.s.customPaneSettings.name:this.s.name=nt;var tt=this.s.dt.table(0).node();return this.s.searchFunction=function(et,wt,St){if(q.s.selections.length===0||et.nTable!==tt)return!0;var Tt=null;return q.s.colExists&&(Tt=wt[q.s.index],q.s.colOpts.orthogonal.filter!=="filter"&&(Tt=q.s.rowData.filterMap.get(St),Tt instanceof t.fn.dataTable.Api&&(Tt=Tt.toArray()))),q._search(Tt,St)},t.fn.dataTable.ext.search.push(this.s.searchFunction),this.c.clear&&this.dom.clear.on("click.dtsp",function(){var et=q.dom.container.find("."+q.classes.search.replace(/\s+/g,"."));et.each(function(){t(this).val("").trigger("input")}),q.clearPane()}),this.s.dt.on("draw.dtsp",function(){return q.adjustTopRow()}),this.s.dt.on("buttons-action.dtsp",function(){return q.adjustTopRow()}),this.s.dt.on("column-reorder.dtsp",function(et,wt,St){q.s.index=St.mapping[q.s.index]}),this}return w.prototype.addRow=function(k,S,B,L,R,q,z){q||(q=this.s.rowData.bins[S]?this.s.rowData.bins[S]:0),z||(z=this._getShown(S));for(var G,nt=0,tt=this.s.indexes;nt<tt.length;nt++){var et=tt[nt];et.filter===S&&(G=et.index)}return G===void 0&&(G=this.s.indexes.length,this.s.indexes.push({filter:S,index:G})),this.s.dtPane.row.add({className:R,display:k!==""?k:this.emptyMessage(),filter:S,index:G,shown:z,sort:B,total:q,type:L})},w.prototype.adjustTopRow=function(){var k=this.dom.container.find("."+this.classes.subRowsContainer.replace(/\s+/g,".")),S=this.dom.container.find("."+this.classes.subRow1.replace(/\s+/g,".")),B=this.dom.container.find("."+this.classes.subRow2.replace(/\s+/g,".")),L=this.dom.container.find("."+this.classes.topRow.replace(/\s+/g,"."));(t(k[0]).width()<252||t(L[0]).width()<252)&&t(k[0]).width()!==0?(t(k[0]).addClass(this.classes.narrow),t(S[0]).addClass(this.classes.narrowSub).removeClass(this.classes.narrowSearch),t(B[0]).addClass(this.classes.narrowSub).removeClass(this.classes.narrowButton)):(t(k[0]).removeClass(this.classes.narrow),t(S[0]).removeClass(this.classes.narrowSub).addClass(this.classes.narrowSearch),t(B[0]).removeClass(this.classes.narrowSub).addClass(this.classes.narrowButton))},w.prototype.clearData=function(){this.s.rowData={arrayFilter:[],arrayOriginal:[],bins:{},binsOriginal:{},filterMap:new Map,totalOptions:0}},w.prototype.clearPane=function(){return this.s.dtPane.rows({selected:!0}).deselect(),this.updateTable(),this},w.prototype.collapse=function(){var k=this;!this.s.displayed||!this.c.collapse&&this.s.colOpts.collapse!==!0||this.s.colOpts.collapse===!1||(t(this.s.dtPane.table().container()).addClass(this.classes.hidden),this.dom.topRow.addClass(this.classes.bordered),this.dom.nameButton.addClass(this.classes.disabledButton),this.dom.countButton.addClass(this.classes.disabledButton),this.dom.searchButton.addClass(this.classes.disabledButton),this.dom.collapseButton.addClass(this.classes.rotated),this.dom.topRow.one("click.dtsp",function(){return k.show()}),this.dom.topRow.trigger("collapse.dtsps"))},w.prototype.destroy=function(){this.s.dtPane&&this.s.dtPane.off(".dtsp"),this.s.dt.off(".dtsp"),this.dom.clear.off(".dtsp"),this.dom.nameButton.off(".dtsp"),this.dom.countButton.off(".dtsp"),this.dom.searchButton.off(".dtsp"),this.dom.collapseButton.off(".dtsp"),t(this.s.dt.table().node()).off(".dtsp"),this.dom.container.detach();for(var k=t.fn.dataTable.ext.search.indexOf(this.s.searchFunction);k!==-1;)t.fn.dataTable.ext.search.splice(k,1),k=t.fn.dataTable.ext.search.indexOf(this.s.searchFunction);this.s.dtPane&&this.s.dtPane.destroy(),this.s.listSet=!1},w.prototype.emptyMessage=function(){var k=this.c.i18n.emptyMessage;return this.c.emptyMessage&&(k=this.c.emptyMessage),this.s.colOpts.emptyMessage!==!1&&this.s.colOpts.emptyMessage!==null&&(k=this.s.colOpts.emptyMessage),this.s.dt.i18n("searchPanes.emptyMessage",k)},w.prototype.getPaneCount=function(){return this.s.dtPane?this.s.dtPane.rows({selected:!0}).data().toArray().length:0},w.prototype.rebuildPane=function(k,S){k===void 0&&(k=null),S===void 0&&(S=!1),this.clearData();var B=[];this.s.serverSelect=[];var L=null;return this.s.dtPane&&(S&&(this.s.dt.page.info().serverSide?this.s.serverSelect=this.s.dtPane.rows({selected:!0}).data().toArray():B=this.s.dtPane.rows({selected:!0}).data().toArray()),this.s.dtPane.clear().destroy(),L=this.dom.container.prev(),this.destroy(),this.s.dtPane=void 0,t.fn.dataTable.ext.search.push(this.s.searchFunction)),this.dom.container.removeClass(this.classes.hidden),this.s.displayed=!1,this._buildPane(this.s.dt.page.info().serverSide?this.s.serverSelect:B,k,L),this},w.prototype.resize=function(k){this.c.layout=k,this.dom.container.removeClass().addClass(this.classes.show).addClass(this.classes.container).addClass(this.s.colOpts.className).addClass(this.classes.layout+(parseInt(k.split("-")[1],10)<10?k:k.split("-")[0]+"-9")).addClass(this.s.customPaneSettings!==null&&this.s.customPaneSettings.className?this.s.customPaneSettings.className:""),this.adjustTopRow()},w.prototype.setListeners=function(){var k=this;this.s.dtPane&&(this.s.dtPane.off("select.dtsp").on("select.dtsp",function(){clearTimeout(k.s.deselectTimeout),k._updateSelection(!k.s.updating),k.dom.clear.removeClass(k.classes.disabledButton).removeAttr("disabled")}),this.s.dtPane.off("deselect.dtsp").on("deselect.dtsp",function(){k.s.deselectTimeout=setTimeout(function(){k._updateSelection(!0),k.s.dtPane.rows({selected:!0}).data().toArray().length===0&&k.dom.clear.addClass(k.classes.disabledButton).attr("disabled","true")},50)}),this.s.firstSet&&(this.s.firstSet=!1,this.s.dt.on("stateSaveParams.dtsp",function(S,B,L){if(t.isEmptyObject(L)){k.s.dtPane.state.clear();return}var R,q,z=[],G,nt,tt;k.s.dtPane&&(z=k.s.dtPane.rows({selected:!0}).data().map(function(wt){return wt.filter!==null?wt.filter.toString():null}).toArray(),nt=k.dom.searchBox.val(),q=k.s.dtPane.order(),R=k.s.rowData.binsOriginal,tt=k.s.rowData.arrayOriginal,G=k.dom.collapseButton.hasClass(k.classes.rotated)),L.searchPanes===void 0&&(L.searchPanes={}),L.searchPanes.panes===void 0&&(L.searchPanes.panes=[]);for(var et=0;et<L.searchPanes.panes.length;et++)L.searchPanes.panes[et].id===k.s.index&&(L.searchPanes.panes.splice(et,1),et--);L.searchPanes.panes.push({arrayFilter:tt,bins:R,collapsed:G,id:k.s.index,order:q,searchTerm:nt,selected:z})})),this.s.dtPane.off("user-select.dtsp").on("user-select.dtsp",function(S,B,L,R,q){q.stopPropagation()}),this.s.dtPane.off("draw.dtsp").on("draw.dtsp",function(){return k.adjustTopRow()}),this.dom.nameButton.off("click.dtsp").on("click.dtsp",function(){var S=k.s.dtPane.order()[0][1];k.s.dtPane.order([[0,S==="asc"?"desc":"asc"]]).draw(),k.s.dt.state.save()}),this.dom.countButton.off("click.dtsp").on("click.dtsp",function(){var S=k.s.dtPane.order()[0][1];k.s.dtPane.order([[1,S==="asc"?"desc":"asc"]]).draw(),k.s.dt.state.save()}),this.dom.collapseButton.off("click.dtsp").on("click.dtsp",function(S){S.stopPropagation();var B=t(k.s.dtPane.table().container());B.toggleClass(k.classes.hidden),k.dom.topRow.toggleClass(k.classes.bordered),k.dom.nameButton.toggleClass(k.classes.disabledButton),k.dom.countButton.toggleClass(k.classes.disabledButton),k.dom.searchButton.toggleClass(k.classes.disabledButton),k.dom.collapseButton.toggleClass(k.classes.rotated),B.hasClass(k.classes.hidden)?k.dom.topRow.on("click.dtsp",function(){return k.dom.collapseButton.click()}):k.dom.topRow.off("click.dtsp"),k.s.dt.state.save(),k.dom.topRow.trigger("collapse.dtsps")}),this.dom.clear.off("click.dtsp").on("click.dtsp",function(){var S=k.dom.container.find("."+k.classes.search.replace(/ /g,"."));S.each(function(){t(this).val("").trigger("input")}),k.clearPane()}),this.dom.searchButton.off("click.dtsp").on("click.dtsp",function(){return k.dom.searchBox.focus()}),this.dom.searchBox.off("click.dtsp").on("input.dtsp",function(){var S=k.dom.searchBox.val();k.s.dtPane.search(S).draw(),typeof S=="string"&&(S.length>0||S.length===0&&k.s.dtPane.rows({selected:!0}).data().toArray().length>0)?k.dom.clear.removeClass(k.classes.disabledButton).removeAttr("disabled"):k.dom.clear.addClass(k.classes.disabledButton).attr("disabled","true"),k.s.dt.state.save()}),this.s.dtPane.select.style(this.s.colOpts.dtOpts&&this.s.colOpts.dtOpts.select&&this.s.colOpts.dtOpts.select.style?this.s.colOpts.dtOpts.select.style:this.c.dtOpts&&this.c.dtOpts.select&&this.c.dtOpts.select.style?this.c.dtOpts.select.style:"os"))},w.prototype._serverPopulate=function(k){k.tableLength?(this.s.tableLength=k.tableLength,this.s.rowData.totalOptions=this.s.tableLength):(this.s.tableLength===null||this.s.dt.rows()[0].length>this.s.tableLength)&&(this.s.tableLength=this.s.dt.rows()[0].length,this.s.rowData.totalOptions=this.s.tableLength);var S=this.s.dt.column(this.s.index).dataSrc();if(k.searchPanes.options[S])for(var B=0,L=k.searchPanes.options[S];B<L.length;B++){var R=L[B];this.s.rowData.arrayFilter.push({display:R.label,filter:R.value,sort:R.label,type:R.label}),this.s.rowData.bins[R.value]=R.total}var q=Object.keys(this.s.rowData.bins).length,z=this._uniqueRatio(q,this.s.tableLength);if(this.s.displayed===!1&&((this.s.colOpts.show===void 0&&this.s.colOpts.threshold===null?z>this.c.threshold:z>this.s.colOpts.threshold)||this.s.colOpts.show!==!0&&q<=1)){this.dom.container.addClass(this.classes.hidden),this.s.displayed=!1;return}this.s.rowData.arrayOriginal=this.s.rowData.arrayFilter,this.s.rowData.binsOriginal=this.s.rowData.bins,this.s.displayed=!0},w.prototype.show=function(){this.s.displayed&&(this.dom.topRow.removeClass(this.classes.bordered),this.dom.nameButton.removeClass(this.classes.disabledButton),this.dom.countButton.removeClass(this.classes.disabledButton),this.dom.searchButton.removeClass(this.classes.disabledButton),this.dom.collapseButton.removeClass(this.classes.rotated),t(this.s.dtPane.table().container()).removeClass(this.classes.hidden),this.dom.topRow.trigger("collapse.dtsps"))},w.prototype._uniqueRatio=function(k,S){return S>0&&(this.s.rowData.totalOptions>0&&!this.s.dt.page.info().serverSide||this.s.dt.page.info().serverSide&&this.s.tableLength>0)?k/this.s.rowData.totalOptions:1},w.prototype.updateTable=function(){var k=this.s.dtPane.rows({selected:!0}).data().toArray().map(function(S){return S.filter});this.s.selections=k,this._searchExtras()},w.prototype._getComparisonRows=function(){var k=this.s.colOpts.options?this.s.colOpts.options:this.s.customPaneSettings&&this.s.customPaneSettings.options?this.s.customPaneSettings.options:void 0;if(k!==void 0){var S=this.s.dt.rows(),B=S.data().toArray(),L=[];this.s.dtPane.clear(),this.s.indexes=[];for(var R=0,q=k;R<q.length;R++){var z=q[R],G=z.label!==""?z.label:this.emptyMessage(),nt={className:z.className,display:G,filter:typeof z.value=="function"?z.value:[],sort:z.order!==void 0?z.order:G,total:0,type:G};if(typeof z.value=="function"){for(var tt=0;tt<B.length;tt++)z.value.call(this.s.dt,B[tt],S[0][tt])&&nt.total++;typeof nt.filter!="function"&&nt.filter.push(z.filter)}L.push(this.addRow(nt.display,nt.filter,nt.sort,nt.type,nt.className,nt.total))}return L}},w.prototype._getMessage=function(k){return this.s.dt.i18n("searchPanes.count",this.c.i18n.count).replace(/{total}/g,k.total)},w.prototype._getShown=function(k){},w.prototype._getPaneConfig=function(){var k=this,S=e.Scroller,B=this.s.dt.settings()[0].oLanguage;return B.url=void 0,B.sUrl=void 0,{columnDefs:[{className:"dtsp-nameColumn",data:"display",render:function(L,R,q){if(R==="sort")return q.sort;if(R==="type")return q.type;var z=k._getMessage(q),G='<span class="'+k.classes.pill+'">'+z+"</span>";return(!k.c.viewCount||!k.s.colOpts.viewCount)&&(G=""),R==="filter"?typeof L=="string"&&L.match(/<[^>]*>/)!==null?L.replace(/<[^>]*>/g,""):L:'<div class="'+k.classes.nameCont+'"><span title="'+(typeof L=="string"&&L.match(/<[^>]*>/)!==null?L.replace(/<[^>]*>/g,""):L)+'" class="'+k.classes.name+'">'+L+"</span>"+G+"</div>"},targets:0,type:this.s.dt.settings()[0].aoColumns[this.s.index]?this.s.dt.settings()[0].aoColumns[this.s.index]._sManualType:null},{className:"dtsp-countColumn "+this.classes.badgePill,data:"total",searchable:!1,targets:1,visible:!1}],deferRender:!0,info:!1,language:B,paging:!!S,scrollX:!1,scrollY:"200px",scroller:!!S,select:!0,stateSave:!!this.s.dt.settings()[0].oFeatures.bStateSave}},w.prototype._makeSelection=function(){this.updateTable(),this.s.updating=!0,this.s.dt.draw(),this.s.updating=!1},w.prototype._populatePaneArray=function(k,S,B,L){L===void 0&&(L=this.s.rowData.bins);var R=B.fastData?B.fastData:function(G,nt,tt){return B.oApi._fnGetCellData(B,G,nt,tt)};if(typeof this.s.colOpts.orthogonal=="string"){var q=R(k,this.s.index,this.s.colOpts.orthogonal);this.s.rowData.filterMap.set(k,q),this._addOption(q,q,q,q,S,L),this.s.rowData.totalOptions++}else{var z=R(k,this.s.index,this.s.colOpts.orthogonal.search);z===null&&(z=""),typeof z=="string"&&(z=z.replace(/<[^>]*>/g,"")),this.s.rowData.filterMap.set(k,z),L[z]?(L[z]++,this.s.rowData.totalOptions++):(L[z]=1,this._addOption(z,R(k,this.s.index,this.s.colOpts.orthogonal.display),R(k,this.s.index,this.s.colOpts.orthogonal.sort),R(k,this.s.index,this.s.colOpts.orthogonal.type),S,L),this.s.rowData.totalOptions++)}},w.prototype._reloadSelect=function(k){if(k!==void 0){for(var S,B=0;B<k.searchPanes.panes.length;B++)if(k.searchPanes.panes[B].id===this.s.index){S=B;break}if(S)for(var L=this.s.dtPane,R=L.rows({order:"index"}).data().map(function(tt){return tt.filter!==null?tt.filter.toString():null}).toArray(),q=0,z=k.searchPanes.panes[S].selected;q<z.length;q++){var G=z[q],nt=-1;G!==null&&(nt=R.indexOf(G.toString())),nt>-1&&(this.s.serverSelecting=!0,L.row(nt).select(),this.s.serverSelecting=!1)}}},w.prototype._updateSelection=function(k){var S=this,B=function(R){if(at.versionCheck("2"))S.s.dt.processing(R);else{var q=S.s.dt.settings()[0],z=q.oApi;z._fnProcessingDisplay(q,!1)}},L=function(){S.s.scrollTop=t(S.s.dtPane.table().node()).parent()[0].scrollTop,S.s.dt.page.info().serverSide&&!S.s.updating?S.s.serverSelecting||(S.s.serverSelect=S.s.dtPane.rows({selected:!0}).data().toArray(),S.s.dt.draw(!1)):k&&S._makeSelection(),B(!1)};B(!0),setTimeout(L,1)},w.prototype._addOption=function(k,S,B,L,R,q){if(Array.isArray(k)||k instanceof e.Api){if(k instanceof e.Api&&(k=k.toArray(),S=S.toArray()),k.length===S.length){for(var z=0;z<k.length;z++)q[k[z]]?q[k[z]]++:(q[k[z]]=1,R.push({display:S[z],filter:k[z],sort:B[z],type:L[z]})),this.s.rowData.totalOptions++;return}throw new Error("display and filter not the same length")}else typeof this.s.colOpts.orthogonal=="string"?q[k]?(q[k]++,this.s.rowData.totalOptions++):(q[k]=1,R.push({display:S,filter:k,sort:B,type:L}),this.s.rowData.totalOptions++):R.push({display:S,filter:k,sort:B,type:L})},w.prototype._buildPane=function(k,S,B){var L=this;k===void 0&&(k=[]),S===void 0&&(S=null),B===void 0&&(B=null),this.s.selections=[];var R=this.s.dt.state.loaded(),q;if(this.s.listSet&&(R=this.s.dt.state()),this.s.colExists){var z=-1;if(R&&R.searchPanes&&R.searchPanes.panes){for(var G=0;G<R.searchPanes.panes.length;G++)if(R.searchPanes.panes[G].id===this.s.index){z=G;break}}if((this.s.colOpts.show===!1||this.s.colOpts.show!==void 0&&this.s.colOpts.show!==!0)&&z===-1)return this.dom.container.addClass(this.classes.hidden),this.s.displayed=!1,!1;if((this.s.colOpts.show===!0||z!==-1)&&(this.s.displayed=!0),!this.s.dt.page.info().serverSide&&(!S||!S.searchPanes||!S.searchPanes.options)){this.s.rowData.arrayFilter.length===0&&(this.s.rowData.totalOptions=0,this._populatePane(),this.s.rowData.arrayOriginal=this.s.rowData.arrayFilter,this.s.rowData.binsOriginal=this.s.rowData.bins);var nt=Object.keys(this.s.rowData.binsOriginal).length,tt=this._uniqueRatio(nt,this.s.dt.rows()[0].length);if(this.s.displayed===!1&&((this.s.colOpts.show===void 0&&this.s.colOpts.threshold===null?tt>this.c.threshold:tt>this.s.colOpts.threshold)||this.s.colOpts.show!==!0&&nt<=1)){this.dom.container.addClass(this.classes.hidden),this.s.displayed=!1;return}this.dom.container.addClass(this.classes.show),this.s.displayed=!0}else S&&S.searchPanes&&S.searchPanes.options&&this._serverPopulate(S)}else this.s.displayed=!0;this._displayPane(),this.s.listSet||this.dom.dtP.on("stateLoadParams.dtsp",function(pt,vt,rt){t.isEmptyObject(L.s.dt.state.loaded())&&t.each(rt,function(gt){delete rt[gt]})}),B!==null&&this.dom.panesContainer.has(B).length>0?this.dom.container.insertAfter(B):this.dom.panesContainer.prepend(this.dom.container);var et=t.fn.dataTable.ext.errMode;t.fn.dataTable.ext.errMode="none",this.dom.dtP.on("init.dt",function(pt,vt){var rt=L.dom.dtP.DataTable(),gt=rt.select.style();rt.select.style(gt)}),this.s.dtPane=this.dom.dtP.DataTable(t.extend(!0,this._getPaneConfig(),this.c.dtOpts,this.s.colOpts?this.s.colOpts.dtOpts:{},this.s.colOpts.options||!this.s.colExists?{createdRow:function(pt,vt){t(pt).addClass(vt.className)}}:void 0,this.s.customPaneSettings!==null&&this.s.customPaneSettings.dtOpts?this.s.customPaneSettings.dtOpts:{},t.fn.dataTable.versionCheck("2")?{layout:{bottomStart:null,bottomEnd:null,topStart:null,topEnd:null}}:{dom:"t"})),this.dom.dtP.addClass(this.classes.table);var wt="Custom Pane";if(this.s.customPaneSettings&&this.s.customPaneSettings.header?wt=this.s.customPaneSettings.header:this.s.colOpts.header?wt=this.s.colOpts.header:this.s.colExists&&(wt=t.fn.dataTable.versionCheck("2")?this.s.dt.column(this.s.index).title():this.s.dt.settings()[0].aoColumns[this.s.index].sTitle),wt=this._escapeHTML(wt),this.dom.searchBox.attr("placeholder",wt),t.fn.dataTable.ext.errMode=et,this.s.colExists)for(var St=0,Tt=this.s.rowData.arrayFilter.length;St<Tt;St++)if(this.s.dt.page.info().serverSide){q=this.addRow(this.s.rowData.arrayFilter[St].display,this.s.rowData.arrayFilter[St].filter,this.s.rowData.arrayFilter[St].sort,this.s.rowData.arrayFilter[St].type);for(var kt=0,Lt=this.s.serverSelect;kt<Lt.length;kt++){var Bt=Lt[kt];Bt.filter===this.s.rowData.arrayFilter[St].filter&&(this.s.serverSelecting=!0,q.select(),this.s.serverSelecting=!1)}}else!this.s.dt.page.info().serverSide&&this.s.rowData.arrayFilter[St]?this.addRow(this.s.rowData.arrayFilter[St].display,this.s.rowData.arrayFilter[St].filter,this.s.rowData.arrayFilter[St].sort,this.s.rowData.arrayFilter[St].type):this.s.dt.page.info().serverSide||this.addRow("","","","");(this.s.colOpts.options||this.s.customPaneSettings&&this.s.customPaneSettings.options)&&this._getComparisonRows(),this.s.dtPane.draw(),this.s.dtPane.table().node().parentNode.scrollTop=this.s.scrollTop,this.adjustTopRow(),this.setListeners(),this.s.listSet=!0;for(var $t=0,Kt=k;$t<Kt.length;$t++){var D=Kt[$t];if(D)for(var ut=0,ot=this.s.dtPane.rows().indexes().toArray();ut<ot.length;ut++)q=ot[ut],this.s.dtPane.row(q).data()&&D.filter===this.s.dtPane.row(q).data().filter&&(this.s.dt.page.info().serverSide?(this.s.serverSelecting=!0,this.s.dtPane.row(q).select(),this.s.serverSelecting=!1):this.s.dtPane.row(q).select())}if(this.s.dt.page.info().serverSide&&this.s.dtPane.search(this.dom.searchBox.val()).draw(),(this.c.initCollapsed&&this.s.colOpts.initCollapsed!==!1||this.s.colOpts.initCollapsed)&&(this.c.collapse&&this.s.colOpts.collapse!==!1||this.s.colOpts.collapse)&&(this.s.dtPane.settings()[0]._bInitComplete?this.collapse():this.s.dtPane.one("init",function(){return L.collapse()})),R&&R.searchPanes&&R.searchPanes.panes&&(!S||S.draw===1)){this._reloadSelect(R);for(var V=0,j=R.searchPanes.panes;V<j.length;V++){var K=j[V];K.id===this.s.index&&(K.searchTerm&&K.searchTerm.length>0&&this.dom.searchBox.val(K.searchTerm).trigger("input"),K.order&&this.s.dtPane.order(K.order).draw(),K.collapsed?this.collapse():this.show())}}return!0},w.prototype._displayPane=function(){this.dom.dtP.empty(),this.dom.topRow.empty().addClass(this.classes.topRow),parseInt(this.c.layout.split("-")[1],10)>3&&this.dom.container.addClass(this.classes.smallGap),this.dom.topRow.addClass(this.classes.subRowsContainer).append(this.dom.upper.append(this.dom.searchCont)).append(this.dom.lower.append(this.dom.buttonGroup)),(this.c.dtOpts.searching===!1||this.s.colOpts.dtOpts&&this.s.colOpts.dtOpts.searching===!1||!this.c.controls||!this.s.colOpts.controls||this.s.customPaneSettings&&this.s.customPaneSettings.dtOpts&&this.s.customPaneSettings.dtOpts.searching!==void 0&&!this.s.customPaneSettings.dtOpts.searching)&&this.dom.searchBox.removeClass(this.classes.paneInputButton).addClass(this.classes.disabledButton).attr("disabled","true"),this.dom.searchBox.appendTo(this.dom.searchCont),this._searchContSetup(),this.c.clear&&this.c.controls&&this.s.colOpts.controls&&this.dom.clear.appendTo(this.dom.buttonGroup),this.c.orderable&&this.s.colOpts.orderable&&this.c.controls&&this.s.colOpts.controls&&this.dom.nameButton.appendTo(this.dom.buttonGroup),this.c.viewCount&&this.s.colOpts.viewCount&&this.c.orderable&&this.s.colOpts.orderable&&this.c.controls&&this.s.colOpts.controls&&this.dom.countButton.appendTo(this.dom.buttonGroup),(this.c.collapse&&this.s.colOpts.collapse!==!1||this.s.colOpts.collapse)&&this.c.controls&&this.s.colOpts.controls&&this.dom.collapseButton.appendTo(this.dom.buttonGroup),this.dom.container.prepend(this.dom.topRow).append(this.dom.dtP).show()},w.prototype._escapeHTML=function(k){return k.toString().replace(/&lt;/g,"<").replace(/&gt;/g,">").replace(/&quot;/g,'"').replace(/&amp;/g,"&")},w.prototype._getBonusOptions=function(){var k={threshold:null};return t.extend(!0,{},w.defaults,k,this.c?this.c:{})},w.prototype._getOptions=function(){var k=this.s.dt,S={collapse:null,emptyMessage:!1,initCollapsed:null,threshold:null},B=k.settings()[0].aoColumns[this.s.index].searchPanes,L=t.extend(!0,{},w.defaults,S,B);return B&&B.hideCount&&B.viewCount===void 0&&(L.viewCount=!B.hideCount),L},w.prototype._populatePane=function(){this.s.rowData.arrayFilter=[],this.s.rowData.bins={};var k=this.s.dt.context[0];if(!this.s.dt.page.info().serverSide)for(var S=0,B=this.s.dt.rows().indexes().toArray();S<B.length;S++){var L=B[S];this._populatePaneArray(L,this.s.rowData.arrayFilter,k)}},w.prototype._search=function(k,S){for(var B=this.s.colOpts,L=this.s.dt,R=0,q=this.s.selections;R<q.length;R++){var z=q[R];if(typeof z=="string"&&typeof k=="string"&&(z=this._escapeHTML(z)),Array.isArray(k)){if(B.combiner==="and"){if(!k.includes(z))return!1}else if(k.includes(z))return!0}else if(typeof z=="function"){if(z.call(L,L.row(S).data(),S)){if(B.combiner==="or")return!0}else if(B.combiner==="and")return!1}else if(k===z||!(typeof k=="string"&&k.length===0)&&k==z||z===null&&typeof k=="string"&&k==="")return!0}return B.combiner==="and"},w.prototype._searchContSetup=function(){this.c.controls&&this.s.colOpts.controls&&this.dom.searchButton.appendTo(this.dom.searchLabelCont),this.c.dtOpts.searching===!1||this.s.colOpts.dtOpts.searching===!1||this.s.customPaneSettings&&this.s.customPaneSettings.dtOpts&&this.s.customPaneSettings.dtOpts.searching!==void 0&&!this.s.customPaneSettings.dtOpts.searching||this.dom.searchLabelCont.appendTo(this.dom.searchCont)},w.prototype._searchExtras=function(){var k=this.s.updating;this.s.updating=!0;var S=this.s.dtPane.rows({selected:!0}).data().pluck("filter").toArray(),B=S.indexOf(this.emptyMessage()),L=t(this.s.dtPane.table().container());B>-1&&(S[B]=""),S.length>0?L.addClass(this.classes.selected):S.length===0&&L.removeClass(this.classes.selected),this.s.updating=k},w.version="2.1.2",w.classes={bordered:"dtsp-bordered",buttonGroup:"dtsp-buttonGroup",buttonSub:"dtsp-buttonSub",caret:"dtsp-caret",clear:"dtsp-clear",clearAll:"dtsp-clearAll",clearButton:"clearButton",collapseAll:"dtsp-collapseAll",collapseButton:"dtsp-collapseButton",container:"dtsp-searchPane",countButton:"dtsp-countButton",disabledButton:"dtsp-disabledButton",hidden:"dtsp-hidden",hide:"dtsp-hide",layout:"dtsp-",name:"dtsp-name",nameButton:"dtsp-nameButton",nameCont:"dtsp-nameCont",narrow:"dtsp-narrow",paneButton:"dtsp-paneButton",paneInputButton:"dtsp-paneInputButton",pill:"dtsp-pill",rotated:"dtsp-rotated",search:"dtsp-search",searchCont:"dtsp-searchCont",searchIcon:"dtsp-searchIcon",searchLabelCont:"dtsp-searchButtonCont",selected:"dtsp-selected",smallGap:"dtsp-smallGap",subRow1:"dtsp-subRow1",subRow2:"dtsp-subRow2",subRowsContainer:"dtsp-subRowsContainer",title:"dtsp-title",topRow:"dtsp-topRow"},w.defaults={clear:!0,collapse:!0,combiner:"or",container:function(k){return k.table().container()},controls:!0,dtOpts:{},emptyMessage:null,hideCount:!1,i18n:{clearPane:"&times;",count:"{total}",emptyMessage:"<em>No data</em>"},initCollapsed:!1,layout:"auto",name:void 0,orderable:!0,orthogonal:{display:"display",filter:"filter",hideCount:!1,search:"filter",show:void 0,sort:"sort",threshold:.6,type:"type",viewCount:!0},preSelect:[],threshold:.6,viewCount:!0},w}(),s=window&&window.__extends||function(){var w=function(k,S){return w=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(B,L){B.__proto__=L}||function(B,L){for(var R in L)L.hasOwnProperty(R)&&(B[R]=L[R])},w(k,S)};return function(k,S){w(k,S);function B(){this.constructor=k}k.prototype=S===null?Object.create(S):(B.prototype=S.prototype,new B)}}(),i=function(w){s(k,w);function k(S,B,L,R,q){return w.call(this,S,B,L,R,q)||this}return k.prototype._emptyPane=function(){var S=this.s.dtPane;if(at.versionCheck("2")){var B=S.select.last(),L;return B&&S.row(B.row).any()&&(L=S.row(B.row).data().index),S.rows().remove(),function(){if(L!==void 0){var R=S.row(function(q,z){return z.index===L}).index();S.select.last({row:R,column:0})}}}return S.rows().remove(),function(){}},k.prototype._serverPopulate=function(S){var B,L,R;this.s.rowData.binsShown={},this.s.rowData.arrayFilter=[],S.tableLength!==void 0?(this.s.tableLength=S.tableLength,this.s.rowData.totalOptions=this.s.tableLength):(this.s.tableLength===null||this.s.dt.rows()[0].length>this.s.tableLength)&&(this.s.tableLength=this.s.dt.rows()[0].length,this.s.rowData.totalOptions=this.s.tableLength);var q=this.s.dt.column(this.s.index).dataSrc();if(S.searchPanes.options[q]!==void 0)for(var z=0,G=S.searchPanes.options[q];z<G.length;z++){var nt=G[z];this.s.rowData.arrayFilter.push({display:nt.label,filter:nt.value,shown:+nt.count,sort:nt.label,total:+nt.total,type:nt.label}),this.s.rowData.binsShown[nt.value]=+nt.count,this.s.rowData.bins[nt.value]=+nt.total}var tt=Object.keys(this.s.rowData.bins).length,et=this._uniqueRatio(tt,this.s.tableLength);if(!this.s.colOpts.show&&this.s.displayed===!1&&((this.s.colOpts.show===void 0&&this.s.colOpts.threshold===null?et>this.c.threshold:et>this.s.colOpts.threshold)||this.s.colOpts.show!==!0&&tt<=1)){this.dom.container.addClass(this.classes.hidden),this.s.displayed=!1;return}if(this.s.rowData.arrayOriginal=this.s.rowData.arrayFilter,this.s.rowData.binsOriginal=this.s.rowData.bins,this.s.displayed=!0,this.s.dtPane){for(var wt=this.s.serverSelect,St=this._emptyPane(),Tt=0,kt=this.s.rowData.arrayFilter;Tt<kt.length;Tt++)if(R=kt[Tt],this._shouldAddRow(R)){L=this.addRow(R.display,R.filter,R.sort,R.type);for(var Lt=0;Lt<wt.length;Lt++)if(B=wt[Lt],B.filter===R.filter){this.s.serverSelecting=!0,L.select(),this.s.serverSelecting=!1,wt.splice(Lt,1),this.s.selections.push(R.filter);break}}for(var Bt=0,$t=wt;Bt<$t.length;Bt++){B=$t[Bt];for(var Kt=0,D=this.s.rowData.arrayOriginal;Kt<D.length;Kt++)R=D[Kt],R.filter===B.filter&&(L=this.addRow(R.display,R.filter,R.sort,R.type),this.s.serverSelecting=!0,L.select(),this.s.serverSelecting=!1,this.s.selections.push(R.filter))}this.s.serverSelect=this.s.dtPane.rows({selected:!0}).data().toArray(),this.s.dtPane.draw(),St()}},k.prototype.updateRows=function(){if(!this.s.dt.page.info().serverSide){this.s.rowData.binsShown={};for(var S=0,B=this.s.dt.rows({search:"applied"}).indexes().toArray();S<B.length;S++){var L=B[S];this._updateShown(L,this.s.dt.settings()[0],this.s.rowData.binsShown)}}for(var R=function(tt){tt.shown=typeof q.s.rowData.binsShown[tt.filter]=="number"?q.s.rowData.binsShown[tt.filter]:0,q.s.dtPane.row(function(et,wt){return wt&&wt.index===tt.index}).data(tt)},q=this,z=0,G=this.s.dtPane.rows().data().toArray();z<G.length;z++){var nt=G[z];R(nt)}this.s.dtPane.draw(),this.s.dtPane.table().node().parentNode.scrollTop=this.s.scrollTop},k.prototype._makeSelection=function(){},k.prototype._reloadSelect=function(){},k.prototype._shouldAddRow=function(S){return!0},k.prototype._updateSelection=function(){this.s.dt.page.info().serverSide&&!this.s.updating&&!this.s.serverSelecting&&(this.s.serverSelect=this.s.dtPane.rows({selected:!0}).data().toArray())},k.prototype._updateShown=function(S,B,L){L===void 0&&(L=this.s.rowData.binsShown);var R=typeof this.s.colOpts.orthogonal=="string"?this.s.colOpts.orthogonal:this.s.colOpts.orthogonal.search,q=B.fastData?B.fastData:function(wt,St,Tt){return B.oApi._fnGetCellData(B,wt,St,Tt)},z=q(S,this.s.index,R),G=function(wt){L[wt]?L[wt]++:L[wt]=1};if(Array.isArray(z))for(var nt=0,tt=z;nt<tt.length;nt++){var et=tt[nt];G(et)}else G(z)},k}(r),o=window&&window.__extends||function(){var w=function(k,S){return w=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(B,L){B.__proto__=L}||function(B,L){for(var R in L)L.hasOwnProperty(R)&&(B[R]=L[R])},w(k,S)};return function(k,S){w(k,S);function B(){this.constructor=k}k.prototype=S===null?Object.create(S):(B.prototype=S.prototype,new B)}}(),u;function p(w){u=w}var b=function(w){o(k,w);function k(S,B,L,R,q){var z=this,G={i18n:{countFiltered:"{shown} ({total})"}};return z=w.call(this,S,u.extend(G,B),L,R,q)||this,z}return k.prototype._getMessage=function(S){var B=this.s.dt.i18n("searchPanes.count",this.c.i18n.count),L=this.s.dt.i18n("searchPanes.countFiltered",this.c.i18n.countFiltered);return(this.s.filteringActive?L:B).replace(/{total}/g,S.total).replace(/{shown}/g,S.shown)},k.prototype._getShown=function(S){return this.s.rowData.binsShown&&this.s.rowData.binsShown[S]?this.s.rowData.binsShown[S]:0},k}(i),g=window&&window.__extends||function(){var w=function(k,S){return w=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(B,L){B.__proto__=L}||function(B,L){for(var R in L)L.hasOwnProperty(R)&&(B[R]=L[R])},w(k,S)};return function(k,S){w(k,S);function B(){this.constructor=k}k.prototype=S===null?Object.create(S):(B.prototype=S.prototype,new B)}}(),m;function C(w){m=w}var y=function(w){g(k,w);function k(S,B,L,R,q){var z=this,G={i18n:{count:"{shown}"}};return z=w.call(this,S,m.extend(G,B),L,R,q)||this,z}return k.prototype.updateRows=function(){var S=this.s.dtPane.rows({selected:!0}).data().toArray(),B;if(this.s.colOpts.options||this.s.customPaneSettings&&this.s.customPaneSettings.options){this._getComparisonRows();for(var L=this.s.dtPane.rows().toArray()[0],R=0;R<L.length;R++){var q=this.s.dtPane.row(L[R]),z=q.data();if(z!==void 0){if(z.shown===0){q.remove(),L=this.s.dtPane.rows().toArray()[0],R--;continue}for(var G=0,nt=S;G<nt.length;G++)if(B=nt[G],z.filter===B.filter){q.select(),S.splice(R,1),this.s.selections.push(z.filter);break}}}}else{if(!this.s.dt.page.info().serverSide){this._activePopulatePane(),this.s.rowData.binsShown={};for(var tt=0,et=this.s.dt.rows({search:"applied"}).indexes().toArray();tt<et.length;tt++){var wt=et[tt];this._updateShown(wt,this.s.dt.settings()[0],this.s.rowData.binsShown)}}this.s.dtPane.rows().remove();for(var St=0,Tt=this.s.rowData.arrayFilter;St<Tt.length;St++){var kt=Tt[St];if(kt.shown!==0)for(var Lt=this.addRow(kt.display,kt.filter,kt.sort,kt.type,void 0),Bt=0;Bt<S.length;Bt++){var $t=S[Bt];if($t.filter===kt.filter){Lt.select(),S.splice(Bt,1),this.s.selections.push(kt.filter);break}}}for(var Kt=0,D=S;Kt<D.length;Kt++){B=D[Kt];for(var ut=0,ot=this.s.rowData.arrayOriginal;ut<ot.length;ut++){var V=ot[ut];if(V.filter===B.filter){var j=this.addRow(V.display,V.filter,V.sort,V.type,void 0);j.select(),this.s.selections.push(V.filter)}}}}this.s.dtPane.draw(),this.s.dtPane.table().node().parentNode.scrollTop=this.s.scrollTop,this.s.dt.page.info().serverSide||this.s.dt.draw(!1)},k.prototype._activePopulatePane=function(){this.s.rowData.arrayFilter=[],this.s.rowData.bins={};var S=this.s.dt.settings()[0];if(!this.s.dt.page.info().serverSide)for(var B=0,L=this.s.dt.rows({search:"applied"}).indexes().toArray();B<L.length;B++){var R=L[B];this._populatePaneArray(R,this.s.rowData.arrayFilter,S)}},k.prototype._getComparisonRows=function(){var S=this.s.colOpts.options?this.s.colOpts.options:this.s.customPaneSettings&&this.s.customPaneSettings.options?this.s.customPaneSettings.options:void 0;if(S!==void 0){var B=this.s.dt.rows(),L=this.s.dt.rows({search:"applied"}),R=B.data().toArray(),q=L.data().toArray(),z=[];this.s.dtPane.clear(),this.s.indexes=[];for(var G=0,nt=S;G<nt.length;G++){var tt=nt[G],et=tt.label!==""?tt.label:this.emptyMessage(),wt={className:tt.className,display:et,filter:typeof tt.value=="function"?tt.value:[],shown:0,sort:et,total:0,type:et};if(typeof tt.value=="function"){for(var St=0;St<R.length;St++)tt.value.call(this.s.dt,R[St],B[0][St])&&wt.total++;for(var Tt=0;Tt<q.length;Tt++)tt.value.call(this.s.dt,q[Tt],L[0][Tt])&&wt.shown++;typeof wt.filter!="function"&&wt.filter.push(tt.filter)}z.push(this.addRow(wt.display,wt.filter,wt.sort,wt.type,wt.className,wt.total,wt.shown))}return z}},k.prototype._getMessage=function(S){return this.s.dt.i18n("searchPanes.count",this.c.i18n.count).replace(/{total}/g,S.total).replace(/{shown}/g,S.shown)},k.prototype._getShown=function(S){return this.s.rowData.binsShown&&this.s.rowData.binsShown[S]?this.s.rowData.binsShown[S]:0},k.prototype._shouldAddRow=function(S){return S.shown>0},k}(i),T=window&&window.__extends||function(){var w=function(k,S){return w=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(B,L){B.__proto__=L}||function(B,L){for(var R in L)L.hasOwnProperty(R)&&(B[R]=L[R])},w(k,S)};return function(k,S){w(k,S);function B(){this.constructor=k}k.prototype=S===null?Object.create(S):(B.prototype=S.prototype,new B)}}(),P;function c(w){P=w}var l=function(w){T(k,w);function k(S,B,L,R,q){var z=this,G={i18n:{count:"{total}",countFiltered:"{shown} ({total})"}};return z=w.call(this,S,P.extend(G,B),L,R,q)||this,z}return k.prototype._activePopulatePane=function(){this.s.rowData.arrayFilter=[],this.s.rowData.binsShown={};var S=this.s.dt.settings()[0];if(!this.s.dt.page.info().serverSide)for(var B=0,L=this.s.dt.rows({search:"applied"}).indexes().toArray();B<L.length;B++){var R=L[B];this._populatePaneArray(R,this.s.rowData.arrayFilter,S,this.s.rowData.binsShown)}},k.prototype._getMessage=function(S){var B=this.s.dt.i18n("searchPanes.count",this.c.i18n.count),L=this.s.dt.i18n("searchPanes.countFiltered",this.c.i18n.countFiltered);return(this.s.filteringActive?L:B).replace(/{total}/g,S.total).replace(/{shown}/g,S.shown)},k}(y),h,_;function F(w){h=w,_=w.fn.dataTable}var O=function(){function w(k,S,B,L){var R=this;if(B===void 0&&(B=!1),L===void 0&&(L=r),!_||!_.versionCheck||!_.versionCheck("1.10.0"))throw new Error("SearchPane requires DataTables 1.10 or newer");if(!_.select)throw new Error("SearchPane requires Select");var q=new _.Api(k);if(this.classes=h.extend(!0,{},w.classes),this.c=h.extend(!0,{},w.defaults,S),this.dom={clearAll:h('<button type="button"/>').addClass(this.classes.clearAll).html(q.i18n("searchPanes.clearMessage",this.c.i18n.clearMessage)),collapseAll:h('<button type="button"/>').addClass(this.classes.collapseAll).html(q.i18n("searchPanes.collapseMessage",this.c.i18n.collapseMessage)),container:h("<div/>").addClass(this.classes.panes).html(q.i18n("searchPanes.loadMessage",this.c.i18n.loadMessage)),emptyMessage:h("<div/>").addClass(this.classes.emptyMessage),panes:h("<div/>").addClass(this.classes.container),showAll:h('<button type="button"/>').addClass(this.classes.showAll).addClass(this.classes.disabledButton).attr("disabled","true").html(q.i18n("searchPanes.showMessage",this.c.i18n.showMessage)),title:h("<div/>").addClass(this.classes.title),titleRow:h("<div/>").addClass(this.classes.titleRow)},this.s={colOpts:[],dt:q,filterCount:0,minPaneWidth:260,page:0,paging:!1,pagingST:!1,paneClass:L,panes:[],selectionList:[],serverData:{},stateRead:!1,updating:!1},!q.settings()[0]._searchPanes){if(h(document).on("draw.dt",function(G){R.dom.container.find(G.target).length&&R._updateFilterCount()}),this._getState(),this.s.dt.page.info().serverSide){var z=this.s.dt.settings()[0];this.s.dt.on("preXhr.dtsps",function(G,nt,tt){if(z===nt){tt.searchPanes===void 0&&(tt.searchPanes={}),tt.searchPanes_null===void 0&&(tt.searchPanes_null={});for(var et,wt=0,St=R.s.selectionList;wt<St.length;wt++){var Tt=St[wt];et=R.s.dt.column(Tt.column).dataSrc(),tt.searchPanes[et]===void 0&&(tt.searchPanes[et]={}),tt.searchPanes_null[et]===void 0&&(tt.searchPanes_null[et]={});for(var kt=0;kt<Tt.rows.length;kt++)tt.searchPanes[et][kt]=Tt.rows[kt],tt.searchPanes[et][kt]===null?tt.searchPanes_null[et][kt]=!0:tt.searchPanes_null[et][kt]=!1}R.s.selectionList.length>0&&(tt.searchPanesLast=et),tt.searchPanes_options={cascade:R.c.cascadePanes,viewCount:R.c.viewCount,viewTotal:R.c.viewTotal}}})}return this._setXHR(),q.settings()[0]._searchPanes=this,this.s.dt.settings()[0]._bInitComplete||B?this._paneDeclare(q,k,S):q.one("preInit.dtsps",function(){R._paneDeclare(q,k,S)}),this}}return w.prototype.clearSelections=function(){for(var k,S=0,B=this.s.panes;S<B.length;S++)k=B[S],k.s.dtPane&&(k.s.scrollTop=k.s.dtPane.table().node().parentNode.scrollTop);var L=this.dom.container.find("."+this.classes.search.replace(/\s+/g,"."));L.each(function(){h(this).val("").trigger("input")}),this.s.selectionList=[];for(var R=[],q=0,z=this.s.panes;q<z.length;q++)k=z[q],k.s.dtPane&&R.push(k.clearPane());return R},w.prototype.getNode=function(){return this.dom.container},w.prototype.rebuild=function(k,S){k===void 0&&(k=!1),S===void 0&&(S=!1),this.dom.emptyMessage.detach(),k===!1&&this.dom.panes.empty();for(var B=[],L=0,R=this.s.panes;L<R.length;L++){var q=R[L];(k===!1||q.s.index===k)&&(q.clearData(),q.rebuildPane(this.s.dt.page.info().serverSide?this.s.serverData:void 0,S),this.dom.panes.append(q.dom.container),B.push(q))}return this._updateSelection(),this._updateFilterCount(),this._attachPaneContainer(),this._initSelectionListeners(!1),this.s.dt.draw(!S),this.resizePanes(),B.length===1?B[0]:B},w.prototype.resizePanes=function(){var k;if(this.c.layout==="auto"){for(var S=h(this.s.dt.searchPanes.container()).width(),B=Math.floor(S/this.s.minPaneWidth),L=1,R=0,q=[],z=0,G=this.s.panes;z<G.length;z++)k=G[z],k.s.displayed&&q.push(k.s.index);var nt=q.length;if(B===nt)L=B;else for(var tt=B;tt>1;tt--){var et=nt%tt;if(et===0){L=tt,R=0;break}else et>R&&(L=tt,R=et)}var wt=R!==0?q.slice(q.length-R,q.length):[];this.s.panes.forEach(function(kt){kt.s.displayed&&kt.resize("columns-"+(wt.includes(kt.s.index)?R:L))})}else for(var St=0,Tt=this.s.panes;St<Tt.length;St++)k=Tt[St],k.adjustTopRow();return this},w.prototype._initSelectionListeners=function(k){},w.prototype._serverTotals=function(){},w.prototype._setXHR=function(){var k=this,S=this.s.dt.settings()[0],B=function(L){L&&L.searchPanes&&L.searchPanes.options&&(k.s.serverData=L,k.s.serverData.tableLength=L.recordsTotal,k._serverTotals())};this.s.dt.on("xhr.dtsps",function(L,R,q){S===R&&B(q)}),B(this.s.dt.ajax.json())},w.prototype._stateLoadListener=function(){var k=this,S=this.s.dt.settings()[0];this.s.dt.on("stateLoadParams.dtsps",function(B,L,R){if(!(R.searchPanes===void 0||L!==S)){if(k.clearSelections(),k.s.selectionList=R.searchPanes.selectionList?R.searchPanes.selectionList:[],R.searchPanes.panes)for(var q=0,z=R.searchPanes.panes;q<z.length;q++)for(var G=z[q],nt=0,tt=k.s.panes;nt<tt.length;nt++){var et=tt[nt];G.id===et.s.index&&et.s.dtPane&&(et.dom.searchBox.val(G.searchTerm),et.s.dtPane.order(G.order))}k._makeSelections(k.s.selectionList)}})},w.prototype._updateSelection=function(){this.s.selectionList=[];for(var k=0,S=this.s.panes;k<S.length;k++){var B=S[k];if(B.s.dtPane){var L=B.s.dtPane.rows({selected:!0}).data().toArray().map(function(R){return R.filter});L.length&&this.s.selectionList.push({column:B.s.index,rows:L})}}},w.prototype._attach=function(){var k=this;this.dom.titleRow.removeClass(this.classes.hide).detach().append(this.dom.title),this.c.clear&&this.dom.clearAll.appendTo(this.dom.titleRow).off("click.dtsps").on("click.dtsps",function(){return k.clearSelections()}),this.c.collapse&&(this.dom.showAll.appendTo(this.dom.titleRow),this.dom.collapseAll.appendTo(this.dom.titleRow),this._setCollapseListener());for(var S=0,B=this.s.panes;S<B.length;S++){var L=B[S];this.dom.panes.append(L.dom.container)}this.dom.container.text("").removeClass(this.classes.hide).append(this.dom.titleRow).append(this.dom.panes),this.s.panes.forEach(function(R){return R.setListeners()}),h("div."+this.classes.container).length===0&&this.dom.container.prependTo(this.s.dt)},w.prototype._attachMessage=function(){var k;try{k=this.s.dt.i18n("searchPanes.emptyPanes",this.c.i18n.emptyPanes)}catch{k=null}if(k===null){this.dom.container.addClass(this.classes.hide),this.dom.titleRow.removeClass(this.classes.hide);return}this.dom.container.removeClass(this.classes.hide),this.dom.titleRow.addClass(this.classes.hide),this.dom.emptyMessage.html(k).appendTo(this.dom.container)},w.prototype._attachPaneContainer=function(){for(var k=0,S=this.s.panes;k<S.length;k++){var B=S[k];if(B.s.displayed===!0){this._attach();return}}this._attachMessage()},w.prototype._checkCollapse=function(){for(var k=!0,S=!0,B=0,L=this.s.panes;B<L.length;B++){var R=L[B];R.s.displayed&&(R.dom.collapseButton.hasClass(R.classes.rotated)?(this.dom.showAll.removeClass(this.classes.disabledButton).removeAttr("disabled"),S=!1):(this.dom.collapseAll.removeClass(this.classes.disabledButton).removeAttr("disabled"),k=!1))}k&&this.dom.collapseAll.addClass(this.classes.disabledButton).attr("disabled","true"),S&&this.dom.showAll.addClass(this.classes.disabledButton).attr("disabled","true")},w.prototype._checkMessage=function(){for(var k=0,S=this.s.panes;k<S.length;k++){var B=S[k];if(B.s.displayed===!0){this.dom.emptyMessage.detach(),this.dom.titleRow.removeClass(this.classes.hide);return}}this._attachMessage()},w.prototype._collapseAll=function(){for(var k=0,S=this.s.panes;k<S.length;k++){var B=S[k];B.collapse()}},w.prototype._findPane=function(k){for(var S=0,B=this.s.panes;S<B.length;S++){var L=B[S];if(k===L.s.name)return L}},w.prototype._getState=function(){var k=this.s.dt.state.loaded();k&&k.searchPanes&&k.searchPanes.selectionList&&(this.s.selectionList=k.searchPanes.selectionList)},w.prototype._makeSelections=function(k){for(var S=0,B=k;S<B.length;S++){for(var L=B[S],R=void 0,q=0,z=this.s.panes;q<z.length;q++){var G=z[q];if(G.s.index===L.column){R=G;break}}if(R&&R.s.dtPane){for(var nt=0;nt<R.s.dtPane.rows().data().toArray().length;nt++)L.rows.includes(typeof R.s.dtPane.row(nt).data().filter=="function"?R.s.dtPane.cell(nt,0).data():R.s.dtPane.row(nt).data().filter)&&R.s.dtPane.row(nt).select();R.updateTable()}}},w.prototype._paneDeclare=function(k,S,B){var L=this;k.columns(this.c.columns.length>0?this.c.columns:void 0).eq(0).each(function(G){L.s.panes.push(new L.s.paneClass(S,B,G,L.dom.panes))});for(var R=k.columns().eq(0).toArray().length,q=0;q<this.c.panes.length;q++){var z=R+q;this.s.panes.push(new this.s.paneClass(S,B,z,this.dom.panes,this.c.panes[q]))}this.c.order.length>0&&(this.s.panes=this.c.order.map(function(G){return L._findPane(G)})),this.s.dt.settings()[0]._bInitComplete?this._startup(k):_.versionCheck("2")?this.s.dt.settings()[0].aoInitComplete.push(function(){return L._startup(k)}):this.s.dt.settings()[0].aoInitComplete.push({fn:function(){return L._startup(k)}})},w.prototype._setCollapseListener=function(){var k=this;this.dom.collapseAll.off("click.dtsps").on("click.dtsps",function(){k._collapseAll(),k.dom.collapseAll.addClass(k.classes.disabledButton).attr("disabled","true"),k.dom.showAll.removeClass(k.classes.disabledButton).removeAttr("disabled"),k.s.dt.state.save()}),this.dom.showAll.off("click.dtsps").on("click.dtsps",function(){k._showAll(),k.dom.showAll.addClass(k.classes.disabledButton).attr("disabled","true"),k.dom.collapseAll.removeClass(k.classes.disabledButton).removeAttr("disabled"),k.s.dt.state.save()});for(var S=0,B=this.s.panes;S<B.length;S++){var L=B[S];L.dom.topRow.off("collapse.dtsps").on("collapse.dtsps",function(){return k._checkCollapse()})}this._checkCollapse()},w.prototype._showAll=function(){for(var k=0,S=this.s.panes;k<S.length;k++){var B=S[k];B.show()}},w.prototype._startup=function(k){var S=this;this._attach(),this.dom.panes.empty();for(var B=this.s.dt.settings()[0],L=0,R=this.s.panes;L<R.length;L++){var q=R[L];q.rebuildPane(Object.keys(this.s.serverData).length>0?this.s.serverData:void 0),this.dom.panes.append(q.dom.container)}this.c.layout==="auto"&&this.resizePanes();var z=this.s.dt.state.loaded();!this.s.stateRead&&z&&this.s.dt.page(z.start/this.s.dt.page.len()).draw("page"),this.s.stateRead=!0,this._checkMessage(),k.on("preDraw.dtsps",function(){!S.s.updating&&!S.s.paging&&(S._updateFilterCount(),S._updateSelection()),S.s.paging=!1}),h(window).on("resize.dtsps",_.util.throttle(function(){return S.resizePanes()})),this.s.dt.on("stateSaveParams.dtsps",function(nt,tt,et){tt===B&&(et.searchPanes===void 0&&(et.searchPanes={}),et.searchPanes.selectionList=S.s.selectionList)}),this._stateLoadListener(),k.off("page.dtsps page-nc.dtsps").on("page.dtsps page-nc.dtsps",function(nt,tt){S.s.paging=!0,S.s.pagingST=!0,S.s.page=S.s.dt.page()}),this.s.dt.page.info().serverSide?k.off("preXhr.dtsps").on("preXhr.dtsps",function(nt,tt,et){if(tt===B){et.searchPanes||(et.searchPanes={}),et.searchPanes_null||(et.searchPanes_null={});for(var wt=0,St=0,Tt=S.s.panes;St<Tt.length;St++){var kt=Tt[St],Lt=S.s.dt.column(kt.s.index).dataSrc();if(et.searchPanes[Lt]||(et.searchPanes[Lt]={}),et.searchPanes_null[Lt]||(et.searchPanes_null[Lt]={}),kt.s.dtPane)for(var Bt=kt.s.dtPane.rows({selected:!0}).data().toArray(),$t=0;$t<Bt.length;$t++)et.searchPanes[Lt][$t]=Bt[$t].filter,et.searchPanes[Lt][$t]?et.searchPanes_null[Lt][$t]=!1:et.searchPanes_null[Lt][$t]=!0,wt++}wt>0&&(wt!==S.s.filterCount?(et.start=0,S.s.page=0):et.start=S.s.page*S.s.dt.page.len(),S.s.dt.page(S.s.page),S.s.filterCount=wt),S.s.selectionList.length>0&&(et.searchPanesLast=S.s.dt.column(S.s.selectionList[S.s.selectionList.length-1].column).dataSrc()),et.searchPanes_options={cascade:S.c.cascadePanes,viewCount:S.c.viewCount,viewTotal:S.c.viewTotal}}}):k.on("preXhr.dtsps",function(){return S.s.panes.forEach(function(nt){return nt.clearData()})}),this.s.dt.on("xhr.dtsps",function(nt,tt){if(tt.nTable===S.s.dt.table().node()&&!S.s.dt.page.info().serverSide){var et=!1;S.s.dt.one("preDraw.dtsps",function(){if(!et){var wt=S.s.dt.page();et=!0,S.s.updating=!0,S.dom.panes.empty();for(var St=0,Tt=S.s.panes;St<Tt.length;St++){var kt=Tt[St];kt.clearData(),kt.rebuildPane(void 0,!0),S.dom.panes.append(kt.dom.container)}S.s.dt.page.info().serverSide||S.s.dt.draw(),S.s.updating=!1,S._updateSelection(),S._checkMessage(),S.s.dt.one("draw.dtsps",function(){S.s.updating=!0,S.s.dt.page(wt).draw(!1),S.s.updating=!1})}})}});var G=this.c.preSelect;z&&z.searchPanes&&z.searchPanes.selectionList&&(G=z.searchPanes.selectionList),this._makeSelections(G),this._updateFilterCount(),k.on("destroy.dtsps",function(nt,tt){if(tt===B){for(var et=0,wt=S.s.panes;et<wt.length;et++){var St=wt[et];St.destroy()}k.off(".dtsps"),S.dom.showAll.off(".dtsps"),S.dom.clearAll.off(".dtsps"),S.dom.collapseAll.off(".dtsps"),h(k.table().node()).off(".dtsps"),S.dom.container.detach(),S.clearSelections()}}),this.c.collapse&&this._setCollapseListener(),this.c.clear&&this.dom.clearAll.off("click.dtsps").on("click.dtsps",function(){return S.clearSelections()}),B._searchPanes=this,this.s.dt.state.save()},w.prototype._updateFilterCount=function(){for(var k=0,S=0,B=0,L=this.s.panes;B<L.length;B++){var R=L[B];R.s.dtPane&&(k+=R.getPaneCount(),R.s.dtPane.search()&&S++)}this.dom.title.html(this.s.dt.i18n("searchPanes.title",this.c.i18n.title,k)),this.c.filterChanged&&typeof this.c.filterChanged=="function"&&this.c.filterChanged.call(this.s.dt,k),k===0&&S===0?this.dom.clearAll.addClass(this.classes.disabledButton).attr("disabled","true"):this.dom.clearAll.removeClass(this.classes.disabledButton).removeAttr("disabled")},w.version="2.3.2",w.classes={clear:"dtsp-clear",clearAll:"dtsp-clearAll",collapseAll:"dtsp-collapseAll",container:"dtsp-searchPanes",disabledButton:"dtsp-disabledButton",emptyMessage:"dtsp-emptyMessage",hide:"dtsp-hidden",panes:"dtsp-panesContainer",search:"dtsp-search",showAll:"dtsp-showAll",title:"dtsp-title",titleRow:"dtsp-titleRow"},w.defaults={cascadePanes:!1,clear:!0,collapse:!0,columns:[],container:function(k){return k.table().container()},filterChanged:void 0,i18n:{clearMessage:"Clear All",clearPane:"&times;",collapse:{0:"SearchPanes",_:"SearchPanes (%d)"},collapseMessage:"Collapse All",count:"{total}",emptyMessage:"<em>No data</em>",emptyPanes:"No SearchPanes",loadMessage:"Loading Search Panes...",showMessage:"Show All",title:"Filters Active - %d"},layout:"auto",order:[],panes:[],preSelect:[],viewCount:!0,viewTotal:!1},w}(),f=window&&window.__extends||function(){var w=function(k,S){return w=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(B,L){B.__proto__=L}||function(B,L){for(var R in L)L.hasOwnProperty(R)&&(B[R]=L[R])},w(k,S)};return function(k,S){w(k,S);function B(){this.constructor=k}k.prototype=S===null?Object.create(S):(B.prototype=S.prototype,new B)}}(),U=function(w){f(k,w);function k(S,B,L){L===void 0&&(L=!1);var R=this,q;B.cascadePanes&&B.viewTotal?q=l:B.cascadePanes?q=y:B.viewTotal&&(q=b),R=w.call(this,S,B,L,q)||this;var z=R.s.dt,G=z.state.loaded(),nt=function(){return R._initSelectionListeners(!0,G&&G.searchPanes&&G.searchPanes.selectionList?G.searchPanes.selectionList:R.c.preSelect)};return z.settings()[0]._bInitComplete?nt():z.off("init.dtsps").on("init.dtsps",nt),R}return k.prototype._initSelectionListeners=function(S,B){S===void 0&&(S=!0),B===void 0&&(B=[]),S&&(this.s.selectionList=B);for(var L=0,R=this.s.panes;L<R.length;L++){var q=R[L];q.s.displayed&&q.s.dtPane.off("select.dtsp").on("select.dtsp",this._update(q)).off("deselect.dtsp").on("deselect.dtsp",this._updateTimeout(q))}this.s.dt.off("draw.dtsps").on("draw.dtsps",this._update()),this._updateSelectionList()},k.prototype._serverTotals=function(){for(var S=0,B=this.s.panes;S<B.length;S++){var L=B[S];if(L.s.colOpts.show){var R=this.s.dt.column(L.s.index).dataSrc(),q=!0;if(this.s.serverData.searchPanes.options[R])for(var z=0,G=this.s.serverData.searchPanes.options[R];z<G.length;z++){var nt=G[z];if(nt.total!==nt.count){q=!1;break}}L.s.filteringActive=!q,L._serverPopulate(this.s.serverData)}}},k.prototype._stateLoadListener=function(){var S=this,B=function(L,R,q){if(q.searchPanes!==void 0){if(S.s.selectionList=q.searchPanes.selectionList?q.searchPanes.selectionList:[],q.searchPanes.panes)for(var z=0,G=q.searchPanes.panes;z<G.length;z++)for(var nt=G[z],tt=0,et=S.s.panes;tt<et.length;tt++){var wt=et[tt];nt.id===wt.s.index&&wt.s.dtPane&&(wt.dom.searchBox.val(nt.searchTerm),wt.s.dtPane.order(nt.order))}S._updateSelectionList()}};this.s.dt.off("stateLoadParams.dtsps",B).on("stateLoadParams.dtsps",B)},k.prototype._updateSelection=function(){},k.prototype._update=function(S){var B=this;return S===void 0&&(S=void 0),function(){S&&clearTimeout(S.s.deselectTimeout),B._updateSelectionList(S)}},k.prototype._updateTimeout=function(S){var B=this;return S===void 0&&(S=void 0),function(){return S?S.s.deselectTimeout=setTimeout(function(){return B._updateSelectionList(S)},50):B._updateSelectionList()}},k.prototype._updateSelectionList=function(S){if(S===void 0&&(S=void 0),this.s.pagingST){this.s.pagingST=!1;return}else if(this.s.updating||S&&S.s.serverSelecting)return;if(S!==void 0){this.s.dt.page.info().serverSide&&S._updateSelection();var B=S.s.dtPane.rows({selected:!0}).data().toArray().map(function(L){return L.filter});this.s.selectionList=this.s.selectionList.filter(function(L){return L.column!==S.s.index}),B.length>0?(this.s.selectionList.push({column:S.s.index,rows:B}),S.dom.clear.removeClass(this.classes.disabledButton).removeAttr("disabled")):S.dom.clear.addClass(this.classes.disabledButton).attr("disabled","true"),this.s.dt.page.info().serverSide&&this.s.dt.draw(!1)}this._remakeSelections(),this._updateFilterCount()},k.prototype._remakeSelections=function(){var S,B;if(this.s.updating=!0,this.s.dt.page.info().serverSide){this.s.selectionList.length>0&&(B=this.s.panes[this.s.selectionList[this.s.selectionList.length-1].column]);for(var Ct=0,xt=this.s.panes;Ct<xt.length;Ct++)S=xt[Ct],S.s.displayed&&(!B||S.s.index!==B.s.index)&&S.updateRows()}else{var L=this.s.selectionList,R=!1;this.clearSelections(),this.s.dt.draw(!1),this.s.dt.rows().toArray()[0].length>this.s.dt.rows({search:"applied"}).toArray()[0].length&&(R=!0),this.s.selectionList=L;for(var q=0,z=this.s.panes;q<z.length;q++)B=z[q],B.s.displayed&&(B.s.filteringActive=R,B.updateRows());for(var G=0,nt=this.s.selectionList;G<nt.length;G++){var tt=nt[G];B=null;for(var et=0,wt=this.s.panes;et<wt.length;et++){var St=wt[et];if(St.s.index===tt.column){B=St;break}}if(B.s.dtPane){for(var Tt=B.s.dtPane.rows().indexes().toArray(),kt=0;kt<tt.rows.length;kt++){for(var Lt=!1,Bt=0,$t=Tt;Bt<$t.length;Bt++){var Kt=$t[Bt],D=B.s.dtPane.row(Kt),ut=D.data();tt.rows[kt]===ut.filter&&(D.select(),Lt=!0)}Lt||(tt.rows.splice(kt,1),kt--)}if(B.s.selections=tt.rows,tt.rows.length!==0){this.s.dt.draw();for(var ot=!1,V=0,j=0,K=0,pt=0,vt=this.s.panes;pt<vt.length;pt++)S=vt[pt],S.s.dtPane&&(V+=S.getPaneCount(),V>j&&(K++,j=V));ot=V>0;for(var rt=0,gt=this.s.panes;rt<gt.length;rt++)S=gt[rt],S.s.displayed&&(R||B.s.index!==S.s.index||!ot?S.s.filteringActive=ot||R:K===1&&(S.s.filteringActive=!1),S.s.index!==B.s.index&&S.updateRows())}}}this.s.dt.draw(!1)}this.s.updating=!1},k}(O);n(Ze),F(Ze),p(Ze),C(Ze),c(Ze);var X=Ze.fn.dataTable;X.SearchPanes=O,at.SearchPanes=O,X.SearchPanesST=U,at.SearchPanesST=U,X.SearchPane=r,at.SearchPane=r,X.SearchPaneViewTotal=b,at.SearchPaneViewTotal=b,X.SearchPaneCascade=y,at.SearchPaneCascade=y,X.SearchPaneCascadeViewTotal=l,at.SearchPaneCascadeViewTotal=l;var Q=Ze.fn.dataTable.Api.register;Q("searchPanes()",function(){return this}),Q("searchPanes.clearSelections()",function(){return this.iterator("table",function(w){w._searchPanes&&w._searchPanes.clearSelections()})}),Q("searchPanes.rebuildPane()",function(w,k){return this.iterator("table",function(S){S._searchPanes&&S._searchPanes.rebuild(w,k)})}),Q("searchPanes.resizePanes()",function(){var w=this.context[0];return w._searchPanes?w._searchPanes.resizePanes():null}),Q("searchPanes.container()",function(){var w=this.context[0];return w._searchPanes?w._searchPanes.getNode():null}),at.ext.buttons.searchPanesClear={action:function(w,k){k.searchPanes.clearSelections()},text:"Clear Panes"},at.ext.buttons.searchPanes={action:function(w,k,S,B){var L=this,R=this;B._panes?(this.popover(B._panes.getNode(),{align:"container",span:"container"}),B._panes.rebuild(void 0,!0)):(this.processing(!0),setTimeout(function(){E(k,S,B),L.popover(B._panes.getNode(),{align:"container",span:"container"}),B._panes.rebuild(void 0,!0),Ze("table.dataTable",B._panes.getNode()).DataTable().columns.adjust(),R.processing(!1)},10))},init:function(w,k,S){w.button(k).text(S.text||w.i18n("searchPanes.collapse","SearchPanes",0)),(w.init().stateSave||S.delayInit===!1)&&E(w,k,S)},config:{},text:"",delayInit:!0};function E(w,k,S){var B=Ze.extend({filterChanged:function(R){w.button(k).text(w.i18n("searchPanes.collapse",w.context[0].oLanguage.searchPanes!==void 0?w.context[0].oLanguage.searchPanes.collapse:w.context[0]._searchPanes.c.i18n.collapse,R))}},S.config),L=B&&(B.cascadePanes||B.viewTotal)?new at.SearchPanesST(w,B):new at.SearchPanes(w,B);w.button(k).text(S.text||w.i18n("searchPanes.collapse",L.c.i18n.collapse,0)),S._panes=L}function $(w,k,S){k===void 0&&(k=null),S===void 0&&(S=!1);var B=new X.Api(w),L=k||B.init().searchPanes||X.defaults.searchPanes,R=L&&(L.cascadePanes||L.viewTotal)?new U(B,L,S):new O(B,L,S),q=R.getNode();return q}Ze(document).on("preInit.dt.dtsp",function(w,k){w.namespace==="dt"&&(k.oInit.searchPanes||at.defaults.searchPanes)&&(k._searchPanes||$(k,null,!0))}),at.ext.feature.push({cFeature:"P",fnInit:$}),at.feature&&at.feature.register("searchPanes",$)})();var dd=ie(ae(),1);var eo=ie(ae(),1);var Et=eo.default;at.select={};at.select.classes={checkbox:"dt-select-checkbox"};at.select.version="2.0.5";at.select.init=function(t){var e=t.settings()[0];if(!at.versionCheck("2"))throw"Warning: Select requires DataTables 2 or newer";if(!e._select){var n=t.state.loaded(),r=function(c,l,h){if(!(h===null||h.select===void 0)){if(t.rows({selected:!0}).any()&&t.rows().deselect(),h.select.rows!==void 0&&t.rows(h.select.rows).select(),t.columns({selected:!0}).any()&&t.columns().deselect(),h.select.columns!==void 0&&t.columns(h.select.columns).select(),t.cells({selected:!0}).any()&&t.cells().deselect(),h.select.cells!==void 0)for(var _=0;_<h.select.cells.length;_++)t.cell(h.select.cells[_].row,h.select.cells[_].column).select();t.state.save()}};t.on("stateSaveParams",function(c,l,h){h.select={},h.select.rows=t.rows({selected:!0}).ids(!0).toArray(),h.select.columns=t.columns({selected:!0})[0],h.select.cells=t.cells({selected:!0})[0].map(function(_){return{row:t.row(_.row).id(!0),column:_.column}})}).on("stateLoadParams",r).one("init",function(){r(void 0,void 0,n)});var s=e.oInit.select,i=at.defaults.select,o=s===void 0?i:s,u="row",p="api",b=!1,g=!0,m=!0,C="td, th",y="selected",T=!0,P=!1;e._select={infoEls:[]},o===!0?(p="os",P=!0):typeof o=="string"?(p=o,P=!0):Et.isPlainObject(o)&&(o.blurable!==void 0&&(b=o.blurable),o.toggleable!==void 0&&(g=o.toggleable),o.info!==void 0&&(m=o.info),o.items!==void 0&&(u=o.items),o.style!==void 0?(p=o.style,P=!0):(p="os",P=!0),o.selector!==void 0&&(C=o.selector),o.className!==void 0&&(y=o.className),o.headerCheckbox!==void 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      "/Users/davidbrazda/Library/Application Support/v2realbot\n",
      "trades_df-BAC-2024-01-01T09_30_00-2024-05-14T16_00_00-CO4B7VPWUZF-100.parquet\n",
      "trades_df-BAC-2024-01-11T09:30:00-2024-01-12T16:00:00.parquet\n",
      "trades_df-SPY-2024-01-01T09:30:00-2024-05-14T16:00:00.parquet\n",
      "trades_df-BAC-2023-01-01T09_30_00-2024-05-25T16_00_00-47BCFOPUVWZ-100.parquet\n",
      "ohlcv_df-BAC-2024-01-11T09:30:00-2024-01-12T16:00:00.parquet\n",
      "trades_df-BAC-2024-05-15T09_30_00-2024-05-25T16_00_00-47BCFOPUVWZ-100.parquet\n",
      "ohlcv_df-BAC-2024-01-01T09_30_00-2024-05-25T16_00_00-47BCFOPUVWZ-100.parquet\n",
      "ohlcv_df-SPY-2024-01-01T09:30:00-2024-05-14T16:00:00.parquet\n",
      "ohlcv_df-BAC-2024-01-01T09_30_00-2024-05-14T16_00_00-CO4B7VPWUZF-100.parquet\n",
      "ohlcv_df-BAC-2023-01-01T09_30_00-2024-05-25T16_00_00-47BCFOPUVWZ-100.parquet\n",
      "ohlcv_df-BAC-2023-01-01T09_30_00-2024-05-25T15_30_00-47BCFOPUVWZ-100.parquet\n"
     ]
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "from itables import init_notebook_mode, show\n",
    "import datetime\n",
    "from itertools import product\n",
    "from appdirs import user_data_dir\n",
    "import os\n",
    "\n",
    "init_notebook_mode(all_interactive=True)\n",
    "\n",
    "#LOAD FROM PARQUET\n",
    "DATA_DIR = user_data_dir(\"v2realbot\", False)\n",
    "dir = DATA_DIR + \"/notebooks/\" #my local cache dir\n",
    "print(DATA_DIR)\n",
    "files = [f for f in os.listdir(dir) if f.endswith(\".parquet\")]\n",
    "print('\\n'.join(map(str, files)))\n",
    "file_name = \"ohlcv_df-BAC-2023-01-01T09_30_00-2024-05-25T15_30_00-47BCFOPUVWZ-100.parquet\"\n",
    "ohlcv_df = pd.read_parquet(dir+file_name,engine='pyarrow')\n",
    "#filter ohlcv_df to certain date range (assuming datetime index)\n",
    "ohlcv_df = ohlcv_df.loc[\"2024-02-12 9:30\":\"2024-02-18 16:00\"]\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Resampling\n",
    "This is resampling of 1s data above to lower resolution if necessary."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "#resample settings for custom columns\n",
    "from vectorbtpro.utils.config import merge_dicts, Config, HybridConfig\n",
    "from vectorbtpro import _typing as tp\n",
    "from vectorbtpro.generic import nb as generic_nb\n",
    "\n",
    "_feature_config: tp.ClassVar[Config] = HybridConfig(\n",
    "    {\n",
    "        \"buyvolume\": dict(\n",
    "            resample_func=lambda self, obj, resampler: obj.vbt.resample_apply(\n",
    "                resampler,\n",
    "                generic_nb.sum_reduce_nb,\n",
    "            )\n",
    "        ),\n",
    "        \"sellvolume\": dict(\n",
    "            resample_func=lambda self, obj, resampler: obj.vbt.resample_apply(\n",
    "                resampler,\n",
    "                generic_nb.sum_reduce_nb,\n",
    "            )\n",
    "        ),\n",
    "        \"trades\": dict(\n",
    "            resample_func=lambda self, obj, resampler: obj.vbt.resample_apply(\n",
    "                resampler,\n",
    "                generic_nb.sum_reduce_nb,\n",
    "            )\n",
    "        )\n",
    "    }\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [],
   "source": [
    "#resampling to lower res\n",
    "import vectorbtpro as vbt\n",
    "from v2realbot.utils.utils import zoneNY\n",
    "vbt.settings.set_theme(\"dark\")\n",
    "vbt.settings['plotting']['layout']['width'] = 1280\n",
    "vbt.settings.plotting.auto_rangebreaks = True\n",
    "basic_data = vbt.Data.from_data(vbt.symbol_dict({\"BAC\": ohlcv_df}), tz_convert=zoneNY)\n",
    "\n",
    "basic_data._feature_config = _feature_config\n",
    "\n",
    "sec_data = basic_data.data[\"BAC\"]\n",
    "\n",
    "t1data = basic_data[['open', 'high', 'low', 'close', 'volume','vwap','trades']].resample(\"1T\")\n",
    "t1data = t1data.transform(lambda df: df.between_time('09:30', '16:00').dropna())\n",
    "\n",
    "\n",
    "m30data  = basic_data[['open', 'high', 'low', 'close', 'volume','vwap','trades']].resample(\"30T\")\n",
    "m30data = m30data.transform(lambda df: df.between_time('09:30', '16:00').dropna())\n",
    "#m30data.data[\"BAC\"].info()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [],
   "source": [
    "import stumpy\n",
    "# The length of the motif\n",
    "m = 20\n",
    "\n",
    "#lets use 1min data first\n",
    "#apply differencing, either absolute .diff() or relative .pct_change() to make data stationary\n",
    "#first value becomes na - drop it\n",
    "timeseries_sr = t1data.get('vwap').diff().dropna()\n",
    "\n",
    "#for stationary data, we can use just stump\n",
    "matrix_profile = stumpy.stump(timeseries_sr.values.T, m)\n",
    "\n",
    "#timeseries_sr\n",
    "     "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Result is NumPy array with 4 columns:\n",
    "- `Matrix Profile` - distance between each subsequence and nearest neighbor.\n",
    "- `Matrix Profile Index`- the index of the nearest neighbor for each subsequence, indicating where the closest match to the subsequence occurs in the time series.\n",
    "- `Left Matrix Profile Index` - the nearest neighbor when looking for matches to the left (earlier in the time series). Useful when analyzing directional dependencies or patterns in time series.\n",
    "- `Right Matrix Profile Index` - the index of the nearest neighbor when looking for matches to the right (later in the time series).\n",
    "\n",
    "Then we use motifs method to get 4 most promiment motifs and 5 closest neihbors for each \n",
    "\n",
    "TBD explore anomanly detection (#discord_distances, discord_indices = discords(time_series, mp[:, 0], k=3))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[ 981, 1036,  371, 1079,  526, 1063, 1124, 1012,   26,  591],\n",
       "       [ 266,  370,  358,  566,  490,  893, 1035,   16,  319, 1069],\n",
       "       [ 987, 1042, 1108,  597, 1143, 1130,  304,  897,   20,  431],\n",
       "       [ 749,   15,  688,  116, 1080,    7, 1131,  215,  549,  934]])"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from stumpy import motifs\n",
    "\n",
    "#get 4 most prominent motifs\n",
    "motif_distances, motif_indices = motifs(timeseries_sr, matrix_profile[:, 0], max_motifs=4, min_neighbors=5)\n",
    "\n",
    "#motif_distances\n",
    "#motif_indices"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The we can visualize these first as Overlay and then on the whole timeseries."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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mTdx4440Ui8Xj3uZll13Gpz/9aT7wgQ9w9tlnMzExwc/8zM9wwQUXcO2113LZZZcxMjLCj370I774xS8e9jMfjt/+7d/mox/9KPfccw+lUqnXXq1W+fSnP80b3/hGnvvc5/JLv/RLjI+Ps2/fPv7xH/+RF77whWsGUvqP/Rd+4Rf42Mc+xsLCAs973vO47bbbePDBB4EnNkPhoosu4uUvfznvfOc7cV23J9S///3v7/X5wAc+wDe+8Q2uuuoq3va2t2FZFn/+539OGIZ85CMfOeI+ms0mW7du5Rd/8Re55JJLKJfLfPOb3+SHP/wh/+t//a/jPnaNRqPRaDQazdGjRXSNRqPRaDQazdMWwzD4yle+wnvf+14+//nP85nPfIYzzjiDG264gXe/+90Dff/0T/+U3/iN3+A973kPvu9z/fXXnxARfWlpif/23/7bQFtX3NyxY8dhBeXR0VG++tWv8u53v5v3vOc9DA8P86u/+qu8+MUv7llQHyvFYpF/+Zd/4R3veAef+MQnKBaL/Mqv/AqveMUr+Nmf/dnj2uZ73/teHnvsMT7ykY/QbDa55ppr+Jmf+Rne+c538pWvfIWbb76ZMAzZsWMHH/jAB/i93/u949rP0NAQ73rXuwZE6C5veMMb2Lx5M3/yJ3/CDTfcQBiGbNmyhRe96EW85S1vOex2/+qv/oqpqSn+5m/+hr//+7/nJS95CZ///OfZuXMnnucd17ECXHPNNTz/+c/n/e9/P/v27eOCCy7gs5/9LM9+9rN7fS688EK+/e1v81/+y3/hQx/6EFJKrrzySv76r//6qK6/YrHI2972Nm6++Wa+9KUvIaXk7LPP5lOf+hT/8T/+x+M+do1Go9FoNBrN0SPUyYpCpNFoNBqNRqPRaDQnibvvvpvnPOc5/PVf/zW/8iu/crIPR6PRaDQajUZzCqN9oms0Go1Go9FoNJpnNL7vr2n72Mc+hmEYAwFdNRqNRqPRaDSa9dDuXDQajUaj0Wg0Gs0zmo985CPceeedXHfddViWxde+9jW+9rWv8Ru/8Rts27btZB+eRqPRaDQajeYUR7tz0Wg0Go1Go9FoNM9ovvGNb/D+97+f++67j1arxfbt23njG9/IH/7hH2JZ2q5Io9FoNBqNRnN4tIiu0Wg0Go1Go9FoNBqNRqPRaDQazQZon+gajUaj0Wg0Go1Go9FoNBqNRqPRbIAW0TUajUaj0Wg0Go1Go9FoNBqNRqPZAO0A8AQgpeTgwYNUKhWEECf7cDQajUaj0Wg0Go1Go9FoNBqNRnMElFI0m002b96MYWxsb65F9BPAwYMH2bZt28k+DI1Go9FoNBqNRqPRaDQajUaj0Rwj+/fvZ+vWrRsu1yL6CaBSqQDZya5Wqyf5aDQajUaj0Wg0Go1Go9FoNBqNRnMkGo0G27Zt6+m7G6FF9BNA14VLtVrVIrpGo9FoNBqNRqPRaDQajUaj0TyNOJKLbh1YVKPRaDQajUaj0Wg0Go1Go9FoNJoN0CK6RqPRaDQajUaj0Wg0Go1Go9FoNBugRXSNRqPRaDQajUaj0Wg0Go1Go9FoNkCL6BqNRqPRaDQajUaj0Wg0Go1Go9FsgBbRNRqNRqPRaDQajUaj0Wg0Go1Go9kALaJrNBqNRqPRaDQajUaj0Wg0Go1GswFaRNdoNBqNRqPRaDQajUaj0Wg0Go1mA7SIrtFoNBqNRqPRaDQajUaj0Wg0Gs0GaBFdo9FoNBqNRqPRaDQajUaj0Wg0mg3QIrpGo9FoNBqNRqPRaDQajUaj0Wg0G6BFdI1Go9FoNBqNRqPRaDQajUaj0Wg2QIvoGo1Go9FoNBqNRqPRaDQajUaj0WyAFtE1Go1Go9FoNBqNRqPRaDQajUaj2QAtoms0Go1Go9FoNBqNRqPRaDQajUazAVpE12g0Go1Go9FoNBqNRqPRaDQajWYDrJN9ABqNRqPRaDQajUaj0Wg0Go1Go3nq+frer/Oj6R9xzbZruGrLVSf7cE5ZtIiu0Wg0Go1Go9FoNJqnDUkqObgcsG+xg2UKLt02hGebJ/uwNBqNRqN5WrK/uZ9D7UOEaXiyD+WURovoGo1Go9FoNBqNRnOKI9OU1tICjdlZgk4b07KwbBvTtjGtPM/LWbuT1y2EECf78I+ZVpiwb6HDvsU2jy102LeYpccWOhxY9kml6vUt2CYvOmeMl104xYvPm2C45JzEI9doNBqN5unFwdZBALaUt5zkIzm10SK6RqPRaDQajUaj0ZwiKKUI2i0aszM05mapz2V5c2EOmabHtc2eyG7ZWM5a0d207XUFeatXdrLlljUo1jtO1t+yEMaxhdtSSjHXDHlsscO+hU6et3v1hXZ01Nvy45Sb75vh5vtmMARcfsYIL71gkpddMMX20eKxni6NRqPRaE4bojRirjMHwKbSppN8NKc2WkTXaDQajUaj0Wg0mpNAEkU05mdpzM0OCOaR31m3v2U7VCcmKVSqyCQhTWKSOCZNYtI4Jo2TlXIS99ZLk8H6k4FhWoNivG0jDIt2Cs0I6pFiKZAsBJIFXzLbTvClIBXm2oRBpVe3SIVBKkyUOLJQLxXcvmeR2/cs8oF/vJ/zpiq87IJJXnrBFBdtqT4trfI1Go1Go3myONQ+hEJRdspUnerJPpxTGi2iazQajUaj0Wg0mlOWVKb8dP6n7G/uZ7QwyqbSJiaLkxTtp4+FsZKS1vIijbk5GrPTNObnqM/N0F5eAqXWriAElZFRquOTVMcnqOV5sTZ01CKwkpI0WRHVkzgmjaNcYE/yejwgumf98j79/ZKYNIpWRPv+/lLhRymdKMSPU4I4pROl+FFKkKSwzscrAWcex3mUuZjeFdVN06ajTHzDJTA9AsMjNF18wyMwPULDZfd0k93TTT7+rYfZXPN4SW6hfuWzRrDNY7Oe12g0Go3mmUbXlcvm0mY90HwEtIiuOeVQ+YuEQiGVHGiTZHWp5EC/blt/rpRas0yheu3rrd+/PPtfDa7T397X1t2WYzqMF8Yp2SV989FoNBqNRqN5AnTiDt8/+H1ue/w2FoPFNctrbo3J4iSbypmovqm0ianSFBWnchKOdoWw086symdncivzGRpzcxtagrulMrXxiQHBvDI2hmnZT+g4hGFgOQ6W88T8g0upmGkGmV/y3Dd5z/VKs02jE2KqdCUZKaabYjopVn+7SjGReTnBVHJw2QapZEHBNig4JkXbpOBYFGyTgmNim4I4Vcy12sw3F1loR0g5qNpHhpML7C5Bw+MHB1xu/RcPo1Diueds5ZpLdnDdRduoFrQfdY1Go9GcfvRE9PLmk3wkpz5aRNc8IT5+18eZ6cwArBGVNxKiB/quI04/EyhYBcaL40wUJrK8OMF4IcufTlZTGo1Go9FoNE81M+0Zbt1/K7dP306UZn6xi3aRi8cuZjlcZro9TT2s99KDSw8OrF+0iz1Bfao4leWlKYbco7fiPhrSJKa5sEB9djoTy3Mf5kG7tW5/07KpjI0PCuYTk7jF0gk7puMliFMeX+r0Aniu5G32L/lEidx4ZWEihcnxOotxLINtwwV2jJbYPlJkx2ixl28dLuJaBjJNSeOoz3VN0rOGj/wOfqtJ0GzSXK7z8OOzPHZwjvmFJdI4wZERjoxYM0G9AdHM7XzjO/ANw6Q2VGPrpjF2bp9gbGyEQqVCoVzFq1QoVKp45fITHtjQaDQajeZU40DrAKBF9KNBi+iaJ0QjalAP6yf7MAYQiG4Bg2yKppH7T+y+OAnEmrZevX8ZYs36q9uMPt+MfuJTD+v4ic++xj72NfatOb6iXVwjro8XxxkvjGuBXfOMQilFe2mR+f2PMb//MRYP7McwLWoTk1THJzMRIffrqmduaDQazemNUordi7u5df+t7FrY1WvfXN7Mtduu5fLJy7HNFQGzE3eY6cww3Z7OUifLF/1FOnGHR5Yf4ZHlRwb24ZpuT1CfKk313MKMFkYHnufWOza/Ue9Zltdzsby1tICS64vLpaHhld+68UmqExOUh0aOOfhm/zEkMzMEu3YR7NpFsrCIUSxilEpZKpcwy+W++krZLJXAtlnuxINW5Hkwz/2LHaYbwbpeZU4UQ0WbHSNFto+WsnykyPbRTCifrHgYxuGfA0zLwrQsnMKR9/WCPE9SyR0PHeLWe/bwg/sfZ2lxGU8GeDLES4OsnAa4MgKZUl9cpL64yK5dD1It2IxXXMbLLiXX7G3bKRTxyhUKlUqWlyt4lepKXqngFIr6uUaj0Wg0TxsOtjNL9C3lLSf5SE59hFJP5uPS6UGj0aBWq1Gv16lWTy8n/NPtaeI0BpEJzl2RuVuGVe3rtfW3r2rrCtb963f/6+1zne2fTKI0Ys6fY64zx2xntlee8+eOOOBQdso9gb1nyZ6L7J7lPUWfQKM5PpRSNBfmWchF8/n9jxG0mr3lqUoxhMnqb6ntetQmJqlNTFHtig1j4094+vmTgVIKkgSVpqgkhSTOy8lAu0pi6PZJ8/Y4QaVJr12YBsJxEJaV5ba9khwHLAujrx3bPiXucRqNRnMiidKIO6bv4Nb9tzLdngay57uLxi7i2m3Xcu7wucd074vSaEBcn+nMcKh1iFl/lo1ee2zDZqI4wVRpigl7lFrgUugIqAe05udpzM2SROH663qFnlDeHRyujk2ckN8w6fuEDzyAv2sXwX33kS6sdWnTjyKzKPejFL8/j1MaiaBh2HQsj47l4dsuvuXmdZeO5eLbWdnP66HpwFGee0PAplqBHbkwvm2kyI6RUq9cK5x4C26lFK24hWVYFKzDq+tKKR6abfGN+2a4edc09zy+8kxuqBRXhnhp2BPWV/KQcTtha1ExXrKoFew1zzGrMUwTr5yL7JVqT3QvlDNr9q7Yrq3aNRqNRnOyaUQN/uu3/ysCwf+69n/hmKfeO/hTwdHqulpEPwGcziK65tgI0zAT1jtzzPqzzHfmmfWzejNqHnbdilNZ10XMeHEc13Sfok+g0ayglKIxN9sTzBf2P4bfaRGlEVEaEqYhoYoJKwaNakqrpqg6VS5zL2QyqdKcn6O5sICSWdAxpRQomQcgU5QqVSrDo1SHRqhWa5RrQxS8IkKmPVG6J1B3xeokWSNWqzQXuLvldYTurE8mhg/2yfeRZPskTU/U2YMjvoavQogVwX218N4tO/YaMX6gvrqtW95ge1jWaSXcK6Wyv33/9ZVfO/3llWsnWdNv4HpLkrXrJSvXU1bvv+4kRrGAUalmVqWVCka5glkpY1QqGOUyZrmMKBROq7+L5pnJUrDEvz7+r3z3wHfpJB0gsxR//ubnc83Waxgvjp/Q/SUyYd6f51D7ENPtaQ41DzIzs4/l2WlEI8RqJljNBDPov88LXNPBtVxcu0BtdJzxTdvZsvksRiY3Ux2fwCtXTtj3USlF/Pjj+Lt20f7pvYSPPIpMU6RUSAXSMJA7nkV89rksVceZmauzOLfE8vwyzaU6Qb2JGwUUk4BCElKMQwpJiKEO44rlMKTCwLdcfDsT22O3gFerUBquUR2tMTo+xNjECJs2j7FpagS3VsEoFhGmeeSNH4Y4jWlEjd6M1zXlsNFrU0phCIMLRy/kyk1XcuHYhdjGkcXp6XrAN+6f4Rv3zfD9R+aJ0yO8EiuFrWI2uZKrthe4fMrj7Jog8dsEzSZ+q0HQbBJ22kf9OW2vkFu0V3ORPRPevT43Mm5Rx1nSaE4ESilmO7MU7eJJj5uh0ZxK7F7czSd//EnGi+P80fP/6GQfzklDi+hPIVpE15wI/MQfENVnO7PM+1m9Fa3vW7NLza0NuIWZKE70BPf+qc8azRNBKUV9dob5fXs5sPdBDu59iE6nQZhGhGmYCecqJq5ZUDSwDYUnU0rNiGIjpNiIsKIUQyqKuGwpTlExynTiiE4a05IJHZnSlgnRBi/8JoKSYVE0TMqmRdGwKBkm1mGm4T+pGAbCNBG2BaaZG+ylCBIEKULFoGKEjEBFCBkhZAgyAgyUcFHCyZKyUFgoZaKkQGGiUkA8MTHiCdEv3G8kzPeEe+fwIv5G4r9loaR6akTqbjlJVpalg4MlT6o/gxOFZWKWK7mwXsKsVDEqmcBulCuY1Uxw7wrwWnTXnCoopdhT38Mt+2/h7rm7e5bhY4Uxrtl6Dc/b/LwjWhQfzz6DVjML9Dk30wv42VqcR6Ypisx6PUgCgiQkSEMCO6XhxfhFCEsmQckkLBhIATIf6y2aQ5TMUUrGGJ4YwTVGcdUIqbSJErmS0iwPk5RwTZtE+B02ze5j6/xjbJ/fTyHsDFjMLxRqPDy0lYdrW9hbnSI+1uc6pXDTiGISZinOBfau0J63FZNMcB8mZkTEVEw1EMCzYJs4lnFUw79GsYBRKg+4lDFKJZKCTeAK2rak7UiaVkLdSlg2Auqq3RPK/cQ/ts/YR9EuctnEZVyx6QrOqJ5xVPe+RhBz2wNz3HzfDLfunqUZJke1r4Jt8qJzxnjZhVO8+LwJhksOMk0J2i38ZiMX15sEzcaqvLlhkNnVGKaJWyqvWLT3RPZBNzKWrZ/3NZrVLAfL7F7aze6F3exe2t17py47ZTaXNrOlvIVN5U1sKW9hqjSlDdM0pyXf2vctvvTQl7h04lJ+/fw3gaUt0bWI/iRzOovo++79CUkcYtkuluP0pcG6YZxEEegZQCfuDLiF6bdm78Sdw6475A4NiOpjxbEsL4xpgV1zWPy4w57H7mffo/czu+9R6gcOEgQdwjREyRQzUZhSYlrgICnFMZVORKWV4Akns94zXVzTxTFdbNNmOVhi1p8jlZmlX8EqMFWapGSXB17MI0PQQdFRKW2V0k5TOjJGAkIY2fTyPAkh8FyXcrFMpVimUq5QrlQplsqYtg2mhbBMhJUL3ZaVWclZFiJf1mtf3ce0EAaIpANJCxG1EEkTETUgbiLCOgTL4C9BUIf0eMOqrU/2E22h7CrKrmTJKqPMcpYbHsosZrlyUDJFRREqjrPULUfxSlt/+wZtTwsh+SlC2FbftWKBZfbKvbpl9w2mdJd1ryt75frrbqc76NJdll+PiRIYQQfZaiGbLWSrSdpqIRtN0lYT2WqjwvVdShwWy8Qs5dbslXIuwJdzS/c877d0L2p/vpoTSyITfjz7Y27Zf8tAvJhzh8/l2m3XctHYRUf0Sf7TA3UenGkRJmlPoF4jSochaWMB1VyC1iJGewmrvQxJiJQKpUCq3KpbKSJMGlaFZaNMw6rQsCo0rQqxYQMKYXYQ1jKGvYywGytlY+PvoUqLyGQIFdeQ8RAqyXJk5pZPKMnm1jznLD/O2fUDbGnNIfruuZFps6e6KRPOh7aw5J3YdwvTEGwdLmQ+yXtBPEs9H+VlNwuZJaMI2W5n96N2G9lukzabxM02aatN2vZJW23iVpug2SBqt4g6HRIlSaQkUZJYpiRKkShFmp93JQzAQGGAyHMMUtMktS1ixyK1TKRtI9wihlPAdAtYbhHbLWE5RWynhOOWsK0CtnAIVIfp5CD7wj20jDqpE5M6EcPVKs/dfglXbr+c0cLoUZ2fKJH84NEFvnFfZqU+3QiOaj1DwOVnjPDSCyZ52QVTbB/dOM6RUookDPFbDfxmc8CSvZsHrSZBp33Uv8e26+GVKxRrNYrVIYpDQxRrQ5RqQxRrwzh6MFVzGhCmIQ8tPcTuxd3sXtzdcxHWxTIsUpmiWPu9EghGC6NsLm/OUinLxwvjmFrL0DyDufG+G7n94A94ibOZi++7l29Nvpm3vu7lJ/uwnnK0iP4UcjqL6N/8P5+mOT97xH6Gaa0vsNvduj3QbtpZbq9qs10X03YwTzMXA4ejHbfXFdfnOnOHteQRCIa8oTWW6+PFccYKY1jGsccdDpOUuWbIXDMklYpqwabq2VQLmSWT/pudeiilWAwWmenMMNOc5sDjDzO//zFaB6eRs03sIMnE8iTFjBVmKimkCeUwomyYVA0bz1oRyl3TwTIyYdAaHcOaGMcaH8cay3KjXCJQMd+bu4PvTH+PUCUoU/CskXN4xTmv5syRs3KL7rXXipQprcVFGn2WhPW5GfzG+rEGTMumMja+4qs2D2jqFovZS2nUzgXw5ZW8K4Z3hXF/GY4wE2QNdgG8ISgMbZy7VUijlX34S337XDq+fQsDvFq+j+E89ZW77V4NzI2/3z2/74cR2VUUZdbc6wn2vXqMio9OxMc0nhKRenCgxEbY1uAys287lpXNNDgB9y2lFMudmOlGwHQ94FA9yMt+Vs7rzSDBNARVL/O7Wy3YWZ7fR6sFm5oJI0TUZEhVRpRjP7MojXycwEd0MgE+bTWRzdYTE93L5T6xfZVbmVx416K75nA0oybfPfBdvn3g2724MJZhcfnU5Vy77dojBrB6dK7Fl+8+yE13H+CxhT6jAaUopW0qSYtq0qCaNKkkTYppB7HOm40S0DZLNKwqDatCKxfLfaOQx9UZdLAlAKFW2vqXCxQYEabVQJgNTLuJsJqYZhNh+giV9e7F9VFQCiVbFhVb5xVblmPcCBQ2SAswWfRqPF4ZZ395gtniCBiCMgEVfCp0qAg/S8qnLALK+DikxMomwiHGJsEiUg6JssBwcF2PglOg4LoUCgWKrkfJLVBwHTBsFCZSmSiR50pkAw1SIaUiTlKiJCKKI6I0Jk4SkjQhkTGxTEhUQiITUpn05CihQEiFIRVGKntlkXbbFKYSWBJMJbI2CUZfjCNDGMcQ50hkvxGGmanYQhCrJJtNICOUUCghQCg8x6BWKjBarlIs2jiugVsw8YoWbtHCLdl4RRvTc/LfABtsiwfmfW57dIl/eWiR++d9UsMkEeYRfcWfN1XhZRdM8tILprhoy/EFUO9atQetZia290T3xoC1exJHR9yWZTsUh4ZzUT0X2IeG83IN29WxlzRPP6SS7Gvs61mb76nvIVUrLrkEgm3VbZw/cj7njZzHmbUzSVXKodYhDrYPcrCVp/bBDWd+W4bFVGlqwHJ9c2kzNbemn300T3+U4o9vfhcPH7iT62YE2zomt6uLeMv/7wY2D53YmYGnOlpEfwo5nUX0n37rZjr1ZZIoJI4ikigijbM8iULkCfMfvAohsBwX23EwbbsnrveEedfNBfpVwv2qNtO2e0K9ME6SO4gThFIKmSbIJEXKlDSOaYZN5tqzLLTmWejMsdCeZ7G9wLK/SBSHCKlAZi88QgJS9cols0jFKlMxSzh4iNRBxjZxZOL7MZ0wxA9i/DAmCCPCKCZJEgwlEUqSCouWVaJllWmZJXyngigP4ZYqVIvOiijk2bnYviIarV1m49knRsw6XenEHWY7s8x2ZjPBvDPDbGuGxr79ePsbFOZCrHqMGUnMWGbCeSoxgLJhUDFMhkyHIcvDszxs08Z0vEwg76aJlbI5PHzE71QzavL1vV/n249/u/fAe/HYxbz6rFezubz5qD9bFPg05mYzYX3mIPVD+2nOHiIJ/cwyPI1BdvMEz0ypegk1T1EtGtRKgoonMIzDXF/CzMTnwwnj3dw6gVNB07hP5O8T3LupZwXfgHWsajbEra4I7D3RfahPfM/bT9PpfMdCKhULrbBPGM9F8ro/UA+T4/NJfKwUbDO/l2b31CFbMC5iRogYUhG1NKSSBpTTzIWDF3ZwowDbb2P4bVRwHKK7aWKWSxgDFu65q5lqFaNU7hPgKxilFdFdKUXkJ7SWQzrLEe16SLseErQTysMuw1NFhiaLVIY9xOG+o5onnSxuhULKNBdaU5SUSClReeq2HWoe4gcHvs9P535CmiSgoGKXec7YJTx79Nl4ppfNnOlbv7vucjvkh48u8MM98xycb1ORirKEsoSCirHTBnbaRKjBZ8zu1SENj8SokppVUrNCYlSRRuWpcY0lJELECBFTSH1KcUApjnCSflFHIYXAdw0CRxA4mXBsK4GjFJ5SFJTEUuvHzui2GEJgGGAKgWlkv2HdshD0RPx+FIoESFAkKGKl8nLWFgvyMsjezvKZX93tib6hhVygVgbYpollWdiWjWM5OLaL43i4duZT3rNdPNvDskwMMxfMTZFtJk0giSCOEHEEUQhxmOVhAGGACgMIfAh98DuQxggUAoXC6A0mxDjEOITKpiMhkIJkQFTLRDHbsNc1GLFIsImwicmGKKJePY19mu0WS40mi35IKgwSwyIx8jyvp4ZBIkwSI0vFosfZm4fYuWWYZ20awuy6PrO67s/ygdw8RglWv2u0dZY5eSwTw+izas+s1zuNOp3lJdr1ZTp56g/yvhFOodgT14u1GqWhYUq1FZFdB0F9+iCl5OB0m4f3LrP/QJPFOR/LNBge9hgfLbBpvMjUWJFSxcEtWhjm0+sdeN6f71maP7j4YC+mRpcRb4TzRs7jvJHz2Dmyk5JdOqrtNqMmB1sHOdA6wKH2IQ60DjDdniZK1x+kKtrFnrV613J9U3nTCXdJptE8WRx48G4e/uaf8RfqhyRC8crZcW6JruZf5bP5tavO4j0/d8HJPsSnFC2iP4WcziL6kZBpShKFmajeE9ejwbYwJInjlbZuilf6pX1tTxamZa+xhO+K73Zf2VwtztsrVvTCMLIAUGmaCdppikwS0jxQXdpty8XutK+P7C5P+tbN+6Z9fWSakCaD25cyPeYBi0QmtOOQdhTgxwFBGhKmEXEakSqZT3fOrJH6yWI+WiAtlLJAWShl520mRwqWmAozE9fNXGDPRfa2VUIe5gXXNsWA4L6+2L5R++khwqcyZSFYyITydi6Ut2dYXDyAnF+guBRSnAtwFmKMZgJBNmgCYAgDAwPbMKgaNsOWy4hdYLhSw56YGBTL82TUTowFxoK/wNf2fI3bD92OQiEQ/Jupf8OrnvUqxgpjudV4a0VEDpYza/H+ejePsoBeSinaoaLRUdQ7ikZHUu8o2sGqnzzDBCN7ka3UKtRGhqmOT1Cb3Ex103a8kSlEcTgTnU/l60emK+dkjeC+3Ne+DOoY7hV2cVBg94agOLJWeLefmS8MUSKZba5Yiq8I5AGH6j4zjZCZRkAinxmPUoaAYUcwaaWMi5hxETNMxLCKqKYhlSSglAQUogAv9nFCHzsOsQwD2xQYh/mOJJgEFLIkioROldCqEhhFpGH3zQbIZwHYFobn9QbjTNtgaKLIUC6qD08WcYvPTFFHKUXYaeM36vjNBmG7nf3OS5n58FdqsJz2i9Grhen+ddI+sTvrOyiA53m+vfW2fdjjJhMhFvx52vFKcMWCVWC0MEbNra4r7AIkUmUz2ZZ8Op0ES4GjsjgYG+/PyIRyo0piVkjNKolRRRknbiBTkevEhsgNnTOxWggwDJEL2dkyWyaUgyYlv47ntzBVgqlSBBKBRDqKpAB+QdIqKHwhCYTMnquE7DN1V9mnE1AybEqmSzkPhFctVCl5w5hOMRNVlcQgQcmQIO0Qph1C2SFIO/ipjy87+NKnkwZ0VEhHBaiehJ5CNxcSlVlToLplIbEEVARUDEEFQcUQ1ISgKqBmGFQxGBImZQ7zjGXaYHnZALNVyHK7MFi3vCzZ3tq+3Xr/OqaNimPSrrsZ38/iaMRxPksq7sW+SMOYxcYyj84+xr6FQ/h+gpE4COliyxJlcwRP1JDSyWKbZ//kzu8zy3y6gc8HLg5JGvtEoU8QdCAJspgnaYhIA0QartT7Brkt02C07DBedhktO1hPxIin636uGyA8jzViFAsIz8PwChjFAtJ2CIUilCl+EhMkMX4YEAQ+Hb9DHEeZNf9hHnO8Uplibrm+2pq9UKliPMFgsppjZ7kT8dDeOnv31zlwoEljtkWwFKDaeaByJTGUwlCSxDAJTZs0f9cSAjzLxLMNnIKFV7KpVByGhj3Ghj0mx4pUay5e0cYtWdksDfvkiO2duMNDyw+xe2E39y/ez7w/P7DcszzOHT6X80bO4/yR8xkrjJ3QYM/z/vyg1XrrILOd2XVdwkAm4nf9rG8qbWJzeTOTxcnjmuWt0TwZ7Nr9AA9/4y8oz97JkpnydxM+8+kQ8oF/x3nzj/OjyfPwa6P84L++mIr3zHzWXo/TWkT/3//7f3PDDTcwPT3NJZdcwic+8QmuuOKKDft/4Qtf4L/9t//G3r17Oeecc/jwhz/MK1/5yqPe3+ksovv37oIkRrhulhwX4djZi6/rZkHjTqDwpJTqE+NXCezdttWC/IZCfUgSRyj51FgHPlUoBVEqiaUglIpICoIU/BT8BDqJoh1nKVECKQykMEgxemVppGCGSDNEWQHK8lFmgLR8lJFmgbUMkEIgRTZNWgpIhUEqS6Sygh15FENJOUopRSnlKKaYxJnFOwYgQK3kSoBvFGla5VxkL/cs2WPjiVvDOqbRE9YrRynE1/raXevUEeFbUYvZzizTnelMMG9NszT3OMHMIby6T7EeUqqHFOoRdiMmiQUhBrGwEMLIBPM8ucJiuFRhdGyC0S3bGdqxA3s8F80nJgYsRk84STQggE8v7+Grh77L3Y09IGNMmfICUeJnpUvtWH6pDGuVW5Oh3Ip8mMQs0/Al9UZIo96mvrhAY3aGOFzf56lTKOZuYHKXMOMTVMYmnr4BvJSCsLGxRXu/4H4s/t0td2OBvb/ulE+ZwQg/SpluZGL4eiL5dCNgvhVq9/BHwJQppTigmASMyojNhmJcQU0JikrgShNTWRjKwJRpNltJ5IIkuRgpwBMhHgEePh4+NjEdSnTKm+l4oyivhFEsZs8W+b4LFYehyVxUnypSHStgWqe2RZ1Sijjw8ZsN/EaDTrOO32jk9Uw095uNJ28m35OARLIU1ZkPFghl2HOrMVIYYVNlM7XCEEIYCMPAME2EYSCEQRJL9s90eHy2Q7MR48jMjYdC0H1OUEIQCEHbgJYhMEse7tAIaWEYUaziWCa2ZWBbBo4lcEwDxzbzet5uGjh2VncsA9fK+riWmbX3lueCkm3gmiZuHkjTNMTKvbOzAJ0l6CygmnMEDz5E8NAegj2HSBYaA0Kr4Zl4UwW8TQW8qQKm1ycymjYURogLQ8w7BQ6ZBjNCckhFTCcdZpMmSc8CfBBDGEwUJyjbZZpRk0bUOKZAnAJBySlRdarU3BpVu0zVLFK1PGqGS9V0qGJRExauUpD4kISQBFked+sbtQdZ2iBA+IlBDAruTjn7nSmOQGFkbW5nrkqUUuxt7OWOQ3dw58ydAxas2yvbuWzkci6sXIwVu4TthLCTEHRiwnY3jwhbEXGQZDMzZCaup6mk3olYaoXUOyFpKhEqs5IXCqRKSFWMkjFSRiAjlIwwVcjmiuBZwxbnjFhUTJkFuY5jVJK7O4vzYNhPYsySRElCKQktg9AyCQ1BKCBQkiBNkEKAaYBhIvpyYZpZ2TIpVGuURsYojYyscRtTKFee9jN+TzRKKVQYooIAGYYo38/yMEQGQS8PWm3m5prMzHVYXE5otiR+IEgSC3AxED2xfBCJiNuIuImRZG5KlOHiu1U6bpXQqZBYRSLTIdpA3HVMgWdn98KCbeAVLEplh6Ehl5HhAiPDXk9kd4s2XikrW0/QcCmRCfsa+7hv8T4eWHyAvY29A8GWhRCcWT2TncM72Tl0LttKWxFK9YzWZH+SXYMz2TM8M0wLy7Yx81nqpm33Zqwf7WBQnMZMd6YH3MEcbB3suS1bjSlMJooTPav1rsA+4o2cMu+Xmmc2Sim+fe+jPPDNz7Bj8XsYSBSCr6dTNNpznL9PMrw4BMDC5Vfzov/0Ji4/Y/i0uj5PWxH985//PG9605v4sz/7M6688ko+9rGP8YUvfIEHHniAiYmJNf2/973vcfXVV/OhD32In/u5n+Nzn/scH/7wh7nrrru46KKLjmqfp6uI/rFvPsgZ/+9TVOsLmIbAFKyZTmoaAtN1Mb0s2Z6HXciS4eUiu+shXAejJ8I72bKuCO+6GI6D6Arzdr7ceuKjuV0XKEm0jvDeL9SvtqLPBfk4DEn7xHkpJaZpYlgWhmlimBZm7qvR7LYZa5cbZl63rGx908LothsmhmWSKEEjlCwFKUt+yqKfsuAnzLcT5jops+2EuXbEfCchVcbhharDfOs3Wkt0VzR8DLuBsJoIq4FhNTHMJlgNjEwhz262RhZUamAbSlGIoBQqSpHK8jxZaT5VWGUBplDZS7RSgsi0aVseLatAy84FdrNM26iAckDZKGmDsg/zCZ4YRyvC19ZZ5pgGqcyCaimVuX9IpeoFN1sp5+0SwjRmKZxn3p9lMZhjwZ/FX3ycdP4Q9nKDSiOk3IwpNyLKzQgrkZlNmbBIDJdYWMRGNjNAYIBloywH3CJmbRxGt5BuehbhxDYSx0XKlaBfsnd89I4pO/a8LBk8XpUdc5rPXEilxJEdSkmdUrJMJV2mnNYpp8tUaFOjSVl18AgyKz6RT0sXmaA2bSbc5rbZY2Yiro3g+WmR5xvjOM4w0h1CujVUnwsVozCMURzGLA5jFyrYViZ+OKaxIoJsgFIKv9mgkftYr89mPtebi/Prv6wKQXl4hNrEVGa1nvtbL1SfQb4RlYK4s9ZH+3qCexLkq2TXRjclUpGm3boikZAqk9QqZckskhoeiemB4aJMJ7MuzHNMBwwHZVjZ1zr//vRuYL161tZ9nFFKEcQpTT+mGSY0/ZhGEPfqrSCmGcQEsVyxDsyzfmtBsepGuaau1u/bu1f2L+tuX2TuVsquSdExKTkrecmxKDgm2C6p7RGbLqFwCQyHNjZNadNILZZTi3qY0vBj6vlnC+KnbjBYKCgpqEhBWQrKSlCSgooUeOrw138gFB0hCVVEKgNk6mMkHay4mYnwudX7kAoZjjtMqYDRskvVswhEiRYV2s4ofnkTgV1DFIuZsJ6LM8IQVMcLDOfC+tBkkWL1xA7mH4k4CjNRvCuI9wnjnbycxkcxQCUEXqlMoVrDK5Xz5wcDYZg9Mdowst/6lWW5UN0rmximsSJgGxv1M9ZsWwgxsJ/1tr0QLPCvB7/NDw79gDDN3AAVrSIv3PJCrt56NcPecO/jJHFKfdZnabrNfQ8u8uBDS8wt+kSr3BxFQrFkKhYNxaIhWTIVtYrDzz17M697zhaevfVJuM+mSXZf6yxAZxH8xSzvLOTlBfCXUWlM0kwIDnUIDvmEswEq7bsvCIE75uJtHcI7awv2tq2I4mgm5PZE3bx+hAFFqSQL/gKH2oeYbk9nqTN9WNcClmFRdaor4rhTpequqjtVyk75ybeIVCobiO0K7F1h/bBCfABxsLZvf/sGn/2I2IU14nrs1tiVLHN7ay+7mvuQedByQxhcOHohV266kgvHLsQ21g6ap4kk7CSEnTgT2ttxXk/w2xH7p9vsn24ytxjgR0c/IFYp2kyOFThjU4XJsWImShatAaHS8QSOxYrYHsdZHJOu0B6GSN/PhFjfX1UOkIGP6uRtgY/s+Nk2NkDlLn8CmRIoSZjngUwJZEqoJHLg91FkQruZ+6o3DQzTolAoUCiWKVaqFKu1zGXM8Ail0XG8Wg2jWMIoeJkhVqFwyonuSqksnss6YrcKAmSeVBCionxZX5sM82VhgAzCgXglUin8KKUdpTQSm6Ys0JYFfFEkNrJA8mwUeFlJRNJCxC2MuImV1DFlA5sWjhXjmAmeGSFChfQFAQ4+DoFySDHAsAntMgvlCZYKYzS9YTpulcQq4iAy91Iys2YXZLMzBNmsFROJa4FrCVxT4ZgCxwTHFpRKJsWCgesZmBZYtsDMwg1gWGCaCmGontjdDBrMtmeYa82y2FlApknuZhSQioLpUbOqVK0yRbOIoXhSBpsN0+zNTjdtOxPZHScT3e2ua9hueUWI7y6PjZSFeImFeImZcI6ZcI5D4QyBCte957umuyaQ6eby5qN2QaPRHIkokfzjXXu575a/4ZLWbXhEiFhyYG6M+Zkqo8HjCKsBaYmxynaedfWVnPGKF+Pt3HmyD/0p57QV0a+88kouv/xyPvnJTwKZT7Bt27bxjne8g//8n//zmv7//t//e9rtNl/96ld7bc973vO49NJL+bM/+7Oj2ufpKqK/9E9v48Lv/ROjQR0nTbBlgpvG2DLBOQoLRsPoE9rX8efYvyzrC6Yw8nYywTkX6C3PxSp4mUhfzEV6dx2Rvl+E71++ynoeIIkkcZgSBQlxmGYpWFvvlcOENBcy1nyp+hr6RR+AOFWESUoYS8IkJYglYZwSJZIgydqiWBJLtb48vGpnT6ZUYBkis+CyjMyCq9+qyzIwDQkiJlUxqUpIzZTEjAmNiFCEBEaAT4AvOnREhw5tAiMkUCGJDBFBgO3HOIHEC1KKgaIQb3yLSgV0HEHb7SaDluPQthxS4YDsiutOT2RfyR2QTuaSRjqD7cois4J7sukOStQRVgPLXGI4nmMkWmQ0aDDcjhnqJIy0Y4b8BKNfa1AmUlkkwiU1LRLTJLBtYsMmMm1iwyQ2bFpWkUPeJHPuGAvOCG2z9IQtgV0iRmgyIhqMiCYjNBgVTYZFs9dukxzVthIs6qpEnVIvb+T5rBOyUN1L4DRIMJHSJWleRNI6Px8wOXpMQ2Cboieqd3N7Ve52y6aBbUgKYRMvrON0lrD9ZYz2EkYSDoj/Is9Nx8UdGqU4MkFxdJzy2DiVsQm8grey3XzfXetI0xBYxtEGUDt+lJQkSUwar6Qkjkn725KYJI766slKv257snq9hDQKSMMOaeiv+J4f8EPfzZ/Ay45hZv6MDZMUg0QZxMogVoJICqI0m3ETSkGQQKQEqTKRZLNsNrh7nlCEANcyce3sOvJ65cy6tXvPPBFuvZ1CEbdYwi2VcIslTK+IzIX3yHTxhUMHm7ayacZkYnuf6J7Vk159zZNgLpSXpKDSJ5KX8vLhiISiZShaQtEy6Csr0mP87OWow7bmLOeE81xpNjk7XmbUM3EtgwSTNmVaVPErm2l746TuWmt127N6ftWHJosMTRSx3eNzO5AmMX6zuVYY7wnmjQ1ntazGKRQpVKsUKzUK1VpfuUqhUsUrV05J9whKKR5cepBb9t/CrvldvensU6Uprt12LZdPXY5jOLSXI5Zm2ixPd1ie6XDoUIvp5WyGR1dUVEDdVCwZkgVDsWhK2vl4etExefmFU7z2OVt44VmjWMfrszcOVkTxfnG8s5gNAnYWMldYG1gXyFgSzgT4hzoEhwLSgGyQz8gG+8yhIbzzzsG76GK8iy/FGNnSs3p+MlBKsRQuMd2eph23BwTyglV45gzkboSUkK62eg8hbK79O3fz5MjfyaZKuROf242E/SIFwwbTpuiUuWzkAq6YuoIzxi7MBkWO4e8rpeT+/XVu/ekM379/ln3TbTwFnsoGHV0FhTy3Vg1CFh2T8YrLeNmlVrAHH92EwC3kAVGLXStgCye3BvZKK21H4+9aJUkm7PqdTAz2/UHRfZ2yCrI89TuZ+6lOhyBNCJXElymhSgmkJFTpESO2mAhcw8ATJp5h4gkDz/UoFkoUKmWcYhmjkInrhutl7moKBQzPwygUEF4hE+ALg+1da++eZbfv94neRyl2dy3Fw/AJzQJQSuHHkk6c0A5TWqlDU3p0VIm2WSV1qkirjDRMlDCy2b4IJAopFCmSkAifECU6WKKJY9QpmA0qRoey0aFi+JBbl6o8qIFlGJiGkQULjhVJkCIiBbEijQUyMUjyZ6UEk5QsToESgtCwCC2H0LSJTCebGSwMDAQmYCiyHDBVd/7Q4HVs9rm+6r7TGwIMAxQSKRJiIhKRoIzMjZQyFMKEolOg5JaoeCUc8yhmJQuBaWZB4g3DwLSs3mByv2GbTJLe825mPBcf0V3ZEyVKY2KREIoYP3et1VY+0gRlCqQpUKZAWVle8EqMlEYZLU8wXp1ksrqJycoUrlvoxXXrupQ9FZ8VNCefVpjwt7fv5Sff/gpXB7cwJBs4izH+rMvyYhFfZq7vTG+Rhe0m573ktbzsNb+OUXhmuug8Gk5LET2KIorFIl/84hd57Wtf22u//vrrWV5e5qabblqzzvbt2/nd3/1d3vWud/Xa/uiP/ogvf/nL3HPPPUe139NVRL/qw9/i8aUNpo8qhS2TXFDPRPUBkV2utDlpgiNj7HT99kygj/N6gnk0P3KC/IfawrBshGEjLAdhZgnD7uXKyHNhowwbadhIw+lZZGXTFVcsugwjn76YW3eRW2WRT2vsivKZOC4JE0mUSKI07ZVX2lPSU8CbTFfYcy2BZ4FngmuozJrAUDgG2EZmcZD5iEwzQWwgz9u7ZQSYXXMDO8sNO2/LcmXYKy5kkKQq98PpSLAlqZUQqQ6dcIkgWCLwl0mCBqnfgqBNKhMSElKyabWS3FJEQceGVldgz/OWK4hNjkpEVsrORPhe3i/Kd8X2vN7r56zKLcAEkSCsOobVwDaWGI5nGY0WGA2XGe4EjLQThjsJtc5q4Vnk2858zye4LHtlWm6B2BJgpMSmTWSYxIYFCDpmgUVnhAVnhAV7hI5ZPCbR3CJhmGYmjveJ4iNkIvmoaOCpEIWJUjZSZZ9dYg/WlY2vSrRUmY4q4asioSrSwaRuGCwIi1nhsGBYdLIIaBv9JTC8/di1H2PYS1mLLBA3LiFtnZOd36cSpXBlRCVpUE2avVROWhgbTF3vmAUaVpWGXaFpVWhYlYHBDKEkrpC4hsQVCltIHJG12ULikOUWEocUixQLiU2KqSSWSjFVikmKKVNMJIZMMFSa5TLzyWvkrjNEV/jv1XM/v/Qty4+t5wO4z/XGyvqD/UVfH8u2Musdy8a0LUzbxjRMLJFikmCqCFPFWCrETAOEjJBxQBSFJGFAHPvIOCBJUuJUkUiZ5Wm/vdvaxxexppCRYhJiEymbEJtQZOUgDxcX4mTLsQiU06uH2AQ4YDmMlFyGiw6jZZeRkpMnN6uXHWoFpxecVvS5YciyVQMlou9FU6wsy4JsZoJE0G4RttuEnXaWt1uEfueYXZBZrofXJ7i7pTJeqYRTKGIYHnFi0/IFrZZBo57SWg7xGxFxLAfOeyIVcZ6HUlIXiiWZsqRkTyRvGVlgwicLQ6Zs6ixyldvieWaTs8MFamE7m6gAhLi0qdB2xuhUN+NbQ1AoZYJL16pRCMpDbiaoT2W+1csjHihJ0GqudbPSJ5iHnfZhjm4F2/V6YnihWsvy3Poya6s+7YL0xWnMD2d+yK37b+Vg62Cv/YLRC3jRxDVMRNuoz3ZYmslE8yTMnnlmcjdJjSDBNxRLuYX5oqlYXjWwYhqCq88Z47XP2cJLL5ik6BzGWrobK2NAHO9ajS+tWJFHR/c3w7CgMITyhol9l2DaJ3i8QXhwETDzmTE22Bbu2WfjXXghhQsvxNq06ZkvXD/dif31xXV/MXPN4y9mM6vy35RDKuYO1eYO2abOyjvHhLC5QhS53BlltDi5geuY4RU3ZutYUk/XA75x/wzfuG+G7z8yT9w3k8FUDAjsngI3z0csi7OGimwtugzZ1jENxtqehVe28YoWbqkrsq/4ufbKNm7BesKBm7uW2rLTyYRnP0D6HdJOB39pifbSQhbotFGn02zid1p0/A5hGKLS/H0ilZlP+lVYCDzDxBUmXk9sN3ANE0+YmE/hd1ABynVQTn+yUbaFNC2aEhZDyWIkWQhSlgNFM5AEocLEwEbgQG7VLVFIBGkeKFkCKalKEEQYIsIUEZbInkockeCQrJkZZ3ZFakNgGgbCdjFtD8vxEJaXBYmXaT745CMjHxmH+QxSSOMUGStULFGJQiYgVfbkKDFIlYHMn1piwyIwXTqWS8cq0LY9fNNDCgMlslnEAgMTAwMTE4GJiaUElpFgGwk2ClMAGGBksz+EYWIbHq5ZpOCUKDklPDsLVGwYBm7RyVLJxSs6eGWXQtnDqzgUSh5e1aFQco87SKpM095M9MyAJHcZ2yt3DU3ytijKDEty17JpEhNHXUOUwe1sfC0pwjQiSALCNMBPAsIkIJYbGyM6potnuXhmIc89XNvLLeQ3tp5fcVlj5+UsrluxNkxlbAzHO32F02cas82Az35nD3fefiuviP+FM5rTuLMRzMNMMsSyKgNQH55g87Uv5L6d9zLntHnHc97BzpHTz/q8n6PVdZ9R0Q3m5+dJ05TJycmB9snJSXbv3r3uOtPT0+v2n56e3nA/YRgS9k3BajQaT+Con74cdnqiEMSmTWzadJ7oe6ICmyzAlK0ErpQUZUoxlRSkwlMST0ocBa7M+jlkfU1EFnRJqSyR+Sjs1gX5snya2gr5D55KETKzpMzyCCFjhEowVJwFjSLGJMZSCUqlxIkkkLDglln0qix6NRa8CgtelSWvSmLkop9F7xt4uJGsjZb1C0kWKR4xLiEFEeMRUjRiJgop4x6MeYpRN2XIkQzZCVUrpmLGlERCwYgwkyBz3dCdQSCyrR/ukbT3ACfWb0+lSZTaRKlDnOR5ahOlNnHqEEV9bYlDTAEp8pfUfuHdLIJRA/NsKNpQtkAIlJKkUYs4apCEddKkSZIsk0R10jQEIwsGJX1J6ksSUlKVEluCsGjR9gQtDxqOoumkLJsxkQyJZUKSKhKZkIr4uOxXrVQy3E4ycbyVMtKJGG7HDHcSKsE63xtloaSFUh6xcFl0h1lwRlh2agSOCWaKLQI8udaaqm0VWbBHesK5bxY3/pspyQhtxmkxQodRfIYIqKmAKiFlEjyV5qK4lYvhDlKNo9QmFDZLuUieYBIrixiLiCzvlfN2ucHZK+Vpe/fjC2gPWK+qXr0jBDLYThhsxSzuwar9GMNs4Qz9AFm5l6T+HNLOmTw1MwcAIQhNl9AcZ94dX2lWknLSppI0qfYJ7F4aUEx9iqnPVDjT658KAylMLJUMuAU5FtI8Hevk9lSYpMIkyfNUmEhhZjENesusrM5Kn7Wp299aKef9EZmFfTYDwMAyRS/4ZLdsGQLLzCyz51shc82QwficCoeEAiFFI6RghhQJKBBRFGHWTkBRhHhEFAnz9oAiIYW8feVsbeACwRSZ1Xi/FbmdWTt3rcgt00DYRXCKYJfyPE9OEawSiCJY3bbSyrJuP+uJx3boieztXGTvCuydTGQP+kX3TguZpkQdH7/RJoklaSxJE5mVE5kFzOsjG3j2MK0Crl1gqFKmOFylPFylMlqlOjbE0NQw1dEatuchhCBMUhp+0mfh3rV4T2gcwQK+4cer/uaHRxomB8rjfJ5xPg9QgK3liFfWIp5nNTnLn6cwfYDRaB7mdyMRdCjRVBWa5QlaThkfQeOgZP99ITLukCYd0qSNYcTYroHtmtiuiWGuf/8ybXtQEO8XynOLcts5cYEtTzb1sM6/Pv6vfPvAt+nEHVBQDIa42LyMM9S5pLtM9n03ZB97gMyN02wz5FAz4JFOkFuYK5aKEn+D2/Rztw/x2uds4VUXb2K0vM65iwOYux+m74WlPbkl+cLRx22w3D5XKqODomdxhFS6hHsPEdx3H8H37iOtL6ys69SwxsfwLrwQ78ILcc89F8N95vx9TwvsAtS2ZGkjusG5O4ts8hf5+c4ir+4s8ODyQ9xef5h7OgeZTUO+Kut8NahzbniQK5aLXCqKeOu52RDGiqDevd4Kw0wVR3jjGSO88YKtNIzzue2RJjffN8Otu2dphgltAe1Mpl21wZRvNkNoQtEyufZZo1x95ij/ZlMNV4rMX3vXvUw7cy8TtGOUVMRBQhwkNA93joTI3MYMWLH3ie152fbMDQeNhBCZC851vh9lYHztKtknSxL8Rp12fZlOfZn24gLthXnaC/N0lpcI222UTInSzJVMI5U90V2l2cwESwg8YeAq8KTCSSSeMDCEQCqFsm2UYyNtC2WZKNNCWibKNJGmiTQNpGGgjNz6W2SxniSQqsy2W8rM2EcqRZRIOlGKHyV0Gi06UUoYpsRRiqnA6qb8Obj73DuIQokUQYohYkwR4YgQhwBbJGueoLPnKbAtgW1ZWF4Jt1ShUK5hF2uYxRpmaQSzVMsMFywb08qNGGx7wEWoYZiYMkJ05jHaMxidaYzWDEbrIEbqI6UibEcEiyHRsk+8FJI0UoK2QUfatFIbHwdfOSRkAUtnSiMcKo4yXRphujjCXLFG6rQwvYMY3kEMdwYhVoyFhBI4wSROsAXb34QTjVKQFl4KXkfgtbIBpAKZX3bPUnhOkuV2jGf7ub92Y2AQxfasFTdIpT5/7fkgUrd9dfwUwzRxzMIJF5OVUiszOXPXsD3xPRfZe+UozL4PQZvF1hzL7SXqnSWanTqtoEEaxaRpQpDGiLiJyB+ghDDwTBfP8nBNryeuH4vbLrdUpjI6RmV0nMroaJ6P4ZUreqD4acIjcy3+8tuPcsedd/Hv/X/mt+f24MxFEMKMGmFeVVl2y8yceQGXv/al/PJLnwMi4V9vuR0jSPGWUvbuu5Pm0gKbzzmP0a3bj7zT05RnlIj+VPGhD32I97///Sf7ME46v3TFNup+nD9EpFked8sJfl7vRJk1kqFyIRyRCd25KJ6J3mJN3VZgK3CO4GMVwYAxasRaqSQSmXVcJBQRrJQFxHlbhEKpFKUywVzICFMmOFLgpAJHGtipiSOt3Creyq3n7Z71fCXqMBa1sGXCRNRgonlw4DiUECy5FeYLNeYLNZYLZZqFIp2Ch2FDgUz08UREgZACUU8IypbFlM2IESdlyEqoWTFlM8Ez1YCblcx1xGFcRMg8rT6P3TuCaYNVyF487OKq3FunrZgFd7ILvWRKiRMsZy8lA6nbNg9BI5uCS+4rXJk9wT1KbeIkz3MxPorsbDklYlUkUgUs5YJVBXe0J76nMiVJfOKkRRI2SaI6cdggjVrZ1PP8TULk0wqFKTAtk0J5GK86hFcbwh2qYtbKJGWPjpnQkB3qaYd60qYZ+bT8FuniIvbiIs5yncJyg1KjTbXZoeRnAWsH9UAjE8uVS2AUWPSGMuHbHmfRq7HoVWm5HkV8RuMlRqNFKkmdQm6kLRAYpkFkl+m4Y/juGJE3hmEVqSgYUXAJMWUZUJIhRRnjqhhXJtgyxZIKQ/ZPsvSytMoIPAQQRiaMGjapsHu5NCxS4SANO3tBFCDya82xDIQlEJbAsAwM2wDLwLQEhm1gOAaGaZBGKXErIW3HpO0E6adImfmz7vpgl4pePUURmgLfgg6X0GpexKLzKEuFO2k7i6jx7yLje4nqzyVqb+XJdWi0MUoYNO0KTbvCQTb32m0ZUU2ambgeN3plU0nMVdZWSpCL0NaAoH3EhJGL3uYR15McIV7CCSSRKrNaTo7NcnoFQZRbitcpD2oKRym8jhUtdtQE2yuwtSTZVFRMFRQTXsKokzBsJ3gqzKxV406Wog7E7TzvgMxf+rrLmT++j2NYGwvsTmnlXtr9+6hcSFErgopQCldJXKDaXVaA2JS0DYOOWaRtlGgLQRNBqykJ4wiRhggZYqgQU4RYZkhKhExDBAEQYBgppqmwTIVpSkyhoJUZ+y4egMXeMeUfxxC4roXnWriujetauI7FVtfkbMfCdc283cQpGyu+4vtcmkkpidOUMM5cmgVJQhQnhIlksZPy3aUatyyN84jaTLzBI+vjic1n5xV/mxYpygkuHJvguU6bbckyTnMRf3GGINiLauc+8xEkZPey1C6QCjtzF2SaxKGBaTuYdhGvXKU2NsLQ1Aij28YZ3zZOeXgI2zsNXGYAe+t7uXX/rdy9/6fYjRJOc5zt/jhTyTaG7GFMYdIgARKkgjqSBzs+P5hvMqtS6oZCHUaLeNZ4iddeuoWfv3QzO0ZXyUtpAouPwPRPYeZemH9o5Xu4Grcy6Gu8K1p2BfPC8OD3isy9VfTYYwT33Eew6xaiPXsGrm1h27jn7cS74AK8Cy/EXiemkuYZhmGu+K7vNgHn5SlIAu6eu5s7Hv8uDy7cx4NpzIMy5u+k5BJ3jCvNKucmYAR5vBAlVwZ7FtbfZRV4tV3k1ZVh0hcNs7fj8uN5g+8elOxpuyxRZkmVaVCi/9mmk6T804Oz/NODsxgCLj9jhJddOMXLLppk28iKIUUWxDjtCeorwVHjvG3FlztKEbazZfXDnCZhiFyYzMT2TKzMrNn7xXfLOfrAkqZlUR4ZpTwyuu7yJIroNJbpLC/Tri/RXl7ORfclOsvLPRda3fe/7mCBSmX2nHpUvtUzq/C+iQfEqaITJX3vuUlPLBdSYef21pYyMYWJi4OLiRJddywmcR7vB5FgGCGO6VM0m1SMRSpmHcPIjI/yWMyZL3HHpOiauF4BZ2gT5bEtjGzajju8GcpTUJnK7mtPxu+QUtlMnuV9UN8Py/uzcuNxSGNkLImXI6KlkM5CQLhYJ6xLQmXjp/O06ib1ZUlLJaRGyELFYKbq5MlmulKjJbchg02kwWY6ss/wx4KBP0COUGSDI0rgBYMzNbr5kGlRtUyKuRGE183tPkOIVdvtie19g0S9VM6uZbdoPeHfeyFEZgHuOLjF4/dzrpSiETU40DrAodahLJBp4wAzjUMkcYRIVZaSAJH6iFRRFB6j9jDDVo0hq0rVKFM2iohEksQxcRjQXlrCb9az2Y7tFvP79g7s13I9KiOja8T14tAQhqHdyJwK3PnYEn9+2yPsvucnXL/wNV43/yhWOwEEc6rGfnOCn4ychbzoYn722gt57Yigs7zIPf/49xyc3sP4nllsZXLXvV/obdN2PS2iHwbtzuU43LmsZ4m+bdu2086dC8DCt75A2GgRJSZxbBAnBnGcl1Mjy2NBGJskKX1CWSaWqb5yv3Am+/oplQc8RKFEQkpK0v1PJUQqISZFkiJFQiokqZB5Oc2C3XQ1iZ6ddO91vucrd2VZt7w6xNzgOv317jomkoIKGA6bmU/rTpOa36bsdyj5Pk6SYOSBWIzVliaOgShbGGUbs2rhVG2cITcbQc+tIh0rs+hc7W+uh+WuI3AXjk0QtwqZy5WnCplC2FgrtvvLg/Vun1XCo1Qit2ZfEdvjPgv4kBIxZWJKBKlLJ5T4YUQcB8RxmyRpE3fF9fVQCkN4WGYRS3iYysVWFm6ishkPIsEiye2wE2xiTBIs18AaKRNXC5hjE7ijm6E6gqgOIy0HUoXfaNA49Dj12cdpzj2O31xCSYXKA3cqqbCcGnZhArcwjutmwgVplPudjgbT0d7OTRvLNbFcG9tzsTwPq1jAKpWwSxXMYhHbMbEcA8sx82SsajMwraN/SdoIJRV+K6ZdD2kvh3TqUVauR3Tq4RpL2S6pkixGCxyS+wncFkkhYGSkygvPfj5nbT4Lw7OI08z9RNeNUpxKolQSJ5Iw7Wvry8Mkc1/R3z9zx5TnfX37l61sR/VtZ6V/0v85lKKYdhBAv1X3UylwP90xBExUPKZqHptqWT5V7dYLbKp5TFRdXOsEPOAn0QYCezubGt0V4Luie9xZ1eZz1Kr/YUilQTsq0g5LWR6V6ERFWmGJKDm8ZaxnB5ScNiW3necdSk6bouNjiGwQK5EQxoowhiBWvXKYl4O+cnKMrkOFANcWuHaWe7bIgpHZIqs7eWCyvE//faXpJxysp9zXGebOpTIHwiqNtICdRhSkj5cGawakujiWwUjJYcwzGDZSClJi+QF2q53NXhMmjmGAKBKJIeKhHfilKQKzgljlW10YgupogaHcv/rwZJFi7akNWvpkE0YRP3zwbn64+ycsz3RwmhXM0KFkFxn1xqg6mUWa5ZoMTRRYMhU/mG/wT3vmmQ2ObBU+VnZ5zSWbee1zNnPxlr4AoUpB/fFMNJ/+Kczet9aPdWkMJi+GifOgNLFi3XuUMzzSRiOzNN+1i+C++5HtQTcv9uZNmbX5BRfgnnVWLz6ORrOaBX+BH878kDsO3cFsZ7bXXnNrXD51Oc+bvJwps3AYFzJ5noTrbl+haPoJc/kMrUYoqasSS1RYVuVcXK+wnIvs3XKEzXlTFZ73rFEKjtmL/bI6Jks3npFjGbhmbnQTK0QsIZKoIEWFkjRISYOE2E+J/ITYP7pYNwCmZeCW7V5A1BWB0loR3Ys2pv3EZxHGQUC7vkx7eYlOfYlOvZ5ZtC8vIWWau5XL/EcbZm6ZnVtoJ5gsBSlznSzNtGIONRMONmOiQFJQNgVlUlQWJWVRxEIoAyVMMneNAosUV8TYRJhGE89cpGLOM2xOUzVmMY3WwKOdbRoU86DiVqGKWdtMaWQLQ5NbKYxsyYXySXCrp84zoZTQms5E9fr+nsge1Q/wsPR5pNHm0FKHeCmisiypLUnsOHPt4ggPSxRRlAnSAgtWib3uEI+aNaZLIxwqjbLkVp74Z81nontyUGD3lKBqGIw5NkOWSVkY2N1YbGIlHpth0OezPXeNYwq8ok2hbFOsOFSqDsWykw8arVzTlnPyxGSpJHOdOQ62D/YE9gOtAyz4C+u+2woEo4XRXgDTqzZfRcko0FqYp9lN83M0F+dpLy9t6ELQME3KXXE9z8ujY1RGR5927uqejkip+NbuWf7Pt+4n+fEdvG7hO+ys70chCQ2TebPCrsoZPFYeZ2zTMOfVoGysvYcvBUscaB2g5JS5aMdzKQ+PUB4eZersc5k441kn4ZOdXE5Ln+iQBRa94oor+MQnPgFkAV22b9/O29/+9g0Di3Y6Hf7hH/6h1/aCF7yAZz/72Tqw6FFw6wc/Q7t1LGsobDPuJaevvJISHDPCtmJsY6XNNDa2ZpRKIWUmtqdSkUpyP2/dev8yte4yuWG/bPvHgwDsbuBNw8CVYIcKy08xOyminaLaEkKV+VkXK8HzEAYYJsLzsMeGsSfGsCbHsac2YW3ejDWxCeGV+wTywqnzsPVkoVRmub6uZfs6aQPLNaUgkVbPvYzfMagvQb0paPgGrUDRiVOCOCJRKrcoMVhxGZKZbwthYdkVLKeK7dWwiyNYpVGc0jDCdtcMdSRxm7A9Q9ieIWrPEEd9rqBUZgVjOxU8dxjHqeLa5WySRS8oo8I2EywjwermeTn7jiTYroNVLGKVSlilClalhl0ewqoOY9VGsaojmM4Tt6x4KthQYF8O6TQilFSkKmXOn2fBX0DmQlrZLrOpOsXYyBClIYdizaU05FKqOZRqLl7Zfso/f5r7k+4X45NUEUvZW5YM+P7OygNteZ7KzEf1um2rlmXbHlyWbVOt4+9akcqV40pStbKdvrZkg4GNE4VjGqtE8bUi+VjZOf5Ag081SuXi+mrBfa0IL8MOfmDS6ji0A5tOx6Ht27Q6FkGYxT1YQ+5z3XEkpWJCqZhSKqWUSjIrF1NMS6ys23U9IPK2gZzBcr+bgr5+aSoJg4ggiAiDmDDMylEYE/ghYRD22uKoX1xd7f9r9efJ7q2u62JbBsHyHEmn3nPboci+G2GqaKQOS4lLiwId5eIbBXzTIzC9dcux6XLpjlGuPXec684Z4eykQbx3D9GjjxI+uod0cbF3FCkGbcq03XH8oa107FFie5VvdTJLtqGJQu5bvURtooDjPT0meSql6DQilqY7zB5c4v5HH2X60AJxmv1uCgQ1t8ZYYYyJqWGGcx/ydVPxz4/M8eV7Dm4cF6ePkmPy8oumeO2lW3hBf4DQ9gJM/ySzNJ++N/st78cpw+SFMPVsmLoIypPH9IyjkoRozx6C++7Dv3cX8f79A8tFwcM77/zc2vwCrJGRDbak0ayPUoq9jb3ccegO7py5k07S6S3bVtnGlZuu5LLJy6g4lfU3EHUO46d9xVd7J4qZb0XMNUOWO9GGQ7I+LsuqTJMigXII8pgeAQ6hsglwe3E+suVZ7I/+viFONqC/CiHANQwqhkHVMChhUBKCghKZuw0l8LohjVQ3TspKAPaV+CqDQdlNx8TyTKyChVM0cYp2LyBqoZyJl6Wyg+dYA+J/N1D80TzLBXHKYwsd9sy32DOf5XvnOzw632ahGVJSUJUGFSmo5qmsBEbfibZJcEWMQ4xDhGPWKZnz1MwZisYCttEYEMstQ1BwTIqOhVEcxqpOURzbwvDEdspjW7P7WWUqm4X2NEIpxePNx7l/8X52L+7m0eWHSaJW9iyTp60Szk8UOwOHLcuglmOipYh4OSJpJrnBl4e0CkTCJVAObbPAQnWcQ8UR9jpDPCAq7EqLdNST8JyXu4n1lKAgs8C+nhIUcsG9kF/L3gYz4YVYEdu74jumILUNsAW4JsI1Mb0s2XnwX6+Yz9zLLeULjolnrVjL91vO98qWcdzPulEacah9iIOtg1lqZ3kzGnTsdNnkZbzloresu400SWgvL9Kcn6e5MJcJ7IvztBYWSJMNBs6FoFgdylzDjOXuYUbGtN/1E0SYpHz5jr1880vfYGzPT7io/Qhlo01sGISGSctxmbFHWHRrTAyV2D5apNQ3yOOVK72ZP+XhEW5v3s0PWz/h6p0v4RfO+8WT+MlODU5bEf3zn/88119/PX/+53/OFVdcwcc+9jH+7u/+jt27dzM5Ocmb3vQmtmzZwoc+9CEAvve973HNNdfwJ3/yJ7zqVa/ib//2b/ngBz/IXXfdxUUXXXRU+zydRfS7//Zb+M0Q21bYjsK2FI6jsG2JbSlsO69bEtuWWFbXZ3Z+2alV1tgD09c5inL/djbaxrFuZ205lZn1apymudjVrctePUklShh4xTLFUoVyuUq5XMZyS2stw+0+y3DTQYYhyfQ08fQ08aFpkulDxNMzJHNzeZDOdbBM7IlJrE1T2FNZsjZtwp6Y0BZUsCJc5VbtsjFPcnAfyfRBkpkZ4tl5koUlkqUGshOssXDvEguDqGQTFhx8x6JjurSw8KWBNB2UyPyHS0wUZp5bmHYF0xnCsIdI4w6xP00atRAixVCZD0RBSsmxqBZMhksOQ2WTgqP6hPE4F8pTLDPBdFxEeazPr+toZp3XXzdPj9F/KRVBK6a9HNKuh8wv1PnpY/dxcGYWM3BBCWpulYniJJ45aKVrmAbFqrNKYHcpDTl4padeYH+6kVktqwHxvyewd8X/dQYG1h0syNcbKTlMVjPBfKT09LfulakkDlOiICUO8xQkq+opcZgQ9cpZOtyMEss1s2u15lIadlbKQy62e2pOq5VpOui/PffXvtp/e9huE/qddT+/YwkKZkRBNSnECxSET8ERGKbEjyPqkeTu9ij3Jlt5QG3jEbWZiMPfC8fKLtfuHOe6nRNcdc4Y5bBN+Ogeoj2PEj76KPG+fag4E5QVEOHQooo/tI1OeYqOUQVv0FodoDTkMjyVCerDUyUqo14v4OzJJA5TlmezoJ/LMx2Wpjs0220W/AWWw6WesYDhKrZsG+fis3eyZesYtYkCC37MP9xzkL//8QF2HTxyHCDLEFxz7jg//5wtvPT8SQqOCWELZnbBzE8z0bx5aHAl04bx8zPBfOpiGD7zmA0DksVFgl33ZRbnu+9H+YPW7Pb2bRRya3PnzDMR1tNjwENz6hPLmF3zu7j90O3sWtjVG9Q3hMGFoxdy5aYruXDsQmzjGJ/RZJrNzMxF9ubSLPc/+hh79+9ncX6aimwyJJq4HGV8gKP5LFh9wrvTE9f764HKAnIHq0T5AIdYOSBdUC6GcrCk2RMqPZWJloVVIvWRiITCFxAIRWBkZV8oUlOQ2gLpZC4EHbvrYtDEMQVzzZCD9QCh6InlVSl6gnlFCYTK3k27QrlLjEOCKwI8Y4mKOYdnLmEZdWyzjinavYDqRcek4FhQGsWubqI4uoXhye1Ux7cgKpsysdz2Ttjf5mSwFCxx/+L9PLD4ALsXd9OOB2fxDLlDnD96PjuHd7JzZGc2aBS1s9lFy/v6XMPsQ7abuTuYTFSPlyLieoSSYtAtqOWBUyIe30RrdJKF6jgHvGH2WlX2hgYHlgMOLHVoBEc/O+JY6bqR6V6v3WvXWyW8W0dyO9tH2L2ODYXfd037QhEY2TUdw4C9gd2N29MnsBf6yt3YPYX1RPhuvU+sR/g003ke7zzAXfPfZmt1ij9+4fuO6dwopejUl3PL9bmeBXtrcYHI72y4nva7fvQopfCbDVqLC7SWFpibmeWu23/C/AMPUvaX8FSES4SBQpmC0LE5YI/RtGtsGR/ionO2MT450SeYZ6K5tUoj+v/u+v94aOkhfvWCX+V5m553kj7tqcNpK6IDfPKTn+SGG25genqaSy+9lI9//ONceeWVAFx77bWcccYZfPazn+31/8IXvsB73vMe9u7dyznnnMNHPvIRXvnKVx71/k5nEV3z5KLimGRuLhfXD+VC+wzJ9DQq3ngE2BobxeoK61MrIrtRenpZPBwrKklI5udzkXyWZHaWZGaWZGaGtH44L49g1qpYIxWs4RJ2rYBVtrBKBpaXIOJV1u+xTyoV7UDRDBQtX9H0Fa1A0vQ3dnUgBAyVBKMVg/GqwWjFwLbyhwbThuLY+uJ4t2zrEfwjMe/P89WH/5G79/0Uy/ewAo9znPM52z4P1TF7FuwbYVi5wF5zKdYcLbCfxiilSBNJHBxBDA+TrE++LA5T0vh4/cBn12D3misN9Q/yuDiHCer2TEDKLBBq2GkRBwFuuUyhXB186FcKWjOZIDt7H8zcB/4iqVLUOzHzrZDZdsK9wQQPyExUf1htOayobhqCy7YPc00uqp+/qQJpSrRvP9GeR4n27Fljrd4NWtpxx/GHt9F2xwiNtdbqhmUwNFGgNlFkeKrE0GSBQvnJHehWUtFcDDKxfKbD8nSH1nIIKpvc3YqazPsLtJImUblFVGlRm/R43gWXceWZl+GYDs0g5p/vnebLdx/ge48sHJW3sMt2DPcChI64wPwDuYuWe2HxUQbdGgkYPSsTzKcuhrFzj3kQWEUR4SOPEOzahb9rF8mh6YHlRqnU82vuXXA+pn5G1zwFNKMmd87cyR3Td7Cvsa/XXrSKXDZ5GVdsuoIzqmc84Xu5H6V85+F5br73EN/dvR/VWWJYNCkR4Ikoi7FEhCviLCfCI8YVWd5d3u1rrAmWdGJQGJnYrpxBS3hVIJIlYlUiUUVSWURKF5QH0sVQNoayURikKnN5l6UVl5qr9xSaMb4ZEpo+gd3GUQbluEAl9TCUgaUkDmkvuSrBFSFlYxHXWMY2GwNiuWmITJx0LFRpArM2RWlkK8NT2xie2I5RnYLS+AkJHH6qECQBDy09xO6l3exe2M1MZ2ZguWM6nDN8DuePnM95I+cxWZw8umu562+96w5meT/UH0ctPUay3MmE9aWIKBfXZZjmsWS8gVnX5tgk9o4zcbZuJZ7YxHx1nINGgQP1kANLPgeXfQ4s+xxY8plpBkft6fJ4MRUUegL7oEV7t+zJDR2xrkHmA0SBWBksCoTCN/JBpLxdPtFHQSOgsPlvMQzB5cV38jM7t3L1OeOcMfbE/LZHfidzB9NzDzNHc2EBv7nxe/jp6ne9e75ai4u0lhYywXxxgdbSIu2lRdIkJugEzB+YJV5awkpiTCHxiLCExHIVSdnhLu88HqtczCuefwH/7uqLGBnaYPbTOvv/g2//AZ24wx9c/gdsq257kj/xqc9pLaI/1WgRXfNUo5QiXVggPjRNPH2I5NA08cw0yaFpZGfjEWCjWsGe2oS9aQprcirLp6Ywh4aeNsKMUop0cZFkdpZ4ZiYTybuC+fz8Ya04jXIZa3ICe2ICa2ICa3ISa2ISa2Ic41is95NoQ5cyyl/Cry/QWlyiudyg1exgWQZjE0OMTE1hV8czsXy1BfmJ8Aeo6XGodYh/ePQf+MncTwAwhclVW6/iZdtfjhW6mWuY3Iq9nbuJ8Y9CYC9Vu9brXaFdC+ynOkoq4mjF+jvKhe5+6+/+tqhPGD/c9XBEhMB2DGzPwnbNLHkmjmuutHlZu+NavfKJCGR1WtEV1buC+swu8Bfxo5T5dshCK2Kuk/JIOskDclvPUj1k43v+ZNXl2nMnuO68cV549hgVLxN30+XlDa3VIbPgbFPFH9lOpzRF2xxCOoU11upeye75Vh+aLDI0XnxCvoHDTpyJ5blgvjzbWTOQkypJy1rmcfNRFr1DRJUWcanDJVPP5pqt13D20NnEqeLWB2a56e6DfPP+maMKCnxWN0DoJZvYLmZW/JrP7V7rUq26Jbc0fzZMnH/MrgyUUiSzc7lf8/sIH3hg0KBACJxnnYl3wQUULrwQe/v2owwqqNE8OUy3p7n90O3cMX0H9XBFRJooTnDFpiu4fPJyRgvrB9Q8FlKpuPOxJW59YJbZZrgmfks3NsyaeC95ClOJTCLcVeJ6t94V4lcL8ysifIzbFerzZc4JsI7PYme5pKqAlAVCPNp4tCjRoUCkCiSqANIjEb0Q3L34VQKVS+8KjJjQXiK0lwmdZQJ7mdBeIrFaGIbAMgxss4Brlyl6VaqlYYarYxSKo3iFETy7iGu6eJaHZ3p4ljdQ75UtD8d4+syoS2XKvuY+di/uZvfibvbU9/RmUkDm2mtHdQc7R3Zy/sj5nFE7A8s4gbN4pIT27IDVulraRzr7OPFiMGC5njTza8p0BsR1Uapin3EOzo4d2Fu34Wzdgr15M4lpMV0PeqL6wWWfg/WAdpgQxClBIgniLLi5H6cEcVbvLouO4jfwqOgLjrpGZJcrlu7OMVi1R0IRdEV2Y5Xgnlu4h32e/NbD2/QFhNkmnH0FMpoEYMdokWvOHefqc8Z5/lmjlNwT87eOo/C09bseRyHtxcWeVXlrabEnmHcDI/ej0pT23CKN2QVotBGpwJEpY6pFpRbCmIk/5PF1rmTP2HX82rXn8XPP3oxjHdvzTj2s84ff+UMEgj+99k+xT5PZ7IdDi+hPIVpE15wqKKWQzWbmEmZmekVkn54hXVracD1R8LC7onpPXN+ENTaa+Wp/iul+jhWL8jmSmRmS2czFTb9osRrhulgTE9iTuUg+ngvmExOY5ZNgiZ8muX97/SJ/MthT38M/PPIPPLj0IJBZ0Fy37TpevP3FFO3iQF8pFX4zWuN/vd2Ijl5g71oN91mxuyUtip4I0kSuK3rHfRbgayzGw5QkPMYomKsQhsBZLYSvqZvY7qAwbjsm4ijdeCil2Nfcx4NLD6KUwjIsbMPGNm0sYWW5YfXKtpGlbr/+3BCn+b1mtag+ex9pa56lTsRCK2KhHdKMYI+aOipR3TIE/+aMYa7bOcG1Oyc4d7Lc+z6rJDmstboCAgp0vHH8kR10vDE6lBGFQWt1hKA66mWC+lQWtLQ05K5730hTSWPOH7Ay95vRmn6mbTI0WcAaljzMfdwV/oCOkflCLVgFXrD5BVy99WqG3RHu3LfE3//4AP/000Msd44sfE1UXF7z7E384k6LnexFdP2ax6sG8QvDMHUxavxC1NDZSFFA+gEqDLI88JG+jwwCVBAgfT/PA2Tgo4Iwy/2g12fN56zV8C7Mrc3PO+8ZP+NO8/REKsmDSw9y+6HbuWfuHqJ05Tt7zvA5XDF1Bc+ZeA6edfJcf3RdtfXE9YGA62uDrIfdwOqr2ruifZwkyChAxQEq9iHxIQ5QSYCRBBiJj0hDjDTASEOsNEDIkJQOkWgSGj6B4ROYIYEV0bYSgo3iYymBlXq4SZlqVKQalSkmJQxiolw0T50WiWMR2QUS10O6LspxEK6NYXtg2CfMmEUg1orslruu+L6hGN+37EQ/Q87789y/cD8PLD3AA4sP4CeD8S3GCmM90fzc4XPXPC8/JSQRNA/mwnrmGkbO7SU+eGhFWO+6g0kVIHr+1rEK4BaxNm/HOfMc7O3bcbZtw966FbNydFa6kA1OhcmguN4V28M4JciX+dFKeV1RPukT5wfaU/xoZVtpolas13Of7aut2vtdIXXnZKwMG9E3T0OhhCIWklikRCIlNhISkRKLhFQkLI7eRcNbJqj/G9L2OWs+v2UKnrNtmOefNcoLzhrlrPHyutfiupfnUV6yaZLQqS/RXlygtThPc2k+Ky8tINMN3veFoFCpUR4Zy0T2kTFKw6OUR9b6XV//2Db2d28YAmFkMRuy/Og+SOY/fol2LpA3Fxdo54J50GpuvKIQFCpVyrUhnLZP/eF9LO3eQ6sRIiRYQuEOxUxNLhONWijT5Db5bA5teyW/et2lXHvu+HHfH+5buI9P3f0pJooTvPf57z2ubTzT0CL6U4gW0TVPB2QQnHJ+12Wnk1mUd92u5Bbl8ezMGl+mq4/LGh/PLconc6vyzMLcqNW0YKkZQCnFA0sP8JVHvtKbWl20i7xsx8u4Zus1RzXyLlOZBTldzizXO12BvR7RaUSHnwGRu+co5oFNu1bs5joWA+v9JK9p6oZtWCkceZ2800bb2mjfR7X/dY5h7TpqbTe1UogjuaGVeFcMl0/QIsi0u2L3xmK47VorffLctI4ueNmxopRiT30PP579MffM3cNisHjklY4CU5iYhnlYoX21EN8vzluGtWado23v1k+pe7BS0JqF2V09Ub2zPMN8KxPVlzoRiRI8qjYdlai+ueZxzc4JrtuZWamvttI6krV6FrS0QjC6g05lE21zmNhca61uuSZDE5mlerHm9ITz+py/dkBPCCrDLrXJIsNTRYYmikyL/dx24DZ+MveT3nd1vDjOdduu48pNV/LYfMSXf3yAm+4+yIHl9QOEGjLFS2PcNGLYlLxyu8XLhxc4M9kPs48iW8uoRCFjiYwlKrWQzjDKHkaaFVRqZOJ3tFbkP24sE/ess3tuWuwtm0+t602jOQJhGvLj2R9zx6E7eGjpod730zZsLp24lCumrmDnyM5n7IBoIhMWg0Xm/flemuvMsRAsMO/PDwwwQG5Yo0AqhZQSz3AYMqvUjDJVUaQqPGrKoaIcigmoOETlwbwtr8zw5HYmNm+nMLIFvKE1AppUkiAJCNOQMA3xE58wDQmSgCANCJOQIA16fbrtq+thGhIm4eCz0QnCMR0KVuHwYnufSD8gzpsetmn3AoI+sPgA8/78wPYLVoGdIzvZObyT80bOY7w4fsI/wwmj5299P9T3oRYfI9n3CNHs0oC4LrsGFEL0uYPxMIfHsbdswp4YxZ4cxZ4YwR4bRpgii4+l0iwWgUqz9+M1bWneJtdp22AdJfP21W3pwHakTEnTlDRJSNMsyTRvTxKkTJFJQpQYhLFLkHgEsUuUeISJR5RmeZx6JNJFKYHK3bgpsn8UCqWyet2U1C2JlTqoeIS6KhGzseW5axmMlh1GSw4jJQf7OIOeHg1KKdK4TRwuk4R14rBOEjZIwjppGm64nmkVsN0allvDcqvYbg3bHcKwCsf3rJAHkRUGIBRp3CGNGiRRgyRqEocNkqBOErUBBSIbROs+0AmR/WM5BbzSEG6phlsawisN4VWGsDoRyb79LDz4MItLLfwoQSCpuwXMqmLr0ByWlQCSPWyiseWFXPPcCzl3KhvQEH2iv2GKXlv3mAfrK22GIbjt8dv4yp6buGTiEv7Ds38tO/bT/HlKi+hPIVpE1zydebL9rqsoyrY/IJTPEM/MIpuHH5k1R0cyEb/nfmUCe3ISc2RET9HWHDNKKe6Zu4evPvpVptuZ79yaW+MVZ76C52163nFPT30iArvmGBFi0C1K7hrF8UwsJxfJc2F8RQy3sB0D40l82D9aUpny8PLD3DN3D/fM3TMwvd8xHc4bOY+CVSCRCYlMiGXcy7vl1fU4jZ+Ul/YnginMnvX88Yjw3XLRLlKyS5TtMiW7RMkuUbSLT0xc6hfVZ+8nOfRTluenWWhFzLdC/DhFYvCo2sSDcisPqO08vIGobpuCK84cya3Ux9e10uq3Vg8ffZRoz94Ba3WAECezVh89A78wQZsyyi1s+Dtne1YmlueieW2iiO2YxDLmzukf8a97vsXM4j6sKMWKJGcXtnHF0KVUkhHu2H2QOx+YZm6hjpvGuEmU5blYPlBWCVuKCZNuRAUfkawa3BYCnHLmjsytglPkcOZnwrYRnofheYiCh+EVMAoewitgeG6WF7y8T9+ybluhgFEo6ICgmmcMi8Eid0zfwR2H7mC2M9trr7k1Lp+6nCunrmRTedNJPMLjw0/8AYG8XzBfCpYO+5slEAx7w4wVxhgtjDJeGGesMNZLJ8Uq+ihRShHJKBPWNxDbe/XVy/rE+G75yZJpDGFwZu1Mzhs5j/NGzmN7ZTvm09n3tFKZa83l/bk7mMeQBx8leuxR4oV2z896zx3MagRYFRu75mAP5XnNwaqcYkYBR4UAw0Qqk1AWCJJuygT2IM6E9yB2ORik7Inb2BI2hWbmWQePJVVhmfLAc896Z2GoYDNWcRkrO9QKzsr41AaX7Ym4nqVUyDQkCZeJg3qfwF4nWT0brg/DtLHcGrZTzfKu0O6UEX3PlEopZOKTRE2SsEEcNTLxPhfNldrYoMcwbCy3iuVUMwHfqWK5FSynimGunEsZBKTLyyRLywR+gB+lpFIRGxZNp4jhSsasBhbZQJCPR1rezOT4GEXnxH1P9zcfZzlcZrI4wURxAqAnyp97+SRnPXfihO3r6YIW0Z9CtIiueSbyRP2uYxoks7Oki0uHFRHNWnWNNbk1OYk1OnpCrN01mtWkMuWHMz/kHx/9R5aCzM3RWGGMn3vWz3HZ5GUn9IFZphK/Ga/4Xs/9sHcaETLteu9chWCwvf94Vi9b1Weg/XDb2WhbvbYNdrTuOuvsu7+vWNWwznYsp88NiptbiK+uuyaW8+RYhT+ZJDLhwaUHuXv2bn4y/xNaUau3zLM8Lh67mEvGL+GC0QtwzOO756UyJVGZoL5abF8juq8qr5uncW97vVwma/bRv6+nSsgXCApWgaJdzMR1p0TJygT2krMiuBetImWnTNkuU7SL2MYGM06UgvYczOxCzeyiue8eluenmW+F/3/27ju+6vrs//j7e05ykpycDLInw7CHgANQHKAoqFWxtFalRRRXKyp3harVX11FxYp1FrW3grYq2rtAXRVxIIgKiESG7CVZrJCQk5Nxcs7398fhHAgZJJDkZLyej8d5SL7zOicB4X2uc31U5HL7uh9lOWr8S92hekanCI04vDjpWVnxsttqD3urDh5U5Y6ddXare2WoTJG+UD0mTe6wWDnspqJsFYoKLZPNWyYdNRKl3Fms/MKfdOBgrlReIZmSxTAUGxarmLA4HSqVCg6V66Crss5/3PpeW8lulCvZVqmE0ApFWipkkWSEWGQJtcgItcjiiJXRKUWW+ExZEjJk2KN8AfjhgNsSHn5UUO7/+nBITvgN1Mo0Te06tEsrClbouz3fyXVUGJQZlamhqUN1evLpirI1fBRFczJNU8UVxdpXVj0g31+2X/vK9lWrvzahltBqAXmiPVHxEfFKCPcF5006c7uN8o3XqVKZp6zObviKqop69/v/W+mpVHx4vHrH91afuD7qHts9qKODWox/vNvhrnXv3u1y79om9wGn3EUVh2eul8tbUaXDbbi+83ztwzJCrAqJcyg0PlqhiTEKTYhRaGKMrFGRMixWyWKVDP9/LYd/ball2+Ff19jmP/7wtsAxR59/7Dbr4bkjx27zH9fwvyPvL9uvh5bcK2v5IT1ly1J5/iYdKPV9Sq+4zK2fvAla7e2u780e2m0mqb43yWPtoTqne4LO75mo83smKim65X++TmbuekR0jMpLnHIW7leV2+0L/P2fvD3cxm+avuPt0Z0UEd1J9pg4RUR1UkR0rCKiOinEFiEd7v73ek2ZgYfkPlSi8s2bVb5pi8r37tcBl1sHnG65jBDlOpKUE5WkiHC3zrBuUYxKJVlUbkTKkzJY3Xv2V0So1Xct0/dGguk5/IkC71H3qvG1/9e+P09Mz+GvTd+T2lq0VWVV5eoc3VkxtuoZZq9hqep+OiF6XQjRmwAhOjqSE5m7brFH1B6UJybKEhFR6zlAc3N73VqWu0wf7/w4EGymO9J1edbl6hffr82FtWg93B63NhZuVPa+bK3dt1auqiOBgj3UrlMTTtWgpEHqFder7nC3DTFNUx7Tc9xQPhDie47Zb9bcVumplKvKJafbKZfbpVJ3aY25rY1hs9oC3exHd7cHwnj/vhC7It3lchTukgo268D21TpUmK8DzkqVu31dQf5QfbM3UxvNTG0102uE6rYQi4Ye7lIf2TtJ3RLqntVtut2q3J1zpFt9+4561zHxK6sq04GyAyqqKApk46GWEHUKj5PpcSi/zNBPpV6VWUJUYbWpwhqq8sP/9X/tCClTakih+jiKNCCmWEnRIbLbQ3yBeahFRmyKjLRTpZQBUnI/X9c5gGbj9rq1fv96rShYofX718tj+v7csRgW9Y3vq6GpQ9U/oX+z/7/D7XXrQNkBHSg7EAjL95XtC2xze+tfP8Fhcygh/KiAPCIhEJpH26L5OxZaBdM05S0uljsvz/fIzfXNXc/Lq/MT2Ra7XaHpaQpNq/5oa2tymKapaUumqbyqXPcNvU/plggpZ6W0e4Xc+etUVFqhA4cXaN9d6dD3Zg997+2hbWaaTNX/icA+qdE6r6cvVD+jS1yjF71sSr555YUq2b9fJQf2+QL2wv1yHjggT1Ut32PDUGRsJzk6xcnRKV6OuMOPTnGKiIpu8KfhveXlKlu9WqUrVqhi4yaVV1bpp0KXdh+q1MbodP2Q0F1bOmUo3bpfv7R+qd6Gb+SoN9Qh64Cfa9joaxVpb56cpMpTpamLp8nj8ej+oQ8oLiwuEPh7vaZCbBbZwjvem5mE6C2IEB3wOXruukwzMIbF4qh9IRKgNajwVOiLn77Qpz99qvLD4wpOiTlFV2Rdoe6duge5OrQVlZ5K/XjgR63eu1rr9q9TxVEzGx02hwYmDtTgpMHqHtudLrsTVOWtkqvKJZfbJWelMxCwO91OlbpLfaF7pe/Xpe5SlVb5/nuif9W1GlZf0C6LHJUuqbhQKiyQ4XTKW+GVzSOFew3ZvFbt8yRrlydTWzzdtM3MqBGqd4m3a2SvJJ3fK1FnnRKv8ND6P5J7dLe6u6Ag0OEtm005Vfu0pmSTctz7VGWzqCrUquS4THWyD9aP+Un6aHOx9leq1o60BBWrr2Wn+hg/aXBYjrKivEqOCVdUeIjvEyhh0VJK/8Oh+QDJ0Ypn4wLtnLPSqVV7Vml5wfLAmi6SZA+x67Tk0zQkdYi6RXc74b9jl7pLq3WQHyg7EBjBUlxRXP/YFcNQfHh8rSNXEiISOkanM9ot0+tV1f79h0P1vMCjas/eOtcSs8bGKjQ93Reqp6f5fp2c3Ko/Wf3XVX/VtqJtmtB3goakDjmyo6JEyv1e2r1CZsEPcpWV6YCzUoWllfqpNEQrPd212ttdG8wu8qj+v89E2qw6KytB5/dM0Pk9k9Q5vnWMZDJNU67iIjkLD6i0+KAiHNFyxMUrMraTLNYTG5tiVlWpfMMGuVasUFn2DzLdbjkrqrTrgEsrFaPs+Cz9GNdVZaHhilexfm5dqqGWDZKkiPBwRfT/mU69+HqFRDRvw0JBaYH+/O2fZbPaNPP8meQ0hxGityBCdABo+0rdpfpk5ydakrMk0GHVN76vLs+6XJlRmUGuDq1RWVWZ1u9fr+x92frxwI/VFkSLCYvRoKRBGpQ4SFmxWe12kbjWzjRNlVWVqdRdWiN0P/YRCOPdrvq7LKsq5CkvkctZJE/ZIXndFfKYR8Yz2bwWVXoj5fTEqMgTpwOeRFV5I2V6w2R6wxRqRGhgerKGn5KuC3t2Vs/khON2lbrcLn2T942+zPkysAitxbAoI6Kfig/00OJ1qnWBUIdc6m38pL6WXepj/KRUa7GSosKVEhOuTvZQGaHhUlLfw6F5fym2c6M+Dg6gZRSUFgTmpxdVFAW2J9oTNTRlqM5MOVPxEfHVzvGaXhVVFPkW7jyqo9z/ON6ne2xWmxIjEn3d5OHxgdErCREJig2L5Q1hdDhmZaXce/fKnZMrd35+IGQ/dq2TAMNQSFLS4WD9SMAekpjYKtb3+tfmf+nL3V/qgs4X6Oc9fl77Qe5yKf8HX5d67ip5KkpVVOYb+5JXaujrskyt8vbUOrNbnYuyH61bQqTO75mo83omaNgpdY++aytM01Tljp1yrVgh13ffyet0ypR00FWp9RVh+q8tXWvjs1QU7gvG7SrXZdZvNcryvazyKC7Spti+F6jbBTfKcLTMCJVVe1Zp9rrZ6hrdVVPPnNoi92wLCNFbECE6ALQfReVF+u/O/+qbvG/kPbyAzOCkwfrZKT9TcmRykKtDsLncLq3Zv0bZe7O1sXCjqrxHZlnHhcdpcNJgDUwaeFLdgQi+Sk9lvWG7f8SM0+2U07Vf+wtzVXRon7zlhyRP5TH9m4ZcZpicilCpwlVqhst71Eeh7bYQJTkilRkbpy5xnRQd5qg2YqakskQrClYE3qSxKEzW8j5atzVNW/Kr3ylMlepu5KqvZZf6GruUaeyVxTAU77ApJTpcCdF2WRN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",
      "text/plain": [
       "<Figure size 1500x2000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#as overlay\n",
    "from stumpy import motifs, match\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline\n",
    "\n",
    "def visualize_motifs(time_series, motif_distances, motif_indices, subsequence_length, max_neighbors=5):\n",
    "    n_motifs = len(motif_indices)\n",
    "    fig, axs = plt.subplots(n_motifs, 1, figsize=(15, 5*n_motifs), sharex=False)\n",
    "    if n_motifs == 1:\n",
    "        axs = [axs]\n",
    "    \n",
    "    for i, (motif_idxs, distances, ax) in enumerate(zip(motif_indices, motif_distances, axs)):\n",
    "        # Extract the first index if motif_idxs is an array or list\n",
    "        main_motif_idx = motif_idxs[0] if isinstance(motif_idxs, (list, np.ndarray)) else motif_idxs\n",
    "        \n",
    "        # Extract the motif sequence\n",
    "        motif = time_series[main_motif_idx:main_motif_idx+subsequence_length]\n",
    "        \n",
    "        # Plot the main motif\n",
    "        ax.plot(range(subsequence_length), motif, label=f'Motif {i+1}', linewidth=3)\n",
    "        \n",
    "        # Plot neighbors\n",
    "        for j, (neighbor_idx, dist) in enumerate(zip(motif_idxs[1:], distances[1:])):\n",
    "            if j >= max_neighbors:\n",
    "                break\n",
    "            neighbor = time_series[neighbor_idx:neighbor_idx+subsequence_length]\n",
    "            similarity = 1 - dist  # Convert distance to similarity\n",
    "            ax.plot(range(subsequence_length), neighbor, \n",
    "                    label=f'Neighbor {j+1} (Similarity: {similarity:.2f})', \n",
    "                    alpha=0.7)\n",
    "        \n",
    "        ax.set_title(f'Motif {i+1} and its Neighbors')\n",
    "        ax.legend()\n",
    "        ax.set_xlabel('Subsequence Index')\n",
    "        ax.set_ylabel('Value')\n",
    "    \n",
    "    plt.tight_layout()\n",
    "    plt.show()\n",
    "\n",
    "visualize_motifs(time_series=timeseries_sr, motif_distances=motif_distances, motif_indices=motif_indices, subsequence_length=m)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.series.Series'>\n",
      "DatetimeIndex: 1169 entries, 2024-02-12 09:31:00-05:00 to 2024-02-14 15:59:00-05:00\n",
      "Series name: vwap\n",
      "Non-Null Count  Dtype  \n",
      "--------------  -----  \n",
      "1169 non-null   float64\n",
      "dtypes: float64(1)\n",
      "memory usage: 18.3 KB\n"
     ]
    }
   ],
   "source": [
    "timeseries_sr.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x2000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Visualize on the whole timeseries\n",
    "import numpy as np\n",
    "from matplotlib.patches import Rectangle\n",
    "import matplotlib.colors as mcolors\n",
    "\n",
    "def visualize_motifs_on_timeseries(time_series, motif_distances, motif_indices, subsequence_length):\n",
    "    n_motifs = len(motif_indices)\n",
    "    fig, axs = plt.subplots(n_motifs, 1, figsize=(15, 5*n_motifs), sharex=True)\n",
    "    if n_motifs == 1:\n",
    "        axs = [axs]\n",
    "    \n",
    "    # Define a color for each motif\n",
    "    colors = plt.cm.rainbow(np.linspace(0, 1, n_motifs))\n",
    "    \n",
    "    for i, (motif_idxs, distances, ax, color) in enumerate(zip(motif_indices, motif_distances, axs, colors)):\n",
    "        # Plot the entire time series\n",
    "        ax.plot(time_series.values, color='gray', alpha=0.5)\n",
    "        \n",
    "        # Extract the main motif index\n",
    "        main_motif_idx = motif_idxs[0] if isinstance(motif_idxs, (list, np.ndarray)) else motif_idxs\n",
    "        \n",
    "        # Plot the main motif as a rectangle\n",
    "        rect = Rectangle((main_motif_idx, min(time_series)), subsequence_length, max(time_series) - min(time_series),\n",
    "                         facecolor=color, alpha=0.7, label=f'Motif {i+1}')\n",
    "        ax.add_patch(rect)\n",
    "        \n",
    "        # Plot neighbors\n",
    "        nb = 0\n",
    "        for neighbor_idx, dist in zip(motif_idxs[1:], distances[1:]):\n",
    "            nb += 1\n",
    "            similarity = 1 - dist  # Convert distance to similarity\n",
    "            # Use similarity to determine the alpha of the color 1 - (0.7 / 5) * x\n",
    "            neighbor_color = mcolors.to_rgba(color, alpha=1 - (0.7 / 5) * dist)\n",
    "            rect = Rectangle((neighbor_idx, min(time_series)), subsequence_length, max(time_series) - min(time_series),\n",
    "                             facecolor=neighbor_color, label=f'Neighbor {nb} (Similarity: {similarity:.2f})')\n",
    "            ax.add_patch(rect)\n",
    "\n",
    "        # # Adjust the limits of the plot so the rectangle is visible\n",
    "        # ax.set_xlim(0, len(time_series))\n",
    "        # ax.set_ylim(min(time_series) - 10, max(time_series) + 10)\n",
    "\n",
    "        ax.set_title(f'Motif {i+1} and its Neighbors')\n",
    "        ax.legend()\n",
    "        ax.set_xlabel('Time')\n",
    "        ax.set_ylabel('Value')\n",
    "        ax.autoscale()\n",
    "    \n",
    "    plt.tight_layout()\n",
    "    plt.show()\n",
    "\n",
    "visualize_motifs_on_timeseries(timeseries_sr, motif_distances, motif_indices, m)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x2000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Unanchored chain\n",
    "\n",
    "Unanchored chains could be used for trending data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "metadata": {},
   "outputs": [],
   "source": [
    "timeseries_sr_trending = t1data.get('vwap')\n",
    "matrix_profile_tr = stumpy.stump(timeseries_sr_trending, m)\n",
    "\n",
    "#for trend data we can use \n",
    "all_chain_set, unanchored_chain = stumpy.allc(matrix_profile_tr[:, 2], matrix_profile_tr[:, 3])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<iframe width=\"800\" height=\"400\" frameBorder=\"0\" srcdoc=\"&lt;!DOCTYPE html&gt;\n",
       "&lt;html lang=&quot;&quot;&gt;\n",
       "&lt;head&gt;\n",
       "    &lt;title&gt;lightweight-charts-python&lt;/title&gt;\n",
       "    &lt;style&gt;:root {\n",
       "\t--bg-color:#0c0d0f;\n",
       "\t--hover-bg-color: #3c434c;\n",
       "\t--click-bg-color: #50565E;\n",
       "\t--active-bg-color: rgba(0, 122, 255, 0.7);\n",
       "\t--muted-bg-color: rgba(0, 122, 255, 0.3);\n",
       "\t--border-color: #3C434C;\n",
       "\t--color: #d8d9db;\n",
       "\t--active-color: #ececed;\n",
       "}\n",
       "\n",
       "body {\n",
       "\tbackground-color: rgb(0,0,0);\n",
       "\tcolor: rgba(19, 23, 34, 1);\n",
       "\toverflow: hidden;\n",
       "\tfont-family: -apple-system, BlinkMacSystemFont, &quot;Segoe UI&quot;, Roboto, Oxygen, Ubuntu,\n",
       "            Cantarell, &quot;Helvetica Neue&quot;, sans-serif;\n",
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       "\n",
       ".handler {\n",
       "\tdisplay: flex;\n",
       "\tflex-direction: column;\n",
       "\tposition: relative;\n",
       "}\n",
       "\n",
       ".toolbox {\n",
       "\tposition: absolute;\n",
       "\tz-index: 2000;\n",
       "\tdisplay: flex;\n",
       "\talign-items: center;\n",
       "\ttop: 25%;\n",
       "\tborder: 2px solid var(--border-color);\n",
       "\tborder-left: none;\n",
       "\tborder-top-right-radius: 4px;\n",
       "\tborder-bottom-right-radius: 4px;\n",
       "\tbackground-color: rgba(25, 27, 30, 0.5);\n",
       "\tflex-direction: column;\n",
       "}\n",
       "\n",
       ".toolbox-button {\n",
       "\tmargin: 3px;\n",
       "\tborder-radius: 4px;\n",
       "\tdisplay: flex;\n",
       "\tbackground-color: transparent;\n",
       "}\n",
       ".toolbox-button:hover {\n",
       "\tbackground-color: rgba(80, 86, 94, 0.7);\n",
       "}\n",
       ".toolbox-button:active {\n",
       "\tbackground-color: rgba(90, 106, 104, 0.7);\n",
       "}\n",
       "\n",
       ".active-toolbox-button {\n",
       "\tbackground-color: var(--active-bg-color) !important;\n",
       "}\n",
       ".active-toolbox-button g {\n",
       "\tfill: var(--active-color);\n",
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       "\n",
       ".context-menu {\n",
       "\tposition: absolute;\n",
       "\tz-index: 1000;\n",
       "\tbackground: rgb(50, 50, 50);\n",
       "\tcolor: var(--active-color);\n",
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       "\tborder-radius: 5px;\n",
       "\tpadding: 3px 3px;\n",
       "\tfont-size: 13px;\n",
       "\tcursor: default;\n",
       "}\n",
       ".context-menu-item {\n",
       "\tdisplay: flex;\n",
       "\talign-items: center;\n",
       "\tjustify-content: space-between;\n",
       "\tpadding: 2px 10px;\n",
       "\tmargin: 1px 0px;\n",
       "\tborder-radius: 3px;\n",
       "}\n",
       ".context-menu-item:hover {\n",
       "\tbackground-color: var(--muted-bg-color);\n",
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       "\n",
       ".color-picker {\n",
       "\tmax-width: 170px;\n",
       "\tbackground-color: var(--bg-color);\n",
       "\tposition: absolute;\n",
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       "\tdisplay: none;\n",
       "\tflex-direction: column;\n",
       "\talign-items: center;\n",
       "\tborder: 2px solid var(--border-color);\n",
       "\tborder-radius: 8px;\n",
       "\tcursor: default;\n",
       "}\n",
       "\n",
       "\n",
       "/* topbar-related */\n",
       ".topbar {\n",
       "\tbackground-color: var(--bg-color);\n",
       "\tborder-bottom: 2px solid var(--border-color);\n",
       "\tdisplay: flex;\n",
       "\talign-items: center;\n",
       "}\n",
       "\n",
       ".topbar-container {\n",
       "\tdisplay: flex;\n",
       "\talign-items: center;\n",
       "\tflex-grow: 1;\n",
       "}\n",
       "\n",
       ".topbar-button {\n",
       "\tborder: none;\n",
       "\tpadding: 2px 5px;\n",
       "\tmargin: 4px 10px;\n",
       "\tfont-size: 13px;\n",
       "\tborder-radius: 4px;\n",
       "\tcolor: var(--color);\n",
       "\tbackground-color: transparent;\n",
       "}\n",
       ".topbar-button:hover {\n",
       "\tbackground-color: var(--hover-bg-color)\n",
       "}\n",
       "\n",
       ".topbar-button:active {\n",
       "\tbackground-color: var(--click-bg-color);\n",
       "\tcolor: var(--active-color);\n",
       "\tfont-weight: 500;\n",
       "}\n",
       "\n",
       ".switcher-button:active {\n",
       "\tbackground-color: var(--click-bg-color);\n",
       "\tcolor: var(--color);\n",
       "\tfont-weight: normal;\n",
       "}\n",
       "\n",
       ".active-switcher-button {\n",
       "\tbackground-color: var(--active-bg-color) !important;\n",
       "\tcolor: var(--active-color) !important;\n",
       "\tfont-weight: 500;\n",
       "}\n",
       "\n",
       ".topbar-textbox {\n",
       "\tmargin: 0px 18px;\n",
       "\tfont-size: 16px;\n",
       "\tcolor: var(--color);\n",
       "}\n",
       "\n",
       ".topbar-textbox-input {\n",
       "\tbackground-color: var(--bg-color);\n",
       "\tcolor: var(--color);\n",
       "\tborder: 1px solid var(--color);\n",
       "}\n",
       "\n",
       ".topbar-menu {\n",
       "\tposition: absolute;\n",
       "\tdisplay: none;\n",
       "\tz-index: 10000;\n",
       "\tbackground-color: var(--bg-color);\n",
       "\tborder-radius: 2px;\n",
       "\tborder: 2px solid var(--border-color);\n",
       "\tborder-top: none;\n",
       "\talign-items: flex-start;\n",
       "\tmax-height: 80%;\n",
       "\toverflow-y: auto;\n",
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       "\n",
       ".topbar-separator {\n",
       "\twidth: 1px;\n",
       "\theight: 20px;\n",
       "\tbackground-color: var(--border-color);\n",
       "}\n",
       "\n",
       ".searchbox {\n",
       "\tposition: absolute;\n",
       "\ttop: 0;\n",
       "\tbottom: 200px;\n",
       "\tleft: 0;\n",
       "\tright: 0;\n",
       "\tmargin: auto;\n",
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       "\tpadding: 5px;\n",
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       "\talign-items: center;\n",
       "\tbackground-color: rgba(30 ,30, 30, 0.9);\n",
       "\tborder: 2px solid var(--border-color);\n",
       "\tborder-radius: 5px;\n",
       "\tdisplay: flex;\n",
       "\n",
       "}\n",
       ".searchbox input {\n",
       "\ttext-align: center;\n",
       "\twidth: 100px;\n",
       "\tmargin-left: 10px;\n",
       "\tbackground-color: var(--muted-bg-color);\n",
       "\tcolor: var(--active-color);\n",
       "\tfont-size: 20px;\n",
       "\tborder: none;\n",
       "\toutline: none;\n",
       "\tborder-radius: 2px;\n",
       "}\n",
       "\n",
       ".spinner {\n",
       "\twidth: 30px;\n",
       "\theight: 30px;\n",
       "\tborder: 4px solid rgba(255, 255, 255, 0.6);\n",
       "\tborder-top: 4px solid var(--active-bg-color);\n",
       "\tborder-radius: 50%;\n",
       "\tposition: absolute;\n",
       "\ttop: 50%;\n",
       "\tleft: 50%;\n",
       "\tz-index: 1000;\n",
       "\ttransform: translate(-50%, -50%);\n",
       "\tdisplay: none;\n",
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       "\n",
       ".legend {\n",
       "\tposition: absolute;\n",
       "\tz-index: 3000;\n",
       "\tpointer-events: none;\n",
       "\ttop: 10px;\n",
       "\tleft: 70px;\n",
       "\tdisplay: none;\n",
       "\tflex-direction: column;\n",
       "}\n",
       ".legend-toggle-switch {\n",
       "\tborder-radius: 4px;\n",
       "\tmargin-left: 10px;\n",
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void this.q_.clear();const i=[];this.q_.forEach(((n,s)=&gt;{t&lt;=n[0].index?i.push(s):n.splice(Rt(n,t,(i=&gt;i.index&lt;t)),1/0)}));for(const t of i)this.q_.delete(t)}Q_(t){let i=[];for(const n of Array.from(this.q_.keys()).sort(((t,i)=&gt;i-t))){if(!this.q_.get(n))continue;const s=i;i=[];const e=s.length;let r=0;const h=d(this.q_.get(n)),l=h.length;let a=1/0,o=-1/0;for(let n=0;n&lt;l;n++){const l=h[n],_=l.index;for(;r&lt;e;){const t=s[r],n=t.index;if(!(n&lt;_)){a=n;break}r++,i.push(t),o=n,a=1/0}if(a-_&gt;=t&amp;&amp;_-o&gt;=t)i.push(l),o=_;else if(this.Y_)return s}for(;r&lt;e;r++)i.push(s[r])}return i}}class gn{constructor(t){this.tu=t}iu(){return null===this.tu?null:new mn(Math.floor(this.tu.Rs()),Math.ceil(this.tu.ui()))}nu(){return this.tu}static su(){return new gn(null)}}function Mn(t,i){return t.weight&gt;i.weight?t:i}class xn{constructor(t,i,n,s){this.e_=0,this.eu=null,this.ru=[],this.fo=null,this.do=null,this.hu=new wn,this.lu=new Map,this.au=gn.su(),this.ou=!0,this._u=new k,this.uu=new k,this.cu=new k,this.du=null,this.fu=null,this.vu=[],this._n=i,this.bo=n,this.pu=i.rightOffset,this.mu=i.barSpacing,this.Hi=t,this.N_=s,this.bu(),this.hu.X_(i.uniformDistribution)}W(){return this._n}wu(t){C(this.bo,t),this.gu(),this.bu()}Lh(t,i){var n;C(this._n,t),this._n.fixLeftEdge&amp;&amp;this.Mu(),this._n.fixRightEdge&amp;&amp;this.xu(),void 0!==t.barSpacing&amp;&amp;this.Hi.Kn(t.barSpacing),void 0!==t.rightOffset&amp;&amp;this.Hi.Zn(t.rightOffset),void 0!==t.minBarSpacing&amp;&amp;this.Hi.Kn(null!==(n=t.barSpacing)&amp;&amp;void 0!==n?n:this.mu),this.gu(),this.bu(),this.cu.m()}vn(t){var i,n;return null!==(n=null===(i=this.ru[t])||void 0===i?void 0:i.time)&amp;&amp;void 0!==n?n:null}$i(t){var i;return null!==(i=this.ru[t])&amp;&amp;void 0!==i?i:null}ka(t,i){if(this.ru.length&lt;1)return null;if(this.N_.key(t)&gt;this.N_.key(this.ru[this.ru.length-1].time))return i?this.ru.length-1:null;const n=Rt(this.ru,this.N_.key(t),((t,i)=&gt;this.N_.key(t.time)&lt;i));return 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n;c&lt;this.vu.length?(n=this.vu[c],n.coord=this.zt(t.index),n.label=this.Nu(t),n.weight=t.weight):(n={needAlignCoordinate:!1,coord:this.zt(t.index),label:this.Nu(t),weight:t.weight},this.vu.push(n)),this.mu&gt;i/2&amp;&amp;!o?n.needAlignCoordinate=!1:n.needAlignCoordinate=_&amp;&amp;t.index&lt;=l||u&amp;&amp;t.index&gt;=a,c++}return this.vu.length=c,this.fu=this.vu,this.vu}Fu(){this.ou=!0,this.Kn(this._n.barSpacing),this.Zn(this._n.rightOffset)}Wu(t){this.ou=!0,this.eu=t,this.Ou(),this.Mu()}ju(t,i){const n=this.Vu(t),s=this.ee(),e=s+i*(s/10);this.Kn(e),this._n.rightBarStaysOnScroll||this.Zn(this.Iu()+(n-this.Vu(t)))}Uo(t){this.fo&amp;&amp;this.Zo(),null===this.do&amp;&amp;null===this.du&amp;&amp;(this.Li()||(this.do=t,this.Hu()))}qo(t){if(null===this.du)return;const 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i=t.U_();this.Eu(this.e_/i),this.pu=t.ui()-this.Au(),this.Ou(),this.ou=!0,this.Hi.zu(),this.Hi.Nh()}Qu(){const t=this.Tu(),i=this.Pu();null!==t&amp;&amp;null!==i&amp;&amp;this.Ju(new mn(t,i+this._n.rightOffset))}tc(t){const i=new mn(t.from,t.to);this.Ju(i)}Ui(t){return void 0!==this.bo.timeFormatter?this.bo.timeFormatter(t.originalTime):this.N_.formatHorzItem(t.time)}Lu(){const{handleScroll:t,handleScale:i}=this.Hi.W();return!(t.horzTouchDrag||t.mouseWheel||t.pressedMouseMove||t.vertTouchDrag||i.axisDoubleClickReset.time||i.axisPressedMouseMove.time||i.mouseWheel||i.pinch)}Tu(){return 0===this.ru.length?null:0}Pu(){return 0===this.ru.length?null:this.ru.length-1}ic(t){return(this.e_-1-t)/this.mu}Vu(t){const i=this.ic(t),n=this.Au()+this.pu-i;return Math.round(1e6*n)/1e6}Eu(t){const i=this.mu;this.mu=t,this.Du(),i!==this.mu&amp;&amp;(this.ou=!0,this.nc())}Su(){if(!this.ou)return;if(this.ou=!1,this.Li())return void this.sc(gn.su());const t=this.Au(),i=this.e_/this.mu,n=this.pu+t,s=new mn(n-i+1,n);this.sc(new gn(s))}Du(){const t=this.ec();if(this.mu&lt;t&amp;&amp;(this.mu=t,this.ou=!0),0!==this.e_){const t=.5*this.e_;this.mu&gt;t&amp;&amp;(this.mu=t,this.ou=!0)}}ec(){return this._n.fixLeftEdge&amp;&amp;this._n.fixRightEdge&amp;&amp;0!==this.ru.length?this.e_/this.ru.length:this._n.minBarSpacing}Ou(){const t=this.rc();this.pu&gt;t&amp;&amp;(this.pu=t,this.ou=!0);const i=this.hc();null!==i&amp;&amp;this.pu&lt;i&amp;&amp;(this.pu=i,this.ou=!0)}hc(){const t=this.Tu(),i=this.eu;if(null===t||null===i)return null;return t-i-1+(this._n.fixLeftEdge?this.e_/this.mu:Math.min(2,this.ru.length))}rc(){return this._n.fixRightEdge?0:this.e_/this.mu-Math.min(2,this.ru.length)}Hu(){this.du={ee:this.ee(),Iu:this.Iu()}}$u(){this.du=null}Nu(t){let i=this.lu.get(t.weight);return void 0===i&amp;&amp;(i=new pn((t=&gt;this.lc(t)),this.N_),this.lu.set(t.weight,i)),i.F_(t)}lc(t){return this.N_.formatTickmark(t,this.bo)}sc(t){const i=this.au;this.au=t,bn(i.iu(),this.au.iu())||this._u.m(),bn(i.nu(),this.au.nu())||this.uu.m(),this.nc()}nc(){this.fu=null}gu(){this.nc(),this.lu.clear()}bu(){this.N_.updateFormatter(this.bo)}Mu(){if(!this._n.fixLeftEdge)return;const t=this.Tu();if(null===t)return;const i=this.qs();if(null===i)return;const n=i.Rs()-t;if(n&lt;0){const t=this.pu-n-1;this.Zn(t)}this.Du()}xu(){this.Ou(),this.Du()}}class Sn{K(t,i,n){t.useMediaCoordinateSpace((t=&gt;this.Z(t,i,n)))}fl(t,i,n){t.useMediaCoordinateSpace((t=&gt;this.ac(t,i,n)))}ac(t,i,n){}}class yn extends Sn{constructor(t){super(),this.oc=new Map,this.Et=t}Z(t){}ac(t){if(!this.Et.kt)return;const{context:i,mediaSize:n}=t;let s=0;for(const t of this.Et._c){if(0===t.Zt.length)continue;i.font=t.R;const e=this.uc(i,t.Zt);e&gt;n.width?t.ju=n.width/e:t.ju=1,s+=t.cc*t.ju}let e=0;switch(this.Et.dc){case&quot;top&quot;:e=0;break;case&quot;center&quot;:e=Math.max((n.height-s)/2,0);break;case&quot;bottom&quot;:e=Math.max(n.height-s,0)}i.fillStyle=this.Et.O;for(const t of this.Et._c){i.save();let s=0;switch(this.Et.fc){case&quot;left&quot;:i.textAlign=&quot;left&quot;,s=t.cc/2;break;case&quot;center&quot;:i.textAlign=&quot;center&quot;,s=n.width/2;break;case&quot;right&quot;:i.textAlign=&quot;right&quot;,s=n.width-1-t.cc/2}i.translate(s,e),i.textBaseline=&quot;top&quot;,i.font=t.R,i.scale(t.ju,t.ju),i.fillText(t.Zt,0,t.vc),i.restore(),e+=t.cc*t.ju}}uc(t,i){const n=this.mc(t.font);let s=n.get(i);return void 0===s&amp;&amp;(s=t.measureText(i).width,n.set(i,s)),s}mc(t){let i=this.oc.get(t);return void 0===i&amp;&amp;(i=new Map,this.oc.set(t,i)),i}}class kn{constructor(t){this.ft=!0,this.Ft={kt:!1,O:&quot;&quot;,_c:[],dc:&quot;center&quot;,fc:&quot;center&quot;},this.Wt=new yn(this.Ft),this.jt=t}bt(){this.ft=!0}gt(){return this.ft&amp;&amp;(this.Mt(),this.ft=!1),this.Wt}Mt(){const t=this.jt.W(),i=this.Ft;i.kt=t.visible,i.kt&amp;&amp;(i.O=t.color,i.fc=t.horzAlign,i.dc=t.vertAlign,i._c=[{Zt:t.text,R:z(t.fontSize,t.fontFamily,t.fontStyle),cc:1.2*t.fontSize,vc:0,ju:0}])}}class Cn extends st{constructor(t,i){super(),this._n=i,this.mn=new kn(this)}Tn(){return[]}Cn(){return[this.mn]}W(){return this._n}Rn(){this.mn.bt()}}var Tn,Pn,Rn,Dn,On;!function(t){t[t.OnTouchEnd=0]=&quot;OnTouchEnd&quot;,t[t.OnNextTap=1]=&quot;OnNextTap&quot;}(Tn||(Tn={}));class An{constructor(t,i,n){this.bc=[],this.wc=[],this.e_=0,this.gc=null,this.Mc=new k,this.xc=new k,this.Sc=null,this.yc=t,this._n=i,this.N_=n,this.kc=new E(this),this.wl=new xn(this,i.timeScale,this._n.localization,n),this.vt=new rt(this,i.crosshair),this.Cc=new Yi(i.crosshair),this.Tc=new Cn(this,i.watermark),this.Pc(),this.bc[0].p_(2e3),this.Rc=this.Dc(0),this.Oc=this.Dc(1)}$l(){this.Ac(lt.ns())}Nh(){this.Ac(lt.ts())}sa(){this.Ac(new lt(1))}Ul(t){const 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i=this.gf(t);if(this.Zd=null,this.cf=!1,this.rf&amp;&amp;(this.rf(),this.rf=null),rs()){this.Df.ownerDocument.documentElement.removeEventListener(&quot;mouseleave&quot;,this.pf)}if(!this.wf(t))if(this.Tf(i,this.kf.Xf),++this.jd,this.Hd&amp;&amp;this.jd&gt;1){const{Mf:n}=this.xf(gs(t),this.$d);n&lt;5&amp;&amp;!this.Qd&amp;&amp;this.Tf(i,this.kf.Pf),this.Rf()}else this.Qd||this.Tf(i,this.kf.Kf)}Af(){null!==this.Xd&amp;&amp;(clearTimeout(this.Xd),this.Xd=null)}Zf(t){if(null!==this.ff)return;const i=t.changedTouches[0];this.ff=i.identifier,this.df=Ms(t);const n=this.Df.ownerDocument.documentElement;this.tf=!1,this.Jd=!1,this.uf=!1,this.Gd=gs(i),this.hf&amp;&amp;(this.hf(),this.hf=null);{const i=this.If.bind(this),s=this.Uf.bind(this);this.hf=()=&gt;{n.removeEventListener(&quot;touchmove&quot;,i),n.removeEventListener(&quot;touchend&quot;,s)},n.addEventListener(&quot;touchmove&quot;,i,{passive:!1}),n.addEventListener(&quot;touchend&quot;,s,{passive:!1}),this.Af(),this.Xd=setTimeout(this.Gf.bind(this,t),240)}const s=this.gf(t,i);this.Sf(s,this.kf.Jf),this.qd||(this.Ud=0,this.qd=setTimeout(this.Cf.bind(this),500),this.Yd=gs(i))}Qf(t){if(0!==t.button)return;const i=this.Df.ownerDocument.documentElement;rs()&amp;&amp;i.addEventListener(&quot;mouseleave&quot;,this.pf),this.Qd=!1,this.Zd=gs(t),this.rf&amp;&amp;(this.rf(),this.rf=null);{const t=this.Hf.bind(this),n=this.mf.bind(this);this.rf=()=&gt;{i.removeEventListener(&quot;mousemove&quot;,t),i.removeEventListener(&quot;mouseup&quot;,n)},i.addEventListener(&quot;mousemove&quot;,t),i.addEventListener(&quot;mouseup&quot;,n)}if(this.cf=!0,this.wf(t))return;const n=this.gf(t);this.Tf(n,this.kf.tv),this.Hd||(this.jd=0,this.Hd=setTimeout(this.Rf.bind(this),500),this.$d=gs(t))}Of(){this.Df.addEventListener(&quot;mouseenter&quot;,this.Bf.bind(this)),this.Df.addEventListener(&quot;touchcancel&quot;,this.Af.bind(this));{const 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0===this.kf.hv||(this.Df.addEventListener(&quot;touchstart&quot;,(t=&gt;this.lv(t.touches)),{passive:!0}),this.Df.addEventListener(&quot;touchmove&quot;,(t=&gt;{if(2===t.touches.length&amp;&amp;null!==this.lf&amp;&amp;void 0!==this.kf.rv){const i=bs(t.touches[0],t.touches[1])/this.af;this.kf.rv(this.lf,i),ws(t)}}),{passive:!1}),this.Df.addEventListener(&quot;touchend&quot;,(t=&gt;{this.lv(t.touches)})))}lv(t){1===t.length&amp;&amp;(this._f=!1),2!==t.length||this._f||this.Kd?this.av():this.ov(t)}ov(t){const i=this.Df.getBoundingClientRect()||{left:0,top:0};this.lf={nt:(t[0].clientX-i.left+(t[1].clientX-i.left))/2,st:(t[0].clientY-i.top+(t[1].clientY-i.top))/2},this.af=bs(t[0],t[1]),void 0!==this.kf.ev&amp;&amp;this.kf.ev(),this.Af()}av(){null!==this.lf&amp;&amp;(this.lf=null,void 0!==this.kf.hv&amp;&amp;this.kf.hv())}nv(t){if(this.ef&amp;&amp;this.ef(),this.wf(t))return;if(!this.vf)return;const i=this.gf(t);this.Tf(i,this.kf._v),this.vf=!hs()}Gf(t){const i=xs(t.touches,f(this.ff));if(null===i)return;const n=this.gf(t,i);this.Sf(n,this.kf.uv),this.tf=!0,this.Kd=!0}wf(t){return t.sourceCapabilities&amp;&amp;void 0!==t.sourceCapabilities.firesTouchEvents?t.sourceCapabilities.firesTouchEvents:Ms(t)&lt;this.df+500}Sf(t,i){i&amp;&amp;i.call(this.kf,t)}Tf(t,i){i&amp;&amp;i.call(this.kf,t)}gf(t,i){const n=i||t,s=this.Df.getBoundingClientRect()||{left:0,top:0};return{clientX:n.clientX,clientY:n.clientY,pageX:n.pageX,pageY:n.pageY,screenX:n.screenX,screenY:n.screenY,localX:n.clientX-s.left,localY:n.clientY-s.top,ctrlKey:t.ctrlKey,altKey:t.altKey,shiftKey:t.shiftKey,metaKey:t.metaKey,cv:!t.type.startsWith(&quot;mouse&quot;)&amp;&amp;&quot;contextmenu&quot;!==t.type&amp;&amp;&quot;click&quot;!==t.type,dv:t.type,fv:n.target,vv:t.view,pv:()=&gt;{&quot;touchstart&quot;!==t.type&amp;&amp;ws(t)}}}}function bs(t,i){const n=t.clientX-i.clientX,s=t.clientY-i.clientY;return Math.sqrt(n*n+s*s)}function ws(t){t.cancelable&amp;&amp;t.preventDefault()}function gs(t){return{nt:t.pageX,st:t.pageY}}function Ms(t){return t.timeStamp||performance.now()}function xs(t,i){for(let n=0;n&lt;t.length;++n)if(t[n].identifier===i)return t[n];return null}function Ss(t){return{Ec:t.Ec,mv:{mr:t.bv.externalId},wv:t.bv.cursorStyle}}function ys(t,i,n){for(const s of t){const t=s.gt();if(null!==t&amp;&amp;t.pr){const e=t.pr(i,n);if(null!==e)return{vv:s,mv:e}}}return null}function ks(t,i){return n=&gt;{var s,e,r,h;return(null!==(e=null===(s=n.Dt())||void 0===s?void 0:s.xa())&amp;&amp;void 0!==e?e:&quot;&quot;)!==i?[]:null!==(h=null===(r=n.la)||void 0===r?void 0:r.call(n,t))&amp;&amp;void 0!==h?h:[]}}class Cs{constructor(t,i,n,s){this.Ei=null,this.gv=null,this.Mv=!1,this.xv=new 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r=this.Vv.canvasElement;r.style.position=&quot;absolute&quot;,r.style.zIndex=&quot;2&quot;,r.style.left=&quot;0&quot;,r.style.top=&quot;0&quot;;const h={tv:this.zv.bind(this),Jf:this.zv.bind(this),$f:this.Ev.bind(this),jf:this.Ev.bind(this),iv:this.Iv.bind(this),Xf:this.Lv.bind(this),qf:this.Lv.bind(this),Pf:this.Nv.bind(this),yf:this.Nv.bind(this),zf:this.Fv.bind(this),_v:this.Wv.bind(this)};this.jv=new ms(this.Vv.canvasElement,h,{Ff:()=&gt;!this._n.handleScroll.vertTouchDrag,Wf:()=&gt;!0})}S(){this.jv.S(),this.Vv.unsubscribeSuggestedBitmapSizeChanged(this.Tv),cs(this.Vv.canvasElement),this.Vv.dispose(),this.Bv.unsubscribeSuggestedBitmapSizeChanged(this.kv),cs(this.Bv.canvasElement),this.Bv.dispose(),null!==this.Ei&amp;&amp;this.Ei.$o().p(this),this.Ei=null}Hv(){return this.Av}P(){return this.mo.fontSize}$v(){const t=this.kc.W();return this.Zr!==t.R&amp;&amp;(this.xv.Qe(),this.Zr=t.R),t}Uv(){if(null===this.Ei)return 0;let t=0;const 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f(this.gv).width}Zi(t){this.Ei!==t&amp;&amp;(null!==this.Ei&amp;&amp;this.Ei.$o().p(this),this.Ei=t,t.$o().l(this.ao.bind(this),this))}Dt(){return this.Ei}Qe(){const t=this.Qi.Zv();this.Qi.Cv().$t().A_(t,f(this.Dt()))}Gv(t){if(null===this.gv)return;if(1!==t){this.Jv(),this.Bv.applySuggestedBitmapSize();const t=ss(this.Bv);null!==t&amp;&amp;(t.useBitmapCoordinateSpace((t=&gt;{this.Qv(t),this.Ae(t)})),this.Qi.tp(t,this.Ov),this.ip(t),this.Qi.tp(t,this.Rv),this.np(t))}this.Vv.applySuggestedBitmapSize();const i=ss(this.Vv);null!==i&amp;&amp;(i.useBitmapCoordinateSpace((({context:t,bitmapSize:i})=&gt;{t.clearRect(0,0,i.width,i.height)})),this.sp(i),this.Qi.tp(i,this.Dv))}ep(){return this.Bv.bitmapSize}rp(t,i,n){const s=this.ep();s.width&gt;0&amp;&amp;s.height&gt;0&amp;&amp;t.drawImage(this.Bv.canvasElement,i,n)}bt(){var t;null===(t=this.Ei)||void 0===t||t.Ia()}zv(t){if(null===this.Ei||this.Ei.Li()||!this._n.handleScale.axisPressedMouseMove.price)return;const 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s=t.filter((t=&gt;t.Si()&lt;=n)),e=t.filter((t=&gt;t.Si()&gt;n));s.sort(((t,i)=&gt;i.Si()-t.Si())),s.length&amp;&amp;e.length&amp;&amp;e.push(s[0]),e.sort(((t,i)=&gt;t.Si()-i.Si()));for(const n of t){const t=Math.floor(n.Vt(i)/2),s=n.Si();s&gt;-t&amp;&amp;s&lt;t&amp;&amp;n.Oi(t),s&gt;this.gv.height-t&amp;&amp;s&lt;this.gv.height+t&amp;&amp;n.Oi(this.gv.height-t)}for(let t=1;t&lt;s.length;t++){const n=s[t],e=s[t-1],r=e.Vt(i,!1),h=n.Si(),l=e.Di();h&gt;l-r&amp;&amp;n.Oi(l-r)}for(let t=1;t&lt;e.length;t++){const n=e[t],s=e[t-1],r=s.Vt(i,!0),h=n.Si(),l=s.Di();h&lt;l+r&amp;&amp;n.Oi(l+r)}}np(t){if(null===this.gv)return;const i=this.Yv(),n=this.$v(),s=this.Pv?&quot;right&quot;:&quot;left&quot;;i.forEach((i=&gt;{if(i.Bi()){i.gt(f(this.Ei)).K(t,n,this.xv,s)}}))}sp(t){if(null===this.gv||null===this.Ei)return;const i=this.Qi.Cv().$t(),n=[],s=this.Qi.Zv(),e=i.Wc().Tn(s,this.Ei);e.length&amp;&amp;n.push(e);const r=this.$v(),h=this.Pv?&quot;right&quot;:&quot;left&quot;;n.forEach((i=&gt;{i.forEach((i=&gt;{i.gt(f(this.Ei)).K(t,r,this.xv,h)}))}))}hp(t){this.Av.style.cursor=1===t?&quot;ns-resize&quot;:&quot;default&quot;}ao(){const t=this.Uv();this.Sv&lt;t&amp;&amp;this.Qi.Cv().$t().$l(),this.Sv=t}qv(){return z(this.mo.fontSize,this.mo.fontFamily)}}function Ts(t,i){var n,s;return null!==(s=null===(n=t.ra)||void 0===n?void 0:n.call(t,i))&amp;&amp;void 0!==s?s:[]}function Ps(t,i){var n,s;return null!==(s=null===(n=t.Cn)||void 0===n?void 0:n.call(t,i))&amp;&amp;void 0!==s?s:[]}function Rs(t,i){var n,s;return null!==(s=null===(n=t.Gi)||void 0===n?void 0:n.call(t,i))&amp;&amp;void 0!==s?s:[]}function Ds(t,i){var n,s;return null!==(s=null===(n=t.na)||void 0===n?void 0:n.call(t,i))&amp;&amp;void 0!==s?s:[]}class Os{constructor(t,i){this.gv=Gn({width:0,height:0}),this.ap=null,this.op=null,this._p=null,this.up=!1,this.cp=new k,this.dp=new k,this.fp=0,this.vp=!1,this.pp=null,this.mp=!1,this.bp=null,this.wp=null,this.yv=!1,this.kv=()=&gt;{this.yv||null===this.gp||this.Hi().Nh()},this.Tv=()=&gt;{this.yv||null===this.gp||this.Hi().Nh()},this.Mp=t,this.gp=i,this.gp.z_().l(this.xp.bind(this),this,!0),this.Sp=document.createElement(&quot;td&quot;),this.Sp.style.padding=&quot;0&quot;,this.Sp.style.position=&quot;relative&quot;;const n=document.createElement(&quot;div&quot;);n.style.width=&quot;100%&quot;,n.style.height=&quot;100%&quot;,n.style.position=&quot;relative&quot;,n.style.overflow=&quot;hidden&quot;,this.yp=document.createElement(&quot;td&quot;),this.yp.style.padding=&quot;0&quot;,this.kp=document.createElement(&quot;td&quot;),this.kp.style.padding=&quot;0&quot;,this.Sp.appendChild(n),this.Bv=us(n,Gn({width:16,height:16})),this.Bv.subscribeSuggestedBitmapSizeChanged(this.kv);const s=this.Bv.canvasElement;s.style.position=&quot;absolute&quot;,s.style.zIndex=&quot;1&quot;,s.style.left=&quot;0&quot;,s.style.top=&quot;0&quot;,this.Vv=us(n,Gn({width:16,height:16})),this.Vv.subscribeSuggestedBitmapSizeChanged(this.Tv);const e=this.Vv.canvasElement;e.style.position=&quot;absolute&quot;,e.style.zIndex=&quot;2&quot;,e.style.left=&quot;0&quot;,e.style.top=&quot;0&quot;,this.Cp=document.createElement(&quot;tr&quot;),this.Cp.appendChild(this.yp),this.Cp.appendChild(this.Sp),this.Cp.appendChild(this.kp),this.Tp(),this.jv=new ms(this.Vv.canvasElement,this,{Ff:()=&gt;null===this.pp&amp;&amp;!this.Mp.W().handleScroll.vertTouchDrag,Wf:()=&gt;null===this.pp&amp;&amp;!this.Mp.W().handleScroll.horzTouchDrag})}S(){null!==this.ap&amp;&amp;this.ap.S(),null!==this.op&amp;&amp;this.op.S(),this.Vv.unsubscribeSuggestedBitmapSizeChanged(this.Tv),cs(this.Vv.canvasElement),this.Vv.dispose(),this.Bv.unsubscribeSuggestedBitmapSizeChanged(this.kv),cs(this.Bv.canvasElement),this.Bv.dispose(),null!==this.gp&amp;&amp;this.gp.z_().p(this),this.jv.S()}Zv(){return f(this.gp)}Pp(t){null!==this.gp&amp;&amp;this.gp.z_().p(this),this.gp=t,null!==this.gp&amp;&amp;this.gp.z_().l(Os.prototype.xp.bind(this),this,!0),this.Tp()}Cv(){return this.Mp}Hv(){return this.Cp}Tp(){if(null!==this.gp&amp;&amp;(this.Rp(),0!==this.Hi().wt().length)){if(null!==this.ap){const t=this.gp.S_();this.ap.Zi(f(t))}if(null!==this.op){const t=this.gp.y_();this.op.Zi(f(t))}}}Dp(){null!==this.ap&amp;&amp;this.ap.bt(),null!==this.op&amp;&amp;this.op.bt()}v_(){return null!==this.gp?this.gp.v_():0}p_(t){this.gp&amp;&amp;this.gp.p_(t)}zf(t){if(!this.gp)return;this.Op();const i=t.localX,n=t.localY;this.Ap(i,n,t)}tv(t){this.Op(),this.Bp(),this.Ap(t.localX,t.localY,t)}Ef(t){var i;if(!this.gp)return;this.Op();const n=t.localX,s=t.localY;this.Ap(n,s,t);const e=this.pr(n,s);this.Mp.Vp(null!==(i=null==e?void 0:e.wv)&amp;&amp;void 0!==i?i:null),this.Hi().zc(e&amp;&amp;{Ec:e.Ec,mv:e.mv})}Kf(t){null!==this.gp&amp;&amp;(this.Op(),this.zp(t))}Pf(t){null!==this.gp&amp;&amp;this.Ep(this.dp,t)}yf(t){this.Pf(t)}$f(t){this.Op(),this.Ip(t),this.Ap(t.localX,t.localY,t)}Xf(t){null!==this.gp&amp;&amp;(this.Op(),this.vp=!1,this.Lp(t))}Yf(t){null!==this.gp&amp;&amp;this.zp(t)}uv(t){if(this.vp=!0,null===this.pp){const i={x:t.localX,y:t.localY};this.Np(i,i,t)}}_v(t){null!==this.gp&amp;&amp;(this.Op(),this.gp.$t().zc(null),this.Fp())}Wp(){return this.cp}jp(){return this.dp}ev(){this.fp=1,this.Hi().Hn()}rv(t,i){if(!this.Mp.W().handleScale.pinch)return;const n=5*(i-this.fp);this.fp=i,this.Hi().qc(t.nt,n)}Jf(t){this.vp=!1,this.mp=null!==this.pp,this.Bp();const i=this.Hi().Wc();null!==this.pp&amp;&amp;i.kt()&amp;&amp;(this.bp={x:i.Yt(),y:i.Xt()},this.pp={x:t.localX,y:t.localY})}jf(t){if(null===this.gp)return;const i=t.localX,n=t.localY;if(null===this.pp)this.Ip(t);else{this.mp=!1;const s=f(this.bp),e=s.x+(i-this.pp.x),r=s.y+(n-this.pp.y);this.Ap(e,r,t)}}qf(t){0===this.Cv().W().trackingMode.exitMode&amp;&amp;(this.mp=!0),this.Hp(),this.Lp(t)}pr(t,i){const n=this.gp;return null===n?null:function(t,i,n){const s=t.No(),e=function(t,i,n){var s,e;let r,h;for(const o of t){const t=null!==(e=null===(s=o.oa)||void 0===s?void 0:s.call(o,i,n))&amp;&amp;void 0!==e?e:[];for(const i of t)l=i.zOrder,(!(a=null==r?void 0:r.zOrder)||&quot;top&quot;===l&amp;&amp;&quot;top&quot;!==a||&quot;normal&quot;===l&amp;&amp;&quot;bottom&quot;===a)&amp;&amp;(r=i,h=o)}var l,a;return r&amp;&amp;h?{bv:r,Ec:h}:null}(s,i,n);if(&quot;top&quot;===(null==e?void 0:e.bv.zOrder))return Ss(e);for(const r of s){if(e&amp;&amp;e.Ec===r&amp;&amp;&quot;bottom&quot;!==e.bv.zOrder&amp;&amp;!e.bv.isBackground)return Ss(e);const s=ys(r.Cn(t),i,n);if(null!==s)return{Ec:r,vv:s.vv,mv:s.mv};if(e&amp;&amp;e.Ec===r&amp;&amp;&quot;bottom&quot;!==e.bv.zOrder&amp;&amp;e.bv.isBackground)return Ss(e)}return(null==e?void 0:e.bv)?Ss(e):null}(n,t,i)}$p(t,i){f(&quot;left&quot;===i?this.ap:this.op).Xv(Gn({width:t,height:this.gv.height}))}Up(){return this.gv}Xv(t){Jn(this.gv,t)||(this.gv=t,this.yv=!0,this.Bv.resizeCanvasElement(t),this.Vv.resizeCanvasElement(t),this.yv=!1,this.Sp.style.width=t.width+&quot;px&quot;,this.Sp.style.height=t.height+&quot;px&quot;)}qp(){const t=f(this.gp);t.x_(t.S_()),t.x_(t.y_());for(const i of t.Ta())if(t.ur(i)){const n=i.Dt();null!==n&amp;&amp;t.x_(n),i.Rn()}}ep(){return this.Bv.bitmapSize}rp(t,i,n){const s=this.ep();s.width&gt;0&amp;&amp;s.height&gt;0&amp;&amp;t.drawImage(this.Bv.canvasElement,i,n)}Gv(t){if(0===t)return;if(null===this.gp)return;if(t&gt;1&amp;&amp;this.qp(),null!==this.ap&amp;&amp;this.ap.Gv(t),null!==this.op&amp;&amp;this.op.Gv(t),1!==t){this.Bv.applySuggestedBitmapSize();const t=ss(this.Bv);null!==t&amp;&amp;(t.useBitmapCoordinateSpace((t=&gt;{this.Qv(t)})),this.gp&amp;&amp;(this.Yp(t,Ts),this.Xp(t),this.Kp(t),this.Yp(t,Ps),this.Yp(t,Rs)))}this.Vv.applySuggestedBitmapSize();const i=ss(this.Vv);null!==i&amp;&amp;(i.useBitmapCoordinateSpace((({context:t,bitmapSize:i})=&gt;{t.clearRect(0,0,i.width,i.height)})),this.Zp(i),this.Yp(i,Ds))}Gp(){return this.ap}Jp(){return this.op}tp(t,i){this.Yp(t,i)}xp(){null!==this.gp&amp;&amp;this.gp.z_().p(this),this.gp=null}zp(t){this.Ep(this.cp,t)}Ep(t,i){const n=i.localX,s=i.localY;t.M()&amp;&amp;t.m(this.Hi().St().Bu(n),{x:n,y:s},i)}Qv({context:t,bitmapSize:i}){const{width:n,height:s}=i,e=this.Hi(),r=e.q(),h=e._d();r===h?q(t,0,0,n,s,h):Z(t,0,0,n,s,r,h)}Xp(t){const i=f(this.gp).E_().Fh().gt();null!==i&amp;&amp;i.K(t,!1)}Kp(t){const i=this.Hi().Fc();this.Qp(t,Ps,ds,i),this.Qp(t,Ps,fs,i)}Zp(t){this.Qp(t,Ps,fs,this.Hi().Wc())}Yp(t,i){const n=f(this.gp).No();for(const s of n)this.Qp(t,i,ds,s);for(const s of n)this.Qp(t,i,fs,s)}Qp(t,i,n,s){const e=f(this.gp),r=e.$t().Vc(),h=null!==r&amp;&amp;r.Ec===s,l=null!==r&amp;&amp;h&amp;&amp;void 0!==r.mv?r.mv.br:void 0;vs(i,(i=&gt;n(i,t,h,l)),s,e)}Rp(){if(null===this.gp)return;const t=this.Mp,i=this.gp.S_().W().visible,n=this.gp.y_().W().visible;i||null===this.ap||(this.yp.removeChild(this.ap.Hv()),this.ap.S(),this.ap=null),n||null===this.op||(this.kp.removeChild(this.op.Hv()),this.op.S(),this.op=null);const s=t.$t().ed();i&amp;&amp;null===this.ap&amp;&amp;(this.ap=new Cs(this,t.W(),s,&quot;left&quot;),this.yp.appendChild(this.ap.Hv())),n&amp;&amp;null===this.op&amp;&amp;(this.op=new Cs(this,t.W(),s,&quot;right&quot;),this.kp.appendChild(this.op.Hv()))}tm(t){return t.cv&amp;&amp;this.vp||null!==this.pp}im(t){return Math.max(0,Math.min(t,this.gv.width-1))}nm(t){return Math.max(0,Math.min(t,this.gv.height-1))}Ap(t,i,n){this.Hi().Qc(this.im(t),this.nm(i),n,f(this.gp))}Fp(){this.Hi().nd()}Hp(){this.mp&amp;&amp;(this.pp=null,this.Fp())}Np(t,i,n){this.pp=t,this.mp=!1,this.Ap(i.x,i.y,n);const s=this.Hi().Wc();this.bp={x:s.Yt(),y:s.Xt()}}Hi(){return this.Mp.$t()}Lp(t){if(!this.up)return;const i=this.Hi(),n=this.Zv();if(i.D_(n,n.dn()),this._p=null,this.up=!1,i.Zc(),null!==this.wp){const t=performance.now(),n=i.St();this.wp.Pr(n.Iu(),t),this.wp.Yu(t)||i.qn(this.wp)}}Op(){this.pp=null}Bp(){if(!this.gp)return;if(this.Hi().Hn(),document.activeElement!==document.body&amp;&amp;document.activeElement!==document.documentElement)f(document.activeElement).blur();else{const t=document.getSelection();null!==t&amp;&amp;t.removeAllRanges()}!this.gp.dn().Li()&amp;&amp;this.Hi().St().Li()}Ip(t){if(null===this.gp)return;const i=this.Hi(),n=i.St();if(n.Li())return;const s=this.Mp.W(),e=s.handleScroll,r=s.kineticScroll;if((!e.pressedMouseMove||t.cv)&amp;&amp;(!e.horzTouchDrag&amp;&amp;!e.vertTouchDrag||!t.cv))return;const h=this.gp.dn(),l=performance.now();if(null!==this._p||this.tm(t)||(this._p={x:t.clientX,y:t.clientY,kd:l,sm:t.localX,rm:t.localY}),null!==this._p&amp;&amp;!this.up&amp;&amp;(this._p.x!==t.clientX||this._p.y!==t.clientY)){if(t.cv&amp;&amp;r.touch||!t.cv&amp;&amp;r.mouse){const t=n.ee();this.wp=new _s(.2/t,7/t,.997,15/t),this.wp.Fd(n.Iu(),this._p.kd)}else 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this.gv}Xv(t){Jn(this.gv,t)||(this.gv=t,this.Bv.resizeCanvasElement(t),this.Av.style.width=`${t.width}px`,this.Av.style.height=`${t.height}px`,this.ft=!0)}Gv(t){if(t&lt;3&amp;&amp;!this.ft)return;if(0===this.gv.width||0===this.gv.height)return;this.ft=!1,this.Bv.applySuggestedBitmapSize();const i=ss(this.Bv);null!==i&amp;&amp;i.useBitmapCoordinateSpace((t=&gt;{this.Qv(t),this.Ae(t)}))}ep(){return this.Bv.bitmapSize}rp(t,i,n){const s=this.ep();s.width&gt;0&amp;&amp;s.height&gt;0&amp;&amp;t.drawImage(this.Bv.canvasElement,i,n)}Ae({context:t,bitmapSize:i,horizontalPixelRatio:n,verticalPixelRatio:s}){if(!this.hm())return;t.fillStyle=this._n.timeScale.borderColor;const e=Math.floor(this.kc.W().C*n),r=Math.floor(this.kc.W().C*s),h=this.Pv?i.width-e:0;t.fillRect(h,0,e,r)}Qv({context:t,bitmapSize:i}){q(t,0,0,i.width,i.height,this.lm())}}function Bs(t){return i=&gt;{var n,s;return null!==(s=null===(n=i.aa)||void 0===n?void 0:n.call(i,t))&amp;&amp;void 0!==s?s:[]}}const Vs=Bs(&quot;normal&quot;),zs=Bs(&quot;top&quot;),Es=Bs(&quot;bottom&quot;);class Is{constructor(t,i){this.am=null,this.om=null,this.k=null,this._m=!1,this.gv=Gn({width:0,height:0}),this.um=new k,this.xv=new Jt(5),this.yv=!1,this.kv=()=&gt;{this.yv||this.Mp.$t().Nh()},this.Tv=()=&gt;{this.yv||this.Mp.$t().Nh()},this.Mp=t,this.N_=i,this._n=t.W().layout,this.dm=document.createElement(&quot;tr&quot;),this.fm=document.createElement(&quot;td&quot;),this.fm.style.padding=&quot;0&quot;,this.vm=document.createElement(&quot;td&quot;),this.vm.style.padding=&quot;0&quot;,this.Av=document.createElement(&quot;td&quot;),this.Av.style.height=&quot;25px&quot;,this.Av.style.padding=&quot;0&quot;,this.pm=document.createElement(&quot;div&quot;),this.pm.style.width=&quot;100%&quot;,this.pm.style.height=&quot;100%&quot;,this.pm.style.position=&quot;relative&quot;,this.pm.style.overflow=&quot;hidden&quot;,this.Av.appendChild(this.pm),this.Bv=us(this.pm,Gn({width:16,height:16})),this.Bv.subscribeSuggestedBitmapSizeChanged(this.kv);const 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Object.assign(Object.assign({},t.We),{time:i})}const de={vertLine:{color:&quot;#9598A1&quot;,width:1,style:3,visible:!0,labelVisible:!0,labelBackgroundColor:&quot;#131722&quot;},horzLine:{color:&quot;#9598A1&quot;,width:1,style:3,visible:!0,labelVisible:!0,labelBackgroundColor:&quot;#131722&quot;},mode:1},fe={vertLines:{color:&quot;#D6DCDE&quot;,style:0,visible:!0},horzLines:{color:&quot;#D6DCDE&quot;,style:0,visible:!0}},ve={background:{type:&quot;solid&quot;,color:&quot;#FFFFFF&quot;},textColor:&quot;#191919&quot;,fontSize:12,fontFamily:V},pe={autoScale:!0,mode:0,invertScale:!1,alignLabels:!0,borderVisible:!0,borderColor:&quot;#2B2B43&quot;,entireTextOnly:!1,visible:!1,ticksVisible:!1,scaleMargins:{bottom:.1,top:.2},minimumWidth:0},me={rightOffset:0,barSpacing:6,minBarSpacing:.5,fixLeftEdge:!1,fixRightEdge:!1,lockVisibleTimeRangeOnResize:!1,rightBarStaysOnScroll:!1,borderVisible:!0,borderColor:&quot;#2B2B43&quot;,visible:!0,timeVisible:!1,secondsVisible:!0,shiftVisibleRangeOnNewBar:!0,allowShiftVisibleRangeOnWhitespaceReplacement:!1,ticksVisible:!1,uniformDistribution:!1,minimumHeight:0,allowBoldLabels:!0},be={color:&quot;rgba(0, 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i=this._listeners.find((i=&gt;i.name===t&amp;&amp;i.listener===e));this._listeners.splice(this._listeners.indexOf(i),1)}_handleHoverInteraction(t){if(this._latestHoverPoint=t.point,h._mouseIsDown)this._handleDragInteraction(t);else if(this._mouseIsOverDrawing(t)){if(this._state!=l.NONE)return;this._moveToState(l.HOVERING),h.hoveredObject=h.lastHoveredObject=this}else{if(this._state==l.NONE)return;this._moveToState(l.NONE),h.hoveredObject===this&amp;&amp;(h.hoveredObject=null)}}static _eventToPoint(t,e){if(!e||!t.point||!t.logical)return null;const i=e.coordinateToPrice(t.point.y);return null==i?null:{time:t.time||null,logical:t.logical,price:i.valueOf()}}static _getDiff(t,e){return{logical:t.logical-e.logical,price:t.price-e.price}}_addDiffToPoint(t,e,i){t&amp;&amp;(t.logical=t.logical+e,t.price=t.price+i,t.time=this.series.dataByIndex(t.logical)?.time||null)}_handleMouseDownInteraction=()=&gt;{h._mouseIsDown=!0,this._onMouseDown()};_handleMouseUpInteraction=()=&gt;{h._mouseIsDown=!1,this._moveToState(l.HOVERING)};_handleDragInteraction(t){if(this._state!=l.DRAGGING&amp;&amp;this._state!=l.DRAGGINGP1&amp;&amp;this._state!=l.DRAGGINGP2&amp;&amp;this._state!=l.DRAGGINGP3&amp;&amp;this._state!=l.DRAGGINGP4)return;const e=h._eventToPoint(t,this.series);if(!e)return;this._startDragPoint=this._startDragPoint||e;const i=h._getDiff(e,this._startDragPoint);this._onDrag(i),this.requestUpdate(),this._startDragPoint=e}}class d{_options;constructor(t){this._options=t}}class c extends d{_p1;_p2;_hovered;constructor(t,e,i,s){super(i),this._p1=t,this._p2=e,this._hovered=s}_getScaledCoordinates(t){return null===this._p1.x||null===this._p1.y||null===this._p2.x||null===this._p2.y?null:{x1:Math.round(this._p1.x*t.horizontalPixelRatio),y1:Math.round(this._p1.y*t.verticalPixelRatio),x2:Math.round(this._p2.x*t.horizontalPixelRatio),y2:Math.round(this._p2.y*t.verticalPixelRatio)}}_drawEndCircle(t,e,i){t.context.fillStyle=&quot;#000&quot;,t.context.beginPath(),t.context.arc(e,i,9,0,2*Math.PI),t.context.stroke(),t.context.fill()}}function p(t,i){const s={[e.LineStyle.Solid]:[],[e.LineStyle.Dotted]:[t.lineWidth,t.lineWidth],[e.LineStyle.Dashed]:[2*t.lineWidth,2*t.lineWidth],[e.LineStyle.LargeDashed]:[6*t.lineWidth,6*t.lineWidth],[e.LineStyle.SparseDotted]:[t.lineWidth,4*t.lineWidth]}[i];t.setLineDash(s)}class u extends d{_point={x:null,y:null};constructor(t,e){super(e),this._point=t}draw(t){t.useBitmapCoordinateSpace((t=&gt;{if(null==this._point.y)return;const e=t.context,i=Math.round(this._point.y*t.verticalPixelRatio),s=this._point.x?this._point.x*t.horizontalPixelRatio:0;e.lineWidth=this._options.width,e.strokeStyle=this._options.lineColor,p(e,this._options.lineStyle),e.beginPath(),e.moveTo(s,i),e.lineTo(t.bitmapSize.width,i),e.stroke()}))}}class _{_source;constructor(t){this._source=t}}class m extends _{_p1={x:null,y:null};_p2={x:null,y:null};_source;constructor(t){super(t),this._source=t}update(){if(!this._source.p1||!this._source.p2)return;const t=this._source.series,e=t.priceToCoordinate(this._source.p1.price),i=t.priceToCoordinate(this._source.p2.price),s=this._getX(this._source.p1),o=this._getX(this._source.p2);this._p1={x:s,y:e},this._p2={x:o,y:i}}_getX(t){return this._source.chart.timeScale().logicalToCoordinate(t.logical)}}class v extends _{_source;_point={x:null,y:null};constructor(t){super(t),this._source=t}update(){const t=this._source._point,e=this._source.chart.timeScale(),i=this._source.series;&quot;RayLine&quot;==this._source._type&amp;&amp;(this._point.x=t.time?e.timeToCoordinate(t.time):e.logicalToCoordinate(t.logical)),this._point.y=i.priceToCoordinate(t.price)}renderer(){return new u(this._point,this._source._options)}}class g{_source;_y=null;_price=null;constructor(t){this._source=t}update(){if(!this._source.series||!this._source._point)return;this._y=this._source.series.priceToCoordinate(this._source._point.price);const t=this._source.series.options().priceFormat.precision;this._price=this._source._point.price.toFixed(t).toString()}visible(){return!0}tickVisible(){return!0}coordinate(){return this._y??0}text(){return this._source._options.text||this._price||&quot;&quot;}textColor(){return&quot;white&quot;}backColor(){return this._source._options.lineColor}}class w extends h{_type=&quot;HorizontalLine&quot;;_paneViews;_point;_callbackName;_priceAxisViews;_startDragPoint=null;constructor(t,e,i=null){super(e),this._point=t,this._point.time=null,this._paneViews=[new v(this)],this._priceAxisViews=[new g(this)],this._callbackName=i}get points(){return[this._point]}updatePoints(...t){for(const e of t)e&amp;&amp;(this._point.price=e.price);this.requestUpdate()}updateAllViews(){this._paneViews.forEach((t=&gt;t.update())),this._priceAxisViews.forEach((t=&gt;t.update()))}priceAxisViews(){return this._priceAxisViews}_moveToState(t){switch(t){case l.NONE:document.body.style.cursor=&quot;default&quot;,this._unsubscribe(&quot;mousedown&quot;,this._handleMouseDownInteraction);break;case l.HOVERING:document.body.style.cursor=&quot;pointer&quot;,this._unsubscribe(&quot;mouseup&quot;,this._childHandleMouseUpInteraction),this._subscribe(&quot;mousedown&quot;,this._handleMouseDownInteraction),this.chart.applyOptions({handleScroll:!0});break;case l.DRAGGING:document.body.style.cursor=&quot;grabbing&quot;,this._subscribe(&quot;mouseup&quot;,this._childHandleMouseUpInteraction),this.chart.applyOptions({handleScroll:!1})}this._state=t}_onDrag(t){this._addDiffToPoint(this._point,0,t.price),this.requestUpdate()}_mouseIsOverDrawing(t,e=4){if(!t.point)return!1;const i=this.series.priceToCoordinate(this._point.price);return!!i&amp;&amp;Math.abs(i-t.point.y)&lt;e}_onMouseDown(){this._startDragPoint=null;if(this._latestHoverPoint)return this._moveToState(l.DRAGGING)}_childHandleMouseUpInteraction=()=&gt;{this._handleMouseUpInteraction(),this._callbackName&amp;&amp;window.callbackFunction(`${this._callbackName}_~_${this._point.price.toFixed(8)}`)}}class y{_chart;_series;_finishDrawingCallback=null;_drawings=[];_activeDrawing=null;_isDrawing=!1;_drawingType=null;constructor(t,e,i=null){this._chart=t,this._series=e,this._finishDrawingCallback=i,this._chart.subscribeClick(this._clickHandler),this._chart.subscribeCrosshairMove(this._moveHandler)}_clickHandler=t=&gt;this._onClick(t);_moveHandler=t=&gt;this._onMouseMove(t);beginDrawing(t){this._drawingType=t,this._isDrawing=!0}stopDrawing(){this._isDrawing=!1,this._activeDrawing=null}get drawings(){return this._drawings}addNewDrawing(t){this._series.attachPrimitive(t),this._drawings.push(t)}delete(t){if(null==t)return;const e=this._drawings.indexOf(t);-1!=e&amp;&amp;(this._drawings.splice(e,1),t.detach())}clearDrawings(){for(const t of this._drawings)t.detach();this._drawings=[]}repositionOnTime(){for(const t of this.drawings){const e=[];for(const i of t.points){if(!i){e.push(i);continue}const t=i.time?this._chart.timeScale().coordinateToLogical(this._chart.timeScale().timeToCoordinate(i.time)||0):i.logical;e.push({time:i.time,logical:t,price:i.price})}t.updatePoints(...e)}}_onClick(t){if(!this._isDrawing)return;const e=h._eventToPoint(t,this._series);if(e)if(null==this._activeDrawing){if(null==this._drawingType)return;this._activeDrawing=new this._drawingType(e,e),this._series.attachPrimitive(this._activeDrawing),this._drawingType==w&amp;&amp;this._onClick(t)}else{if(this._drawings.push(this._activeDrawing),this.stopDrawing(),!this._finishDrawingCallback)return;this._finishDrawingCallback()}}_onMouseMove(t){if(!t)return;for(const e of this._drawings)e._handleHoverInteraction(t);if(!this._isDrawing||!this._activeDrawing)return;const e=h._eventToPoint(t,this._series);e&amp;&amp;this._activeDrawing.updatePoints(null,e)}}class b extends c{constructor(t,e,i,s){super(t,e,i,s)}draw(t){t.useBitmapCoordinateSpace((t=&gt;{if(null===this._p1.x||null===this._p1.y||null===this._p2.x||null===this._p2.y)return;const e=t.context,i=this._getScaledCoordinates(t);i&amp;&amp;(e.lineWidth=this._options.width,e.strokeStyle=this._options.lineColor,p(e,this._options.lineStyle),e.beginPath(),e.moveTo(i.x1,i.y1),e.lineTo(i.x2,i.y2),e.stroke(),this._hovered&amp;&amp;(this._drawEndCircle(t,i.x1,i.y1),this._drawEndCircle(t,i.x2,i.y2)))}))}}class x extends m{constructor(t){super(t)}renderer(){return new b(this._p1,this._p2,this._source._options,this._source.hovered)}}class f extends h{_paneViews=[];_hovered=!1;constructor(t,e,i){super(),this.points.push(t),this.points.push(e),this._options={...a,...i}}setFirstPoint(t){this.updatePoints(t)}setSecondPoint(t){this.updatePoints(null,t)}get p1(){return this.points[0]}get p2(){return this.points[1]}get hovered(){return this._hovered}}class C extends f{_type=&quot;TrendLine&quot;;constructor(t,e,i){super(t,e,i),this._paneViews=[new x(this)]}_moveToState(t){switch(t){case l.NONE:document.body.style.cursor=&quot;default&quot;,this._hovered=!1,this.requestUpdate(),this._unsubscribe(&quot;mousedown&quot;,this._handleMouseDownInteraction);break;case l.HOVERING:document.body.style.cursor=&quot;pointer&quot;,this._hovered=!0,this.requestUpdate(),this._subscribe(&quot;mousedown&quot;,this._handleMouseDownInteraction),this._unsubscribe(&quot;mouseup&quot;,this._handleMouseDownInteraction),this.chart.applyOptions({handleScroll:!0});break;case l.DRAGGINGP1:case l.DRAGGINGP2:case l.DRAGGING:document.body.style.cursor=&quot;grabbing&quot;,this._subscribe(&quot;mouseup&quot;,this._handleMouseUpInteraction),this.chart.applyOptions({handleScroll:!1})}this._state=t}_onDrag(t){this._state!=l.DRAGGING&amp;&amp;this._state!=l.DRAGGINGP1||this._addDiffToPoint(this.p1,t.logical,t.price),this._state!=l.DRAGGING&amp;&amp;this._state!=l.DRAGGINGP2||this._addDiffToPoint(this.p2,t.logical,t.price)}_onMouseDown(){this._startDragPoint=null;const t=this._latestHoverPoint;if(!t)return;const e=this._paneViews[0]._p1,i=this._paneViews[0]._p2;if(!(e.x&amp;&amp;i.x&amp;&amp;e.y&amp;&amp;i.y))return this._moveToState(l.DRAGGING);Math.abs(t.x-e.x)&lt;10&amp;&amp;Math.abs(t.y-e.y)&lt;10?this._moveToState(l.DRAGGINGP1):Math.abs(t.x-i.x)&lt;10&amp;&amp;Math.abs(t.y-i.y)&lt;10?this._moveToState(l.DRAGGINGP2):this._moveToState(l.DRAGGING)}_mouseIsOverDrawing(t,e=4){if(!t.point)return!1;const i=this._paneViews[0]._p1.x,s=this._paneViews[0]._p1.y,o=this._paneViews[0]._p2.x,n=this._paneViews[0]._p2.y;if(!(i&amp;&amp;o&amp;&amp;s&amp;&amp;n))return!1;const r=t.point.x,a=t.point.y;if(r&lt;=Math.min(i,o)-e||r&gt;=Math.max(i,o)+e)return!1;return Math.abs((n-s)*r-(o-i)*a+o*s-n*i)/Math.sqrt((n-s)**2+(o-i)**2)&lt;=e}}class D extends c{constructor(t,e,i,s){super(t,e,i,s)}draw(t){t.useBitmapCoordinateSpace((t=&gt;{const e=t.context,i=this._getScaledCoordinates(t);if(!i)return;e.lineWidth=this._options.width,e.strokeStyle=this._options.lineColor,p(e,this._options.lineStyle),e.fillStyle=this._options.fillColor;const s=Math.min(i.x1,i.x2),o=Math.min(i.y1,i.y2),n=Math.abs(i.x1-i.x2),r=Math.abs(i.y1-i.y2);e.strokeRect(s,o,n,r),e.fillRect(s,o,n,r),this._hovered&amp;&amp;(this._drawEndCircle(t,s,o),this._drawEndCircle(t,s+n,o),this._drawEndCircle(t,s+n,o+r),this._drawEndCircle(t,s,o+r))}))}}class E extends m{constructor(t){super(t)}renderer(){return new D(this._p1,this._p2,this._source._options,this._source.hovered)}}const k={fillEnabled:!0,fillColor:&quot;rgba(255, 255, 255, 0.2)&quot;,...a};class L extends f{_type=&quot;Box&quot;;constructor(t,e,i){super(t,e,i),this._options={...k,...i},this._paneViews=[new E(this)]}_moveToState(t){switch(t){case l.NONE:document.body.style.cursor=&quot;default&quot;,this._hovered=!1,this._unsubscribe(&quot;mousedown&quot;,this._handleMouseDownInteraction);break;case l.HOVERING:document.body.style.cursor=&quot;pointer&quot;,this._hovered=!0,this._unsubscribe(&quot;mouseup&quot;,this._handleMouseUpInteraction),this._subscribe(&quot;mousedown&quot;,this._handleMouseDownInteraction),this.chart.applyOptions({handleScroll:!0});break;case l.DRAGGINGP1:case l.DRAGGINGP2:case l.DRAGGINGP3:case l.DRAGGINGP4:case l.DRAGGING:document.body.style.cursor=&quot;grabbing&quot;,document.body.addEventListener(&quot;mouseup&quot;,this._handleMouseUpInteraction),this._subscribe(&quot;mouseup&quot;,this._handleMouseUpInteraction),this.chart.applyOptions({handleScroll:!1})}this._state=t}_onDrag(t){this._state!=l.DRAGGING&amp;&amp;this._state!=l.DRAGGINGP1||this._addDiffToPoint(this.p1,t.logical,t.price),this._state!=l.DRAGGING&amp;&amp;this._state!=l.DRAGGINGP2||this._addDiffToPoint(this.p2,t.logical,t.price),this._state!=l.DRAGGING&amp;&amp;(this._state==l.DRAGGINGP3&amp;&amp;(this._addDiffToPoint(this.p1,t.logical,0),this._addDiffToPoint(this.p2,0,t.price)),this._state==l.DRAGGINGP4&amp;&amp;(this._addDiffToPoint(this.p1,0,t.price),this._addDiffToPoint(this.p2,t.logical,0)))}_onMouseDown(){this._startDragPoint=null;const t=this._latestHoverPoint,e=this._paneViews[0]._p1,i=this._paneViews[0]._p2;if(!(e.x&amp;&amp;i.x&amp;&amp;e.y&amp;&amp;i.y))return this._moveToState(l.DRAGGING);const s=10;Math.abs(t.x-e.x)&lt;s&amp;&amp;Math.abs(t.y-e.y)&lt;s?this._moveToState(l.DRAGGINGP1):Math.abs(t.x-i.x)&lt;s&amp;&amp;Math.abs(t.y-i.y)&lt;s?this._moveToState(l.DRAGGINGP2):Math.abs(t.x-e.x)&lt;s&amp;&amp;Math.abs(t.y-i.y)&lt;s?this._moveToState(l.DRAGGINGP3):Math.abs(t.x-i.x)&lt;s&amp;&amp;Math.abs(t.y-e.y)&lt;s?this._moveToState(l.DRAGGINGP4):this._moveToState(l.DRAGGING)}_mouseIsOverDrawing(t,e=4){if(!t.point)return!1;const i=this._paneViews[0]._p1.x,s=this._paneViews[0]._p1.y,o=this._paneViews[0]._p2.x,n=this._paneViews[0]._p2.y;if(!(i&amp;&amp;o&amp;&amp;s&amp;&amp;n))return!1;const r=t.point.x,a=t.point.y,l=Math.min(i,o),h=Math.min(s,n),d=Math.abs(i-o),c=Math.abs(s-n),p=e/2;return r&gt;l-p&amp;&amp;r&lt;l+d+p&amp;&amp;a&gt;h-p&amp;&amp;a&lt;h+c+p}}class S{colorOption;static colors=[&quot;#EBB0B0&quot;,&quot;#E9CEA1&quot;,&quot;#E5DF80&quot;,&quot;#ADEB97&quot;,&quot;#A3C3EA&quot;,&quot;#D8BDED&quot;,&quot;#E15F5D&quot;,&quot;#E1B45F&quot;,&quot;#E2D947&quot;,&quot;#4BE940&quot;,&quot;#639AE1&quot;,&quot;#D7A0E8&quot;,&quot;#E42C2A&quot;,&quot;#E49D30&quot;,&quot;#E7D827&quot;,&quot;#3CFF0A&quot;,&quot;#3275E4&quot;,&quot;#B06CE3&quot;,&quot;#F3000D&quot;,&quot;#EE9A14&quot;,&quot;#F1DA13&quot;,&quot;#2DFC0F&quot;,&quot;#1562EE&quot;,&quot;#BB00EF&quot;,&quot;#B50911&quot;,&quot;#E3860E&quot;,&quot;#D2BD11&quot;,&quot;#48DE0E&quot;,&quot;#1455B4&quot;,&quot;#6E009F&quot;,&quot;#7C1713&quot;,&quot;#B76B12&quot;,&quot;#8D7A13&quot;,&quot;#479C12&quot;,&quot;#165579&quot;,&quot;#51007E&quot;];_div;saveDrawings;opacity=0;_opacitySlider;_opacityLabel;rgba;constructor(t,e){this.colorOption=e,this.saveDrawings=t,this._div=document.createElement(&quot;div&quot;),this._div.classList.add(&quot;color-picker&quot;);let i=document.createElement(&quot;div&quot;);i.style.margin=&quot;10px&quot;,i.style.display=&quot;flex&quot;,i.style.flexWrap=&quot;wrap&quot;,S.colors.forEach((t=&gt;i.appendChild(this.makeColorBox(t))));let s=document.createElement(&quot;div&quot;);s.style.backgroundColor=window.pane.borderColor,s.style.height=&quot;1px&quot;,s.style.width=&quot;130px&quot;;let o=document.createElement(&quot;div&quot;);o.style.margin=&quot;10px&quot;;let n=document.createElement(&quot;div&quot;);n.style.color=&quot;lightgray&quot;,n.style.fontSize=&quot;12px&quot;,n.innerText=&quot;Opacity&quot;,this._opacityLabel=document.createElement(&quot;div&quot;),this._opacityLabel.style.color=&quot;lightgray&quot;,this._opacityLabel.style.fontSize=&quot;12px&quot;,this._opacitySlider=document.createElement(&quot;input&quot;),this._opacitySlider.type=&quot;range&quot;,this._opacitySlider.value=(100*this.opacity).toString(),this._opacityLabel.innerText=this._opacitySlider.value+&quot;%&quot;,this._opacitySlider.oninput=()=&gt;{this._opacityLabel.innerText=this._opacitySlider.value+&quot;%&quot;,this.opacity=parseInt(this._opacitySlider.value)/100,this.updateColor()},o.appendChild(n),o.appendChild(this._opacitySlider),o.appendChild(this._opacityLabel),this._div.appendChild(i),this._div.appendChild(s),this._div.appendChild(o),window.containerDiv.appendChild(this._div)}_updateOpacitySlider(){this._opacitySlider.value=(100*this.opacity).toString(),this._opacityLabel.innerText=this._opacitySlider.value+&quot;%&quot;}makeColorBox(t){const e=document.createElement(&quot;div&quot;);e.style.width=&quot;18px&quot;,e.style.height=&quot;18px&quot;,e.style.borderRadius=&quot;3px&quot;,e.style.margin=&quot;3px&quot;,e.style.boxSizing=&quot;border-box&quot;,e.style.backgroundColor=t,e.addEventListener(&quot;mouseover&quot;,(()=&gt;e.style.border=&quot;2px solid lightgray&quot;)),e.addEventListener(&quot;mouseout&quot;,(()=&gt;e.style.border=&quot;none&quot;));const i=S.extractRGBA(t);return e.addEventListener(&quot;click&quot;,(()=&gt;{this.rgba=i,this.updateColor()})),e}static extractRGBA(t){const e=document.createElement(&quot;div&quot;);e.style.color=t,document.body.appendChild(e);const i=getComputedStyle(e).color;document.body.removeChild(e);const s=i.match(/\\d+/g)?.map(Number);if(!s)return[];let o=i.includes(&quot;rgba&quot;)?parseFloat(i.split(&quot;,&quot;)[3]):1;return[s[0],s[1],s[2],o]}updateColor(){if(!h.lastHoveredObject||!this.rgba)return;const t=`rgba(${this.rgba[0]}, ${this.rgba[1]}, ${this.rgba[2]}, ${this.opacity})`;h.lastHoveredObject.applyOptions({[this.colorOption]:t}),this.saveDrawings()}openMenu(t){h.lastHoveredObject&amp;&amp;(this.rgba=S.extractRGBA(h.lastHoveredObject._options[this.colorOption]),this.opacity=this.rgba[3],this._updateOpacitySlider(),this._div.style.top=t.top-30+&quot;px&quot;,this._div.style.left=t.right+&quot;px&quot;,this._div.style.display=&quot;flex&quot;,setTimeout((()=&gt;document.addEventListener(&quot;mousedown&quot;,(t=&gt;{this._div.contains(t.target)||this.closeMenu()}))),10))}closeMenu(){document.body.removeEventListener(&quot;click&quot;,this.closeMenu),this._div.style.display=&quot;none&quot;}}class G{static _styles=[{name:&quot;Solid&quot;,var:e.LineStyle.Solid},{name:&quot;Dotted&quot;,var:e.LineStyle.Dotted},{name:&quot;Dashed&quot;,var:e.LineStyle.Dashed},{name:&quot;Large Dashed&quot;,var:e.LineStyle.LargeDashed},{name:&quot;Sparse Dotted&quot;,var:e.LineStyle.SparseDotted}];_div;_saveDrawings;constructor(t){this._saveDrawings=t,this._div=document.createElement(&quot;div&quot;),this._div.classList.add(&quot;context-menu&quot;),G._styles.forEach((t=&gt;{this._div.appendChild(this._makeTextBox(t.name,t.var))})),window.containerDiv.appendChild(this._div)}_makeTextBox(t,e){const i=document.createElement(&quot;span&quot;);return i.classList.add(&quot;context-menu-item&quot;),i.innerText=t,i.addEventListener(&quot;click&quot;,(()=&gt;{h.lastHoveredObject?.applyOptions({lineStyle:e}),this._saveDrawings()})),i}openMenu(t){this._div.style.top=t.top-30+&quot;px&quot;,this._div.style.left=t.right+&quot;px&quot;,this._div.style.display=&quot;block&quot;,setTimeout((()=&gt;document.addEventListener(&quot;mousedown&quot;,(t=&gt;{this._div.contains(t.target)||this.closeMenu()}))),10)}closeMenu(){document.removeEventListener(&quot;click&quot;,this.closeMenu),this._div.style.display=&quot;none&quot;}}function T(t){const e=[];for(const i of t)0==e.length?e.push(i.toUpperCase()):i==i.toUpperCase()?e.push(&quot; &quot;+i):e.push(i);return e.join(&quot;&quot;)}class I{saveDrawings;drawingTool;div;hoverItem;items=[];constructor(t,e){this.saveDrawings=t,this.drawingTool=e,this._onRightClick=this._onRightClick.bind(this),this.div=document.createElement(&quot;div&quot;),this.div.classList.add(&quot;context-menu&quot;),document.body.appendChild(this.div),this.hoverItem=null,document.body.addEventListener(&quot;contextmenu&quot;,this._onRightClick)}_handleClick=t=&gt;this._onClick(t);_onClick(t){t.target&amp;&amp;(this.div.contains(t.target)||(this.div.style.display=&quot;none&quot;,document.body.removeEventListener(&quot;click&quot;,this._handleClick)))}_onRightClick(t){if(!h.hoveredObject)return;for(const t of this.items)this.div.removeChild(t);this.items=[];for(const t of Object.keys(h.hoveredObject._options)){let e;if(t.toLowerCase().includes(&quot;color&quot;))e=new S(this.saveDrawings,t);else{if(&quot;lineStyle&quot;!==t)continue;e=new G(this.saveDrawings)}let i=t=&gt;e.openMenu(t);this.menuItem(T(t),i,(()=&gt;{document.removeEventListener(&quot;click&quot;,e.closeMenu),e._div.style.display=&quot;none&quot;}))}this.separator(),this.menuItem(&quot;Delete Drawing&quot;,(()=&gt;this.drawingTool.delete(h.lastHoveredObject))),t.preventDefault(),this.div.style.left=t.clientX+&quot;px&quot;,this.div.style.top=t.clientY+&quot;px&quot;,this.div.style.display=&quot;block&quot;,document.body.addEventListener(&quot;click&quot;,this._handleClick)}menuItem(t,e,i=null){const s=document.createElement(&quot;span&quot;);s.classList.add(&quot;context-menu-item&quot;),this.div.appendChild(s);const o=document.createElement(&quot;span&quot;);if(o.innerText=t,o.style.pointerEvents=&quot;none&quot;,s.appendChild(o),i){let t=document.createElement(&quot;span&quot;);t.innerText=&quot;►&quot;,t.style.fontSize=&quot;8px&quot;,t.style.pointerEvents=&quot;none&quot;,s.appendChild(t)}if(s.addEventListener(&quot;mouseover&quot;,(()=&gt;{this.hoverItem&amp;&amp;this.hoverItem.closeAction&amp;&amp;this.hoverItem.closeAction(),this.hoverItem={elem:o,action:e,closeAction:i}})),i){let t;s.addEventListener(&quot;mouseover&quot;,(()=&gt;t=setTimeout((()=&gt;e(s.getBoundingClientRect())),100))),s.addEventListener(&quot;mouseout&quot;,(()=&gt;clearTimeout(t)))}else s.addEventListener(&quot;click&quot;,(t=&gt;{e(t),this.div.style.display=&quot;none&quot;}));this.items.push(s)}separator(){const t=document.createElement(&quot;div&quot;);t.style.width=&quot;90%&quot;,t.style.height=&quot;1px&quot;,t.style.margin=&quot;3px 0px&quot;,t.style.backgroundColor=window.pane.borderColor,this.div.appendChild(t),this.items.push(t)}}class M extends w{_type=&quot;RayLine&quot;;constructor(t,e){super({...t},e),this._point.time=t.time}updatePoints(...t){for(const e of t)e&amp;&amp;(this._point=e);this.requestUpdate()}_onDrag(t){this._addDiffToPoint(this._point,t.logical,t.price),this.requestUpdate()}_mouseIsOverDrawing(t,e=4){if(!t.point)return!1;const i=this.series.priceToCoordinate(this._point.price),s=this._point.time?this.chart.timeScale().timeToCoordinate(this._point.time):null;return!(!i||!s)&amp;&amp;(Math.abs(i-t.point.y)&lt;e&amp;&amp;t.point.x&gt;s-e)}}class N extends d{_point={x:null,y:null};constructor(t,e){super(e),this._point=t}draw(t){t.useBitmapCoordinateSpace((t=&gt;{if(null==this._point.x)return;const e=t.context,i=this._point.x*t.horizontalPixelRatio;e.lineWidth=this._options.width,e.strokeStyle=this._options.lineColor,p(e,this._options.lineStyle),e.beginPath(),e.moveTo(i,0),e.lineTo(i,t.bitmapSize.height),e.stroke()}))}}class R extends _{_source;_point={x:null,y:null};constructor(t){super(t),this._source=t}update(){const t=this._source._point,e=this._source.chart.timeScale(),i=this._source.series;this._point.x=t.time?e.timeToCoordinate(t.time):e.logicalToCoordinate(t.logical),this._point.y=i.priceToCoordinate(t.price)}renderer(){return new N(this._point,this._source._options)}}class B{_source;_x=null;constructor(t){this._source=t}update(){if(!this._source.chart||!this._source._point)return;const t=this._source._point,e=this._source.chart.timeScale();this._x=t.time?e.timeToCoordinate(t.time):e.logicalToCoordinate(t.logical)}visible(){return!!this._source._options.text}tickVisible(){return!0}coordinate(){return this._x??0}text(){return this._source._options.text||&quot;&quot;}textColor(){return&quot;white&quot;}backColor(){return this._source._options.lineColor}}class A extends h{_type=&quot;VerticalLine&quot;;_paneViews;_timeAxisViews;_point;_callbackName;_startDragPoint=null;constructor(t,e,i=null){super(e),this._point=t,this._paneViews=[new R(this)],this._callbackName=i,this._timeAxisViews=[new B(this)]}updateAllViews(){this._paneViews.forEach((t=&gt;t.update())),this._timeAxisViews.forEach((t=&gt;t.update()))}timeAxisViews(){return this._timeAxisViews}updatePoints(...t){for(const e of t)e&amp;&amp;(!e.time&amp;&amp;e.logical&amp;&amp;(e.time=this.series.dataByIndex(e.logical)?.time||null),this._point=e);this.requestUpdate()}get points(){return[this._point]}_moveToState(t){switch(t){case l.NONE:document.body.style.cursor=&quot;default&quot;,this._unsubscribe(&quot;mousedown&quot;,this._handleMouseDownInteraction);break;case l.HOVERING:document.body.style.cursor=&quot;pointer&quot;,this._unsubscribe(&quot;mouseup&quot;,this._childHandleMouseUpInteraction),this._subscribe(&quot;mousedown&quot;,this._handleMouseDownInteraction),this.chart.applyOptions({handleScroll:!0});break;case l.DRAGGING:document.body.style.cursor=&quot;grabbing&quot;,this._subscribe(&quot;mouseup&quot;,this._childHandleMouseUpInteraction),this.chart.applyOptions({handleScroll:!1})}this._state=t}_onDrag(t){this._addDiffToPoint(this._point,t.logical,0),this.requestUpdate()}_mouseIsOverDrawing(t,e=4){if(!t.point)return!1;const i=this.chart.timeScale();let s;return s=this._point.time?i.timeToCoordinate(this._point.time):i.logicalToCoordinate(this._point.logical),!!s&amp;&amp;Math.abs(s-t.point.x)&lt;e}_onMouseDown(){this._startDragPoint=null;if(this._latestHoverPoint)return this._moveToState(l.DRAGGING)}_childHandleMouseUpInteraction=()=&gt;{this._handleMouseUpInteraction(),this._callbackName&amp;&amp;window.callbackFunction(`${this._callbackName}_~_${this._point.price.toFixed(8)}`)}}class P{static TREND_SVG=&#x27;&lt;rect x=&quot;3.84&quot; y=&quot;13.67&quot; transform=&quot;matrix(0.7071 -0.7071 0.7071 0.7071 -5.9847 14.4482)&quot; width=&quot;21.21&quot; height=&quot;1.56&quot;/&gt;&lt;path d=&quot;M23,3.17L20.17,6L23,8.83L25.83,6L23,3.17z M23,7.41L21.59,6L23,4.59L24.41,6L23,7.41z&quot;/&gt;&lt;path d=&quot;M6,20.17L3.17,23L6,25.83L8.83,23L6,20.17z M6,24.41L4.59,23L6,21.59L7.41,23L6,24.41z&quot;/&gt;&#x27;;static HORZ_SVG=&#x27;&lt;rect x=&quot;4&quot; y=&quot;14&quot; width=&quot;9&quot; height=&quot;1&quot;/&gt;&lt;rect x=&quot;16&quot; y=&quot;14&quot; width=&quot;9&quot; height=&quot;1&quot;/&gt;&lt;path d=&quot;M11.67,14.5l2.83,2.83l2.83-2.83l-2.83-2.83L11.67,14.5z M15.91,14.5l-1.41,1.41l-1.41-1.41l1.41-1.41L15.91,14.5z&quot;/&gt;&#x27;;static 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width=&quot;1&quot; height=&quot;11&quot;/&gt;&lt;rect x=&quot;6&quot; y=&quot;9&quot; width=&quot;1&quot; height=&quot;11&quot;/&gt;&#x27;;static VERT_SVG=P.RAY_SVG;div;activeIcon=null;buttons=[];_commandFunctions;_handlerID;_drawingTool;constructor(t,e,i,s){this._handlerID=t,this._commandFunctions=s,this._drawingTool=new y(e,i,(()=&gt;this.removeActiveAndSave())),this.div=this._makeToolBox(),new I(this.saveDrawings,this._drawingTool),s.push((t=&gt;{if((t.metaKey||t.ctrlKey)&amp;&amp;&quot;KeyZ&quot;===t.code){const t=this._drawingTool.drawings.pop();return t&amp;&amp;this._drawingTool.delete(t),!0}return!1}))}toJSON(){const{...t}=this;return t}_makeToolBox(){let t=document.createElement(&quot;div&quot;);t.classList.add(&quot;toolbox&quot;),this.buttons.push(this._makeToolBoxElement(C,&quot;KeyT&quot;,P.TREND_SVG)),this.buttons.push(this._makeToolBoxElement(w,&quot;KeyH&quot;,P.HORZ_SVG)),this.buttons.push(this._makeToolBoxElement(M,&quot;KeyR&quot;,P.RAY_SVG)),this.buttons.push(this._makeToolBoxElement(L,&quot;KeyB&quot;,P.BOX_SVG)),this.buttons.push(this._makeToolBoxElement(A,&quot;KeyV&quot;,P.VERT_SVG,!0));for(const e of this.buttons)t.appendChild(e);return t}_makeToolBoxElement(t,e,i,s=!1){const o=document.createElement(&quot;div&quot;);o.classList.add(&quot;toolbox-button&quot;);const n=document.createElementNS(&quot;http://www.w3.org/2000/svg&quot;,&quot;svg&quot;);n.setAttribute(&quot;width&quot;,&quot;29&quot;),n.setAttribute(&quot;height&quot;,&quot;29&quot;);const r=document.createElementNS(&quot;http://www.w3.org/2000/svg&quot;,&quot;g&quot;);r.innerHTML=i,r.setAttribute(&quot;fill&quot;,window.pane.color),n.appendChild(r),o.appendChild(n);const a={div:o,group:r,type:t};return o.addEventListener(&quot;click&quot;,(()=&gt;this._onIconClick(a))),this._commandFunctions.push((t=&gt;this._handlerID===window.handlerInFocus&amp;&amp;(!(!t.altKey||t.code!==e)&amp;&amp;(t.preventDefault(),this._onIconClick(a),!0)))),1==s&amp;&amp;(n.style.transform=&quot;rotate(90deg)&quot;,n.style.transformBox=&quot;fill-box&quot;,n.style.transformOrigin=&quot;center&quot;),o}_onIconClick(t){this.activeIcon&amp;&amp;(this.activeIcon.div.classList.remove(&quot;active-toolbox-button&quot;),window.setCursor(&quot;crosshair&quot;),this._drawingTool?.stopDrawing(),this.activeIcon===t)?this.activeIcon=null:(this.activeIcon=t,this.activeIcon.div.classList.add(&quot;active-toolbox-button&quot;),window.setCursor(&quot;crosshair&quot;),this._drawingTool?.beginDrawing(this.activeIcon.type))}removeActiveAndSave=()=&gt;{window.setCursor(&quot;default&quot;),this.activeIcon&amp;&amp;this.activeIcon.div.classList.remove(&quot;active-toolbox-button&quot;),this.activeIcon=null,this.saveDrawings()};addNewDrawing(t){this._drawingTool.addNewDrawing(t)}clearDrawings(){this._drawingTool.clearDrawings()}saveDrawings=()=&gt;{const t=[];for(const e of this._drawingTool.drawings)t.push({type:e._type,points:e.points,options:e._options});const e=JSON.stringify(t);window.callbackFunction(`save_drawings${this._handlerID}_~_${e}`)};loadDrawings(t){t.forEach((t=&gt;{switch(t.type){case&quot;Box&quot;:this._drawingTool.addNewDrawing(new L(t.points[0],t.points[1],t.options));break;case&quot;TrendLine&quot;:this._drawingTool.addNewDrawing(new C(t.points[0],t.points[1],t.options));break;case&quot;HorizontalLine&quot;:this._drawingTool.addNewDrawing(new w(t.points[0],t.options));break;case&quot;RayLine&quot;:this._drawingTool.addNewDrawing(new M(t.points[0],t.options));break;case&quot;VerticalLine&quot;:this._drawingTool.addNewDrawing(new A(t.points[0],t.options))}}))}}class O{makeButton;callbackName;div;isOpen=!1;widget;constructor(t,e,i,s,o,n){this.makeButton=t,this.callbackName=e,this.div=document.createElement(&quot;div&quot;),this.div.classList.add(&quot;topbar-menu&quot;),this.widget=this.makeButton(s+&quot; 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↓&quot;}}class V{_handler;_div;left;right;constructor(t){this._handler=t,this._div=document.createElement(&quot;div&quot;),this._div.classList.add(&quot;topbar&quot;);const e=t=&gt;{const e=document.createElement(&quot;div&quot;);return e.classList.add(&quot;topbar-container&quot;),e.style.justifyContent=t,this._div.appendChild(e),e};this.left=e(&quot;flex-start&quot;),this.right=e(&quot;flex-end&quot;)}makeSwitcher(t,e,i,s=&quot;left&quot;){const o=document.createElement(&quot;div&quot;);let n;o.style.margin=&quot;4px 12px&quot;;const r={elem:o,callbackName:i,intervalElements:t.map((t=&gt;{const i=document.createElement(&quot;button&quot;);i.classList.add(&quot;topbar-button&quot;),i.classList.add(&quot;switcher-button&quot;),i.style.margin=&quot;0px 2px&quot;,i.innerText=t,t==e&amp;&amp;(n=i,i.classList.add(&quot;active-switcher-button&quot;));const s=V.getClientWidth(i);return i.style.minWidth=s+1+&quot;px&quot;,i.addEventListener(&quot;click&quot;,(()=&gt;r.onItemClicked(i))),o.appendChild(i),i})),onItemClicked:t=&gt;{t!=n&amp;&amp;(n.classList.remove(&quot;active-switcher-button&quot;),t.classList.add(&quot;active-switcher-button&quot;),n=t,window.callbackFunction(`${r.callbackName}_~_${t.innerText}`))}};return this.appendWidget(o,s,!0),r}makeTextBoxWidget(t,e=&quot;left&quot;,i=null){if(i){const s=document.createElement(&quot;input&quot;);return s.classList.add(&quot;topbar-textbox-input&quot;),s.value=t,s.style.width=`${s.value.length+2}ch`,s.addEventListener(&quot;focus&quot;,(()=&gt;{window.textBoxFocused=!0})),s.addEventListener(&quot;input&quot;,(t=&gt;{t.preventDefault(),s.style.width=`${s.value.length+2}ch`})),s.addEventListener(&quot;keydown&quot;,(t=&gt;{&quot;Enter&quot;==t.key&amp;&amp;(t.preventDefault(),s.blur())})),s.addEventListener(&quot;blur&quot;,(()=&gt;{window.callbackFunction(`${i}_~_${s.value}`),window.textBoxFocused=!1})),this.appendWidget(s,e,!0),s}{const i=document.createElement(&quot;div&quot;);return i.classList.add(&quot;topbar-textbox&quot;),i.innerText=t,this.appendWidget(i,e,!0),i}}makeMenu(t,e,i,s,o){return new O(this.makeButton.bind(this),s,t,e,i,o)}makeButton(t,e,i,s=!0,o=&quot;left&quot;,n=!1){let r=document.createElement(&quot;button&quot;);r.classList.add(&quot;topbar-button&quot;),r.innerText=t,document.body.appendChild(r),r.style.minWidth=r.clientWidth+1+&quot;px&quot;,document.body.removeChild(r);let a={elem:r,callbackName:e};if(e){let t;if(n){let e=!1;t=()=&gt;{e=!e,window.callbackFunction(`${a.callbackName}_~_${e}`),r.style.backgroundColor=e?&quot;var(--active-bg-color)&quot;:&quot;&quot;,r.style.color=e?&quot;var(--active-color)&quot;:&quot;&quot;}}else t=()=&gt;window.callbackFunction(`${a.callbackName}_~_${r.innerText}`);r.addEventListener(&quot;click&quot;,t)}return s&amp;&amp;this.appendWidget(r,o,i),a}makeSeparator(t=&quot;left&quot;){const e=document.createElement(&quot;div&quot;);e.classList.add(&quot;topbar-seperator&quot;);(&quot;left&quot;==t?this.left:this.right).appendChild(e)}appendWidget(t,e,i){const s=&quot;left&quot;==e?this.left:this.right;i?(&quot;left&quot;==e&amp;&amp;s.appendChild(t),this.makeSeparator(e),&quot;right&quot;==e&amp;&amp;s.appendChild(t)):s.appendChild(t),this._handler.reSize()}static getClientWidth(t){document.body.appendChild(t);const e=t.clientWidth;return document.body.removeChild(t),e}}s();return 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e=0;e&lt;this.commandFunctions.length&amp;&amp;!this.commandFunctions[e](t);e++);})),window.handlerInFocus=this.id,this.wrapper.addEventListener(&quot;mouseover&quot;,(()=&gt;window.handlerInFocus=this.id)),this.reSize(),n&amp;&amp;window.addEventListener(&quot;resize&quot;,(()=&gt;this.reSize()))}reSize(){let t=0!==this.scale.height&amp;&amp;this._topBar?._div.offsetHeight||0;this.chart.resize(window.innerWidth*this.scale.width,window.innerHeight*this.scale.height-t),this.wrapper.style.width=100*this.scale.width+&quot;%&quot;,this.wrapper.style.height=100*this.scale.height+&quot;%&quot;,0===this.scale.height||0===this.scale.width?this.toolBox&amp;&amp;(this.toolBox.div.style.display=&quot;none&quot;):this.toolBox&amp;&amp;(this.toolBox.div.style.display=&quot;flex&quot;)}_createChart(t=!1){return e.createChart(this.div,{width:window.innerWidth*this.scale.width,height:window.innerHeight*this.scale.height,layout:{textColor:window.pane.color,background:{color:&quot;#000000&quot;,type:e.ColorType.Solid},fontSize:12},rightPriceScale:{scaleMargins:{top:.3,bottom:.25}},leftPriceScale:{visible:t,scaleMargins:{top:.3,bottom:.25}},timeScale:{timeVisible:!0,secondsVisible:!0,minBarSpacing:.005},crosshair:{mode:e.CrosshairMode.Normal,vertLine:{labelBackgroundColor:&quot;rgb(46, 46, 46)&quot;},horzLine:{labelBackgroundColor:&quot;rgb(55, 55, 55)&quot;}},grid:{vertLines:{color:&quot;rgba(29, 30, 38, 5)&quot;},horzLines:{color:&quot;rgba(29, 30, 58, 5)&quot;}},handleScroll:{vertTouchDrag:!0}})}createCandlestickSeries(){const t=&quot;rgba(39, 157, 130, 100)&quot;,e=&quot;rgba(200, 97, 100, 100)&quot;,i=this.chart.addCandlestickSeries({upColor:t,borderUpColor:t,wickUpColor:t,downColor:e,borderDownColor:e,wickDownColor:e});return i.priceScale().applyOptions({scaleMargins:{top:.2,bottom:.2}}),i}createVolumeSeries(){const t=this.chart.addHistogramSeries({color:&quot;#26a69a&quot;,priceFormat:{type:&quot;volume&quot;},priceScaleId:&quot;volume_scale&quot;});return t.priceScale().applyOptions({scaleMargins:{top:.8,bottom:0}}),t}createLineSeries(t,e){const i=this.chart.addLineSeries({...e});return this._seriesList.push(i),this.legend.makeSeriesRow(t,i),{name:t,series:i}}createHistogramSeries(t,e){const i=this.chart.addHistogramSeries({...e});return this._seriesList.push(i),this.legend.makeSeriesRow(t,i),{name:t,series:i}}createToolBox(){this.toolBox=new P(this.id,this.chart,this.series,this.commandFunctions),this.div.appendChild(this.toolBox.div)}createTopBar(){return this._topBar=new V(this),this.wrapper.prepend(this._topBar._div),this._topBar}toJSON(){const{chart:t,...e}=this;return e}static syncCharts(t,e,i=!1){function s(t,e){e?(t.chart.setCrosshairPosition(e.value||e.close,e.time,t.series),t.legend.legendHandler(e,!0)):t.chart.clearCrosshairPosition()}function o(t,e){return e.time&amp;&amp;e.seriesData.get(t)||null}const n=t.chart.timeScale(),r=e.chart.timeScale(),a=t=&gt;{t&amp;&amp;n.setVisibleLogicalRange(t)},l=t=&gt;{t&amp;&amp;r.setVisibleLogicalRange(t)},h=i=&gt;{s(e,o(t.series,i))},d=i=&gt;{s(t,o(e.series,i))};let c=e;function p(t,e,s,o,n,r){t.wrapper.addEventListener(&quot;mouseover&quot;,(()=&gt;{c!==t&amp;&amp;(c=t,e.chart.unsubscribeCrosshairMove(s),t.chart.subscribeCrosshairMove(o),i||(e.chart.timeScale().unsubscribeVisibleLogicalRangeChange(n),t.chart.timeScale().subscribeVisibleLogicalRangeChange(r)))}))}p(e,t,h,d,l,a),p(t,e,d,h,a,l),e.chart.subscribeCrosshairMove(d);const u=r.getVisibleLogicalRange();u&amp;&amp;n.setVisibleLogicalRange(u),i||e.chart.timeScale().subscribeVisibleLogicalRangeChange(a)}static makeSearchBox(t){const e=document.createElement(&quot;div&quot;);e.classList.add(&quot;searchbox&quot;),e.style.display=&quot;none&quot;;const i=document.createElement(&quot;div&quot;);i.innerHTML=&#x27;&lt;svg xmlns=&quot;http://www.w3.org/2000/svg&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot; width=&quot;24px&quot; height=&quot;24px&quot; viewBox=&quot;0 0 24 24&quot; version=&quot;1.1&quot;&gt;&lt;path style=&quot;fill:none;stroke-width:2;stroke-linecap:round;stroke-linejoin:round;stroke:lightgray;stroke-opacity:1;stroke-miterlimit:4;&quot; d=&quot;M 15 15 L 21 21 M 10 17 C 6.132812 17 3 13.867188 3 10 C 3 6.132812 6.132812 3 10 3 C 13.867188 3 17 6.132812 17 10 C 17 13.867188 13.867188 17 10 17 Z M 10 17 &quot;/&gt;&lt;/svg&gt;&#x27;;const s=document.createElement(&quot;input&quot;);return s.type=&quot;text&quot;,e.appendChild(i),e.appendChild(s),t.div.appendChild(e),t.commandFunctions.push((i=&gt;window.handlerInFocus===t.id&amp;&amp;!window.textBoxFocused&amp;&amp;(&quot;none&quot;===e.style.display?!!/^[a-zA-Z0-9]$/.test(i.key)&amp;&amp;(e.style.display=&quot;flex&quot;,s.focus(),!0):(&quot;Enter&quot;===i.key||&quot;Escape&quot;===i.key)&amp;&amp;(&quot;Enter&quot;===i.key&amp;&amp;window.callbackFunction(`search${t.id}_~_${s.value}`),e.style.display=&quot;none&quot;,s.value=&quot;&quot;,!0)))),s.addEventListener(&quot;input&quot;,(()=&gt;s.value=s.value.toUpperCase())),{window:e,box:s}}static makeSpinner(t){t.spinner=document.createElement(&quot;div&quot;),t.spinner.classList.add(&quot;spinner&quot;),t.wrapper.appendChild(t.spinner);let e=0;!function i(){t.spinner&amp;&amp;(e+=10,t.spinner.style.transform=`translate(-50%, -50%) rotate(${e}deg)`,requestAnimationFrame(i))}()}static _styleMap={&quot;--bg-color&quot;:&quot;backgroundColor&quot;,&quot;--hover-bg-color&quot;:&quot;hoverBackgroundColor&quot;,&quot;--click-bg-color&quot;:&quot;clickBackgroundColor&quot;,&quot;--active-bg-color&quot;:&quot;activeBackgroundColor&quot;,&quot;--muted-bg-color&quot;:&quot;mutedBackgroundColor&quot;,&quot;--border-color&quot;:&quot;borderColor&quot;,&quot;--color&quot;:&quot;color&quot;,&quot;--active-color&quot;:&quot;activeColor&quot;};static setRootStyles(t){const e=document.documentElement.style;for(const[i,s]of 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p=this.table.createTHead().insertRow();for(let t=0;t&lt;this.headings.length;t++){let e=document.createElement(&quot;th&quot;);e.textContent=this.headings[t],e.style.width=this.widths[t],e.style.letterSpacing=&quot;0.03rem&quot;,e.style.padding=&quot;0.2rem 0px&quot;,e.style.fontWeight=&quot;500&quot;,e.style.textAlign=&quot;center&quot;,0!==t&amp;&amp;(e.style.borderLeft=h+&quot;px solid &quot;+l),e.style.position=&quot;sticky&quot;,e.style.top=&quot;0&quot;,e.style.backgroundColor=c.length&gt;0?c[t]:a,e.style.color=d[t],p.appendChild(e)}let u,_,m=document.createElement(&quot;div&quot;);if(m.style.overflowY=&quot;auto&quot;,m.style.overflowX=&quot;hidden&quot;,m.style.backgroundColor=a,m.appendChild(this.table),this._div.appendChild(m),window.containerDiv.appendChild(this._div),!r)return;let v=t=&gt;{this._div.style.left=t.clientX-u+&quot;px&quot;,this._div.style.top=t.clientY-_+&quot;px&quot;},g=()=&gt;{document.removeEventListener(&quot;mousemove&quot;,v),document.removeEventListener(&quot;mouseup&quot;,g)};this._div.addEventListener(&quot;mousedown&quot;,(t=&gt;{u=t.clientX-this._div.offsetLeft,_=t.clientY-this._div.offsetTop,document.addEventListener(&quot;mousemove&quot;,v),document.addEventListener(&quot;mouseup&quot;,g)}))}divToButton(t,e){t.addEventListener(&quot;mouseover&quot;,(()=&gt;t.style.backgroundColor=&quot;rgba(60, 60, 60, 0.6)&quot;)),t.addEventListener(&quot;mouseout&quot;,(()=&gt;t.style.backgroundColor=&quot;transparent&quot;)),t.addEventListener(&quot;mousedown&quot;,(()=&gt;t.style.backgroundColor=&quot;rgba(60, 60, 60)&quot;)),t.addEventListener(&quot;click&quot;,(()=&gt;window.callbackFunction(e))),t.addEventListener(&quot;mouseup&quot;,(()=&gt;t.style.backgroundColor=&quot;rgba(60, 60, 60, 0.6)&quot;))}newRow(t,e=!1){let i=this.table.insertRow();i.style.cursor=&quot;default&quot;;for(let s=0;s&lt;this.headings.length;s++){let o=i.insertCell();o.style.width=this.widths[s],o.style.textAlign=this.alignments[s],o.style.border=this.borderWidth+&quot;px solid &quot;+this.borderColor,e&amp;&amp;this.divToButton(o,`${this.callbackName}_~_${t};;;${this.headings[s]}`)}e||this.divToButton(i,`${this.callbackName}_~_${t}`),this.rows[t]=i}deleteRow(t){this.table.deleteRow(this.rows[t].rowIndex),delete this.rows[t]}clearRows(){let t=Object.keys(this.rows).length;for(let e=0;e&lt;t;e++)this.table.deleteRow(-1);this.rows={}}_getCell(t,e){return this.rows[t].cells[this.headings.indexOf(e)]}updateCell(t,e,i){this._getCell(t,e).textContent=i}styleCell(t,e,i,s){this._getCell(t,e).style[i]=s}makeSection(t,e,i,s=!1){let o=document.createElement(&quot;div&quot;);o.style.display=&quot;flex&quot;,o.style.width=&quot;100%&quot;,o.style.padding=&quot;3px 0px&quot;,o.style.backgroundColor=&quot;rgb(30, 30, 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\n",
       "\n",
       "            window.brzbxdyz = window.iplzffke.createLineSeries(\n",
       "                &quot;Motif 1&quot;,\n",
       "                {\n",
       "                    color: &#x27;rgba(166, 137, 28, 0.5)&#x27;,\n",
       "                    lineStyle: 0,\n",
       "                    lineWidth: 2,\n",
       "                    lastValueVisible: false,\n",
       "                    priceScaleId: &#x27;right&#x27;,\n",
       "                    priceLineVisible: false,\n",
       "                    crosshairMarkerVisible: true,\n",
       "                    \n",
       "                }\n",
       "            )\n",
       "        null\n",
       "window.brzbxdyz.series.setData([{&quot;value&quot;:33.272086782296654,&quot;time&quot;:1707749160.0},{&quot;value&quot;:33.26150372089134,&quot;time&quot;:1707749220.0},{&quot;value&quot;:33.28934524501852,&quot;time&quot;:1707749280.0},{&quot;value&quot;:33.28872202319509,&quot;time&quot;:1707749340.0},{&quot;value&quot;:33.33406154184893,&quot;time&quot;:1707749400.0},{&quot;value&quot;:33.37501070078234,&quot;time&quot;:1707749460.0},{&quot;value&quot;:33.38469443725465,&quot;time&quot;:1707749520.0},{&quot;value&quot;:33.38570780003143,&quot;time&quot;:1707749580.0},{&quot;value&quot;:33.37166820972671,&quot;time&quot;:1707749640.0},{&quot;value&quot;:33.36245846501129,&quot;time&quot;:1707749700.0},{&quot;value&quot;:33.40279762828578,&quot;time&quot;:1707749760.0},{&quot;value&quot;:33.410837514911535,&quot;time&quot;:1707749820.0},{&quot;value&quot;:33.42186285000247,&quot;time&quot;:1707749880.0},{&quot;value&quot;:33.407009276907694,&quot;time&quot;:1707749940.0},{&quot;value&quot;:33.40432078560437,&quot;time&quot;:1707750000.0},{&quot;value&quot;:33.40513464482127,&quot;time&quot;:1707750060.0},{&quot;value&quot;:33.392224841067325,&quot;time&quot;:1707750120.0},{&quot;value&quot;:33.373546385632416,&quot;time&quot;:1707750180.0},{&quot;value&quot;:33.36972634633521,&quot;time&quot;:1707750240.0},{&quot;value&quot;:33.342726236093945,&quot;time&quot;:1707750300.0}]); \n",
       "\n",
       "            window.bzuxofqn = window.iplzffke.createLineSeries(\n",
       "                &quot;Motif 2&quot;,\n",
       "                {\n",
       "                    color: &#x27;rgba(72, 207, 16, 0.5)&#x27;,\n",
       "                    lineStyle: 0,\n",
       "                    lineWidth: 2,\n",
       "                    lastValueVisible: false,\n",
       "                    priceScaleId: &#x27;right&#x27;,\n",
       "                    priceLineVisible: false,\n",
       "                    crosshairMarkerVisible: true,\n",
       "                    \n",
       "                }\n",
       "            )\n",
       "        null\n",
       "window.bzuxofqn.series.setData([{&quot;value&quot;:33.4853994969527,&quot;time&quot;:1707753360.0},{&quot;value&quot;:33.47636039898133,&quot;time&quot;:1707753420.0},{&quot;value&quot;:33.464276726761064,&quot;time&quot;:1707753480.0},{&quot;value&quot;:33.480197204875104,&quot;time&quot;:1707753540.0},{&quot;value&quot;:33.52070434902073,&quot;time&quot;:1707753600.0},{&quot;value&quot;:33.5724957593852,&quot;time&quot;:1707753660.0},{&quot;value&quot;:33.58827549593459,&quot;time&quot;:1707753720.0},{&quot;value&quot;:33.56865150634869,&quot;time&quot;:1707753780.0},{&quot;value&quot;:33.57249072707618,&quot;time&quot;:1707753840.0},{&quot;value&quot;:33.59563129178537,&quot;time&quot;:1707753900.0},{&quot;value&quot;:33.5963762252718,&quot;time&quot;:1707753960.0},{&quot;value&quot;:33.60500536006217,&quot;time&quot;:1707754020.0},{&quot;value&quot;:33.63225590685634,&quot;time&quot;:1707754080.0},{&quot;value&quot;:33.625616187476844,&quot;time&quot;:1707754140.0},{&quot;value&quot;:33.601839255296895,&quot;time&quot;:1707754200.0},{&quot;value&quot;:33.5918816875919,&quot;time&quot;:1707754260.0},{&quot;value&quot;:33.59328726565454,&quot;time&quot;:1707754320.0},{&quot;value&quot;:33.59500708777501,&quot;time&quot;:1707754380.0},{&quot;value&quot;:33.581123191619874,&quot;time&quot;:1707754440.0},{&quot;value&quot;:33.580820476474614,&quot;time&quot;:1707754500.0}]); \n",
       "\n",
       "            window.ycgzqvxn = window.iplzffke.createLineSeries(\n",
       "                &quot;Motif 3&quot;,\n",
       "                {\n",
       "                    color: &#x27;rgba(210, 123, 38, 0.5)&#x27;,\n",
       "                    lineStyle: 0,\n",
       "                    lineWidth: 2,\n",
       "                    lastValueVisible: false,\n",
       "                    priceScaleId: &#x27;right&#x27;,\n",
       "                    priceLineVisible: false,\n",
       "                    crosshairMarkerVisible: true,\n",
       "                    \n",
       "                }\n",
       "            )\n",
       "        null\n",
       "window.ycgzqvxn.series.setData([{&quot;value&quot;:33.01106850539032,&quot;time&quot;:1707923580.0},{&quot;value&quot;:33.00471753583146,&quot;time&quot;:1707923640.0},{&quot;value&quot;:33.00980581058987,&quot;time&quot;:1707923700.0},{&quot;value&quot;:33.031584420780696,&quot;time&quot;:1707923760.0},{&quot;value&quot;:33.05637447728699,&quot;time&quot;:1707923820.0},{&quot;value&quot;:33.0781724680522,&quot;time&quot;:1707923880.0},{&quot;value&quot;:33.07795980076535,&quot;time&quot;:1707923940.0},{&quot;value&quot;:33.09411613243318,&quot;time&quot;:1707924000.0},{&quot;value&quot;:33.12972397120541,&quot;time&quot;:1707924060.0},{&quot;value&quot;:33.15516870043681,&quot;time&quot;:1707924120.0},{&quot;value&quot;:33.16785393960364,&quot;time&quot;:1707924180.0},{&quot;value&quot;:33.15263868158413,&quot;time&quot;:1707924240.0},{&quot;value&quot;:33.142556078207654,&quot;time&quot;:1707924300.0},{&quot;value&quot;:33.155059743214686,&quot;time&quot;:1707924360.0},{&quot;value&quot;:33.15858707406995,&quot;time&quot;:1707924420.0},{&quot;value&quot;:33.14701360738566,&quot;time&quot;:1707924480.0},{&quot;value&quot;:33.136546867346354,&quot;time&quot;:1707924540.0},{&quot;value&quot;:33.11352721803776,&quot;time&quot;:1707924600.0},{&quot;value&quot;:33.10781991529242,&quot;time&quot;:1707924660.0},{&quot;value&quot;:33.12276284463559,&quot;time&quot;:1707924720.0}]); \n",
       "\n",
       "            window.kyrwevun = window.iplzffke.createLineSeries(\n",
       "                &quot;Motif 4&quot;,\n",
       "                {\n",
       "                    color: &#x27;rgba(213, 107, 85, 0.5)&#x27;,\n",
       "                    lineStyle: 0,\n",
       "                    lineWidth: 2,\n",
       "                    lastValueVisible: false,\n",
       "                    priceScaleId: &#x27;right&#x27;,\n",
       "                    priceLineVisible: false,\n",
       "                    crosshairMarkerVisible: true,\n",
       "                    \n",
       "                }\n",
       "            )\n",
       "        null\n",
       "window.kyrwevun.series.setData([{&quot;value&quot;:32.96221706906232,&quot;time&quot;:1707930540.0},{&quot;value&quot;:32.98075469367589,&quot;time&quot;:1707930600.0},{&quot;value&quot;:32.97366153538584,&quot;time&quot;:1707930660.0},{&quot;value&quot;:32.98934064035163,&quot;time&quot;:1707930720.0},{&quot;value&quot;:32.99554969977105,&quot;time&quot;:1707930780.0},{&quot;value&quot;:32.99383868767413,&quot;time&quot;:1707930840.0},{&quot;value&quot;:32.99987854492806,&quot;time&quot;:1707930900.0},{&quot;value&quot;:33.01782289588657,&quot;time&quot;:1707930960.0},{&quot;value&quot;:33.02057044139527,&quot;time&quot;:1707931020.0},{&quot;value&quot;:33.02551111409877,&quot;time&quot;:1707931080.0},{&quot;value&quot;:33.03988195339614,&quot;time&quot;:1707931140.0},{&quot;value&quot;:33.03177529563188,&quot;time&quot;:1707931200.0},{&quot;value&quot;:33.03522517701891,&quot;time&quot;:1707931260.0},{&quot;value&quot;:33.0248984669728,&quot;time&quot;:1707931320.0},{&quot;value&quot;:33.037453673627226,&quot;time&quot;:1707931380.0},{&quot;value&quot;:33.03798992665295,&quot;time&quot;:1707931440.0},{&quot;value&quot;:33.03173289675352,&quot;time&quot;:1707931500.0},{&quot;value&quot;:33.02525071943569,&quot;time&quot;:1707931560.0},{&quot;value&quot;:33.02348470517293,&quot;time&quot;:1707931620.0},{&quot;value&quot;:33.0212609240168,&quot;time&quot;:1707931680.0}]); \n",
       "\n",
       "        window.iplzffke.legend.div.style.display = &#x27;flex&#x27;\n",
       "        window.iplzffke.legend.ohlcEnabled = true\n",
       "        window.iplzffke.legend.percentEnabled = true\n",
       "        window.iplzffke.legend.linesEnabled = true\n",
       "        window.iplzffke.legend.colorBasedOnCandle = false\n",
       "        window.iplzffke.legend.div.style.color = &#x27;rgb(191, 195, 203)&#x27;\n",
       "        window.iplzffke.legend.color = &#x27;rgb(191, 195, 203)&#x27;\n",
       "        window.iplzffke.legend.div.style.fontSize = &#x27;11px&#x27;\n",
       "        window.iplzffke.legend.div.style.fontFamily = &#x27;Monaco&#x27;\n",
       "        window.iplzffke.legend.text.innerText = &#x27;&#x27;\n",
       "        \n",
       "window.iplzffke.chart.timeScale().fitContent()\n",
       "window.kvizcqyd = window.iplzffke.createTopBar()\n",
       "window.lrjndjuu = window.kvizcqyd.makeTextBoxWidget(&quot;&quot;, &quot;left&quot;, )\n",
       "\n",
       "        window.iplzffke.legend.div.style.display = &#x27;flex&#x27;\n",
       "        window.iplzffke.legend.ohlcEnabled = true\n",
       "        window.iplzffke.legend.percentEnabled = true\n",
       "        window.iplzffke.legend.linesEnabled = true\n",
       "        window.iplzffke.legend.colorBasedOnCandle = false\n",
       "        window.iplzffke.legend.div.style.color = &#x27;rgb(191, 195, 203)&#x27;\n",
       "        window.iplzffke.legend.color = &#x27;rgb(191, 195, 203)&#x27;\n",
       "        window.iplzffke.legend.div.style.fontSize = &#x27;11px&#x27;\n",
       "        window.iplzffke.legend.div.style.fontFamily = &#x27;Monaco&#x27;\n",
       "        window.iplzffke.legend.text.innerText = &#x27;&#x27;\n",
       "        \n",
       "window.iplzffke.chart.timeScale().fitContent()&lt;/script&gt;&lt;/body&gt;&lt;/html&gt;\"></iframe>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Charting with lightweight-chart for better interactivity\n",
    "\n",
    "#!pip install git+https://github.com/drew2323/lightweight-charts-python.git\n",
    "from lightweight_charts import JupyterChart, chart, Panel\n",
    "\n",
    "motifs = []\n",
    "for i in range(unanchored_chain.shape[0]):\n",
    "    new_df = timeseries_sr_trending.iloc[unanchored_chain[i]:unanchored_chain[i]+m]\n",
    "    motifs.append((new_df.to_frame(name=f\"Motif {i+1}\"), f\"Motif {i+1}\"))\n",
    "\n",
    "pane1 = Panel(\n",
    "    right = [(timeseries_sr_trending.to_frame(name=\"Time series main\"),\"Time series main\")]+motifs\n",
    ")\n",
    "\n",
    "ch = chart([pane1], sync=False, size=\"s\", session=None)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Standard charting\n",
    "\n",
    "import itertools\n",
    "\n",
    "plt.plot(timeseries_sr_trending, linewidth=1, color='black')\n",
    "for i in range(unanchored_chain.shape[0]):\n",
    "    y = timeseries_sr_trending.iloc[unanchored_chain[i]:unanchored_chain[i]+m]\n",
    "    x = y.index.values\n",
    "    plt.plot(x, y, linewidth=3)\n",
    "# color = itertools.cycle(['white', 'gainsboro'])\n",
    "# for i, x in enumerate(range(0, ohlcv_df.shape[0], 52)):\n",
    "#     plt.text(x+12, 0.9, str(2004+i), color=\"black\", fontsize=20)\n",
    "#     rect = Rectangle((x, -1), 52, 2.5, facecolor=next(color))\n",
    "#     plt.gca().add_patch(rect)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### another approach for visualization of 1D motifs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "metadata": {},
   "outputs": [],
   "source": [
    "matrix_profile = stumpy.stump(timeseries_sr, m)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "# Extract the matrix profile values (first column) and the corresponding index (second column)\n",
    "mp = matrix_profile[:, 0]\n",
    "mpi = matrix_profile[:, 1]\n",
    "\n",
    "# Sort matrix profile to get indices of top motifs\n",
    "sorted_indices = np.argsort(mp)\n",
    "\n",
    "# Top motifs: first, second, and third\n",
    "top_1_idx = sorted_indices[0]\n",
    "top_2_idx = sorted_indices[1]\n",
    "top_3_idx = sorted_indices[2]\n",
    "\n",
    "# Get the nearest neighbor indices for the top motifs\n",
    "top_1_nn_idx = mpi[top_1_idx]\n",
    "top_2_nn_idx = mpi[top_2_idx]\n",
    "top_3_nn_idx = mpi[top_3_idx]\n",
    "\n",
    "# Plot the time series\n",
    "plt.figure(figsize=(10, 6))\n",
    "plt.plot(timeseries_sr.values, label=\"Time Series\", alpha=0.5)\n",
    "\n",
    "# Highlight the motifs with different colors\n",
    "plt.plot(range(top_1_idx, top_1_idx + m), timeseries_sr[top_1_idx:top_1_idx + m], color='red', label=f'Top Motif 1 (Index: {top_1_idx})')\n",
    "plt.plot(range(top_1_nn_idx, top_1_nn_idx + m), timeseries_sr[top_1_nn_idx:top_1_nn_idx + m], color='red', linestyle='dashed', label=f'Top Motif 1 NN (Index: {top_1_nn_idx})')\n",
    "\n",
    "plt.plot(range(top_2_idx, top_2_idx + m), timeseries_sr[top_2_idx:top_2_idx + m], color='green', label=f'Top Motif 2 (Index: {top_2_idx})')\n",
    "plt.plot(range(top_2_nn_idx, top_2_nn_idx + m), timeseries_sr[top_2_nn_idx:top_2_nn_idx + m], color='green', linestyle='dashed', label=f'Top Motif 2 NN (Index: {top_2_nn_idx})')\n",
    "\n",
    "plt.plot(range(top_3_idx, top_3_idx + m), timeseries_sr[top_3_idx:top_3_idx + m], color='blue', label=f'Top Motif 3 (Index: {top_3_idx})')\n",
    "plt.plot(range(top_3_nn_idx, top_3_nn_idx + m), timeseries_sr[top_3_nn_idx:top_3_nn_idx + m], color='blue', linestyle='dashed', label=f'Top Motif 3 NN (Index: {top_3_nn_idx})')\n",
    "\n",
    "# Add title and labels\n",
    "plt.title('Top 3 Motifs in Time Series')\n",
    "plt.xlabel('Index')\n",
    "plt.ylabel('Value')\n",
    "\n",
    "# Display legend\n",
    "plt.legend()\n",
    "\n",
    "# Show plot\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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iNiCVI4aEhFgciAUGBiIkJIT/QRyM514+PPfy4bmXF8+/fHju5cNzLx+ee/mUNGWJzTqIiIiIiIgcjIEYERERERGRgzEQIyIiIiIicjDOESMiIiIiq6jVauTl5SE/P9/g8yqVCt7e3sjOzja6DdkHz73tKZVKeHt7W71sFQMxIiIiIrJYbm4uUlNTkZWVZXQbtVqN6OhoXL58mWuuOhjPvX0EBgaiXLly8PX1tfgYDMSIiIiIyCIFBQU4f/48lEolYmJi4Ovra/DDfkFBATIzMxEcHFzsArdkezz3tqVWq5Gbm4ubN2/i/PnzqF69usXnlYEYEREREVkkNzcXBQUFiI2NRWBgoNHtCgoKkJubC39/fwYDDsZzb3sBAQHw8fHBxYsXNefWEvzXICIiIiKr8AM+eRpb/M7zfw0REREREZGDMRAjIiIiIiJyMAZiRERERER20KZNG4wZM0bzfVZWFrp3746QkBAoFArcvXvXpq/33nvv4dVXX9V7/TfeeMOqY164cAEKhQKHDx+2cnTOoWfPnpg9e7bcwwDAQIyIiIiIPEz//v2hUCgwdOjQIs8NHz4cCoUC/fv3N/l427ZtMxhYrV27Fh988IHm+2+++QY7d+7Enj17kJqaitKlSxc5VmpqKl5++WXUqFEDXl5eeoFccdLS0jB37ly88847eq8/ZcoUk38OOf3www9o2LAhAgMDUalSJcycObPINitWrECDBg00reMHDhyI27dva54/fvw4unfvjri4OCgUCnz66adFjvHuu+/io48+wr179+z545iEgRgREREReZzY2FisXLkSDx8+1DyWnZ2NxMREVKxY0SavERYWhlKlSmm+P3v2LGrXro169eohOjraYKv/nJwcRERE4N1330WDBg1Mfq2vvvoKLVu2RKVKlYy+vrP67bff0Lt3bwwdOhTHjh3DggULMGfOHMybN0+zze7du9G3b18MGjQIx48fx+rVq/HXX39hyJAhmm2ysrJQpUoVfPzxx4iOjjb4WvXq1UPVqlXx3Xff2f3nKgkDMSIiIiKyCbUaePBAni+12ryxNm7cGLGxsVi7dq3msbVr16JixYpo1KiR3rY5OTkYNWoUIiMj4e/vj8ceewz79+8HIEr3nnzySQBAaGioXjZNtzSxTZs2mD17Nnbs2AGFQoE2bdoYHFdcXBzmzp2Lvn37GsyYGbNy5Up07dpV77HCpYlxcXGYOnUqBg4ciFKlSqFixYpYvHix3j5//fUXGjVqBH9/fzRt2hSHDh0q8lrHjh1Dp06dEBwcjKioKLzyyiu4desWAJEd9PX1xc6dOzXbz5gxA5GRkbh+/brBsX/77bfo1q0bhg4diipVqqBLly6YMGECpk+fDvV//7B79+5FXFwcRo0ahcqVK+Oxxx7Da6+9hr/++ktznGbNmmHmzJno2bMn/Pz8jJ6rrl27YuXKlUafdxQGYkRERERkE1lZQHBw0a+QEC9UqFAGISFeBp+3xVdWlvnjHThwIJYuXar5/uuvv8aAAQOKbPfWW2/hxx9/xDfffIODBw+iWrVqSEhIQHp6OmJjY/Hjjz8CAFJSUpCamoq5c+cWOcbatWsxZMgQxMfHIzU1VS8AtFZ6ejpOnDiBpk2blrjt7NmzNQHW66+/jmHDhiElJQUAkJmZiaeffhp16tTBgQMH8P777+N///uf3v53797FU089hUaNGuHvv//Gxo0bcf36dbz44osAtMHnK6+8gnv37uHQoUN477338NVXXyEqKsrgmHJycoqsxRUQEIArV67g4sWLAID4+HhcvnwZSUlJUKvVuH79OtasWYPOnTubfb6aN2+Ov/76Czk5OWbva0sMxIiIiIjII/Xp0we7du3CxYsXcfHiRezevRt9+vTR2+bBgwdYuHAhZs6ciU6dOqFOnTr48ssvERAQgCVLlkCpVCIsLAwAEBkZiejoaIOZrLCwMAQGBsLX1xfR0dGafWzh0qVLUKvViImJKXHbzp074/XXX0e1atXw9ttvIzw8HFu3bgUAJCYmoqCgAEuWLEHdunXx9NNPY9y4cXr7z5s3D40aNcLUqVNRq1YtNGrUCF9//TW2bt2K06dPAwA+/PBDhIaG4tVXX0WfPn3Qr18/PPPMM0bHlJCQgLVr12Lz5s0oKCjA6dOnNQ01UlNTAQCtWrXCihUr8NJLL2nOYenSpTF//nyzz1dMTAxyc3ORlpZm9r625C3rqxORQWlpwO3bQN26co+EiIjIdIGBQGZm0ccLCgqQkZGBkJAQuy3+HBho/j4RERHo0qULli1bBrVajS5duiA8PFxvm7Nnz0KlUqFVq1aax3x8fNC8eXOcPHnS2mHbhDTPrXBWyZBHHnlEc1+hUCA6Oho3btwAAJw8eRKPPPKI3nHi4+P19j9y5Ai2bt2K4ODgIsc+e/YsatSoAV9fX6xYsQKPPPIIKlWqhDlz5hQ7piFDhuDs2bN4+umnoVKpEBISgtGjR+P999/X/L6cOHECo0ePxsSJE5GQkIDU1FSMGzcOQ4cOxZIlS0r8uXUFBAQAEHPK5MRAjMgJdegAnDgBXLkCGJlrSkRE5HQUCiAoqOjjBQVAfr54zk5xmMUGDhyIESNGAIBF2RVnIAWPd+7cQURERLHb+vj46H2vUChQUFBg8mtlZmaia9eumD59epHnypUrp7m/Z88eAKJsMj09HUGGfjF0xjB9+nRMnToVaWlpiIiIwObNmwEAVapUAQBMmzYNrVq10mToHnnkEQQFBaF169b48MMP9V67JOnp6QBQ4rmyNyf7r0BEKhVw7Jj4g/VfWTQRERHZSceOHZGbmwuVSoWEhIQiz1etWhW+vr7YvXu35jGVSoX9+/ejTp06AABfX18AQH5+vmMGbWCMISEhOHHihFXHqV27No4ePYrs7GzNY3/++afeNo0bN8bx48cRFxeHatWq6X1JwdbZs2fxxhtv4Msvv0SLFi3Qr18/k4I9pVKJ8uXLw9fXF99//z3i4+M1wVJWVlaRbKpSqQQATUMPUx07dgwVKlQokv10NAZiRE7m6lVt56f79+UdCxERkbtTKpU4efIkTpw4oflgrysoKAjDhg3DuHHjsHHjRpw4cQJDhgxBVlYWBg0aBACoVKkSFAoFNmzYgJs3byLTUH2mGQ4fPozDhw8jMzMTN2/exOHDh4sNsry8vNCuXTvs2rXLqtd9+eWXoVAoMGTIEJw4cQJJSUmYNWuW3jbDhw9Heno6evXqhf379+Ps2bP4/fffMWDAAOTn5yM/Px99+vRBQkICBgwYgKVLl+Lo0aPFLqJ869YtLFq0CKdOncLhw4cxevRorF69Wm8dsK5du2Lt2rVYuHAhzp07h927d2PUqFFo3ry5Zm5cbm6u5tzl5ubi6tWrOHz4MM6cOaP3ejt37kSHDh2sOle2wECMyMlcvqy9z0CMiIjI/kJCQhASEmL0+Y8//hjdu3fHK6+8gsaNG+PMmTP4/fffERoaCgAoX748Jk+ejPHjxyMqKkpT6mipRo0aoVGjRjhw4AASExPRqFGjErsDDh48GCtXrjSrzLCw4OBg/PLLL/jnn3/QqFEjvPPOO0VKEGNiYrB7927k5+ejQ4cOqF+/PsaMGYMyZcrAy8sLH330ES5evIgvvvgCgChXXLx4Md59910cOXLE6Gt/8803aNq0KVq1aoXjx49j27ZtaN68ueb5/v3745NPPsG8efNQr1499OjRAzVr1tTrPnnt2jXNuUtNTcWsWbPQqFEjDB48WLNNdnY21q1bp7f+mFwUanNzeVRERkYGSpcujXv37hX7n9gYlUqFpKQkdO7cuUjdLtmXM577FSsAqWHTN98AffvKOx57ccZz7yl47uXF8y8fnnvby87Oxvnz51G5cuViG0U4olmHp1Or1WjRogXeeOMN9OrVS/M4z72+hQsX4qeffsKmTZusOk5xv/umxgb81yByMpcuae9bWdlAREREHkKhUGDx4sXIy8uTeyhOzcfHB59//rncwwDggoHY/PnzERcXB39/f7Ro0UJvNW1DVq9ejVq1asHf3x/169dHUlKS5jmVSoW3334b9evXR1BQEGJiYtC3b19cu3bN3j8GkVEsTSQiIiJLNGzYEK+88orcw3BqgwcPRs2aNeUeBgAXC8RWrVqFsWPHYtKkSTh48CAaNGiAhIQEzdoHhe3Zswe9evXCoEGDcOjQIXTr1g3dunXDsWPHAIjuKwcPHsR7772HgwcPYu3atUhJSSl2wTkie9PNiDEQIyIiInJPLhWIffLJJxgyZAgGDBiAOnXqYNGiRQgMDMTXX39tcPu5c+eiY8eOGDduHGrXro0PPvgAjRs3xrx58wAApUuXRnJyMl588UXUrFkTjz76KObNm4cDBw7gku6nYSIHYkaMiIiIyP25zILOubm5OHDgACZMmKB5TGrVuXfvXoP77N27F2PHjtV7LCEhAevWrTP6Ovfu3YNCoUCZMmWMbpOTk4OcnBzN9xkZGQBEqaNKpTLhp9En7WPJvmQdZzz3ly55A1AAAO7dK4BKJc+aJPbmjOfeU/Dcy4vnXz4897anUqmgVqtRUFBQbLc+qTectC05Ds+9fRQUFECtVkOlUhVZ9sDU9xiXCcRu3bqF/Px8REVF6T0eFRWFU6dOGdwnLS3N4PZpaWkGt8/Ozsbbb7+NXr16FdvhZNq0aZg8eXKRxzdt2oTAwMCSfhSjkpOTLd6XrOMs5/7hQ2/cvdtF8/2//6YiKelvGUdkf85y7j0Rz728eP7lw3NvO97e3oiOjkZmZiZyc3NL3P4+Sz1kw3NvW7m5uXj48CF27NhRpEFKVlaWScdwmUDM3lQqFV588UWo1WosXLiw2G0nTJigl2nLyMhAbGwsOnToYHH7+uTkZLRv357tdB3M2c594bUag4PLlbhuiKtytnPvSXju5cXzLx+ee9vLzs7G5cuXERwcXGz7erVajfv376NUqVJQKBQOHCHx3NtHdnY2AgIC8PjjjxtsX28KlwnEwsPDoVQqcf36db3Hr1+/jujoaIP7REdHm7S9FIRdvHgRW7ZsKTGY8vPzg5+fX5HHfXx8rHpjt3Z/spyznPvCydrMTC/4+LjUVE6zOcu590Q89/Li+ZcPz73t5OfnQ6FQwMvLq9g1qqSSOGlbchyee/vw8vKCQqEw+H5i6vuLy/xr+Pr6okmTJti8ebPmsYKCAmzevBnx8fEG94mPj9fbHhDlCLrbS0HYv//+iz/++ANly5a1zw9AZAKpR4x0YYVVBERERETuyWUCMQAYO3YsvvzyS3zzzTc4efIkhg0bhgcPHmDAgAEAgL59++o18xg9ejQ2btyI2bNn49SpU3j//ffx999/Y8SIEQBEEPbCCy/g77//xooVK5Cfn4+0tDSkpaWZVOdMZGtSIFarlrhlIEZEROS62rRpgzFjxmi+z8rKQvfu3RESEgKFQoG7d+/a9PVeeeUVTJ06VfN9XFwc5s6da9Uxt23bZpexOqsTJ06gQoUKePDggd1fy6UCsZdeegmzZs3CxIkT0bBhQxw+fBgbN27UNOS4dOkSUlNTNdu3bNkSiYmJWLx4MRo0aIA1a9Zg3bp1qFevHgDg6tWrWL9+Pa5cuYKGDRuiXLlymq89e/bI8jOSZ5Na19etK24ZiBEREdle//79oVAoMHTo0CLPDR8+HAqFAv379zf5eMaClbVr1+KDDz7QfP/NN99g586d2LNnD1JTU1G6dOkix1q7di3at2+PiIgIhISEID4+Hr///nuJYzhy5AiSkpIwatQozWP79+/HkCFDTP455JKamoqXX34ZNWrUgJeXl17wqmv16tWoVasW/P39Ub9+fSQlJek9//7776NWrVoICgpCaGgo2rVrh3379hU5zq+//ooWLVogICAAoaGh6Natm+a5OnXq4NFHH8Unn3xiyx/RIJcKxABgxIgRuHjxInJycrBv3z60aNFC89y2bduwbNkyve179OiBlJQU5OTk4NixY3qND+Li4qBWqw1+tWnTxkE/EZGWlBFjIEZERGRfsbGxWLlyJR4+fKh5LDs7G4mJiahYsaJNXiMsLAylSpXSfH/27FnUrl0b9erVQ3R0tMHmGTt27ED79u2RlJSEAwcO4Mknn0TXrl1x6NChYl/r888/R48ePRAcHKx5LCIiwqqO3o6Sk5ODiIgIvPvuu2jQoIHBbfbs2YNevXph0KBBOHToELp164Zu3brh2LFjmm1q1KiBefPm4Z9//sGuXbsQFxeHDh064ObNm5ptfvzxR7zyyisYMGAAjhw5gt27d+Pll1/We60BAwZg4cKFRboh2prLBWJE7kzKiNWpI25zc8UXERGRS3nwwPhXdrbp2+oEScVua4HGjRsjNjYWa9eu1Ty2du1aVKxYEY0aNdLbNicnB6NGjUJkZCT8/f3x2GOPYf/+/QCACxcu4MknnwQAhIaG6mXTdEsT27Rpg9mzZ2PHjh1QKBRGL/p/+umneOutt9CsWTNUr14dU6dORfXq1fHLL78Y/Vny8/OxZs0adO3aVe/xwqWJCoUCX331FZ577jkEBgaievXqWL9+vd4+SUlJqFGjBgICAvDkk0/iwoULRV5v165daN26NQICAhAbG4tRo0ZpSvmWL1+O4OBg/Pvvv5rtX3/9ddSqVctoW3dpnH379jWYJQSAuXPnomPHjhg3bhxq166NDz74AI0bN8a8efM027z88sto164dqlSpgrp16+KTTz5BRkYGjh49CgDIy8vD6NGjMXPmTAwdOhQ1atRAnTp18OKLL+q9Vvv27ZGeno7t27cbHIutMBAjchJqddFADAAyM+UZDxERkcWCg/W+vEJCUKZCBXiFhADdu+tvGxlZZHvNV6dO+tvGxRnezkIDBw7E0qVLNd9//fXXmt4Dut566y38+OOP+Oabb3Dw4EFUq1YNCQkJSE9PR2xsLH788UcAQEpKClJTUw3Oy1q7di2GDBmC+Ph4pKam6gWAxSkoKMD9+/cRFhZmdJujR4/i3r17aNq0aYnHmzx5Ml588UUcPXoUnTt3Ru/evZGeng4AuHz5Mp5//nl07doVhw8fxuDBgzF+/Hi9/c+ePYuOHTuie/fuOHr0KFatWoVdu3ZpejD07dtXc9y8vDz8+uuv+Oqrr7BixQqrsnN79+5Fu3bt9B5LSEjA3r17DW6fm5uLxYsXo3Tp0pos28GDB3H16lV4eXmhUaNGKFeuHDp16qSXVQNEk8CGDRti586dFo/XFAzEiJzEzZtATg6gUIi/M9IKCSxPJCIiso8+ffpg165duHjxIi5evIjdu3ejT58+ets8ePAACxcuxMyZM9GpUyfUqVMHX375JQICArBkyRIolUpNkBQZGYno6GiDWZ2wsDAEBgbC19cX0dHRxQZWumbNmoXMzMwiWRtdFy9ehFKpRGRkZInH69+/P3r16oVq1aph6tSpyMzMxF9//QUAWLhwIapWrYrZs2ejZs2a6N27d5G5ctOmTUPv3r0xZswYVK9eHS1btsRnn32G5cuXI/u/bOcXX3yB1NRUjBo1CoMGDcL777+PJk2amPTzGpOWlqbpCyGJiopCWqG1fzZs2KBZ127OnDlITk5GeHg4AODcuXMAxFyyd999Fxs2bEBoaCjatGmjCUYlMTExuHjxolVjLonLrCNG5O6k+WHlygE+PkCpUiIwYyBGREQup1A5R0FBATIyMhASEgKvwmss3bhh/DiF170yUCZnjYiICHTp0gXLli2DWq1Gly5dNB/aJWfPnoVKpUKrVq00j/n4+KB58+Y4efKkTcdTWGJiIiZPnoyff/652CDr4cOH8PPzM2nB5kceeURzPygoCCEhIbjx37/ByZMn9fovACiyTNSRI0dw9OhRrFixQvOYWq1GQUEBzp8/j9q1ayM0NBRLlixBQkICWrZsWSSrZk9PPvkkDh8+jFu3buHLL7/Eiy++iH379iEyMlKzpto777yD7v9lZpcuXYoKFSpg9erVeO211zTHCQgIMFpKaSsMxIichBSISfODS5UCbt1iIEZERC4oKEj/+4ICID9fPF44uCq8rTnHtYGBAwdqyurmz59v8+NbauXKlRg8eDBWr15dpCSvsPDwcGRlZSE3Nxe+vr7Fblt4sWGFQqEJUEyRmZmJ1157Ta87o0S3ycmOHTugVCqRmpqKBw8e6DUtsUR0dDSuX7+u99j169cRHR2t91hQUBCqVauGatWq4dFHH0X16tWxZMkSTJgwAeXKlQMgOiNK/Pz8UKVKFVySPoj9Jz09HVWrVrVqzCVhaSKRk5Dmh8XGilvp/YqBGBERkf107NgRubm5UKlUSEhIKPJ81apV4evri927d2seU6lU2L9/v+YDvRT85Ofn22RM33//PQYMGIDvv/8eXbp0KXH7hg0bAhBrYFmjdu3amjJFyZ9//qn3fePGjXHixAlNsKP7JZ2HPXv2YPr06fjll18QHBysCXStER8fj82bN+s9lpycXCRjV1hBQQFycnIAAE2aNIGfnx9SUlI0z6tUKly4cAGVKlXS2+/YsWNFmrbYGgMxIidhKCMGMBAjIiKyJ6VSiZMnT+LEiRNQKpVFng8KCsKwYcMwbtw4bNy4ESdOnMCQIUOQlZWFQYMGAQAqVaoEhUKBDRs24ObNm8i0otNWYmIi+vbti9mzZ6NFixZIS0tDWloa7t27Z3SfiIgING7cGLt27bL4dQFg6NCh+PfffzFu3DikpKQgMTGxyNJQb7/9Nvbs2YMRI0bg8OHD+Pfff/Hzzz9rgq379+/jlVdewahRo9CpUyesWLECq1atwpo1a4p97cOHD+Pw4cPIzMzEzZs3cfjwYb3AcvTo0di4cSNmz56NU6dO4f3338fff/+ted0HDx7g//7v//Dnn3/i4sWLOHDgAAYOHIirV6+iR48eAICQkBAMHToUkyZNwqZNm5CSkoJhw4YBgGYbQHTCvHr1aomZSGsxECNyElJGjIEYERGRY4WEhCAkJMTo8x9//DG6d++OV155BY0bN8aZM2fw+++/IzQ0FABQvnx5TJ48GePHj0dUVJRVGaDFixcjLy8Pw4cPR7ly5TRfo0ePLna/wYMH683bskTFihXx448/Yt26dWjQoAEWLVqEqVOn6m3zyCOPYPv27Th9+jRat26NRo0aYeLEiYiJiQEgAqagoCDNfvXr18fUqVPx2muv4erVq0Zfu1GjRmjUqBEOHDiAxMRENGrUSG/935YtWyIxMRGLFy9GgwYNsGbNGqxbtw716tUDIALqU6dOoXv37qhRowa6du2K27dvY+fOnagrLdAKYObMmejZsydeeeUVNGvWDBcvXsSWLVs0/5aAyEh26NChSJbM1hRqtVpt11fwABkZGShdujTu3btX7H9iY1QqFZKSktC5c+cidbtkX8507h99FNi3D1i7FnjuOaBHD2DNGuCzz4CRI2Udml0407n3NDz38uL5lw/Pve1lZ2fj/PnzqFy5Mvz9/Y1up9eso/AcMbKJhw8fombNmli1apVeuR7PvXlyc3NRvXp1JCYm6jVoKay4331TYwP+axA5CWbEiIiIyFIBAQFYvnw5bt26JfdQXNqlS5fwf//3f8UGYbbCrolETiA3F0hNFffZrIOIiIgs0aZNG7mH4PKkxiOOwIwYkRO4ehVQq8UizhER4jEGYkRERETui4EYkRPQbV0vrcXIQIyIiIjIfTEQI3IChVvXAwzEiIjIdbD3G3kaW/zOMxAjcgKFF3MGGIgREZHzk7pPZmVlyTwSIseSfuet6cDKZh1ETqC4jJgVa0ISERHZlVKpRJkyZXDjxg0AQGBgIBRSjb2OgoIC5ObmIjs7my3UHYzn3rbUajWysrJw48YNlClTxuAi4KZiIEbkBJgRIyIiVxUdHQ0AmmDMELVajYcPHyIgIMBgoEb2w3NvH2XKlNH87luKgRiRE+AcMSIiclUKhQLlypVDZGQkVCqVwW1UKhV27NiBxx9/nItpOxjPve35+PhYlQmTMBAjcgKFF3MGGIgREZFrUSqVRj+cKpVK5OXlwd/fn8GAg/HcOy8WihLJLCMDuHtX3DdWmshmVERERETuhYEYkcykbFhoKBAcrH1cCsTy8oCcHMePi4iIiIjsh4EYkcwMNeoAgKAg7X2WJxIRERG5FwZiRDIz1KgDALy9gYAAcZ+BGBEREZF7YSBGJDNjGTGADTuIiIiI3BUDMSKZGcuIAQzEiIiIiNwVAzEimTEjRkREROR5GIgRyYwZMSIiIiLPw0CMSEYFBYYXc5YwECMiIiJyTwzEiGR08yaQmwsoFEBMTNHnGYgRERERuScGYkQyksoSY2IAH5+iz0uBWGam48ZERERERPbHQIxIRsU16gCYESMiIiJyVwzEiGRUXKMOgIEYERERkbtiIEYkI2bEiIiIiDwTAzEiGTEjRkREROSZGIgRyYgZMSIiIiLPxECMSEYlZcSCg8UtAzEiIiIi98JAjEgmublAWpq4z4wYERERkWdhIEYkk6tXAbUa8PMDIiIMb8NAjIiIiMg9MRAjkoluWaJCYXgbBmJERERE7omBGJFMSmrUAWgDscxMkT0jIiIiIvfAQIxIJiU16gC0gVhBAZCVZf8xEREREZFjMBAjkokpGbGgIO19licSERERuQ8GYkQyMSUj5uWlbWGfmWn/MRERERGRYzAQI5KJFIgVlxED2LCDiIiIyB0xECOSiVSaWFxGDGAgRkREROSOGIgRySAjA7h3T9xnRoyIiIjI8zAQI5KBlA0LDdXOATOGgRgRERGR+2EgRiQDU+eHAQzEiIiIiNwRAzEiGZg6PwxgIEZERETkjhiIEcnAlNb1Eql0kYEYERERkftgIEYkA5YmEhEREXk2BmJEMmBpIhEREZFnYyBGJANmxIiIiIg8GwMxIgcrKACuXBH3mREjIiIi8kwMxIgc7MYNIDcXUCiAmJiSt2cgRkREROR+GIgROZg0PywmBvDxKXl7BmJERERE7oeBGJGDmTM/DNAGYpmZ9hkPERERETkeAzEiBzOnYyLAjBgREZGe69eBEyfkHgWR1RiIETmYOYs5AwzEiIiI9NSvD9StC1y4IPdIiKzCQIzIwawpTSwosM+YiIiIXEJGBnDzprjv6yvvWIisxECMyMEsLU0EgAcPbD8eIiIilyGVJMbEmNZ6mMiJuVwgNn/+fMTFxcHf3x8tWrTAX3/9Vez2q1evRq1ateDv74/69esjKSlJ7/m1a9eiQ4cOKFu2LBQKBQ4fPmzH0ROZnxELCAC8/vufyvJEIiLyaFIgVqeOvOMgsgGXCsRWrVqFsWPHYtKkSTh48CAaNGiAhIQE3Lhxw+D2e/bsQa9evTBo0CAcOnQI3bp1Q7du3XDs2DHNNg8ePMBjjz2G6dOnO+rHIA+WkwOkpYn7pmbEFAogOFjcZyBGREQeTQrEDh4E5s+XdyxEVnKpQOyTTz7BkCFDMGDAANSpUweLFi1CYGAgvv76a4Pbz507Fx07dsS4ceNQu3ZtfPDBB2jcuDHmzZun2eaVV17BxIkT0a5dO0f9GOTBrl4Vt/7+QHi46fuxYQcRERG0gVh6OjBhAqBWyzseIit4yz0AU+Xm5uLAgQOYMGGC5jEvLy+0a9cOe/fuNbjP3r17MXbsWL3HEhISsG7dOqvGkpOTg5ycHM33GRkZAACVSgWVSmX28aR9LNmXrOPoc3/+vAKANypUUCMvL8/k/YKDvQEocOdOHlQq9/ijw997+fDcy4vnXz489/Kx1bn3Pn4cCumb+/ehunABqFDBqmO6O/7eO56p59plArFbt24hPz8fUVFReo9HRUXh1KlTBvdJS0szuH2aVBtmoWnTpmHy5MlFHt+0aRMCAwMtPm5ycrI1wyIrOOrcb90aC6AxAgJuISlpj8n7FRQ8DiAU27YdQFaWdb+/zoa/9/LhuZcXz798eO7lY9W5z89Hs5gYhOTlwefBA/jdu4f9y5fjZsOGNhufO+PvveNkZWWZtJ3LBGLOZMKECXqZtoyMDMTGxqJDhw4ICQkx+3gqlQrJyclo3749fHx8bDlUKoEjz71aDcycqQQAPPFEGDp37mzyvnPnKvHvv0CNGk3QubP7ZMT4ey8Pnnt58fzLh+dePjY79127AgCUL7wArF+PFiEhKDDj76kn4u+940nVciVxmUAsPDwcSqUS169f13v8+vXriI6ONrhPdHS0Wdubys/PD35+fkUe9/HxseoX3Nr9yXKOOPc//QTs3i3mh731lhI+PkqT95Xi+4cPveFuvyL8vZcPz728eP7lw3MvH5ud+7p1gfXroTx9Gkr+W5qEv/eOY+p5dplmHb6+vmjSpAk2b96seaygoACbN29GfHy8wX3i4+P1tgdEWtbY9kT2kpsLvPWWuP/mm6a3rpewWQcREXm8zExtc45atcTtyZPyjYfISi6TEQOAsWPHol+/fmjatCmaN2+OTz/9FA8ePMCAAQMAAH379kX58uUxbdo0AMDo0aPxxBNPYPbs2ejSpQtWrlyJv//+G4sXL9YcMz09HZcuXcK1a9cAACkpKQBENs3azBmRZOFC4MwZICoKePtt8/dnIEZERB6vZ09g507g66+B2rXFYwzECBBBOiAWX1WaXnEkN5fJiAHASy+9hFmzZmHixIlo2LAhDh8+jI0bN2oacly6dAmpqama7Vu2bInExEQsXrwYDRo0wJo1a7Bu3TrUq1dPs8369evRqFEjdOnSBQDQs2dPNGrUCIsWLXLsD0du684dYMoUcX/KFG1QZQ5pH+l9hoiIyOOcOAFkZAAREUC9ekBSErBvn9yjImcwbJj4sPTpp3KPxCwulREDgBEjRmDEiBEGn9u2bVuRx3r06IEePXoYPV7//v3Rv39/G42OqKiPPhLLndSpAwwcaNkxmBEjIiKP9uABcP68uF+njsh8dOok75jIeUjLShno4eDMXCojRuRqzp0DPv9c3J81C/C28NIHAzEiIvJo0lJFERFAeLi8YyHnk50tbl0sEHO5jBiRK5kwQTTqaN8e6NjR8uMwECMiIo924oS4rVtX+9jBg8D69UC1akCfPvKMi5yDlBHz95d3HGZiRozITvbuBX74AVAoRDZMobD8WAzEiIjIox0/Lm7r1NE+9tdfwOTJwPffyzMmch59+gDvvAM88ojcIzELM2JEdqBWA9Ka3wMGWP++wECMiIg8mpQR0w3E2DmRJK+8IvcILMJAjMgO1qwB/vwTCAwEPvjA+uMFB4tbBmJEROSRWrcG8vOBJk20j0mB2IULwMOHooEHkQthaSKRjeXkaNcKe+stICbG+mMyI0ZERB5t3Djg11+BRx/VPhYRAYSFiTKU06flGxvJ7/RpICVFBOQuhIEYkY3Nmyc67JYrB/zvf7Y5JgMxIiKiQhQKoFYtcd/dyhP79AHGjAFu3pR7JK6hUyfxu3D4sNwjMQsDMSIbun0b+PBDcf/DD4GgINscVwrEHj4E8vJsc0wiIiKXcOOG8YDEHeeJ3b8PrFgBzJ0L+PjIPRrXwHXEiOiDD4C7d0Vzjn79bHdcKRADgMxM2x2XiIjI6c2dC0RGartg6ZICMWmdMXdw5oz2/ksvAVu2yDcWV8FAjMiz/fsvMH++uD97NqBU2u7Yfn7axaBZnkhERB5Fal1fuXLR5/r0EXODVqxw7Jjs6d9/tfc3bQJWrpRvLK5CWtCZ64gReaYJE0TZYKdOQLt2tj22QsF5YkRE5KEMta6XREUBNWpor1a6AykQq1BB3P74I6BSyTceV8CMGJFnS0oSt1Om2Of4nhiIZWQABw7oV2kQEZEHyc4Gzp4V9+vWlXcsjiJ1gBw8WJRkpqezPLE4BQXaQJWBGJHnyc/Xdkw1VDlhC1Ig5klzxP7+G2jaFOjWTe6REBGRLFJSxAft0FCR/TLk669FieLOnY4dm71IGbHatYEXXhD3V62SbzzOLjdXe5+BGJH8jh8HnnwS2L/fMa/34IH2vq06JRbmiRkxKbjlGp1ERB5KtyxRoTC8TXKymCO2d6/jxmVPN26I2+rVgRdfFPd/+kk/4CAthUIs4DpmjMt9YHCjgloirUWLgG3bgOnTgTVr7P96UpbKy8t+F2M8ORBzsbm3RERkK1IgVlxZoru1sP/3X9GuPzRUfLAoVw5ITRUBZ5cuco/O+fj5AR9/LPcoLMJAjNySlNXfsQNQq41fRLMVKSMWFGS/1/LEQExqguRiF7iIiMhWWrcGRo4UZS7GuFsgplCIuWGSnj2BI0f4x9ANMRAjtyQFYjdviqVFpPdoe5ECseBg+72GJwZiLE0kIvJwHTqIr+LoBmKOuPrqaLNnu9/PZEs5OcCVK+LDQkyM3KMxC+eIkdvJzQUuXNB+v2OH/V9TNyNmL54ciLE0kYiIjKpeXZTwZWSIEj5XtmgR8MwzwA8/aB9jEFa8lBSgWjWgUSO5R2I2BmLkds6fFw2WJI4IxKQ5YvYMxKRsmycFYixNJCLyYLdvA3/+Cdy7V/x2fn5A1arivquXJ+7aBfzyi/4VZUlamljgmfRJa4i54FVbBmLkdqSyRGltx+3bRaWCPTEjZh8sTSQi8mB//AHExwMdO5a8be3aIit29ar9x2VP0hpi1avrP37iBFC+PNC9u/aPIwkuupgzwECMijF9OrBsmdyjMJ8UiCUkiGDs6lWRJbMnzhGzDwZiREQezJSOiZKvvgKysoC+fe07JntSq7UfYgoHYrVrAxUqiBKc335z/NicGQMxcjenTgHjx4tF3TMy5B6NeaT3sAYNgGbNxH17lycyI2YfnCNGROTBjh8Xt6YEYhERLvlBXM/t28Ddu+K+VGopUSi0a4pxcWd90jwGF/ywwECMDJLe+/Lzgd275R2LuXQvJj3xhLhv70DMEXPEPDEQ4xwxIiIPpruYsyeQPsDExhr+w/fSS+J2wwbtFWBiRozcj+5c123bZBuGRXQDsccfF/e3b7fvazIjZh8sTSQi8lC5udo/6KYEYvn5wKBBQMuW2qySq5Hmh9WoYfj5Jk2AypVFCeavvzpuXM6OgRi5G1cNxLKzgUuXxP3q1YFWrcTc3XPnxBIT9sI5YvbB0kQiIg/1779AXp74w1qhQsnbK5XAxo3A3r1ifoUrun9f/LyF54dJdMsTddvbe7pq1YDhw0XbfxfDQIwM0g3EDhxwnXli586Jua4hIaJcPCREu6zEzp32e11HZsSkMkhPwNJEIiIPpVuWaOo6WroLO7uiESPEB645c4xvI5UnJidrM0GerlkzYN48YPRouUdiNgZiVERBgfZiUlCQa80T0y1LlN63pfJEe84Tc4c5Ypcvi4uPzoSliUREHqpxY2DuXOD1103fx9UDMUB8eCmuDKRhQyAxUbSDdsFSPNLHQIyKuHhRfAD29QVeeEE85irliYa6vjpinpgjM2I5OYBKZdtj//knULEiMGyYbY9rLQZiREQeqmpVYNQooF8/0/dxh0CsJAoF0KsXEBYm90icx/37wPXrLtnAhIEYFSG9f9WoAbRrJ+67ciD22GPi9uRJ4MYN+7yuI+eIAbbPiv31l7jds8e2x7UW54gREZHJatUSt64YiKWlAfXqiSvgarXp+5mzrbv69FMgOhoYO1bukZiNgRgVIb1/1a6tbf/uKvPEDAVi4eHivQ0Adu2yz+s6IiPm46OtQrB1ICY1Mjl/3rne0zlHjIjIA6lUwIoVwKFDYr6EqaSM2Pnz2j8gruL0abF20MGDps2JS0wE4uPFefJ0XEeM3Inu/NjYWFEd4CrzxIwtSG/veWKOmCMG2G+e2NWr4vbhQ5HddxYsTSQi8kBnzwJ9+og/3qY26gBEViQ0VNTap6XZb3z2YOwDjDGnT4t5BVzcme3ryb3oZsQAoE0bcevs5YlZWdrMjrFAzF7zxByREQO0pY/2yogBovOks2BpIhGRB5KuCNeubV4gplAAqakiIxYXZ5eh2U1Ja4gVJrWx//131103zVaYESN3oVa7biB29qy4DQ0FypbVf04KxI4csc/7lSPmiAH2z4gB4u+Xs2BpIhGRBzp+XNyaspBzYS6YFQFgfkasTh0x70KlAtats9uwXAIzYuQurl8XgYqXl/aijKvMEyvuPaxcOfG4Wm2fEktHZcTsEYip1c6fEWMgRkTkQXTnSHgKcwMxQJsVW73a9uNxJQzEyF1I731VqmgzvK4yT6yk9zB7zhNz5Tli6en6a0I6S0YsPx/IzRX3GYgREXkQawKxY8fEFeS2bW07JnsqKADOnBH3zQnEOnYUtwcO2H5MroSlieQuCpclSlyhPNHUQMzW88Ryc7ULIbtiIKabDQOcJyOm2/DKBd9biYjIEnl5QEqKuF+3rvn7BwSIK667d4sreq7g7l3x4aV0afPmttWsKW6vXwfu3bPHyFzDk08C/fu7ZAaVgRjpcedATLfEUspg2YLu+oGuGIhJ88OUSnHrjIEYM2JERB7i/HlRphEQAFSqZP7+cXGiRC0nB7hwwdajs4+wMODoUeDOHcDb2/T9QkKAVq2Arl1tP3nclQwbBixdCjz1lNwjMRsDMdJjLBBzhXliJQVilSqJjrZ5eaLjq61IgZiPD+Dra7vjGmLPjFijRtrvpZJAOUnzw3x8tEEiERG5uXLlgA0bgAULxIR1cymV2kyRqy3sbE6HSMmuXcD69UCFCrYfD9kdAzHSYywQc/Z5YpmZomMtUHx5tT3miTlqfhhg34xY48ZAYKBo3nHxou2Obym2rici8kDBwUCXLqLUzFK1aolbVwvEyDIZGeLDmDmLfzsJBmKkcfeuNpgpHIgBzl2eKM1xDQ8HypQxvp095ok5qmMioA3EbFlaKWXEKlQAKlcW952hYQdb1xMRkUWkDzGuEoj17Ak0aCDWBLOEWm3bDwaupk0b8QFp0ya5R2I2BmKkIb1flS8vyo4Lc+ZAzNSur1KJ5b59+nOQrOGoNcQA+2bEKlQQ3TIB55gnxtb1REQeaOFC0Y7dmnkQUiB26pRtxmRvhw+LOWKW1OFv3y7mmEkfcDwR29eTOzBWlihx5nlipgZi1asDUVHi/+z+/bZ5bTkyYvaYI1a+vDYjxkCMiIgcLj8fGDtWrI9144blx6lTR8w1K1fOdmOzl7w87R9dc1rXSyIjRUnT6dMiM+aJpCvrDMTIlZUUiDnzPDFTAzGFwvbzxNxljphuRswZShM5R4yIyMNcuCA+VPv7a68MWqJ+feDaNeDHH202NLu5dAlQqUQQERtr/v5VqoimJpmZQFqa7cfnCqSMmAt+YGAgRhqmrJ/orOWJ5ixIb+t5Yq6cEXvwQFxIA5wvI8Y5YkREHub4cXFbq5bntMs9fVrcVqtmWZdIPz/tH2/pWJ6GpYnkDkrKiAHuEYhJJZZ79oiLUNZy5TliUjYsOFjMC3TGjBgDMSIiDyHN6Srug4i5nL2TnjkfYIypUUPcOiIQ69BBlBeNH2//1zIVAzFydQ8fatc9LO79zxnniWVkaEvJTXkfq1sXCA0VAdThwxas2VGIIzNiUrBn60CsfHnxvhoXJ76/c0ebKZMLSxOJiDzM2bPi1pqgRLJ4sfjjNmaM9ceyJ1cKxHJzgeRkcf/IEfu+ljmkEhoX/MDAQIwAACkpYo5nWBgQEWF8O2ecJya9h0VFaTNGxfHyAlq3Fvd37rQ+EJNrjpgt5uTqtq4HRKAXGSnuy50VY2kiEZGHkdaiqVrV+mP5+Yl5Yn//bf2x7CkiQswJqVvX8mM4KhC7dk17Pz/fvq9lKrVaNHfp3t0xpUk2xkCMAGjLEuvUKXlhd2crT7TkYpK2YYdrZcSkQCwvT5uJt4ZuRkziLC3sWZpIRORhpIyYLQIx6Q/9/v227XBla++9J+bG9etn+TEaNgQ6dQJatrTZsAy6fFl735qulrakUADffQesWVP8QrJOioEYAdA26jClLNsdAjGpxHL3boXVF3XkKE0EbPN3pXBGDHCehh0MxIiIPExSEvDzz6LrobUqVxZfeXnAzp3WH8+ZtWwpzt3bb9v3dXQDsevX7ftaHoKBGAEwrVGHxNnmiVkSiDVsKIKae/cUuHTJwOrVZnBksw5vb21gYotArLiMmNyliZwjRkTkYerUAZ55RnSPsoWnnhK3W7bY5ni2VlDgWmt/6QZiN286R3liQYEoEXKl86iDgRgBMC8Qc7Z5YpYEYt7eQKtW4v7x42Wten1HzhEDbNs50ZkzYpwjRkREVmnbVtw6ayCWlCSCzpdfts3x0tPt22lL+tAAiA+Bt2/b77VMdfmyuGLrqA9hNsZAjKBSaYMZUzvGmlueWFBgm1bxhljacEjK7B0/Hm7V6zuyNBGwbSDmChkxBmJERB5g61bg44/F2jK28uST4vbwYecIGgo7fVpczc3Ls/5Y/fsDZcsCy5ZZfyxjdDNizZtr/1DLSZow7+sr7zgsxECMcPasCJKCgkxf1N2cQOyHH4DoaKBJE23QYit37mjfW6tVM29faR7viRNlrcpou2ogplIBaWnivm5GTArELlyQt+qApYlERB5k/XpgwgRg7VrbHTM6GujRAxg71n5Xg61hi9b1kpgYcWvPzokjRwJz5gDHjgH79gGVKtnvtUzlwmuIAYC33AMg28rIAC5dAurVM30fqSyxVi3TF3UvPE/MUDn37dvA8OHAqlXi+5s3gQ8/BKZNM31sJZHew2JizA+EmjYFvLzUuHfPD2lpKlSsaNkYHDlHDNAGYlJJpKXS0kRJtY+P/pIFFSqI0s3cXNGp1tTg3NZYmkhE5EGkjonmXlUtyQ8/2PZ4tmTLQMwRLezbttWWezoL6cOCiwZizIi5kT/+EBd/evUyb86iOfPDJCXNE9uwQQSDq1YBSiXw0kvi8VmztK9nC9a8h/n5aQNIa5qOuGpGTCr1jonRD8CVSu1FLjnLE1maSETkQWzZut5VuFog5oykjJiLls8wEHMjTZqIuVjHjgGHDpm+nyWBGGC4PPHePWDQIKBrV5FxqV0b+PNP4PvvgaefFmXQw4fbrrmNte9hUiB2/77l64m5arMOQ/PDJM7QsIOBGBGRhygo0P7BsUcglpUFJCc71zyxhw9FCROgDaKsIR3j8mXx89ranTuibPTAAVGeWLkyMGmS7V/HXC5emshAzI2EhgLPPivuf/ON6ftJa4jVqWPe6xUOxDZvBh55BPj6a7G+3v/+Bxw8KEoAFQrgs8/EBYutW4GVK817LWOsDcSkoMaTM2K688MkztCwg3PEiIg8xLVrosTM2xsWzxMoTrt2QIcOokuhs5AygKVLA+HWNQ0DIBp1hIaK+2fOWH+8wo4eBbp3F2VXOTliIvnFi7Z/HXMxECNn0r+/uF2xQszxKUlBAXDqlLhvbkZMd57Y0KHife7SJfEhfvt2YOZM/Q/RlSsD//d/4v7YsSJ7Zi3rAzGRmrM0qFGr5Zsj5u4ZMc4RIyLyEFJQUqmSCMZsTerO5Wxt7J9+WgSICsurcjQUCvuWJ0odE2Njgagocd8ZFnUODxdZCOlDqYthIOZm2rcX88Ru3wZ+/bXk7aUMto+P+dUAuvPEvvhCPDZsGHDkCNC6teF9xo0TQVNamvUZbbXadqWJlmbEcnJEMAu4bkbMUCDmTBkxBmJERE7szh3grbe0wZQl7D0/TFrYefNm51n4t1494JdfbNtMpHt3Mf/DHt0MdctonCkQa94cWLcOmD1b7pFYhIGYm/H2Bl55Rdw3pTxRmh9WvbplF6Hatxe3FSoAv/8OLFhQfGbI3x+YN0/c//xzsbSHpW7f1q5baOl7tzaosexqlG7nQkcFYtL5tVVGrLjSRGeYI8bSRCIiJ7ZjB5CYKIIxS/XqJUrfZsyw3bh0PfaYuOJ8+bJ1AaOzGzdOfMhq1sz2x3bWjJiLYyDmhvr1E7e//ipaxhdHCsTMnR8m+egjEfD984/IrpuiQwexrEdBAfD669qMkrmkzHtsrOVZE2szYlJZop+f6DboCI7IiEmliamp8q3XyNJEIiIXoFSKK3vWlMMFBAD16wMNGthuXLoCA4H4eHHfWcoTMzKcJztnCikQ082I3bhh+Yc4W3Glc2iAywVi8+fPR1xcHPz9/dGiRQv89ddfxW6/evVq1KpVC/7+/qhfvz6SCk3UVKvVmDhxIsqVK4eAgAC0a9cO/0r1bi6qbl3RICMvT1ykKo7UqMPc+WGSsDCgb1+gTBnz9vvkE5FB2rvX8kXgbdH1NSRE/Ae2NhBz1PwwwDaBmFpdfEYsLEwbpF64YPnrWIOliURELqB+fXF76pRpk9PlIq1/tXmzvOOQ1KolmmscP27b42ZkiMn7tiZdvY2NBSIjxf28PCA93favZY7PPhPZTikL4WJcKhBbtWoVxo4di0mTJuHgwYNo0KABEhIScOPGDYPb79mzB7169cKgQYNw6NAhdOvWDd26dcOxY8c028yYMQOfffYZFi1ahH379iEoKAgJCQnIli7HuyipaUdJQY6lreutVaECMHmyuP/WW5Z1lLVFIGZtUOPojomAbQKxW7e0fy9jYoo+r1DI37CDgRgRkZPbsUOsl+PlJT6UW5oVGz0amD7d+lKP4kjzxLZulT+Lk5kpSk7u3TP8R9hSWVmiC2PTprZv1a9bmujrK7KXzZvLVzYjyckRv3u2aHgiAzu0prGfTz75BEOGDMGAAQMAAIsWLcKvv/6Kr7/+GuPHjy+y/dy5c9GxY0eMGzcOAPDBBx8gOTkZ8+bNw6JFi6BWq/Hpp5/i3XffxbP/9X1fvnw5oqKisG7dOvTs2dPgOHJycpAjtcsEkPFfOkWlUkGlUpn9c0n7WLKvMd27A2+84Y3DhxX4+2+VwWy/Wg2cPOkNQIFq1VSw4cubZNgw4OuvvXHihALjx+djwQLz3hhTUpQAvFClSj5UKsveVIOC1ACUuHtXbdH5v3tXAcAbgYFqqFR5Fo3BXAEB4jUzMix/TZHl8kFkpBoKRZ7Bf/u4OCWOHPHCmTOWn9/iFPd7r1YDDx/6AACUSsf/bro7e7znkOl4/uXDc29byhkz4KXTGSzv0CGoa9Y0uK3Rc3/nDnw++0w8N3Qo7PaG36gRvGbPRkGbNvJ/cD9xAj4A1OHhyAsOtt3P7OMD7woVoLhyBXknTkD96KMAbPN7r5g3D4qrV1FQoYIY7/792idl/P/klZUFJYB8Hx8UONH/a1PPtcsEYrm5uThw4AAmTJigeczLywvt2rXD3r17De6zd+9ejB07Vu+xhIQErFu3DgBw/vx5pKWloV27dprnS5cujRYtWmDv3r1GA7Fp06ZhspTO0bFp0yYEBgaa+6NpJCcnW7yvIU2bNsPevTH44IOLGDiwaOr77l1fpKd3gkKhxvnzG3HtmuOvEPXuXRbvvPMYlizxQo0au1Gjxh2T9z148AkAZXDv3t9ISkqz6PWvXKkIoBHOnbuJpKTiy1wN2b8/CsCjyMu7i6SkHRaNwVxnzpQB8ARu3cpGUtImi44hjTs4+B6SkrYb3EatrgugGrZsOY+4OBuXTugw9HuvUnkB6AoA2LlzE4KCHBPkehpbv+eQeXj+5cNzbz0vlQqd/vgDXgDSa9RA2OnTOPfzzzgp1bUbUfjclzlzBk8AyA4Nxe/SwqT2UrWqyOxI2R2ZxOzahWYA7pQti502XtusZWgoIq5cwdE1a3C5UNmgVb/3/v7i/O3caeUIbavWiROoCeBiair+caJ14rJMXFTbZQKxW7duIT8/H1HSBMH/REVF4ZS0EFYhaWlpBrdPS0vTPC89ZmwbQyZMmKAX4GVkZCA2NhYdOnRASAlvQIaoVCokJyejffv28PHxMXt/Y9RqBZ57Dti7tyq+/74SCh96+3ZxNahyZeC55zra7HXN0bkzcPJkAb77zgvff98ae/bkmdT0Qq0G+vQRv74vvdTY4tLKjIwCzJ8P+PtHonPnzmbvn5kpzmH58qUt2t8SKSlisWyVyt/i17x6VVQl164dYvQYFy96Yf16AKiCzp1t3wq3uN97qRsmADz7bAf4+tr85T2avd5zyDQ8//LhubcdxR9/wDsnB+py5VB62DDgjTdQLTsblY38TTF27hWrVgEAfOvUcdjfUbl5HTkCACjTrJnNf2avpCTgn3/QICAA9f87tjv/3nttFxeTK9WsiVgn+v3JMLH5gMsEYs7Ez88PfgZW8Pbx8bHqF9za/Qvr0kXMp7xxQ4HNm33Qtav+89Icq9q1FbL+x5w1SyylceiQAkuW+GD48JL3SUsTJdZeXkDNmj5FgkxThYaKTMv9+17w8TG/7aFUoRoc7AUfH8dMuQwLE7eZmQp4e/tYVF2RmipuY2ONj1uae3fhgn1/NkO/93n/JcAUCiAw0LKfkUpm6/ccMg/Pv3x47m3gv+yKolMnKBs1AsLD4RUaCq8SzmuRc3/xIgDAq1q1Eve1Wm4u8N13IquzeDEs/vBgrf8mX3vVrGn7n7lWLQCA8uxZKAsd2+Lf+5MnRXe3unU1x8fs2WIdov79gffft27M1vivBFAZGFjk55WTqefZZZp1hIeHQ6lU4nqhNQuuX7+O6Ohog/tER0cXu710a84xXYmPD9Cnj7hvqGmHXI06CouKAqZOFfffece0ZSmkILJiRdE63lJSAtPS+cHSOmJyNOsoKLB8jmxxHRMlus06HN0dVrd1PYMwIiInJJWBde4MPP64aGX+7bfmH8feiznrUipFScmyZfbpLGgq6UNMjRq2P7Z0TGuWEyjsp5+AF14QDVUkOTkiiL50yXavYwnpirg1HwZl5DKBmK+vL5o0aYLNOm1HCwoKsHnzZsRLa0MUEh8fr7c9IOpjpe0rV66M6OhovW0yMjKwb98+o8d0NVI3z19+KdpAx1kCMQB47TWgSRPRQKhPn5LnfdqiYyIAlCplm/b1jgzEdF/L0gBSCsQMrSEmiYsTt5mZtm++VBJ2TCQicmLnzok6eW9voF07ccXM0qtmjg7EnnxS3JdzPbF27YBOnYB69Wx/bCkQ+/df23WH1O2YKHGWRZ1r1RJLEzji98cOXCYQA4CxY8fiyy+/xDfffIOTJ09i2LBhePDggaaLYt++ffWaeYwePRobN27E7NmzcerUKbz//vv4+++/MWLECACAQqHAmDFj8OGHH2L9+vX4559/0LdvX8TExKBbt25y/Ig298gjQKNGIrD5/nv956xdzNmWlErg669FkPHHH8AbbxS/va0CMVst6OzIdcS8vLSvZ2kgJi0HUlxGzN9f21XX0S3sGYgRETmxHf81p2rVSrRL12Xuh39HBmKAto29nOuJTZ4sMor2+AAWFwcMHQp89JHtuhnqLuYscZZAbOxY8cGxVy95x2EhlwrEXnrpJcyaNQsTJ05Ew4YNcfjwYWzcuFHTbOPSpUtIlSa/AGjZsiUSExOxePFiNGjQAGvWrMG6detQT+cKxFtvvYWRI0fi1VdfRbNmzZCZmYmNGzfC39/f4T+fvRhaU+zePW1WxBkyYoAIGr/7TtyfPx9YuND4trYOxHJyFNBZkcBkcmTEAOvXEjMlIwYAVaqI2/PnLXsdS0mliW7035CIyH307y/+EM+erX1syRKgUiVgzBjzjnXyJHD4sPgQ4AhSILZ7t/aPjTvx8REfoN54w3blerqLOUucJRBzcS4ViAHAiBEjcPHiReTk5GDfvn1o0aKF5rlt27ZhWaHJUD169EBKSgpycnJw7NixIt1pFAoFpkyZgrS0NGRnZ+OPP/5ADXvU7MqoVy9RPXDgACCtZS01mixXrujFLDl166adLzZypPELVrYrTdTetySokWOOGGBdIJaZKQJxoPiMGKANxJgRIyIiPdWqiTkFEm9vMV/on3/MO06pUmJxYEe94deqJT785OQARpY/squHD0UZjtyLSpujpNJER08kdyMuF4iR+SIigKefFve/+UbcOtP8sMLGjxfzxPLzgR49tEGXRK0GzpwR960NxJRKwN9ftOizpDzRFTNiUjasVCn9QNQQ3YYdjsRAjIjIxdSvL27/+ce5P5grFPKWJ37/vbgCXriVtS1lZYks4+HDtjmWtB6Z7tXbyEhxq1IBd0xfA9bmOnUCQkOBn3+WbwxWYCDmIaTyxG+/Fa3BnWl+WGEKBfDll8Cjj4r/21276q8rde2aeF9QKrWBgjUCAqwPxBw5R0z39SwJxEyZHyaRqzRRCsRYmkhE5GTefRd4/vmiC/vWri0mMd++LdaYMcVPP4n5TL/8YvtxFqdtW/FhQ7oy6UhSSYo9y5G++040CHjnHeuPJWXDgoP1x+zvL8pJW7QQH8rkcveu+HLm4L8YDMQ8RKdOQHi4yCBv2iSWgwCcMyMGiP/fP/0ksuApKcBLL2nXlpIyZHFxtlkCJDBQTGb1tIxYSfPDAPkyYrrt64mIyIn88IP4A33zpv7jAQHaMhVTyxM3bwa++ALYs8e2YyzJCy+I8S9d6tjXBRwTiNmyhX10NLBmDTBvXtHOmEeOAH/+adqVXXuRJvi76JVbBmIewtcX6N1b3F+2zLlLEyXR0cD69UBgoAgex44Vj9tqfpgkMNDyjJgrzhGzJCN26ZI2EHYEliYSETmhM2fEH2GpbX1hUjM0UwMxR3dMlJQqBZQt69jXlEglPo4IxM6fF4tYW6N0aaB7d+16SM6G64iRq5DKE3/+WVtq5syBGAA0bKhdH/Lzz8WFM1sHYrYoTXSlQMycjFi5cuK9LT9fW53gCAzEiIic0G+/idvWrbVth3XpzhMzhVyBmC5HN81wREasXDnxwSQ/3/FzCxyNgRi5ioYNRTlvbq543wkN1Ta9cWbPPw98+KG4P2IEsG6duG+7jJj1pYmOniPmqIyYl5d2YWdHvpezfT0RkROSArFOnQw/37QpEB8P1KxZ8rHy8oALF8R9OQKxEyeAJ54QE9IdyRGBmEKhzYqlpFh3rM2bgR9/NHw1dtYs8SFhyhTrXsMa0gcGTwzEst1x/QU3J2XFAJENK1zu66z+7/+Al18W79vMiDkuIwbI08KeGTEiIifz8CGwdau4X2gpII0uXcR8rwkTSj7e5cui456vr+l/kGwpPFwsTL1/f9H5bvYkBWJlytj3dWw1T2z2bDGnbtOmos9lZwMXL4r5C3LxtDliBQUF+OCDD1C+fHkEBwfj3H+fzt577z0sWbLE5gMk23r5ZdFtEHD+skRdCgXw1VdA8+baxzhHzP4ZMUCehh0MxIiInMy2beKDd2ysbVouS2WJlStrP5g4UmSktpRSCjALy8sDdu0S6+o8+SSwdq31r/vkkyKwsXcW0FaBmJQJM/ShwRkWdW7eXGQ1S1qPx0l5m7vDhx9+iG+++QYzZszAkCFDNI/Xq1cPn376KQYNGmTTAZJtRUWJdvDr1umvw+gKAgLEuNu0ERfQpJI5649rWSBWUKDt2CpXICYFgqbKzQVu3BD3zc2IObI0ke3riYicjFIJtGolFl8uqZzm4UPxB6e48jvpA76c88PathXz2bZsAV58Ufv4pUuiFOe337RraAHiD//zz1v3mu++a93+purcWXxYiI+37jjS1VvdxZwlzhCI/fqrfK9tA2ZnxJYvX47Fixejd+/eUOpcwWjQoAFOnTpl08GRfXz1lfhyxZi5XDng2DHRMdVWF9AsnSMmBQuA68wRS00VS234+oqqDFPIkRFj+3oiIifToYPIDs2bV/x248eLP4pz5hS/3YABokxv8WLbjdFc0sLOv/8u2rBLQkKAlStFEBYaCjz2mHhczoWLzfXoo8C4cdqxWyIzU9vl0VkDMRdndiB29epVVKtWrcjjBQUFUKlUNhkU2VfZsiII8/WVeySW8fERTSRsRcqImRvUSPPDxDFsNx5TWBqISfPDYmJMP4dyZsQYiBEROZmSsmGRkSJzZErnxJAQeeaHSZ54QlzVvXABeOMN7eNlyoiAc+dOUUbyySficWk+kqXUanHV19GdGi0lZS1DQgyX/kmBWFqayy6oLDezP87WqVMHOwuvpg5gzZo1aNSokU0GReRIls4Rk8oCAwNtGxiawtJAzNz5YYA2I3bzpmVz0izBQIyIyIn8+6/p2SBzW9jLKSQE6NlTXJkuU0Z/wcyhQ0U2ydsbaNxYlFpa24EwO1uUa3p7WzYx3VynTomOh9euWba/FIgZyoYB2kAsN1fbhMSRMjKAiAjxocba9dJkYvYcsYkTJ6Jfv364evUqCgoKsHbtWqSkpGD58uXYsGGDPcZIZFcBAZaVJsrVMRGwPiNmzgXI0qWBsDBRoXH+vFgCwd7Yvp6IyImMGAH88QewfDnQu3fx20qB2Jkz4qqaoStqajXQrZv4YzR1qv07CBbnu+/Ez1XcFVWl0jbzIXSDFUfMaRgyBNi1C4pvv7WsmUVx88MA8W/7yCPig1BWluP/HbOzgVu3xH0fH8e+to2YfR3/2WefxS+//II//vgDQUFBmDhxIk6ePIlffvkF7du3t8cYiezK0oyYXGuIAdZnxMytBHF0eSIzYkRETuLBA2D7dlFO17hxydtHRYlJyGq1WKvLkBs3gPXrgUWLnOON3lFlLVIgFhLimNf8r3OiQlr3x1wdOgBr1gBvvml8myNHxJIFMTGWvYY1dNcQc5X1mAoxOyMGAK1bt0ZycrKtx0IkC2sDMTkyYlLwl5kp/jaa+n4uZcTMKU0ERHni3387rmEHAzEiIiexdauYG1WpElCrVsnbKxQiK7Z1qyhPNNSiWWpdX6GC6yzEO3iwKPFbvNj8P6ISR60hJtENxEwJogurUMHyn9URpDl7rvI7ZICDZ7YQOR9LSxPlWkMM0K8w0G0aUhJXy4ixNJGISGa//SZuO3c2PetQ0jwxKRCTs3W9uX77TXxJa8BYQupAWFxbf1uS1hKzNCPm7NxgHoPZgZiXlxeUSqXRLyJXI2XEMjOB/HzT95MzI6bbIMSc8kRrMmKA4zJibF9PROQE1GogKUnc79TJ9P2efBJ45RXja1i5YiAWGipupWDKElJGzMGBmOL0acu6Gi5fLpp9FNeIY/p0oGJF4IMPLBykFdwgI2Z2aeJPP/2k971KpcKhQ4fwzTffYPLkyTYbGJGjSIEYIIIxU98f5ZwjplCI183IMD0QKyiwrFkHwDliRERu588/gbVrgdatxULNYWFFt0lJEa3dfX21a26Zols38WWMKwZiUjmhKwViVasCCgUUGRnws6Sr4YgR4kPGyZPGx5yTI7orSh0WHckTA7Fnn322yGMvvPAC6tati1WrVmGQK64STB7Nx6cAvr5q5OYqkJFhfiAmR0YMEOWJ5gRit24BKpUI4sqVM++1pEDs3DlxUc3ec2IZiBER2dkvvwAzZ4ovAKhbVwRl0ldsrDYb9sQTtv1j56mBWGws0L070LSpLUZUMn9/MbfvwgUESVdiTXXvnvYDhrGuiYC8izr7+Yk5iMWNz8lZ1KzDkEcffRSvvvqqrQ5H5FAhISJQMWeemJxzxADzOydK78GRkeYv5l2xoiiFzM4W6zaaG8iZyw3KvomInNsTT4j5Tjt3iszX8ePia9Ei8fzJk0CvXuIPZHS0+cfPyxNzk8qWFX94dElrknlaIJaQIL4cado05CkUuG/uOlvSpPLQ0OI/6MgZiDVtKjqJuTCbBGIPHz7EZ599hvJyro5OZAVLAjFnyIgBpgdilizmLPHxERecLl4U5Yn2DsSYESMisrMOHcQXIAKyXbtEULZzpygzq1FDXIEbPNiy47/4IvDTT8BnnwEjR+o/d/KkCGjk+gNqCVsEYnLo2RNqlQoqKbtpqpIWc5bIGYi5AbMDsdDQUCh06pLUajXu37+PwMBAfPfddzYdHJGjSEGNJYGYHHPEAMszYpZeL6lcWQRi584BLVtadgxT5OWJL4CBGBGRQ0RGAs8/L74AIDfX+nWuatcWgZixzolyLuJsCWm8UjmMJXJyREmKK6x5JQViJV29lQKxtDTHzF1wM2YHYnPmzNELxLy8vBAREYEWLVogVOooQ+RiQkLUABQumREz9W+CNRkxQMwT27bN/g07pGwYwNJEIiJZmFu/bojUwv7YMeuP5QzefReYNEmUiFjqpZfE3LwvvwQGDrTd2IqTmQnF77+j4tatYgkCU0kfGkzNiGVniyvDISGWjdMSq1cDb70FtG8v1ndzQWYHYv3797fDMIjkZUlGzFXniFmTEQPs38Jemh8GMBAjInJZuoGYTut0xbJloltjz55Av37yjM0StviDdO+eaGEcGGj9sUx16xa8X3gBj3h7o2DWLNMDSVNLE4OCgEceEeVBDx44NhBLTxddPW/edNxr2phJgdjRo0dNPuAjjzxi8WCI5CK9b7hiRswRc8QA/c6J9iRlxPz8rK+MISIimdSoIT70378v6tr/uwqo+OsvYONGx3UOdCaOXtAZAGJjofbzgzInBwWXLmkXeS7JW28BXbqIEtOSHDli3Rgt5Snt6xs2bAiFQgF1CYvBKRQK5JuzIi6RkxCliZwjVhxHrSXGRh1ERG7Ax0d8iD96VMwTkwIx6WqeK3VMBERnySlTRBC1YIFlx3D0OmIAoFSKc33iBBQpKaYHYrVqiS9nJpXQuHsgdt5Rq7gSycSaZh2ekhGTShOvXBEXoez1vsfW9UREbqJePW0g1rEjAJ1ArFo1GQdmgcxMIDFR/BG1NhBzcKMSdePGUJw4AcWWLUDXrg59bbuSMmIu/IHBpECsUqVK9h4HkawsKU10pTliugs/W5oRi4wUZe1ZWcClS0D16pYdpyTMiBERuYkXXwRq1gTatQMAKFQq8QcEcL2MmLXt69VqeTJiAAqeeQZe330Hr3XrgE8+KbmzYWamaChSsaLopFnS9tOmieB06FDgnXdsNu4SeUppoiEnTpzApUuXkFtogbhnnnnG6kEROZorzhGrWFHcbtoE3L4t1sw0RipLLF3a8lJKhUJUNBw+DGzdykCMiIhK8Oyz4gsAVCoE3rwJhdSswpJFouWk275epTK/e2JWFiBN33FwIKbu0AF5vr7wvnBB/BFv1Kj4Hc6dA8aOFR8suncv+QVyckS5jNTgw1E8MRA7d+4cnnvuOfzzzz9688aklvacI0auqFQpy+eIyRWIde0qmlL98w8wcSIwf77xba2dHybp21e8h8+dCwwZYp/lQqRAzIUrDYiIyICgtDRxp0oV11tvSjd4uncPCA83b/+8PBHUZGQ4/oNDYCBuNG6MmD//FOvQlBSImdq6XiLXos5ly4qMa7lyjn1dGzK7J9no0aNRuXJl3LhxA4GBgTh+/Dh27NiBpk2bYtu2bXYYIpH9WZMRk6tZh7c38Nln4v6iRcU3LbJ2fphk4EDx8544Afzxh3XHMkaaI8aMGBGRG7h0SaydlZYG76wsqMuUcb2yRED80ZX+4FtSnli6NLBmjShjkSEIPdWrF1T//AO88UbJG5vaul4iVyA2fjxw6pTI3rkoswOxvXv3YsqUKQgPD4eXlxe8vLzw2GOPYdq0aRg1apQ9xkhkd+YGYvn52oBBrowYALRpI0rwCwqAUaP0lmrRY6uMWOnSwIAB4v7cudYdyxiWJhIRuZGXXwaeeQaKrVtx7bHHkHfjBrBqldyjsoy188RkdL9SJZE9MoUUiJl69VauQMwNmB2I5efno9R/XQLCw8Nx7do1AKKhR0pKim1HR+Qg5nZNlLJhgLyBGADMnCmClh07gB9+MLyNrTJiADBypLiY9+uvwOnT1h+vMAZiRERu5L+FnRXHjmkfc9U5PVIgJjXdMEd+vvGrpY5W0jjMLU2U5vtJpadkMrMDsXr16uHIfzVQLVq0wIwZM7B7925MmTIFVaSFhohcjLlzxKRATKGQfy5TxYrAhAni/rhx+kGixFYZMUA06ejSRdyXSiNtie3riYjciBSIHT8u80BsYNcuIDcXaNvW/H3XrBHljXK2jz97FnjhBVFOUxxLSxOzsrQtpR3h9dfF79fatY57TRszOxB79913UVBQAACYMmUKzp8/j9atWyMpKQmf2eNTGZED6JYmmnLBSnd+mDPMN/7f/4C4OPHeOX160edtmREDgDFjxO2yZbav0GBGjIjIjdSrBwBQ/PMP2owZA+WzzwLp6TIPykKlS5vfLVFy756YR+Bl9kdv2ylVCvjpJ1FCc/Gi8e3MLU0MDhYBUcuWhq8G28u5c8CxY44N/mzM5N+Gpk2bYtGiRYiPj8fzzz8PAKhWrRpOnTqFW7du4caNG3jqqafsNlAie5ICsYICcUGnJHJ3TCwsIACYPVvcnzEDKLwGuy0zYgDw1FPib+uDB8CSJbY5poSBGBGRG5EyYpcvo/SFC1Bs2qSdD+BJZFpDTE9kJPDYY+L+Tz8Z327lSuDHH4EGDUw/9tGjwO7d2uyYI7hB+3qTA7EGDRrgrbfeQrly5dC3b1+9DolhYWGa9vVErigoSJvZMmWBZLkXczbkuedEtURODvDmm9rHc3KAGzfEfVtlxBQKYPRocf/zz0VXXlth+3oiIjcSGqp/FbBSJcuzSnJbvRro3RtYvtz8faXyETkDMUAs0AwUH4g1biy2Cw11zJgs5UmB2JIlS5CWlob58+fj0qVLaNu2LapVq4apU6fiqnS5nchFKRTmdU50towYIH6GuXMBpVK8v0rt5VNTxa2fX/GLPpurd29xvIsXgfXrbXdctq8nInIz/2XFAEDtyv0E/vkHSEwE/vrL/H2ljJjU8EMuzz0nbnfudP0uh9IHBk8IxAAgMDAQ/fv3x7Zt23D69Gn07NkTX3zxBeLi4tClSxesdeHJckSWBGJyrSFmTN26wIgR4v7o0YBKpZ0fFhNj2/lsAQHA0KHi/qef2u64LE0kInIzo0ZBHRcHwMUDMWva1ztDaSIgOnw1bSomxBu6inr8ODBnDrBli3nH/egjUXYzdaptxmkKKSPmwiU0Fs8YrFq1Kj788ENcuHAB33//Pf7880/06NHDlmMjcihXz4hJ3n8fCA8Xiy4vWKCdH2arskRdr78umkDt3AkcPGibYzIQIyJyM506Qd2smbjPQMxWo7GcVJ5oKIGyY4dYINncBnw5OeIDh3T11xE8qTTRkG3btqF///7o378/8vPzMWTIEFuNi8jhzAnEnHGOmKRMGe0FqUmTgEOHxH1bNerQFRMjFpQGbLfAM9vXExG5oXPnAHhwRqxhQzGRu3JlGw7IQs8/DzRvDrRvX/Q5czsmSuRY1Dk6Wny4ccYPYybyNneHK1euYNmyZVi2bBnOnTuH1q1bY8GCBejRowcCeAmbXJi7ZMQAYOBAYNEikaX65BPxmD0yYoAogUxMBL7/XrTOl9Z1tBQzYkRE7kfx39JH6kqVZB6JFawJxKZMseVIrFOzJrBvn+HnzF3MWSJHILZrl+Ney05Mzoj98MMP6NixIypXroyFCxfixRdfxOnTp7F9+3b07duXQRi5PHeYIyZRKrVVBSqVuLVHRgwQF9Xi48XrLFxo/fEYiBERuZ+C55/HxbZtzWuJ7mykQOzOHVmHYVfmLuYskQKxtDTbjsfNmRyI9enTBwEBAfjpp59w+fJlTJ06FdWqVbPn2Igcyp0yYgDQqhXQp4/2e3tlxADtAs8LF2pLCy3F9vVERO6n4O23cXjkSHkXNLaWNRkxtdqWI7GNu3eBFSv0F1C1tDRRKodx9U6MDmby/4YrV67gp59+wtNPPw0vV/5PRGSEu8wR0zV9unaMVava73Wef15cPLt5U6wDaQ22ryciIqdUqZL4Q2duIKZWi6uLYWHahT2dQYsW4ortpk3ie7Xa+tLEzEz9wM5e1GqgSRNRkmNJYOwkTI6oIiMj7TkOItm5W0YMEM00fv8d+OILoFEj+72OtzcwfLi4/+mn1l34Y2kiERE5JaVStCU2d0HqzEwgN1eUNDrTnIYuXcTtjz+K21u3tJ0IY2LMO1apUmINnVattFer7Sk3V0yE//NP267N42BMbRH9x53miOlq1Qp49VX7v86QISJ4OnIE2L7d8uMwECMiIrcita739nauP25SG/tffhGBTenSYrHq9evNbwmvUADHjokGGo5I3ujOg3DhuQwMxIj+444ZMUcKCwP69RP3rWllz/b1RETktCZOBHr3Bk6fNn0fKRArU8a5sjfx8aKk8N49YOtWwNcXaNYM6NpV7pGVTMrcAWLcLsrkQCw/P9+e4yCSnTvOEXO0UaPE7c8/a5aMMRszYkRE5LTWrRNrtly8aPo+zrSYsy6lEujWTdw3tLizM5MCMV9f5wpuzWRyIFa+fHmMHz8ep825AkDkQpgRs17t2kBCgpgjNm+eZcdgIEZERE4rNFTcmtMgQtrW2QIxQFueuG6dKEmcMwc4fNiyY33wgei2+PHHthqdcVL5jLkllE7G5EBs+PDhWLNmDWrXro3WrVtj2bJlyHJEVxQiB3HXOWKONnCguLVkncWCAu1FLpYmEhGR07Gkhb2zZsQAoE0b8TPduAG8/TYwdizwxx+WHSsnB7h6Vdt50Z7c5MOCyYHYe++9hzNnzmDz5s2oUqUKRowYgXLlymHIkCHYZ2x1biIXwoyYbZQrJ26lvzvm0C35ZkaMiIicjiWBWFgY8NRTot26s/H1BX74QQRPERHiMUsXHpVa2DtiLTG1Wryei3d1N7tZR5s2bfDNN98gLS0Ns2fPxsmTJxEfH4+6devik08+sccYiRyCc8Rsw5zzWJhUlggwECMiIidkSSCWkABs3gzMnGmPEVmvfXugfHnL1xCTODIQq18fSEsTnRpdmMVdE4ODgzF48GDs2rULv/zyC9LS0jBu3Dhbjo3IoaQAIidHPzNjCDNixkmVF9YEYt7e4ouIiMipWBKIuYKCAtsFYmlpthmTB7A4EMvKysKyZcvwxBNP4JlnnkHZsmXx0Ucf2XJsRA5VqpT2/v37xrdTqcQXwDlihkgBbVaW9jyZiq3riYjIqblrILZihfaPtjTHwFzR0eLWERkxN2F2ILZnzx4MHjwY5cqVw/DhwxEXF4etW7fi9OnTGD9+vD3GSOQQSiUQGCjuF5fNkbJhADNihpga0BrCjolEROTUBg8Gbt4Eli0zfZ9+/cQ8sa++stuwrHbtmva+j49lx5AyYhkZ+gsu28P27UDr1sCYMfZ9HTszufhnxowZWLp0KU6fPo2mTZti5syZ6NWrF0rpfuoicnEhISKTU1wgJs0P8/Z26TUE7cbHRwS00nkMCzN9XwZiRETk1EqV0r/iaIpbt4A7d5x7vasxY4Dz54FWrSw/RunSQN26osV/ZqZ9y1tSU0V7ZkuDRidhciA2c+ZM9OnTB6tXr0a9evXsOSYi2YSEiNJmUzJizIYZJwW05nZOlAIxliYSEZHbcOb29RI/P2DRIuuOoVA4rnmGNJnfxdcRMzkQu3btGnxcPOokKokpHf+4hljJTAloDZEqGZgRIyIip5SaCnz4oQg65s0zbR9XCMRcjZtMKjd5jtjOnTtRp04dZBj4ZHXv3j3UrVsXO3futOngiBzNnECMGTHjLO2cyNJEIiJyatnZwIIFwNKlpu8jBWJSow+ynptkxEwOxD799FMMGTIEIdInVR2lS5fGa6+9Ztd1xNLT09G7d2+EhISgTJkyGDRoEDKlyTpGZGdnY/jw4ShbtiyCg4PRvXt3XC/UyWXUqFFo0qQJ/Pz80LBhQ7uNn1yDKYEY1xArmXQeLS1NZCBGREROSQqmsrKA3FzT9vGkjNjkyWJNshkz7Ps6nhaIHTlyBB07djT6fIcOHXDgwAGbDMqQ3r174/jx40hOTsaGDRuwY8cOvPrqq8Xu88Ybb+CXX37B6tWrsX37dly7dg3PP/98ke0GDhyIl156yV5DJxfCjJhtWLqos5tUGhARkbvSTUiY0sI+P1/7x9ATArGcHNGBUVqTzF6kDwwuHoiZPEfs+vXrxc4R8/b2xs2bN20yqMJOnjyJjRs3Yv/+/WjatCkA4PPPP0fnzp0xa9YsxMTEFNnn3r17WLJkCRITE/HUU08BAJYuXYratWvjzz//xKOPPgoA+OyzzwAAN2/exNGjR+0yfnId0vtrcW3XOUesZCxNJCIit6RUig8LGRkiEIuMLH77nBzgqadEVswTAjGphb291xLz8hJXxF38qrjJgVj58uVx7NgxVKtWzeDzR48eRTlLF4Arwd69e1GmTBlNEAYA7dq1g5eXF/bt24fnnnuuyD4HDhyASqVCu3btNI/VqlULFStWxN69ezWBmCVycnKQI6VEAc28OZVKBZW5K9j+t5/uLTlO4XMfFOQFQIm7d/OhUhUY3CcjQ2wTEFAAlSrfQSN1LcHB4hylpxs/j4Z+7zMzxX5+fjy39sT3HHnx/MuH514+7nTuvUNDocjIQN6tW1BXrlz8xj4+wMaN2u9l+Pkdee4VZcvCG0BBairy7fl6b70lvgBZzmlJTD3XJgdinTt3xnvvvYeOHTvCv1Dd0MOHDzFp0iQ8/fTT5o3SRGlpaYgsdMXB29sbYWFhSEtLM7qPr68vyhSaGBkVFWV0H1NNmzYNkydPLvL4pk2bECitCGyB5ORka4ZFVpDOfWpqNQB1ceLEVSQlHTK47d9/i23u3r1idBtPd/16LQA18c8/F5GU9E+x2+r+3h85UgNAbdy8eRlJSYftOkbie47ceP7lw3MvH3c4920UCpQG8NemTXarBrMHR5z7shcu4DEAD86dw5akJLu/nrPKysoyaTuTA7F3330Xa9euRY0aNTBixAjUrFkTAHDq1CnMnz8f+fn5eOedd8wa5Pjx4zF9+vRitzl58qRZx3SECRMmYOzYsZrvMzIyEBsbiw4dOhhsZlISlUqF5ORktG/fnksEOFjhc3/5sheWLwdCQiqgc2fDGd79+8XUyho1yhvdxtOdPOmF1auBsLA4dO4ca3AbQ7/3+/ZJ57YCOncuWnJMtsH3HHnx/MuH514+7nTulZ98Aly4gOY1akDdubPcwymRQ8995crAe+8h+MEDdC7p3KjVYqHrsDD7jkkGhrrMG2JyIBYVFYU9e/Zg2LBhmDBhAtRqNQBAoVAgISEB8+fPR5RUF2qiN998E/379y92mypVqiA6Oho3btzQezwvLw/p6emIjo42uF90dDRyc3Nx9+5dvazY9evXje5jKj8/P/gZmBzo4+Nj1S+4tfuT5aRzHxoqvs/M9IKPj+FeNtL80JAQJXx8lA4aoWuR3lPv3zd+HiW6v/dSA6qgIJ5bR+B7jrx4/uXDcy8ftzj3K1cC3t7wDg0FvEv4KP3bb0CfPkDr1sC6dQ4ZnjEOOfcVKgAAFHfvwqegwHgzjZwcoGdPYP16YPNmoE0b815n+nRg2zbg1VcBA1OU5GbqeTY5EAOASpUqISkpCXfu3MGZM2egVqtRvXp1hEqfXs0UERGBiIiIEreLj4/H3bt3ceDAATRp0gQAsGXLFhQUFKBFixYG92nSpAl8fHywefNmdO/eHQCQkpKCS5cuIT4+3qLxkvtj10TbsLRrIpt1EBGR0zOnJ0J6uviSPjy4u9BQoG5dcUU2M9NwIJaTA7zwApCUBAweLIJUcx06JObedepk/ZhlZFYgJgkNDUWzZs30Hjt16hSeeeYZnD592iYD01W7dm107NgRQ4YMwaJFi6BSqTBixAj07NlT0zHx6tWraNu2LZYvX47mzZujdOnSGDRoEMaOHYuwsDCEhIRg5MiRiI+P12vUcebMGWRmZiItLQ0PHz7E4cOHAQB16tSBr6+vzX8Wcm5cR8w22L6eiIgInrWGGAAoFMCxY8afz84GuncXQVhAANCjh+hEaS43WUfMokDMkJycHJw9e9ZWhytixYoVGDFiBNq2bQsvLy90795d03oeEPWvKSkpepPj5syZo9k2JycHCQkJWLBggd5xBw8ejO3bt2u+b9SoEQDg/PnziIuLs9vPQ86JGTHbkP7ecEFnIiJyO1u2AGvXAk2aAAMGFL+ttNaYpwRixcnOFmWEGzeKP/QbNojW/pYeC3D5K7c2C8TsLSwsDImJiUafj4uL08xbk/j7+2P+/PmYP3++0f22bdtmqyGSGzAnEOM6YsaxNJGIiNzW0aPA/PlijlNJgZinZcSMefgQ6NYN2LQJCAwEfv1VfKB66SWgVStg1CjzjucmGbHiZ9ETeRgpgMjMBPKNLGPFjFjJrA3EXPwCFxERuTOpCZyU7SqOJwZikyYBMTHAzJnax2bPFkFYUJBoYNKmDXDmDPDDD8Devea/hptkxBiIEenQXX1AmgtWGOeIlUz6e5Odre2EaArpfZUZMSIiclqWBGKF1rV1azk5QGoqcPWq9rG33gJeflkEYY8/Lh4rVUrc3r9v2WsALp8RM7k0MTQ0FAqFwujzeXl5NhkQkZz8/ABfXxE8ZGQYvoDFjFjJpPdWQJzH8HDT9mNpIhEROT1zArG4OKBxYyDW8JqabklazurCBbFWmEIhPlytWKG/nTTHw5JATJqO5CmB2KeffmrHYRA5j5AQ4NYt42V1nCNWMqVSBKoPHjAQIyIiN2NOIDZtmvjyJFIg9vPPwIgRwLx5IhgrTLpqa6wEqTgHDwIFBZaP0UmYHIj169fPnuMgchqmBmLMiBWvdGltIGYqNyn5JiIid2ZOIOaJpEAMAL77DnjzTaBKlaLbWVOaCABerj/DyvV/AiIbK67RhFrNOWKmks6jOS3smREjIiKnJwVi2dnaK4ikVbOmKI0pXRpITjYchAHWlSa6CZvNEZOkp6dbNSAiuRUXiOXkaDPhDMSKZ0nnRAZiRETk9EqXBk6fFgFZSXOUKlUSQcn27Z4zT6xCBeCvv0RmrHx549tZkxF76SXR3nrePCA62rJxOgGL5oip1WoMGzYMU6ZMQWRkpD3GRSSb4gIIqSwRYCBWEmsCMZYmEhGR01IogOrVS94uLw+4dEnc97Q/bI0bl7xNXBxw545lk+7XrROd1T75xPx9nYjFc8RGjhyJ7t27o4qxdCORi5Iu0BQXiPn5Ad4usxy6PKSOk6aWJqrVbF9PRERuRPeDhCetI2YqpdKytv5qtXZtHBcPcDlHjKiQ4jI5nB9mOnMzYiqVtuyTgRgRETm1BQtER8AjR4xvI12JDAgQ7dvJNnQXKHXx9vUMxIgKMaU0kYFYycwNxKSyRICBGBERObnVq4H584GTJ41vIwVizIYZ98YbQK9ewJUrpu8jLeYMMBAjcjemBGJcQ6xk5pYmSmWJ0rqPRERETsuUFvYMxEq2ejWwciVw/brp++h2qnTxQMzkWS5jx47V+z43NxcfffQRShf65frExSfNETEjZhuWZsT8/Q2v+0hEROQ0GIjZhnRl25xFnaWMmK+vy39gMDkQO3TokN73LVu2xLlz5/QeM6W9PZGz4xwx27A0EGNZIhEROT1TArGAANE9sE4dR4zINVnSwl4KxFw8GwaYEYht3brVnuMgchrMiNmGuaWJbF1PREQuw5RArH178UXGSYGYORmxqlVFww7dph0uyuIG3Ldu3QIAhIeH22wwRM6AgZhtmJsRY+t6IiJyGaYEYlQyqTTRnIyYQgH4+IgvF2dWs467d+9i+PDhCA8PR1RUFKKiohAeHo4RI0bgLn8RyU1IAYSh9wQ26zAdSxOJiMhtMRCzDUtKE92IyRmx9PR0xMfH4+rVq+jduzdq164NADhx4gSWLVuGzZs3Y8+ePQgNDbXbYIkcgRkx27C0NJGBGBEROb1nnwVOnwbKljW+zZtvAuvWAePHA0OGOGxoLsWSZh3//ANMnSpKFD/80D7jchCTA7EpU6bA19cXZ8+eRVRUVJHnOnTogClTpmDOnDk2HySRI+kGYmq1fkMeNuswnaWliZwjRkRETq9MGW1WzJjLl4Fz5/TbrZO+6dOBjz82r9ToyhXR8r5RI5cPxEwuTVy3bh1mzZpVJAgDgOjoaMyYMQM//fSTTQdHJAcpgMjP119kGGBGzBzSeczN1V970RhmxIiIyK2wfX3JypQBQkPNm+/lRlduTQ7EUlNTUbduXaPP16tXD2lpaTYZFJGcgoK0WbDC2RzOETOdVPYNmFaeyECMiIhcxv37wLvvAqNGGd+GgZh9uFH7epMDsfDwcFy4cMHo8+fPn0dYWJgtxkQkK4XCeFkdM2Km8/LSBmOmlCeyfT0REbkMtRr46CPg88+Nlx4yECvZn38Cr70GzJ5t+j5SIOYGHxhMDsQSEhLwzjvvINdAz/6cnBy899576Nixo00HRyQXY4EY54iZx5x5YmxfT0RELiM4WFxxBIA7dwxvw0CsZOfPA4sXA0lJpu/jRhkxs5p1NG3aFNWrV8fw4cNRq1YtqNVqnDx5EgsWLEBOTg6+/fZbe46VyGGYEbONkBDg6lXzMmIMxIiIyOl5eYkA684d0cK+XLmi20it7RmIGWfJOmLSlVtPCsQqVKiAvXv34vXXX8eECROgVqsBAAqFAu3bt8e8efMQGxtrt4ESOVJJgRjniJnGnBb2DMSIiMilhIZqA7HC8vOB2rXFH8CSuit6MkvWEXOj0kSTAzEAqFy5Mn777TfcuXMH//77LwCgWrVqnBtGbocZMduwpDTRDd5XiYjIExS3qLNSCRw44MjRuCYpEDNnHbExY8S6bF4mz7ByWmYFYpLQ0FA0b97c1mMhchqcI2Yb5gRizIgREZFLKS4QI9NYUpro4+M2WUbXDyWJ7IAZMdtgaSIREbktBmLW082I/TftyZMwECMywFAgplYDWVniPueImcaSjBhLE4mIyCXMmgWcPg288krR53bvBqpWBXr0cPy4XIkUiOXnG18GoLDvvgNefRXYsMF+43IQi0oTidydoQDi4UPtxRpmxEzD9vVEROS2Klc2/tzNm8C5c0BUlOPG44qCg4ELF8StqVdid+4EvvwSiI0Fnn7arsOzNwZiRAYYCiB055EGBjp2PK6KpYlEROSRuIaYaRQKoFIl8/bxxHXEiDyJlCnXDcSk+WEBAW7RqMch2KyDiIjc1qFDwI8/AlWqAAMH6j/HNcTsx43WEePHSSIDDAUQXEPMfGxfT0REbuvYMeCjj4BVq4o+x4yY6WbMAIYOBVJSTNvejdYRYyBGZEBxgRjnh5mOpYlEROS2iuuayEDMdCtXAl98IebUmcKNShMZiBEZUNwcMQZipmNpIhERuS1TAjE3We/KrqT5IKauJcZAjMi9MSNmG2xfT0REbqu4QCwsTMwdi4525IhckzTnQ7crWnHcaC4Dm3UQGcA5YrYhncd790Trf4XC+LZsX09ERC5FCsTu3Cn6R27GDPFFJTM3I7Zhg/hQFhZmvzE5CDNiRAZIAUROjjYDzoyY+aTS+Ly8ktdpZGkiERG5FCkQU6m0f8TIfOZmxEJDgQoV3GItIQZiRAZIF2cA7QUazhEzX1CQ9gJhceWJ+fni7xjAQIyIiFxEcDCgVIr7hsoTyTTmZsTcCAMxIgO8vbUXWqQAghkx83l5ad9fi+ucqJstc4OSbyIi8gQKBbBvn2i7Hhmp/9yjjwJNmgBnz8ozNldibiD2zjvAG28AV6/ab0wOwjliREaEhABZWUUDMc4RM0/p0uIcFpcR063oYEaMiIhcRpMmhh8/fFjMbZAyZmTcyJHAgAFA2bKmbf/ll8DNm8CgQUD58vYdm50xECMyIiQESEtjRsxapnROlAIxX1+RRSMiInJZuhPMuY5YySIixJep2L6eyP1JAQTniFlHt3OiMWxdT0RELmn1auDdd4H9+7WP6f7Bk/4Iku24USDGjBiREYUzOcyIWUa6GFhcRoyt64mIyCWtXAmsXQuUKwc0ayYekwKxUqVYmmiKlBTg66+B8HBg3Ljit1Wr3SoQY0aMyAhjgRjniJnHnNJEBmJERORSQkPFrW7XROk+yxJNc+WKWHPtm29K3jY3V3vfDcpoGIgRGcGMmG0wECMiIrclrSWmG4hJGTEGYqYxZx0xKRsGMCNG5M4KBxCcI2YZ6e+QKe3r3eDiFhEReRJDgZhCAVSpAlSqJMeIXI857et1AzFfX/uMx4E4R4zICGbEbIMZMSIicltSIKZ7tbFtW64fZg4pEDMlIxYWBpw/L67gukGbZQZiREZwjphtMBAjIiK3ZSgjRuaRArHcXPFVXKZLqQTi4hwyLEdw/VCSyE6YEbMNU0oT2b6eiIhcEgMx6+le4TalPNGNMBAjMoJzxGzDlIwY29cTEZFLatUK2LcPWLVK+9jUqUCTJsCXX8o3Llfi7a29EltSeeLly8BbbwGzZtl/XA7A0kQiI3QDiPx8bbDAQMw8LE0kIiK3FRoKNG+u/9i//wIHDwK3b8szJle0fz8QGAiUL1/8dpcvAzNnAlWrAv/7n2PGZkcMxIiM0A0gsrK0j3OOmHmk82hKaSIDMSIicnlsX2++evVM286NFnMGWJpIZJRuICbND1MoOI/JXNLfIVNKE3luiYjIpeTnA7NnA+++q72qyEDMfhiIEXkG3UBMd36YQiHfmFyR7nlUqw1vw4wYERG5JC8v4O23gY8+AtLTxWMMxMy3fDkwfjxw+HDx27nZlVsGYkRG6C5rITXx4fww80mBWH6+fomnLgZiRETkkhSKop0TpUBMepxKlpgITJ8OHD1a/HbMiBF5BimAAIC0NHHL+WHmCwrSrrlorDyR7euJiMhlFQ7EpFtmxEwnXf0uqX09M2JEnsHPD/DxEfdTU8UtM2LmUyhK7pzI9vVEROSyQkPFrRSAlS0LhIUxI2YOUwMxN8uIsWsikRFSAHH7NnDtmniMgZhlQkLE3ydjnRNZmkhERC6rcEbs1Cm5RuK6pJKjkgKxHj2Ali1Fq3s3wECMqBhSIMaMmHVK6pzIQIyIiFxW4UCMzKc7Mb84oaHaDKQbYGkiUTGkkjopEOMcMcuYWproJiXfRETkSRiIWc/UjJibcZlALD09Hb1790ZISAjKlCmDQYMGIbOEqDk7OxvDhw9H2bJlERwcjO7du+P69eua548cOYJevXohNjYWAQEBqF27NubOnWvvH4VcSOFAjBkxy5S0qDMzYkRE5LLGjQP27QOGDBFd/5o2BXr3lntUrsXUOWJ//AFMngwkJ9t/TA7gMqWJvXv3RmpqKpKTk6FSqTBgwAC8+uqrSExMNLrPG2+8gV9//RWrV69G6dKlMWLECDz//PPYvXs3AODAgQOIjIzEd999h9jYWOzZswevvvoqlEolRowY4agfjZyYFEBwjph1WJpIRERuq0YN7f0jR4ADBwCVSr7xuKIePYBWrYDIyOK327QJmDkTePNNoH17x4zNjlwiEDt58iQ2btyI/fv3o2nTpgCAzz//HJ07d8asWbMQExNTZJ979+5hyZIlSExMxFNPPQUAWLp0KWrXro0///wTjz76KAYOHKi3T5UqVbB3716sXbuWgRgB0AZiUvt6BmKWKak0ke3riYjILXAxZ8tERYmvkkhzGdg10XH27t2LMmXKaIIwAGjXrh28vLywb98+PPfcc0X2OXDgAFQqFdq1a6d5rFatWqhYsSL27t2LRx991OBr3bt3D2FhYcWOJycnBzlS+0wAGf99ulSpVFBZcAVE2seSfck6JZ374GAvAErk5orvAwLyoVIVOGh07kM6j3fuaM+f7rnPzvYGoIC3t4oXER2A7zny4vmXD8+9fNz63J89C6/166EOCwPy8+ENoKBUKeQ7yc/qTufe6+FDKAHk+/igwIl/HlPPtUsEYmlpaYgslKr09vZGWFgY0qRUhYF9fH19UabQGg5RUVFG99mzZw9WrVqFX3/9tdjxTJs2DZMnTy7y+KZNmxBoRTvNZDepd3VFxs79zZt1AFTXfH/lyikkJZ1x0KjcR2pqDQC1cezYZSQlHdF7Ljk5GRkZnQD4Yv/+HUhNLaFjEtkM33PkxfMvH557+bjjuY/8+2/Ef/gh7latiiutW6MegKsPHuBgUpLcQ9PjzOfe784dVPzjD6i9vXHGQIJF0ujsWVQEcOr8eZxxsvOrKysry6TtZA3Exo8fj+nTpxe7zcmTJx0ylmPHjuHZZ5/FpEmT0KFDh2K3nTBhAsaOHav5PiMjA7GxsejQoQNCpBosM6hUKiQnJ6N9+/bwkVYQJoco6dwfPuyFdeu03zduXAudO9cosh0V79w5L3z/PVCmTEV07lwegP65z8sT5z4h4XFUqiTnSD0D33PkxfMvH557+bjzuVeEhgIffojSAEr9N10mpnZtRHfuLO/A/uMS5/6ff+AzYADUERGo8eWXRjdT/tcbolaDBqjhJOfXkAxjczEKkTUQe/PNN9G/f/9it6lSpQqio6Nx48YNvcfz8vKQnp6O6Ohog/tFR0cjNzcXd+/e1cuKXb9+vcg+J06cQNu2bfHqq6/i3XffLXHcfn5+8DNQm+rj42PVL7i1+5PljJ37wktVhIQo4eOjdNCo3Id0HjMzveDjo9+s1dvbB9nZCgBAqVI+4H8Bx+F7jrx4/uXDcy8ftzz34eEAAMXdu1D+19FbGRYGpZP9nE597v+bFqTIzCx+jP/NFVEGBjrd+dVl6nmWNRCLiIhAREREidvFx8fj7t27OHDgAJo0aQIA2LJlCwoKCtCiRQuD+zRp0gQ+Pj7YvHkzunfvDgBISUnBpUuXEB8fr9nu+PHjeOqpp9CvXz989NFHNvipyJ0UTnCyWYdlimtfrzPdkl0TiYjI9eiuI+bjI4KKEvoNUCHSOmIPHwJ5eYC3kRBF+tDgJt29XGKOWO3atdGxY0cMGTIEixYtgkqlwogRI9CzZ09Nx8SrV6+ibdu2WL58OZo3b47SpUtj0KBBGDt2LMLCwhASEoKRI0ciPj5e06jj2LFjeOqpp5CQkICxY8dq5o4plUqTAkRyf4UDMS7obJni2tdLHRMBBmJEROSCpEAsPx+YNAmYNUvW4bgkaR0xAMjM1J7Twj77DLh1C6hSxSHDsjeXCMQAYMWKFRgxYgTatm0LLy8vdO/eHZ999pnmeZVKhZSUFL3JcXPmzNFsm5OTg4SEBCxYsEDz/Jo1a3Dz5k189913+O677zSPV6pUCRcuXHDIz0XOjRkx2yiufb0UiHl5Gb8ARkRE5LQCAkQmTKUSWTHdoIJM4+srPgTk5RUfiFWrJr7chMt87AkLCyt28ea4uDio1Wq9x/z9/TF//nzMnz/f4D7vv/8+3n//fVsOk9wMAzHbKK40UVoSJCAAUCgcNyYiIiKbUChE4HDzpgjEYmPlHpHrUShEAHvnDnD/vtyjcRiXCcSI5MBAzDZ0SxPVav2AS8qIsSyRiIhc1o8/ikWG33wTKCgA5s8HataUe1SuRQrEMotZxubLL8WHiZdeAipUcNzY7ISBGFExOEfMNqTzqFYDDx7on0epYyIDMSIiclmtW4vbAweA9HRRYkfmWbMGUCqLD2BnzADOnAFatGAgRuTumBGzjYAA8d6any/KE/UDMXHrJg2QiIjIU6nV2hp8qRSETNesWcnbSF0TDSwj5YoYiBEVIyhIlNFJ0w8ZiFlGoRB/k9LTRUVB+fLa51iaSERELm/LFmDXLnHFETDebIKs42ZXb71K3oTIcykU2qyYUima+pBljHVOZCBGREQub9Uq0boeEB8YeOXWfL/9Bnz8MfDXX8a3cbOMGAMxohJIAURwMLv6WcNY50QpEHOTi1tEROSJdDNgISH8wGCJ778HJkwAtm83vo2bLejMQIyoBNJyILy4ZR1jizrrtq8nIiJySbqBGOeHWUaaQG6sa6JazYwYkaeRMjkMxKxjrDSRXROJiMjl6QZiYWGyDcOlSVe+ja0jlpurve8mgRibdRCVgIGYbZRUmshAjIiIXJYUiD31FPDHH7IOxWVJgZixjJi3N7Bjh8iKucl6QgzEiEqgO0eMLGc8IyZu3aTcm4iIPJEUiN29y/lhliopI6ZUatdrcxMsTSQqATNitmFsjhgzYkRE5PJ0AzGyjHTF21gg5oYYiBGVgIGYbRgrTWSzDiIicnl16gDPPQfcuQMsWSL3aFxTSaWJd+4An30GLF3quDHZGUsTiUrAQMw2WJpIRERuq3RpICZGBAsXLsg9GtfUpg2wdSsQFWX4+WvXgNGjgfBwYMAAhw7NXhiIEZWgQwdg8WKgSxe5R+LajJcmsmsiERG5Aankg+3rLRMZKb6McbPW9QADMaIStWolLsJw7q112DWRiIjc2nffiVu1Wt5xuCsGYkSeiUGY9YyVJjIQIyIit1L4Dx2ZJjMTWL5czFkYO7bo89JcBgZiRETmMVaaKF3g4hwxIiJyC2XLyj0C1/TgATB8uLj6PWYM4FWop6AbfmBg10QicgiWJhIRkVtbsgTo1g147TW5R+KapK6JajWQlVX0eTcsTWQgRkQOIQVi9+8DBQXaxxmIERGRWxg4EPjpJ/5Bs1RAgDYLZmgtMTcMxFiaSEQOodtEKjNT+3cqO1tMwHOjSgMiIiIyl0IhFnXOyBCBWLly+s8//jjw22/aK7tugIEYETmEnx/g4wOoVOI9VgrEmBEjIiIiAKI8MSPD8KLO0dFAx46OH5MdsTSRiBxCoTA8T0xqgsRAjIiIyMMFB4tbQ6WJboiBGBE5jKEW9syIEREREQBtww5Dgdjhw8DXXwN79jh0SPbEQIyIHMZQC3spI8Y5YkRERB7u00+BzZuB+Piiz/36KzBoELB0qcOHZS+cI0ZEDmOoNJEZMSIiIgIAtGpl/Dk3vHLLjBgROUzh0sS8PAXy80XXRAZiREREZBTb1xMRWa5waaJKpdQ850YXuIiIiMgS+/YBhw4BjzwCtGyp/5wbBmLMiBGRwxQuTczJ0b4FMRAjIiLycKtXA8OGiYWxC5NKExmIERGZr3BpYm6uyIj5+4v29kREROTBpK6JhtYRkzJibnTlloEYETlM4dJEKRDj/DAiIiIqdh0xNyxN5BwxInKYwqWJubniWpAbXdwiIiIiSxW3jtjYsUD37mL+mJtgIEZEDmOsNJEZMSIiItJkxAyVJjZrJr7cCEsTichhWJpIRERERhWXEXNDzIgRkcOwNJGIiIiMKq5Zx8aN4gNE69ZATIxjx2UnDMSIyGFYmkhERERG1a8vWtdHRBR97r33gL//BjZsYCBGRGQuliYSERGRUWXLAt26GX5OWkfMjcpoOEeMiBxGyohlZgL5+QzEiIiIyERu2L6egRgROYwUiAFiHi7niBEREZFGfj6QmAh88QWQm6v/nBsGYixNJCKH8fMDfH3Fe2tGBjNiREREpEOhAHr3Fvefew6IjNQ+x9JEIiLrSPPE7t1jIEZEREQ6vLyAoCBxv3DnRDfMiDEQIyKHksoT799XQKViaSIRERHpMLaWmBtmxFiaSEQOpdvCPieHGTEiIiLSERwsbgsHYsuWiWAsPNzhQ7IXBmJE5FC6LexZmkhERER6jGXEevZ0/FjsjKWJRORQuhkxBmJERESkRwrECs8Rc0MMxIjIobSBmILt64mIiEifodLE7Gxg7VogKUmeMdkJSxOJyKFYmkhERERGvf02MHgw0Lix9rFbt4Du3QEfn6Lri7kwBmJE5FAsTSQiIiKjHn+86GNu2LoeYGkiETmYbmki29cTERFRidw0EGNGjIgcSrc0ke3riYiISE9KCnDwIFCxItCqlXjMDdcQA5gRIyIHY2kiERERGfXzz8DLLwOLF2sfc9OMGAMxInIo/UBMvAUxECMiIiIAhtcRYyBGRGQ9/TliIiPmZpUGREREZCmpfb3uOmJSaaKbBWKcI0ZEDsU5YkRERGSUoYxY3bqiVLFMGVmGZC8MxIjIoViaSEREREYZCsRiY4EhQ+QZjx0xECMih5ICsawsBQCWJhIREZEOQ6WJboqBGBE5lBSI6WJGjIiIiAAYzohdvCja2sfEAPXqyTMuO2CzDiJyKF/fohkwBmJEREQEAKhQAVi2DFiyRPvY+vVAQgIwZYpsw7IHZsSIyOFCQrQNkHx81FAqFfIOiIiIiJxDSAjQr5/+Y2xfT0RkG1LnRIDzw4iIiKgEDMSIiGxDd54YyxKJiIhIz8aNwMqV2nliUiDmZldvXSYQS09PR+/evRESEoIyZcpg0KBByCyhm0p2djaGDx+OsmXLIjg4GN27d8f169c1z9++fRsdO3ZETEwM/Pz8EBsbixEjRiAjI8PePw6RR2MgRkREREa98grQq5do0gG47YLOLhOI9e7dG8ePH0dycjI2bNiAHTt24NVXXy12nzfeeAO//PILVq9eje3bt+PatWt4/vnnNc97eXnh2Wefxfr163H69GksW7YMf/zxB4YOHWrvH4fIo+mWJrrZeyoRERFZS+qcKCVd3DQj5hLNOk6ePImNGzdi//79aNq0KQDg888/R+fOnTFr1izExMQU2efevXtYsmQJEhMT8dRTTwEAli5ditq1a+PPP//Eo48+itDQUAwbNkyzT6VKlfD6669j5syZjvnBiDwUM2JERERklLSWWOHSRDe7eusSgdjevXtRpkwZTRAGAO3atYOXlxf27duH5557rsg+Bw4cgEqlQrt27TSP1apVCxUrVsTevXvx6KOPFtnn2rVrWLt2LZ544olix5OTk4Mc6RcC0JQyqlQqqFQqs38+aR9L9iXr8NzLIzjYC9rFnAugUhXIOyAPw997efH8y4fnXj489/JxxXOvDA6GF4C8O3egVqmgeP55KKpVg/rRR6F2gZ/D1HPtEoFYWloaIiMj9R7z9vZGWFgY0tLSjO7j6+uLMmXK6D0eFRVVZJ9evXrh559/xsOHD9G1a1d89dVXxY5n2rRpmDx5cpHHN23ahMDAQBN+IsOSk5Mt3pesw3PvWDdv1gJQEwCQlZWOpKQ98g7IQ/H3Xl48//LhuZcPz718XOncP5qdjSgAR/fswWUpC1a9OnD7NpCUJOvYTJGVlWXSdrIGYuPHj8f06dOL3ebkyZN2H8ecOXMwadIknD59GhMmTMDYsWOxYMECo9tL20gyMjIQGxuLDh06IES35spEKpUKycnJaN++PXx8fCz6GcgyPPfyOHHCC6tXi/sxMWHo3LmzvAPyMPy9lxfPv3x47uXDcy8fVzz3yuXLgUOH0KBKFdR3wc8Ipjb+kzUQe/PNN9G/f/9it6lSpQqio6Nx48YNvcfz8vKQnp6O6Ohog/tFR0cjNzcXd+/e1cuKXb9+vcg+0dHRiI6ORq1atRAWFobWrVvjvffeQ7ly5Qwe28/PD34GalR9fHys+gW3dn+yHM+9Y4WGau8HBip47mXC33t58fzLh+dePjz38nGpc/9fYkP58CGUPj7AkSPAgwdAjRpAeLjMgyuZqedZ1kAsIiICERERJW4XHx+Pu3fv4sCBA2jSpAkAYMuWLSgoKECLFi0M7tOkSRP4+Phg8+bN6N69OwAgJSUFly5dQnx8vNHXKigQc1V054ARkW2xWQcREREZNWAA8MQTgNQf4s03gc2bgRUrgJdflndsNuQSc8Rq166Njh07YsiQIVi0aBFUKhVGjBiBnj17ajomXr16FW3btsXy5cvRvHlzlC5dGoMGDcLYsWMRFhaGkJAQjBw5EvHx8ZpGHUlJSbh+/TqaNWuG4OBgHD9+HOPGjUOrVq0QFxcn409M5N5029e7WSdaIiIistbjj4sviZuuI+YSgRgArFixAiNGjEDbtm3h5eWF7t2747PPPtM8r1KpkJKSojc5bs6cOZptc3JykJCQoDf3KyAgAF9++SXeeOMN5OTkIDY2Fs8//zzGjx/v0J+NyNPoZ8TU8g2EiIiInB/XEZNXWFgYEhMTjT4fFxcHtVr/A52/vz/mz5+P+fPnG9znySefxJ497NZG5Gi6gZibvacSERGRta5dAw4fBsqUAVq2dNt1xLzkHgAReR7d0kTOESMiIiI9yclAly7ABx+I7xmIERHZBjNiREREZFRwsLjNzBS30hwxN/vQwECMiByuVCntfWbEiIiISI/0QeH+fXHrphkxl5kjRkTuw8cHCAxUIytLwWYdREREpE/KiEmB2DvvAPfuAUbW+HVVDMSISBYhIUBWlttd3CIiIiJrFc6IjRwp31jsiKWJRCQL6T2WpYlERESkp/AcMTfFQIyIZFGunChJDA+XeSBERETkXKSrtQ8fAioV8NdfwJEjQH6+vOOyMZYmEpEs5szJxxdf/IPWrevIPRQiIiJyJqVLA59+KgKyzEygRQvxeFaWW5XSMBAjIlnUrw907nwBSiUDMSIiItLh4wOMHi3u37qlfdzNJpazNJGIiIiIiJyTtIaYtzfg5V6hCzNiRET0/+3de1BU5/3H8c/iCqi4EEC5aAgaRRJK0GhBbDtgRG1qdbQ2pCTxFrW1ozaG3MyUSsxM4ji1RY0kmSTW1rbGmJq0U3MxRLDeNYIkmjg0NRlro6LEouAFKZzfH/x24wriLrjnLPh+zTC755znPPvsh+Nyvp7LAgDgX/bvbzoaFhHRNN3JvsxZ4ogYAAAAAH8zbZp0771NN+qQOt1piRKFGAAAAAB/47xz4unTTY8UYgAAAADgY87vEnPerKMTnprINWIAAAAA/IvziJjDIS1a1PTYyVCIAQAAAPAvzkIsPFx6/HFrx+IjnJoIAAAAwL84T02sqbF2HD5EIQYAAADAvziPiB07Jn32mXT8uLXj8QFOTQQAAADgX374QykmRjp8WEpKksaMkTZvtnpUNxRHxAAAAAD4l+99T1qwQPr2t5umuX09AAAAAJjk0qWmR25fDwAAAAA+Vl3ddG3Yjh1N053wiBiFGAAAAAD/smuXNG7cN9OdsBDj1EQAAAAA/sV510SnTnhqIoUYAAAAAP/i/B4xJ46IAQAAAICPXXlELDdXysiwbiw+wjViAAAAAPyLsxCz2aRly5oeOxmOiAEAAADwL85TEw1DOn/e2rH4CIUYAAAAAP/SvbsU8P+lyqefdspijEIMAAAAgH+x2aTnnmt6Pny4tHattePxAQoxAAAAAP5n4ULpBz9oes7t6wEAAADAJHV1TY/cvh4AAAAATHDkiLR1a9NzCjEAAAAAMMGsWVJDQ9NzCjEAAAAAMMGVX+rMNWIAAAAAYIIrCzGOiAEAAACACZxf6ixJffpYNw4foRADAAAA4H+cR8Qef1zq39/asfgAhRgAAAAA/+M8IlZba+04fIRCDAAAAID/cR4RO3pUamy0diw+QCEGAAAAwP+MGNH0+N57UmWltWPxAQoxAAAAAP5n6NBvnnP7egAAAAAwQV3dN8+5fT0AAAAAmODs2W+eU4gBAAAAgAnKyr553qWLdePwEQoxAAAAAP4nIsLqEfiU3eoBAAAAAEAzI0ZI8+dLAwdaPRKfoBADAAAA4H9sNmnlSqtH4TOcmggAAAAAJqMQAwAAAACTUYgBAAAAgMkoxAAAAADAZBRiAAAAAGAyCjEAAAAAMBmFGAAAAACYjEIMAAAAAExGIQYAAAAAJqMQAwAAAACTUYgBAAAAgMkoxAAAAADAZBRiAAAAAGCyDlOInTlzRg8++KAcDofCwsI0c+ZM1dbWtrrOpUuXNHfuXEVERCgkJESTJ09WZWVli22//vpr9e3bVzabTdXV1T54BwAAAADQpMMUYg8++KA+/fRTFRUVadOmTdq2bZt++tOftrrOo48+qr///e9688039Y9//EPHjx/Xj370oxbbzpw5U3fddZcvhg4AAAAAbjpEIXb48GG9//77eu2115SWlqbvfve7euGFF7R+/XodP368xXXOnj2r1atX67e//a3uueceDR06VGvWrNGuXbu0Z88et7YvvfSSqqur9fjjj5vxdgAAAADc5OxWD8ATu3fvVlhYmIYNG+aal5WVpYCAAO3du1eTJk1qtk5paanq6+uVlZXlmpeYmKi4uDjt3r1bw4cPlyR99tlnevbZZ7V371598cUXHo2nrq5OdXV1rulz585Jkurr61VfX+/1+3Ou05Z10T5kbx2ytw7ZW4v8rUP21iF765C9+TzNukMUYidPnlTv3r3d5tntdoWHh+vkyZPXXCcwMFBhYWFu86Oiolzr1NXVKScnR7/+9a8VFxfncSG2ZMkSLV68uNn8Dz74QN27d/eoj5YUFRW1eV20D9lbh+ytQ/bWIn/rkL11yN46ZG+eCxcueNTO0kJs4cKFWrp0aattDh8+7LPXf/rpp3XHHXfooYce8nq93Nxc1/TZs2cVFxen9PR09ezZ0+tx1NfXq6SkRCNHjlTXrl29Xh9tR/bWIXvrkL21yN86ZG8dsrcO2ZuvpqZGkmQYRqvtLC3EHnvsMU2fPr3VNv3791d0dLROnTrlNv9///ufzpw5o+jo6BbXi46O1uXLl1VdXe12VKyystK1TnFxsQ4ePKi//OUvkr4JKzIyUr/85S9bPOolSUFBQQoKCnJNO09N7NevX6vvBQAAAMDNoaamRqGhoddcbmkh1qtXL/Xq1eu67dLT01VdXa3S0lINHTpUUlMR1djYqLS0tBbXGTp0qLp27aotW7Zo8uTJkqSKigr9+9//Vnp6uiRp48aNunjxomudjz76SA8//LC2b9+u22+/3eP3ERsbq2PHjqlnz56y2Wwer+d07tw53XrrrTp27JgcDofX66PtyN46ZG8dsrcW+VuH7K1D9tYhe/MZhqGamhrFxsa22q5DXCN2xx136Pvf/75mz56tl19+WfX19Zo3b55+8pOfuN7gV199pVGjRmnt2rVKTU1VaGioZs6cqdzcXIWHh8vhcGj+/PlKT0933ajj6mKrqqrK9XpXX1vWmoCAAPXt27fd79PhcPAPxCJkbx2ytw7ZW4v8rUP21iF765C9uVo7EubUIQoxSfrzn/+sefPmadSoUQoICNDkyZO1cuVK1/L6+npVVFS4XRxXUFDgaltXV6exY8fqxRdftGL4AAAAAODSYQqx8PBwrVu37prL4+Pjm10QFxwcrMLCQhUWFnr0GpmZmde9qA4AAAAA2qtDfKFzZxcUFKT8/Hy3G4DAHGRvHbK3Dtlbi/ytQ/bWIXvrkL3/shkcAgIAAAAAU3FEDAAAAABMRiEGAAAAACajEAMAAAAAk1GIAQAAAIDJKMSusm3bNo0fP16xsbGy2Wz661//2mr7OXPmyGazafny5e3qt76+Xk899ZSSk5PVo0cPxcbGaurUqTp+/Hir/W7dulU2m63Zz8mTJ93aFRYWKj4+XsHBwUpLS9O+ffta7dcKVmUvSc8884wSExPVo0cP3XLLLcrKytLevXuvO+atW7fq7rvvVlBQkAYMGKDf//73zdqQ/Y3P/sSJE3rggQeUkJCggIAALViwoMV2b775phITExUcHKzk5GS9++67rfZrlY6W/1tvvaXRo0erV69ecjgcSk9P1+bNm5u1Y9u/8dnv2LFD3/nOdxQREaFu3bopMTFRBQUFzdqRvW8+85127twpu92uwYMHN1tG9jc+e/Z1bkz2belX6jz7Ov6IQuwq58+fV0pKikffPfb2229rz549io2NbXe/Fy5cUFlZmX71q1+prKxMb731lioqKjRhwgSPxl1RUaETJ064fnr37u1a9sYbbyg3N1f5+fkqKytTSkqKxo4dq1OnTnnUt1msyl6SEhIStGrVKh08eFA7duxQfHy8xowZo9OnT19znS+//FLjxo3TyJEjVV5ergULFmjWrFluO6Rk75vs6+rq1KtXL+Xl5SklJaXFNrt27VJOTo5mzpypAwcOaOLEiZo4caIOHTp03XGbraPlv23bNo0ePVrvvvuuSktLNXLkSI0fP14HDhxwtWHb9032PXr00Lx587Rt2zYdPnxYeXl5ysvL0yuvvOJqQ/a+yd6purpaU6dO1ahRo5otI3vfZs++jvn9dqZ9Hb9k4JokGW+//XaLy/7zn/8Yffr0MQ4dOmTcdtttRkFBwQ3p90r79u0zJBlHjx69ZpuSkhJDkvHf//73mm1SU1ONuXPnuqYbGhqM2NhYY8mSJR6P2WxWZ3/27FlDkvHhhx9es82TTz5pJCUluc27//77jbFjx7qmyd6zfq/kSfZXysjIMB555JFm87Ozs41x48a5zUtLSzN+9rOfedSvVTpa/k533nmnsXjxYtc0275n/V6prdlPmjTJeOihh1zTZO9Zv1fyJvv777/fyMvLM/Lz842UlBS3ZWTvWb9X8iR79nVuXPbe9ttZ93X8BUfE2qCxsVFTpkzRE088oaSkJJ+9ztmzZ2Wz2RQWFuaal5mZqenTpzdrO3jwYMXExGj06NHauXOna/7ly5dVWlqqrKws17yAgABlZWVp9+7dPhu7r5iR/eXLl/XKK68oNDTU7WjL1dnv3r3bLVdJGjt2rCtXsveep9l74nq/n47Gn/NvbGxUTU2NwsPDXf2w7XunrdkfOHBAu3btUkZGhqsfsveON9mvWbNGX3zxhfLz81vsh+y94+12z76O7/u92fd1zEYh1gZLly6V3W7XL37xC5+9xqVLl/TUU08pJydHDofDNT8uLk4xMTGu6ZiYGL388svauHGjNm7cqFtvvVWZmZkqKyuTJFVVVamhoUFRUVFu/UdFRTU7t7oj8GX2mzZtUkhIiIKDg1VQUKCioiJFRka6ll+d/cmTJ1vM9dy5c7p48SLZe8Hb7D1xrd9PR8xe8u/8ly1bptraWmVnZ0vic8cbbc2+b9++CgoK0rBhwzR37lzNmjVLEtl7w9vsP//8cy1cuFB/+tOfZLfbm/VH9p7zNnv2dczr92bf1zFb808StKq0tFQrVqxQWVmZbDabT16jvr5e2dnZMgxDL730ktuytWvXuk0PGjRIgwYNck2PGDFCR44cUUFBgf74xz/6ZHxW8XX2zvOfq6qq9Oqrryo7O1t79+51nYN+dfY3E7K3lj/nv27dOi1evFh/+9vf3K7X6Cz8Nfvt27ertrZWe/bs0cKFCzVgwADl5OTc8PFZyZ+yb2ho0AMPPKDFixcrISHhho/F3/hT9hL7Omb2e7P/vTUbR8S8tH37dp06dUpxcXGy2+2y2+06evSoHnvsMcXHx7e7f2cRdvToURUVFbkdDfNUamqq/vWvf0mSIiMj1aVLF1VWVrq1qaysVHR0dLvHayZfZ9+jRw8NGDBAw4cP1+rVq2W327V69eprto+Ojm4xV4fDoW7dupG9F7zN3hPX+v10tOwl/81//fr1mjVrljZs2OB2Wgrbvufamn2/fv2UnJys2bNn69FHH9Uzzzwjiey94U32NTU12r9/v+bNm+cay7PPPquPP/5YdrtdxcXFZO+FG/GZz76OOf3eTPs6VqAQ89KUKVP0ySefqLy83PUTGxurJ554osXbN3vDWYR9/vnn+vDDDxUREdGmfsrLy12HlQMDAzV06FBt2bLFtbyxsVFbtmxRenp6u8ZrNl9m35LGxkbV1dVdc3l6erpbrpJUVFTkypXs2+562Xvier+fjsQf83/99dc1Y8YMvf766xo3bpzbMrb9tmvLtn/lOmTfdq1l73A4dPDgQbexzJkzR4MGDVJ5ebnS0tLIvh3ast2zr2NOvzfTvo4VODXxKrW1ta7/YZGabttZXl6u8PBwxcXFKSIiolmB1LVrV0VHR7sdNve23/r6ev34xz9WWVmZNm3apIaGBte5teHh4QoMDJQkTZ06VX369NGSJUskScuXL1e/fv2UlJSkS5cu6bXXXlNxcbE++OAD12vl5uZq2rRpGjZsmFJTU7V8+XKdP39eM2bMaH9gN5BV2Z8/f17PPfecJkyYoJiYGFVVVamwsFBfffWV7rvvPtd6V2c/Z84crVq1Sk8++aQefvhhFRcXa8OGDXrnnXdc65C9b7KXmv4IO1/j9OnTKi8vV2BgoO68805J0iOPPKKMjAz95je/0bhx47R+/Xrt37/f7Tbf/qKj5b9u3TpNmzZNK1asUFpamuuzqlu3bgoNDZXEtu+r7AsLCxUXF6fExERJTV8lsGzZMrdrPsj+xmcfEBCgb33rW26v07t3bwUHB7vNJ3vfbPfs67Q/e0/77cz7On7J6ts2+hvnLVKv/pk2bdo11/Hk9p/X6/fLL79scbkko6SkxNVPRkaG21iWLl1q3H777UZwcLARHh5uZGZmGsXFxc1e/4UXXjDi4uKMwMBAIzU11dizZ48XqZjDquwvXrxoTJo0yYiNjTUCAwONmJgYY8KECca+ffvc+rk6e2ffgwcPNgIDA43+/fsba9asafb6ZO+b7Fvq97bbbnNrs2HDBiMhIcEIDAw0kpKSjHfeecfDRMzV0fLPyMjwaLxs+zc++5UrVxpJSUlG9+7dDYfDYQwZMsR48cUXjYaGBrf1yN43nztXaun29YZB9r7Inn2d9mfvab+deV/HH9kMwzCuX64BAAAAAG4UrhEDAAAAAJNRiAEAAACAySjEAAAAAMBkFGIAAAAAYDIKMQAAAAAwGYUYAAAAAJiMQgwAAAAATEYhBgAAAAAmoxADAMBD06dP18SJE60eBgCgE7BbPQAAAPyBzWZrdXl+fr5WrFghwzBMGhEAoDOjEAMAQNKJEydcz9944w0tWrRIFRUVrnkhISEKCQmxYmgAgE6IUxMBAJAUHR3t+gkNDZXNZnObFxIS0uzUxMzMTM2fP18LFizQLbfcoqioKL366qs6f/68ZsyYoZ49e2rAgAF677333F7r0KFDuvfeexUSEqKoqChNmTJFVVVVJr9jAICVKMQAAGiHP/zhD4qMjNS+ffs0f/58/fznP9d9992nESNGqKysTGPGjNGUKVN04cIFSVJ1dbXuueceDRkyRPv379f777+vyspKZWdnW/xOAABmohADAKAdUlJSlJeXp4EDB+rpp59WcHCwIiMjNXv2bA0cOFCLFi3S119/rU8++USStGrVKg0ZMkTPP/+8EhMTNWTIEP3ud79TSUmJ/vnPf1r8bgAAZuEaMQAA2uGuu+5yPe/SpYsiIiKUnJzsmhcVFSVJOnXqlCTp448/VklJSYvXmx05ckQJCQk+HjEAwB9QiAEA0A5du3Z1m7bZbG7znHdjbGxslCTV1tZq/PjxWrp0abO+YmJifDhSAIA/oRADAMBEd999tzZu3Kj4+HjZ7fwZBoCbFdeIAQBgorlz5+rMmTPKycnRRx99pCNHjmjz5s2aMWOGGhoarB4eAMAkFGIAAJgoNjZWO3fuVENDg8aMGaPk5GQtWLBAYWFhCgjgzzIA3CxshmEYVg8CAAAAAG4m/NcbAAAAAJiMQgwAAAAATEYhBgAAAAAmoxADAAAAAJNRiAEAAACAySjEAAAAAMBkFGIAAAAAYDIKMQAAAAAwGYUYAAAAAJiMQgwAAAAATEYhBgAAAAAm+z9NvE9x8Dm+DgAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "# Extract the matrix profile values (first column) and the corresponding index (second column)\n",
    "profile_values = matrix_profile[:, 0]\n",
    "motif_indices = matrix_profile[:, 1]\n",
    "\n",
    "# Find the index of the most prominent motif (the smallest value in the matrix profile)\n",
    "motif_1_index = np.argmin(profile_values)\n",
    "motif_2_index = motif_indices[motif_1_index]\n",
    "\n",
    "# Extract the actual subsequences from the OHLCV data\n",
    "motif_1 = timeseries_sr[motif_1_index:motif_1_index + m]\n",
    "motif_2 = timeseries_sr[motif_2_index:motif_2_index + m]\n",
    "\n",
    "# Plot the motifs side by side for comparison\n",
    "plt.figure(figsize=(10, 6))\n",
    "plt.plot(motif_1, label=f'Motif 1 (index {motif_1_index})', color='blue')\n",
    "plt.plot(motif_2, label=f'Motif 2 (index {motif_2_index})', color='red', linestyle='--')\n",
    "plt.title('Most Prominent Motifs')\n",
    "plt.xlabel('Time')\n",
    "plt.ylabel('OHLCV Value')\n",
    "plt.legend()\n",
    "plt.grid(True)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Multivariate"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "metadata": {},
   "outputs": [],
   "source": [
    "labels = [\"open\",\"close\",\"vwap\", \"trades\", \"volume\"]\n",
    "mp_m, indices = stumpy.mstump(t1data.get(labels), m)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "mode": "lines",
         "name": "open Matrix Profile",
         "type": "scatter",
         "y": [
          1.5567092260873072,
          1.2243968809281913,
          1.216143407997776,
          1.139917037430866,
          0.9960203433377004,
          0.9576923766480371,
          1.0192587063881653,
          0.9093455626756852,
          0.9945204018018772,
          1.1181163914692724,
          1.1648224693746156,
          1.068141384905062,
          1.0635247434756887,
          1.100938788287835,
          1.1528168066643867,
          1.2101748450577947,
          1.456764550484626,
          1.7008654372084215,
          1.6395550283517155,
          2.2185042443040164,
          1.8411997607994717,
          1.4975066186566082,
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        },
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   "source": [
    "import plotly.graph_objects as go\n",
    "\n",
    "# Create a figure\n",
    "fig = go.Figure()\n",
    "\n",
    "# Add traces for each time series component in OHLCV\n",
    "for i, label in enumerate(labels):\n",
    "    fig.add_trace(go.Scatter(\n",
    "        y=mp_m[i],\n",
    "        mode='lines',\n",
    "        name=f'{label} Matrix Profile'\n",
    "    ))\n",
    "\n",
    "# Update layout\n",
    "fig.update_layout(\n",
    "    title=\"Multivariate Matrix Profile for OHLCV Data\",\n",
    "    xaxis_title=\"Time Index\",\n",
    "    yaxis_title=\"Matrix Profile\",\n",
    "    hovermode=\"x unified\"\n",
    ")\n",
    "\n",
    "# Show the figure\n",
    "fig.show()\n"
   ]
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