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const scihub_ico = GM_info.script.icon;
const doi_ico = "data:image/png;base64,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";
const pmid_ico = "data:image/png;base64,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";
const pmcid_ico = "data:image/png;base64,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";
const arxiv_ico = "data:image/png;base64,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";
const ablesci_ico = "data:image/png;base64,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";
const crossref_ico = "data:image/png;base64,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";
const ggscholar_ico = "data:image/png;base64,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";
const pdf_scihub_ico = "data:image/png;base64,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";
const pdf_libgen_ico = "data:image/png;base64,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";
const pdf_openalex_ico = "data:image/png;base64,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";
const pdf_researchgate_ico = "data:image/png;base64,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";
const connectedpapers_ico = "data:image/png;base64,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";
const pdf_semantic_ico = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAAAXNSR0IArs4c6QAADu5JREFUeF7lW3dYlMfW/81LM4qCgAg2aqy5GjVIRAEVNRg7URPFdjWXiNhQDM0KGEFABSmxoRgNRDHxihqV2FvU2G4SE6OIaCwo1SBtYd/vmVl3Ydlddt9lMfd77vlvd+bUd+acM2fOEDQhGDu6tgFfQygLA+gNAc9HAsSmYZZ8LggJEqHmJJtH9PjSe+deNJWYTDhdgomjiwN4faYkx/PfAzBsJP0qMSEjJMaozi25dzG7kfTk0HVmADPHQR3EfLUX4clIAMN1KWQdWsd5wh/miP63hfdO/6kLHjowQF+D1nYtEkD4dgBG6UIoDWgcAk+eFOW8mgdcE2kwX+WURhnAzM41jAcZBsK/3xghtMblyY8EfFZhzrkV2tLQygDmdq79eMIn8iC9mH/7e0FEwN8iPPEryDl3Ragogg1gajtwEOHIKaGM3sR8XswPLn5w/rQQXhoboLX9UBOQchfw3BEhDN74XCL+EHzFxaL710o04a2RAWho48R6swE+ECCcJoT/vjm8GIREiklNiiYhU60BqPJ6Yr1QHvgYQPO/TzFBnMsISHoNV/2FOiM0aIDW9n1NQJp/Dh6L/h8pL7VUGXiygehVriu8d/mlKvM1aAAzh4GePI/D//3LXpV6vJgQjCzMPn9UsAFUefuVn3+GKRNGQu3eEbRiGzc58/gZRG3cgef5hUoJNRQdlOphbu/uJIZYaUy1sjRHamIEnPr0aJzUOsae7rsMh46fVUmVA9ev4P6Zq/UnKDWAmf3AqzzIe6qodXG0RfRqfwx8v7eO1dCe3P7MH/D5qo0oKla+3Qn4nwrvn3dSawCW3hIEqcvwXN/vg+gwf3R2UHO61V4nwZhOQ72RnfNIFZ6I8IisnzbLrwBHR6PWYuszAJx5nldKiBAJiqGBPrbFrcKoD9zk5olE1QhcHYdLV28JVkAbBA+3fogIncdQx03zx9mL11STIeTHIqN8d9y+XSWdJGeA1nZum0F4HzrYoV1b3Dq7F1KFpQjXbt7GsI/myJhcPJqKrm/byTH19gnG9ycuaKOPYJz+Tj2xKSoY9jbtGa6Zg/wHUSDIky1FOWc/UzCAmaNzB15slATwo6WDlHhK/Gq0tTSX0Xn2vAAzfJfh6s1f2X8DnN9F5tfxCnx6D/oYuY+eClZIG4TgRbOwdP5Mhtqux1BUVMg+sBJyJJNwlXML711m9QTZCjB1GLiA8CSuPobnEBesXbEQNh2tZUM3/vM75gdF4fYdSXFmy4blmDBmmBxqUFgctqTu10YfwThTJ47EqsA5MGttgtXrvkTc5q8bpMETfmFx9nn21ZgBXuf6SaoqOR8MccGGiABYtbWQEf7u0EmEfpGAZ3n5jErhPcUQpHY5ClZVOQJVfOvGFRg80AlVIhGsunqoo3xczNXMpWmyxAAObkM4nj/RENb7Tj1xcHcc9PX12LSSl6Xw8Q9H1ulLzE98OnU8olbRjLkWUtMPwj80Rp0wOhnflRTBHDI1gGXnweC4hs9sYkI8SrLPnmQGuHzt1yEcBwUDXLn+C0LXJMj2yeCB72F/6nqZwC/yC+E5yQ85uY/RvYs9zh3eIec0S0vL0KmXp04UVEckauUizJw8him+ZEUsdqVnNogiMwAtXRuI8efsqeMMI0LmwdDQQE6JpJS9WBmZjJqaGkbw0rFdoImQFEZPXoALV26Chk2vUR7YHr9KNlZRUQnn4dPw6PEzdfI3ery6ugbXT6XB0b4Tbv36BwaP+VQdzSoRhw7E2MHF0oDXy6Oz37bvhGD/2Rj9gTv09GqXUGRcChK2pqOsvIKFxwNfbYC9bQcZA7veH7It4eHujMSoYFi2MZONXb/1G4Z6yaKOOqEaNX71hz1wsOuoqQEgIjVt5QxAuYvFPGLCFuPTaePlhFkXvxPrNu2EWCxG317dER8ZiG6dJfGfrpJlaxKgr6+PFUt9MO/TT2S4N3+5gxGT/FBZ2VBoapTeMmSZAX75A4PGzFbIYepzYQYwc3SbxIv5b+oPhvjPxhK/6XJENu/MQHB4PHOEgQv+icVzp7FxarR3BniB5ggUb7HfdHCvM8b8gmKsiExC+rcqT6S60R7A8YxkvNe7B379PRueE+fiVVl5g7QJJ/6YtLZ3zQFQu6lfoxgZGeJf07ywdP4MtDRuISMUHrMFG5J3s7wgcV0IXPr1YvufHkZoVLDt2A7Jscvg3PcdGc7ufYexIChKZ4qqIjTZyxOJ0SHsQyxZHovvfzjfIM/vIts9oAZQnvTTfN/QgIWW5QE+sOkgSYTuZj/EUC8f/FVahj49uyE1KRztrS2Z1d1GzWLG2LNlLUZ4DJAx37PvMEucmhp4MY+inHPMYaemZyJgRW3EkvLu2skQn08zwz8cjOC98gkaNIAUqX+/XiwRkp78jp28iH/OXwnq5Y9lJMOpt6Q2kHGQroIwJMeEYuLYYbJYfPzUJSwKjZYkTU0I1D/l3DiC23fuY4z3QvYxKLRqwcH4LQ5HNrRHcyMOCRlF2PrvEpRX8poZgBL5R/e3kRQdgh5dHRjRlD0HWNpJvX9xjmSpZR47gzlLIlBaWs4OUrad6G0ZUF5RgdCIBOxMO9iE6ktI01VAOEmG37GtPqzN9ZG0tC0sTPRw4edyHDpfirSsv2RyaLQCpLOp8onrgtGzR2fkPS/AnIAInLlwjRVHZk8dzxIiegbIOv0jrp9OZ/5ACjRK0GjxJsCsFYeRA4zh6dwCru++hXO3ynEntwqrtxfgtW/WzgAUi8b6+LWBsG5rgZPnrsBv6VpWi8u/e5pFBKmTrJ8wvQkD0CW/1rcNTFtyGDXAmCmZeuQlUjJLkPNU+R2qoBVACVLHOHPyWISH+MFAXw/zAiPxdcYRfDLeE0kxIYhN3IXoTalwc+mDvSnRb2QF0J0eONUMTt2awblHM8bz7M1yttd/f1CF4lKxyoUn2ACUkoGBPoIWzoK/71SUl1eg/TvDmW+gZ4GKyirQAuUPZy6jMJsWlyRAt8aXO/apPaQI3SJD+zVHzLw2aNmcg4G+ZO9fv1OBKSufoqxCZYDTfgvUFXB9RACmThrJ6nAunjPwCY3D64IxxScYR09cQGF27RGZZpE0f9BFRtjMkMDEmENamDUcO0gaUKjDL3hZg94zcgWV7FUmQpp8CbrnpMWQoeM/Y16f/p7mu0zBADu+/jciYreqrNpqwo869y42hhjragzfj0xlij7ME+HuIxGCkl4gr1ByaNMQHhAzxwGTeDGnkAprSABmpq3w84UM/HYnhyU7MWH+oMfo6IRU/PnzcRmZbw+dwPIvEvFUy1zAxsoAH/ZvjrHuLdHdtrbtKOeJiHn30zfKIFa91ZWqQzjyscJhSFPF686j5TDqFBcvi0HfXt0wy3sc3EfPwk8n0pi/oHDgyCl2YHryTHjD15o5FrCzNsDAXm/Jibfn2Etknn+Fiz83nPOr0knpaVATA7Sz0Gd78LcHtSe8cR8OZiHyzyd5CPCbDicPb6QkrMa773RhJHfvPYyw6M3ILyzWhAWbY2tlgNiFbdC3SzPUL/CMWfoYD56JUPyXwM9eh7vEAJKCyGN1FyF1pabJxFwvU2Q/FuHoj6/YUMf2VpgyYQS27tyPhHXBCInYhMV+00ALlhQ2Ju9GTOIuVlNQB9R3r51jgYlDWsLIUP7qgvIeHfAYN+9WqiOjblxSEKGzNKkJ1qfWzIggcYklSzRozKXg6TEA7a3bYIibM0LDN8Fn5gTMmTmBjdH9n7i9YVdDv/LQ95pj5WwLlsbWBZq3H7/8CuvTi0D3fWNBriaojQGoAL5eplgw0RTzYp/j1LUyiF+HXXoYWrN+GxbN8Wb+gEJoxCaWCte/aJEqYm2uB5eeb2HDQksF3ajyNKmJ31uskMpqawh5A0haYFSWxRtistbXAlOGt0L4jgJkXSlD7jMRXPv3AS2FbYtbCVpSp9BQKjze3RjD+jWXpa9y2w1A+M4CbDmgUcuPpvaQL4tTLFUXI+ooUod4eXsndrT86bcKbDtYgpPXyhgaVT5ta6RKA9DkZZJHS4TMMIO5iaTcXhfyCqsR9VURMk7Vnt7UyaPJuMLFCEUy79y/vbjaILnu1ZgmxOicbraGOLaxA8vGXhTXYH5sHi79UgGOI6DRISEqGKujN4OW1KRADyyzR5tg+ohWaN1SUfmsK6+QuL8YN/6oZHR1ByST0xf5FvxxiTp++ayx7uWoEIbUMx/d0B7dbI0YGhW4/78e4kl+NfstuaTgWe2QrTZjDjd22bLQpqxBIS3rJcK2F+CVBrm8EDklwqm4HGWDda7HhRK2a2eAb8KtYWVe6713HirBtswSPMyTGILm8LRAcSa5o1Ly1TU89p34C4FJTVY5ulzEPXXHvXuyGKrwATRtkKivAf3qY1xbIDGgrdzQw2ciLE14gRox0K97M/hNMEWLZsqvrXYffYmgpHyFpEfox1AxX4MGideY6lpkVAnUuZMh1nxmITuTS+c9flENUTUPW2vVbcWb9hUxh6fmSk9rW2jcIkM50GZoMcFlbbj17myEKL826Gqj+TuJqN2F2PxdMaoFHeSEScfxcFbWTK2y203bpmj6BVNCrTCkr2ZNpevTCpH8bQkqRTp19XLWEdwmJ8XWtlGSqnIuuWODS57OSc96ieVbClDVZMo3olGSGsHM0bkVagwDeIIlQltlPxpsrDStZZEIwO37VfCPe47fc5vszrCM8IiFXlWM1q2yVFgTGzc7PT1xKA8yWagR4v0tMc5dUp2tC3S5h6UU4KvvVbbwCtvgirPLCPi0mhpuTUnuWXr1pxI06nhlLTS8Hr33ChLSN0yPsjdSbditTF1Ytb2AlaqbBnTcLi8VUtI53kzQgwnqEL2HtwKt6EhhwfrnOHC2tGl0p1Sb4sFEXWmFRge6CnzGmmCptxmCv3yBb7JKQTO+poAmfTJTV2Chj6a8BhljyrBWCP4yH3cf6dzpvdlHU3UN8T/7bE5++b5+OAneCgRjmmJpK9DkcRAgz/72h5N1BbPoOKBdtSGZ8CaezupX8Rn5jy480YWxNQqDQhjVezx9mJ6CheArmVsuJkTyJPe/+fG0MiXrPp83hP5gnj2fV+xHqof7gBASVIVqyePMJn4+/3936/TMF21GAwAAAABJRU5ErkJggg==";
const pdf_oabtn_ico = "data:image/png;base64,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";
const pdf_oadoi_ico = "data:image/png;base64,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";
const pdf_core_ico = "data:image/png;base64,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";
const pdf_OA_ico = "data:image/png;base64,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";
const aismry_ico = "data:image/png;base64,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";
const copy_ico = "data:image/png;base64,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";
const abs_ico = 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t=this._data,e=t.words,r=8*this._nDataBytes,i=8*t.sigBytes,o=(e[i>>>5]|=128<<24-i%32,y1.floor(r/4294967296)),o=(e[15+(64+i>>>9<<4)]=16711935&(o<<8|o>>>24)|4278255360&(o<<24|o>>>8),e[14+(64+i>>>9<<4)]=16711935&(r<<8|r>>>24)|4278255360&(r<<24|r>>>8),t.sigBytes=4*(e.length+1),this._process(),this._hash),n=o.words,s=0;s<4;s++){var c=n[s];n[s]=16711935&(c<<8|c>>>24)|4278255360&(c<<24|c>>>8)}return o},clone:function(){var t=v1.clone.call(this);return t._hash=this._hash.clone(),t}}),p.MD5=v1._createHelper(u),p.HmacMD5=v1._createHmacHelper(u),u=(p=i).lib,X=u.WordArray,L=u.Hasher,u=p.algo,l=[],u=u.SHA1=L.extend({_doReset:function(){this._hash=new X.init([1732584193,4023233417,2562383102,271733878,3285377520])},_doProcessBlock:function(t,e){for(var r=this._hash.words,i=r[0],o=r[1],n=r[2],s=r[3],c=r[4],a=0;a<80;a++){a<16?l[a]=0|t[e+a]:(h=l[a-3]^l[a-8]^l[a-14]^l[a-16],l[a]=h<<1|h>>>31);var h=(i<<5|i>>>27)+c+l[a];h+=a<20?1518500249+(o&n|~o&s):a<40?1859775393+(o^n^s):a<60?(o&n|o&s|n&s)-1894007588:(o^n^s)-899497514,c=s,s=n,n=o<<30|o>>>2,o=i,i=h}r[0]=r[0]+i|0,r[1]=r[1]+o|0,r[2]=r[2]+n|0,r[3]=r[3]+s|0,r[4]=r[4]+c|0},_doFinalize:function(){var t=this._data,e=t.words,r=8*this._nDataBytes,i=8*t.sigBytes;return e[i>>>5]|=128<<24-i%32,e[14+(64+i>>>9<<4)]=Math.floor(r/4294967296),e[15+(64+i>>>9<<4)]=r,t.sigBytes=4*e.length,this._process(),this._hash},clone:function(){var t=L.clone.call(this);return t._hash=this._hash.clone(),t}}),p.SHA1=L._createHelper(u),p.HmacSHA1=L._createHmacHelper(u);var w1=Math,p=i,k1=(u=p.lib).WordArray,x1=u.Hasher,u=p.algo,b1=[],m1=[];function S1(t){return 4294967296*(t-(0|t))|0}for(var A1=2,z1=0;z1<64;)!function(t){for(var e=w1.sqrt(t),r=2;r<=e;r++)if(!(t%r))return;return 1}(A1)||(z1<8&&(b1[z1]=S1(w1.pow(A1,.5))),m1[z1]=S1(w1.pow(A1,1/3)),z1++),A1++;var _=[],u=u.SHA256=x1.extend({_doReset:function(){this._hash=new 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t._hash=this._hash.clone(),t}}),p=(p.SHA256=x1._createHelper(u),p.HmacSHA256=x1._createHmacHelper(u),j=(p=i).lib.WordArray,u=p.algo,T=u.SHA256,u=u.SHA224=T.extend({_doReset:function(){this._hash=new j.init([3238371032,914150663,812702999,4144912697,4290775857,1750603025,1694076839,3204075428])},_doFinalize:function(){var t=T._doFinalize.call(this);return t.sigBytes-=4,t}}),p.SHA224=T._createHelper(u),p.HmacSHA224=T._createHmacHelper(u),i),H1=p.lib.Hasher,y=(u=p.x64).Word,C1=u.WordArray,u=p.algo;function g(){return y.create.apply(y,arguments)}for(var R1=[g(1116352408,3609767458),g(1899447441,602891725),g(3049323471,3964484399),g(3921009573,2173295548),g(961987163,4081628472),g(1508970993,3053834265),g(2453635748,2937671579),g(2870763221,3664609560),g(3624381080,2734883394),g(310598401,1164996542),g(607225278,1323610764),g(1426881987,3590304994),g(1925078388,4068182383),g(2162078206,991336113),g(2614888103,633803317),g(3248222580,3479774868),g(3835390401,2666613458),g(4022224774,944711139),g(264347078,2341262773),g(604807628,2007800933),g(770255983,1495990901),g(1249150122,1856431235),g(1555081692,3175218132),g(1996064986,2198950837),g(2554220882,3999719339),g(2821834349,766784016),g(2952996808,2566594879),g(3210313671,3203337956),g(3336571891,1034457026),g(3584528711,2466948901),g(113926993,3758326383),g(338241895,168717936),g(666307205,1188179964),g(773529912,1546045734),g(1294757372,1522805485),g(1396182291,2643833823),g(1695183700,2343527390),g(1986661051,1014477480),g(2177026350,1206759142),g(2456956037,344077627),g(2730485921,1290863460),g(2820302411,3158454273),g(3259730800,3505952657),g(3345764771,106217008),g(3516065817,3606008344),g(3600352804,1432725776),g(4094571909,1467031594),g(275423344,851169720),g(430227734,3100823752),g(506948616,1363258195),g(659060556,3750685593),g(883997877,3785050280),g(958139571,3318307427),g(1322822218,3812723403),g(1537002063,2003034995),g(1747873779,3602036899),g(1955562222,1575990012),g(2024104815,1125592928),g(2227730452,2716904306),g(2361852424,442776044),g(2428436474,593698344),g(2756734187,3733110249),g(3204031479,2999351573),g(3329325298,3815920427),g(3391569614,3928383900),g(3515267271,566280711),g(3940187606,3454069534),g(4118630271,4000239992),g(116418474,1914138554),g(174292421,2731055270),g(289380356,3203993006),g(460393269,320620315),g(685471733,587496836),g(852142971,1086792851),g(1017036298,365543100),g(1126000580,2618297676),g(1288033470,3409855158),g(1501505948,4234509866),g(1607167915,987167468),g(1816402316,1246189591)],D1=[],E1=0;E1<80;E1++)D1[E1]=g();u=u.SHA512=H1.extend({_doReset:function(){this._hash=new C1.init([new y.init(1779033703,4089235720),new y.init(3144134277,2227873595),new y.init(1013904242,4271175723),new y.init(2773480762,1595750129),new y.init(1359893119,2917565137),new y.init(2600822924,725511199),new y.init(528734635,4215389547),new y.init(1541459225,327033209)])},_doProcessBlock:function(W,O){for(var t=this._hash.words,e=t[0],r=t[1],i=t[2],o=t[3],n=t[4],s=t[5],c=t[6],t=t[7],I=e.high,a=e.low,U=r.high,h=r.low,K=i.high,l=i.low,X=o.high,f=o.low,L=n.high,d=n.low,j=s.high,u=s.low,T=c.high,p=c.low,N=t.high,_=t.low,y=I,g=a,v=U,B=h,w=K,k=l,q=X,x=f,b=L,m=d,Z=j,S=u,V=T,G=p,J=N,Q=_,A=0;A<80;A++)var z,H,C=D1[A],R=(A<16?(H=C.high=0|W[O+2*A],z=C.low=0|W[O+2*A+1]):(F=(P=D1[A-15]).high,P=P.low,M=(E=D1[A-2]).high,E=E.low,D=(R=D1[A-7]).high,R=R.low,$=(Y=D1[A-16]).high,H=(H=((F>>>1|P<<31)^(F>>>8|P<<24)^F>>>7)+D+((z=(D=(P>>>1|F<<31)^(P>>>8|F<<24)^(P>>>7|F<<25))+R)>>>0<D>>>0?1:0))+((M>>>19|E<<13)^(M<<3|E>>>29)^M>>>6)+((z+=P=(E>>>19|M<<13)^(E<<3|M>>>29)^(E>>>6|M<<26))>>>0<P>>>0?1:0),z+=F=Y.low,C.high=H=H+$+(z>>>0<F>>>0?1:0),C.low=z),b&Z^~b&V),D=m&S^~m&G,E=y&v^y&w^v&w,M=(g>>>28|y<<4)^(g<<30|y>>>2)^(g<<25|y>>>7),P=R1[A],Y=P.high,$=P.low,F=Q+((m>>>14|b<<18)^(m>>>18|b<<14)^(m<<23|b>>>9)),C=J+((b>>>14|m<<18)^(b>>>18|m<<14)^(b<<23|m>>>9))+(F>>>0<Q>>>0?1:0),t1=M+(g&B^g&k^B&k),J=V,Q=G,V=Z,G=S,Z=b,S=m,b=q+(C=C+R+((F=F+D)>>>0<D>>>0?1:0)+Y+((F=F+$)>>>0<$>>>0?1:0)+H+((F=F+z)>>>0<z>>>0?1:0))+((m=x+F|0)>>>0<x>>>0?1:0)|0,q=w,x=k,w=v,k=B,v=y,B=g,y=C+(((y>>>28|g<<4)^(y<<30|g>>>2)^(y<<25|g>>>7))+E+(t1>>>0<M>>>0?1:0))+((g=F+t1|0)>>>0<F>>>0?1:0)|0;a=e.low=a+g,e.high=I+y+(a>>>0<g>>>0?1:0),h=r.low=h+B,r.high=U+v+(h>>>0<B>>>0?1:0),l=i.low=l+k,i.high=K+w+(l>>>0<k>>>0?1:0),f=o.low=f+x,o.high=X+q+(f>>>0<x>>>0?1:0),d=n.low=d+m,n.high=L+b+(d>>>0<m>>>0?1:0),u=s.low=u+S,s.high=j+Z+(u>>>0<S>>>0?1:0),p=c.low=p+G,c.high=T+V+(p>>>0<G>>>0?1:0),_=t.low=_+Q,t.high=N+J+(_>>>0<Q>>>0?1:0)},_doFinalize:function(){var t=this._data,e=t.words,r=8*this._nDataBytes,i=8*t.sigBytes;return e[i>>>5]|=128<<24-i%32,e[30+(128+i>>>10<<5)]=Math.floor(r/4294967296),e[31+(128+i>>>10<<5)]=r,t.sigBytes=4*e.length,this._process(),this._hash.toX32()},clone:function(){var t=H1.clone.call(this);return t._hash=this._hash.clone(),t},blockSize:32}),p.SHA512=H1._createHelper(u),p.HmacSHA512=H1._createHmacHelper(u),u=(p=i).x64,t=u.Word,N=u.WordArray,u=p.algo,q=u.SHA512,u=u.SHA384=q.extend({_doReset:function(){this._hash=new N.init([new t.init(3418070365,3238371032),new t.init(1654270250,914150663),new t.init(2438529370,812702999),new t.init(355462360,4144912697),new t.init(1731405415,4290775857),new t.init(2394180231,1750603025),new t.init(3675008525,1694076839),new t.init(1203062813,3204075428)])},_doFinalize:function(){var t=q._doFinalize.call(this);return t.sigBytes-=16,t}}),p.SHA384=q._createHelper(u),p.HmacSHA384=q._createHmacHelper(u);for(var M1=Math,p=i,P1=(u=p.lib).WordArray,F1=u.Hasher,W1=p.x64.Word,u=p.algo,O1=[],I1=[],U1=[],v=1,B=0,K1=0;K1<24;K1++){O1[v+5*B]=(K1+1)*(K1+2)/2%64;var X1=(2*v+3*B)%5;v=B%5,B=X1}for(v=0;v<5;v++)for(B=0;B<5;B++)I1[v+5*B]=B+(2*v+3*B)%5*5;for(var L1=1,j1=0;j1<24;j1++){for(var T1,N1=0,q1=0,Z1=0;Z1<7;Z1++)1&L1&&((T1=(1<<Z1)-1)<32?q1^=1<<T1:N1^=1<<T1-32),128&L1?L1=L1<<1^113:L1<<=1;U1[j1]=W1.create(N1,q1)}for(var D=[],V1=0;V1<25;V1++)D[V1]=W1.create();function G1(t,e,r){return t&e|~t&r}function J1(t,e,r){return t&r|e&~r}function Q1(t,e){return t<<e|t>>>32-e}function Y1(t){return"string"==typeof t?f1:o}function $1(t,e,r){var i,o=this._iv;o?(i=o,this._iv=void 0):i=this._prevBlock;for(var n=0;n<r;n++)t[e+n]^=i[n]}function t2(t,e,r,i){var o,n=this._iv;n?(o=n.slice(0),this._iv=void 0):o=this._prevBlock,i.encryptBlock(o,0);for(var s=0;s<r;s++)t[e+s]^=o[s]}function e2(t){var e,r,i;return 255==(t>>24&255)?(r=t>>8&255,i=255&t,255===(e=t>>16&255)?(e=0,255===r?(r=0,255===i?i=0:++i):++r):++e,t=0,t=(t+=e<<16)+(r<<8)+i):t+=1<<24,t}u=u.SHA3=F1.extend({cfg:F1.cfg.extend({outputLength:512}),_doReset:function(){for(var t=this._state=[],e=0;e<25;e++)t[e]=new W1.init;this.blockSize=(1600-2*this.cfg.outputLength)/32},_doProcessBlock:function(t,e){for(var r=this._state,i=this.blockSize/2,o=0;o<i;o++){var n=t[e+2*o],s=t[e+2*o+1],n=16711935&(n<<8|n>>>24)|4278255360&(n<<24|n>>>8);(x=r[o]).high^=16711935&(s<<8|s>>>24)|4278255360&(s<<24|s>>>8),x.low^=n}for(var c=0;c<24;c++){for(var a=0;a<5;a++){for(var h=0,l=0,f=0;f<5;f++)h^=(x=r[a+5*f]).high,l^=x.low;var d=D[a];d.high=h,d.low=l}for(a=0;a<5;a++)for(var u=D[(a+4)%5],p=D[(a+1)%5],_=p.high,p=p.low,h=u.high^(_<<1|p>>>31),l=u.low^(p<<1|_>>>31),f=0;f<5;f++)(x=r[a+5*f]).high^=h,x.low^=l;for(var y=1;y<25;y++){var g=(x=r[y]).high,v=x.low,B=O1[y],g=(l=B<32?(h=g<<B|v>>>32-B,v<<B|g>>>32-B):(h=v<<B-32|g>>>64-B,g<<B-32|v>>>64-B),D[I1[y]]);g.high=h,g.low=l}var w=D[0],k=r[0];w.high=k.high,w.low=k.low;for(a=0;a<5;a++)for(f=0;f<5;f++){var x=r[y=a+5*f],b=D[y],m=D[(a+1)%5+5*f],S=D[(a+2)%5+5*f];x.high=b.high^~m.high&S.high,x.low=b.low^~m.low&S.low}x=r[0],w=U1[c];x.high^=w.high,x.low^=w.low}},_doFinalize:function(){for(var t=this._data,e=t.words,r=(this._nDataBytes,8*t.sigBytes),i=32*this.blockSize,o=(e[r>>>5]|=1<<24-r%32,e[(M1.ceil((1+r)/i)*i>>>5)-1]|=128,t.sigBytes=4*e.length,this._process(),this._state),r=this.cfg.outputLength/8,n=r/8,s=[],c=0;c<n;c++){var a=o[c],h=a.high,a=a.low,h=16711935&(h<<8|h>>>24)|4278255360&(h<<24|h>>>8);s.push(16711935&(a<<8|a>>>24)|4278255360&(a<<24|a>>>8)),s.push(h)}return new P1.init(s,r)},clone:function(){for(var t=F1.clone.call(this),e=t._state=this._state.slice(0),r=0;r<25;r++)e[r]=e[r].clone();return t}}),p.SHA3=F1._createHelper(u),p.HmacSHA3=F1._createHmacHelper(u),Math,u=(p=i).lib,e=u.WordArray,Z=u.Hasher,u=p.algo,V=e.create([0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,7,4,13,1,10,6,15,3,12,0,9,5,2,14,11,8,3,10,14,4,9,15,8,1,2,7,0,6,13,11,5,12,1,9,11,10,0,8,12,4,13,3,7,15,14,5,6,2,4,0,5,9,7,12,2,10,14,1,3,8,11,6,15,13]),G=e.create([5,14,7,0,9,2,11,4,13,6,15,8,1,10,3,12,6,11,3,7,0,13,5,10,14,15,8,12,4,9,1,2,15,5,1,3,7,14,6,9,11,8,12,2,10,0,4,13,8,6,4,1,3,11,15,0,5,12,2,13,9,7,10,14,12,15,10,4,1,5,8,7,6,2,13,14,0,3,9,11]),J=e.create([11,14,15,12,5,8,7,9,11,13,14,15,6,7,9,8,7,6,8,13,11,9,7,15,7,12,15,9,11,7,13,12,11,13,6,7,14,9,13,15,14,8,13,6,5,12,7,5,11,12,14,15,14,15,9,8,9,14,5,6,8,6,5,12,9,15,5,11,6,8,13,12,5,12,13,14,11,8,5,6]),Q=e.create([8,9,9,11,13,15,15,5,7,7,8,11,14,14,12,6,9,13,15,7,12,8,9,11,7,7,12,7,6,15,13,11,9,7,15,11,8,6,6,14,12,13,5,14,13,13,7,5,15,5,8,11,14,14,6,14,6,9,12,9,12,5,15,8,8,5,12,9,12,5,14,6,8,13,6,5,15,13,11,11]),Y=e.create([0,1518500249,1859775393,2400959708,2840853838]),$=e.create([1352829926,1548603684,1836072691,2053994217,0]),u=u.RIPEMD160=Z.extend({_doReset:function(){this._hash=e.create([1732584193,4023233417,2562383102,271733878,3285377520])},_doProcessBlock:function(t,e){for(var r=0;r<16;r++){var i=e+r,o=t[i];t[i]=16711935&(o<<8|o>>>24)|4278255360&(o<<24|o>>>8)}for(var n,s,c,a,h,l,f=this._hash.words,d=Y.words,u=$.words,p=V.words,_=G.words,y=J.words,g=Q.words,v=n=f[0],B=s=f[1],w=c=f[2],k=a=f[3],x=h=f[4],r=0;r<80;r+=1)l=(l=Q1(l=(l=n+t[e+p[r]]|0)+(r<16?(s^c^a)+d[0]:r<32?G1(s,c,a)+d[1]:r<48?((s|~c)^a)+d[2]:r<64?J1(s,c,a)+d[3]:(s^(c|~a))+d[4])|0,y[r]))+h|0,n=h,h=a,a=Q1(c,10),c=s,s=l,l=(l=Q1(l=(l=v+t[e+_[r]]|0)+(r<16?(B^(w|~k))+u[0]:r<32?J1(B,w,k)+u[1]:r<48?((B|~w)^k)+u[2]:r<64?G1(B,w,k)+u[3]:(B^w^k)+u[4])|0,g[r]))+x|0,v=x,x=k,k=Q1(w,10),w=B,B=l;l=f[1]+c+k|0,f[1]=f[2]+a+x|0,f[2]=f[3]+h+v|0,f[3]=f[4]+n+B|0,f[4]=f[0]+s+w|0,f[0]=l},_doFinalize:function(){for(var t=this._data,e=t.words,r=8*this._nDataBytes,i=8*t.sigBytes,i=(e[i>>>5]|=128<<24-i%32,e[14+(64+i>>>9<<4)]=16711935&(r<<8|r>>>24)|4278255360&(r<<24|r>>>8),t.sigBytes=4*(e.length+1),this._process(),this._hash),o=i.words,n=0;n<5;n++){var s=o[n];o[n]=16711935&(s<<8|s>>>24)|4278255360&(s<<24|s>>>8)}return i},clone:function(){var t=Z.clone.call(this);return t._hash=this._hash.clone(),t}}),p.RIPEMD160=Z._createHelper(u),p.HmacRIPEMD160=Z._createHmacHelper(u),u=(p=i).lib.Base,t1=p.enc.Utf8,p.algo.HMAC=u.extend({init:function(t,e){t=this._hasher=new t.init,"string"==typeof e&&(e=t1.parse(e));for(var r=t.blockSize,i=4*r,t=((e=e.sigBytes>i?t.finalize(e):e).clamp(),this._oKey=e.clone()),e=this._iKey=e.clone(),o=t.words,n=e.words,s=0;s<r;s++)o[s]^=1549556828,n[s]^=909522486;t.sigBytes=e.sigBytes=i,this.reset()},reset:function(){var t=this._hasher;t.reset(),t.update(this._iKey)},update:function(t){return this._hasher.update(t),this},finalize:function(t){var e=this._hasher,t=e.finalize(t);return e.reset(),e.finalize(this._oKey.clone().concat(t))}}),u=(p=i).lib,w=u.Base,e1=u.WordArray,u=p.algo,P=u.SHA256,r1=u.HMAC,i1=u.PBKDF2=w.extend({cfg:w.extend({keySize:4,hasher:P,iterations:25e4}),init:function(t){this.cfg=this.cfg.extend(t)},compute:function(t,e){for(var r=this.cfg,i=r1.create(r.hasher,t),o=e1.create(),n=e1.create([1]),s=o.words,c=n.words,a=r.keySize,h=r.iterations;s.length<a;){for(var l=i.update(e).finalize(n),f=(i.reset(),l.words),d=f.length,u=l,p=1;p<h;p++){u=i.finalize(u),i.reset();for(var _=u.words,y=0;y<d;y++)f[y]^=_[y]}o.concat(l),c[0]++}return o.sigBytes=4*a,o}}),p.PBKDF2=function(t,e,r){return i1.create(r).compute(t,e)},w=(u=i).lib,P=w.Base,o1=w.WordArray,w=u.algo,p=w.MD5,n1=w.EvpKDF=P.extend({cfg:P.extend({keySize:4,hasher:p,iterations:1}),init:function(t){this.cfg=this.cfg.extend(t)},compute:function(t,e){for(var r,i=this.cfg,o=i.hasher.create(),n=o1.create(),s=n.words,c=i.keySize,a=i.iterations;s.length<c;){r&&o.update(r),r=o.update(t).finalize(e),o.reset();for(var h=1;h<a;h++)r=o.finalize(r),o.reset();n.concat(r)}return n.sigBytes=4*c,n}}),u.EvpKDF=function(t,e,r){return n1.create(r).compute(t,e)},i.lib.Cipher||(P=(w=i).lib,p=P.Base,s=P.WordArray,s1=P.BufferedBlockAlgorithm,(u=w.enc).Utf8,c1=u.Base64,a1=w.algo.EvpKDF,h1=P.Cipher=s1.extend({cfg:p.extend(),createEncryptor:function(t,e){return this.create(this._ENC_XFORM_MODE,t,e)},createDecryptor:function(t,e){return this.create(this._DEC_XFORM_MODE,t,e)},init:function(t,e,r){this.cfg=this.cfg.extend(r),this._xformMode=t,this._key=e,this.reset()},reset:function(){s1.reset.call(this),this._doReset()},process:function(t){return this._append(t),this._process()},finalize:function(t){return t&&this._append(t),this._doFinalize()},keySize:4,ivSize:4,_ENC_XFORM_MODE:1,_DEC_XFORM_MODE:2,_createHelper:function(i){return{encrypt:function(t,e,r){return Y1(e).encrypt(i,t,e,r)},decrypt:function(t,e,r){return Y1(e).decrypt(i,t,e,r)}}}}),P.StreamCipher=h1.extend({_doFinalize:function(){return this._process(!0)},blockSize:1}),u=w.mode={},r=P.BlockCipherMode=p.extend({createEncryptor:function(t,e){return this.Encryptor.create(t,e)},createDecryptor:function(t,e){return this.Decryptor.create(t,e)},init:function(t,e){this._cipher=t,this._iv=e}}),r=u.CBC=((u=r.extend()).Encryptor=u.extend({processBlock:function(t,e){var r=this._cipher,i=r.blockSize;$1.call(this,t,e,i),r.encryptBlock(t,e),this._prevBlock=t.slice(e,e+i)}}),u.Decryptor=u.extend({processBlock:function(t,e){var r=this._cipher,i=r.blockSize,o=t.slice(e,e+i);r.decryptBlock(t,e),$1.call(this,t,e,i),this._prevBlock=o}}),u),u=(w.pad={}).Pkcs7={pad:function(t,e){for(var e=4*e,r=e-t.sigBytes%e,i=r<<24|r<<16|r<<8|r,o=[],n=0;n<r;n+=4)o.push(i);e=s.create(o,r);t.concat(e)},unpad:function(t){var e=255&t.words[t.sigBytes-1>>>2];t.sigBytes-=e}},P.BlockCipher=h1.extend({cfg:h1.cfg.extend({mode:r,padding:u}),reset:function(){h1.reset.call(this);var t,e=this.cfg,r=e.iv,e=e.mode;this._xformMode==this._ENC_XFORM_MODE?t=e.createEncryptor:(t=e.createDecryptor,this._minBufferSize=1),this._mode&&this._mode.__creator==t?this._mode.init(this,r&&r.words):(this._mode=t.call(e,this,r&&r.words),this._mode.__creator=t)},_doProcessBlock:function(t,e){this._mode.processBlock(t,e)},_doFinalize:function(){var t,e=this.cfg.padding;return this._xformMode==this._ENC_XFORM_MODE?(e.pad(this._data,this.blockSize),t=this._process(!0)):(t=this._process(!0),e.unpad(t)),t},blockSize:4}),l1=P.CipherParams=p.extend({init:function(t){this.mixIn(t)},toString:function(t){return(t||this.formatter).stringify(this)}}),r=(w.format={}).OpenSSL={stringify:function(t){var e=t.ciphertext,t=t.salt,t=t?s.create([1398893684,1701076831]).concat(t).concat(e):e;return t.toString(c1)},parse:function(t){var e,t=c1.parse(t),r=t.words;return 1398893684==r[0]&&1701076831==r[1]&&(e=s.create(r.slice(2,4)),r.splice(0,4),t.sigBytes-=16),l1.create({ciphertext:t,salt:e})}},o=P.SerializableCipher=p.extend({cfg:p.extend({format:r}),encrypt:function(t,e,r,i){i=this.cfg.extend(i);var o=t.createEncryptor(r,i),e=o.finalize(e),o=o.cfg;return l1.create({ciphertext:e,key:r,iv:o.iv,algorithm:t,mode:o.mode,padding:o.padding,blockSize:t.blockSize,formatter:i.format})},decrypt:function(t,e,r,i){return i=this.cfg.extend(i),e=this._parse(e,i.format),t.createDecryptor(r,i).finalize(e.ciphertext)},_parse:function(t,e){return"string"==typeof t?e.parse(t,this):t}}),u=(w.kdf={}).OpenSSL={execute:function(t,e,r,i,o){i=i||s.random(8),o=(o?a1.create({keySize:e+r,hasher:o}):a1.create({keySize:e+r})).compute(t,i);t=s.create(o.words.slice(e),4*r);return o.sigBytes=4*e,l1.create({key:o,iv:t,salt:i})}},f1=P.PasswordBasedCipher=o.extend({cfg:o.cfg.extend({kdf:u}),encrypt:function(t,e,r,i){r=(i=this.cfg.extend(i)).kdf.execute(r,t.keySize,t.ivSize,i.salt,i.hasher),i.iv=r.iv,t=o.encrypt.call(this,t,e,r.key,i);return t.mixIn(r),t},decrypt:function(t,e,r,i){i=this.cfg.extend(i),e=this._parse(e,i.format);r=i.kdf.execute(r,t.keySize,t.ivSize,e.salt,i.hasher);return i.iv=r.iv,o.decrypt.call(this,t,e,r.key,i)}})),i.mode.CFB=((p=i.lib.BlockCipherMode.extend()).Encryptor=p.extend({processBlock:function(t,e){var r=this._cipher,i=r.blockSize;t2.call(this,t,e,i,r),this._prevBlock=t.slice(e,e+i)}}),p.Decryptor=p.extend({processBlock:function(t,e){var r=this._cipher,i=r.blockSize,o=t.slice(e,e+i);t2.call(this,t,e,i,r),this._prevBlock=o}}),p),i.mode.CTR=(r=i.lib.BlockCipherMode.extend(),w=r.Encryptor=r.extend({processBlock:function(t,e){var r=this._cipher,i=r.blockSize,o=this._iv,n=this._counter,s=(o&&(n=this._counter=o.slice(0),this._iv=void 0),n.slice(0));r.encryptBlock(s,0),n[i-1]=n[i-1]+1|0;for(var c=0;c<i;c++)t[e+c]^=s[c]}}),r.Decryptor=w,r),i.mode.CTRGladman=(P=i.lib.BlockCipherMode.extend(),u=P.Encryptor=P.extend({processBlock:function(t,e){var r=this._cipher,i=r.blockSize,o=this._iv,n=this._counter,s=(o&&(n=this._counter=o.slice(0),this._iv=void 0),0===((o=n)[0]=e2(o[0]))&&(o[1]=e2(o[1])),n.slice(0));r.encryptBlock(s,0);for(var c=0;c<i;c++)t[e+c]^=s[c]}}),P.Decryptor=u,P),i.mode.OFB=(p=i.lib.BlockCipherMode.extend(),w=p.Encryptor=p.extend({processBlock:function(t,e){var r=this._cipher,i=r.blockSize,o=this._iv,n=this._keystream;o&&(n=this._keystream=o.slice(0),this._iv=void 0),r.encryptBlock(n,0);for(var s=0;s<i;s++)t[e+s]^=n[s]}}),p.Decryptor=w,p),i.mode.ECB=((u=i.lib.BlockCipherMode.extend()).Encryptor=u.extend({processBlock:function(t,e){this._cipher.encryptBlock(t,e)}}),u.Decryptor=u.extend({processBlock:function(t,e){this._cipher.decryptBlock(t,e)}}),u),i.pad.AnsiX923={pad:function(t,e){var r=t.sigBytes,e=4*e,e=e-r%e,r=r+e-1;t.clamp(),t.words[r>>>2]|=e<<24-r%4*8,t.sigBytes+=e},unpad:function(t){var e=255&t.words[t.sigBytes-1>>>2];t.sigBytes-=e}},i.pad.Iso10126={pad:function(t,e){e*=4,e-=t.sigBytes%e;t.concat(i.lib.WordArray.random(e-1)).concat(i.lib.WordArray.create([e<<24],1))},unpad:function(t){var e=255&t.words[t.sigBytes-1>>>2];t.sigBytes-=e}},i.pad.Iso97971={pad:function(t,e){t.concat(i.lib.WordArray.create([2147483648],1)),i.pad.ZeroPadding.pad(t,e)},unpad:function(t){i.pad.ZeroPadding.unpad(t),t.sigBytes--}},i.pad.ZeroPadding={pad:function(t,e){e*=4;t.clamp(),t.sigBytes+=e-(t.sigBytes%e||e)},unpad:function(t){for(var e=t.words,r=t.sigBytes-1,r=t.sigBytes-1;0<=r;r--)if(e[r>>>2]>>>24-r%4*8&255){t.sigBytes=r+1;break}}},i.pad.NoPadding={pad:function(){},unpad:function(){}},d1=(P=i).lib.CipherParams,u1=P.enc.Hex,P.format.Hex={stringify:function(t){return t.ciphertext.toString(u1)},parse:function(t){t=u1.parse(t);return d1.create({ciphertext:t})}};for(var w=i,p=w.lib.BlockCipher,u=w.algo,k=[],r2=[],i2=[],o2=[],n2=[],s2=[],c2=[],a2=[],h2=[],l2=[],x=[],b=0;b<256;b++)x[b]=b<128?b<<1:b<<1^283;for(var m=0,S=0,b=0;b<256;b++){var E=S^S<<1^S<<2^S<<3^S<<4,f2=(k[m]=E=E>>>8^255&E^99,x[r2[E]=m]),d2=x[f2],u2=x[d2],M=257*x[E]^16843008*E;i2[m]=M<<24|M>>>8,o2[m]=M<<16|M>>>16,n2[m]=M<<8|M>>>24,s2[m]=M,c2[E]=(M=16843009*u2^65537*d2^257*f2^16843008*m)<<24|M>>>8,a2[E]=M<<16|M>>>16,h2[E]=M<<8|M>>>24,l2[E]=M,m?(m=f2^x[x[x[u2^f2]]],S^=x[x[S]]):m=S=1}var p2=[0,1,2,4,8,16,32,64,128,27,54],u=u.AES=p.extend({_doReset:function(){if(!this._nRounds||this._keyPriorReset!==this._key){for(var t=this._keyPriorReset=this._key,e=t.words,r=t.sigBytes/4,i=4*(1+(this._nRounds=6+r)),o=this._keySchedule=[],n=0;n<i;n++)n<r?o[n]=e[n]:(a=o[n-1],n%r?6<r&&n%r==4&&(a=k[a>>>24]<<24|k[a>>>16&255]<<16|k[a>>>8&255]<<8|k[255&a]):(a=k[(a=a<<8|a>>>24)>>>24]<<24|k[a>>>16&255]<<16|k[a>>>8&255]<<8|k[255&a],a^=p2[n/r|0]<<24),o[n]=o[n-r]^a);for(var s=this._invKeySchedule=[],c=0;c<i;c++){var a,n=i-c;a=c%4?o[n]:o[n-4],s[c]=c<4||n<=4?a:c2[k[a>>>24]]^a2[k[a>>>16&255]]^h2[k[a>>>8&255]]^l2[k[255&a]]}}},encryptBlock:function(t,e){this._doCryptBlock(t,e,this._keySchedule,i2,o2,n2,s2,k)},decryptBlock:function(t,e){var r=t[e+1],r=(t[e+1]=t[e+3],t[e+3]=r,this._doCryptBlock(t,e,this._invKeySchedule,c2,a2,h2,l2,r2),t[e+1]);t[e+1]=t[e+3],t[e+3]=r},_doCryptBlock:function(t,e,r,i,o,n,s,c){for(var a=this._nRounds,h=t[e]^r[0],l=t[e+1]^r[1],f=t[e+2]^r[2],d=t[e+3]^r[3],u=4,p=1;p<a;p++)var _=i[h>>>24]^o[l>>>16&255]^n[f>>>8&255]^s[255&d]^r[u++],y=i[l>>>24]^o[f>>>16&255]^n[d>>>8&255]^s[255&h]^r[u++],g=i[f>>>24]^o[d>>>16&255]^n[h>>>8&255]^s[255&l]^r[u++],v=i[d>>>24]^o[h>>>16&255]^n[l>>>8&255]^s[255&f]^r[u++],h=_,l=y,f=g,d=v;_=(c[h>>>24]<<24|c[l>>>16&255]<<16|c[f>>>8&255]<<8|c[255&d])^r[u++],y=(c[l>>>24]<<24|c[f>>>16&255]<<16|c[d>>>8&255]<<8|c[255&h])^r[u++],g=(c[f>>>24]<<24|c[d>>>16&255]<<16|c[h>>>8&255]<<8|c[255&l])^r[u++],v=(c[d>>>24]<<24|c[h>>>16&255]<<16|c[l>>>8&255]<<8|c[255&f])^r[u++];t[e]=_,t[e+1]=y,t[e+2]=g,t[e+3]=v},keySize:8}),P=(w.AES=p._createHelper(u),i),_2=(w=P.lib).WordArray,w=w.BlockCipher,p=P.algo,y2=[57,49,41,33,25,17,9,1,58,50,42,34,26,18,10,2,59,51,43,35,27,19,11,3,60,52,44,36,63,55,47,39,31,23,15,7,62,54,46,38,30,22,14,6,61,53,45,37,29,21,13,5,28,20,12,4],g2=[14,17,11,24,1,5,3,28,15,6,21,10,23,19,12,4,26,8,16,7,27,20,13,2,41,52,31,37,47,55,30,40,51,45,33,48,44,49,39,56,34,53,46,42,50,36,29,32],v2=[1,2,4,6,8,10,12,14,15,17,19,21,23,25,27,28],B2=[{0:8421888,268435456:32768,536870912:8421378,805306368:2,1073741824:512,1342177280:8421890,1610612736:8389122,1879048192:8388608,2147483648:514,2415919104:8389120,2684354560:33280,2952790016:8421376,3221225472:32770,3489660928:8388610,3758096384:0,4026531840:33282,134217728:0,402653184:8421890,671088640:33282,939524096:32768,1207959552:8421888,1476395008:512,1744830464:8421378,2013265920:2,2281701376:8389120,2550136832:33280,2818572288:8421376,3087007744:8389122,3355443200:8388610,3623878656:32770,3892314112:514,4160749568:8388608,1:32768,268435457:2,536870913:8421888,805306369:8388608,1073741825:8421378,1342177281:33280,1610612737:512,1879048193:8389122,2147483649:8421890,2415919105:8421376,2684354561:8388610,2952790017:33282,3221225473:514,3489660929:8389120,3758096385:32770,4026531841:0,134217729:8421890,402653185:8421376,671088641:8388608,939524097:512,1207959553:32768,1476395009:8388610,1744830465:2,2013265921:33282,2281701377:32770,2550136833:8389122,2818572289:514,3087007745:8421888,3355443201:8389120,3623878657:0,3892314113:33280,4160749569:8421378},{0:1074282512,16777216:16384,33554432:524288,50331648:1074266128,67108864:1073741840,83886080:1074282496,100663296:1073758208,117440512:16,134217728:540672,150994944:1073758224,167772160:1073741824,184549376:540688,201326592:524304,218103808:0,234881024:16400,251658240:1074266112,8388608:1073758208,25165824:540688,41943040:16,58720256:1073758224,75497472:1074282512,92274688:1073741824,109051904:524288,125829120:1074266128,142606336:524304,159383552:0,176160768:16384,192937984:1074266112,209715200:1073741840,226492416:540672,243269632:1074282496,260046848:16400,268435456:0,285212672:1074266128,301989888:1073758224,318767104:1074282496,335544320:1074266112,352321536:16,369098752:540688,385875968:16384,402653184:16400,419430400:524288,436207616:524304,452984832:1073741840,469762048:540672,486539264:1073758208,503316480:1073741824,520093696:1074282512,276824064:540688,293601280:524288,310378496:1074266112,327155712:16384,343932928:1073758208,360710144:1074282512,377487360:16,394264576:1073741824,411041792:1074282496,427819008:1073741840,444596224:1073758224,461373440:524304,478150656:0,494927872:16400,511705088:1074266128,528482304:540672},{0:260,1048576:0,2097152:67109120,3145728:65796,4194304:65540,5242880:67108868,6291456:67174660,7340032:67174400,8388608:67108864,9437184:67174656,10485760:65792,11534336:67174404,12582912:67109124,13631488:65536,14680064:4,15728640:256,524288:67174656,1572864:67174404,2621440:0,3670016:67109120,4718592:67108868,5767168:65536,6815744:65540,7864320:260,8912896:4,9961472:256,11010048:67174400,12058624:65796,13107200:65792,14155776:67109124,15204352:67174660,16252928:67108864,16777216:67174656,17825792:65540,18874368:65536,19922944:67109120,20971520:256,22020096:67174660,23068672:67108868,24117248:0,25165824:67109124,26214400:67108864,27262976:4,28311552:65792,29360128:67174400,30408704:260,31457280:65796,32505856:67174404,17301504:67108864,18350080:260,19398656:67174656,20447232:0,21495808:65540,22544384:67109120,23592960:256,24641536:67174404,25690112:65536,26738688:67174660,27787264:65796,28835840:67108868,29884416:67109124,30932992:67174400,31981568:4,33030144:65792},{0:2151682048,65536:2147487808,131072:4198464,196608:2151677952,262144:0,327680:4198400,393216:2147483712,458752:4194368,524288:2147483648,589824:4194304,655360:64,720896:2147487744,786432:2151678016,851968:4160,917504:4096,983040:2151682112,32768:2147487808,98304:64,163840:2151678016,229376:2147487744,294912:4198400,360448:2151682112,425984:0,491520:2151677952,557056:4096,622592:2151682048,688128:4194304,753664:4160,819200:2147483648,884736:4194368,950272:4198464,1015808:2147483712,1048576:4194368,1114112:4198400,1179648:2147483712,1245184:0,1310720:4160,1376256:2151678016,1441792:2151682048,1507328:2147487808,1572864:2151682112,1638400:2147483648,1703936:2151677952,1769472:4198464,1835008:2147487744,1900544:4194304,1966080:64,2031616:4096,1081344:2151677952,1146880:2151682112,1212416:0,1277952:4198400,1343488:4194368,1409024:2147483648,1474560:2147487808,1540096:64,1605632:2147483712,1671168:4096,1736704:2147487744,1802240:2151678016,1867776:4160,1933312:2151682048,1998848:4194304,2064384:4198464},{0:128,4096:17039360,8192:262144,12288:536870912,16384:537133184,20480:16777344,24576:553648256,28672:262272,32768:16777216,36864:537133056,40960:536871040,45056:553910400,49152:553910272,53248:0,57344:17039488,61440:553648128,2048:17039488,6144:553648256,10240:128,14336:17039360,18432:262144,22528:537133184,26624:553910272,30720:536870912,34816:537133056,38912:0,43008:553910400,47104:16777344,51200:536871040,55296:553648128,59392:16777216,63488:262272,65536:262144,69632:128,73728:536870912,77824:553648256,81920:16777344,86016:553910272,90112:537133184,94208:16777216,98304:553910400,102400:553648128,106496:17039360,110592:537133056,114688:262272,118784:536871040,122880:0,126976:17039488,67584:553648256,71680:16777216,75776:17039360,79872:537133184,83968:536870912,88064:17039488,92160:128,96256:553910272,100352:262272,104448:553910400,108544:0,112640:553648128,116736:16777344,120832:262144,124928:537133056,129024:536871040},{0:268435464,256:8192,512:270532608,768:270540808,1024:268443648,1280:2097152,1536:2097160,1792:268435456,2048:0,2304:268443656,2560:2105344,2816:8,3072:270532616,3328:2105352,3584:8200,3840:270540800,128:270532608,384:270540808,640:8,896:2097152,1152:2105352,1408:268435464,1664:268443648,1920:8200,2176:2097160,2432:8192,2688:268443656,2944:270532616,3200:0,3456:270540800,3712:2105344,3968:268435456,4096:268443648,4352:270532616,4608:270540808,4864:8200,5120:2097152,5376:268435456,5632:268435464,5888:2105344,6144:2105352,6400:0,6656:8,6912:270532608,7168:8192,7424:268443656,7680:270540800,7936:2097160,4224:8,4480:2105344,4736:2097152,4992:268435464,5248:268443648,5504:8200,5760:270540808,6016:270532608,6272:270540800,6528:270532616,6784:8192,7040:2105352,7296:2097160,7552:0,7808:268435456,8064:268443656},{0:1048576,16:33555457,32:1024,48:1049601,64:34604033,80:0,96:1,112:34603009,128:33555456,144:1048577,160:33554433,176:34604032,192:34603008,208:1025,224:1049600,240:33554432,8:34603009,24:0,40:33555457,56:34604032,72:1048576,88:33554433,104:33554432,120:1025,136:1049601,152:33555456,168:34603008,184:1048577,200:1024,216:34604033,232:1,248:1049600,256:33554432,272:1048576,288:33555457,304:34603009,320:1048577,336:33555456,352:34604032,368:1049601,384:1025,400:34604033,416:1049600,432:1,448:0,464:34603008,480:33554433,496:1024,264:1049600,280:33555457,296:34603009,312:1,328:33554432,344:1048576,360:1025,376:34604032,392:33554433,408:34603008,424:0,440:34604033,456:1049601,472:1024,488:33555456,504:1048577},{0:134219808,1:131072,2:134217728,3:32,4:131104,5:134350880,6:134350848,7:2048,8:134348800,9:134219776,10:133120,11:134348832,12:2080,13:0,14:134217760,15:133152,2147483648:2048,2147483649:134350880,2147483650:134219808,2147483651:134217728,2147483652:134348800,2147483653:133120,2147483654:133152,2147483655:32,2147483656:134217760,2147483657:2080,2147483658:131104,2147483659:134350848,2147483660:0,2147483661:134348832,2147483662:134219776,2147483663:131072,16:133152,17:134350848,18:32,19:2048,20:134219776,21:134217760,22:134348832,23:131072,24:0,25:131104,26:134348800,27:134219808,28:134350880,29:133120,30:2080,31:134217728,2147483664:131072,2147483665:2048,2147483666:134348832,2147483667:133152,2147483668:32,2147483669:134348800,2147483670:134217728,2147483671:134219808,2147483672:134350880,2147483673:134217760,2147483674:134219776,2147483675:0,2147483676:133120,2147483677:2080,2147483678:131104,2147483679:134350848}],w2=[4160749569,528482304,33030144,2064384,129024,8064,504,2147483679],k2=p.DES=w.extend({_doReset:function(){for(var t=this._key.words,e=[],r=0;r<56;r++){var i=y2[r]-1;e[r]=t[i>>>5]>>>31-i%32&1}for(var o=this._subKeys=[],n=0;n<16;n++){for(var s=o[n]=[],c=v2[n],r=0;r<24;r++)s[r/6|0]|=e[(g2[r]-1+c)%28]<<31-r%6,s[4+(r/6|0)]|=e[28+(g2[r+24]-1+c)%28]<<31-r%6;s[0]=s[0]<<1|s[0]>>>31;for(r=1;r<7;r++)s[r]=s[r]>>>4*(r-1)+3;s[7]=s[7]<<5|s[7]>>>27}for(var a=this._invSubKeys=[],r=0;r<16;r++)a[r]=o[15-r]},encryptBlock:function(t,e){this._doCryptBlock(t,e,this._subKeys)},decryptBlock:function(t,e){this._doCryptBlock(t,e,this._invSubKeys)},_doCryptBlock:function(t,e,r){this._lBlock=t[e],this._rBlock=t[e+1],x2.call(this,4,252645135),x2.call(this,16,65535),b2.call(this,2,858993459),b2.call(this,8,16711935),x2.call(this,1,1431655765);for(var i=0;i<16;i++){for(var o=r[i],n=this._lBlock,s=this._rBlock,c=0,a=0;a<8;a++)c|=B2[a][((s^o[a])&w2[a])>>>0];this._lBlock=s,this._rBlock=n^c}var h=this._lBlock;this._lBlock=this._rBlock,this._rBlock=h,x2.call(this,1,1431655765),b2.call(this,8,16711935),b2.call(this,2,858993459),x2.call(this,16,65535),x2.call(this,4,252645135),t[e]=this._lBlock,t[e+1]=this._rBlock},keySize:2,ivSize:2,blockSize:2});function x2(t,e){e=(this._lBlock>>>t^this._rBlock)&e;this._rBlock^=e,this._lBlock^=e<<t}function b2(t,e){e=(this._rBlock>>>t^this._lBlock)&e;this._lBlock^=e,this._rBlock^=e<<t}P.DES=w._createHelper(k2),p=p.TripleDES=w.extend({_doReset:function(){var t=this._key.words;if(2!==t.length&&4!==t.length&&t.length<6)throw new Error("Invalid key length - 3DES requires the key length to be 64, 128, 192 or >192.");var e=t.slice(0,2),r=t.length<4?t.slice(0,2):t.slice(2,4),t=t.length<6?t.slice(0,2):t.slice(4,6);this._des1=k2.createEncryptor(_2.create(e)),this._des2=k2.createEncryptor(_2.create(r)),this._des3=k2.createEncryptor(_2.create(t))},encryptBlock:function(t,e){this._des1.encryptBlock(t,e),this._des2.decryptBlock(t,e),this._des3.encryptBlock(t,e)},decryptBlock:function(t,e){this._des3.decryptBlock(t,e),this._des2.encryptBlock(t,e),this._des1.decryptBlock(t,e)},keySize:6,ivSize:2,blockSize:2}),P.TripleDES=w._createHelper(p);var u=i,P=u.lib.StreamCipher,w=u.algo,m2=w.RC4=P.extend({_doReset:function(){for(var t=this._key,e=t.words,r=t.sigBytes,i=this._S=[],o=0;o<256;o++)i[o]=o;for(var o=0,n=0;o<256;o++){var s=o%r,s=e[s>>>2]>>>24-s%4*8&255,n=(n+i[o]+s)%256,s=i[o];i[o]=i[n],i[n]=s}this._i=this._j=0},_doProcessBlock:function(t,e){t[e]^=S2.call(this)},keySize:8,ivSize:0});function S2(){for(var t=this._S,e=this._i,r=this._j,i=0,o=0;o<4;o++){var r=(r+t[e=(e+1)%256])%256,n=t[e];t[e]=t[r],t[r]=n,i|=t[(t[e]+t[r])%256]<<24-8*o}return this._i=e,this._j=r,i}function A2(){for(var t=this._X,e=this._C,r=0;r<8;r++)c[r]=e[r];e[0]=e[0]+1295307597+this._b|0,e[1]=e[1]+3545052371+(e[0]>>>0<c[0]>>>0?1:0)|0,e[2]=e[2]+886263092+(e[1]>>>0<c[1]>>>0?1:0)|0,e[3]=e[3]+1295307597+(e[2]>>>0<c[2]>>>0?1:0)|0,e[4]=e[4]+3545052371+(e[3]>>>0<c[3]>>>0?1:0)|0,e[5]=e[5]+886263092+(e[4]>>>0<c[4]>>>0?1:0)|0,e[6]=e[6]+1295307597+(e[5]>>>0<c[5]>>>0?1:0)|0,e[7]=e[7]+3545052371+(e[6]>>>0<c[6]>>>0?1:0)|0,this._b=e[7]>>>0<c[7]>>>0?1:0;for(r=0;r<8;r++){var i=t[r]+e[r],o=65535&i,n=i>>>16;a[r]=((o*o>>>17)+o*n>>>15)+n*n^((4294901760&i)*i|0)+((65535&i)*i|0)}t[0]=a[0]+(a[7]<<16|a[7]>>>16)+(a[6]<<16|a[6]>>>16)|0,t[1]=a[1]+(a[0]<<8|a[0]>>>24)+a[7]|0,t[2]=a[2]+(a[1]<<16|a[1]>>>16)+(a[0]<<16|a[0]>>>16)|0,t[3]=a[3]+(a[2]<<8|a[2]>>>24)+a[1]|0,t[4]=a[4]+(a[3]<<16|a[3]>>>16)+(a[2]<<16|a[2]>>>16)|0,t[5]=a[5]+(a[4]<<8|a[4]>>>24)+a[3]|0,t[6]=a[6]+(a[5]<<16|a[5]>>>16)+(a[4]<<16|a[4]>>>16)|0,t[7]=a[7]+(a[6]<<8|a[6]>>>24)+a[5]|0}function z2(){for(var t=this._X,e=this._C,r=0;r<8;r++)f[r]=e[r];e[0]=e[0]+1295307597+this._b|0,e[1]=e[1]+3545052371+(e[0]>>>0<f[0]>>>0?1:0)|0,e[2]=e[2]+886263092+(e[1]>>>0<f[1]>>>0?1:0)|0,e[3]=e[3]+1295307597+(e[2]>>>0<f[2]>>>0?1:0)|0,e[4]=e[4]+3545052371+(e[3]>>>0<f[3]>>>0?1:0)|0,e[5]=e[5]+886263092+(e[4]>>>0<f[4]>>>0?1:0)|0,e[6]=e[6]+1295307597+(e[5]>>>0<f[5]>>>0?1:0)|0,e[7]=e[7]+3545052371+(e[6]>>>0<f[6]>>>0?1:0)|0,this._b=e[7]>>>0<f[7]>>>0?1:0;for(r=0;r<8;r++){var i=t[r]+e[r],o=65535&i,n=i>>>16;d[r]=((o*o>>>17)+o*n>>>15)+n*n^((4294901760&i)*i|0)+((65535&i)*i|0)}t[0]=d[0]+(d[7]<<16|d[7]>>>16)+(d[6]<<16|d[6]>>>16)|0,t[1]=d[1]+(d[0]<<8|d[0]>>>24)+d[7]|0,t[2]=d[2]+(d[1]<<16|d[1]>>>16)+(d[0]<<16|d[0]>>>16)|0,t[3]=d[3]+(d[2]<<8|d[2]>>>24)+d[1]|0,t[4]=d[4]+(d[3]<<16|d[3]>>>16)+(d[2]<<16|d[2]>>>16)|0,t[5]=d[5]+(d[4]<<8|d[4]>>>24)+d[3]|0,t[6]=d[6]+(d[5]<<16|d[5]>>>16)+(d[4]<<16|d[4]>>>16)|0,t[7]=d[7]+(d[6]<<8|d[6]>>>24)+d[5]|0}u.RC4=P._createHelper(m2),w=w.RC4Drop=m2.extend({cfg:m2.cfg.extend({drop:192}),_doReset:function(){m2._doReset.call(this);for(var t=this.cfg.drop;0<t;t--)S2.call(this)}}),u.RC4Drop=P._createHelper(w),u=(p=i).lib.StreamCipher,P=p.algo,n=[],c=[],a=[],P=P.Rabbit=u.extend({_doReset:function(){for(var t=this._key.words,e=this.cfg.iv,r=0;r<4;r++)t[r]=16711935&(t[r]<<8|t[r]>>>24)|4278255360&(t[r]<<24|t[r]>>>8);for(var i=this._X=[t[0],t[3]<<16|t[2]>>>16,t[1],t[0]<<16|t[3]>>>16,t[2],t[1]<<16|t[0]>>>16,t[3],t[2]<<16|t[1]>>>16],o=this._C=[t[2]<<16|t[2]>>>16,4294901760&t[0]|65535&t[1],t[3]<<16|t[3]>>>16,4294901760&t[1]|65535&t[2],t[0]<<16|t[0]>>>16,4294901760&t[2]|65535&t[3],t[1]<<16|t[1]>>>16,4294901760&t[3]|65535&t[0]],r=this._b=0;r<4;r++)A2.call(this);for(r=0;r<8;r++)o[r]^=i[r+4&7];if(e){var e=e.words,n=e[0],e=e[1],n=16711935&(n<<8|n>>>24)|4278255360&(n<<24|n>>>8),e=16711935&(e<<8|e>>>24)|4278255360&(e<<24|e>>>8),s=n>>>16|4294901760&e,c=e<<16|65535&n;o[0]^=n,o[1]^=s,o[2]^=e,o[3]^=c,o[4]^=n,o[5]^=s,o[6]^=e,o[7]^=c;for(r=0;r<4;r++)A2.call(this)}},_doProcessBlock:function(t,e){var r=this._X;A2.call(this),n[0]=r[0]^r[5]>>>16^r[3]<<16,n[1]=r[2]^r[7]>>>16^r[5]<<16,n[2]=r[4]^r[1]>>>16^r[7]<<16,n[3]=r[6]^r[3]>>>16^r[1]<<16;for(var i=0;i<4;i++)n[i]=16711935&(n[i]<<8|n[i]>>>24)|4278255360&(n[i]<<24|n[i]>>>8),t[e+i]^=n[i]},blockSize:4,ivSize:2}),p.Rabbit=u._createHelper(P),p=(w=i).lib.StreamCipher,u=w.algo,h=[],f=[],d=[],u=u.RabbitLegacy=p.extend({_doReset:function(){for(var t=this._key.words,e=this.cfg.iv,r=this._X=[t[0],t[3]<<16|t[2]>>>16,t[1],t[0]<<16|t[3]>>>16,t[2],t[1]<<16|t[0]>>>16,t[3],t[2]<<16|t[1]>>>16],i=this._C=[t[2]<<16|t[2]>>>16,4294901760&t[0]|65535&t[1],t[3]<<16|t[3]>>>16,4294901760&t[1]|65535&t[2],t[0]<<16|t[0]>>>16,4294901760&t[2]|65535&t[3],t[1]<<16|t[1]>>>16,4294901760&t[3]|65535&t[0]],o=this._b=0;o<4;o++)z2.call(this);for(o=0;o<8;o++)i[o]^=r[o+4&7];if(e){var t=e.words,e=t[0],t=t[1],e=16711935&(e<<8|e>>>24)|4278255360&(e<<24|e>>>8),t=16711935&(t<<8|t>>>24)|4278255360&(t<<24|t>>>8),n=e>>>16|4294901760&t,s=t<<16|65535&e;i[0]^=e,i[1]^=n,i[2]^=t,i[3]^=s,i[4]^=e,i[5]^=n,i[6]^=t,i[7]^=s;for(o=0;o<4;o++)z2.call(this)}},_doProcessBlock:function(t,e){var r=this._X;z2.call(this),h[0]=r[0]^r[5]>>>16^r[3]<<16,h[1]=r[2]^r[7]>>>16^r[5]<<16,h[2]=r[4]^r[1]>>>16^r[7]<<16,h[3]=r[6]^r[3]>>>16^r[1]<<16;for(var i=0;i<4;i++)h[i]=16711935&(h[i]<<8|h[i]>>>24)|4278255360&(h[i]<<24|h[i]>>>8),t[e+i]^=h[i]},blockSize:4,ivSize:2}),w.RabbitLegacy=p._createHelper(u);{w=(P=i).lib.BlockCipher,p=P.algo;const F=16,D2=[608135816,2242054355,320440878,57701188,2752067618,698298832,137296536,3964562569,1160258022,953160567,3193202383,887688300,3232508343,3380367581,1065670069,3041331479,2450970073,2306472731],E2=[[3509652390,2564797868,805139163,3491422135,3101798381,1780907670,3128725573,4046225305,614570311,3012652279,134345442,2240740374,1667834072,1901547113,2757295779,4103290238,227898511,1921955416,1904987480,2182433518,2069144605,3260701109,2620446009,720527379,3318853667,677414384,3393288472,3101374703,2390351024,1614419982,1822297739,2954791486,3608508353,3174124327,2024746970,1432378464,3864339955,2857741204,1464375394,1676153920,1439316330,715854006,3033291828,289532110,2706671279,2087905683,3018724369,1668267050,732546397,1947742710,3462151702,2609353502,2950085171,1814351708,2050118529,680887927,999245976,1800124847,3300911131,1713906067,1641548236,4213287313,1216130144,1575780402,4018429277,3917837745,3693486850,3949271944,596196993,3549867205,258830323,2213823033,772490370,2760122372,1774776394,2652871518,566650946,4142492826,1728879713,2882767088,1783734482,3629395816,2517608232,2874225571,1861159788,326777828,3124490320,2130389656,2716951837,967770486,1724537150,2185432712,2364442137,1164943284,2105845187,998989502,3765401048,2244026483,1075463327,1455516326,1322494562,910128902,469688178,1117454909,936433444,3490320968,3675253459,1240580251,122909385,2157517691,634681816,4142456567,3825094682,3061402683,2540495037,79693498,3249098678,1084186820,1583128258,426386531,1761308591,1047286709,322548459,995290223,1845252383,2603652396,3431023940,2942221577,3202600964,3727903485,1712269319,422464435,3234572375,1170764815,3523960633,3117677531,1434042557,442511882,3600875718,1076654713,1738483198,4213154764,2393238008,3677496056,1014306527,4251020053,793779912,2902807211,842905082,4246964064,1395751752,1040244610,2656851899,3396308128,445077038,3742853595,3577915638,679411651,2892444358,2354009459,1767581616,3150600392,3791627101,3102740896,284835224,4246832056,1258075500,768725851,2589189241,3069724005,3532540348,1274779536,3789419226,2764799539,1660621633,3471099624,4011903706,913787905,3497959166,737222580,2514213453,2928710040,3937242737,1804850592,3499020752,2949064160,2386320175,2390070455,2415321851,4061277028,2290661394,2416832540,1336762016,1754252060,3520065937,3014181293,791618072,3188594551,3933548030,2332172193,3852520463,3043980520,413987798,3465142937,3030929376,4245938359,2093235073,3534596313,375366246,2157278981,2479649556,555357303,3870105701,2008414854,3344188149,4221384143,3956125452,2067696032,3594591187,2921233993,2428461,544322398,577241275,1471733935,610547355,4027169054,1432588573,1507829418,2025931657,3646575487,545086370,48609733,2200306550,1653985193,298326376,1316178497,3007786442,2064951626,458293330,2589141269,3591329599,3164325604,727753846,2179363840,146436021,1461446943,4069977195,705550613,3059967265,3887724982,4281599278,3313849956,1404054877,2845806497,146425753,1854211946],[1266315497,3048417604,3681880366,3289982499,290971e4,1235738493,2632868024,2414719590,3970600049,1771706367,1449415276,3266420449,422970021,1963543593,2690192192,3826793022,1062508698,1531092325,1804592342,2583117782,2714934279,4024971509,1294809318,4028980673,1289560198,2221992742,1669523910,35572830,157838143,1052438473,1016535060,1802137761,1753167236,1386275462,3080475397,2857371447,1040679964,2145300060,2390574316,1461121720,2956646967,4031777805,4028374788,33600511,2920084762,1018524850,629373528,3691585981,3515945977,2091462646,2486323059,586499841,988145025,935516892,3367335476,2599673255,2839830854,265290510,3972581182,2759138881,3795373465,1005194799,847297441,406762289,1314163512,1332590856,1866599683,4127851711,750260880,613907577,1450815602,3165620655,3734664991,3650291728,3012275730,3704569646,1427272223,778793252,1343938022,2676280711,2052605720,1946737175,3164576444,3914038668,3967478842,3682934266,1661551462,3294938066,4011595847,840292616,3712170807,616741398,312560963,711312465,1351876610,322626781,1910503582,271666773,2175563734,1594956187,70604529,3617834859,1007753275,1495573769,4069517037,2549218298,2663038764,504708206,2263041392,3941167025,2249088522,1514023603,1998579484,1312622330,694541497,2582060303,2151582166,1382467621,776784248,2618340202,3323268794,2497899128,2784771155,503983604,4076293799,907881277,423175695,432175456,1378068232,4145222326,3954048622,3938656102,3820766613,2793130115,2977904593,26017576,3274890735,3194772133,1700274565,1756076034,4006520079,3677328699,720338349,1533947780,354530856,688349552,3973924725,1637815568,332179504,3949051286,53804574,2852348879,3044236432,1282449977,3583942155,3416972820,4006381244,1617046695,2628476075,3002303598,1686838959,431878346,2686675385,1700445008,1080580658,1009431731,832498133,3223435511,2605976345,2271191193,2516031870,1648197032,4164389018,2548247927,300782431,375919233,238389289,3353747414,2531188641,2019080857,1475708069,455242339,2609103871,448939670,3451063019,1395535956,2413381860,1841049896,1491858159,885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